diff --git a/poetry.lock b/poetry.lock
index 5d507c2..bb146bd 100644
--- a/poetry.lock
+++ b/poetry.lock
@@ -13,76 +13,65 @@ files = [
 
 [[package]]
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 optional = false
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 [package.dependencies]
@@ -112,53 +101,61 @@ tests = ["pytest", "pytest-cov", "pytest-xdist"]
 
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 unicode = ["unicodedata2 (>=15.1.0)"]
 woff = ["brotli (>=1.0.1)", "brotlicffi (>=0.8.0)", "zopfli (>=0.1.4)"]
 
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 [[package]]
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 fonttools = ">=4.22.0"
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 numpy = ">=1.23"
 packaging = ">=20.0"
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 [package.extras]
-docs = ["furo", "olefile", "sphinx (>=7.3)", "sphinx-copybutton", "sphinx-inline-tabs", "sphinxext-opengraph"]
+docs = ["furo", "olefile", "sphinx (>=8.1)", "sphinx-copybutton", "sphinx-inline-tabs", "sphinxext-opengraph"]
 fpx = ["olefile"]
 mic = ["olefile"]
 tests = ["check-manifest", "coverage", "defusedxml", "markdown2", "olefile", "packaging", "pyroma", "pytest", "pytest-cov", "pytest-timeout"]
@@ -651,13 +643,13 @@ tenacity = ">=6.2.0"
 
 [[package]]
 name = "pyparsing"
-version = "3.1.4"
+version = "3.2.0"
 description = "pyparsing module - Classes and methods to define and execute parsing grammars"
 optional = false
-python-versions = ">=3.6.8"
+python-versions = ">=3.9"
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 ]
 
 [package.extras]
@@ -679,13 +671,13 @@ six = ">=1.5"
 
 [[package]]
 name = "python-utils"
-version = "3.8.2"
+version = "3.9.0"
 description = "Python Utils is a module with some convenient utilities not included with the standard Python install"
 optional = false
-python-versions = ">3.8.0"
+python-versions = ">3.9.0"
 files = [
-    {file = "python-utils-3.8.2.tar.gz", hash = "sha256:c5d161e4ca58ce3f8c540f035e018850b261a41e7cb98f6ccf8e1deb7174a1f1"},
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+    {file = "python_utils-3.9.0.tar.gz", hash = "sha256:3689556884e3ae53aec5a4c9f17b36e752a3e93a7ba2768c6553fc4dd6fa70ef"},
 ]
 
 [package.dependencies]
@@ -694,7 +686,7 @@ typing-extensions = ">3.10.0.2"
 [package.extras]
 docs = ["mock", "python-utils", "sphinx"]
 loguru = ["loguru"]
-tests = ["flake8", "loguru", "pytest", "pytest-asyncio", "pytest-cov", "pytest-mypy", "sphinx", "types-setuptools"]
+tests = ["blessings", "loguru", "loguru-mypy", "mypy-ipython", "pyright", "pytest", "pytest-asyncio", "pytest-cov", "pytest-mypy", "ruff", "sphinx", "types-setuptools"]
 
 [[package]]
 name = "pytz"
@@ -709,45 +701,53 @@ files = [
 
 [[package]]
 name = "scipy"
-version = "1.13.1"
+version = "1.14.1"
 description = "Fundamental algorithms for scientific computing in Python"
 optional = false
-python-versions = ">=3.9"
+python-versions = ">=3.10"
 files = [
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+    {file = "scipy-1.14.1.tar.gz", hash = "sha256:5a275584e726026a5699459aa72f828a610821006228e841b94275c4a7c08417"},
 ]
 
 [package.dependencies]
-numpy = ">=1.22.4,<2.3"
+numpy = ">=1.23.5,<2.3"
 
 [package.extras]
-dev = ["cython-lint (>=0.12.2)", "doit (>=0.36.0)", "mypy", "pycodestyle", "pydevtool", "rich-click", "ruff", "types-psutil", "typing_extensions"]
-doc = ["jupyterlite-pyodide-kernel", "jupyterlite-sphinx (>=0.12.0)", "jupytext", "matplotlib (>=3.5)", "myst-nb", "numpydoc", "pooch", "pydata-sphinx-theme (>=0.15.2)", "sphinx (>=5.0.0)", "sphinx-design (>=0.4.0)"]
-test = ["array-api-strict", "asv", "gmpy2", "hypothesis (>=6.30)", "mpmath", "pooch", "pytest", "pytest-cov", "pytest-timeout", "pytest-xdist", "scikit-umfpack", "threadpoolctl"]
+dev = ["cython-lint (>=0.12.2)", "doit (>=0.36.0)", "mypy (==1.10.0)", "pycodestyle", "pydevtool", "rich-click", "ruff (>=0.0.292)", "types-psutil", "typing_extensions"]
+doc = ["jupyterlite-pyodide-kernel", "jupyterlite-sphinx (>=0.13.1)", "jupytext", "matplotlib (>=3.5)", "myst-nb", "numpydoc", "pooch", "pydata-sphinx-theme (>=0.15.2)", "sphinx (>=5.0.0,<=7.3.7)", "sphinx-design (>=0.4.0)"]
+test = ["Cython", "array-api-strict (>=2.0)", "asv", "gmpy2", "hypothesis (>=6.30)", "meson", "mpmath", "ninja", "pooch", "pytest", "pytest-cov", "pytest-timeout", "pytest-xdist", "scikit-umfpack", "threadpoolctl"]
 
 [[package]]
 name = "six"
@@ -777,13 +777,13 @@ test = ["pytest", "tornado (>=4.5)", "typeguard"]
 
 [[package]]
 name = "tqdm"
-version = "4.66.5"
+version = "4.67.0"
 description = "Fast, Extensible Progress Meter"
 optional = false
 python-versions = ">=3.7"
 files = [
-    {file = "tqdm-4.66.5-py3-none-any.whl", hash = "sha256:90279a3770753eafc9194a0364852159802111925aa30eb3f9d85b0e805ac7cd"},
-    {file = "tqdm-4.66.5.tar.gz", hash = "sha256:e1020aef2e5096702d8a025ac7d16b1577279c9d63f8375b63083e9a5f0fcbad"},
+    {file = "tqdm-4.67.0-py3-none-any.whl", hash = "sha256:0cd8af9d56911acab92182e88d763100d4788bdf421d251616040cc4d44863be"},
+    {file = "tqdm-4.67.0.tar.gz", hash = "sha256:fe5a6f95e6fe0b9755e9469b77b9c3cf850048224ecaa8293d7d2d31f97d869a"},
 ]
 
 [package.dependencies]
@@ -791,6 +791,7 @@ colorama = {version = "*", markers = "platform_system == \"Windows\""}
 
 [package.extras]
 dev = ["pytest (>=6)", "pytest-cov", "pytest-timeout", "pytest-xdist"]
+discord = ["requests"]
 notebook = ["ipywidgets (>=6)"]
 slack = ["slack-sdk"]
 telegram = ["requests"]
@@ -808,35 +809,16 @@ files = [
 
 [[package]]
 name = "tzdata"
-version = "2024.1"
+version = "2024.2"
 description = "Provider of IANA time zone data"
 optional = false
 python-versions = ">=2"
 files = [
-    {file = "tzdata-2024.1-py2.py3-none-any.whl", hash = "sha256:9068bc196136463f5245e51efda838afa15aaeca9903f49050dfa2679db4d252"},
-    {file = "tzdata-2024.1.tar.gz", hash = "sha256:2674120f8d891909751c38abcdfd386ac0a5a1127954fbc332af6b5ceae07efd"},
+    {file = "tzdata-2024.2-py2.py3-none-any.whl", hash = "sha256:a48093786cdcde33cad18c2555e8532f34422074448fbc874186f0abd79565cd"},
+    {file = "tzdata-2024.2.tar.gz", hash = "sha256:7d85cc416e9382e69095b7bdf4afd9e3880418a2413feec7069d533d6b4e31cc"},
 ]
 
-[[package]]
-name = "zipp"
-version = "3.20.2"
-description = "Backport of pathlib-compatible object wrapper for zip files"
-optional = false
-python-versions = ">=3.8"
-files = [
-    {file = "zipp-3.20.2-py3-none-any.whl", hash = "sha256:a817ac80d6cf4b23bf7f2828b7cabf326f15a001bea8b1f9b49631780ba28350"},
-    {file = "zipp-3.20.2.tar.gz", hash = "sha256:bc9eb26f4506fda01b81bcde0ca78103b6e62f991b381fec825435c836edbc29"},
-]
-
-[package.extras]
-check = ["pytest-checkdocs (>=2.4)", "pytest-ruff (>=0.2.1)"]
-cover = ["pytest-cov"]
-doc = ["furo", "jaraco.packaging (>=9.3)", "jaraco.tidelift (>=1.4)", "rst.linker (>=1.9)", "sphinx (>=3.5)", "sphinx-lint"]
-enabler = ["pytest-enabler (>=2.2)"]
-test = ["big-O", "importlib-resources", "jaraco.functools", "jaraco.itertools", "jaraco.test", "more-itertools", "pytest (>=6,!=8.1.*)", "pytest-ignore-flaky"]
-type = ["pytest-mypy"]
-
 [metadata]
 lock-version = "2.0"
-python-versions = ">=3.9"
-content-hash = "979ca64893f0d2d96138754c461bdf1474800d8cb5441d66882d9dd394ce6522"
+python-versions = ">=3.10"
+content-hash = "2f01142b0488f4cbe1deedb2f21610f283a016c7111cf869f12d78266c7bcf95"
diff --git a/pyproject.toml b/pyproject.toml
index 53aeea4..9d82956 100644
--- a/pyproject.toml
+++ b/pyproject.toml
@@ -1,6 +1,6 @@
 [tool.poetry]
 name = "pyturbo-aero"
-version = "1.0.16"
+version = "1.0.17"
 description = "PyTurbo_Aero is a Turbomachinery blade design library that lets you create a full 3D blades and passages."
 authors = ["Paht Juangphanich <paht.juangphanich@nasa.gov>"]
 packages = [
@@ -8,7 +8,7 @@ packages = [
 ]
 
 [tool.poetry.dependencies]
-python = ">=3.9"
+python = ">=3.10"
 plotly = "*"
 tqdm = "*"
 scipy = "*"
diff --git a/pyturbo/aero/__init__.py b/pyturbo/aero/__init__.py
index 7bc3178..598973d 100644
--- a/pyturbo/aero/__init__.py
+++ b/pyturbo/aero/__init__.py
@@ -1,7 +1,7 @@
 """ 
     Imports airfoil 2D and 3D and wavy  
 """
-from .airfoil2D import *
-from .airfoil3D import *
-from .airfoil_wavy import *
-from .passage2D import *
\ No newline at end of file
+from .airfoil2D import Airfoil2D
+from .airfoil3D import Airfoil3D, stack_type,spline_type
+from .airfoil_wavy import Airfoil3D_Wavy
+from .passage2D import Passage2D
\ No newline at end of file
diff --git a/pyturbo/aero/airfoil_wavy.py b/pyturbo/aero/airfoil_wavy.py
index 563ac7b..8965388 100644
--- a/pyturbo/aero/airfoil_wavy.py
+++ b/pyturbo/aero/airfoil_wavy.py
@@ -5,7 +5,7 @@
 from ..helper import derivative_1, bezier,cosd,sind
 import math
 
-class airfoil_wavy(Airfoil3D):
+class Airfoil3D_Wavy(Airfoil3D):
     """Makes the surface of the airfoil: LE, TE, SS, PS wavy
     """
     def __init__(self,profileArray,profile_loc,height):
@@ -16,7 +16,7 @@ def __init__(self,profileArray,profile_loc,height):
             profile_loc ([List[float]]): Locations in terms of percent span where these 2D airfoils are located 
             height ([float]): height of the airfoil
         """
-        super(airfoil_wavy, self).__init__(profileArray,profile_loc,height)
+        super(Airfoil3D_Wavy, self).__init__(profileArray,profile_loc,height)
    
 
     def stretch_thickness_chord(self,SSRatio,PSRatio,LERatio,TERatio,LE_wave_angle,TE_wave_angle,TE_smooth=0.85):
diff --git a/pyturbo/aero/passage2D.py b/pyturbo/aero/passage2D.py
index c579647..172a026 100644
--- a/pyturbo/aero/passage2D.py
+++ b/pyturbo/aero/passage2D.py
@@ -11,10 +11,10 @@
 import matplotlib.pyplot as plt
 from mpl_toolkits.mplot3d import Axes3D
 
-class passage2D:
+class Passage2D:
     """Passage2D fits 3D blades inside of a channel
     """
-    def __init__(self,airfoil_array,spacing_array,periodicity_array):
+    def __init__(self,airfoil_array,spacing_array):
         '''
         Initialize the passage with airfoils and spacing array
             airfoil_array = array of airfoil3D objects
@@ -24,7 +24,6 @@ def __init__(self,airfoil_array,spacing_array,periodicity_array):
         '''
         self.airfoils=airfoil_array
         self.spacing=spacing_array
-        self.periodicity_array = periodicity_array
 
 
     def add_endwalls(self,zhub:List[float],rhub:List[float],zshroud:List[float],rshroud:List[float],zhub_control:List[float]=[],rhub_control:List[float]=[],zshroud_control:List[float]=[],rshroud_control:List[float]=[]):
diff --git a/pyturbo/helper/bezier.py b/pyturbo/helper/bezier.py
index 3c65425..fc62d0a 100644
--- a/pyturbo/helper/bezier.py
+++ b/pyturbo/helper/bezier.py
@@ -146,7 +146,7 @@ def get_point_dt(self,t):
                 tempy = self.y[1]- self.y[0]          
             else:
                 for j in range(self.n-1): # n-1      
-                    b = (comb(self.n-2,j,True)*t[i]**j) * (1-t[i])**(self.n-2-j)    # Bn-1                    
+                    b = (comb(self.n-2,j,exact=True)*t[i]**j) * (1-t[i])**(self.n-2-j)    # Bn-1                    
                     tempx = tempx + b*(self.x[j+1]-self.x[j]) # Note: j+1 = j
                     tempy = tempy + b*(self.y[j+1]-self.y[j])                   
                 
diff --git a/tutorials/3D_StageTutorial.ipynb b/tutorials/3D_StageTutorial.ipynb
index 2558fa2..858dffe 100644
--- a/tutorials/3D_StageTutorial.ipynb
+++ b/tutorials/3D_StageTutorial.ipynb
@@ -1,9361 +1,9349 @@
 {
-  "cells": [
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "4jtHUyk-X-r6"
-      },
-      "source": [
-        "# 3D Stage design\n",
-        "A turbine or compressor stage consists of stator-rotor pairs or rotor-rotor pairs. You can chain together multiple stages to design the entire Turbine using this code. Also control the space between the blade rows.\n",
-        "\n",
-        "For the purpose of this tutorial.\n",
-        "Technical Definitions used:\n",
-        "- Airfoils are 2D\n",
-        "- Blades are 3D and made up of airfoils.\n",
-        "- Stage is made up of Blades\n",
-        "- Full Turbine Design is made up of multiple stages\n",
-        "\n",
-        "This tutorial takes you through a Full turbine design consisting of multiple stages\n",
-        "\n",
-        "> __Note__: The 1D design of a Turbine or compressor is absolutely critical and must not be overlooked. 3D design optimization without changing the inlet and exit flow angles (Velocity triangles) can result in 1-2% efficiency improvement. **Greater improvements can be achieved by optimizing the 1D.**"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 33,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/"
-        },
-        "id": "e-Gq7T84X-r9",
-        "outputId": "f12cdda5-ab06-40e3-d875-c1dbf275237f"
-      },
-      "outputs": [
-        {
-          "output_type": "stream",
-          "name": "stdout",
-          "text": [
-            "Requirement already satisfied: pyturbo-aero in /usr/local/lib/python3.10/dist-packages (1.1.0)\n",
-            "Requirement already satisfied: matplotlib>3.2.1 in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (3.7.1)\n",
-            "Requirement already satisfied: numpy>1.23.1 in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (1.23.5)\n",
-            "Requirement already satisfied: numpy-stl in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (3.1.1)\n",
-            "Requirement already satisfied: pandas>=1.4 in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (1.5.3)\n",
-            "Requirement already satisfied: plotly in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (5.15.0)\n",
-            "Requirement already satisfied: scipy>1.8.0 in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (1.11.4)\n",
-            "Requirement already satisfied: tqdm in /usr/local/lib/python3.10/dist-packages (from pyturbo-aero) (4.66.1)\n",
-            "Requirement already satisfied: contourpy>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (1.2.0)\n",
-            "Requirement already satisfied: cycler>=0.10 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (0.12.1)\n",
-            "Requirement already satisfied: fonttools>=4.22.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (4.47.2)\n",
-            "Requirement already satisfied: kiwisolver>=1.0.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (1.4.5)\n",
-            "Requirement already satisfied: packaging>=20.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (23.2)\n",
-            "Requirement already satisfied: pillow>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (9.4.0)\n",
-            "Requirement already satisfied: pyparsing>=2.3.1 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (3.1.1)\n",
-            "Requirement already satisfied: python-dateutil>=2.7 in /usr/local/lib/python3.10/dist-packages (from matplotlib>3.2.1->pyturbo-aero) (2.8.2)\n",
-            "Requirement already satisfied: pytz>=2020.1 in /usr/local/lib/python3.10/dist-packages (from pandas>=1.4->pyturbo-aero) (2023.4)\n",
-            "Requirement already satisfied: python-utils>=3.4.5 in /usr/local/lib/python3.10/dist-packages (from numpy-stl->pyturbo-aero) (3.8.2)\n",
-            "Requirement already satisfied: tenacity>=6.2.0 in /usr/local/lib/python3.10/dist-packages (from plotly->pyturbo-aero) (8.2.3)\n",
-            "Requirement already satisfied: six>=1.5 in /usr/local/lib/python3.10/dist-packages (from python-dateutil>=2.7->matplotlib>3.2.1->pyturbo-aero) (1.16.0)\n",
-            "Requirement already satisfied: typing-extensions>3.10.0.2 in /usr/local/lib/python3.10/dist-packages (from python-utils>=3.4.5->numpy-stl->pyturbo-aero) (4.9.0)\n"
-          ]
-        }
-      ],
-      "source": [
-        "# Installation\n",
-        "!pip install pyturbo-aero"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 34,
-      "metadata": {
-        "id": "vkdH8wTBX-r-"
-      },
-      "outputs": [],
-      "source": [
-        "# Import scripts\n",
-        "import sys\n",
-        "from typing import List\n",
-        "sys.path.insert(0,'../')\n",
-        "import numpy as np\n",
-        "from pyturbo.aero import Airfoil2D, Airfoil3D, stack_type, Passage2D\n",
-        "from pyturbo.helper import exp_ratio, bezier, pw_bezier2D"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "WiQMp_5CX-r_"
-      },
-      "source": [
-        "## Creating a Stator Blade\n",
-        "Stator are non-rotating. The purpose of the stator is to guide the flow into the rotor in such a way that maximizes the power and efficiency. The design is govern by the velocity triangles found using 1D design or streamline design approach.\n",
-        "\n",
-        "Below is an example of creating a stator blade using a hub, mid, and tip profiles. You can have as many profiles as you want, just specify where they are located when instantiating the 3D airfoil\n",
-        "\n"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "rffwmMLkX-r_"
-      },
-      "source": [
-        "### Hub Profile"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 35,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 363
-        },
-        "id": "ijT6R_qwX-r_",
-        "outputId": "31ef8cf8-ed13-4a00-a891-c498387ca0dc"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "stator_hub_axial_chord = 0.040\n",
-        "#This creates the camberline\n",
-        "stator_hub = Airfoil2D(alpha1=0,alpha2=72,axial_chord=stator_hub_axial_chord,stagger=52)\n",
-        "stator_hub.le_thickness_add(0.04)\n",
-        "\n",
-        "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
-        "stator_hub.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
-        "\n",
-        "ss_height=[0.2400, 0.2000, 0.1600, 0.1400]\n",
-        "stator_hub.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
-        "\n",
-        "stator_hub.le_thickness_match()\n",
-        "stator_hub.te_create(radius=0.001,wedge_ss=2.5,wedge_ps=2.4)\n",
-        "stator_hub.flow_guidance2(10)\n",
-        "stator_hub.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "-zhAzssPX-sA"
-      },
-      "source": [
-        "### Mid Profile"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 36,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 366
-        },
-        "id": "73zuCHSpX-sA",
-        "outputId": "2e6c37db-d6ea-436b-a137-3515d54a69a0"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "stator_mid = Airfoil2D(alpha1=0,alpha2=70,axial_chord=stator_hub_axial_chord*0.96,stagger=52)\n",
-        "stator_mid.le_thickness_add(0.04)\n",
-        "\n",
-        "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
-        "stator_mid.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
-        "\n",
-        "ss_height=[0.2400, 0.2000, 0.1600, 0.1400]\n",
-        "stator_mid.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
-        "\n",
-        "stator_mid.le_thickness_match()\n",
-        "stator_mid.te_create(radius=0.001,wedge_ss=2.5,wedge_ps=2.4)\n",
-        "stator_mid.flow_guidance2(10)\n",
-        "stator_mid.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "h8zmASiTX-sA"
-      },
-      "source": [
-        "### Tip Profile"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 37,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 354
-        },
-        "id": "X0KPQc1tX-sB",
-        "outputId": "65cf93ba-4cc8-4bed-f832-5021625fd7ff"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "stator_tip = Airfoil2D(alpha1=0,alpha2=68,axial_chord=stator_hub_axial_chord*0.95,stagger=53)\n",
-        "stator_tip.le_thickness_add(0.03)\n",
-        "\n",
-        "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
-        "stator_tip.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
-        "\n",
-        "ss_height=[0.2400, 0.2000, 0.1600, 0.1400]\n",
-        "stator_tip.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
-        "\n",
-        "stator_tip.le_thickness_match()\n",
-        "stator_tip.te_create(radius=0.001,wedge_ss=2.5,wedge_ps=2.4)\n",
-        "stator_tip.flow_guidance2(10)\n",
-        "stator_tip.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "p_tDv-xBX-sB"
-      },
-      "source": [
-        "### 3D Stator Blade\n",
-        "Notice that profileArray contains all the hub, mid, tip profiles. The location of these profiles are passed as percentages in profile_loc.\n",
-        "\n",
-        "The height doesn't really matter because when we construct the passage curves for hub and shroud, the height will automatically be scaled.\n",
-        "\n",
-        "Stacking of the stator is done using the leading edge point. This can be changed to centroid or trailing_edge."
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 38,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/"
-        },
-        "id": "_8Va7-deX-sB",
-        "outputId": "27a3bb33-83b4-4d9a-87bf-dfd9eab60672"
-      },
-      "outputs": [
-        {
-          "output_type": "stream",
-          "name": "stderr",
-          "text": [
-            "/usr/local/lib/python3.10/dist-packages/scipy/optimize/_minimize.py:913: RuntimeWarning: Method 'bounded' does not support relative tolerance in x; defaulting to absolute tolerance.\n",
-            "  warn(\"Method 'bounded' does not support relative tolerance in x; \"\n",
-            "Equal Spacing: 100%|██████████| 20/20 [00:16<00:00,  1.19it/s]\n"
-          ]
-        }
-      ],
-      "source": [
-        "stator3D = Airfoil3D(profileArray=[stator_hub,stator_mid,stator_tip], profile_loc=[0.0,0.5,1.0], height = 0.04)\n",
-        "stator3D.stack(stack_type.leading_edge) # stators are typically stacked with leading edge; stators with centroid or trailing edge\n",
-        "stator3D.sweep(sweep_y=[0,-0.05,0.05], sweep_z=[0.0, 0.5, 1]) # Z =1 is blade tip, Z = 0 is blade hub. The units are in percentage\n",
-        "stator3D.lean(leanX=[0,0.01,-0.02],leanZ=[0,0.5,1])\n",
-        "stator3D.create_blade(nProfiles=20,num_points=160,trailing_edge_points=20)"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 39,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 414
-        },
-        "id": "y0HyVz5jX-sB",
-        "outputId": "a3b4b89a-152f-4a4f-8ece-770e45613e7b"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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wc7uqKqJzHXAcZQMl9944O71Wnm0VTacVTXeUOy1msSAcPoy4bRvi4cMIR48iJCfb/7lhRY/fZLKKU3o6XL6MgYYs5B6MYTqWHDOw4U8TTZveXOm265U+LMvS2zb1wmw2V6ul941SMu1sLBZLqZVzJYmQbYI2wLRp05gwYQJjx46tlmO+niii42SK2kiX9kUXRdGedqsqZUUo5W32LFUIZRkhOBjV2rWIf/6JkJZW+J/VauQWLaBlS1K8vTE1bUrdbt3AxwfZ2xuThwcRcXFk5ubSsWtX9G5u5BoMpCcmkhUfT25SEi6ShK8kkR15iTdDNrLy+B1EnfPh0UfVbN2aWzQLd8NzvW/CgnCtpfehQ4dwcXEhOTm5wpbeVaEmB43KsnxdvZFKo6KpveJE6Ny5c057QK1pFNFxEo7ptIpMhgbnPIWVJhalpdOKUmykI8uIf/+N6t13EU+cuPpjHx+kYcOQBg5E7tULuWtXKBhyGRcRgSAI+HXoAFgXU0NDQ3H39aXP4MGoVCqrX40o4tmgAXTvbp9flpqaSnyry/iPsLAkN4KnnurLkSNqvvtOxeTJzhHpWxXb2oHNR6g0S29bibazLL1rKtoozwPg9aSsSKcsBEEgJycHNzc3Jx5VzaGIjhOoiO+NI7Yv4vUUnZSUFI4fP15iOq0o14jOpUtonngCcc8eAGRXV6SxY7FMmoQcEAAlbM+2HVmWuXTpEpGRkbRq1YpWrVrZpx4UxXF+WV5eHp6enuj1ep544jJLlzbj448lunU7hp/fVVO1G7ngoDZMmS7N0vvChQucPHnSbult+1PZCrSaSq/VtOhUpTEVsKdI3d3dnXhUNYciOlWkKqNsHCOdqlJULCo7O82WppNlGTEoCM348QjJycguLlimT8fy8stQMKyyrOMxm82Eh4eTnJRErzZt8BVFhKgoMJsRjEZEoxERwNUV2c0N2c0N3N1Bq7U/kTdo0IBXX4WvvpKJi3MnIaEpWm08sbGxAIWeyCvjZ1PT1LZ+maKW3kaj0V6eHR0dTV5eXqHBpRWx9K6p9FpNi44zKueUSEehxN6biuBM0XGMdCqSTiuK/TOEh6O57z6EzEwkf39M338PrVsX/yZJQoiORjhxAiEmBiEmhubh4aguXkSXlYU6OxuhIuXcXl60qteK+5O+4bFB2xn79TBGjDCzfr2G4ODGjBpVp1DXvs3P5nqlha4XtSHSKQutVmtPxQHk5+fbK+McLb1t57w0S++ajHRqshGzquk1sIqOh4eHk46oZlFEpxJUNp1WFGf2xdhEp6LptGKPyWJB+9hjVsEZMADTX3+B4+KyLCOEhyNu3Yq4cyfCkSMIBQ1wNoobESrrdODmBioVsiiCSgWCgJCbC7m5CAV9O0JGBuszAgmmC8F/duHLkRamTjWyfr2GP/5QM2eOodiufdt6kC0t5O7ubr8Zent719hCcmnUtkinLPR6fYmW3rGxsciybLf09vX1LVQZV1ORTk326EDV02tGoxGTyaSIzq2K2Wwu5DzojEGdzqpKMZvNHD16tFJWBI7H0+S//xAjIpD9/DD98stVwblwAdU336D65huEixcLvU/W65E7dya9Xj1SPD0R27bF3KQJLfv2Rfb2Bh+fQsJl60kodDGaTJCdjZiQQL9/g3h7118sPzyMkBA99eqp0etlzp8XiYgQ6dSp8Dkr6mdja5hMTU0lMjISo9GIl5eXvbO/uPWgW2HWm22/zhA72+DS8lp621oIqpuaLJeGqoteTk4OgJJeu9Ww9d7ExcURExNDQEBArRjUCdZ0WkREBBaLhcDAwAql04oiCAKN9+8HwPL88+DnBxcvop47F/Hbb+1pMtnNDen225GGD0cOCCCvVStCT57EYrHg7+9PQkICOTk5yJ06lX/nGg34+CD5+GCRJMbd78bQFAt33CHzzz8a+vSxcPiwis2b1XTqZCx1U44Nk8U9kQP2m6Gvr2+NCcCNFumUhiCUbumdl5dHZGQkycnJ9nNflqW3M6jpxtCqlmtnZ2cDiujcUhQthXZmbrqqomNLp9me3KsiOGC9cfhERQEgjRyJ+OWXqF95BaHAR0QaPBjL5MlIo0fbI5fk5GSOHz5M3bp16dSpk32YoTMGfvbqJfHooybWrNFScO2xebOKmTMrtq2iT+RZWVmkpqZy5coVzpw5Yx++mpiYWG3rQTd6pFMWRS299+/fT5MmTTCZTNdYetsGl14PS++qprequm+gSvu3FREoEwluAYrrvVGr1U5r6ITKN4jKskx0dDQxMTG0b98ePz8/9u7dW+XjESwWtAXhvGrpUlQ//giANGAA5g8+QO7fv9Ax2CrkOnbsSJMmTa5uR5JQJyUhnDoFaWnWSQNpaWA0giShNpkQTCZElcpatebhYa1gc3dHbtIEi0nCaLTelJ991siaNVoiI60X3aFDKlJSBPz8KnfTtomzp6enfT3o4sWLxMbG3lDrQZWlJqc9e3t7200BHS29o6Ojyc3NvcbS2xnnvaanEUDVKudsonOjVWaWhCI6JVBSsYBKpXJqZ3BlIp3iqtNsjoZVvaEIajUWjQaVyYTqxx+RVSos77+P5aWXwOHCMRqN1mNITWWAWo37n38iRkQgxMRATAztL1ywjrapJBfVE3iZRTwzLIQnv+lNt24Wjh9X0bixRFycyNatKiZMcM4agUqlwsvLC41GQ9++fQutB9mspctaD6oMt5rFQNGbf2mW3rZ1OMfKuMpaete06DhOF6gMOTk5uLq6OvGoahZFdIqhtN4blUrl1EjH5kRYXkqqTnMsv67S06EgYPD2xjUpCQDzF18gTZx49d9lmez9+0n99lu6HjuGx8mTCCWcD1kU7SNwKPgj6/UgisiCgCQICLKMkJODkJ0NOTkImZkIcXF8b36IOBry1uaGbLzLwp13mjl+XIXNu2zLFrXTRKcoxa0HOc4ug8LrQTdaf1BtFbviLL1tInTp0iW7pbdNhMpr6V3TolPVaC07O1uJdG5WHI2XShpl48xqM6DE7vzijs0xnVa0Os1pogOIBVVGUseOVwUnKwtx7VqkL7/ELyoKx5nPcr16SAVjcORWrZBbtiROqyVepaJX377F7sNisWA0Gos/VpOJ2dv2MODPHcz/czAhIWrq1bOe80uXrJ95+3Y1RqPVFeF64rge1Lhx40LrQUlJSZw5cwatVmu/Efr6+pZ7Pai23vyvFxW5+Rd33m2W3qmpqcTExFjXH8th6V2TJdPOuB5tfkk3C4roFFDe3hub6Djrwi1Puq48zZ6OwwGrREICuoJBnkJcHGRkoPr2W1QffoiQkmLdh06HdMcd1j/DhkGLFlDkXFguXkROTKzcMWg00LoJI15R022ikVGjVPzzjwY/P4mUFBEvL5mMDIHgYBWDB1fvLLbi1oNsY2NiY2M5deqU3VDNtjhe29aDbkSxE4SyLb01Gk0hEbJZet/okY6SXrsJsU0WKM+gTsd5ac64mZQVOZW32dN2zFWNwoTjxxGwTowWMjPR9O2LeOECALlNmiC8+CLixInWvpvStuMk59CBAy3cf7+Z337T4Osrk5ICDRtKZGSo+OMPdbWLTlGKuno6GqoVXQ8qrmP/Rrv5V2WfzmwOLa+lt6+vb431B4HzRuAokc5NgqPvTXlH2di+QM54grFtrzihcEyndejQgSZNmpR6bM6abiAUrOVYGjRAfekS4oULGN3cuPLyy/i98gpiWamjnByECxdwCwmhflQUql27ICPDaoOQmQlms7V6zWJBYzZboxp3d2vVmocHeHoiNW9OSrovmtYNoA1Mnmzit980xMVZz31mpnVXv/2m5sMPDU5LsTmjhLk860He3t74+vraRyhVJ7abf3WLju17eb32W5Kld2pqKqmpqZhMJg4dOlRuS29n4axIRxGdmwBJkuxmVlC5ydDOoDjRqezsNKesNxV8uVUJCVeP58EHqfvmm9e+9uJFxKAghKNHEY8cQThzBqEgpdag4E9plHYpfs5v/I0/Dw08z3vfNqJuXYmkJBGVSubyZZX9/7dsUXPPPTX3JFsaZa0HpaenIwgCERERFV4PcsaxVSc2ca2uNJejpbdKpcJgMODn51duS29n4YzU3s00YRpuQdEpj410adhe70zzNUehqMrsNKektFq0sG7LbCavTh1ckpNx//ZbTM8+i9y1K0JYGOKPPyJu2YIYEVH8Nry9MTZpQpaXFz6tW1+tXvPyQtZqQRCQBQGzJCFaLJCdba1ay85GSEvDcvYCiUcbYbTo+GZfe47cbWHgQAu//y7SsKHMpUsCnTtL/PefyPff117RKUrR9aDY2FgSExPRaDT2ZsnrvR5k+37cbJFOWfvWaDQVsvR2Vlm8M6vXbhZuKdEpWixQ2cmzzuzVcSxMqEg6rbRtVYWUvDy71bT47rtYtm1DtWkTmjFjkP38EI8ft79WFkXknj2R+/RB6tkTuXNn5JYtwceHhIQE+7ig4pAkCZPRWOJT4PKzZzm27xhvzu3OyZMqPDzkgvdZ/71g/B2bN6u5cEGgefMbz8paFEV0Oh1t2rQBrtoIFO0PcrwRVvWpuaZEp7ojHUckSbrm4a04S++iY5Jsg0urYuntrPSabcr3zcAtIzpV8b0pirNtpk0mEyEhIZWyIii6rcqKjizLnD17FvGbb+yiow4NxfLgg4h//YUQF4cQF4es0SDdey/SffchDR0KBTn0ojgj6uoWYOHb7/K54w5XDhywXrjx8dbf27FjKm67zcyePWpWr9Yyd66hSvuqCYqen6I2Ao7z4i5evIgsy4WsG0oqES7PPmsi0qkpe4GyUlyOlt5Nmza1p0HT0tKqbOmtlExfy00vOuXpvakozox0DAYDycnJ1KtXr1JWBI5U9kZvNBoJCwsjLy+PQbm59p+L69YhfvmltZoNEADz3LlIM2ZU7ljMZrBYQJatf8/Pt85vK2belu131L+/tTH033/V9lJpW+n0gAFW0fnmGw2vv27gRrwuS/suuri40LhxY/t6UHZ2tn09yLFE2LaAXp71oJoWnZqgohVkjmnQ5s2bV8nS2xnVa8qazg2ELZ0WGhpKkyZN8PX1ddpk6KpGOrZ02pUrV/Dy8qJbt241YpOQlpZGaGgo3t7eBAYGolm6FADJ1RWxQIAsTzyBXK8e6o8+Qv1//4epSxfk//3v6kYkCWJirEZuBSZuflFReMTGorFYrF476ekIeXmF9m17VpRdXJDd3a3z13x8kFq35p/L91O3BbT5oCETJ6r59181tsrXBg2spdMpKSKtWkmcOyeydq2G6dMrP3anJqjIA4LjBOfmzZsXKhG2rQe5ubkVmhdX3ANMTabXarJBsyr7Ls7S2zYzrixLb4vFUuUhpjeTayjcxKIjSRJGoxFJksjJycFkMjntQqtqpGMwGAgLCyM/P58mTZrY5zNVlYqIjizLXLhwgdOnT9OuXTuaN29uPYaCL7dNcGS1GstLLyG3bo1w7hyqX35BM2EC5sWLEc6eRTxwAOHYsWtM3NRAedvZhLw8qyAVlGtnHonmA74id58bnxzI5/OvLWi1Mjk51nNkmza9ZYual1828sILej75RMsTT5i4iXroSsWxRLh169aYTCZ7afaZM2fIz88vdj3oVox0nN0c6lgZB4Utvc+ePUt+fr59cGleXl6VKxKV9Fotpzgb6doyGRqs1WlhYWH4+fnRs2dPLl68SEaRG3ZlKW+fjtlsJjw8nIyMDPr06WN/ggPrSBsbUocOiJGRqKdPx/Tvv1imTEHcvRshMRHN1KmFtinrdMht2yK3aIHcsiU5dety3mSiY2Cgdf6alxd4eoJaTXJqKidOnkSlVmPKysJHrcZHpcJHpcItO5vcEwk88fs2vosZwqmzXowfL+HvL3HokDU3fuGCiLu7zIULIs2bSzRvLnHhgshXX1U+2qmpG6Kz9qvRaEpcD7LNLbM1p9YEN3KkUxalWXpnZGSQnp5Oenp6uSy9i2IrclBEp5ZS2mRoZw/prGikU1J1mrPsqoFCT7IlkZWVxbFjx3BxcSEwMPCapzAhNdV6vGo1pvXr0fbpg7h7N5o2bRAvXy78mVxdMb/5JvLw4VazNoc0Qm5qKonh4XQYPPjq6x2tEPz9qVOnDkaj0d7AF52WhqTV4jumDePvlRiRHskrr/QmKkqFh4f19+fhIZOVJdCnj5ldu9T88IOGWbOMTJ9ujXYef9x0w6ztXM/G0JLWg5KTkwEICgoqtCZxvc3UajrSqc5RRI6W3gaDwe4TVB5L7+LIzs5WRKe2UVbvjTOrzSqzPcd0WtHqtOtRfl0ScXFxnDp1ihYtWtCmTZtiv+hCQe+NYDYjHDuG3Lw5QmQk4uXL1plr48ZhGTUK9VtvIUZHo/r6a0wTJ15TDFC0kMBkMnH8+HGys7Pp168f7u7uGI1G9Ho9jRo1speu2ponL1++jMWSz0svHeDZZwOJirLeNGyn3dvbuu1Nm9TMm5dPy5ZaYmJElizR8vbbpbuK1haqazKA43pQ3bp1OXjwIB07dqzwelBVuJkjnbL27eLiQoMGDa6x9E5NTeXcuXOoVKprKuMcvxfKmk4tw3GUDRTfe+NsD5yKbK9oOq3oxezMqdUlbctisRAREUFiYiL+/v52/5JrkGWE06ft/6uZMgXBaEQWRatNdb16mOfPBz8/TL17ox02DDE6Gs3IkZj+/RcaNbK+UZJQxcfjceYMgiyTn5DAxfBwGkgSjRs0QBUWhmyxgNmM4OaG7OGB7OkJnp54162LZ4sWWCwCeXlZdOvWgEGDMti92xtBkMnNtf5ujxyBTp0snDql4scfNcyda2DiRBeWLdPy2GMmmjW78fp2qgPbzb+49aC0tDT7epDNx8ZZ/UE1feOvLVOmy7L0Pn36tH1q+eXLl2ndujU5OTmVSouuWLGCBQsWkJCQQPfu3Vm2bBl9S5j6DvDrr7/y9ttvc/78edq2bcv8+fO56667in3t008/zeeff86SJUt48cUXK3RcN7ToOLp6QsmNZ85Or5VHKMrb7OlM0SmuTDk3N5fQ0FAEQSAwMLDM/gKhwDVUBgSjEaltW8xr16J55BGEmBg048dj+vtvaNoU419/of3f/xCjotB2747crRtcuYJw4QJ1jUZs0qYFOhezr5JqevJFF8YIUQzwu8CLGzvx+ONadu8Gnc5aZa1SScTGapgwIYpTp9qzbJmKQ4dSGTRIw969ambP1rF2bX5FTl2NURNVZEX3Wdx6kO1J3HE9yJYOqmx/0M1SSFARyiqZLmrpbbFY7EUJy5cvZ9euXbi7u/Phhx9y7733Mnjw4EJrsCXx888/M3PmTFatWkW/fv345JNPGDFiBFFRUcU2mgYFBTFhwgQ+/PBD7r77bn744QfGjBnD0aNH6dKlS6HX/v777xw4cIBGtofMCnJDik5xNtJlTYZ29ppOadsrLZ1WlOsZ6Vy5coXjx4/TqFEjOnToUPaFJwjI7u7WcTS2n3l5IffogWnDBjSDByPu24dm+HDkevUQ//vPar4GCFlZCPv32zclq1QYvLwwubujrVsXdd261rluomjdjygiWSwI+fnW92ZmQmYmYnw8W7OHcIGmXLjSlPW3yyxaZBWQ/HzrUTVqBBcvQt26jahTx0RiooYlS+J46KFo9u0LYMMGDRMn5jF8eOUaJ6uL6t6fbZ9l3fyLduvb1oNSUlLsjZKO/kHlWQ+qzTf+673viqwnqVQq/Pz88PPz4/fffycqKorbb78djUbDm2++SVRUFAsXLuSll14qdTuLFy9m2rRpTJ48GYBVq1bx999/89VXX/H6669f8/qlS5cycuRIZs2aBcCcOXPYtm0by5cvZ9WqVfbXxcXF8fzzz7NlyxZGjRpV7s/lyA0nOuX1vXHENvDPWZS2plNWOq24bTlbdCRJ4syZM8TGxtKlSxcaNmxY9ptteHpCdjZmDw9UkoQYEoL49dfQqJG1mu3QIcRDh+wvlz09kTt1sg77TElB9vAg9/PPOVy3Lhk5Odx2221oXV0pOh3NVtJ+zc1AlhkSn8D6b/5m6W8d2BvVmpdf1tOihcT589bX2lywt2xx5dlnzbz/Pmze3J3p0y/y4INJ/PxzPZ57TsVXX4XQqJF1onNlrY6vN7Uh0imN4vqDMjMz7VFQRESEvUfFNi+uuO98TRcS1Jb0WkXR6XTk5uby2WefoVKpiI+PL/NhxWg0cuTIEd544w37z0RRZNiwYQQHBxf7nuDgYGbOnFnoZyNGjGDjxo2FPsukSZOYNWsWnTsXl7soHzeU6FR2lM31iHRMpsKlubYxMufPn6/Q7DRnp9dMJhOHDx/GZDIREBBQsaoXWYaC9JqhVSt0EyeifvVV1M8/b13TKYL56aexLF5sjV5SUtCMGYN4+DC6KVOo98EHZLVpU3HzKUGARg3pONHM3BEJLFjQjL/+0pCbe/VCS0gQ0elkoqJU9OqVj7e3lshIFTt31mfxYjP79knExbnx229dmTr1NOHh4fYUkW2dojZYTNfWSKc0HBe9y1oP8vHxsYv9rVpIUNUoy9ajY/udlecBMjk5GYvFYh9uaqN+/fpERkYW+56EhIRiX5/gMG1+/vz5qNVqXnjhhYp+jELUvke/YrAVCxgMhkrNTrseazqO2zMYDBw+fJj4+Hj69+9/jZV0WdtyluiYTCZiY2PR6/X079+/4mWWFy7Ymzz1Z8/CuXMACJKELIqYp0/HGBaGed48ANSrViF+8QUAsq8v0atWkdytG+q8PDrOmkWzrVsr/Vmspe6weLEBvV7myhXrV9XFxXqj7t3bev5//13DjBnWarV583TodLB4sTUd9/XXPuTmdmXgwIH07NkTLy8vkpKSOHjwIMHBwURGRnLlypVrHiBuZpy9tmJbD2rfvj0BAQH079+fhg0bkpOTQ3h4OHv37uX48eOkpKRgsVhqzD+oJtxbbcsAVdm3zTW0ph+Qjhw5wtKlS1m7dm2Vj6XWRzqVSacV5Xr26VQ0nVYUZ43UiYmJITk5GV9f30qP1BGiowGQ1GpUOTlQkMuVtVoEoxFkGbl9eyzt20NmJuqPPkLz4osY1GpOtWtH/qlT1J02DenLLxHDwui+fDnyH38g+/paxSw31xpNFfzRybLVwM3T01q95uGB1LAhljZt+TuyP72GptOgm8xdd5nZsMFadmDLkvr6Wm9ev/2mITQ0m88+03D+vMg332iYOtXE2LEm1q/XMHWqC/v351yTIrJNc46JieHkyZO4urrax5tUVyquphw8r+c+i1sPstkH5Obmsn///gqvB1WFsoqMqmPfVRWdipZL2zyEEovYxScmJtKgQfEuVw0aNCj19Xv37uXKlSs0a9bM/u8Wi4WXX36ZTz75hPPnz5f7+Gq16FTERro0rlefzpkzZyqcTituW1WJdEwmE+Hh4WRmZlK/fn10Ol3lbyoF50hWqcBstnrefPst6HRoxo1DvWIFcufOSI8/bp00vXs3YnAwuunT6VnCJoXYWISCUfHX/BtASso1P9/JEGbxBq7f5fLsSRV3320VHZVKxmKxfrawMJV97trGjRpefdXIrFl65s7Vcv/9JhYtyufAARUxMSKvvaZjxYqra3qOi7VgjVTj4uKIjY2t9lTczSY6jjiuB8myTGZmJk2aNCE1NZW4uLhyrwdVhZoUHds9pyqiY/PSqcjvTKvV0qtXL3bs2MGYMWMA63nYsWMH06dPL/Y9AQEB7Nixo1D587Zt2+zWJJMmTWLYsGGF3jNixAgmTZpkL1YoL7VSdIr23lR1MrRarXZqn44kSaSlpZGTk0P//v2rNFqkKj1EmZmZHDt2DHd3dwIDA4mJiamauHp7W4/JYLCWTMsyQkQElrffxvz226jnzEE9fTq88cY1s9YAa79Nly7ILVtiatKEKwcP0nTfPgSLBalzZ8wLFkC9eiAISLJs9dPJzbUauNn+XLxI7j53Oh45Q4SxLQsXwujR1vSX7aOp1TKxsSIzZxpYvFjH8uVaDh7M4auvNEREqPjgAx2LFhn44ot8Ro1y4dtvtQwfbmHMmOLN3nQ6HX5+fsTHxxMYGFhomvOZM2fQ6XR2AfLx8anyAMeapKZKl20pLsfBmSaTyR5xOq4H2UTIGRFnbRCdqpzvyo7AmTlzJo899hi9e/emb9++fPLJJ+Tk5NgF4tFHH6Vx48Z8+OGHAMyYMYPBgwezaNEiRo0axU8//URISAhfFKTPHR/SbGg0Gho0aED79u0rdGy1TnRsY8TVajVqtdopHhyiKNoFrKrYykZFUSQwMLDKT2a2RdaK3AxkWebSpUtERkbSqlUrWrVqhSAIdm+eyiK3bWv/e/ptt+GzZw+qRYuQfX0Rf/sNsK7vkJGBRa8nqXt3NEOH4h0bi+r77xGysrDcfjuW2bMxGo0c27WL+rNmoX3kEcSTJ9FMm4bp55+Re/dGliQko9FahFCEwcCGuMv88EME8+Z1YNMmjd2eGqBOHZmEBAFRBB8fmZgYkc2b1SxYYODuu11Zs0bDY4+ZGDjQwsyZRhYt0vHCC3r8/XNo0aL0NYXiqrUcU3EnTpwo1DhZlRvjjVhIUFmKq17TaDTUrVvX3qzs6OZpizi9vb3tYl8ZI7Wa9PGxlUtXZd/Z2dkVL8YBxo8fT1JSErNnzyYhIQF/f382b95sLxaIjY0t9L0NDAzkhx9+4K233uLNN9+kbdu2bNy48ZoeHWdQa0THsfcmJCSEjh07ltw5X0GcMZHAsTqtUaNGpKenOyUVYPvFl3fB0WKxcOrUKZKSkujZs2ehp4+qpuoEh8qWrD598DIYEA8eRPPyywDIej2yuzticjJmFxe0y5fj1rUrZkBu3x717NmoP/wQISEB46JF1uMdMgTTvn2ox45FjIxE87//YV65Eumhh0o9FlEUGDYsCb2+Jf/3f3qysq5euDbX0E2b1EydamTBAh2LF2vZvTuX++83sWGDhhkz9Gzblssbbxj57z81R46omDTJha1bcymn/xZQfCrONivOGam4mzm9VnS/ZYlz0fWgnJyca/qDHM91edaDarJHp6YN3KZPn15iOu2///675mfjxo1j3Lhx5d5+RdZxHKkVolO0WMDZ6bCqFhLk5+dz/Phx8vPz6d+/v32KrDOoiOjk5OQQGhqKSqUiMDAQvV5/zbaqct7EI0fsf6/7668IDguL0sCBpK1dy/GwMPq++ipu0dFoH3wQ486d0LAhlldfRfbxQT1jBqqvv8YlOhq/4cMRZdkaAT3xBHz9NWJEBJonnkD8+muE4cOtzadeXtZiAi8v5CZNkBs0QJKs34unnjKxaJGW1FTbjUMmNVXExUXmzBkVffvm4+amJTRUxR9/qJk3z8D27VaRWbFCw4wZJr79No9Bg1wJC1Mxc6aezz7Lp7L3XZ1OZx/mWJyxmlarxcfHBz8/vzJTcbdapFNRIzV3d3fc3d3t42Js/kFxcXFERkbi4uJij4IcPWyqsl9n4gzBu9lsDaAWiE5xvTfVPUGgNJKTkzl+/Hih6jSj0ehUu2qgTLFISEjgxIkTNGnShHbt2hX7Za6yRfSlSwDIgoBLweK/1LUrYng4QlAQZ374gXr3349q2zbkYcMQzp1DO3gwlkcftZu34e2NnJqKes8eBu7ZU+KuVHv3otq7t9h/O+7aj7tNGxjbKZkWm+C++8ysWWOdhq1SWdd2eva0sH+/mn//1fDss9ZoZ84cLQcP5vLhh/k895wLc+fquPNOC+3aSaxdm8/o0S58/72G3r0tTJlS9TLpiqTifHx88PLyuub3dqtEOlV96nc0UmvVqlWh9aDo6Gjy8vKKXQ+qadFxRqRzMw37hBoUndJspNVqtdPWYOBqeq2i6ya2dFrHjh1p3Lix/b3OHCBq22ZJ25MkiaioKOLi4ujSpUuJJY/ghJ4f27kpEC6pRQsMwcHkTpyI36ZN9F20CHO3bojHjiEXFB0IsbGo5869ZlM2e2tZq0Xu3h25USPQ60EQEC5eRDhwAMFiQdbrsbRrhyBJCBkZCJcv803uWC7SiCVhD/B9X8nehwNXq9fc3a3HuH69hoMHs/nySy2nT6v48Uc1jzxiZsMGMzt2qHnmGT1btuQyeLCFd981Mnu2jldf1dGxo0RgoPMebKD0VFxcXFyhVJyPj0+N3BBrc3qtIhRdD8rPz7f7BzmuB9mqOWviczsrvebl5eWkI6od1IjolNV7cz0iHbA+eZRnHcaWTjMYDMVWpznz+GwFAMWJRX5+PqGhoVgsFgICAsp84qmy6BQsMgpYox3x/HnOrFpF+hNPMODYMVSxsWgLSjBtyCqVVTx8fTHPno3csydyy5bIV64gjRyJa1ISnDmD+d13C1lcy8ePo3n4YVRnz6KKiMDwwQeYnnoKjEZejzhPyzXbWLS5JzGJfixZcq3zYmioirZtLZw5o+KPPzS8/LKBt97S8957Ou6918yyZfn07+/G4cMq5s3TMnu2kRkzjBw7JvL77xomTHBhx44c2rS5Ghk6O91VVipOEAT0ej1Xrlyptqq42lRI4EyKWmTY1oMSExPJz89n//79hQS/aGr6euCM9Fpubi6NGzd20hHVDmok7rR9+Ww33OKsCJwd6QDlEork5GSCgoLQ6XQEBAQUWw7tzCkCJW0vJSWFoKAg3Nzc6N+/f7lC7Kqm1+SC34MsCMQXDPPrOG8eA596CpVDr43s54dp8WIMkZEYT560eu6kpqJeuhTZzw/q1oVOndizYAHmvn0R0tPR3Hsv4uefX91Gly5k79yJafRoBJMJ/auvop88GYxGdP7tGfl2K5auPknnzhaSk0Xc3GyxE2g0MomJIvfea/2OrFypZepUE61bSyQminz4oY4mTWSWLrVOJli0SMt//6kQBFi5Mp9evSykpQmMG+daXJvQdcGWimvevDk9evRg0KBBeHt7I4oi58+fZ+/evRw+fJjo6GjS0tKc+v1y5GaJdErDth7UrFkzmjdvjoeHB507d8bFxYW4uDiCg4M5cOAAp0+fJikpyan3GkeU9Frx1NgYnNJ6b5wd6dhKJkvbpizLnDlzhmPHjtGuXTu6detWYlTkmK5zBo6iY7NEOHr0KO3ataNr167l/uJWuXrtwgXrf2WZix07Imk0aFJTERMSkJs0wTxjhnUKdUoK4r590LQptGiBcds25JYtEWJi0A4dihAWBoDB25vsTZuwTJiAYLGgmTED9TPPQGqqdTqBiwt5a9eS/9FHyGo1mg0bcL39dsQCIzk3NzOffmoVjtzcq8fp5WU97yYT+PpaB4Fu3apmwQLra1et0nDqlMgDD5h5/HEjsiwwbZqepCQBV1f46ac8mjWTiI4WeeQRF5w4C7bcqFQq9Ho9vr6+9O3blwEDBtCkSRPy8/M5efIke/fuJSwsjIsXL5KTk+O079rNGumUtl9bf1CrVq3o3bs3gwYNonXr1gBER0ezd+9eQkJCOHfunFMF31nptZtNdGq8kKA41Gq1U+dh2SKqkkSnrHRaUSpa5lwWNrEwGo0cP36cnJycMi0RSttOZRFOnbL/vfennyI6/A5MK1YgjxiBNHIkmtGjUW3YAHXqYF66FDw9MX38MZoXX0SIi0MzcCBy164MSUrC3WBAyMlBFgQEWUb19deovv4aAFvlsuzmhuzrC2lpqM6cwWXAQE50eQn9410JfEKia1cL4eFXz3NOjvXmtWGDhilTTCxYoGP+fC379+dyzz0m/vzTWjK9eXMuH31k4MABFZGRKqZN0/Pbb3nUry/z6695DB/uyv79ap5+Ws/ixdc2u1YnRVNxtvRQcnIy0dHRaDQae6mwr69vpVNxt0Kk40hx62Zqtfqa9SCbf5DVsdZSITvpknBWpKNUr1UDKpWK/HznmnCVtPhvq06rU6dOuWen2b7EzvhS2baXmZlJWFgYnp6eBAYGVuqmIghCpUUnJycH9eXL2GROZTAgdeiA3L07qp9/RjNtGsagIOQhQzAvXGgtjf7iC8Qff0TIyip8HCYTwtGjlFcyhZwcu3kcgGg2MTr0Y356cTwfnR3BXXdp7aIjCDJ5eQLu7jKXLon06mXBy0vm5EkVv/2m5qOPDPz3n5qDB1WsXKlh+nQTa9fmM2SIKzt3qnn/fS3vvWekY0eJb77JY9w4F377TYO7uzcPPlipU1dpSopeipYLWywWMjIySE1N5cKFC5w8eRIPDw+7ABVXFVfaPm+lSKc86yp6vb5YwU9LSyMmJsYeKVV0PUgpmS6eGhOdskzXnJ1nLZqyK606rTzbgrLLnMuDrYovKiqKtm3b0qJFiyrNmKtMGsZm9nZ7kYtJGjoUy9y5CBERiMePox0yxGre5tDPYxMcuXFj5M6dkZs2RQgKQoyIQBYE8p99FvGZZ8DNDdzcEM6cQTNxIsL588g6Hflz52IZPhwhNdWatjt7lsjVB+ly7k8e4mf6Lj/E4t7fAgMKzpd1v/7+FvbtU7Npk4bnnzcyd66OefN0HD6cw9y5BmbM0PP++zpGjjTTqZPE8uX5TJniwpIlOrp0kRg3zszQoRa++CKfJ57Qs26dO0ZjWwYNqtSprxTlFQCVSmUXGLBWxdmezE+ePGl/Mre9prSpxDdKn05N7be4/iCbf5Bjf5CjCJX0oFrVh1JZlis9Bqc2UysjHbVa7dQ1HSgsOhVNpxWlPGtE5cFsNnPy5EmMRiOtW7emZcuWVdpeRdNrjsLbuXNn9HXqWH8uigiShGrNGiwTJljnqR0/bi11vngRGZADApA9PVFt2QKAZexYLB99ZC27tlhQv/giqtWrcVmxAovRiHnxYtBokHv1whgcjPzII+h37MBl1iyyH3sMy8KFCDodlhEjaP3ccyRt345u8nRaZcSwJOR23JjLAmYhFyxD2q7l335Tc/hwDitXaoiOFlm71ppy27hRza5dap55xoV//81l3Dgz4eEGPvlEx/Tpetq1y6V7d4kHHjCTlmZg5kw9P/7Yhu7d83n22dptdaDT6WjQoAENGjQotnPfMRXn4+ODVnu1+q+mIo7alF6rCI520q1atcJsNttH9dj6g2xRZ9FeLEmSCp37ypCdnX3TiU6t9NNxdiGB4zZt1Wl6vb7E6rTybq8qkU52djYHDhzAYDDg6elZqflKRalIes3mLmjzAGrUqJF9iKelXj1S/f0RDAa0t9+O6ocfrGXUBe+1vPACpl27MG/ahGnZMgDUS5eifuklkCRQqTB/+ikRU6ciCwKq1avRjBkD6ekAXMzOZvsLL3D5ySeRBQH3deuwDBrE6V27iI+Px2g0YujRg7CvlxPeaSwazMzndbYwggbEA3D0qIpevSwYjQI//6zhjTesvTxz5uhITYVly/Lx8JA5eFDFRx9ZL/x33jEybJiZvDyBhx92ITHRevOdOtXErFmZALz+up5166pvoGdVBcCxUsvf359BgwbRsWNHNBoNFy5cYN++fYWq4m619Jqz1l1t2NaD2rVrR//+/QkICKBx48bk5eVx8uRJ9uzZQ1hYGLGxsRgMBiW9Vgw1JjrVnV4TRZHLly/bq9O6du1apdlpVRHG+Ph4goODqVu3Lr1793ba2J/yptcyMzMJDg5GFMXCwnvlCgCqpCT7dgSLBal5c4z//ot5+XIA1J9+ivjllwBI06ZhWrbMKi6rVqEeMwbxzz8R16xBnZOD8X//Q1arEXfsQNu6NcZ+/fAaP55hy5ZR9/JlLP36IWu1+ERG4j9hAuq5czm47lcO7TtDrlaLZv0intWuJgdXhrOd43RjtOZvsrIEbr/d+h358ksNEyea6NzZWgo9Z46OZs2ulkwvWKBl924VKhWsWZNH69YSFy+KjBvnQna29aO/8EIW990XA8Dzz+v55pvq6ZlxNrZUXJs2bejbty8DBw6kadOmGAwGTp48yfnz50lLS3N6VVxZ3KiRTlnY1oM6d+7MgAED6N27N76+vvb05/nz5zl58iSXL1+u8Dq1LYq92UTnlkiv5efnk52djSAIVbYisFGZSjFJkoiMjOTy5ct0796devXqVXpblT2muLg4Tp06VWg6NQCyjFAwBkewWPALC7On2YTUVORmzaxFBJcvo543D/ULL2CJjQWTCTEsDDw9ISMD1datqAocQ9sW2beQk4NHWBglnX1Vbi6tvv2W9G/DCSCY2xscY/TbsZzsfye99wzgRybgTxgbTXezgmc5FjeXxo01xMWJ/PSThgULDNx1lytff63h0UdNjB1rZvduI+vWaZk6Vc/+/bnUqyezfn0uw4a5Ehqq4rHHXPj55zwEAaZOjaR+/casWqXl+ed1CILMpEnXp4fDfk6u89O/VqstlIqLiooiOzu7XKk4Z1KTkY6zPXpKwnE9qGnTphw5cgRvb28EQSA+Pp6oqKhC60He3t6lFgzl5eUhy7IiOtWBM9Nrtuo0lUpF06ZNnSI4UHFjuLy8PEJDQ5FlmcDAwELptOoQHZvgxcfH4+/vf+0Eb5MJweGpVxYETH/8gXrePMSgIDQPP4zpq6/AxQW5Th2E5GTUH398zX7s4298fIjr1Qvvzp2R3dxIiI2l2fbt6BISkFUqpAcewNivH1gsiFlZCAkJqLdvR4yJoSehbOZOJiZ8z64XG/Lwwzns2dOY/hxgPq8xg095js84+/M2AqetZsoXg1mwQEtoaI7dMfS55/Ts3p3L/PkGDh1SERFhLZnesCGP1q1lfvklj7vvdmXbNjUvvaRj7lzrctT8+QZkGT7/XMv06XpEMZ+JE6+P8FT3wE9BENBoNHh4eNC+fXunVsWVxc0a6ZSGLMt4eHjYHy5tzrSO8+I8PDzsIlT0fOcUVHTebKJTa9NrzrBwdmz29PHxcepFXpE1naSkJIKCgvDw8KBfv37XrN84S3RKmkiQn5/PoUOHSE9PJyAgoHjLCI0G2WHmvyDLCDExmNatQ/byQgwLQ9erF+q330ZITra/TlapMD//PMa9ezEkJ2PauRPZywshLQ3v06e5OGIEuwMCkN56C/nECSwPPohgsaD65RdUISGYHn0U46xZGBYtIicsjLwvvkB2c2MI/3FC3Y0hpq388IO1Oc6Anhf5hOFs5bLYmDbyGR5b/T8+dn2LK5ctrFol8dFH+fj5SZw8qWLhQi2urrBuXT4uLjK7dql5913rOPw+fSS+/joPUZRZt07L4sUeBecQPv7YwLRp1qbSZ5/V8/33tfLZrFI4rumUlYqzrU84IxV3o1SvOZOiJdNqtZo6derY14MCAwNp3LhxofMdGhpKbGwskZGRZGRk2JuIK8qKFSto0aIFer2efv36cejQoVJf/+uvv9KhQwf0ej1du3bln3/+KfTv7777Lh06dLA7vQ4bNoyDBw9W+LiglhYS2NJrlf2S226yCQkJ9O/fnyZNmqDRaK6LZXVp2IQvNDSUDh060KVLl2IXNZ0Z6dgM4Wykpqbax+kUJ3h2BAEK/EnMTZsCoJ49G83kyYVcQqU2bTAtW4bhzBkso0dbBWT1asjKAnd35MBATNu3IzdsiHtsLC0ffph+gmAtBXd3x7xuHeb585FFEe2PP+I2YkQhO2vzQw+Rs2cPxk6d8DWnsIWRvG96AzW2oZ8C2xnOtH7H+IEJqGQLs3I/IIhA/lhwgbCwYF58MRqAhQu1hIeLdOgg8dln1nz60qVafv7ZKiJ33WVh4ULrOIIlSzzZsKGF/VQsXGhg6lSr8DzzjAuff+78NZ6aWNQvbZ+2VFynTp3s6xM+Pj6kpKRw+PBhgoKCiIiIICEhAaPN1MgJ+72e1KSfTlkl07aGYNv57tOnD35+fqSmpnLvvfcydOhQ/Pz8WLt2LbElWL4Xx88//8zMmTN55513OHr0KN27d2fEiBFcKVizLUpQUBATJkxgypQpHDt2jDFjxjBmzBhOnDhhf027du1Yvnw54eHh7Nu3jxYtWnDHHXeQlJRU/hNSQK0UnYrMSiuKrTrNxcWl0CJ5RdNh5TnG0oTCaDQSEhJirw4rbWifs47NsVRTlmXOnz/PkSNHaNOmTYmCZ8dsts+asXTsSL6vL0JaGuK+fcg6HZbAQACE6GioUweaNsX87bdYRo1CyM9Hc//9iP/+C0B+8+aEvvUW2Q0bok9Pp87996N64QXEzz5DtWSJdR9PPons5oYqLAy3gAA0y5YhnjwJWVlIbdpyZdMmLhTMf3ud+ezmdppy9cKLy/Vlkvg9D/EjZndv+hDC7qz+mD8JY9Rd2QwceAWzWWDiRJmTJ8/xv/8l8/LLVuF5/nk9R49az9XUqSbeftsqPF9+2ZE1a6ziIgiwaJGB556z3lxnzdKzYIEWZ2fEapPoOFJaVVxsbOw1VXFlPTTdipFORSrnBEHAzc2Npk2b4u/vT3h4OG+//TaSJPH111/TunVr2rdvz55S7EJsLF68mGnTpjF58mQ6derEqlWrcHV15auvvir29UuXLmXkyJHMmjWLjh07MmfOHHr27MnygsIhgIcffphhw4bRqlUrOnfuzOLFi8nMzOT48ePlOxkO1NrmULDmQMu7CChJEtHR0SU2ezq7Iq40oUhLSyM0NBRvb+9yWVo7M9IB63mLjIwkNTWVPn364F1gQ1AqFy8iFDy9avfsQXCotDEvXYr02GPw0kvWCrXJkzE1aIDcuTOWKVMQoqMRIyNR33cfsrs7uuxsejhsWjAaURd4rReHkJWF/v/+z/7/f9V5lDnGVxnZ5xFeXjMe8cnpBFqCCcWfp/ic9YwjPFzkjjvM/Lz5IRqM6Mvrp6fRIHwnD+59lczp/+PbBZ/R7/46nD/vzvz5DZg27Qi33SZx4EAg+/f7MmGCnv/+y6NhQ5lXXjGSmmpkxQoPZs7U4eYm89BDZgQB5s0z4Okp8+GHOubM0ZGZKfD++4ZKm8A5ciOZuBVtUDUajXbbhpMnT2I2mws1TBYdHXOrNaVC1aIsnU5H69at8fb2Zu/evWRlZbFnzx7atGlT6vtsrRBvvPGG/WeiKDJs2DCCg4OLfU9wcDAzZ84s9LMRI0awcePGEvfxxRdf4OXlRffu3Sv2wailkY4oihV6+s/Pz+fw4cOF0mnFTa6+3pGOLboICQmhZcuW+Pv7l3usjrPWdAAOHTpEfn4+gYGB5RMcsLuEyoJgFxypb18A1O+8A0lJmBcuRBo40BrZDBuGtn59tPffj1hgcy0AYkENsqzTkduwIQabl04BUps2WMaNw/LAA5juvhvTsGFIRdaYfku+nUOZnXl/x0P0/uhh5j90iIP0xZc0fuVBvlVPxlXKpnNn6zlb9VdLstf/zvJ2S8hDj2fwDprf3Y9/J6xBQGLjxvokJd1Or149WLAgnubNc4iPV3HnnTJHj54lJSWZWbPSuPvu8wXpND1//KEuOKfwxhtGPvzwanrupZd0OOurVBMeL87YZ2mpuJCQEPbv38+pU6fsqbiajHSc2adTXmyTRqqyb9uwT0EQ8PT05O6776aRw7VUHMnJyVgsFuoX2JTYqF+/PgkJCcW+JyEhoVyv/+uvv3B3d0ev17NkyRK2bdtGnYKG8opQo6LjjGKCktJpld1eeSkqFGazmdDQUGJiYujdu3eFxtk4S3SSCxb4fXx86NOnT7k85O3YSjcLnr7zvb0x/fsvUqdOCImJaIYPR9uli3W6NNayakGWkRs3xjx2LPHPPktSz572zVnefpsD337LlT//xBgdjXnBAqtHz9mzCJcuYVq4kPwffiDvt9/IOXuW/CVLkAuO94s6b/Bl4Gf4eeRw5oyKL7a1ZSD7+IA3kRB4xLyWUPzJ2X6I3r0tGAwCy1boCfhhGn1URzlMb4T0dHoufZITre6hIZd54QUXUlO96NKlGX/+KVOvnsS5cx7MmtWakyfPEBYWypQpxxkzJg2LReDxx/Vs2nT1geG550ysWGEtPPjqKy2PP64nL68qv62aw9lCV1wqrlOnTmi1WnsqTpZlYmNjSU1NvW62DcVRU2Jni2KdITq1hSFDhhAaGkpQUBAjR47kwQcfLHGdqDRqZaQDZYuEJEmFqtPKava8nhbYWVlZBAUFYTabGTBgAD4+PhXeVlUuRFvBgi2/2qpVqwpfaHLDhkBBubNKhT49HWHjRqTbbkMGxKgo67w0V1csd9+N3KSJ9X3A0bFjOXX//ai3bcP8yisAqN96i3bLlyOZTCAIWJ5/HvPvv1sr4YKD0Q0YcHWGmyBgmjKF3O3bkVq2RJOcyBOHZvDv3a/QormFK1dEzGh4iw8YzH+cpzmtOceysCGsrD8bFWa++EKDh4fMnS+1IoBgPnD7AFmrpdO5f4hUdWZM5jc8OklPbi60aCGzfn0e7u4yhw978t13t9O5cxdUKoEXXzzJ4MGXMJutwrNmTY594vmkSWa+/jofrVZm0yYNo0e7kJpa6V/bDZVeqwhFq+ICC9YDTSYTERERhaq0srOzr+t5qCnRsd0bqio6FS2XrlOnDiqVisSCzIWNxMTEEl2HGzRoUK7Xu7m50aZNG/r378+aNWtQq9WsWbOmQscHtVh0SrOsLk86rSjXI9KxWCzExcVx4MABGjZsSO/evSvVXFeVSKfoOJtKb8vb2z7mxjx8OACaJ59EvWoVjmfWvHw55vXrMQYFYW7XDjEujm4zZxLQuDGubm5Y5s7F/NFHADTZuJF6kyfDiRMI4eHIPj6YFi9GbtYM4fJlXEeMQPvxx1Yfn+xspG7dyNm7F9N99yGYzfT5cRVB9cfgTRq2ITz7uI3uhPGn58OosdD773kccx9Io/xzfPyxltdeM9K2g8BbOW/y6v8OYunZE09LOut4nLlho5k9JQVZBn9/65RptVrm55+1LFpUD1FU0bNndzZs8OCBB7KxWARefrk+779/3u63MnRoCr/9loOXl8yBA2ruuMOVCxcqfxOvrYUEzsT2MNi+fXsCAwPtVVppaWnFpuKcSU2LTlX2nZ2dXeFIR6vV0qtXL3bs2GH/mSRJ7Nixg4CAgGLfExAQUOj1ANu2bSvx9Y7bNVTCjOqGS6+VN51W3u1VFkEQSE5OJjIyEn9/f9q2bVul6dCVEYrixtlUdtK0cPRoIXGRsabQZDc3TOvWYZ4xAwD1c88hHDzIZbOZXW++ibFxY/SXL+MSGIh60iTrGJzvv0cueEJz2bMHXe/eaPv0QTt4MNopU+wl0oLRiP6DD3Dv2hWPRo1wr1cP1//9j/C0JvzYZCYWUU3DQ38RrupBHw5f/dx48WHndUzgBzIEL7pmHyQUf/j6Oy5dhBUr8hFFmYX/+rN+5n8Y3n0XSa1lFP8w/29/dj3+E8gyw4ZZWLbMulazcqU7P/1kXaTVaETWrJF57DEjkiTw6ac9CArqSG5uLsePH0cQdrN8eSgNGpg4fVpVMN2g4pfSzRrpFLdPuGrcaKvS6t69O7fddhudO3dGp9Nx8eJF9u3bx6FDhzh79iypqalVvmZrUnRKM6osD5WdMD1z5kxWr17NunXriIiI4JlnniEnJ4fJkycD8OijjxYqNJgxYwabN29m0aJFREZG8u677xISEsL06dMBa8T15ptvcuDAAS5cuMCRI0d44okniIuLY9y4cRU+vlob6RQVCUmSOH36dKVnpzlTdHJzc+2DKQMDA4tvtqwAlRGduLg4Dh48SJMmTejRo4d9nEZlBUyIibH/Xb1581UBys1FbtAAywcfYBk5EiEvD9Vdd6F97DFunzcPbVyc9f1paah+/RXV5s2I4eEItoKCgs3IKhVy48ZIHTogtW2L1Lw5cpEHBsFgQBUVxbr/WvPwpUX0kQ6S4NqKJpYL7GMgr7AAAetni44W2VF3PN3kMBLaD8SDbL6UppA/4mH6Novn+eetKbFnX3Dj/EMvkxe0j4SmvfAmg9G/P0nO7eMQ4uKYONFsLxL47rt2LFtmO4+wdOnVXp233mrA/v09GDhwIP7+/nTrpuLTTw/TokUGiYkiI0bo2bAht8LfsVsh0rF9H4vbryiK+Pj40Lp1a/r06cPAgQNp3ry5PRW3d+/eKqXiaqpPpyZdQ8ePH8/ChQuZPXs2/v7+hIaGsnnzZnuxQGxsLPHx8fbXBwYG8sMPP/DFF1/QvXt31q9fz8aNG+nSpQtgvXdGRkbywAMP0K5dO+655x5SUlLYu3cvnTt3rvDx1dpWa8cS5/z8fMLCwjAajZWeneasXhib94y7uzs6nQ4Xhy7+ylIRoZAkyd6g16NHj2uqRyqdXitIa9jG2CR36oRnr15ov/0WzdSpmJYtQ9JqEQUBVU4Ojffutb9VbtoU0tMRsrKQ3dwwz5mDfNttHElIoLFWS9OnnkKIiUHOzcW8ejXy0KHIsozJZEL1xx+4PP00QnY2Ut26GGfM4K6YOsRtO8DGi31on3uUH92nclf2ehbwKiPYwhPiWi5eacJjjxlZt645o913sGH6h9Rd/gH9k/7C0COI95csZrf/I4SGqnjyST2bNnXANXQbv96xknuPvEeDY1sx9+6Hee57PPfMZNLSjHz8sSf/93969HqYNs2EKFp7dXQ6WLFCy6xZepKTBd5801pN1LIl9OljZuLEXIKCXHniibo8+eQJHn44A19fX/z8/Mr0tqluapvoFEWr1VK/fn3q169v95OxlWafO3cOtVpdyEG1rHR2TUc6VSE7Oxs/P79KvXf69On2SKUo//333zU/GzduXIlRi16vZ8OGDZU6juKotek121SCyqbTilLVxXpJkoiKiiIsLIzOnTvbXQadQXmFIj8/n4MHD5KRkUFgYGCx5YoljcIpk4Iw3vYbUeflkTd3LnKDBggXL6IdMwbNH39YK9YKIky5WTMMYWEYz5zBGBWF1Ls3Qk4O6nffhfR0LF5emFq1wrhnD1K/fghpaWjuuQfxs8/sVXLme+4hd9cuLO3bIyYloXvnHW5vfo7PDrXko4/3I3h5Mir7F6ZinTQ9jB2Eyt0ZzUZkGXQ6mUNHtITdOYulk4I5Sg902al4TnucnXUfpJlrEnv2qFm8WIugUTN0y/NM7XmYA/RDnZOJ/qWXcLnzTl4eFcqDD54F4OWXr46+sfXqvPmmNXc9f76OmTOvlkz7+an54w8LDz1kQpJEVq3qxmefdebKlbRCXfxXrlwp1oL9Voh0bHPXKrrfqqbibNM5aqJkWrGqLplam14TRZErV67Y02ndunWrMSsCg8FASEgIV65cISAggIYNGzo1XVce0bGNs3F3d6dfv34lRliVjXRs1WsAsosL3jExuI0ejeBQq5/XpQuGvXsxHj9uFaPYWDSPPgopKeDri+mff6x9PJmZaEaNos6uXdZjqVMH08aNWB54AMFiQTNzJuopUyApCXJzkdq1I3fXLkwFc9l0s2fj9dhjdGp4kcWL8wGBNUylJ0c5Qk985VQ2ch9DfnmeyeOtI3rmzNEy8aN23N8wiPeYjUVQ4bNtAxHqLtzDH3zwgZZdu1RotfDB7y2Z0n4PM/iEXMENdXAwdYcP533Ne0x/0poWfPZZPd99d1V4Xn/dyOLF+QiCzJo1WiZP1mNbQ9Vq4fPP83n3XQOCIPPTT768/35/una9jY4dO6JWq4mJiWHfvn2EhIQQExNDRkZGtZYO26iJac/O2mdFU3HOWMyvLM5Ir+Xm5jrFZ6u2UStFJz8/n+TkZHJycuzVaVXFFulUNAqw3ex1Oh0BAQH2Jw9n9daUtS1ZlomJieHIkSO0bdu2zHE2lV7TcRjiKY0cCYA6NBRZFEkq6DrWnzyJmJwMrVph2rwZuX59xLAwNHfcgbBhA6qvv0bq0gW5USMEg4H2s2fTunNntK6u6Bo2RPXbb/Z9qH/8EY/WrfFs2BB3X1/c/P0Rjx/H0qkTsqhCt2ULg59/kXGtD9OwofXznKY9AQTxMbMAeDz/C+Zt7U8/7VEOHFBz4ICK+Usk3uU9Aggmu3kHXDOv8AejWSNN5oVHDZw/L+DjA79uMPJLg+fpKJ/kgM9IBKOR9t9/xyd7+/LBPXsLhn268NVXV2euTZ1qYu3afDQamY0bNYwd60JmZsH5E2DmTCM//JCPm5vMf/+pGT7cg5QUP9q2bUu/fv0ICAigUaNG5OTkEBYWRkZGBnFxcVy+fLlSVUCVpaYiHWdjS8V17Nix2Kq4AwcOANaBu86uiisLZ6TXlEinmrBNZNZoNNStW9dpVgQVnefmeLNv3br1NZGWsyOd4rZlNpsJCwvjwoUL9OnTh6ZNm5Z5w6hsek04c+bq8fz1l/3viYMGodq5E8sTTyDIMupHHkHcsAFx2zakzp2tDZ8nT6J9+GHUr71mLbG+fNm6TUAsapmg0SAX+QyCxYJ45QqqyEhUp07xjfQw52iJW1oy+qHD+bj5MmwlCSZ0vMbHPNt2M5dpiE9CFPvM/ZnJIua+r2HkSAsPPmjisNyHQG0IudNfRBYEHmcdezO6sWL0XnJzoWlTmd9+yyPNoxkBaf8wv/taDF5eqCIieOOvwezs+hzuZPHii3o+++yq8Nx3n9ne47N7t5qRI125dOnq5xk1yszWrbk0bSpx9qzI//7nxq5d1u+eXq+nUaNGdOnShUGDBuHm5oZOp+Py5csEBQVx8OBBp1VtlURNrelc730Wl4pr164dYC26cXZVXFko6bWSqTVrOrbqtNDQUNq1a0ejRo2cbkUA5RMdk8nEsWPHuHDhAn379qVZs2bXXDTOjHRUKtU1nzUnJ4cDBw5gNBoJCAgo9zibSh+XQ5ejYDKR0awZAA1278Y9JATzrFlILVog5OSgefhh1LNmodq507rGU/A+2dsb8zPPYF60CNOPP5Iwdqx9m5Z778WQkoIxKwtjXh6Go0eRWre2vk+rxfDmm+Ru3Ej+okVohwYwxfUHNnEvGsnIIwdeZAP348PVY/xPPYxuHGcjo1FLJhbxCovC7uDPZXF8/HE+9epJhJ9x43VhPnlbtmBs1pqmXGJVzF2c7P8Cclo6XbtKfP99HlotvB72GOO77sU44WEEWWZI+GfEenRiFH/x+ut6Pvnk6oL1kCEW/v47l3r1JE6cUDF0aOGS6a5dJXbtyqVvXwvp6QL33+/CsmWaQsNCBUGwWx/37t2bgQMH0qJFi0KpImfZCjhSk2s61Ykoinh4eCAIwnWpiisLZ4hOZUumazu1ItKxNXsmJiba02nXY0CnIAhlik5mZiZBQUFIkkRgYCBeXl4lbu96RTqJiYmF7KwrMs6m0qJTZL0s5t57yZ00CQDNmDHWETjnz9v/XXZ1xfzmmxj/+w/T/v3IdesipKcj7tyJ5d57ke67jwuvvMLlBQuQNRpUf/yB5q67oGCNSO7YkZxduzCNGIFgNKKbNw/1xo2YJk3i7o2PsD62LSH/9xqvapdgQMt9bCSM7gzCOmU3IkJF19u9uY/f+XbgCoxaqwfP6Nl98fj1W5Z9ap1Rs2yZln8zB2A4uI8L9z4DwNDza6FzP9R//83tt1v49ltrk+imfV15xuVrcn7fiNSiBT5Zl/iLe/iRh1g+O50PPrg6ZbpHD4mdO3Pp2NFCQoLInXe68u+/V28y9erJ/P13Lg8/bMJiEfi//9MzebLebo8NhQVAo9EUShXZZpklJydz+PBhgoODiYyMJCkpqUrXxc0a6ZS0X5vYlZaKO3LkSKEGVWekOqu6pnOzWlVDLRCdpKQk9u/ff011mrMtq6H0lJgsy1y6dMne+9KrV69SyzGrWg3niCAI9vWm06dPc/z4cbp06UL79u0r/IRo21ZFkQumB9to+/vvyHq9tYQ6Lw/BYkEaOBDTwoXIjRsj5OYibtmC3LEjcq9emHbsQG7SBDEqCu3QoQhnziAIAhmjRmH6809kHx/EgwfRDhiAcPiwtXrN25vcH3/E8NZbyIKAdu1aXEeMsE4oAHr3SaL54icJIJgo2tGUS+xiCB/prKNvWrWSAIGnjz5D3N9BHNEH4iFn4TvrOe5fO5ZXHrE2oT71lJ74THd8v5vPry9sJ4p2eGbH4zJhAvrHH+eu3gl8+mkagmCdq/b6jjvJDj6AccYMZFHkIX4mivZkzP+Kl19U2yvXmjWT2bo1lyFDzOTkCEyY4MKqVVdTcTodrFyZz6JF+ajVMhs2aBg61JUzZ8pOkdpmmfXo0YNBgwbZvwvR0dHs3buXI0eOcP78eTIzMyv0lH6rRDpQ8rpK0VTcoEGDClXF7d+/v8qpOGVNp2RqVHQSEhIIDQ2lffv213XNpKxtWiwWTpw4wenTp+nZsyetW7eu1rE6NgELCQkhMTGRgICAEucklUVlJhKYTCbio6IAkEUR2dsbt7g43Favts5is/n03H470vTpmP76C7lOHcQjR9CMHm2vQjPPmIHs54dw8SKaXr3o+uCDtP7f/9A88ojdq0eIi0M7aBB6V1fcfXzwaNgQzcqVSI0bI6vVqI4dw7VvX4Ie+RbpQhoPPWQktbk/vTjC1zyOConXDHPYxRAu7o+jRw8LubkCS//qwKXvN/Mq8zGgRb15M/P/6cHMZr+QkiIybZoesxlGzu3LV88f5ENex4wKzYYNuPbpw0PSjzw/PQyA5cu1vP2hD/nvzyH3v/+w+PvjTQYreZZpXw9mzn0R9so1Ly9Yvz7PPr3g1Vf1vPba1ZJqQbD2/PzzTx4NGkhERqoYMsSNv/+2VcaVLQAqlQo/Pz+742T//v1p0KABWVlZHDt2jH379nHy5Eni4+PLfEqvqUinNnvpFK2KGzRo0DWpuGPHjlUoFaes6ZRMjYpO3bp1CQgIKLY6rbpEx7Z2kpOTQ2BgYLmbsZy5pmPzQlepVIUq5CpDRY8rKyuL4OBg1AUjkwVJshq6YbU5MK1ejXnVKgDUc+ci/vILcp06VoHRahEPHEDbtCna/v3RzJqFkJJi3Y7RiMuFC2jj4xGSkxGKuRkKFguiwYCYkoLq0iWEgv2KeXmM2jyTkzPOMvc9DcOHm8nBnSf4mof5jkw8GMQ+fo7qyXvdfgHgiy80dO4mEH3/S/QmhAi9P2JqKotix/Oj6hGO78nivfesaco356g48sD79OMg4WJ3xNRUfKZP580DT/L5W9aCik8/1fL66zos3f3J3bWL/AULMLp40pfDfPxfALu7v0HWJWu5tkYDn35q4N13rZ9x5UotY8e6kJZ29bP2729hz55cAgLMZGZao6I1a1pUyiLBxcWFxo0b07VrVwYNGkTXrl1xcXHh0qVLhZ7SizNXq21updeTyqa4iqY6+/TpQ506dQql4soS+aqKjiRJyprO9UCtVpd4Uksb+FlZiq6dJCQkEBwcjJ+fH3379q2QF3llS7CLcunSJY4ePQpQ4dE+xVGR9FpCQoJ9WGl9h8ZFITsbi0aDIMuImzcjPfoo5mes6yHqxx5D26wZmrfftpu+CYCsViMFBGB59FHML76IVGA2JatUmN95B0NEBIbYWDJiYrh8zz32fRlHjCBx0ybOrl7NibfeIvKhh4jw6YWIzFt8wN3L7uX07qvj039kIv6EEqbvgw/p3LPuYTbWnYIqL5uFC7UsXGggoU5nuucfZEfAa9b0mOV7wulKxNJd/PqrGlGEVavy0Qd2p6d0mI/c5yBptNQ/fJhpS3ux48HlCEisXKnl5Zd1SIIK01NPYQwLIe62caiQeODyCtTd+pKz5jeQZXvJ9Lp1ebi4yOzYoWboUDeioq5eYg0ayPz1Vx5PP209b99914Jp0xqRnFz5G7Ioinh7e9OqVatCC+ZGo5GTJ0/aCxIuXbpEbm6uEulUkJJScXq93i7yBw8e5MyZM6SkpNjvL1Xdt+13pYiOk3GGn05FsAmFJElERkZy4sQJunTpQocOHSr8BXG0hq4MkiRx4sQJoqKi8Pf3B5wzFqU86TXb2lF4eDjdunWjbdu24PA5ZEHgxP/9H7JKheq331Dffz+q778HQJBlBFlGat8e8/PPY37vPWQ3N2uUIsuYFyzA8tFHmI4cIXXECASLBfV776H69lvSNRqCIyO5PHs2hmXLkNVqtFu2UOeNN2jQqxfNX32VusuXoz74I2feehuDxoX/sZNfz/TkDrbYjy+GVjzeeg8f8RoSAqOTviKM7kR8eYjUVIFFiwyY0DLi0IeELt+O1Lo1TYhjCyMRnnyeE/uz0Onghx/yaNdJ5I3st7ijzmGutO6IkJXF0F+e51Lr2+jIKb78UsuLL+qQJJAbNMDzrzWEL/6Ts6p21DPH0+ClyUjDxyCctU4zuO8+M9u2WUumo6NFhg4tXGCg0cDHHxv44os8dDoLe/e6MnCgK0FBzumaty2Y28zVevXqhbe3N0lJSRw8eJC8vDwuXbpU5YKEilAbCgmcRXGpuJYtW9rdem2puKysLMxmc6WvaVv2QxGdauR6iU5+fj6HDh0iJSWlymsnUP6+H0fy8vI4ePAgmZmZhQaGOsuyurTtmEwmjh49SkJCAgEBAVcdAz097a8RZBnXxETyC3xQVP/8g5CZidS69VXfHZMJy8yZWF57DdO//yJ7eyMeOIDmzjutEwp0Oi588AFXpkwBQD1vHsaHH6ZVvXp0ad8epk4l7++/kerXR3XqFG5DhqD691+7I2Xdl2eyb8kCkht1oh5JbGEkH/I6aqwRWXikjq/afsAQdpHh3ZRWxLDTMpioB+Yw5q5cxoyxVo2NWzSYxC37MTz5FACTLWtocXdfsn/Zgq8vbNyYR8uWEjviu9HXEETK7PnIrq40it5PuMqf93mbH9dKPPOM3pZ1pMXUweQEBbHE5z3y0eF1aBcuffuj/eADyM+nWzeJ3btzGTDATFaWwEMPubBwobZQyfRDD5lZtiyEVq2MXL4sMmqUC4sWaXFSxtb6OyooSGjevDk9evTgtttuQ61WIwgCZ8+eZe/evRw9epTz58+TlZV13WbB1VQhQXVEWBqNhnr16tlTcX379qVu3bqYTCZ7JFTe9TZHcnJy0Gg0FTNivEGo1aJji0qchcVi4cyZM7i5udG/f/8qufLZ8rUVPb6UlBSCg4Px8PCwj7MRBKHSVWdFKU10srOz7T7p16wdFazp2Nw7W69ejYvDUE+pTRtMISEY9+9HbtEC4dw5NHffDampyD16YF61CtnTE/HoUbRdu6IeM4Z2jz+O15YtmN3ckIGmu3bRrlcv9J6e6FxccBk1CiEjA1mtRsjIwHX8eFz79UMz/2N+fj2SdIMbHNjCTz5PA/A689nNYNrpzmGxCDRpcpk9DKa/yxES73wIFRIPX5iPpfdQVjx7jCZNrNHGzLd8MS5cQOKvmzmvaUNDSxwNp45D/cQ0GmiS+eOPXBo2tHDhkjfD/3yZhB2HMI8Ygcpi4m3mcpxuJPy4l4kTXexuoa06arnv6Ewm9QjjX0aiMhvRzZ+PW79+qLZupU4dmT/+yGPKFOuU6vff1zF5sp6CB1jrNlpls3FjHOPHWwXyvfd0PPCAC0lJ1ycqUKlUiKJIs2bNCAgIoH///tSrV4/MzEyOHj1qL0hwtq/NzRTplIYgCLi6utKkSRNcXV1p3749Xbp0wcXFhbi4uBJTccWRk5NT6rDYG5lam16zrW04I9qRZZno6GgyMzOpU6dOmaNkyoNNKCo64eDo0aPFjrNxVmFCSeJl6/1p0KABPXv2tFsh2LHdTWUZWaNBNJuR1WpM77+P7OuLePYs6hdfhIYNMf7yi7UE+uRJtG3aoPX1RfPQQwgFM2GE1FRUmzfjduIEukuXUOfkUNxvWjCbEfLz7QUEAKqICPI+WM4bn7fj4Zcn8Oo7fhx49BPG8isZeBJIMAcMvRjNRnJy6uHrayIyvi5zWr3GkoErSMYPnwvHaXjPbWwbtRCVYOGnnzT88IMa1xGBpO3azzLdy1gQcVn/M279+tE6bBM//ZSCl5eBY8dU3DO9A/Ff/ELeN98gNWhAO86wk/8x/t8pTL47m/R067H6+cms3NqIteM2MZZfiaMRYkwMrmPH4jJ+PNqL51iyxMAnn5RcMu3uDl98kc+KFVfXggYMcGXfvuszpNJxTcfFxYUmTZrQrVs3Bg0aRJcuXdDr9fZhmocPHyY6OrrYgoSK7vNmjXRKwmKxoFar7ettvXv3tqfiLBZLoVTchQsXrok0K2PgdqNQqyMdqLroGI1Gjh49yqVLl6hTp469S9kZlLdXx3GcTd++fWnatOk1r3FWs2nRNR1HK+uuXbvSrl27Yj+/UHAnFYxGBFtRgSQh33knprVrkUUR1bp1aHr0QDtwIEJBaZaQm4tgMiG7uSH162e1si5oqDW5unJixgxyg4MxnDyJ8Z9/rtpcu7uTv2oVmWFh5AQHk/vXXxinTUNWq/EhneNCd7pwgq+/duGPP9T8xlj8CeUgffEhnY3cx6OHZvLs49Zuy40buzJw8Qj+VzeEf7gTwWCgw+evcbLxEJpwkZkz9Zw4IdKmmwsd/nyf2zX7OUknxCtXcHnkEfosnMrCVzfj6ytx5IiK0WPcSBo8hpzDhzFOnYosCDzGN6w73JXPA38lsWAOqk4Hq7800O6Ne+hAJAt5GbOgRv3vv7j17Yv2/fd5Ynw6f/+dR/36EhERKgYPdmPjxqsFI4JgtcLetSuX9u2tzaZ33+3Cxx9rK1XdVholFRIUN0yzadOm5Ofnc+LECfbu3cvx48eJi4sjz/aAUk5qKtKpKS8d276LPtjaUnEdOnQolIrLyMgoFGmuXbuWixcvVno9Z8WKFbRo0QK9Xk+/fv04dOhQqa//9ddf6dChA3q9nq5du/LPP//Y/81kMvHaa6/RtWtX3NzcaNSoEY8++iiXC0ZdVYYaF52SvoyCIFR5KkFGRgZBQUEIgkBgYCAuLi5OXScqz7qTLaVlMpnKnHDg7PSabf3GZmVd6vqVQ/WarNGQ1qcPgiShfvJJxOBgKJhqLUZGIhiNSG3bYhkzBrng53LXrpj+/BPz+vXE79pFeps2aHJz6fj552gSEqB1a+ShQzEGByMNGoSQnY3umWfQbtiA1KkTlttuw7BoEbm7diE1b04T+RIHVQG85r6MmBjr1/Q8LRnEXhbwCgDP8RnT1wZwR50Q4uJU7NnTmDlf1mMUf/M0KzFpXWh/aS+nxC6Mzf2GcWNVREen07eviae+6k4vjjCHt5BEFS5//smjH03iwAvr8PO1cOyYitGjXUm1eGFYvJjcbdvIad2ZOqQw99IUkrrdS9xOa3m1IMAbbxhZslrN/2kX0EUOJ8h9uHXSwsKFuPXuzaC4n9m3N4cBA8xkZws8+qgLn33W1vG006mTxH//WacYSJLA3Lk67r3Xhbg4592wy1u9Zltb69y5MwMHDqRnz554enqSmJjIgQMHCA4O5vTp0yQnJ5d5DdyKkU5Z5dqOqThbpNm1a1cEQWDlypU89dRTJCQk8PLLL7N582ZyC/rcyuLnn39m5syZvPPOOxw9epTu3bszYsQIrly5Uuzrg4KCmDBhAlOmTOHYsWOMGTOGMWPGcOLECcBaRXf06FHefvttjh49yoYNG4iKiuLee++t+EmxfXa5JpykHDAajSUuYO7cuZNevXqVeKMuCVmWuXjxIlFRUbRp04YWLVogCAJRUVFYLBY6derkjENn9+7ddO3aFd8i3fw2EhMTCQ8Pp2nTprRt27bUC2DPnj107ty50qZNNqKjo8nJyaFVq1YcO3YMFxcXunfvfm06rQiaoUMRg4IAa/lz2Gef0e355xEdFj9lNzeEnBxkFxdM27cj9+qFcOQImlGjENLTkXr35uyKFZy+coUuLVrg9/TTeOzfby2b/vRTpPHjrU2iZrO1om3dOgBMY8eSv3w52Ma4p6aif/ZZNAVPXOt5gCl8SSbe9mOZ0vRf3r84hUbEY1FpeNMyh3V1ZhJyLJ/Zs3V8/bWWIY0j2VzvEbTHjgDwF6P4tNOHPDcvljp1vPnrr9Z89FED/DnGloaPUi/eeqGlDRjJ0FOfEZrWkm7dLGzalIufH2AykT1nBd5LP8RFzsOAlriJL1J30Uz7sQcFqXjkEavZ2yMeG/ncbSauCecBMA8YQO5HC3jnt5588ol17axXr3y+/95Mo0aFr4Hvv1fzyit6cnIEvL1lli3LZ/Toqleb7d69m969e1cpdWM2m0lLSyM1NZWUlBQMBgPe3t524zo3N7dCwhYdHY3ZbKZ9+/ZVPv6KUFP7Bev13KNHj0oPLF69ejVr1qxhwIABbNmyhYSEBMLDw+1DTEuiX79+9OnTh+XLlwNW8WvatCnPP/88r7/++jWvHz9+PDk5OfzlMOS3f//++Pv7s6qgP68ohw8fpm/fvly4cIFmBTMaK0KNRzqlUZkKNrPZzPHjx4mOjqZXr160bNnSfgE4c15aaduTZZmoqCjCw8PLPc7GmWs6ubm5HDhwgHr16tGrV68yBQewl0zLajWC2UyHd9+1C44MmN94A+PFi0hDhyLk5aEZPRohKso6AmfTJmsRQUgIze68k/+tXUuzmTPRJCQgabVWD53nnkNXpw66Zs3QtWplFxwAzfr1uDdpgmvPnriMGYNuwQK+9JrJ4SHjkTUaxvIbx+hJL0Ls71kXP5I76oeygftQWUzM53V+Sh7OqjcTmTPHQJMmErviOvBU5z0Y3n0XSaPlbv7ml1ODSPvkEl6enowcGcX9958hlB40iT/Cv4FPI2u1+OzfTEh+V/7PbQknjsPdd7uSmCiARoP7+y+SuOMQ+z1GoMNIq+8/RujSF/Xff4MsExhoYffuXLp3l/gu6z7qJ51k/8jZyC4uqPfvx2PwQObnPM/6L+JwdTVx5IiegQNd+e+/wk/FEyea2bs3h549rUNDJ01y4bnndIVmt1UGZ/Tp2AaVtm/fnsDAQPr160fdunVJT08vNMcsMTERk8lUo82htSm9VhFkWaZp06Z88cUXnD9/nvDwcNoU9L6VhNFo5MiRIwwbNsz+M1EUGTZsmL2AqCjBwcGFXg8wYsSIEl8P1gySIAjlHkJclBoXnbJ6dSqSXsvOzubAgQMYDAYCAwOviUCcXYZd3JqO0Wi0G76VmdJywBmiI8syqampZGRk0LlzZ9q3b1/+i91mV11wzvSXLyOp1VY3UEC1di1kZGD6+Wckf3+E5GQ0gYFounVDM2SIvYhAn5qKy2+/IW7bhj46GrGcVVCC2Yzq7FnUO3eSuGITz/04hL67fuK5zttJ82pOK2IIIpDn+RRXFwmzWaBNfx8e4DdmN16NWe/G7ezmlW97k//Vej7/3Gq4tvY7V75v+ip5+/eR3KoX3mTw+H9P4/7Qq/Rq0IDVq+swaVIGJrTcfWAFSx//lozu3VHl5TA3ZyZH1f3QnDzOHXe4cv689Vz69W5O66hf+KDHz1ykCe7JsdY5buPGIZw7R9OmMlu25DJ2rIlsiysDN7/Hy3cdxzD6fgRJQrt6Nfe93o1tY9+kU/s8kpNFxoxx4aOPCq/htGkjs21bLq+8YjWH+/ZbLQMHuhESUvnL9noIgC1N5Ng8qdVquXDhAnv37iU+Pp7MzEzS09Or1biuJptSq+pYmp2dbV/TEQSBdu3alflZbKlOextEAfXr1yfBwYzRkYSEhAq9Pj8/n9dee40JEybg6dBmURFqXHRKoyJDP+Pj48uczOxs0Ska6djWkNRqdYXH2VRVdMxmM8eOHSMjIwNvb28aOjiBlousLACEpCT7jwzt22PavBmpQweE+Hg0Q4ZYq9TCw62vzclBPH0aQZIweXtj6dXr6hqPnx+X584l/PvvMUREYPr4Y7vNtdSrF4aoKLLj48k4f56c7duxFKRAZEFA3bUdo3yDEbGwMvQ2/OWjbOA+tJj4lBl8lz8WL9JJSRFwd4c5cVP598ODRHr3w5sMWs9+guFrH+ft56157Bdf1HNG0xFdyDb+vX0uBrS0OLUZbc9+uPzyM8s+FXjwwTwkSeS1teP4+ekNnH7lFYxubnQ3H+EwfXg25lVGD5M5edJ6ybi5Czy3804WTjnOh7yOEQ2arVtx69cP7bx5uAp5rFmTz5w5VvFb8lsbbov/hUvf/I2lUyfE1FQCv1nIEbEPc4btQJIE5s2zruFcvnxVFDQamD3byN9/59GkicS5cyJ33OHKwoUVLzKw2Tdfz6jDVpDQpk0b+vbty4ABA3Bzc8NsNhMeHs6+ffsIDw8nLi6O/Pz863YcULOiA1RJdHJzc2td9ZrJZOLBBx9ElmVWrlxZ6e3UatEpj0hIksSpU6c4efIk3bt3LzWV5czJ0EW3d/HiRQ4dOkTz5s3x9/ev8DibqohOTk4OwcHBWCwWWrVqVakLzT7SRpaRtVokjQaXkycRf/wRafBgq1nb+fOIO3ZYJ063bYtUcFEYmjfHcvQo5v37MR49itSmDUJKCvUWLbLOXGvZEumFFzD9/be1/PrIEbRDhyJGR4O3N1LfvuTu3Yvx8ccRZJmG4Tv5vc8cvlryF126mIjN9OUB1vM8n2JEw33y74Tij7A/mIcftq7Ev766A4btm5mjfsc6yPPXX5m9oQ/PddpOVpbA5Mku5JnUDNj0Am+POsQh+qDNzcDlmWdwGz+OJa9EMmDAZYxGgRdebEl4//fIDQkhe9Qo1Fh4hUXsvNKVj4fs5M8/k8nNzUUUZeYuUaOa/w7dheNsYxiCwYDuo49w69cP9eZ/mTHDxPr1eXh7yxw6pKL3rJFsmx9M/scfY3J3Rx9xkre2DyO6x310dolm7141gYGFpxgADBxoYf/+HO6/34TZbO37GTXKxR59Veh3XY2pLp1Oh4uLC/Xr12fgwIH4+/vj4eFhH0F14MABTp8+XWbfSmWoKdFxhk12Tk5OhUWnTp06qFQqEhMTC/08MTGxxIxLgwYNyvV6m+BcuHCBbdu2VTrKgVogOlVJr9k6+9PT0wkMDKRevXql7ut6RDomk6nQhGrHNaSKbqsyonPlyhV7hGezY6hMbYjs+FRWvz6Xp04FQP3CC6g//7yQWZv5hRc4sX49uz/5BHPDhuguXEB7550QHw8tW2LauROpZ0/UaWl0fPZZhN9+gwsXoF49TJ99hty8OUJcHC7DhqH94guE2FgwmzEsXUreZ58h6/Wot2xh7EdP8dNre3B3lwGR5TxPIEFE04oWXGCXfDv3hb6Ln5eJU6dUHD2uQ/3+6wxiL+eEVqguXWT5qeF8rnue06H5vPCCdbbea+ta8ebgPbzGR9aJ1Fu30mDY7XzafT53jzJiMAg8/LALW483Q/7xR3J//RVz46a04AIb8u9FPekNvlkQQnBwMFFRUYwbF8/s75swxmULY/mVeHUTxPPncR0/Hpfx47mjbTQ7d+bQqZOFxESRUaM9+DjvBXavXkPWpEnIokirYxs5bu7EmrqvYkrNZvx4V15/XYdjE7uPD3z9dT4rV1qdS4OC1AQGurF2bWGDuBJ/xwUvqik/HUEQ8PT0pEWLFvTq1YtBgwbRunVrJEkiKiqqUtOcy9pvTYmOIAhVFp2KlkxrtVp69erFjh077D+TJIkdO3YQEBBQ7HsCAgIKvR5g27ZthV5vE5wzZ86wffv2Khc71bjolEZp6TWbrbWts9/VVvlUCtdjtI6tsasiE6qLo6KiY2t4DQsLo1OnTvb5cZWOmApERxYEhIsX8dq3DyiIfFxdMX33HeZFiwBQf/op4nff0e2++7Bs347csKHVR6d3b9SPPYZm6lTIybHObsvPRztxIrr27dH26IH2oYfsfjlCfj4ur76Ke5cueDRqhHu9eug++ghLt25k6OvhlphIxyl38VmvL7DZVR+hNz04xm/uk1AhMfLQhxx1H0RLzjFnjo7Jk03I/frSXQ7lj0bTAHjSsJxQ/Ln48yE++0yDVgvrvjfxT5dX6MExQnV9ETMz6fnZp2zIGMYzw05hNApMnOjCn3+qsYwYQd7hg+Q8NR0LIg9KPzN10SOwMgwsFk6fPo27+y6WfhrKvvqjaWuOYInuVSTV1X6dTj/PZeefSTz0kLUc+p13dLy99HbOz5pHblAQ5iFDEE1GnkhawCWXtkzhS1Z9pmL4cFfOnr0qEoJgLTLYvz+HwEBr+fULL+h54IHCabmSvjPWbdQOPx1bQUKHDh0ICAgoNM05JCSEoKAgIiIiuHLlCibH2vJyUlN9OlU1cAOr6FSm8m3mzJmsXr2adevWERERwTPPPENOTg6TJ08G4NFHH+WNN96wv37GjBls3ryZRYsWERkZybvvvktISAjTp08HrIIzduxYQkJC+P7777FYLCQkJFRpakWtFp3iRMLW7BgaGkqHDh0qNF3AmaKTkpJCSkoKWq3WPs6mKlRELMxmM6GhoVy8eJF+/frRqFGjSm2nELb3FMyB8wgPRxJFZI3G2gAaE0PWY49x4YEHAOi8aBHe99yDdsgQhPh4AISUFFQ//4y4dStiVBRC0d+diwtykybIzZohN2yIXGSqt2AwIMbGYjwUTrf8Q/zJ3YhGI5N2P823TMId67pTFh6Mzf6Gae7fk44XzeIOEib4MyDme1Z+puGzz/Iw690ZffkLfp36J1LjxrTlLHsZhPbN/2PPFiOenlYfnJxmHeht2M/H9eZj1urQ7NvLir09+a7zXDCbefRRPb//rgZ3d6QF88javotzPj3wIZ0Rm16j/ujnCNRo6du3L4GBelatOkLTDkZmGubTVQrjbPNBCPn56ObPp+5tvVkz/FuWfpKHVitz4EA9Ro1qwFFjF/I2biT3l1+Q2rTBM+8KXzKNUFUvvEL3ctttbvzwg7pQNNOypczff+cxb14+Op3M9u1q+vd345df1CVGPTUd6ZRGcdOcO3bsiEajISYmhn379hESEsK5c+fIyMgoVxRUk5FOVfebm5tbrgfpoowfP56FCxcye/Zs/P39CQ0NZfPmzfZigdjYWOILrleAwMBAfvjhB7744gu6d+/O+vXr2bhxI126dAEgLi6OP/74g0uXLuHv70/Dhg3tf4IKWiwqSo336VgslhJTaJGRkciyTMeOHQFrZVhYWBh5eXmVqoFPT0/n2LFjDBkypNLHaxtnEx0djaenJz4+PmXWzpeH48eP4+bmRuvWrUt9XU5ODseOHUOr1eLv73+Nu+mVK1c4c+YMAwYMqND+Nc2bIyYmImu19vWdxMcfx7d/fzRPP40sily84w7qXLiAa0REoffKajVyq1YIly4h5OYi+/hgmjeP+BYtiJdlem/divqTTwCwPPSQ1Z9Hr8dsNiN88w0uL72EYDAgNW+O4c03yUy1sOzXpqw93pNJ5nXM4W3UWDhNW8bzMxE6fwwGgREjTERsucx6l0fok2eNzH5VPUS3/QvYtLsOr72mR6uV2b3pMj2/ew1twaTs02IH5LUraTSmF9HRAiNHupKYKDK0RSh/N5uJfs8uAC54dWVsxhqOir1ZsSKfiRMLfIZMZv4bv5bB29/Fi0wkBAyPTsb8/mzw9SU318ILL6j45RcPQOatjqt5M/VdXBKtF7u5f3+OP7GAUbN7kpDgik4n8/HHBh5/3IRgMqJZvRrd/Pn2KREbuI9ZLKD7fc1YsiSfom1hUVEiTz6p59gx68PX6NEmliwxUKdO4UvbZDKxd+9eBg8eXOUn8YoQFhZGnTp1aNy4caW3YTAYSElJITU1ldTUVAB8fX3tf4qzJQkJCaFZs2Zlpt2dTWpqKlFRUSWmtMrDPffcw4QJE3jqqaeceGS1g1od6Th66qSlpbF//37UajWBgYGVCj2rGunYIozY2Fj69u2Lp6en0yKn8kQoSUlJdv+f3r17F2unXdlIx15IYDQiF/T1+P3+O5Y+fTC0bo0gSTTbvBnXiAhkQbCXVstubpi2bsV0/DjG0FCkdu0Q0tLQvPUWqrw8zB4eVquDFSuszqA//WSdRF1QJWd6+GFyt25FatoU8cIF9DNn4tnYndf+G8xnv4UT+/ALDGY3sTSlHWc4QH+mGZYDMgkJIhlezeif9x+hY60FBOMsP+EzdCDPddvNnXeaMRoFJj3fkJQFK8n47meS1Q1oJ0XS5tH/YX7tfVo3yeePP/Lw8ZHYed6f/5m2kPHpKmQfH5pnhHNQ6M8C6WVefkbi00+t50XQqBmyYSobPwrle+ERRGRcvvkK1569UH/7La56gdWrYeHCfFQqmBvxJAN9T3BiwtOYdTrUBw7Q46nb2N/hPsYNOofBIDBjhp5p0/RkGbSYnnuOnGPHrGOBVCru53dO0Yn+v/8fd/Qzs3NnYcFo315i+/Zc/u//DKjVMps2aejXz9XuTmqjNkc6ZaHT6WjUqBFdunRh0KBBdO/eHTc3N3vVqm2QpqO9dE1Wr9VUeu1GoFaLjq2Q4Pz584SEhNCyZctKVYY5bq+yImEbZ2M2m+3jbJxZDVda46osy5w7d47Q0FA6depEx44dS7yYKp1ec7gpSP36kdemDeqMDLT9+qGLjr56LPXrYwwPx3j2LNKAAQg5OWjuuw8hJASaNcO0YwdSr14IKSk0mjiRBuvXI+zcCfXrY3npJWQXF8TgYLQ9eqBZtAjNL78gnj9P/rx5WHr1QsjJweXRR9G+8w4a0cTcuWlkde2PP6Fs4l50GFnGC/zO/VwIy+S++0xIqHj8zNucWLWdaFpRL/cCrnfdyY9NXqZlw1zOnhV56SU9wj13knXgIBvdJqBCwmflQvS33U5nw1F++ikVV1cTQcEaxmyYQtKeEEzjxiHKEjNZwgm6sOet3cyefdWi4P5n6+C56XNGue3iBJ1Rpabg8txzuI4YgSr8OE8+aeKPP/Lw9ZU4GuHL7VtXsG35cbLHjEGQZVr9t5XvQ7qwvt/ruIj5/PKLhkGDXDl6VET287OOBQoKwjx0KDqMvMoC9ia25+8x3/HaK2ocR6BpNPDaa0Z27cqlUycLSUkiEya48OSTegoCgxoVHWfe/AVBwMvLi5YtW9KrVy8GDhxo97Sx2UuHhoZiMBhKnXhyvXCGVXVl02s3AjUuOmVdAOnp6cTExNC7d2/7OJvKYhuGWdGbsq28s379+oUiDGdOOChJwGzDQm3RleP6TXFU2iLBIWoSQ0KQCqId0WzG0qIFxm+/RW7UCCExEc2LL4JajWnTJqS+fREyMtAMG4Z69Gg0Y8ciXL6MjNV2us3SpWjvugvN2LGoFyxAsNliJyejfecdXJ98EpfHHsN10iRUR47Yj0G3ZAmNx75N9JrDPP+8kTR8GcNGXmApBrSMYSOh+NMy8QAeHjJhYSpCVP1YM/0gXzEZQZbxWv0pYdre9BKO8PPPGlau1FCnnQ/N9nzBY+6/coW6aCJO4jpkCIF/vsecN/fi7i7z339qHnimGclL15C7fj1S06a05DxbGEmvT6bwxpRMu7fO7bdbeGdnH+5tcoRXWEA2bqgOHsT1ttvQvfoqg7qlFkwosJCSIjLqybZ81PknsrduI71dOzR5eTxwcD6X/drzsMd6zp0TGTbMhXnzDBiNZqSOHcn7/XdrBV2bttQjiS94iqe+6M+sXgcIDS18CXfvbvXyeeklA6Io89NPGvr2dePPP9X270VtKSRwFkU9bfr06YOvry8Wi4WoqCiCgoKIjIzkypUr1WJcV9U1HVmWlUinJsjKyiImJgaLxcKAAQPw8fGp8jYr6oFjK+U8ceIE3bp1u2ZCs7MjnaLbso2zMRgMBAQElGsGXXmcQ4tDLrhIZA8PhPx83CIikAp+JqanI/fvj2n9emRXV8Tt29H07m2dRFAwwVbIz0e1ZQviwYMI8fFWC+uCcyUDUrNmSLffjmXUKCwjRyIX/D5lwNKsGZYOHZDq1kUWRWQgFxe6GULp/MGznF+7v+AoBZbxAgEEEy22oTmxvPnvUH7tMQcRC++9p+OZV3Us6LCae/iDdF19PC5EcFDoz9u8zztvivz3n4q2bWUm/X4nvXQn+JkHESwW3Jcv58nPJrHrva14esrs26fm/vtdSOt/BzkHD2J85hlkQeARvmfu+i78cNs68rKtDxwdO0ps2Wlid++X6EAkvwgPWicPrFqFW69etN73Hdu2ZPPYY1ZvnQ8+0HH/gtvZ/M6npC1ZglS/Pt5JsXyfNY4jfsNoZ47go4/qMHy4ie3bwzl/4QLpgYHkHggmf/58jO4+dOc46y7dQergiXz9ZmyhRlGdDt57z8jWrdap1VeuiEyc6MK0aZ5kZFS/KVh1Tpm2FSQ0a9YMtVpNjx496NChAyqVinPnzrF3716OHDlCTEwMmZmZ1yUKckakU5mS6RuFWik6cXFxHDhwAF9fX1xcXIpdu6gMFbFLsI2zSUpKon///teMigDnRjpFRSc5Odm+ftOnT59yOwhWek3HZuJmG4cDnJkzB6lPH4T0dDRjxyKuW2fN4wDi6dOI4eEIgNSqFXJBubjs6oppxQoMMTHERkURd++9CIAYG4vUuTPmX37BvHEjxvPnMU+ebB2xExuL1KkTOcePk33lCjnBBwh/cjGxmhY0JIH3g0YwW5yDgPVzhYk96CEd4XfXCaixMGLPO+zXDkF1KZavvtLy2Wf5/CPeTRvDCc73uQ+VZOZ93mGvNIAPHjnP+fMC/fpJzP/Kg4fFn7iXTaS7NsT98mV6vzySU4On0dQrgwMH1Nx3nysZFncM8+eTu2MHqS2640M6z514nqQ2w0nfGQpAgwYy//yTy+CH6zNe/pnhbCXes63VOuGZZ/Ad9T9WTNrLypV56PUy27apmfHSIA60n0jO0aMYZs5E1mrpmbKTcLE7K1XPEntM5Mkn+7J9u8jRo0fZf+gQx2+/nUu7tpL26JNYBBWj5U08vbwH/3R6h/OhGYV+p337Suzdax2jo1LJ/PGHnunTh/LrryVXuF0PanLKtFqtxs/Pj7Zt29K/f38CAgJo2LAh2dnZhIaGsm/fPk6cOFFhZ8+y9quITsnUKtGxWCycPHmSyMhI/P39adKkiVMnCIiiWC7jtfT0dIKCgtBqtfTv37/EX/71iHRs1XHHjh2jQ4cOpa7fFEel02sFI0lEgwFZpUIA6v/1F+bZs62mbmFh1ibRjAxkh05p86uvYjp1CmNEBFJgIEJuLupXXkE4cQJBp+P0jBmYP/gAAPWKFagffBCys0Gnw7BsGbmLFyOr1Wg2bMB1+HBraq5zJzotnMiZ9Us5N3g8KiTek2bzL3dShyRkGbLwZGnvdTzGWrIFd/ob9xJGdy5++AsN6kvMnGkkhTp0j1xP7EdfIXl704cQ/svsyb93fE5WhsQ995hZtiyfP7mX5rkRbG/9IACN/1zDGW0nHnL7g8OHVdx7ryspKSD17o3m6C4inllIJp50zg2h0ZjbyZ0yC9LT0eth5cp85s3LZ6c4jBaZ4Sxr+hGSmweqI0dwGzaMKbufYM9P0bRsKXHliitjxtRhzS++GN55l5xDhzDdfTeiZOFpy0rOiW14NHkpr89sw7Ztw2nTphMajYZz6ensfWAUIV+t4Uy7oWgx8XD8Ehrc1oPgx9YiGa+mkPR66xidXbty6dzZRFaWlilTXJgwQU98fPVEH7XJT0ev19OoUSO6du3KwIED6datG66urnZnz0OHDnH27FlSU1MrfW1XNb1msVjIy8urdWNwnEWNi47ty5ibm8vBgwfJzMwkMDCQunXrVtlPpzjKKia4ePEihw8fpnnz5nTv3r3UogVnTYa2bctisXD8+HG72VtlSkwrk14zm83IDudEGjECWa3GOzjYOk3aoTHP8vTTGBMSMH/0EQDqjz9GtXQpeHpi+usvpOHDrVOo77sPn/feo8kvv0BWFpY777Q2i/79N9o2bVCPHYtuyhRUISGYhw1DdnFBdeIEbv37o1m2DEtiCjm4oVo3nx+Gf0EuLoxgK6H4M0C2lkefOKliW8NJdJPDuNyyP15k8qXhURKHTeONpxPp29dCZpbI/b8+Ssa+g2QPGo4eA68mvEJS13uxnD3PpElmPv44n0y8GB79/+yddXhU1/q27z0aDzHc3ZIQJCF4gUKR4q5Fiha3FooUd4oUd2+hFCvFnQRCPDgECQECcR9f3x+TCdACBZKecs73e65rLsjM2muvmS3vfu15fmZb32OYSpZEHfuUXemt+VXVheiQeL74woboaAkUCgrPG8DDo0EctDVLZOfbswalR3UUP/+MhOCbb8zUN9aOKoY/nkA1+1s8a9YTAOXu3VTvXoXgjj9Qz/shOp3EqFFW9O9vRbJrSTQ7d5Jx+DBGDw8cTMksYizXqUTUsiN0aF8Ivb4sPj4+5nBrTR9iN83g6MjZRKrL4kYcTX4bTlzRurzYfvq1Y1yliokjR+Lo0eM2SqXgyBFzrmfbtn/e6/k3PB0Lz9y79iuTyXB0dHxN2bNYsWLo9Xpu3LjB+fPnCQsL4/Hjx2RkZLz3dZXT8Fp6lqb5/2pO51/v0xFCEB0dTXh4OAULFszurAdzXufKlSt/od7OCc6cOYOXl9dfaLmNRmN297Onp+d7sQs8f/6cyMhIatWqleN1RUZGcv/+fRwcHKhSpcp7h9P+DI1Gw9mzZ2natOl7PV1aRJrqtW2LMov0UxQtikGrRZnFyWRs1AhRuTKKpUvNEtaHDyMaNEA+dSqKefMAMLm7I6Wnw/37b5Sm/lBEUIk6XKJDpTC6La3GiMYP2ENHKnALA3JmKKczQ/8tPXoa2LZNRYkiOk43mUnhDbNRYCTduRAvFq6l6uhmJCVJDB+uY+YMDU9+2ELhxd9hRzoahS1i7g8Y+vdn7nwZs2ebL/IlsxMZ/GI6qmXLkEwmEmQujDAt4Wyhbuw/oKFsWfODRny8xMJmfgy7NYxy3AHAUK8e2sWLMZUty927El26WHP3rhy1WrB12CXanx+DPCsPlp4vHwfqLqLXvq4YTTJKlDCxaVMmVauawGhEsXMn6unTkWUdh7PUZ4JyMW2nV2TwYD2W+6nJZCLxRRzhQ3dS+8SPuGAuV7tV8jMc107GtkY1JEkiNTWV0NBQXFzqM2SIFcHB5hvjZ5+ZPb6iRf+ZW8HFixfx8PDIEV/Xh8JoNHLu3Dnq1q37ftIef4IlmW/RDEpKSkKtVuPi4oKzszNOTk5vfSC9ffs2CoXib3vu3oanT59Svnx5NBrNR98HPmX8655ORkYG4eHhVKpUiYoVK772ZGLxSnLTLr7J07FwuH0onU1ueTrx8fHcv38fhULxQfmbt60J3q9YIj4+PjtvpMjap1AqkaKiUD5/nl1cgFKJcc4cjB07IhkMKFu3RlmjBvKFC1/uNyICKcvgCKUS8cpTmsnbG8OYMRimTsXw7beIrPyYUCrRdOxIxnffkTl0KLqOHTFlsWO7c50t9ObX6x60bWvDY4eK1OAq2+iBAiM/6CdxlC9Iv/ecAgVMPHisYmfJiazqcZY7lME24QnF+7XEr84YVGhZtkzFvt+UFJr2FeeWXeEc9bAypGM9dizWzZszqkUEHTualUBHTXRicd45ZJw5g9HdHWdTPNvoxcYnXzCoUXS2tICLi2DqeV+mtA5iEjPJxArF+fPY+Pqi+uEHyhRM4/TpDJo1M6DVSnReWIc+Zc+T/NM6TAUKYPv8Od329uC5ZyMa5QvnwQMZn39uw/LlSkySHEPPnuZ8z9ixmNRWNOAc/vrq5P1uCH2+SDJ7XlnH3CV/Xj77dSTPL4Swu+Bw9Cgof/8Mbo0/50nrnty+eJG4uDjArFB68mQGM2dqsLISnDljZjNYt+79ONw+FP+Gno7l/P9YD0uSJOzs7ChatCheXl7Uq1cvu5AoMjKSCxcuEBwczMOHD0lNTX3tHpXT8FpGRgZqtfqjjOV/A/51o2Nra0v9+vXfSMWvUCiy3eTcwp+NTlxcHH5+fjg6OuLj4/PGzua3IaeFBEIIHj58SHBwMAULFsTa2jrHYQjL9n/3m0VFRREcHEy5cuXMjA8WHiVLxZlczvXp0xFqNfKjR1EMGYKUpYsuabVmI2M0IgoVwpTFGAGg/+EHdMnJ6F68IDWLv0kWEICUkIBx7FgMU6eiCQ7G2LAhkl6P1Z49yAwGMqdNI3XVKhLDw0lbsAChUtGGA1xTVqF0aghpaRLp2NGLrfRnHRlY04QTrPavyoL6+wFYsEBNk+896VgykLV8jSQEFQ4v4b6rN5W4xpAhVoSHy6j3VVFCF//BEH4iDVsUfn64NGrEVJvZjB9tDm1MnGjF4nM+ZJw9i3bKFIRKzeec5EKyJ5eaLuTsMXPY18oK1m4R6MaOpRLX+Z3mSHo96kWLsK1eHZfje9i1M4OpU80lzNu2q6m/tg839gVzp1MnhFqNS8hZTsR68XvxwTjo45k0yYoOHayJjZXA3h7dlClkBAeZ+4YQ9GUTWy9XYJ/XYn7dpnvNUBTxdKLZjZls+zaEg/K2KDBS4exBKrfpjHrpMozp6QQGBhIVdZ/eveO4dCkdX18zh9uYMVZMn547RTuv4t9o0szt8nC5XI6rqytly5alZs2a2cVFqampBAcHc/HiRa5fv86zZ8/Q6/U51tKxsbH5V/Jg/wn860YHeKtFtxy43MzrWAyFhTAzJCSEcuXKUalSpQ++MHJSSGDJ3zx48CCb6DC3lEPh7Z6OyWTi+vXr3Lt3j+rVq1O4cGHzB1mFBJJOh5DJzGXEkZGYeppzEfLNm5FduoTAXKEGYCpVCl1AAPrgYAyjRwOgnDoV+aJFIEmkTZzIzW++QchkyDdtQtG+PabkZIz29mT++iv6YcMAsFqwAIevvkKt1aJQKtH360fcgQNk5MtHYf0j/KVa9DOtw1xTJ7GBflQjiFtWnrgRR/fd7dnu9A2aJA3Ll6v5cb2cIfI1tGY/mXauFIoLJ1iqxjcZ8+nZVUlcnETf/kZsx/ajEtc5ThMkjYZKWzYz+0xdfuxn7heaMkXN/CW26MaOJf3KZbT1G2KFlu/10yjXsSZnJptzSzKZOVk/flUB2ikP0YbfiFYWR/bkCdb9+mHb/AvGNb7K/v2ZuLqaCAuTU7dZPraXG03c+fPoW7dGMplo/nA1T6xKM0GxkPMnjdSqZcOZM1lErEWKoNmwgfSTJ0l3r4Ed6UzSTqXR0CpsbLSPhLiXx1smg44Ti1E8eCvD3U8SjBdWulTKbdxAgyEjKBceTkZ6OmFhYcTEnGfhwkC+/tockluxQkUu1u6Y1/4veTo5ZXp+F6ytrSlUqBDu7u7UrVsXd3d3rKysiI6OJj4+nsePHxMZGUliYuIHX9dpaWn/s0UE8AnkdIC3dg0LITh27Bj169fPMaGmBVevXiVv3rzEx8eTmppKlSpV3qv/5U342JxTZmYmISEhyGQyvLy8UKvVxMbGcvv2berUqfNRa7HA8ps1aNDgL16bTqcjJCQEo9GIl5fXa7+pys4OKcu4Gz//HPmJE2bj88oFI2xs0B07Bvnzo2rQAOnJE0zVqqH//Xewt0cxejTyNWsAc0hNW6AAmnv3cExJMfOyCWFmsc76F0tMXK83h+XUakweHmiLFSPK3p6TqU3p+3QVNn7nANhKTwazigzMF6RHuQx63/6e0SwBIILK9JDtZNWFkhw5omDWLDWl7Z4RVLUPDuePAXAZH5ZX28Dy40VRKGDECDWbNyvpJ9vEctVIrDWpCKWSs77jaXp+CnpUjB+vZdIkHRICftmHYdh3OGnMyorBlbpSZv8MyGfm9woIkNGjhzVJMVomWS3kWzEXhTYDIUnov/qKR/0n031kUa5eNRuTkSPTmDJFoPY7j3riROTh4QBEKUsxUj+f/bRh1Gg9kybpyH42EwLpl18xjJlKnpTH5nUovUmaMocaI2q8dsxNJli/Vs7t739hqm4ShTB7qwZ3D4z166GxtubYlTxM8OvBQ0NRChTI5MiRO7i6uuDg4JBjYyGE4MyZM9SqVeuDogg5RXqWR1e/fv3/2D4tCAwMxN7eHqPRmE3L4+TklM0T93dMA8eOHWPy5Mnc/BPH4f8KPglP522QJCnXK9hMJhORkZGYTKb3brh8Gz4mpxMfH58dzvP29s7O3+RWz49Ft+TP60pNTcXPzw+1Wv1mVuxXnqyk588xqdVIJhNCkjAMHYqpUiWkjAyUo0aBqyv6n39GODiYBdlKl0bl5pZtcMAcUrM+cACn69eRPX6MZKFgeeVfSa83vyz71WqRX72Kzd69ZG4KYdjezrj6/c5+31kYkNOLbVzBh3LcAgTht23Y7jWfphwl2Tof7lzjiqkGF7tuZOQILT4+Ru6lFaBxxmHSlq/CYOtATa6wPqg6RxqvBqORJUu0dOpkYIOpL+UN13nm0xJJr+ez87N4nK8a1bnK/PlqJkxQYxISdG6P7PZVLlYZjAmJqtd3IVWsDus2gcmEt7eZEaBydRWTNZMppbvJDY+OSEKg2rSJ0s29ONNmIYP7m8N4P/5ox5dfWhNVqj4Z586R+dNPmPLlo6g+kn205zQNObP4Oo0b23D7tsxykBGdOyC/G8j9flNJk+yoqg+g4eRGXKvcj5SIqJfHQQYDBhn55moHevmEMZVppGODIiIc9YoVOC5YgPb8TR4ailJQ8ZzFi2PRaDIJCwvjwoULOe5h+V+h3vkQCCFwcnKiYsWK1K5dm6pVq+Lo6MiLFy+4cuVKtg5TXFzcG+9t/8sUOPCJGx34MMnqv0NMTAxJSUnY29tnC57lBJbw2vs4i6/mb8qWLfuXcF5ull//2ejExMRw+fLlbNr4N8abs7wOIUnIwsPN/TpZXglFi5rZCJyckAUGoqpQAWWDBkgpKeb9paWZ2aXVakxVqmDy9MwWfEuoVMlM43LmDJm//YapeHHzfmxt0a5eTeaNG2SGhZG5fz+aEiWy1+BQ3AkP1U0ysaWt/0Ta2J/kGfmpzHUCqc4gm82AoGRJI8dpSmVjGHE+WSXRUcNJ/qwbG+dGkSeP4GqggrHX+qIJvEKMZ2Os0dAjZDzx7i1QPIxk9WoNzZtriDIUoXT4AcK+24LJxYV8z69xRarJQsawbbWO/v2t0OlA5uSI5/l57Bt/jhC8sNMnYT9mBMqGTZCFhlKggLlRtHt3PVGiKJXCf2Faw9PoK3sgJSdjO+lbll+szur2P2FnZ+LSJQW1a9vwx3GVuXggJATtuHEIK3PxQCDVGRbSn051klizRvky/GVtjduSMWjCQ/Cv2AcTEr5Re3CpXY3oXtOzJcjBLIWwflcaqaM64mkXSW82s1I2lECvvrQb7MTiXlcICkqnRQsnKlWqlE2q+ecelsjISJKSkt77XLVcG/9pA/BvaelY9m25xiRJwt7enmLFilG1alXq1q1LmTJlALh79252QYJFl8tkMpGWlvZRjaE//fQTxYsXx8rKCh8fHwKyqiTfhj179lC+fHmsrKxwd3fnyJEjr32+b98+mjRpgouLC5IkERoa+sFrehM+CaPzd+qhOTU6JpOJW7duce3aNZycnHBycsqVJ6/3rRQzGo1ERERkc8gVKVLkL2Nyu9HUUoBx7949IiIi8PDwoFSpUm//3pZCAgtVkI0NdwcMML81eTLyWbOwyFhKMTFIBgOieHGMLVsisrwm4e2N/vRp9FeuoN+8GSGX43z9OoZ580gpWBDT55+juXABY/36SOnpqAYPRr5nD8YSJYgoUIALS5eS2a0bkhCUeniGoIajObjlGY6Ogt9TG+BFCKf5DDvSWZXRl230JPB0JjVrGojW5WNM2QOcbDUfLSpKXf+dMu28OdBnNwBr1qj4xa8Ytud/5XSXn0jFjhJP/FB718J6/WpW/ZRI1aovyMiUUXtZT04vD0LfoQMyYWIMi7lBRTR7j9K5szVZbRQ0/b4KT347ywSrH0nBHqvgAGzq10c9ciRW6fGsXKlh3jwNcrngh9OfUYOrPP5+KSYXF+S3bjHw1294VLUlX1a8Q0KC7KVaqNIO3eTJpAe9LB7ow2YitGVJGTefrq3Fa4Jt6mL5qHx5KQGrLuFv/RlWaKmwfyHGUlXRrdzCS44cQYsWzzh81Y7nTbsz1LSCGiEbqHVpCTW+roxtCbfsOS2kmpYeljp16lC0aFE0Gg0RERFcvHiRiIgInj59+k4v6N/ie/s3PZ13MRIoFApcXV0pV64cvr6++Pj4kDdvXpKTkzl16hQlS5Zk586daDSa7GrD98HPP//M6NGjmTp1KsHBwXh6etK0aVNevHjxxvF+fn507dqVfv36ERISQps2bWjTpg3Xrl3LHpOenk6dOnWYl9UWkWsQnwB0Op3QaDRvfJ06dUpERUW99fO/eyUnJ4vz58+LkydPivj4eBEcHCzCwsI+er5XX2lpaWL//v0iJSXlrWMSExPF6dOnxdmzZ0VSUtJbx8XFxYlDhw7lyrqOHDkinj59Kvz9/cWxY8dEbGzs325jsrYWAoQAYZIkIUBEjB0rjGXKZL8vQBjz5cv+v37OHKHRaIT2/Hlhsrc3f16njsh8/lykp6eL9F9/FUYbGyFAJJUoIU5t2yYCAgLE/du3hbZ//+x5Yho3FmePHhUJCQkiPT1daFauFCYrK/N8xYqJ36f7ZS9BhkFMZIbQIxcCxD1KiuW9LgkQQpJM4vz5dNHdPUiE4pE9/5WK3YUDScLGxiT8/FJESkqKmDPotjhJw+wx2lq1xOEV60TDhnoBQlhbm8SBA+kife9eYSxWLHvcXtqJZh6PxIMH5nlSUlJEQECa8C4UJbbT7eVv6OQkMhcvFimJieLQoXTh6moUIISDg0nsWftEaAcPFkaZzDxWpRLHvUYLB5IECOHlZRAhIanZ86edOiX03t7Zc0dRWAyw2Sq2bErLHmN5PY9JFmtb7BF3KJ09PqGYu0g/dEhERkaKU6dOiZSUFJGcnCLWrcsQTk4mAUKo1SZx+vRf53vTKzk5WURHR4uwsDBx+vRpceDAAXHy5EkRHBwsHj16JJKSkrLHxsXFif3797/23n/idf/+fXHy5Mn/6D4tr99//108efLkg7eLjY0Vu3fvFl988YVwcnISMplMVK9eXUyaNElkZGS88x7q7e0thg4dmv230WgUBQsWFHPmzHnj+E6dOokWLVq89p6Pj48YOHDgX8Y+ePBAACIkJOSD7+1vwifh6bwLr2rqfCj+TGdja2ubq+qhf0cgmpCQgL+/Pw4ODnh7e78zkZqb4TWAa9euodfr8fX1fb/O5ldChKa6dQGouGQJsrt3X75fowb6yMiXbATffYds61azh3PwoDnHc/EiyubNMcXFYWrSBO3x44i8eXF88IB6EyZgHxVFZFQUR7/8ktsjRmCSych38iR1Jk1CncXBb+zdG82pU5hKlED26BHNZn3GRNfVgMCEnNl8Tz3O80RZjFLcZ+DW+mx1nwdCMHGimm93VqCh7RXm8C0mSYb3jR3cVnvgnXGWLl1sePJEz4BZbmzp/jtD+Il0bFD5+dF07DAONFzEF59rycyU6NTJmj9oRvqVK2hHjsQkk9OefewOr8xW7008um8+XuXLm9h5zokfq2+lHucIwwMpMRGr0aOxqV+fhqqLXLyYgY+PkZQUiY4DCjJetYRTi5aiq18fSafj85DFPHcozSibVYSHCOrVs2XPHkX275554gSZmzahLVCUIkSzJqMX5ft8xoI2wWRpvQFgbSPRZVdToo4EMMt1EYnkwelRBDZffonzVwOwiY4GzJXxnTsbuHo1nfLljWi1EmvWvF+4WZIkHBwcKFGiRLYXVKxYMXQ6HdeuXePChQtERETw5MkTMi2s4v8feTofG9pTq9U0b96cypUr07p1a548ecLw4cOJjY19571Dp9MRFBT0WkGTTCajcePG+Pv7v3Ebf3//vxRANW3a9K3jcxOfhNHJ7fCaEIKoqCiuXr1KiRIlXqOzyU2jY0nav0lS+9GjRwQFBVG6dGkqV678tyfhqyGxnCAhIQGdToednd1bhd7eiFdOaik11ZzbMRoRtrYYpk9HqFTIrl5FPncuxhEjMGSVOysGDUL2888IX190f/yBcHFBHhSETfPmyGJjEV5eaM6cwVS2LIqnTynXvz91jEYqVKjAnUaNCJozB529mZtM4etLyunT5jxZlSpoLl7E0KIFklbLrLjBbKIP1mQA4E8tqkoh/CbvgBIDPSO+5ZisGXcvxhISImPmAomJzOEz2Tk0BUuQXxvFGRoyMmosX/dQotEI5i9M537T/rgTwXlZfRQaDXbff8vBhDoMrheKVivRrZs1R87ao5s+ncyLF0irXAMHUpkSOwJd9c+5ucscjsib15zHKdLNl2oEMZQVpCvzIA8Px6ZpU0pO7c8fG+8zdKg5jLl0qZpR67twd8VeMn75BWOZMlilxLE4Ywi3bargk3qSfv2sGTTIipQUQJIwtG+PLvQqGd9PRau0w5urTD/dgNByffHf+fi1w+ldR8HX179mwYAbLOcbDMjJc+EUNfr0w6pXL1SLF6NY/CO72x/i4W0zzVG+fB937imVSvLly0fFihWpU6cOVatWxd7enpiYGIKy5CoiIyNzxGf2ofi3jI7Ikk7JKQ2Ora0t+fPnp2fPnqxZs+ad98i4uDiMRuNfSInz5ctHTEzMG7eJiYn5oPG5iU/C6LwLH2okjEYj165d4969e1SrVu0vGjy5aXQs8716IVn2HxkZSfXq1SlatOh7zfMhTAJvw+PHjwkKCkKlUlG0aNEPu+iy6nEFIAsJeVlllp6OqVo1DEuXAqCYORPZrl0Y58/H2K8fksmEom9fpN9+w+DpScaRI5jy5UN2/TpWTZogRUcjihdHc/Ikxpo1kZKSUH35JWkrV1KxYkUqffMNugsX0JUujSo2Frd27YicNInQ0FCi09JI2bwZ3fTpCEnGV2zBH1/KcAdra8ELnROrPtvJ16xFI1nzuek4YXhyZPhpvvzSyJdfGjhvrEMNVSjpPfsBMIofWRvkzbJed7C2VrJ5cwbFGhShgek0w1QrMdjaowwK5Cd/b3aXnww6HT16WLN3rwJT5cqIiyeImfojKTJHqhquUnVgXR53/h5SU7MJP2fNNbBGPoTi+jvsc+mPkCSUP/9MHp+qLMw/n+0bk7G3F1y/7krDRs6cs2tBxuXLaObPR+TJQ6mM65ygCYf4ksCd96ld2xZ//6ybmLU1xvFj0N8I4UmzrzAh8WXmXuoNqsr5WtNJfZKSfUitreG7hXZUPDmXL4uHcZgWyE0GlPv3o542DetpU/APs0cjrKhV5CFjxuScZdmSOC9evDjVqlWjWjUzBY+Fz+zChQuEh4fz5MkTNFm9Yf8E/k3VUCDHRud/lWEa/kuMzvuG1yykoenp6dSqVQvnP4vJ888YHct8Go2GgIAA0tLSqFWr1gdpAOXE6JhMJm7cuMGdO3eyq/I+eB7Lb5xloI1ubjxq1gwA5YABmNq0yW4AVQwahHTxIoblyzF2745kNKLs1Qvpjz+gUiW0J06Y5afv3UPdsCHS9evg4kLmwYMkNmyITK/H68cfKbpyJZhMyMqUwXDhAobmzZHr9XguW0b5H3/k2cOHXPTz42Lt2vjP2Mhz8uJJOMFUpaNmGwBPnsrZadOfqiKQhMKVyccLdiU150bjcaxalETRoiauPXSga9JqNPv2oXHOTwVuMfNUHQK/XIiDtcSPPz6iQsVEVugGU0V5nYQ6zZD0ejrfmsk9By+qGy7Tt681q1YpQSbDdkxfMoOuci5/RxQYqfjHMkT5Gsj37EVCMGSInt9+y8To5Er7+HU0zXOZpAreSGlpWE2eTNdZ1Qie9gtFiyTz4oWMli2tmb3Alsz+g0gLDUU3aBBCoaAlh7lGZUY+Gk23LzKZPl2VXe8h8uXD4edlJJy8yK2CDbBCS4trC1FV8iJy/OaXxxOzxMHWgKIcGrCFWjJ/JjGTn1U9uOvbjfl9r7FuRBB/+KvIBcmqv0AmkyGXy6lQoUJ2+bCDgwPPnz/H39+fy5cvZ8tM56YX9G8ZHcu9IKc0OB/SHOrq6opcLud5FkefBc+fPyd//vxv3CZ//vwfND438UkYnXe5ju9bMh0bG4u/vz958uR5Z/4kNzVwLPOZTCYSExPx8/PDzs7ub/M3b5sHPtzoWHR/EhMT8fX1xdnZ+eOE3CxVRkIgAHlsLM9q1sRUqhTSkyco+vXDOH06xrZtkXQ6lJ07w9276FatQt++PZJej3WPHsiPHUOUKoX25ElM5cohe/IEqyZNEOfOEXr7NkETJpAxciQAysWLUXXtapY6cHBA9/PP6KZORUgSznv2UGfiROqXKEGxYsUw1K2AFyGcoQF2pLNF9Gar1JtHNzJo397ITSpSV3mZR60HA9Dk9kocGtbhwGR/VCrBoUMKFt9sgSnsKnermY1FowszSC5Xm5Tzf7BnTybVqhm5nlSEcjcPcXvmVkxubhRJucklavMjI5g+wcAPPygwGk3YlMqP580NLG92gEhK4pD6FJt+fbFq0RLZjRs0aGDk7Nl0KlUyciLRm3x3/fij8zpMefMii4yk9JguBDjUY0Kzq5hMEnPnqmnZ0proDBe08+eTfuUKhi++QImBkSzltiiLZuFamjVWcufOy8tW7e1OoZsHCJq6h/uKsriaYqmyejhJJeuiPfySadrKCkaNiqXvGhUHK39LF902yvrvYOyzsdQbUg7J4Z9hNBavMD2/6gVZyodLliyZLTNtYXWOjo7OzgV9LP6bjc6HejoqlYpq1apx6tSp7PdMJhOnTp3C19f3jdv4+vq+Nh7gxIkTbx2fm/gkjM678HeeiciiswkNDaV8+fJ/IQ390Pk+FJIkERMTQ2BgIKVKlaJy5cof5VpbDO+HrC01NRV/f3+USiU+Pj7ZDWUfVZTwyppN1asDUGn9egybNpn5144cQb54MYaNG80S1QkJKFu0wPT4Mdp16zC0aoWk1aLu0gX5/v2IwoXNITVfX6SkJKxbt8blzBlq+PjArFloN2xAqNUoDh/GqlEjpKgokMkwjB+P9rffEM7OyIOCcGjYkEK3blG9emVeyAvQmJNMZjpGZPQUWwmmKja3/cib18iNB7b8XOtHVrQ8zFMKYB99G8/BDTjTeDpyDEyZouR0qCuFzm9mR8ttxONMgefXqT1qNGW2/cT+n1Pw9DQRFy+n1uIeXN0Sgr57d2QIRrCM61TixqIzDBumJiNDh8mkp+fOevw2I5Ap0g9kYoXy4gVsatdG/e23lHBO4sSJDNq00aMzyGn+c396+94kbfhYhFpNvuvhzDlWk1v1+lLSNgY/PwW1a9vy++8KRJkyZP7yCxn792OsWBEXEljOcLaEejGr1hnWrX1FkkCSKDumKTaRfvxSayEJOFEk6Tqu3dqQ/lknZHfMDNhCCMqXz+Ds2QwmTdKiVAr++ENBw4Y2Zp63fwDv0tJRKBSvyUxXr16dPHny8OLFCy5fvszly5e5c+cO8fHxH3zN/lt9OpZ8Tk4KJz6mT2f06NGsW7eOLVu2cPPmTQYPHkx6ejp9+vQBoFevXnz33XfZ40eMGMHRo0dZtGgRt27dYtq0aQQGBvJNFl8imPPDoaGh3LhxAzCzZ4eGhuY47/PJG513Va/p9XpCQkKIjo7Gx8fnvfRncrMfxmQyodfrefr0KdWqVaNYsWIffbJZeKLed22WC7NgwYJUqVLlNZr1jzI6r/Lf2dtjcnXF/vFjZKdPY1hippmRT5uGdOkSuj17MJUtiyw6GutWrZAlJqLbuhVDhw5Iej2qXr2Q794Nzs4837aNGF9fZHo95adOxXrdOgCMXbqgPXoUkTcvsmvXsKpXD9nlywDmfp6LFzF5eiLFxaFu1QrFwoVYqc3VazOZTAPOEk1hynKXpQGfs6DIZEAwa5aMqt958mWxMH7BzIpd68g0brjWpZjxPj17qrlxw0jhsUUZ+fkp9tIemdGAcu5cCn5Zm+MzL1K9upGEBIkvuhXEf8B6NAcPYipWjGJEcYQWtN7eg/HdksnMNN/c+gw2UX77SKpZ32AfbZGMRlQrV2JbrRp5Du5ky6YMZs829+tsP+BM9WNzCd11lSe1ayOZTJQ7v4k7lOXHgnNJT9TRtas1Y8eq0WjA2LAhGRcvovnxRwzOrlTgFvt0X1JpbBvGfhH5mhCbrZOKZkcHEPJLOBvtzUzT+YOOYlXDB2n4WORJSUiShEoFEybouHAhAzs7wZMnMvbufbtuVE7wqqfzLlhYnV9toixVqlR2j92FCxeyvaCMjIy/ne/f9HRyut/09PQP1tLp3LkzCxcuZMqUKVSpUoXQ0FCOHj2aXSwQFRXFs2fPssfXqlWLnTt3snbtWjw9Pdm7dy/79++ncuXK2WMOHjyIl5cXLVq0AKBLly54eXmxevXqHH2/T4J7zXLzfhMePnxIYmIiXl5er72fmppKSEgINjY2eHh4vHeVVnx8PNevX6devXo5WrNGoyEkJIS0tDTKlClD8axO+5zg1KlTeHt7v/OEE0Jw//597t+/j7u7+xtjsFevXqVAgQIvyTzfA6qsMJqZUhMypk7F5ocfEGo1en9/5D/+iHzrVoSjI5knT2Kys8OmaVOzDHXFimiOHQNHR1RDh6LYtg0hScTOmMEVDw/KlCxJqWXLUK5dC4B++HD0s2aBTIYUHY26Y0dk4eEIlQrd0qUYe/UyLyozE9WoUSi2mfM3x9Qt6ardQiLOKJUCe30Cex368lnKQQDO2LWgQ9oWqjbW0KxZJOPH1aaraSfrrb5BrUkhQ2bLCNMSjhToxrr11/D1rUD//jZI+/aziiG4EYuQyUgfNJyWgTM4F2CHvb3gt9+0+Hqkopw1C/nyFchMRlKxY33hqbQ+1R/nvOZzOCJCRq9e9pSPOskKaThlhNnDMPr4oFm0iEvpXnz1lRXPnsmwtRUMHBjE1EYvsP3+e+QhIQDEORRnYMpC9tEOd3cTmza91O8hORnVgoUoflqJ3KjHiIzNqgEoZ39Hm6+dePV5Jz0dVo96SNXdk2jFIQC01g4kNa6Po68vaWkSU3Z5sOpBcwA2bcqkffvcFUwE8/V29+5datas+dFziDdo21hZWeHi4oKLiwt58uT5S3Thblapv6X7/z+FxMREbt68mSONLW9vb+bNm0erVq1ycWWfDj55T+dN4bBnz55x+fJlChQo8MF0NrkRXktMTMTf3x9bW1scHR3fqS76Ifi7fJPRaMxWMvTx8Xlr0u9jPB1hGZ+VTVYGBvK8alUkrRZF794YFizAWKsWUnIyVh06IKnVaH//HVP+/Mhu3EDdti2kp6NbuRL9gAFIQpD3+++pc/kyRUuUQL94Mbpp08xzL1uWncuxhOEMrVoh6XSoBw9GOWKEmf3A2hrdqlXoli1DqFQ01R4mlCrUxB+9XiIBF0YW+5VvWI4WFZ+l/U4YnhhO3qFIEXdGjopjOz2pbAzmWVkvbEzprGMAq591Yd30gkiSgvXrdSR81pYK3OAXZXckkwm7lT9yMr4qQzzPk5oq0bq1mrNX7dHPno3W7xKJFWtiTxqjosehqdyAmN9CsbKyolo1BWfOpKOp15BKIoIJzEWrtEV+5Qo29epR/+dh+B14RP36BtLTJRYvrs7ofQ1JPHqGzNWrMRUogGvKQ36lA5cUDVBEhFGvng0bN2bp3Dg6ops5g8ygqyQ0aIUcE/10q2k11oM9Pit5HqXLPp62tjBmbXFUf+ymR/7jhOGBOjOFfIcOYTVxIrazf+Dog/IA9Kj/gLZtc9/gQO6ohv5Z26Zu3bqULl0aIQS3b9/mwoULhIaGvqbw+W9Wr+Wkcs1iYP9XVUPhv8ToWMJrJpOJmzdvcv36dTw9PSlTpswHh7NyanQeP35MYGAgJUqUwN3dPVdzRO8yFhahOa1Wi6+v7ztVGD/G6EiWCzQtDSGTofz9d+43a4Zwc0MWEYF82jQyd+zAVLIkskePsOrSBVGgANpDh8z5l8BA1G3aYExKIuirr3jQsSMATrNno5wwAYTAMG7c67mcxo2RHj8GW1t0O3agmzLFXF68fj3qL74w6/dIEoZ+/dCcOcMTm9IU5THnqcdYFiCXjIRHKAitPRgfrvDEtiyFecIpGpH49SzGj1DRsKGRe/pS1NFdJKR7X4wKJV9ymA1XPNny+Q4QWnbv1lLW14nO+u10s92PziU/isi7rAhvwK+FhyGlp9G2rZrffpMj3N1RXzlB1JSVJMqcqagPo3zfz4hrNwxZUhL58ys4dEjP10NgPhMopb/FuQIdkUwm1Bs3UrSRJ783nMO4EUkAbNhgRZMv7Ljt090s2DZhAsLamlqG8wRSneUZ/Zg7MpGOHa15/jxL66hkSZQHt5N66AhP81chD8n0u/UtMg8fLk/4HWF6GbyoXdvIotCabBhymZYcYh7j+VXdlWe127Kyxzl+nxfIyl8d+Kfuz+/K6XwsFAoFbm5u2VQyNWrUwNnZmbi4uGxCzcTERDQaTa7mb98HOZWqhpd9Ov+r+CSMzvtUr2m1Wq5evUp8fDy+vr7kzZv3o/b1sUbCokNz584dqlatmt3/k9ucaW+ay+JZOTg4vJey6JtYpv8OIuskl/R6RJa8QsUdO8hcsQIAxapVyC9eRJNF/CkPCED11VeIsmXRHDxofu/KFcTnn2OIi8Np7Vp0s2cDoFyxAlXfvqDVmnM5f/yRbcys6tVDdvWquYhgwgS0v/6KyJMHeUAAVrVqIbto1qwRVaowt8NldtEFJQYWMJ6jyla4EEf+/CYiZJ6USw/iUZO+yBAMSF6Ezqs+W8YFky+fnvsPbfg2dhmaCxeIL+6JM4mMCBzA3coduXfxKIsX36Z6dR270ltTzniDFy17IQlBu+gVPLCuyBe6g/TsqWLdOgXIZLhO6E16UAiH3b4CoOixjUgVvJBv345CLliwwMDq1Vri1IVo8OwXehQ5Q3o5T2SpqdhOncKsA15s7zgPpzxGQkLk1K1ry+5DjugmTTJzrnXqlC3YdpcyVD8+j/reEocOveJV16+D/c0zRE5aRawiPyVNkXy+qisPS7Ui6Ux49jAbG5g110CXbeVZXXwaHbQ7KXVpJ2vSelCufXnIIfHtu/BPexySJGFra/sXhU8hBPHx8Zw/f56QkBCioqJIT0/PVUHINyE3cjoZGRn/5+n8m5DL5eh0Ovz8/LCyssqms8nJfBb3+32h1WoJCAggOTn5L3LWuVmC/SajEx0dTWBgIKVLl35vobmPKpl2e0n2SEYGwtkZx4cP4dYtdMOHA2A1cCCSTod29+5sb0U1eDDC05OEPXvQOTjgcOsWvpMno0pNxTBihNmzUShQ7NmDul07SEnB5OOD5vx5s1zCixeomzZFvmcPAKamTdFcuICpcmWk2FjUzZuj+OknEIL8Ze3oxk4GsAYNahrrjhCCFwkHL9Ohg5F07OiUtJbL3/5CLK4Ujo8g/5d12FVzLGqlkePHbVlw1Avr0HNc+XIqOpR4PztFle79cDn6C+PGnqJcuSQeJjlR/tJGri/ej6l4cVwzozlAG/aK9swfGcvMmeZwl3NZV2rd+onJn53hGpWwTotDPXAgqs+bIIWG0rOnkePHtRQoYGLH4wYUjA7Er99qjHnzonz4kO57viWqbEN6eASRliYxYIA1AwaoSLIviGb9etJPncJYwyzYNovv8UusyMHuBxgyWE2KpQdULifvhO7II4M5W3sCmVjhEX+OQq3r8qz5NxDzshfD3T2dbduuMW6cFrlcsH+/kiZNbF7O9Q8gN8JrHwKLwqednR3FixfHx8cHV1dXEhISuHr1arasQGxsbK5KpliQU0/HYDCg0Wj+z9P5tyCEIDY2Fq1WS4kSJfDw8Mhx/sRyQryvobDwt9nY2LxRh+af8nQsocTbt29TtWpVihYt+t5hio/K6WRJTguZDFlgIIb+/QGwmjOH1E6dzPLSGRmoO3fGVL48uu3bEXI5ip07MQwbhn9GBg83bUK4uSEPC8OqWTN48cLs2fz6K8LODvnZs1g1bQoxMYiiRdGcOoWxWTNzqfVXX6GcORNMJkTJkmjOnMHQqZO5Emz8eFR9+lCuUCogsY4B1JSucJuyFCGa4/rP6PxwHrbWRgIC5IQUbcW87kH8TnMUBh2fHVjG3VJNKMgTpk9X8sdJNe67x7N5qD/BeGGjSaLMDz/QbvtKDqy5T6VK6SQmyvGd2oxNo3cQ178/QqGgHb9xkwqkzlnNyGEyjEZz/8u3h7zZNS6Accw3a9X4+2FVpw7KYcOoXuw5Fy9qqFfPSEq6gtobBtKt2kli+n6NUKuxCzjP1mveXKnSn3zSc3bvVlO/vh0BAUa0VaqQeuwYGevXYyxUmGJEsZuuDNlRn2HVw/Hze3lzUzrZUe2PSdzYF8KRPF2QISh7cSuKCl7opi00P0gIgVoNkyfrOHcuA7lccP++jCNH/pnKNfhnwmvvu1+5XI6NjQ1FihShSpUq1K1bl3LlyiFJEvfu3ePChQvZXlBaWlqueEE5zemkpaUB/J+n82/AIgfw5MkTZDLZX+hsPhaWp673MTrR0dHZ/G2W/M2b5sttT8dC4GcJJb7qWX3IPB8CU40sxcmsQgJZQAAZ3t7INBpkffpwcdAgtEWKIHv0CFXPnhgbN0abJdrmsHkztY8do3DTpmiOHjUXF1hocKKiMDVujOboUXNILTwcqwYNkK5dA3t7tD//jN7SLDpnDqpu3SAlBWxs0G3ciG7BArNx27OH5tPqUAkz11mY8KQaQey3744CI+0Cvicsb2MK8oSJE5VUb/mEoUV/ZjAr0cqsKXLrNHfU7rQXe+ndW01IiET3eRXYNvQik5mODiWKw4cp2+5zLgzZg3cNA6mpKoZ/68NO92GcXbSIpAoVcCCV5Qyn/6b6TGx+g7Q0M4nDpGlQadNwqljdYiddkYRAuXEj1lWqUHjfSg7tS2Pw4EQAfvnDnVYRq7j/eyiG9u2RTCa8QzcQbV2GGY7zib5voFkzR1atUmMwmshs04Ykfz8yJ07EoLbBl8vsi6lD4hd9WTLiKa8qC5RtXIiakWtZ3essV/DB2piGy+LpyMt4UGjGDPLv2EHqDytY1ckfo9F8PeXP/8+FnP7Tno4FbwpzyeVyXFxcKFu2bLasgJubG4mJiQQGBuLn58etW7dy5AXlNLyWnqWb8X80OP8w/mxMMjIyuHz5MhkZGVSrVu29hdLeBzKZ7I0kna/CQitj8TLeZfBy29OxfHe5XE7NmjU/SkHwY3I6pi++MG8bH49QKpGfPYts0CBEnjw43b2L59mz3Jk/H4O1NYrz50nv2pWrZcpwfdAgAJx++gnlzJmIcuXQHjtmpsG5e9dMg3Pjhpn48/RpTKVLI3v8GKtGjZAdPQpyOfpZs9CuWoVQqVAcOmQ2Srdvm4sIhgxBe/QopgIFsHl0mwC8+YpNgCBTZkvb1G1MzLeOdGwo9egs1+UefJa0ny1bSrNjp8RG1SA8TCE8K1QVW20ie+jE6vSe9G+XTnS0xIy58KD7d1QnkBC8kBIScBrah/NOrelQ8xEZGXImTHAnrkB/kg4f5tGECWjUdvgQwJKLNTlccRIPr5uNSadORraccuXbItupy3nCZFXMXHPjxqH2qUavgj+xceMLs7DcVTnencpxuMd2NCdOYPTyQpGRyvfJE3hoU5EW+v18/70N3bs7Eh+vQGZnR+aYMaQEXiG1U3dMSHThZ8Zv8uS3cjMIOftSsE2phO4rqmI4f4KJRbdynxLYpL7Abd8+iixdiu2iuZx8WhkJEyM7PKB+/X8u2f5vezrvgo2NDYULF8bT05O6detSvnx55HI5kZGRr4mrfYgXlNPwWkZGBlZWVjkuRviU8UkYHXhpeCx0Nk5OTnh7e2ffdHOTl+ldhsJSsGChlfk7LyM3PR29Xs/9+/fJnz8/Xl5eHx1K/JicjsibF6O3NwDGatUAUM2Zgy6rMdRx1SrKWFtj2LEDIZfjdvQo+Zct494XX3Bv6FAAlHPnopg+3UyDc/o0pgoVkD17hlWTJsguX84Omxnr1UNKS0PdsSOKlStBCIy9epk52woWRHb7Nlb16yM/fBgAU61aaPz90TdqjA2ZbKIvm/mKvLbpgERwlT54EUKQVI08xgT20Z72R78jISqTefP03KEcJZ75E9llAkImowc7OP3CnaWfnyA1FVau1FGuQ0W8ucI0+Q+YFErUx4/wyzV3fqq4DK1G0K2bNecvFsJtyhRM10J4Wqc1Coz0jf8R+5q+XBy9nHt371KiRBLnzmVCnVpUNQUykNWkWTmhjoyk5uTJ9PytPwG7b+LlZW5AbddOzdQT9Uk/fR7tmjWY8uenQMZ9fqMdZ2UNiT0eTu3aDhw/boNKpUJepAjGNStIPXeWZxXrY4WWrxMWUKGVJ0dbb0KT9vIJ3aMKjA1pw/bvw2mv2M98xrFL3p0n3q1Y0/MsZ1aHMX3d6/09uY1/y9P50AIGixdUpkwZatasSc2aNbPF1Sxe0M2bN3nx4sU7vaDcCK/Z2tr+K4b6P4VPxuiILJXL0NBQKlSokE1nY7nx5mbS720VbMnJyfj7+6NWq9/by8gNT8fS8Jmamkr+/PkpW7Zsjk66Dw2vCSEwGo3oevc2b//0KSJfPmR37yJFRmLo0wdJCNRffUVGoULcGDUKgDK//krjmzcxDR/OgyypA9X8+aQMH06cSkXG0aNmZunERNQtW5o9G2dntAcOYOjVC8lkQjVuHMqRI0Gvx1S9OpqLFzHWqYOUmoq6c2eU06eblS/d3NDv/40fVDMxIqM3WzmV6k1FrnP2rAxnnyL4Cj/2lBqFCYn+bKBiz1p0LhVAly4GtCYVtU7P4ckvp9GVKEsBYlj5uDVhVQdjSkhiwwYdX7aV+ME4hWpSMAnlfJDSUhlyYwQ3XWpT1nCDr75SsWGDAgoWJM+xnUT9tJeniqIUMT2myZpvse80lNuHDnHz5jnmzQuma/c01jKQIppIDhYfag4THjpE6dZVufTZRL75KhEhJObPV9K0mTUP6vVEExaG/ttvEVZW1DedJZDqLIjrw+gucQwdakVmptJsfKpWxc7/IM/W/0y0fTnciKPjmREkF6/NvWXHMBoMmEwmlEoYNV7wnX9jtrtPoZtxO5UCtrEkqgPOtcq8Rn/0T+Df9HRyYuysra0pXLgwHh4e1KtXjwoVKqBQKHjw4AEXLlwgKCiIhw8fkpqa+toDXk7Daxaj87+MT8LomEwmgoODefLkCT4+PhQsWDD7s/cJh30o3mR0njx5QkBAAMWKFcPT0/O9n1Zy6ukYjUbCw8OJiorCxcUlV064DzE6FoNjMpkwdeyIcHJCFhWFIavPRrlgAfqvv8bo7Y2UlISyUycMbdqgmzIFAJuJEyl28SL55s5FM2cOAPk3bkQ/dixnw8IInD2b9AYNkDIzUXfqhHzbNlCp0K1ciW7WrJd9Oe3aQVIS5MuH9vBh9EOGmPc/bx7qDh0gMRFkMg65f8tnnOEpBajITQKlGnTRbsHePhaDpKRT5GL8Z/xBjKIQpYx3cWv9GetKz8a9op4XLyQ6LKhD2gU/nnQdiQmJL2K2YqjgjeLEMTZt0tGqlYFQfWUKP7xExMAlCHt7ysVfJkzmxTQxlXHDTUyfbq5ec/2qGdLNQLYX+w4tKkrcuUTdId9Q58gRbNHTpcsFhg4NIU3hSOuHK2hWIIjk6g2QtFqsF89n2R8VuNh3DXnsDVy+LMfX14rfTjiinzwZTWgohs6dkSH4ii3coSwlts7kM28jly7JzOzNCgWOXVvi/PgKgX0WEy+5UFp3E6/vO/LMsyOagDD0ej1Go5EyZQysW3eLsWOfYG0tOHdOweef22T3/vxT+G/xdN4FmUyGs7MzZcqUwcfHh5o1a5I/f35SUlIIDg7m0qVL3Lhxg+fPn6PX63McXrOzs/s/T+efhkwmI1++fNSqVeuNTY//pByBpUrs1q1beHl5UaJEiQ864DnxdDQaDVeuXCEzMxNfX1/UanWuhBElSXqv8NqrBkcmkyHZ2mLIytHIT57E+Pnn5sqygQOJmjsXjZMT9o8eUWnBAgxjx6IfOBBJCFRff4183z5Mw4ejmz8fgJJ79tBwzx5snZ25OnEiUQ0bIhmNqAcNwjR5MkIIDCNHotu9G2Fjg/z0aawaNkS6cweUSvQLFqBdvx5hZYX8+HGs6tZFCgmhShUTF6hHFUI5zudYi0w204c+Z7+nT4ckAPrv+JzIfVfYK3VAIQzYzZyKn00j3B0ecuWKnEGjHMmzbhb+805ylzK4ap5g06EdNsOHsGVZLC1aGMjUyqm+aQSH5oZgaNEChUnPFGYQShUuzbvMwIEq9HpwLGjLl2HfM7VdKEdohtyox+Gnnyjbug2lg4OZMrkgO3Y8Jm9eLceiPckXfoKfO69CX7Qo0vPn1N44iKeFqjGo3EmSkiR69FAzbJiSdJci6DZuRHPuHEZfX2zJYBo/cOpxOXY12cnkibKXBQRKJRVXDEQTEc6h8mPQoqLC41O4NvmMjO6jMD19isFgQAgD3bq9wM8vDVtbwfPnMg4c+Ocq1+Df1bX5p/ZrbW1NoUKF8PDwoG7dulSqVAmVSsXDhw+Ji4vjyZMnPHjwgJSUlA8Oc6enp39UHve/CZ+E0QEoUqQIyldJJ19BTiSr3wSL0dHpdK81nLq6un7wXB/r6SQlJeHv74+9vT3e3t6o1epcK0r4O0/H0qf0msHJMrT6YcPM3s6tWxgaNUK4uCCLiEAsX07yxo3mZP+BAygnT0a/cOHLMFmfPsgPHcIwdCja5csRkoTNtm2UnzkT7xo1sN+zh4SBAwGwW7yY5FatuBUWRoyPDxnHjmEqVCg7lyP74w8AjF27ojl5ElPRosgePMCqYUO6Jq8BBLHkpaX8CJMwh9u6GbYx51gNmuS5wq1bMk4EuXFj6nb6sJE0bLELvECQ3oN+so3s2SNn9mwlXt/UJHTzFZZKIzAhody6BYfaNdjd9wht2hjQ6STaDS/J1rZ70W7fjsiXj/Lc5gL1qLtjKL2+zCAlxZy4n7y1GBFzfqONtJ8HFMc6LpbyU6fi0qULX5aOJzDQSOPGBrQ6BV1+HkT78qcJ79UXg50d1rfCWXX7cyJKt6IMd9i4UUndulZEREiYqldHe+IE2u3bMRQtTkGesZF+9Fjqy9iqfly79vIByalEHhoFTefU8lAOqjsix0Tho1uxreKNvFdf8qxYgdPKHSxq5k96unm7QoUM/6iapxDivzK89r6QyWQ4OTlRunRpfHx8cHR0JE+ePKSlpRESEsLFixe5ceMGMTExb+WXfBUfwzD934ZPxui8C/+Ep5OWloafn98H5W/eNteHXrRPnjzJLsV+Vcr6Y6rO3oR3GZ1XDY4l9PHaTcHREf3YsYA5tHYvi+q85G+/4WgyoVu50vzZ0qUoVq1Ct2IFhi5dkAwGVD17Ijt6FGPfvui2bEEolSj27kXdsSNqoxGrxYvRrlyJUCgoeOYMZYYOJTIggNOJiQSuXElGtWpIKSlYdeiAYs4cc8+OlxeaS5cwNG+OpNPRaO8wdtINO1IxCjmzmcTgcieJogh5UyI5klKHCcxlwVwZrVqbeFC/F1UIJcTKF2VmKutN/ThAazbMjmf3bjktOqqxWTOPBpwlkpLInjzBrn1rfrbtw6COzzEaJfp/rWZtQkcyg4IwZFHFD2Qt6y5UZEWNn3lmZuuhZ694aszIj69DONOYigY18rNnsfLxIf+csfy2IYbJk3VIkuDQ8VL0CFnNuXUnedKmDSaZjMr3DnFLVonVNiOIuZVM/fpWrFmjQCBhbNsWXWgwutmz0dk44kUoGx5+zvOaXdg4IfJVzTYa9C1G1Xubmfb5OS7jg1qfTp4jBym/YwcF1i/nSkxxJEwM/eImjRtrMRgM6HQ6DIbcN0D/i57OuyCEwMXFBXd3d+rWrUvlypVRq9VERUVx8eJFAgMD3+kF/a9T4MD/p0bHUiVWtGhRPD09c9Rw+qH5k1u3bmWH8t4kpZ1b4bU3zfNqOM2y9jc9hRqGDsVQvjyy+Hhsg4LQZjWKqvv0wVS9Orrp0wFQTpiA/MABdGvWYGjXDkmvR92tG7JjxzC2b492zx5z6OzkSdRffgmJiRh79zbr5Tg4YB8SQoOJE6nl5oZtqVIEzp3Lgyy1UtXMmcg6dEAkJ4OzM7pffkE3ezZCLqcruwmkOpVMEQCsu92A3p7B/EJH5CYDc/mOw9rPmdznBRs2aMkoUJLqmgtsrzwboVLRikNcozInBh7gwgUZ3bsbabu4Jh6Es4xhmJBQ7djOT2fdWd94O0LA8OEqlmx2Q7diBZqjR8koVp68xDIzui9xlZoSuMmf4OBgOnTIwyk/BXsrTaEiNzgktUIyGFCuWoVtFQ++d1zOwV/TcHUVREQoaT/Im3Mdd5Pu50dG/frITAYGZizjobwUX2tXMH60RLt2SmJiALUaw4gRGG6Gk9xrEEZJzpfiIANXVOX30hO4dSkh+xg6O8P4/dUJ+eln2jocYSrTWE8/rpTvxcr+AZxZf4O5PxdCrVahUCiyKx4tBsiSC8rp+fhvFBL8m4Sfr5ZMW7ygUqVK4e3tTa1atShYsCDp6emEhoZy8eJFrl+/TkxMDLosSdgPVQ214KeffqJ48eJYWVnh4+NDQEDAO8fv2bOH8uXLY2Vlhbu7O0eOHHntcyEEU6ZMoUCBAlhbW9O4ceNs5u6c4pMxOu86MT9EsvpdsORvUlNTKViwICVLlszxBfG+4TW9Xk9QUBCxsbHUrFnzjaG8j9LBecua/vwU9arBsWj3vA0pmZkE9esHQMHDhxGtWpnF2FJSUHfpgqF/f/SDBpnzOf36IbtwAd3GjRi+/NKcA+rcGfmBA5g+/xzt4cPZvGxWTZogRUdjatgQzalT5rDZvXs4t2hBqcePqV6rFk47d/JizhxMSiVWx44hfHyIPHKEF7GxPOnSBb/Zs3muLEg57nAFH0Y5mPV5rAvmoTM/05cNGKxs+YyzbAn1InDiYbZv1yFTyOh57Ts2DfHH6OGBK/HsMnQmtWUfrp1PZOBAA5NmKRnBMmpzieeuFZDFxtLvZE+ul2xJEaL4/nsVkyYpMdSuC6H+PB81gwzJBh/dRWp905QiPx6miKMjJUoITp/W4NmmKK3EAT7nOE+cKiElJqIaO5bm39UgdM4BfHyMJCdLdO+uZuTaqmTsPYJm/35MFSrgaExkOcO5hjvK48fwqqJgzZo4c7WUiwvKVYvQBl7lkWcLlBjoGruCEk3cOd96Ofo0LUII7ty5Q/ESN5h3tSqP+0zia9ZT/9Y6+h7rRmq+0sgUCuRyOUqlErVajUplNkCvsnbk1Av6NwoJLOv8N3pd3lUyrVarKViwIJUrV6ZOnTq4u7tjZWVFVFQUu3fvxtvbm4CAgA8mKv35558ZPXo0U6dOJTg4GE9PT5o2bcqLFy/eON7Pz4+uXbvSr18/QkJCaNOmDW3atOHatWvZY+bPn8+yZctYvXo1V65cwdbWlqZNm6LRaD7sB3kTxCcCvV4vNBrNG1+XLl0Sd+7ceevn7/NKSUkR58+fFydPnhT+/v4iIiIiR/NZXjExMeKPP/5455i4uDhx/PhxcenSJZGamvrWcTdu3BBXrlzJ8ZoePHggzp49m/13ZmamSEtLE6mpqSItLU2kp6e/9fXgwQNx6NAhce3aNaH76ishQBgLFxbpwcHCWKCAECD0X34p0pOShL51ayFAmGxsRObx4+b32rc3vyeXC82GDSI9PV1kBAQIY/785rkKFBAZfn7m/UVGCkO1aubxCoXQLlki0rPWl3nunDAWLCgECIOdnQicPFns379fnDx5Uozrc0sc4QshQAgQm+klHBWpomVLvQAh2lS6KZ4Xq5b9+bMv+4gfZyUIEEImM4n9vySL9DHfCj1y8+eyAiJy+T6Rnp4u5szRChBChUYcqz1FmJRKIUBoVHZiKMuFDIPo1EkvEhPTRVpamgjYe1ycyNMye1/JdgVE5qbNIj0tTaSlpYupU7VCkkxCjl7MLvqT0Du5Zo/VNWos5vUKsfwpKlQwioCADJGenCy0S5cKk+vLscdpLNwJE5999ljs3XtCXL16VTx48EAkJyeLJ1sPi0gHj+yxUaqS4tzwxeLoH3+IFy9eZB/bw4czRfHiRgFCyOUmceJE5lvPg9TUVJGSkiISExNFQkKCiIuLy34lJCSIxMREkZSUJFJSUt758vPzExEREX87Ljdf8fHxYv/+/SIxMfE/ut+UlBRx5MgRER0d/cHbRUZGirlz54pq1aoJtVotXFxcRNeuXcW2bduEyWR6573T29tbDB06NPtvo9EoChYsKObMmfPG8Z06dRItWrR47T0fHx8xcOBAIYQQJpNJ5M+fXyxYsCD786SkJKFWq8WuXbs+8g7/Ep+Mp/Mu5DS8lpKSgp+fH0qlkpo1a+Zaldj7rC02NpbLly+TL18+qlat+tZiCcg9T8cSXhN/KhiQJOmtnp0QgocPH3Lt2jUqVapEiRIl0M+bZ5YyiI5GNXs2up07s1kDlFOmoNu0yVzhlpGBul07ZCEh6DZtwtCjh5kzrX9/5Js2ISpVQnv27OvNosePQ/78aI8eNXOsGQyoRo1CNWwY6HQve3Zq1UKelka1GTOo9/vvFHRzo3h1DS34nUnSy54df0MNKhtCcHAQ7L9enp1DzvJr2fGYkMh/aBNDN/owtZkfJpNEz372XO88haTfT3NfXZ78pmeUHNYOfe8hDO8Vx7x5OnSoaXrpBxZ0u4qxZk3UujRWMIyL1OXaL7dp00ZFQMBtEuxMVLy+gRUtDnGX0jikPcOqz1comrdEdvsW48cb2LtXi4OTnIlRQygj7nC39UiEUony1EnG7ajO/eaDqOAWy82bMurVs2LdJiv0/fqTGR6OftQohErF55wkBC+6nJnO9KEVCApy5M6dO5w9e5b7JRzRXtrJ2V4reSYVoIjuPvWWjabs1zOwiriVfYw/+8xEQICGihWMGI0SO3a8Pawsk8mQy+WoVCrUajVqtfq1MJzFC/q7MJz4Fz2df6OA4WP7dNzc3BgyZAgVK1Zk5MiRHDp0iNKlS3Ps2LF3fg8LZVbjxo2z35PJZDRu3Bh/f/83buPv7//aeICmTZtmj3/w4AExMTGvjXF0dMTHx+etc34IPhmj83fyBh8bXnv69ClXrlzJJv2zhA9yky/tTXMJIXjw4AGhoaFUrFgxm2jw7+bKzUKCdxYMvAIL7c+jR4+oVq1atsQtdnboNm40NzXu3Yt04wa6VasAsxCbYv16tLt2Yaxf38ww0KYNUng4ulWrsoXc1N98g2L5ckSRImhOnnzJRtChA/JNm15yrM2YgZAkFJs2oW7eHJ4/x+jqSuDcuTxq0wYAp3XrKDt4ML0a2eLqBrPFJBpxihgpPxW4xbSjddjkOQcQTJ1lS7EdU+nscoJoCqGIvMvU4/XYXGQSmlQ9HTqoSatYHXnoRTblMffsOO7dgsqrGiOK72fBAnOMfcIWT4a6n0Wz2Nyz44s/IXjR8Nx0hvYtTKFC3uTJY0ffXxpycnEgU2U/kIkVqvNnsfL2Rjl2LF94x3HpkoaqVY08THKi7IElLOwThv7LVkhGIyWOrOGapgyryi3CqNEzcqSKbt1UJBgd0c+ciSY4GEPbtsgxMYB1XHxenoeD9nJkny9VqphZM+ISE0hpX4gzq1exsfBoMrCmRLQf9o3qoavbHOV33yH7dhIzqh7l5k3zeVCmzPufazKZ7LUwnEqlemcY7lXi2v/0zf99Qsj/BCwPeTkJ61kE3Hx9fZk+fTrbslRz34a4uDiMRuPLazYL+fLlIyYm5o3bxMTEvHO85d8PmfND8MkYnXfhY4yERVv9xo0beHp6UqpUqeyTPzeNjkUqQfypKzkiIoKHDx/i7e39WrPru5Cbno7RaMz+ju8yOHq9nuDgYFJTU7NLPl+FqUYN9JMnA6AaNQpRqhS6H34AsgoJjh1Du2fPS1XRVq2Qrl1Dv3hxNpGn6ttvUX7/PTg4mNkIunY19+x88w3KqVPNAm+jR6Pduxfh6Ijc3x+rOnW4s2sXmUYjjps2mUuW7e2R+/lhW8eXcV7HAfBX1aeyiOCsQwvU6Gh3YRJnbZpglfKC8eON9N5claryMDMJp9FI78ezCVHVxD7qBl26qLHPa42v/2zau57lNmVRvIhB3bkzI690Z+3MaCRJsGadmp5+35DiF4j+iy9QYe7ZOfTQl/kNLnH9uvm37T1Qie/v46nteI39tEYyGlGuWoW1pyeljq7m5NF0Bgwwl82OX1uBz1P28WzHEUzu7shSkxl0eywxLpVoKz/AwYPmZtFLl2SIEiXQbTdztOmrVMWeNOYwkZFr3PnR9yRxscWpXLkytra25CtlR6W9nflx8D52KHoCkCf4HMply7Ba/iMvonUIZHSrHMrgwR/3IPeqF2RlZfUXL8hgMGR7Qf+W0fm3KteEELlidP6X8T9pdCwuZ2xs7BsF33Lb04GXLr1GoyEgIID09HR8fX3/chP/u7lyg1JHpVKh1+u5ePFiNmvum75veno6AQEBKBQKqlevjpWV1RvnNIwZYy4S0OlQdeuGoXt39F9/bS4k6NsXWVAQ2l9/xVi9OlJCAlbNmyMLDkY/c+bLSrclS1B9/TUAunXr0H/3nfn9hQtR9e4NGRmYvvgCzdmzGEqVQvb0KV7DhuETGYlKpcLYti2aS5cwubsjxcUx9kRzpvADSpmReFwZVmQ/Q1lBJlbUzzhJGJ4oz/hx7Ngj2vWPozs76Sbfjd7emUq6EIKoRt0ri+nbW07BgoJpJ2vQNF8Ic/gWA2bPrv9iT859vRmF3MTevQrajyzOH4NGc2fWLPT5ClKK+2yN/5KYWt04t/UxAPXqmdh6sSATK+yjESe5RmWkhARUo0fjWL8mS1seZdMmLba2gnPn5FQd05ST8/zNpeRubjjH32OfsQ3+Vg1xiw6laVM1kycr0WrNHHT6C+fQrltHpnNBivOIxU+7Ia/fiAUdzqJU2uPj44O7e2VGLKiLZ8hC+tY2878tZhRr7YfTu90jfpkfylr/0vyNFuB7489ekFKpRC6Xo9FoSE9PR5Kkf6wk+034NyvXgBzt+0NLpl1dXZHL5Tx//vy1958/f/5WOfv8+fO/c7zl3w+Z80PwyRidv6tee18jkZqair+/P3K5HF9f3zcewH/C6BiNxmzuNltbW7y9vd96E3/XXDlZlyXWbm1tTb169bLlGG7fvs3Zs2cJCQkhOjoarVZLQkICAQEBuLm5/X3ZuEyGbu1aTOXKIXv6FHWvXujnzMHQsqW5Wq1DB2Q3b6I9cACjj4+Za61FC2T+/hjGjEG7Zo05RLd7t5nSJi0N/fffo1292tzLs2+fWbo6OprEvHk5PXs2yXXqINPpsO7fH+XYsaDTIUqVMuvsZHHB/cA09mmaU1DxnGvXFTxsPpAaXOWOujL5ec4xvqDM6q10baegYcMEdhk74ykPJKZ6HdToWMB4xhxuzPTejyldWrD/qMTSfLPxJoCbVlWQEhKou7Yvjz2bU0b9iFOnVEyZ6otNrxHow4JJHTgCA3K+NOyn/mAvAtotQWh1lCwpOHtWQ5529alCCEP4iVSVC7KbN7Fq1Yoee9pxZfs1KlQwERMjo1lLG6ZH9yc1OBz9mDEItZqaGjPv2kbRh92LX1CvnpW5EVQmw9itG+J2GMmjv0cjt6EW/sw+3Y6klj8SfvgpYL6eSpa0Y8XxCjTY+RXz8i5kYOpSWvw2nh2XHDh1+iLXrl3Lpm7JLVj4EvV6PeHh4eTNm5d8+fL9YyXZb8K/2RsEOauas9DgvC9UKhXVqlXj1KlTr63j1KlT+Pr6vnEbX1/f18YDnDhxInt8iRIlyJ8//2tjUlJSuHLlylvn/BB8MkbnXXjfnM6zZ8+4fPkyhQoVeidLc26H1yz7DggIoHjx4m/V3vk75MTT+TPDgFwux9nZmXLlylG7dm18fHzIkycPz5494/z58wQFBeHk5ESBAgXebwcODmbFUAcH5H5+qIYPR7d5M8bPPkNKT0fdti3SgwdoDx40521SU1G3bo3szBmMPXq87Nk5dQp1s2bmnE3Pnmh//x3h6oosLAxl7drc37mTYp6eKI8cedmkumoV6mbNkJ4+BWtrdCtWoF23Dq3ChiacIMhUlbqcJyFB4plzJTy1AQT6mOl8hhuWUKBtB3ZMfkT58iZuJpWgUfpRwoePRauyoS4Xmba/GodarKNMaSN//KHhaT4vPDQBLMs3E6FSkT/4GNdEBUZZ/UR4mA1ffGHN01QH5Itnk3HJn9v56mBDJg2OfU9yCV9MJ89iZwdbt+qYMdvEWvlgiurust1luFlF9cgRKnaqRmCDUfTvGI/JJDF7tpIvOrkR2X+GmXctS676K7ZwlzJ0vDaNL+oY+PFHBUYjYGND+pjBXNy4ihveHTAh0Sp1F15dPblQfwYZL9KyD13r1kaCgjR062ZACIkDB0qyb18dVCoVkZGRnDt3jsDAQB4+fJgrYmapqakEBgZSoEABypcvn12M8KoXBLlTkv0m5IZkdE72m5Nw4scQfo4ePZp169axZcsWbt68yeDBg0lPT6dPViNzr169+C4rsgAwYsQIjh49yqJFi7h16xbTpk0jMDCQb7IawSVJYuTIkcycOZODBw8SERFBr169KFiwIG2y8qs5wX+F0fk7IyGE4Pbt21y/fh1PT09Kly6da57T++LOnTtUqVLlg7nb/ryuD1b8zPJu3lUwIElStnyvo6Mjcrk8uzH16tWr2WG4uLi4d9PnlC2LdsuWbMVQ5YIFaH/+GWPt2i/zOY8eod2372VVW/v2yI4exdS0Kdo//kC4uiIPCcGqUSOkO3cw1a5N5vnzaMqWRREXR+1Jkyh+7pxZZ+eHH9D+8os5z3P5Mla+vsjOngXA2K0bD3af5wYVyG96yhk+44vL0+neWYMGaz67vpKwGXuJl1womxGK8+e1Od32R9xcjNy4acvUqDmk+10kqnhN7Einy7mRPCrXFGX0SXbufIZzXjkjnk+iab6rPC9dEZUuk8Wab7isrIt0/Tr166uJiJBQVKlE4XtHOdx5I8/JS8HkW9i1boHo2hvZk2hGjDBw+LAWhWseesYvxcc6nBivpkh6PTarlrH2THku9VxBHjs9/v5ZpJ/BJdBt2pTNu2ZDJlOYwXV9WSInbaNlMwXBwQkEBwdTxMeH4me2EPfHBW7mrYc1GpoGzsVU2pMHEzdDlhfj7Azr1ukYP8bcZ3H4sC1ly5alVq1a1K5dm3z58pGQkMCVK1e4dOlS9vnwoddJUlISgYGBFC1alDJlyrx2Llq8IEshgqUYIbe9oJwm8z8WOTV2QoiPyul07tyZhQsXMmXKFKpUqUJoaChHjx7NLgSIiori2bNn2eNr1arFzp07Wbt2LZ6enuzdu5f9+/dTuXLl7DHjx49n2LBhDBgwgBo1apCWlsbRo0c/OHrzJkgip481uQQhRHZX7p/x7NkzHj58+EbXTq/XExYWRmZmJl5eXu/lmsbGxnL79m3q1KmTozUbDAbCwsKIjY3Fy8vrL9UeH4rExETCwsJo0KDBe423GBzLIXzXCW8wGLh27Rrp6elUqVIl+2nKaDSSmJhIbGxstmKii4sLbm5uuLq6olKp/jKXfMsW1Fks0NrlyzF26ID6yy+RBwYi3NzQHDuGKF4cVe/eKA4dQsjl6FauxNijB9K9e2YP6OFDRJ48aLZt40aBAsQ/ekS99euxyuJd0w8fjn7mTJDLke7fNzMdREQgZDL006ZhGD0aJInOLfS0OzuSPmwGIMSmNtPKbOVgWEkaNTIy8MsoHEcOpAknAIj3+gzva5u5ry/KuHF6pk3R4td5FbWPTMEaDVqlDff79+ZspfZMmVabuDgrihTScrnnTxRYPgUpPR0DchYzmsV2U1i7Q0Hjxuab46lfU3jWbwb99KuRY8KotsY4djSGkSN5kmhL9+4qrl6VI0mC9e0P0ztsLPK7dwDQlKrAt7J5LL3bEpDo21fPvHl6bKwF8iyuO9n9+wCE4cEk1VzqzajG0KF2L/VwhCB8+mHyLZpECWMkAEm2BbH6vBYKJ3u2BlRg+PXBpGNHo0ZGDh58RXI0C0ajkYSEBOLi4oiLi0On0+Hs7Jx9PrzrppOQkEBoaChlypShSJEibx33Jrxaafln0UaZTJb9eh+8ePGCqKgoqlev/kFryCmSkpK4fv06tWvX/qjthRAUK1aMEydO/MfX/p/Ef4XReZuRSE1NJSQkBFtbWzw8PN7ZA/Mq4uPjuXbtGvXr1//o9aanpxMcHIy1tTUpKSlUrVqVPHnyfPR8YNbzCQoKomHDhn879tUenL9z6TUaDaGhoSgUCjw9Pd/6OwkhSEtL48WLF8TFmbvfHR0dcXNzw83NDRsbm+z9KGfORDlnjtmg7NqFsVYtcwFBeLjZ8Bw+jChXDtXgwSh27QJAN3262VjExqLu2hX55cuY5HJuDR9OvkmTsFarUc6ahXLuXACMn3+OdtMms4R2RgaqkSNR7NgBgKFlS3Rr1nAqyJlWrazordrJUt1gHElBo3akn2ktO/WdWLZMx60bAlavZwHjsCETrbUj/TOXs50erFypo3dvIyuGP6DmhsHU4wIAKR4eHO80ipGrOvHkiQ3Ozlq2zb5Mw4PzscqiDHlEUUbKltJkRTN69zZ7BDduSExrdZ0Jz0ZRl4sAmAoXRj9jBhmtOjLhWxXr1pl///q1NOxpvBLXn2YjxccDcKdYIzo9WkgYVShf3sTmzVrc3QVotSjWrkWaORtlWgoAR2jGoXpzGbuxNK9GSZNjdZzpuIFGV+eTj5dd6UdoRguOUNsulI1B5Shc+N2XvuV8sBig5ORkbG1tcXV1xc3NDUdHx9fEFyMiIihfvvx7V2u+DRajY/F2/myALP1mbzNCMTExPH36lKpVq+ZoHR+KhIQE7ty5Q82aNT9qeyEEbm5uhIWFUb58+Vxe3aeD/wqjk5CQQERExGtGIiYmhoiICIoXL/634bQ/IykpiZCQED777LOPWmtcXBxhYWEUKlSIcuXKcf78edzd3XF2dv6o+SxITU3lypUrf2nc+jNevSD/zuAkJycTGhqKq6srFSpU+CD3X6PREBcXR2xsLAkJCajV6mwDlMfREashQ1Bs345QqdDu3YvJ0xOrVq2QhYUhnJ3RHDyI8PREOXkyyh9/BEA/ZAj6efPQpKSg69WL/FnJSv2wYehnzQK5HPmvv6IaOBApMxNTiRJod+xAeHqCEMg3b0Y1ejSSTmf+bMtWagyuxfXrMnrUvsuQS73w5TIA6+nHRJsfOX5JzoABKpKuRrLXphceGVcA+JV2DJFWsWyXIy1bGpnyvZzMHzcwjwnYk4ZQq0kYPpGGv08g/IYae3sDU6depkHaKSqtXoNVjDlkcYBW3Bi4iOGLCiJJEB8Pfb5S4XL6V+YznmJEAWCsWRP9ggX8HFmDb75RkZYm4eoq2LTkOU0D56JYtQpJp0NIErusvmJs5kwS1AWYNk3P0KF6HjyI5PmNG9Q8eQqbTZuRmwwYkLNV1R/l7Em0G+TymgromSNatg8JpHBsKCp0VKxph6ptE5oNKoJM8eFhIL1eT3x8fLYRAnBxcUGpVBIdHY27u3uOvf034dV85avtCRbD82cD9PTpU168eEGVKlVyfS3vQmxsLA8fPqRGjRoftb1Wq8XNzY3o6GgKFSqUy6v7dPDJGB0w/+hvwqsegBCCu3fv8ujRIzw8PD7qJH/fm/ufIYTg0aNH3L17l4oVK2afGBcuXKB8+fK4ubl98FpeRXp6OpcuXaJJkyZvHWNpvHsfg/P8+XOuX79OyZIlKVasWI4SnEajkfj4eGJjY7NzP6558lB5xgxsjx1DWFuj3b8fU6VKqNu2RX71KsLR0fyetzeK5ctRffstAJo2bTjfty9O+fLhcegQ6pkzATA0b45u0yaws0MKDUXdvbs5DGdlhW75cozdugEgCw5G1b07sqgohFJJYIdZeO8ai4MDFM6no+vdGUxkNjIEtyjHHI8dTNhVkfr1rUiMM7Kl4hy63ZmOZDDwnLwMUazl60NNqVlTy6BBKfj/bGINA/mCYwDo3KvQ17SeHderYWsrWLMmlkol7uGwdBlF9/yKQhhIx4a9FSfR/MRQbPMoMRph+nQlKxYaGMtCJsrmYm3KMH/PHj2489UPdBtTnLAw881y1Cg903rfxWbGFBS//mr+neQ2zDZOYBFjqFDNyLBhwTRrVtEs8nXvHpkjJuN89iAAKdjza5kJ1Ns3mAIlX4bAUlNhyhQla9eavauCBU2sX6+jfv2cl+YnJyfz4MGDbAOUJ08eXF1dcXV1/ceEyP7OC5LJZERHR5OUlISHh0eu7/9diImJ4cmTJ1TLknv/UCQkJFC8eHGSkpI+qNXivw3/FUbHIkPw2WefER4eTnp6OlWrVv1o3YmMjAwuXLhA06ZN33sbS9e+JX/zaijNz8+PUqVK5fgpLzMzk3PnztG0adO/XLCWJzxLYvd9KG0ePHhA5cqV/9KnlFMIIUhJSTEboKdPqfT99+QLCsJoY0Pqb7+h8vBA3b49cj8/hJ0d2l9/xVSnDvJffkE1YACSXk+ajw/Svn1IefIg37vX7NloNJgqVzY3iRYpAgkJqPv1Q37c3AiqHzAA/bx5oFJBYiKqoUNRHDgAwFm7FrRP20KTLo7s3q2goXSaw3l6YJ34DC0qjjWYhc13Q2je0hq9XmJZnwCGXP4K+c2bAGxV9EE/rzvlfazZvbs6K1Yo6cVW1tiMwiojEaFQsKPQOPo/moJRoWbFCh09ehjQBgeT1nMcRR+Zvad7ynIk/TCOgr2b4ejoyMGDCgYMUOGQ9pSl1t/SIXO7+Te0tSVz5DjGx4zmpw3mxLGPj5EtW3QUe3oZ5bffIs9iCn5KQSYyi322PViwyEiPHsZsj0acu0hyv+8o+CwYgCipKHe+mo7v0vZI8pdP/xcuyBg6VEVkpAwbG0FQkIaiRXN26UdFRREZGYmnpyc2NjbZHlBCQgIKhSLbALm4uPxjif03eUGPHz8mPT2dSpUq/UeZCZ48eUJsbOxHe1iPHz+mUqVK6PX6HDHff+r4pIyOTqd7Y7mmRqPh7Nmz2NjYfHD+5k3QarWcOXOGJk2avNcJqdVqCQkJwWQyUbVq1b8kUy9fvkzRokVzHMt+27r+XDDwLoNjMY4JCQlUqVLljUqsuY3MhASsOnTA9soVdLa2BC9ciG2VKpQdNw71xYtmT2XrVqKqVCFu1y585s9Hlp6OqUIFtL/+iihWDNnVq6g7dUJ68QLh6op2+3ZMdeuCyYRyzhyUs2cDYPT2RrdjB6JgQRACxbp1KL/9FkmrJZpC9LPeiapRLQ4fVlCrXCw7bfpRLOQQALGV63O82zp6TCwDwNa1yXQIn4p6xTJkCJ5Ihcn4cRkF+zXl22+VrFihJB8xnK4wmIo39wPwzK4MPdNWcorGTJqk47vvDEgIHkzbSb5FE3EV5qf+uxXrEj26N3YeHiQlFWDo0ALcvSuntuIyewqPpMBDs5EyFS2Kf6uZtNjaneQUGU5OguXLdbRtY4BffkE2cSJWWdQjIVRhDIuw+7Iey5bpyH6WMJl4vuQXrGdOI7/O3KR6y6E6Nqvm4trmZfFNwgsDRUvaI4TE+vVaunb9uApOC8VTVFQUXl5ef2WxMJmyi1Pi4uLQarU4OTllG6F/ShnTZDKRkJBAeHg4pUuXfi3y8KHFCB+Dx48fk5SUhLu7+0dtf+vWLRo0aEBqauq/UvL9n8J/hdF5+vQp4eHhFC9e/L04zP4OBoOBkydP0qhRo781XsnJyYSEhODk5ETlypXf+MR29epVChQoQOHChXO0Lr1ez6lTp2jcuHH2k86HFAzodDrCwsIwmUx4enrmSnnjeyMtDXXr1sgvX8bo6MitpUt57OiI19y55LtyBSGTET50KC7jx+MSFWVuKH32DOHmhvaXXzB5eyM9foy6UydzMYJCgX7uXLN8tiQhO3oUdb9+SElJ5m22bsVUrx4AUlgY6t69kd29ixEZv1ScysjnE3kRr2DcWB2eV9bT5sI4bMnAaOfAbt/F9DjRF7Uatm2LxfXGVkrNWkVRvbk6LKFld9Qr5zJzZT7mzjWfH5tb7qZn4ChkWQZgB90YwyKa9nJl2TIdSiU8uZbElRbz6BL3EwqMGOQq4r7qyc3WrXmeLuenn7y5eNEVCRNLvLfzzePvkD8zN3NmuFdnmG4RG2+bv1O3blq6dbuCo1pHdX9/1IsWISUnA3CIlszOM59Ra0rSsuVLw2FIzSSox0qqn5yPPeY+ncS8ZbGvXponibY0vjKHe6ZSKJWC4GANJUt++KUvhODevXvZifq/K+8VQpCRkZHtBSUmJmJjY5NtgPLkyZNrN9j4+HjCwsIoV64cBQoUyL523jcXlFM8fPgw28P6GAQGBtK5c2eeP3/+r5CV/qfwSZtTS/7m+vXrAH8RPftYvNqc9i5YGj6LFi2Kh4fHW0MEOWUSeHUeeNnZ/GoPzt8ZnLS0NAICAlCpVO+ktPnHYGdn7s/x8UGenEzF4cOpZ2eHbtcunnzxBZLJhOfy5RinTyfK2Znk48cxeXoixcai/uIL5FkhNc2pUy9Zp8eORTVwIGg0ZoqcCxfMNDixsahbtEAxbx4YjQhPTzQXLxLTtDtyTHS9MRV/h8/JzzMWLVaSb0pfulYI4RK1kKel0P1Ef/zyt8NeG0efPk6kVe2IFHGFzS6jMCHhfHgHKq9qTPP8ldmzzcUtXx3uwsgmEegGDUbIZHRnJ7coj83WdXRspyAlBQpVzkPTG3MY2ziIEzRGYdSRf8MG6g8cSIukKNasjmXw4PvI5DAyoBcVZNe423sCwtYWm4hANtyuT1jZdpTiHjt3qhkwwButVAvTmDFmxulBgxByOV9ymAtJ7sR2Hs24r5LJskUo7K3xOTCGRycj+C3vAAzIcXpxB8WRIxTx34ub6TkFpafs+SHsow3OrVu3iImJoXr16u/VTyJJEra2thQrVoxq1arRoEEDSpUqhV6vJyIignPnzhEWFsbTp0/fGl5/H1iKe8qXL0+hQoWyG6TfRM8D/0xj6qsCbh+D/x9UQ+ET83QsBIGW/1vyN15eXvj7+1O7du1cOyjHjx9/63wWYxcVFYWHh8ff5kRCQ0NxdHSkRIkSOVqTEIJjx47RoEEDVCrVexcMxMfHEx4eTpEiRV4jNv1XkJpqZpC+eBFha0v47NkkVK5Mzd9/x3rxYgCetG1LUK9eOCqVeC1YgMO5cwDopkzBMH48AIrly1FOmoRkMmGsWhXdrl2IwoX/UjptbNAA7caNkJVP2/r5z/TwG4Yd6SSr3eipXc/tsi3Zvl1L86ZK+icuYIZsKgqTnji5G18ZNxKUvzmnT2uxsRF81yCEyQ/7UwGzJIChfXu2Vl9C/4mFEUKiUycDGwZfxnr0cOQhIQBcwZsFJVcy43BFihUTCAEL5ssJnf4HixlNSR6Y11qzJrqFC7mUWYVevdQ8e6ZAqTQypvt5RiYuJe+hQ+bvK1ewXj2E7zKmkiJ3YsIEAxMm6FEoQLpzB/nE71H98TsAyTiw3H4ildcOpEmrlz1VRiNsWpjM2blBuOieIVMpKNfVg87Ty+Lk+uE3RkvYNikpiWrVqmFtbf3Bc/wZltygxQtKSUnBwcEh2wtycHB4r3M5NjaW8PBwKlas+F4MG68WI1g8oNzwgizKmmXKlPmg7Sw4cuQI06dPz37I/l/FJ2l00tLSCAkJwdraOruv5NSpU9SoUSPXchRvm89gMBAeHk5aWtp7FyuEh4djY2ND6dKlc7yuY8eOUbt2bdRZbIzvyt+AOY58584dKlSokOOcUq4hIwNFhw6ozp3DqFaj3b0bmjRBsWoVynHjkIRA17Ytj2fOJDYxkbwLFlAyqyAgrW1bxOrVyO3skJ05g7p3b6T4eHNIbft2TFm9WvJt28yl0xkZiLx50W7ahKlBA2JioINHFBvTu1CFMADWMICrXebTrqeaVq3UVDaG8XuejhRKugfAOvqzstRC9p9SIgS0+QI63p7FBOahwIhwdeVCh0U0WtcDg1FG48ZGtm/JwGn3OmSTp6HISMWIjHVWwyi7ayI1m5jPmcOH5Qzpa2JA+hK+l2ZhIzIQkoSxe3deDJ9K/6kl+OMPswFo2jSJcc1+pfLWleQLNhcFpCqdmKyfwkqG4OUtZ8MGXbaHIjt3Dt3wiTjcCwXgIcU4VGsWbXe3wdnl5fly/77E0KEqzp8376dmTSO7dmn5kNoSk8lEREQEGRkZVK1aNfvczG1otdrskuz4+HhkMtlrxQhvSq6/ePGCiIgIKleu/NGFPLnVmHrr1i2USiWlSpX6qHXs2bOHNWvWcOXKlY/a/r8Fn1x47cWLF1y+fJm8efNSrVq17JxLbklWW/CmkFhGRgaXL1/GaDRSs2bN966O+xj6mjfBQmOTkpKCEOJvK9Ru375NZGQkVatW/XQMDpCs13Nm1CiSa9dGrtVi3bkz8t9+wzB4MLrNmxFKJarffqP411/jUaQIebdvJ2HWLIRcjt1vv2GsXZsbx4/zuGxZUk+fxuTh8TKktmIFCIGxZ080589jqlAB6cUL1C1bopw5k/xuRrr/UBIfrrBUOQYhSQxkLeN310BzIZCRIx8RRhVKJ4Vzp9VIhCTxNev5NdKLWY39UKvhtz9gW7kZeBPAdYUHUlwc9Vb35rFHMypaRXLypJwmzWx53How+vAQUpp3QI6JQZqlVGjryeVBO8BkomVLIycuwP4K31JG3GGH1B1JCBTbt1OggSf7PSezYGoCCoXg2LE89JzXhdNjd/N4/XrSS5XCXp/Ij4ziplSRwgH78a2pZutWOUKAqX59FCEXSF2+hiTbQhTnEcP8ehBTsjGXFgZkH4uSJQW//65l2TId9vaCy5flDB78/kbDaDQSGhqKRqOhevXq/5jBgZdyzh4eHtSvXx93d3eUSiWRkZGcPXuWoKAgHj16RHp6OkIInj9/TkRERI77gyws2X+m57GIIb4ahnsXPU9Ow2sfw7v234hPytO5desW9+7do3Llyn9xky9evEi5cuVy3Atjwfnz56lUqRIuLi6AOUQVGhpKwYIFKVeu3Ae51jezym4rVKjw0euxuPs3b94kJiYGpVKZ3Yjp5OT02noMBgMRERFkZmZSpUqVf6wa6GPw4sULrl27RqlSpShWoACqPn1Q7N+PkCT0P/6IoX9/ZGfPou7WDSk5GVPJkuYKtrJlzZ5Nr15ICQnoXVyImDqV6GLFyKNS4bF8OXmymAAMbdqgW7kSHB3N4baxY1Fs2QKAsV49NOs30uSr4vj5yRld5QRT7vfFMSUaA3LC2vRjhd1iNm+3xcZG4D/3JOXm9Ef9zNzA+WvegdT1+4E0yZ5Wray4c93ANOu5fGuYhUyvw6iyYrZyCtPTx1KgiJx9+7RUrCjQHTpBRr9xFEw3h1ge5quB284FSDVrkJYG33yjYs8eBTUIYIvzKCok+AFgyp+fkHbjaPHL1zyPs0ehEEyerGfUcC3K7VtQTJ+OIjYWgAvUYQyLsG9YiZ9+MlC0aFYRTEYGz8cvJ+/mRdiKdAD8CnWg6PYpOHtnPXWbTEz/JpF5W4rg6ip49Cjzb4+lXq8nNDQUSZKyBRD/Lfy5GMHCZF2iRAlKlCjxj1V7fUhjanh4OE5OTh9MAWTBTz/9hJ+fHwcPHsy19X+K+KSMzqNHj7C1tX1jgtLf3z+bcjs3cOnSJcqUKYObmxuPHz/m9u3bVKhQ4aMq0O7cuYNer//oqpU/MwwIIUhISMjmQzMajbi4uJA3b15sbW25du0aKpUqx6XjuY2oqKjsh4bsPJjRiHLUKJQbNgCgnzgR/cSJSLdumclAHz1CODmh3bkTU716SA8eoO7cGdn16wilkoz583naogWxL15gv20blTZsQGYwoC9eHP3OneDpCYB8925Uw4cjpacjXF15MGMjlUa1RKORWD49mrKLv6FJkjmEp61Wk36qrezwL4Orq+Dc4Vic531P/t/WARCjKorV1mWk1f6ctm3VBAbK8bK9xYnSg3AJM+ef7qgq0Ue3huuOtdi9W0u9eiZMGh0XOq2m9qnZOJAKQEaHbjB3OiJ/AdauVTBhghK9HoYV2MN82bdYPTHnezLLVWSe2xJ+uGhuDK5b18j69ToK50lFuWQJiqVLkTLNhmIXXZhp8wNtRxno0kXg5mZuxtQ9iuFO19lUD9+MHPPTeKpbCWzy2zEvshOTMr4HoHdvAytXvpn9wwKdTkdwcDAqlQpPT89/hUDzbYiOjub27ds4OzuTmpqKwWDA2dk5OxT3TxXR/F1jakREBPny5fvoqMP8+fO5d+8eu7Joo/5X8UkZHYv7+iYEBARQsGDBHJclW3D58mWKFClCUlISz58/x8vLCycnp4+a6969e2RkZHxUB/TfUdq82ogZExNDZmYmarWaYsWKkTdv3lxJ6OYUllBfTEzMG/s2EALl7NnZvTb6/v3RL14M8fGoO3dGHhCAUCrRrViBsUcPSEtDNWgQit9+M4//+mv08+djlMtJO30a50GDUMfEYFSpeDh2LPTtayYnffAAdc+eyK5dAyCgzgjqXpyHzErO8mW3CRsfxMykYTiSgsnOnqlOS5n5+CtKlhScOqUh7dB5bEcOpYTJXDqt6dqTlKlz6DggP+fPy7FSmzg/YDPVd01AyurCX8vXTFHOYc4aOzp3Np+7RzbGkjlyGj2NmwEw2thh/G4ChqFDCQizpkcPFU+eyHC0ymSL9yS+DN2ALMXMp/bIvTlt7y0kJLMCefIIli3T0b69EenJE5TTpyPfsQNJCDSoWcoIztceRNdBd3FzE9k33bgzMWQOm0KdtOPZh+AGFahOIAPLneH7S5/xrtNGq9USFBSEra0t7u7un1TPSHR0dDaju7Oz81v54SwEpa/yw+U2XvWCLAq8JUqUwM3N7aOKEaZOnUpqairr1q37R9b7qeC/xugEBwfj4uJCsWLFcmVfV65cQavVolAo8PLyytHN+8GDByQnJ39QJ/KHMAyAmWLjxo0bFC1aFKVSSWxsLElJSdjZ2WWH4ezt7f/jlWsWaW5LleG7Qn2KdetQjhqFJIQ5RLZhAwhhNjB79wKgHzcO/ZQpIEkoFixAOX06khAYa9dGu3075M0L8fGovv4axTEzTc2zpk0J7tcP+3z5yGtvT7Fly7DevBmAW1aVaa/ZjcKjPIsX6xnS/BnrdL2ziT2PWbemV+YailRz5cgRLbeDM4loNZ1B+uXIEBjz5Sdj8XK67GjDkSMKFArB1iXP6Bg4MTuk9wI3RrGEwuM6MnmKAZkMQkMl5rUP47uYkdQkqxG0VCn0c+fyrNoXdO1m4vJlcxFL/7bPWeryA9ab1yEZDAi5nD3OAxkaO4043Oje3cCiRTrs7UEKDUX53UQU580eVyyuLLCdSqm57ahRK4bY2Fh0Oh0ODq4c2ZmX4A2PkIwGTHYONJtYmUHDZbzrFMnMzMzWWvpQrr5/Go8fP+bu3bvvfEDU6XSvFSOAmR/OYpD/iciAwWAgODgYuVyeHe34mGKEMWPGYGtry5IlS3J9jZ8SPimjY6mdfxPCwsKwt7enZMmSOd5PSkoKly9fxtbWlpo1a+Y4dPDo0SPi4uLem3Pp1aY1+HtKm/v37/Po0SPc3d1fy2np9Xri4uJ48eIF8fHx78wD/RPQarWEhoYik8moUqXKe13Q8t9+Q9W3L5JOh7FWLbS7doGzM8oZM1DOnw+AoUULdOvXg4MDsj/+QN2nD1JqKqaCBdFt24apZk0wmVAsWmQ2SiYThooViVq4kKf29iQkJFAoOJjKS5agTkkhEyvGshAx6GtqeAv691UwnvnMlE9FbtQTL7kwVKzgRYMO7P1VR0iIjDktA/lJ049ymKUHdB07MUSzhA2HzKGT6dN1jPU5h3r4cGS3zeXV56jHr/WX8P0v5bGzMxN/9uujJP+pXcxjAgUwN5YmV69ORO++/PGsF/Pm2WA0SpQqZeLnGdfw3DkJxeHDAGhUDkzRT2KpGEGhEko2btTh7W0CIcwaRWMmYfPoNgC3KMf+WnPpuqMx1jYZ2WwAYWEmVq6sxu3bZgPXooWB7dt1vEGxgvT0dIKCgsibN2+uNGHnJiyUO3+moHoXLPxwlt8iPT0dR0fHXOWHsxgcC4O7pajoYxpTBw8eTLFixZg1a1aO1vSp47/G6Fy7dg21Wv3RNfAWWNipra2tKVCgwEeXN76K6Ohonj179l7ssq+G0/7O/TYajdm9EVWqVHlnM56FAuRNeSALE3BuwlLWnidPHipVqvRBBk527hzqrl1fFhLs24coUwb5zp2ovvkGSavFVL482p9/RpQujXT7NuquXZHdvm1mKpg9G8OQIWamgnPnUH/1lZk+x8YG3aJF3K9Xj3uRkbgaDJSeORO3rBLk32mObtUKLtwpzJIlSqopwzhdtDcOkebS6r20Z+9ny1m9z5HgYBld25gYkzqNMSxCjgnh5MROr7n0PN0fgYwBA/QsnJ2OevmPyGbPR6HPNDMiOA+i2u8TKezhhNEIs2crWTFXwyRmMVpagkroskunL7ecRtexJYiOlqFUCmbO1DOs8inUE79DFmZeV5S8BGONc/lV6sCYsUa++06PWo1ZoG3dJkxTZmGXaQ73XVB+RuqU2TQYbQ716nQ6nj+PZ/lyBWvWFMZgkDN8+GNGjTLi7OycXRyQmppKUFAQhQoV+mDW9n8aFh7BqlWr5ogI88+s6SqVKtsAOTs7f/DDp8FgICQkJPuh623bv29Jdq9evfD29n5N5fN/Ef81RienFWIW+o6HDx/i4eFBbGxsrhgxMNP0REVF/a2OxodIEmi1WsKybjqenp4fVKr6ah4oNjaW9PR0nJycyJs3L25ubjlOtCYkJBAWFpajZlTp5s3XCwl278ZUpw6ywEBUXbqYKXLy5EG7eTOmzz+H1FRU33yTHYYztG+P7qefwN4enj1D3b8/8ixV0Sf16iGtXk2eYsUQRiOGH3/EetosVCYtL8jLtTETmR3al1On7HF11BHWeTr5N8xDZjQQiysba6xg8MkviYiQaNXKipIJgWy1GkAFTSgAj0vU4YsHq7lBJVq2NLBpkw7buChSB04k73lzHipeciF2hzGcPwAAfD9JREFU5A8U/aEXyOUcOiTo10+Na3o0S9Tf0lb7s/lY2diQOnAk/W+PZ88R8w21WTMjq1dmku/4TpTTpiHLUn30w5fRLCatkjfr1mnx9My6dJOTiR+3mLw7l6MWWkxInC3SndLrRuFapxwAiSGPaNwhH7eeu9ChQywDBpjLoJ2cnLC1teXJkyfZlWCfEh48eMCjR4+oWrVqrvIIWsQLLbkgCz+cJRf0d+H29zU4f8afG1NfLb9u2bIlHTp0YMyYMTn6bp86PimjY0nIvQl3795Fq9W+Jqn6vrCUGFvE1uzt7bl58yaSJOWKWNLz58+JjIykVq1abx3zIQbH4kU4OjpSqVKlHIf/MjIysg3Qq3mgvHnzfnCI4dmzZ9y4cSObbiRHeP7cXEhw9aq5kGDlSrN8wbNnqLt3R57F2aafMQPDiBEAKFavRvndd0h6PaayZc1aOxUrYjIYSJw4kUKrViEzmTAVL45u82ZMWd6nIeQaL5r0p3RGBACRX7SnXeRSwu8WIn9+HacXnafQxFE4PDIXIVwq0gnP8wu4GetGy5ZWxL8wMtNtKePTpiDLzMAoV7KAcfxg/B73Gir27NHi5gbxv5xFN2gcpbQ3AHhRxAurtbO5qlQSF5eHmTOrcO2aHF/Jn58LjaZItFn7x5Q/Pycb/ECbfX3J1CkoUMDE2rU6Gvqkoli2DOXixUgZZmmE3XTme/kcuk0sxJgxBixOrP5eFPe7/sD/a++8w5sq2zD+S9Kme1C62GW3zJayURBBNhTED0UBARVl7733RmQJKshQENkyZBdEQIQORtmzQPfezTrfH+EcWyjQlqQEze+6uPy+5CQ5Jz05z3nf937u2+/qL9JXrFbaorCQ4ZtxhsvUQiHXceSoigYNdKSnpxMeHs6jR48AsLe3zzOg7XUgTis/fPgQf3//Akc4F/SzxN9IXFwcSUlJL/SH02q1BAcHF7jg5IU4CgoODqZ169YMHDjQvKZTlLyo6Ny9e5eUlJQC24ZnZGQQEhKCpaUlvr6+UvzyjRs30Gg0hZY55+RF8dfifG5+LW3i4uK4fPkyZcuWpUKFCgb/4atUKmmKoSDrQKKzsJhjJPY3vTKZmSj79cNi504A1OPGoZ40CVQqlMOHS4v1mg8/1I9sbGyQ//03yh49kD9+jGBrS9Y33xDs46NvYNRocPjyS/0IysIC9eTJ+rRSuZyY8CyO1J3BF+nf6L+L8pXonr2OnRFv4+WVwqI5f1Jq3X7qHl2DBVqSrdyxXL2IW75dad/BmseP5dT3uMehKgNxPqWP1b4rr8iXum+57dWCbdv0PTvpSWr2tF7LB1dm4IzeGC3mvTbYLfuaTNeyDB2qZPNmC0BgWvVfmZAyDsuH9wFIr1yTAZmL2fjoPQAGDFAzY4Ya26RIvXpt0yZkgkA2SpYxhH01x7J4nR3Vqv3zM76z5QIpw2fjn3oSa/R+ZpsVPZipnMW3Y29Sf7Q+Tjln2qebm9szAW053QCKUpqf01TU39+/0BEmhUWtVueK7NbpdJIYoVixYpJNjZ+fn0Gk5BcvXqR9+/aMGzeO0aNHm9TUpjF4Y4pOeHg4sbGxBQpISkhIICQkhBIlSuDt7Z3rgvoqMue8PufpZFMomGAA9McoBsTlx0PqVRGnGGJiYoiNjdUHsz2503V1dZXm+3U6HdeuXSM+Ph4/Pz/D33XqdFhOn47lokUAaLp0QbV6NdjZYbFmDZZjxiDTatHVrk325s0IXl76yOu+fVEcPw5ARKdO2K1Zg6WjIyQnoxwyRJqK0zZvTvb330OJEgQHy5n37gnWqD+jFBEIcjnLrMcwJmMadRrC4sXXuLj2Kk3XzaY6+tFK9nuteTh+OR36V+TGDTnFnHUEDvmVmj+MRB6hd4n+mY+ZZreQ+RtdaNNGh04HyyZF4fHNbPrwI3IEdFbWaIcNRT18OD/tcWb4cCUZGTJKu2VxqONSfHbMk5ykL5Vpx4cPF3EdH3x8dPzwQza+vgKyixdRTpiAOJWYQDHmKCbjMukLBo+UI14DNRpYvljH5rkRZKkVpNh4MHqakgED9Oq6qKgowsLC8rSPybkAHxsbS0ZGRq5oAmN2zYu+h1FRUfj7+7/2Dv2c/nCxsbGkpqaiUCgoW7Ys7u7ur6wYDQsLo23btgwbNoyJEyf+6wsOmFjReVFk9ePHj3n8+DH169fP13s9fPiQ69ev4+3tnWeHcGFkzs8jr/jrpzNwXrTQrtPpuHnzJlFRUfj6+uZbnWNI8loHcnFxwcXFhZiYGHQ6Hb6+vkZ1r1Zs2IBy6FD91FmNGnohgZcX8j/+wKpnT2Rxcfp1nrVr0bVpQ0ZqKsmjRlHhSe+Krnp1sjduRPD21kdbb9yIctQovT+bqyvZa9aga9OGzZsVjP4ig2UMoSf6ULUr8pr01G2geItabN2axf6dadz76lvG6+agRI3GxoYHX47g41MT+TvIBmtrgZ9WxdHp/FQsVq9GJgik4MBMJuM6oz+f9Enm4sVQIiKqs2VUHFNTRtKMP/Tftbs7qqlTCavXi569bbl6VY5MJjBtcDRjVTNQ/qCXTuvkCjZafcGYzOkkWboxcaKaESM0KOQC8sOHkY+dhPKWvjDeoQLrKs3mg62dqJpjxvjmTb332pkz+mrUoYOGBQvucefODWrVqoWrq+tL/y6ZmZnS1FNCQgI2NjbSzYkhownEfi/x5tKUnDZEOyCNRkPJkiVJSEggPj4ehULxUn+453H9+nXatm1Lv379mDFjxn+i4MAbVHSioqK4d+8ejRo1yvN5EZ1Ox/Xr14mMjMTPzw8XF5c8tyvMyOl5PB1/XZD1G9HiPSsr65X7hQxJRkYGERERPHjwAJ1Oh729Pe7u7oVaByoI8r/+0ivbYmIQihcne9MmdM2aIXv0CGWPHijOnwcgbehQTrVsiWepUvg8fIjV558ji41FsLFBtXgx2l69QCbTK98+/RT5Zf1ajvqzz1DPmcOMJcWYP9+S9+U72Wz/FVYpsaixYCaTCW0zmk2/CBw7JmfGR3dYpf6CxpwFIL6KN4Os1vDL5abI5QJLlmTzpf8FLIYOwyI4CNDLlzf4TeSTjQ2pUKEU4eEyPu5uSdnQfSxkNJXRG43qqlcnbfpchh9ow7p1+umrJk20/DQljNLL/5FOp1s4MkMzgW8YSp1GlvzwgwovLwE0GhSbfkIzYSZ2KXo59jlZA8J6z6Xr1w2ktR6dDr7/3oIxYyzRaGRMmBDEgAGehWqG1mg0kkoy59STm5sbxYsXl6avC4oYmxAXF0fdunVN5ncA/xQcnU6Hn59frhmApKQk6bvIzMzM94jw1q1btG3blp49ezJ37lyT6ocyNm9M0YmNjeX69eu8/fbbz329SqUiNDQUtVr90kbFgo6cXkR6ejp//vknrVu3RhAESYH3sum0jIwMQkNDsba2platWiYVUZuSkkJISAhubm5UrFiR+Pj4Aq8DFRbZo0coP/oIRUgIgkKBesECNF9+CWo1luPHY7l6NQBpDRsi27IFmbs7REVh9cUX0nSb5oMPUC1bpvdny8rCcupULFesAPRNmtnf/8Bn37/Fli0WlLON4UL9L3E9sRuAC/jzU8u1zNhRmVOn5Hz4P0t6Za5hoWIcdtpUBEtLfq04hF7XZ6PCil69HjFxfAaljhxGGDcd+wz9msgfLp2osGsOLnXLk5UFI0Yo2bxBxwBWMdNyBg7qRAC0rVuzt+k8es2rTWqqTEoP7Vo8EOX48chDQwF4ICvHOGEu++w+ZOEiNT17PomtTksjY9Yy7FYtxUar91475tQZz+mfU6GDN6hUnFp/n06LWpCtU7J4cRJffVW44pCTp6ee0tLSpD4YNzc37Ozs8nVzIggCV69eJTEx0WCxCYZCq9Vy8eJFNBoNderUeeFvNKc/XEJCAtbW1tJUdc7fyb1792jTpg1du3ZlyZIl/6mCAyZWdIDnBjklJiZy8eJF3nnnnTyfT01NJTg4GEdHR2rWrPnSC3h+R075QYzTfu+996R1nJeNcJKSkggNDcXT05MqVaqY1IknLjBXqFCBcuXK5ToOrVabqx/oeetAr0xmJsqBA7HYqpcWa3r3RrVkCRHx8SSvXo3fqlXIMzPRlSqlbxht0EDfMLp0KZbTp+unp8qXR7VhA7ono1n5iRMov/wS+aNHCHI52cNH0fH8NI7+YYOHu46gMZtwmzYcZVoi2SjZXWMi7U4O5a8gK7p2tcIx9TE/O/anWYp+BBJTvCofxn/LCZrTtGkMAwf+jZ06mZLfH6HmyZ+wQEsWVkT3HI7b4hFgZ8ePPyoYMUKJnSqRBQ4z6JuxErlW70KQ8MFn/C9sOoFX9P6CPXpoWLQgC+f9v+il048fA/r8nlEswr5NY5YvV1Gy5JOfcGQkD/rOpcofP0reawBJOFGWcFJxpGKJVM6EKjDG2vzTfTBWVlbSufG8mxNBEAgLCyM5ORl/f/+iDx98AQUpOE8jjgjFIhQeHs7PP/9MkyZN+Pnnn2nfvj0rVqwwqd99UfHGFJ2UlBTOnz9PixYtnnkuOjqaS5cuUb58+Xz3jbxIcVaYfQ4MDKRZs2ZYWFi8dIQjyo6rVKlSaEdaYyFajVSrVu2l5qo514FiYmLIyMjAxcVFGgW98gVEELD45hssJ09GptOR4evL6WHD8H73XVyjo7H65BPkN2/qVWpz56Lp31/fMPr33yh79/5HwTZjBprBg0Euh6QklCNHYvGLXlasrulL14xN7L1Tg4oVdRzdeA/loMGUDNGr0+471cR19youWvrTubM1cXEw0P1XvtYOwTI+BoBfZN0ZISzCvrItq1Y9xsYmiYeHblJqwUbezj4BQJpTSSwXTkPbvTshFxX06mXF3btyfBQ32FVlDFWv6Z2FBQdHDviN44M/hpGFDeXL61i7VkWDmmn6YLslS5Cl6aOodxPALPt5fLGoPD16aCV7m4RTV7n1xTeUf3gKLx6gxoKvHSdws8x7zF7tiEOdV899ehnizYlYhDQaTS47GisrK3Q6HVeuXCEtLQ1/f3+jxiYUFJ1Ox8WLF1Gr1QUuOE8jyr9XrlzJwYMHCQ8Px9fXl/bt29OhQwcaNGhgwD03fUyu6KhUKvLapYyMDE6dOkXr1q2lx8Q/5t27d6lZs2aBHKifpzgrKIIgoFarOXv2LGq1GldXV8kF4OkTVRAE7ty5w8OHD6lZs2a+FnGLClE1FBERUWgxgyH7gXIiP3wYi549sUhLQ+vqinrTJnRNm+obRgcMkOTWmk6d9JEHxYrpi8ugQZJpqPa998hevRqenCOKXbv0rtQJCeiUVsyym8u0xKF4+8Chg5k8WrCNyitH4Uo8WuSoBw7iVo/JdOruwv37cioVT+CPZhPw3P09Mp2OFByYynR2lRzAlu06atTQcP9ePNs/PkmfsKl48QCAzGo10C6YR5p/cwYPVrJ9u/4cGVXvOLMzR6K8EqrfzqMsYzWzWRH/MXKF7J/00PhoLOfMweLHH5FptWhQsIYvOdlsErO/d6ZUqX9+O7t2yRg6RE58ghUymcBXX2mYPl1NUQvCRFNOce0jJSUFBwcHad2zXr16JllwVCoVderUMYhcPCoqijZt2tCoUSMWLFjA0aNH2bdvHzExMRw7dswAe/3m8MYUHXE00apVKymA7fLlyyQlJRWqWzk5OZmgoCDefffdQu+rOJWm1WqRyWSkpqbmuusXF1jd3NywsLAgLCxM6jUq6t6DF6HVarly5Qqpqan4+fkZRKZa2H6g5+2b9sYNGi5ahEVYmL5hdPp0NMOHA+gTSSdM0KveypTRN4U2bKhXsP34I8rRo5FlZSG4uuqdrDt21L95ZCRW/fujOHIEgFPKd/lE9SOufqXYvz+boIPxpH4+nu66J9HY5byInrmCtovacumSHAcHge++2k7bvVNwuq73X7tETUZZr+CLjQ1o316LIMA38zWkzFrFBOGfyIO4t98mafwEfrv2FhMn2pGVJaOkp4aDPTZQffMUSYp9x8WfvgmL+YNm1KunZe1aFRUrCsiuX8di0mQsf9dnDKXgwDdWY/CcP5CPP7dCEHRcunSJmBg1v/7akC1b9Bf1+vW1HDyYzeu8xmdmZnLx4kUyMzMRBAELCwtpGq4wdjSGxBgFJyYmhnbt2uHr68vGjRtNau32dfDGFB2NRsPRo0dp0aKFZEGhUCjw8/MrlGImNTWVv/76i/fee69Q+/kyhVp6erpUgJKTk1EoFFhaWlKrVq1X8o8yNKL4AsjVPGtICrsOJIaICYKg3zeNBuXQoVhs3gyApmNHVGvWgJMTspAQvUrtzh29+GDKFKkpVHb1KlZ9+0oKNs2nn6JasADs7fVTeGvX6l0OMjJIk9kzSljI5Yafsfs3NX/9JWfdB8f4RtWfsjwEIOOjnnxwfzG//+WGhYWOFcvS6S1swmLSFBSJemfjjfQkZuQs+k93RSaD48fljOqVzJDE6XzJGhTo0CkU3GvXjtPvDmLqN025f98auVxg2phkxlguRfn1Ymkq7YBFJ0Zo5vPQtiqzZ6v5/HN9v4381Cm0IyZgd1XvL/eIUmz2mU6FqdUo7p4lXTiPHJHTtasVWq2MrVuz6dAhbzd3Y6PVarl06ZJ0UVcoFCQmJkqjoOzsbCkbxyBTtAVAp9MX6qysrFypxa9CfHw87du3p0qVKmzZssWk8q9eFyZXdNRqdZ5xsIIgcOjQIfz8/AgLC8Pd3Z1q1aoVeiFOnK5r1apVgad9xIbP/AgGUlNTCQkJwdraGgsLCxISErC1tZV80BwdHV+bPj89PZ2QkBAcHR0NYreTH/K7DpSVlUVwcDA2NjbUqlXrn30TRy8jRyJTqfRKtJ9/RqhZE1JS9EXp118B0L77Ltk//AAeHpCdjeXMmVgsXarv6alQAdUPP+gFCIDs1i2U/fujOKuXRh+nOd/VW8Py/aUIDpbTu6uKiekTGMAq5AhkFyvGwhJzmXy1HyBj/Hg1E7+KwmLadCx/XIccgVTs2eUznta/f4WDmzUPH8r4+GMlmcE3WMho2qMfpWidnLj7cR8GXRvM4RN6F/W6dbPYuDCCSpvnYbFunTSV9h39mMY0qjUrzrffqihXTgCdDtmv28keOQ3nJP003mVZTeI7f0qDTysjZGbzzQorJpzuBMCePVm0bPnq8eoFRZQea7Va/Pz8nrkAC4JAenq6NEJOTk7OZc1jzN+KMQpOYmIiHTt2pEyZMmzbts0oN3RvIm9M0QE4dOiQ5JdWpkyZVzoBn56uyw8FzcARVWBeXl6UL18emUyGRqORflRxcXEoFAqpABVFHIGIqJ4rWbIklStXfm2FT1wHEkeE9vb2ODk5ER0djZub23MzXeTBwSg/+QR5eLi+N+ebb9B+8sk/TaEjRyLLzERwd9c3kz6ZRpWfOoXyiy+QP3yIIJejGTMG9bhxYGkJWi0Wa9agmDwVRVYG6djyQ/lZfHT6C67dsKBrVyu8E86w3qIvlTX6yINbZZrT8eEqbuDNBx9oWLNGhW1YEMk9R+LxQN9T9MjSC/XsWXgM6ExWtoxRo5T8+KMFLTnCatuRVHziB6erWJEDzabw0S8fk55hgY2NmhEj7vFZkzuUWrYM5cGDAKRizzzG8b3dMKbMs6BPH72IQJWSwu1hs6mybROOumTpu4rFFR+uEY8rXRpHsOmw8wszdYyBVqslJCQEQRBy9bq8CDG6Q/wnl8sL3Yj5InQ6nRT/bqiCk5ycTEBAAMWLF2f37t0mtWb1unkjio5Op+PGjRs8ePCAatWqUbZs2Vf+nJzTdfk5yQriMCAIgpT/Ub169WdsRkR0Op1kQyN2/Yt3/K6urkYbeYgWKKamnlOpVDx48IAHD/R361ZWVpIQIc/O9/h4rD77TFqT0fTqhWrRIrCz00+p9eqF/No1BJkMzbBh+nA4pVJvkzNihKRg0/r7o/rhB4QqVQCQ3b1LVs+BFAvVOwhcdGhMyQMruUEZ3n/fluRYOTMcFjJaNRt5dhZahSULdKOYKUyiVgMrfvklG3dXHQ/mbcN57mRK6PRS51jvxtj/sADBz4+tWxUMGaIkI03HEPt1zLWYjHVSNADp/k0Ymr2AtVf0BrLNm8fw+edBeEdfx3vtWmyfeH89ohSTmMXj5h+z5JsMoqMvYGdnR3XPkoQM2ETW4TOU0D1CLVNyslxPbJvXpefM8siKORvvj5gH4nS4TCYrtF+Z2IgpFiDRmkf8rRTWvUAsOBkZGfj7+xtkNJKamkqXLl2wtbVl7969JtV3ZAqYXNF5Oj1UpVJx8eJFsrOzUavVBjObFKfr3nnnnZfOG+cUDLxsOk10RIiNjcXX1zff6zfitJNYgLKysnBxcZFGQYb4MQiCIGWTPB0IZwpER0dz5coVqlatSokSJfJcB3pGGajTYTFvHpZz5uinzXx8yN6wAaF6dcjIwHLsWCzXrdNvWqsW2T/+qLfJARTbt+ttd5KSEKytUU+bps/pUShApyNi2o94LJ6AA2lkyay58XEPYnsMYfDw6ly/LqeWw12OVhuE2zm9vDpcVo5BwjIulevA9u1688+Ye+kca7uC7g8XYksmOvQ5Oprp07iVXpKePa24dEmOPansaDCX9y4tRZaZCcDl6v/j/Wtzua2rSMmSOubPj6Ri+ftY7d6N98aN2MboJdsXqcUkq3n4jfFm9Gg3FAp9cb5/X8agQUoCA/UXeV9fHd9/n53LHNTYqNVqaf31VR2Zc5LTFToxMRFbW9tcEdX5mTEQJdvp6ekGKzjp6el07doVmUzGgQMHXrt3nCli0kUnLS2N4OBg7O3tqVWrFufOnaNy5cq4u7sb5LMOHz5MkyZNXnhiFNTSRlwk9fX1faU7nPT0dMmIMyUlBScnJ6kAFeauLmcx9PPzM2g2iSEIDw/n9u3beRbDnAVZNKB8eh1IfvIkyr59kUdFIVhbo1q0CG3v3iCTofjtN304XHy8vrjMmYOmXz+9Tc7jxyi/+kpyMtA2aoRq9WqESvpelqsHH5Hy4SDe1ehHU9k1fEmat5zOsxrx118KrK10HB68kyZbRyB/qBca/EZHJtotZcqPpWjfXotaDfMHR+OzaYrk9aaztUMzaiRpXwxmwiwn1qzRj7Y7+D5gU/lJOO1+4idnYcl6u4GMSp5MkqwYQ4ZomDQpm8zESGQrV+L23VqsMvVig4O0ZlfD2YzcUI3SpYUn3x389JOCceOUJCXJcHUV+OuvLEqUMP7PXq1WExwcjFKpzL0uZ4TPyWnNA+Sy5slrJsMYBSczM5Nu3bqRnZ3N77//btQ4hjcZky06MTExXLp0iXLlyklJhn/99RflypUzmAPzsWPHqFev3nMvwAURDIgRCra2tvlyRCgIWVlZ0h1/QkICdnZ2UgHKj8utRqPh0qVLZGdn4+fnZ1Jd3zn7g/z8/PI1Mnx6HcjBwUE/DQe4DB+OxdGjwBMrnOXLwdERWWQkyi+/RPGkJ0LbujXZ336rFxmI4oTx45GlpeUa9UTFxrJ/3wNuTrjDjPTRFCMJQS4n67Mv6XFvNjuPFkMmE1g4LYnBKbOxXLYMmVpNFlYsZiTa0SMZMcUauRx+/lnBpkEhzFcNpxFPcnRKlUI9dSo7bHowYJA1yckynJ0FNo26QNvA8dL+piudmaKaxAoGUdHHkjVrVFSpkszF48ep+dte3H7djoVOjQ4ZmxSfEjNoED3HlcHBQW9FExUFfr7WpKTKWbZMxWef5R2WaChUKhXBwcGSxVNRrVWKDtniuml6ejrOzs6SGMHW1lZyQUhNTaVu3boGKTjZ2dl0796dxMREDh8+bFIKVVPDJIvOrVu3uHPnDjVq1MhVYM6fP0+JEiUoXbq0QT7rxIkT1K5d+xnjw4IKBhISErh06VKRLMqLi6viXZ2lpaVUgPJa98jKyiIkJES62zQlyaZOp5MsUArbH5SzHyguLg6lhQU1Dh2i5MqV/1jhbNyIrk4d/VTc6tVYTpqELDtb37fz7bdo27UDQBYejnLAABSBgQBk+Ptzrl8/KrZpQ0KCG33bJzEiYjQ90Pft6EqW5FufpQw69gEgo29fNUu/vIzNmJFYnDwBQAQl2Fp7Ft0PdMPRWc7FizJ69lBS/+5W5jKecoTr36tWLR4OncsH37bmwgX9iODjjzUs77Af59kTkT9ZxwmXezFWN4ft8m50/d9dxo5VU7WqF7I7d8gaPpVix/TNsBnYcNypPZ4tXSjmqGTmgTZsiG4PwP79WbzzjvHUayqViqCgIOkG7HVavWRmZkrnR2JiIlZWVshkMqkp1RA3YCqVip49exIREcGRI0eeazJsRo/JFZ0bN25w//79PO96Q0JCKFasGF5eXgb5rFOnTuHj45PLGeBpwcDLCs7jx4+5fv06VatWNVgxzC86nY6EhARp2kkQhFzrHuLoq3jx4s9Vgb0uNBqNZDPi5+dnEHVPzn4g9alT1J43D9uYGARLS7KnTUM3ZMg/fTt9+iC/ok8JVffti3ruXKlvR7F2LRbjx6PIyEBnbY1m+nQ0AwbwOFJBQIAVpa4dY428PxV0dwC45dOBltdWEE45mjfX8tOmLIqf3k/WoPE4xd4F4JJ1PWxWz6fU/xqQkgKDByvZu13DEJYx1WI2dpoU/b60as3y0vMYvb42Op0MLy8da7/LpMmdTVjOmCFFV5+nLqNYRHz1t/nuO33WDoBw5i+SPp9IqQd//fNdo6AxZ7hAXb5sfIqRG0rj5uZqlBuQ7OxsgoKCsLe3p0aNGiZ3zoWGhpKamopcLs8Vzubq6lqoEY9araZ3797cvXuXY8eOmZTLiKlickUnIyMDjUaT50Xo0qVL2NnZUbFiRYN81pkzZ6hYsaKkLivI+o2Ybvjo0SNq16792u9uxGmFnEIE0Kc/+vj4mJRkMzs7W0pzrV27tlE6tAVBIOXBA2wGD8b5yXpNYr16xC9ahEuNGljLZFhOm4blsmUA+njrb79F+/bb3Lhxg5TLl2m8di3KU6cA0DZsiGrFCuI9fPjgAysunlMxzWIWo1mIXKNGY2XHZGEai1VDqOhtwfbt2ZQvmUXkhG9xXzMPB0HvRPDwrW64rp2JrlRp1q7Vxw3YZ8ez0H46n2au1pt/yuU8btObLpdmcuFRSeRygTFjNIwbkoxuyXwcVq7E4onYYA+dmKiYR+dxFRk9+kl0tSAQ8+spTs44g3A/HDWW3HZrRLk+9XjrYx2xcXHStJO4LmaI7JqsrCyCgoJwcnJ6pR46Y5DTWFScUhMdROLi4khNTcXR0VESI+THtkmj0fDFF19w5coVAgMDDbbW/G/H5IqOVquVogGeJiwsDEtLS6o8kba+Kn/99Rdly5alZMmSBSo4xrCNMSSPHj3i+vXruLm5kZWVRWpqKs7OztI03OuUcKanpxMcHEyxYsWK5sIkOg6MG4csMxO1oyOhAwaQ1qoVbm5ulLxxA+cRI5CH66e5ov73P8J69MC3SRNsrK2xWLdOb7GTloZgaYlm1CiS+o+ix+dOHD6soKb8CocqfEmJ22cAuGXhzUDNN4S4vsfmzdk0aaIj9ko0FzvOokOMPkFUZWGDMHwI2pHDCb3jSK9eVty5ozf/3Ok9Du+w3YBebLCj4ih6Xx5NBnbUrp1F//6naePnQMkffsjVNPo9X/CrzxTm/ehMzZr/iAg2bVIwfrxeRGBhITBpkprRozW5pp3EhmWxADk5ORV4ijgzM5OgoCDp72pKgWRidEJSUhJ169bN8wYsOztbKkDx8fEolcpcDtlPiyC0Wi39+/fn/PnznDhxokiSfv8tmFzReVFk9Y0bN9BqtVSrVs0gnyWuEZUsWTLfgoGsrCxCQ0OxsLCgVq1aJtVlnNNQNOfoSxQixMTEkJiYaDAjzoIiNqSWKlVKEocUFbIbN/RWOE8sf1I++IBrX31FTEYGthoNtTZtwk00B61QAfV336F7Enshe/QI5bBhKH7XS6N1VaqQ8fVyvtj0Lr/8YoEMHVvbrqPrhQnIY2MBvQP0GMViBi4uw+efa1CrYeUXV3hr+2gpQVRT3A3dlEkkvN+bgUNt2blTP+Ib6n+SeZpRWF+8AECGcwlGZ81gdVYfrG1lzJ2r4bPPNMhv3sByyhQp7C0VexbJxyAfNZih45WIp2ZkJIwcqWTPHv37r1+fzf/+909bgkajkfKSRPWXeMHNTxNmZmYmFy5ckKZxTbXg5Dc6QYxxF4uySqWiePHiKBQKHB0dKVOmDIMHD+bUqVMEBgaaVK/bm8AbVXRu375NZmYmNWvWNMhniXfc4lrMy9ZvUlJSCA0NNck1EnFRPikpCT8/v+caiopChJiYGOLi4p5pwDTWBUN0Z6hUqZJBmnsLhUqF5axZWCxZIlnhZH73HVFeXty4cYNif/+N74oV2MTHI8hkqAYORDttGtjY6Nd6du3SOx086Y9Rf9qbWY7zmbFcP63Sq1Mca0pOw+r71ci0+iydBYzh0SejmL/cAisr2L5NzsGvDjA9a+w/CaLe3qhmzuL7iA6MHackM1OGa3Ede3tupv7uycjv3wfgtm0NBmYs4jCtad5cy6pVKsqWFZD/+SeMnoD1JX1y6WNK8m2J6bT6uTt1G+j/noJO4J2GAhfC7PnsMzXLluX9GxMEQWrCfJ48PScZGRkEBQXh5uZG1apVTa7gXLt2jYSEBOrWrVso0YDokB0XF8fmzZuZN28eZcqUITk5mY0bN9K+fXuTug68CbxRRefevXskJyfj6+v7yp8jCIIU0FShQgUcHBxeePLExMRw5cqVPIPNXjeiMaZOp8PX1zff6zfiwrsoRACkAmRIt99Hjx5x48YNatSo8Vx3hqIklxWOQsHdTz4h+rPPqOHrS/rjx1iNG4fLb/p8m4yyZYldsACH997TX7QSE1FOnozFjz8CILi7c7TjYtqt/xiNVk6DBlp2zgrFY/YoFCdOABBOGVZXXMBnBztRoiTcvCmj98cy3r72PVOZjit6k1Bt06bc7DeHjxY04tIl/bn4yQcRjLGbRo3dvyJP1lvbHJG3YqRuIfcdajJvnopPP9UiE3TIt+9APXoqDnF6R4dIPIn3qkOlKtDjj/7syOoAwI8/ZtOtW/4MP3N6oYlxFeIoSKFQEBwcjIeHB1WqVDGp34QhCs7T6HQ6Ro0axYkTJ6hQoQKnT5/Gzs6Ofv36MW3atFff6f8IJld0XhRZHR4eTmxsLP5PkiBf5TO0Wi0pKSncv39fst53d3d/5o5fEAQePHjA3bt3qVGjhsktFooKNTs7O2rWrFnoQiHe4YoFSJxScHd3x9W1cEonMe9IDK16Wpr+WklKQj54MNZPsni0deuiWrNGciuQ//47lgMHooiORpDLuduhA4++/JLiZcvqzSdDQ7EaMgT5Tb0HW1zt5rS/u4K/U6tRvryOHduzqHZjD9qh47CN1a8X/WX5FhZL51Cttz8ZGTB8uJLffkpnPHMZIV+KUqcPMMz+34fMtZvF9PX6BtUqVTT8tCwa3/3zsVi9Wh/hgIwf6cMUZlCtpSerVqn0WTrZ2WQvWYPlggXYqxKlw13IKCYxixmtTjJo51uF8l57Wq6v1Wqxt7enYsWK0vSTKSAIAtevXyc+Pt6gBWfq1Kls2bKFwMBAqlatikql4s8//yQlJYXOnTu/+o7/R3ijik5ERAQPHz58paS9vAQDT9/xy2QyaTohOjqahIQEfH19Ta6LX1wjKVGihEHvNMUpBfH7SEtLk3yu3N3d8/UjFh0Q4uLiqFOnjknlB4F+qjQ4OJjqoaGUXbAAWXIygpUV6qlT0QwapLfCSUhAOXr0PymjpUtza8QI7lSqhJWVFe5OTlTYuhWHVav0fT8WFqyxHc6olClYOtuxfn027zVJI3Xy1ziu+RobQa84u+73IWV/ngblyrJhgz6+2j0rnCU2E+ma+aQHSKnkXMOP+PTaEm7FFkepFJg+Xc3gdjexmjENix07AH0/ziJG8Z3jKCYvsPonQTQzkwtrQjmw8CZxSZaEUwbnjk1YulpOIfL5cpGamsqFCxeknCgxkkB0ARCTQV8HgiBw48YNYmNjqVu3rkFEM4IgMHv2bNauXUtgYKDB1pT/q7xRRSc6Opo7d+7QuHHjQr/3yxRqorFgVFQUERERCIKAm5sbJUqUMKoJZ0ERp/uKYo0kMzNTEiIkJSX94wDg7o6dnd0z36OYmZKZmUmdOnVMygEB9M28Fy9epHz58nh5eemtcAYOlIxDn7bCkR86hHLoUMnmRv3hh0SNHUu0VktsbCzWjx/ju2EDxf78E4AYZSkGqxazXfY/Zs7SMHSohsxbj7ncaQbNHv6sV7DJrVAPGIhswiguhzvTs6cVt27J8ecCmzyH4hOlV8NpixXnhxITGXx1IGqUvP22ltWrVVSI/gvLCRNQ/KXvx4nCg6lM51Gr3ixbpZNsblJTYepUS8lmp0QJHfv2ZePtXbifvVisy5YtS4UK+hgGMZJAdM1ISUnB0dFRmoYrKrGKsQrOwoULWbFiBcePH6dWrVoG2NPcrFy5koULFxIVFUXt2rVZvnw59evXf+7227ZtY/Lkydy/f5/KlSszf/582j1pcAbo3bs3GzZsyPWa1q1bc/CJS/nrxuSKDujli3kRFxfH1atXadq0aYHeT3QY0Ol0CILwUsGAmDNjb29PuXLlpIX3rKwsacrJzc3ttXT353Swfh3TfaIDQExMDPHx8fo7/ifTkk5OTtL6kkwmw9fX16QcEOCfYu3t7U3JkiX/eUKMRBg7FllqKoKNDeoZM9B89RXI5ZCWhuWMGVisWoVMEPRuBvPno+nWjeQn+UDC3r1UXrkSu6goAI7xLoNZTs1uVVi1SoW1Nfw67jJeK8fTXNC7HqidXRGmTCCpW19Gjbdl0yZLQGBopb3M143F6q4+kTTJrSIDU+axObsr9vYwb56K3p9qsPhtDxaTp6C4q29UvYoP02wX8M6ClnzaWydNo505I6d/fyW3b8tp1EjL0aN5/8ZeRHJyMsHBwVKxfh4qlUqagouLi0OpVBYqNbYgCILAzZs3iYmJMWjBWbZsGQsXLuTIkSOvPK2fF1u3bqVXr16sXr2aBg0asHTpUrZt28aNGzfy/G2fOXOGpk2bMnfuXDp06MDmzZuZP38+wcHB1KhRA9AXnejoaH58su4Iesd2U5nefqOKTlJSEiEhITRv3jzf7yUWGzEu4WUFJz4+nkuXLlG6dOlcsl7xbk5svhSnnMQLblFMJ4h3ctHR0QVysDYWWq1WktqKQgSdToe9vb3RUkhfhcePH0uChucVa1l4uD7M7YkIQNu0Kapvv0V4cpGVnz+PcuBAyZZG27IlqqVLEcqXByA9Ph5h/nyKf/89CpUKNRasYBA7qo3nhx32lC0Lf52VsbHbYcYljMWbG/r3qVyZ63378mtGe5Z+U4OUFBnFHNTs67KGRgdnSoq5Sw6N6Je6hHM0pFUrLStXqijpmo3FDz8gnzUXi+QEAAJ5h721xvPZ+gaUr2qJkJTM2L4prDxUFU9PHXfuZBXouxN/exUrVizQyFqUH4vniEajySXHNpR7ulhw/P39DdLoKggC3377LbNnz+bgwYOvNKX/Iho0aEC9evVYsWIFoP/9iJLscePGPbP9hx9+SHp6OvueyOQBGjZsiK+vL6tXrwb0RScpKYndu3cbZZ9fFZMsOs+LrE5NTeXcuXO0bNkyX+9TkAwc+Edl5ePjk/suOA8yMzOlApScnIyjo6NUgAxx0j9NzikrPz8/k8voEO+Cra2t0Wg0qNXqXJHUr3vEI0Y65Ms9QhCw+OEHLCdORJaejmBnh3rmTDRffKEf9ajVWCxdiuXcufq1HGtr1KNGoRk+HJ5MJcru38di9GgsD+jTQeNxYYH1RKoubU2r9k5oNM589ZkFFY6vYzpTcUPfH6N5+20eDp3HJ4sbcPasfiq37/8S+ab0AuxWfyPFHmyX/4+xurkkOFdg8WIVH36oRZachGL+QhQrV2Gh1U9RZ2GFzsaOZVn9GC/MBWDsWDVTpuStEM2LxMREQkJCqFy58iv1pAiCILkAiGuFTk5O0iioME3WYsGJjo6mbt26Bis4a9euZfLkyRw4cIAmTZq88nvmhUqlwtbWlu3bt+cSInz66ackJSWxZ8+eZ15TtmxZRowYwbBhw6THpk6dyu7du7l48SKgLzq7d+9GqVRSrFgx3n33XWbNmmWQSBhD8EYVnYJETOcsOC8b3YgnbmRkZJ4GoC9D7GaOiYnJ5QJtqOZL0TbGwsKC2rVrv/YL+NPEx8dz8eJFSU4OSEKEmJgY0tPTX9jrYUxEF+vIyMgCRzrI7t3Tj3qessIRfHz0z9+8iXL4cMRRka5CBVSLFqFr3Vp6D/nRozByPNa3rwJwgyocaTWU8oPLUdzVja1bK7D+GwvGCvMYLluKlaAf5au6fcg3rjMZt7oSOp2MChV0bJhzj4YHZqDYtAmZIKCWWbJSGMAsJvFWgDNLl6pwdwfZw4dkTl6IYtcunDT6kU8CxahnEcKgxhf4Yl8b5Ir8nZMJCQmEhoZSpUoVg3sLik3LcXFxJCQkYG1tncsV4WU3ieLfNioqyqAFZ+PGjYwdO5bffvuNd95555Xf83lERERQqlQpzpw5Q6MnjcgAY8aM4eTJk5w7d+6Z1yiVSjZs2ED37t2lx1atWsX06dOJjtaHAP7yyy/Y2tpSvnx57ty5w4QJE7C3t+fs2bMmsSb9RhUdlUrF8ePHee+991745RWk4Gg0Gik50M/P75VP3LyaL3OueRS0AKWlpUlGp6bmZwUQGRnJ1atXqVat2nOtQPKKIhC/E2NaCOl0OqlXo06dOoX7LJ0Oi++/x3LKFMkKRz1mDJqRI8HKSr8WtGMHluPGSWacmo4dUS9YgCBOQ2k0aL/fiHbiTJyz9dNkocWbo5n/JRFuNly8WJyvv66HQ2Ik8xQT6a7VK9gEpZIHnfrT8cwkrkS4IpcLDB+uYUrnYOymT0LxJMIhGUfmMp6fXIYwc5GCbt30CjZBJ7B7yQO+WQiP05yIVpRk5EgN48apyc9ssHgz8cz6lxHQaDS5QvuAXNHUT99oid6HkZGR+Pv7G+Q8EgSBLVu2MGzYMPbs2UOLFi1e+T1fhLGKztPcvXuXihUrSknJrxuTLDp5RVaDforpyJEjvPvuu3nOBecUDOTX0saYtv/imocoPZbL5dLFNj8LqqLKSlQKmVrzndi/VLt27XwP3cVFZnFUaG1tLX0njo6OBjtGrVYr5d4bIkPoGSscHx9UK1aga9hQv0FqKpZz52LxJFJBsLFBPXYsmiFDEK/wQnIKYT2WUOv4MqzJRoeMu8264Lx8GmEJVowc6UZQUDHqEMQPLiPwS9Db5eici7Glwng+Cx5MNtbUqKHjhx+yqR1zFOWkScgvXQLgIaWZwgxiWn/C18u0UpBbZKSMESMs+e03vZ1N8+Zadu/O5kXuNqKDhI+PT5H7ionmtWIByhlNLY6Ub9++TUREBHXr1jXYjcv27dsZMGAA27Zto23btgZ5zxdhrOm1vHBzc2PWrFl8+eWXhjyEQvFGFR0xYrpZs2bPrGkUVDCQnJxMaGgobm5ueHt7G30EodPpSExMlKacdDqdJDvOq7EuIiKCa9eu5Wt9qajJKWh4lRTSnJ5fOYuym5sbLi4uhf6biAo6QRDw8/Mz3M2EIKDYuVNvhRMbiyCToenXD/W0afDkO5BdvYpyxAhpSk5XqRLquXPRtm2LKCU7v+0W8V/O5v3sbfr9tbJDGDMC1cDBLFljz8yZ1mg08KHjHpbbjsItSq9MS3Mty6is2XyX9jEWljImT1YzbIgK5fatWE6bjvyRXtJ9mRpMs5nPO/Na0KevFvFr3L1bQY8eSgRBxq5dWbRqlXemTkxMDJcvXzYZB4mMjIxcmTgWFhZotVqqV6+Oh4eHQW5U9uzZw+eff86WLVvo1KmTAfY6fzRo0ID69euzfPlyQH+dKFu2LIMGDXqukCAjI4O9e/dKjzVu3JhatWpJQoKnefToEWXLlmX37t1FemzP440qOgBHjx6lQYMGuaJgCyoYiI6OJiwsTFLiFPUI4ukYguzs7Fw5OA8fPiQ8PJxatWqZzOKfiOiwnZaWRp06dQwmaBCLsjgK0mq1uRwR8ht/IK5/KZVKateubZw57IQElBMmYLFpk37fS5ZEPW8e2vff1xcWQUCxdSvKCROQPZny0L7zDqp580jx8nqSN1OOHaMS6H5+NA3RT6PoPDxRT57E+eqf0vtzW+7ckWMh0/DdW8voHjYH6wS9Xc4tB1++TF1MIO/SsKGW779XUaFkJhZr1iCfuwCL1CQAjtOcP6p+zsczK1LGNZMtK5L5bGcAALt3Z/Hee8/+xqKjo7ly5Qo1a9Y0OfcNgFu3bvHw4UOKFStGUlIScrk8lxquMH/v/fv307t3bzZu3EjXrl2NsNfPZ+vWrXz66aesWbOG+vXrs3TpUn799VeuX7+Oh4cHvXr1olSpUsydqxeBnDlzhmbNmjFv3jzat2/PL7/8wpw5cyTJdFpaGtOnT6dr1654enpy584dxowZQ2pqKpcvXzaJiBOTLDpiZHVeBAYG4ufnh/OTtuqCZuDcu3eP+/fvU7NmTdzc3Iyx+wUiZ/e/KMWWy+V4eXlRunRpkzhJRHKOIIwpiRZVTuK0pChEEEdBz/tORHt9JycnqlevbvTRq/z4cZRDhiC/dw8AbfPmqJYsQRCjN1JSsFy0CIsVK/QqN7mc8FatyBw/nrJ166LTwcIFCm7M3MVsJlIRfeCbztub5AkzGXIogJ9+1o/SmtZNZZP/XEr9tAxFejoAh+RtGKVbwF3bGsyapeaLLzTIkxKwWLgI+cpvJQUbQBzFqcJNEnGhRa1odp924OmvJyoqirCwMGrVqmUSv42nuXPnDo8ePcLf3x97e3upkVscKWdnZ0uCFVdX13xNqR4+fJgePXrwww8/8NFHHxXBUTzLihUrpOZQX19fli1bJkm033nnHby8vFi/fr20/bZt25g0aZLUHLpgwQKpOTQzM5POnTsTEhJCUlISJUuWpFWrVsycOdMkRq3wBhadP/74g+rVq1O8ePECFRydTsfVq1dJTEzE19c310jJFFCr1Vy6dIns7Gzc3d1JSEggJSUFJycnac3jdcqks7KyCA4OxsbGhlq1ahWpCiZnt3tOeXpOmW1qaqpkPlmkbseZmVguWYLF4sX6wmJpiWboUNRjxsCTfZPdv48wZgy2+/cDIDg46MUIAweClRXHj8v5sjd8EL+Gycz8xwD07bc52HwOHy9tQkqKDHt7gWWTH9Pj3hwsfvheH8eNjPX0Zgoz8PQvxvLlWdSqZY384UMy5q4ibtcZnFMfokLJBpsvSarzDlPWlsCiTO51moiICK5fv06tWrVMMv1S9PCrW7dunpZKgiBIghXxPBEjPNzc3HBwcHjmnAgMDOTDDz9k1apV9OzZ06TWTP/NvHFF58yZM1SqVAlXV9d8CwZUKhUXL14ssAtzUZGZmUlISAg2NjbUrFlTmkrKzs6WRkBiDk5O1VdR/UjS0tIIDg7G1dW1SNa/XoQoT4+NjSU+Ph5bW1scHR2JiYmhXLlyr01wIbt7F+WoUSgOHQJAV6YM6gUL0HbsSGxcHJcvX8Y3NZUSCxeiCAnRb+PlhXrWLLSdOxMZJePzz60IOZHKWOYzQr4UK52+gTO57Qd8ET2bbcH6EVSbNlrWjL5KyRVTsXiSAZSBDV8znKWWI+n8aRz9+qVTooQbTk7O/PyzZa4gt1GjNEycqJZGOmLTbEEEIUXJywpOXojOGeJ5YmlpiaurK48fP6ZJkyZcuHCBDz74gKVLl9K3b19zwSlCTLLovCg99Ny5c5QqVUoaKr5MMJCWlkZoaCiOjo5Ur17dJHTqOREFDe7u7lStWvW5F3S1Wi1dbOPi4oym+nqaxMREQkNDTVJBp9FouHfvHg8ePEAmk0lO4ca0W3khgoBi/34sR4+WkkgzmjXjr+7dKd+qlf6c1elQbNmC5dSpksRaW78+6jlz0DRoxNdfWzBjhiWemkcstpvM/zI26m13LC05X/dLOl+YQqTajeLFBb75RkXXUmexnDgRxRm9V1ssrsxgCqd8PqHfoCt4eaXh6uqKIHgye3YJ9u7VT9eNHq1m2jQ1jx494ubNm/j6+r72yPW8EP++/v7+hZ6dENcLIyIi6NKlC4mJidja2tK+fXsWLVpkkmtX/2beqKIjCAIXLlxAoVDg5eX10ott3JM7zDJlylCxYkWTumDCP7LUgmb0aLVa6S4uNjYWhUKRK5bBUBdbcVG5atWqBm8MNARij1D16tVxd3eX1IGxsbFotdpc4oz8ChEMQkYGlosWoViyBLlarZ9y+/JL1OPGgdh4nJ6O5dKlWCxdiiwjAwBNp06op0/n72RvevdWcv++HF/5RX6tMIbKtw/rt7FzZKXDOMZFDSMLGz78UMPiRdm4ntmP5aTJyG/poxZuU5HJijmUHtaaDz96QGJiNFlZWWz71ZdNP5WhVCkdR4/e5M6dO7nWSE0JQxScp/n777/5/PPPqVq1KrGxsQQHB9OgQQPWrVtH1apVDfIZZl7MG1N0REl0YmIi4eHhUuOlh4dHnnf7Dx8+5ObNmy9sWnydPHz4kFu3bkmyz8IififR0dF608knrtivGsQWHh7O7du3TUZw8TTi/uU1JSQIAikpKVIByszMzCVEKApPuAcPHhB16hSNtm7F+vhx/X4VL456wgQ0n30Goow7MhLLOXOwWL8emU6HoFCg6duXxMHjGTyrDL/+qi+Ww2seYo52LNZX9b0YSQ6lGZE2gw1CLzxLyvj2WxUt31FhsX498hmzsYjXN6GG4EuQa2tafmDPrXBLeh/8lAidJzVrxjJz5hlKly5NmTJlinS6Nj/cv3+f+/fvG7TghIaG0r59eyZMmMCoUaOQyWRERkayb98+unXr9tq9DP8rmGTReTo99HkZODkbLy0sLKSLSnR0tGSKaWp3cDktdwy9f6IUOzo6mpiYGMn/rCCyY7HT+/Hjxyb7/YkqJj8/v3xdKESjVtF2XxRnuLm5GdwnTwyue/jwobR/8qNHUY4bh/zaNQB0Vauimjs3l12O7No1LKdMweKJV5tgb4966DB+9hzO4HHFSE+X4eyoZdeHm2h6cIoUs3BdWZPhqvkcpA29e2uZM0eFkzwVi2+WIVu8FEtVhvQZB2lNWw5SWXGbkcvDadTElbS0NMktXLxZyY8FjTERffL8/f0NlmF15coV2rZty4gRI5gwYYJJFdj/GiZfdESxwMsycOLj44mOjibqia28h4cHJUuWfD1z+88hZ4+LISx3XoQoxRZHQOnp6bliGfK628+p8Cu0bYwRERMhY2NjCx0Ml5dPnnixzUvhVND9E33eRFmvhEaDxfr1WM6ciSxOb+6pbdkS1dy5CDlCweSnTunXaIKC9O/p4cHjLyfzvwOf89cFvQCmW6c0VtdcjvPKBciSkgB9jMIYFhBZwo9ly9S0a6eF6Ggytx0keHUwj+5pSMaJPfbdaTk4m8+HVpVGEHm5heecmizKdVDR5cKQBefatWu0bduWr776iunTpxul4Bg6EycnX331FWvWrOHrr7/O5UTwpmKyRUf0XxNVbC8TDIgKMCsrK8qUKSONgnJONxUvXvy1FSCVSiXlzNSuXbvIbf9F2XFMTAwpKSk4OztLBcjGxgaNRsPFixdRq9X4+fmZnMJPp9Nx5coVUlNTDdaUqlarpfMkLi4OS0tL6Vwp6NqYIAhcu3aN+Pj4FxfspCQsFyzQ5/Ko1QhyOZo+fVBPmACenuKbodi5Uy82EHuAqnrzi+9sem/vjEYrx8ND4Pv5kbQJfhJh/ST48Gc+ZiKzadCtNAsXqhDVzwcOyBk0SE50tP68GzBAzYIF6mdiq3Na0IgZUjnNWo15Xog5UXXq1DHYVNfNmzdp27Ytn376KXPmzDHK798YmTgiu3btYvr06cTGxjJ69Ghz0TEWWq2WrKwsyWHgZQVHjG329PSkSpUq0oklCAJJSUmS7FjM8vDw8CjSOzgxFM5UFHSiu68oxbazs0OlUmFjY0OdOnWKdtE9H4gFUaPR4OfnZ5SCrdPpckWWC4KQ77t9nU5HWFgYKSkp+S6Isrt3sZw0CYsn/lqCnZ2+v2foUBBHSNn6nBzLefOQJejdopN93+bzxIVsf6BvHuzTR8OCAbdwXjQdi61b9S9DyQoGsdplApO/tuf99zXcvn2LO3di+P33t1m3zhpBkLFmTTY9euTdmiDy9M2Ko6NjrigCQ40ajFFw7t69S5s2bfjf//7H4sWLjXbDaYxMHNBL2Rs0aMChQ4do3749w4YNMxcdY9G/f3/Cw8MJCAigffv2ODs7P/fkFhVMlStXfmG4VM7F5ejoaFQqVYHXOwpDYmIiFy9epFSpUrlC4UwFMZxLoVCgVquxsbGRlHCvOt1kCFQqVa5Yh6IoiHnd7ee05MlZ9HQ6Xa5o7oKOBOSnT+un086f13+2uzvqiRPRfPrpP2KDpCQsFy/Wm4k+CTgMqvw/ut2ay10qUr68ju++U9HEJgjlxIkoTp4EIBFn5jCBS2/34NOvrvPeezWwwoKmDeRcvOdE//5qFi3Kf65OdnZ2rt4X0UHdzc3thb/Rl/Hw4UNu375t0ILz4MED2rRpQ4cOHVi+fLnRCo6xTDt1Oh0tW7YkICCAoUOH4uXlZS46xuT69ets3bqVnTt3cu3aNZo3b05AQAAdOnSgePHiyGQydDodQUFBpKWlUbNmzQJ1Uee0nomOjiYzM9MoMdRiQTRVyXFycjIhISFSQXxanCH2vYjTTUVdgEQXBDs7O2rWrPlapkbFxFixAKWmpuLs7Cx5fd24cQONRkOdOnUKf94IAordu/XTaXf05p66KlVQz5iBtkMHyShU9vAhljNnoti8GZkgoLOw5Efr/oxJm0KizIUBAzRMnaLC4cwRLCdOQnFVn26aiTVXFLUpXVbG5+HTOKDVCxj27MmiZcu8PQ5fhqHWgcSCY0jZ9uPHj2ndujUtW7Zk9erVRj1vjBVPMHfuXAIDAzl06BAymcxcdIoKcWF2+/bt7Ny5k4sXL/L222/Trl07fv/9d5KSkvj9998LtaCck/T0dEnxlZaWJslr3d3dCzWVIwiCpMAxVVsRsUeoUqVKeY4QRXGGeLEFpO/kVRyg80t6ejrBwcEUL14cHx+f1z7iEhGnJqOjo0lMTEShUFCmTBk8PT1fPbBPpcJi3Tp9IqkoNmjYEPXs2f9EKACyixdRTp6M4tgxANItnZihHs8yhlCivBWrVql4u7GKmMWLcV2xBoeEf3JWNtGDgbJVrPjoJB/88G7h9zUHOQ1sY2Nj870OJDam1qlTx2AFJyoqijZt2tC4cWPWrl1r9KlsYxSdoKAg2rdvT3BwsOQwby46rwHRrHP9+vUsXboUGxsbfHx86NChAwEBAZQsWdIgF6aMjAxpDUhccPfw8Mh34qVOp+P69evExcXh5+dnch5v8E8sd36t659eG1Or1bnEGYae8hJHYKVLlzbJpl6VSkVwcDCWlpZ4enoSFxcnWa0YZGSYkqJvHF22TIqn1gQEoJ4+HaFyZWkz+dEneTqXLwMQoSjNeO0sfqIHXbrG0bNnGG+/VRvlvXAOLrrBrzutuKMuy1WlLxMmaRk6VPPCTJ3Ckp91ILHg+Pn5FTip93nExMTQtm1b/Pz82LhxY5FMxRpjem3p0qWMGDEi142dVqtFLpdTpkwZ7t+/b8QjMj5vTNEBuHz5Mh06dOCtt95i2rRpHDhwgJ07d3L69Gnq1q1LQEAAAQEBBerufxFZWVnShTYpKQlHR0epGTWvxWKNRiOZdhoiOMzQiD0k4eHh1K5du1C2JzkdoGNiYnJNTT693lEYxLTKihUrStHXpoQ45Wdvb0+NGjWkC4NWq5WSL8WRoXihLaxoRRYRgeXs2Sg2bvyncfSzz/TOBuLNgk6H4pdfsJw+HfmjRwBcpBbjmMeVUu+xcpVGmkK7e1fG4MFKTpzQ70vbtlq2bs3GmIMBcR0oZ2iftbU1SUlJ+Pn5Gcx6Jy4ujvbt21O1alW2bNlSpJHuhs7EiY+PJ/KJRZJI69at6dmzJ3369HnjnRPeqKKzdOlSUlJSmDx5slRUBEEgKiqKXbt2sWPHDv744w9q1apF586dCQgIMNidstjfIU6r2NvbSwXIzs5OSiG1srKiVq1aJqcAyzkCK2yPS16IjZfiekexYsWktbGCFl0x56go4pELgxidIEaHP++8EkeGYgES85LEIlTQC6Ls6lWUU6ZIqaWCvT3q4cPRDB4sOVmTmYli1SoUCxZgkZYG6PN0xjKfar38mDtXhbMzCAL89JOCAQOU6HQyduzIok2bwq3rFBStVsutW7d49OgRCoUCmUz2yoUZ9GKdDh06ULZsWbZt21bk7QiGzsTJC/P0mokiCAJxcXHs3r2bHTt2EBgYSNWqVaUC5O3tbZACJJpvRkdHEx8fj7W1NSqViuLFi1OjRo3XLol+Gq1Wm0thZawRWGZmpnShFUeGT0cQPA9xusVUbXfS09MJCgqSjFnzex6JQoSceUli9LK7u3uB/hbyP/7QK92Cg/Xv7eGBatIktL16oZPLuXTpEuqoKBoEBmL13XdS786v/I9txb7g47netHkngz/X3qb9otaoBQt++imbLl1eLJs2FGJ8gq+vrxTCJgoRCtsPlJycTKdOnXBzc2PXrl2vrb/MkJk4eWEuOm8AgiCQmJjIb7/9xo4dOzhy5AgVKlSgU6dOdOnSxWAhX9HR0Vy+fBlbW1syMzOLzP05v+RsSvX19S2yaQeVSiUVoPj4eOzs7KTvJeeCuyi6uH//vnQxMjVSUlIIDg42yBqTWJjF6OUCx1XodP80jj6Z29dWqcLNvn2JrFsX/7p1sbS0RBYejuWsWZLSTSQNO8pzjzjcqFkmgROh1hTFLHDOgpPXlNrTVkX56QdKTU2lc+fO2Nvb89tvv73WvCkz+edfW3SeJjk5mX379rFz504OHjxIiRIlCAgIoEuXLvj6+haqAIkL8qKpqOj+/LTk2MPDAycnpyIvQJmZmbnWH17XCEyj0UjfS1xcHEqlUrrTF33y6tSpY5KiC7GPycvLi/Llyxv0vZ+OqxD7XkT/sxeeL08aRy3mzUP+pHFU06gRmrlz0dWrJ20mu3IF2ZJvyDxwimKpD9EiZ4VsEEdL9GTtr0rs/SoZ9JjyIjIykmvXruU7ryevdSCxAIkCjfT0dLp27YpcLmf//v0mZ9lk5vn8Z4pOTtLS0iQRwoEDB3BxcaFTp0507tyZevXqvfTinNMUs3bt2nnenYuSY7EAyeVyo8QPPI+UlBRCQkKKPknzJYgL7qJPniAIeHh4UKpUKZPyyYN/RA2VK1emTJkyRv2sp/tecq53PM8tXKvVcvnUKUr//DNldu5ElqUPfdN06YJ66tRcSjeAy6E6Bg214cIF/Xs1bqxl3ToVZcoY7xJQ0ILzNDm/l+joaIYOHYq3tzeJiYkIgsDhw4dN8mbFzPP5TxadnGRkZHD48GF27NjBvn37sLOzo1OnTgQEBNCoUaNnBAFarVayPPHz88vXHZYYPyDO6wuCYNSeF/FiWb58eby8vEym4IjkXGOqUKGCJMfWarW5pNivc21M7GN6HaIGnU6XS4gguoW7ubnh6uqKpaUlGo2GkJCQf6ZNo6L002k//aQPfXsSkaAeN+4fTzdAq4XVqy2YPt2S9HQZXl46/v47C2MMFKKiorh69arBetW0Wi0HDhzgm2++4dKlS2i1Wqlr//333zfJEDozz/KfLzo5ycrK4tixY+zYsYPffvsNCwsLOnbsSOfOnXnrrbeIj49n5syZ9OzZkzp16hS6cTQpKUlqRjX0hVZ0QfDx8TFJBZharSY0NBQg1xpTTpsi0XrmVRRfr4L4Hea3j8mY5HTPiI2NJS0tDWdnZ2n9sE6dOrnOGdmVKyinTkVx8KD+9ba2aIYMQT1sGOQYETx4IKNaNf0ayG+/ZdGihWEVbIYuOKBfJ+zRoweRkZEcOXKE6Oho9uzZw2+//caiRYto3LixQT7HjHExF53noFarOXHiBNu3b2f37t2oVCqUSiXly5dnx44dBlnwFi+0YgF6FT84QRAkW3hTzbrPzs4mODgYa2tratWq9dwCm5fiS1Q2ubu7G1WhJKroTNVJIiUlhdDQULRaLVqtFgcHh1wKQXFUKz91CsvJk//xdHN1RdOlC0LVqqQnqRnygz8/Rb0HQGhoJpUrG+4yICbO1qpVy2BKRLVazaeffsq9e/c4duyYSf5tzOQPc9HJB6dOnaJjx45UqlSJyMhIMjIyaNeuHQEBAbRs2dIgEuSc+Tc5my49PDykKZUXvfbGjRtER0fj5+dnsBwSQ5KRkUFwcDDOzs5Uq1atQFOKmZmZUgFKTk6WpNju7u4GzSQSi7apqujUajVBQUFYWVlRu3btXAINUbovFiAnJydkgGLPHr3S7fZt6X0ysKE+f3MNH+Z1D2bgD9UNto/GKDgajYbPP/+csLAwAgMD84wLMASGzsSZNm0av/zyCw8fPkSpVOLv78/s2bMlKfV/FXPReQl//vknbdq0Yd68eQwaNAitVsvZs2fZsWMHu3btIiEhgTZt2tC5c2fee+89g6lochqSpqen4+LiItnx5JzWK8pguMKSmppKcHAwJUqUoHLlyq+0xpRXCFteUuyCkFfap6mhUqkICgrC1tY2T/PTp81a5XL5P7HlDg5YHjmC/I8/kEVEgFJJmMc7xNRqQZPupQy2jzExMVy+fNmgBUer1dK/f38uXLhAYGCg0aLnjZGJs3nzZtzd3alQoQKZmZl8/fXXbNu2jdu3b5tkL1pRYS46LyEjI4O//vqLd9991hxRp9Nx/vx5qQBFRETQqlUrAgICaNu2rcFUNaIfXHR0dK6u/2LFinH9+nW0Wq3RcmZelcTEREJDQ/Hy8jK4qEGtVueSYltZWUmFOb8S9RemfZoI2dnZBAUFPWO98zxEIYJYgAoTW15QxIJTs2ZNg41EtFotgwcP5s8//+TEiRNGdWo3ViZOTsSo9KNHj9KiRQvjHMgbgLnoGAidTsfFixclR+z79+/TsmVLOnXqRPv27Q3WpyP6wUVGRpKSkoKFhQVeXl54enqaXHOcqACrUqWK0aMdnr7TVygU0p3+86TYOdM+/f39TXKUKHq9OTg4FKqhOadXnhhbLrqoGyoJNDY2lkuXLhm04Oh0OkaMGMGRI0cIDAzEy8vLIO+bF8bKxHn6M5YtW8asWbO4ffv2f3pNyrQMwt5g5HI5fn5++Pn5MWvWLMLCwti+fTvLly9n0KBBuTKBXFxcCl2ArK2tcXFx4f79+3h4eODs7ExsbCx37tyRFpXF7vbXidiBXr169SJRgCkUCunYc0rUr1y5kmcKaM60z3r16pmcOSvoC86FCxde6vX2ImQyGY6Ojjg6OlKpUiVp1BwZGcn169cLZFWUF2LBqVGjhkELzrhx4zh48KDRCw7ozUK1Wu0z56mHhwfXr1/P8zVRUVF5bh8VFZXrsX379vHRRx+RkZFBiRIlOHLkyH+64IC56BgFmUxGjRo1qFGjBlOnTuXmzZvs2LGDtWvXMmTIEN5++206d+5Mx44dcXd3L9DFRJyuKlu2LBUqVEAmk1G2bNlctjN37tyR1jo8PDwMGiucH3IuyL+O3gm5XE7x4sUpXrw43t7eUtbLzZs3UalUuLi4kJWVhU6no27duq/Nr+tFiOaiLi4uBs0TsrW1laY6nz5nbGxspNFhfiycchYcQ91Y6HQ6pkyZws6dOzlx4gQVK1Y0yPu+Lpo3b05oaChxcXF8//33dOvWjXPnzhlNDPEmYJ5eK0LEBWtxDejChQs0atSIgIAAOnXq9NJMIFEZ9LIk0qfXOqytrSVHbGNGUOd0aqhTp47JqehEifqlS5dQqVQIgvDKgX3GICMjg6CgINzc3IrMTUKj0UjTk3FxcS+dnoyLi+PixYsGLTiCIDBr1izWrVtHYGAg1apVM8j7voyimF4TqVy5Mn379mX8+PGGPIQ3CnPReU0IgsDDhw/ZuXMnO3fu5MyZM9SrV0/KBCpbtmyui839+/e5e/dugacxRD+46Oho4uLisLS0lAqQIf3gcq6P1KlT57VP7+WFWq0mJCQEuVyOr68vKpUqV2Cfk5OTVIBe1/qY6Gbt4eFBlSpVXoubRM7pydjYWLRaba7pyaSkJC5evEj16tXxzOF28CoIgsCCBQtYtWoVx48fp2bNmgZ53/xi6Eyc51GxYkV69uzJtGnTDH4MbwrmomMCCIJAZGSklAl06tQpateuTUBAAB07dmT58uXExsayevXqV4r1zel7Ji62ixfZYsWKFfoCJ8q209PTjRqd8CqIaZ9i3tHTjaliDHVMTMwz7s9FpWhLS0sjKCiIkiVLUqlSJZOwLxJHh+J3k5GRgSAI0j4aYmpSEASWLl3K4sWLOXr0KHXq1DHAnhcMQ2fipKenM3v2bDp16kSJEiWIi4tj5cqVbN68maCgIKpXN1xv1JuGueiYGGIm0K5du9i2bRt//vkndnZ29OjRg169ehlsukW8mxWbUYFC+cFpNBpCQ0PR6XT4+vqazBRVTp6X9vk8RPfnp5sujRlXkZqaSlBQkMlGdIPe0y80NBQ3NzeysrKk0aE4DVcY9Z8gCKxcuZK5c+dy6NChFzZjGhtDZuJkZWXx8ccfc+7cOeLi4ihevDj16tVj0qRJ1MvhAv5fxFx0TJTU1FT+97//ERERQZ8+fTh27BhHjx6lQoUKUiRDQTv7n4eYPSRONYl+cB4eHs91OIZ/Rg9KpZLatWubXHgd5D/t83nkjKuIi4vDwsJCusgayi1cLDiiOMQUSUhIIDQ0NJcBal6NuuJ3k5+1Q0EQ+OGHH5gyZQq///672TvtP4K56Jgow4YNIywsjB07dkgL8snJyezdu1fKBCpVqpRUgGrXrm2wAiSqvaKjo6XGQtGORywsYlaPg4NDvkYPr4O0tDSCg4MLnPb5PHQ6HQkJCdJahyAIucxaC/MdJCcnExwcbJS8HkORV8F5mqczkywtLV9YnAVBYMOGDYwbN469e/fSrFmzojgUMyaAueiYKGlpaSiVyudOV6WmpubKBHJ1dc2VCWSoAiQ2FkZHR0vOz46OjoSHh+Pu7m6wCHBDY8i0z7wQ3cLF0WFhuv7FgLgKFSpQrlw5g+6fochPwXkasTiLoyCdToebmxuOjo44Ozvj4ODA5s2bGTFiBLt37/5Pd+f/FzEXnX8BGRkZHDp0SMoEcnBwyJUJZIhpL9H5+cGDB0RERABIhqRP+8G9boyZ9pkXOYuzaNaas+s/r+9G7LeqWLEiZcuWNfo+FobExERCQkKoWrUqpUoVzqNNHDnHxsayc+dO5s2bR82aNQkLC+PHH3/ko48+MvBemzF1irToJCQkMHjwYPbu3YtcLqdr16588803L1QHZWVlMXLkSH755Reys7Np3bo1q1ateqY3YP369SxZsoSbN2/i6OjI//73P1auXGnsQzI5srKyOHr0qJQJpFQq6dChA126dKFJkyavlEsTFxfHpUuXqFSpEq6urpIIIacfnLGjB15GUaZ9Po+csQypqak4OztL3421tbU0eigKe6DCIhYcQ+/jqlWr+P777wG4c+cOTZo0oXPnzgwdOtQkp2jNGJ4iLTpt27YlMjKSNWvWoFar6dOnD/Xq1WPz5s3PfU3//v3Zv38/69evx8nJiUGDBiGXyzl9+rS0zZIlS1i8eDELFy6kQYMGpKenc//+fTp16lQUh2WyqNVqAgMD2b59O3v27EGn09G+fXu6dOlCs2bNCjQ6iYqKIiwsjGrVqj3j9Pt09ICTk5PUC1SU8mnRdNKUAuxEr7yYmBiSkpKwsbGRElNNVTSQlJREcHCwwQvOvn376NOnD5s2beL999/n8ePH7Nmzh5CQEKkQmfn3U2RF59q1a1SrVo3z589Tt25dAA4ePEi7du149OhRnheJ5ORk3Nzc2Lx5Mx988AEA169fx8fHh7Nnz9KwYUMSExMpVaoUe/fuNc8NvwCNRsOpU6fYtm0be/bsISMjg/bt2xMQEECLFi1eWBwePnzIrVu38hVslp2dLV1kExMTcXBwkAqQMQ01TSnt83lERUVx5coV7O3tSUtLw9bWVhoBGdMpoiCIU5OVKlUy6Ejx0KFD9OjRg3Xr1vHhhx8a7H3NvHkU2Xj27NmzODs7SwUHoGXLlsjlcs6dO5fna4KCglCr1bRs2VJ6zNvbm7Jly3L27FkAjhw5gk6n4/Hjx/j4+FC6dGm6devGw4cPjXtAbxgWFhY0b96cVatWER4ezm+//YarqyujRo2ifPny9OnTRypGIjqdjpCQEG7fvk2dOnXyZVRoZWVFmTJl8Pf3p2nTppQuXZqEhATOnDnD2bNnuXv3LmlpaQY9tkePHnHt2jVq165tsgUnNjaWsLAwatSoQcOGDXnnnXeoUKECGRkZXLhwgT///JMbN26QmJjI61pmNVbBCQwMpGfPnqxevZpu3boZ7H2fZuXKlXh5eWFtbU2DBg34+++/X7j9tm3b8Pb2xtrampo1a3LgwAHpObVazdixY6lZsyZ2dnaULFmSXr16SeuZZgpPkRWdqKioZ+xbLCwscHFxecaZNedrlErlM134Od1c7969i06nY86cOSxdupTt27eTkJDAe++9h0qlMsqxvOkoFArefvttli5dyr179zh06BBly5Zl8uTJeHl50aNHD7Zu3UqfPn0YOHAg9erVK5QTglKppFSpUtSpU4dmzZrh5eVFSkoK586d48yZM9y+fZuUlJRXusg+ePCAW7du4efnZ7LuvdHR0ZIxpmgbY2FhgaenJ7Vq1aJZs2Z4e3uj0Wi4ePEif/zxB1evXiUuLg6dTlck+5icnExISAgVK1Y0aME5deoUH330Ed988w09evQw2mhu69atjBgxgqlTpxIcHEzt2rVp3bq11Pj8NGfOnKF79+589tlnhISE0LlzZzp37syVK1eAf5JuJ0+eTHBwMDt37uTGjRv/+Sl7Q/DK02vjxo1j/vz5L9zm2rVr7Ny5kw0bNnDjxo1cz7m7uzN9+nT69+//zOs2b95Mnz59yM7OzvV4/fr1ad68OfPnz2fOnDlMnDiRQ4cO0apVK0B/V+np6cmBAwdo3br1qxzefwqdTkdoaChbt25lzZo1yGQy3nrrLQICAmjXrp3BvNpEc0nRD06pVEqO2Pnt+H8T0j7hn7Ww/KZp5gxgExt1c0qxjdGAK/YKGVpJd/bsWbp06cL8+fP56quvjDp9WBQhbOfPn6d+/fo8ePDAZBWHbwKvHG0wcuRIevfu/cJtKlSogKen5zN3HRqNhoSEhOeaBnp6eqJSqUhKSsp1px0dHS29RlzUzulI6+bmhqurK+Hh4YU4ov8ucrmcqlWrcunSJSpUqMCSJUsIDAxk2bJlDBw4kObNm9O5c2fat2//SplAFhYWeHh44OHhkSt8LTg4WPKDE7OC8vqMnGmfdevWNcm0T9CvM4nTfvkdhcnlclxcXHBxcaFq1aqkpKQQExPD7du3uXLlCsWLF5ek2K+iRBQR+5kqVKhg0Avp+fPn6dq1K7NmzTJ6wRGjvHM6N8vlclq2bClNwz/N2bNnGTFiRK7HWrduze7du5/7OcnJychkslfyPzRjgKLj5uaWrzu4Ro0akZSURFBQEP7+/gAcP34cnU4n+Rs9jb+/P5aWlhw7doyuXbsCcOPGDcLDw2nUqBEATZo0kR4XlTYJCQnExcWZbMOdKfPrr7+SmZnJiRMncHR05J133mHatGncuHGDHTt28P333z+TCeTm5lboi8rT4Wtix//FixeRyWSSHY9or5/TzbpevXommfYJ/4TY1a5dm+LFixfqPWQyGU5OTjg5OVG5cmXS0tKIiYkhPDycq1evvrJMPSUlhaCgIIM3p4rTVZMmTWLw4MFGF0gYM4RNJCsri7Fjx9K9e3eTi+x40yhyyXR0dDSrV6+WJNN169aVJNOPHz+mRYsWbNy4UTL+69+/PwcOHGD9+vU4OjoyePBgQD8nK9K5c2du377Nd999h6OjI+PHj+fu3buEhoYa5G7wv4QgCGg0mud+b+K01vbt29m1axdBQUE0atSIzp07S466hjIkFaeZoqOjpfTPzMxMsrOzqVu3rkm6WYNe2HDz5k2jhtg9LVMXE0DzqxIURzhioJuhuHz5Mu3atWPEiBFMmDChSBR5ERERlCpVijNnzkg3owBjxozh5MmTeQqVlEolGzZsoHv37tJjq1atYvr06URHR+faVq1W07VrVx49eiTdjJkpPEXajfXzzz/j7e1NixYtaNeuHW+99Rbfffed9LxarebGjRu5FFRff/01HTp0oGvXrjRt2hRPT0927tyZ6303btxIgwYNaN++Pc2aNcPS0pKDBw+aC04hkMlkL/zeZDIZFStWZOzYsZw9e5bbt2/TpUsXdu3ahbe3N++99x7Lly8nPDz8lQQC4jSTt7c3TZs2pVatWiQlJZGcnIxKpeLWrVtER0ej1WoL/RnGQJSX+/n5GTU11cbGhnLlylGvXj3efvttSpYsmUsleOfOHVJTU/P8G6Smphql4Fy9epWOHTsyaNCgIis4gLTW9XSxyDkN/zSenp752l6tVtOtWzcePHjAkSNHzAXHAPzrbXCM5YKQ1w9qy5Yt/1lbD0EQiIiIkDKB/vzzT3x9faVQOjFauzBotVpCQ0PRarX4+vqSlZUluSGIfnDiOkd+PM+MhRjT7efn99rm/Z9OjbWyspJGQE5OTlJmT7ly5QxqEXTz5k3atm3Lp59+yty5c4u858gYIWxiwbl16xaBgYH5WkYw83L+9UXHWC4IMpmMH3/8kTZt2kiPOTs7m+yUT1EiCAIxMTHs3r2bHTt2cOLECapVq0ZAQACdO3cuUCLm02mfOYuK6AcnFqD09PRcfnBFOdK9f/8+9+7do06dOiajpMsp0oiNjUUmk0lrH4aKxQB920KbNm3o1q0bixYtei12NoYOYVOr1XzwwQcEBwezb9++XDecLi4uJuU1+Kbxry46xnJBAH3R2bVrV65MdTPPIggCCQkJ7Nmzhx07dnDs2DEqVqwoRTL4+Pg89yL1srTPpxE9z6Kjo0lLS6NYsWJSATKmH9zdu3cJDw+nTp06Jjv9kpKSwoULF7CzsyM7O1vKTBJjGQorxX7w4AFt2rShY8eOLFu27LX6pxkyhO3+/fvPHQkGBgbyzjvvGPtw/rX8q4vOunXrGDlyJImJidJjGo0Ga2trtm3bRpcuXZ55zfHjx2nRogWJiYm5pkjKlSvHsGHDGD58OKAvOiVLliQ7O5sKFSrw1Vdf0adPH5OwMjFlkpKSpEygQ4cOUbp0aWkElDMTKDIykrt37xY6r0dcaI+OjpYSLg3tBycIAnfu3OHRo0f4+/vj4OBgkPc1NOKUmhjzkNP5OTo6muzs7Fy9QPkdIT5+/JhWrVrRqlUrvv32W7Nhp5l88fomwIsAY7kgAMyYMYN3330XW1tbDh8+zIABA0hLS2PIkCEGP45/E87OzvTs2ZOePXuSmprK/v372blzJ23atMHV1ZWAgADq1avHqFGjGDJkCEOGDClUIRcX2suVK0dWVpZ0gRVdyAui9MoLQRC4ffs2ERERJt0r9HTBAaReE2dnZypVqiRJse/fv09YWFiuWIbnjRCjoqJo164d77zzDqtWrTIXHDP55o0sOvl1QTAmkydPlv63n58f6enpLFy40Fx0CoCDgwMfffQRH330ERkZGRw8eJB169axatUqfHx8ePToEWfOnKFhw4av1IlvbW1NmTJlKFOmDCqVSpIa3759G3t7e6kA5bdwCILAzZs3iY6Opm7dutjZ2RV634xJeno6QUFBlCpV6rmO1jKZDAcHBxwcHKhYsSIZGRnExMRIfUZOTk7S92NjYwPo3bzbt29P/fr1+f77700yptyM6fJGFp3X7YKQFw0aNGDmzJlkZ2e/1jyZNxVbW1vKly/PuXPnGDlyJI0aNWLnzp18+OGHWFlZ0bFjRykT6FUUakqlktKlS1O6dGnUarWUbnnv3j1sbGwkNwR7e/vnuiHcuHGD2NhY6tata7LNqenp6Vy4cIFSpUoVKDnV1tZWklKLjuGxsbGcPn2a+fPn06JFC06fPk316tVZv379a1ULmnkz+Vev6YhCggsXLkguCIcPH6ZNmzYvFRJs2bIllwuCt7d3LiHB08yePZvFixeTkJBgvAP6FyMIAi1atKBNmzaMGTNGelylUuXKBAKkTKCmTZsaTEWk0WhySY2VSqW0BiT6weV0Q6hbt650529qiAWnZMmSVKpUySDrjImJiaxfv57Nmzdz48YNKlSowPvvv8/7779PvXr1zGuZZvLNv7rogHFcEPbu3Ut0dDQNGzbE2tqaI0eOMGrUKEaNGsX06dNfz4H+C3jZKFGj0fDHH3+wfft2du/eTVZWFu3bt6dz5840b97cYAKBp6XGFhYWuLm5kZGRQXp6OvXq1TNZabwYleDp6UnlypUNVgySk5Pp2LEjHh4ebNq0iRMnTrBz50727dtHSEhIkcSCm/l38K8vOgkJCQwaNChXc+iyZcuk+XtRGplTBik2h27ZsiVXc6g4vXbw4EHGjx/P7du3EQSBSpUq0b9/f7744gvzgmoRodVqOX36NDt27GDXrl0kJyfTtm1bAgICeO+99ww27aXT6YiLi+PmzZtkZmZiaWkpjYBEPzhTwVgFJzU1lYCAABwcHNi7d2+ugqtWq83OH2YKxL++6LwujOWEIBIfH0/t2rV5/PjxM/Lu/xo6nY5z585JBSg6OprWrVsTEBBAmzZtXklZptPpuHLlCmlpadSpU4eMjAypGVUQhFy9Lq+zAGVkZBAUFIS7u3uBmm9fRnp6Ou+//z4KhYL9+/cbVTSxcuVKqc+mdu3aLF++XJp9yItt27YxefJkqc9m/vz5Up8NwM6dO1m9ejVBQUEkJCQQEhKCr6+v0fbfTP4wndu0fxmffPIJYWFhHDlyhH379vHHH3/Qr1+/F75m+PDh7N27l23btnHy5EkiIiJ4//3389z2s88+o1atWsbY9TcOuVxOo0aNWLRoEbdu3eLkyZNUqVKF2bNn4+XlxUcffcSWLVtITk4ukB+cTqfj8uXLpKenSwajLi4u+Pj40LRpU2rXro2FhQXXr1/n5MmTXL58WcrAKUoyMzONUnAyMzPp1q0bgiCwd+9eoxYcQ4ewgb5gvvXWWy9VupopWswjHSNgTCcEgG+//ZatW7cyZcqUPBtZzegRBIErV66wbds2du3axc2bN3n33XcJCAigQ4cOFCtW7LkXaJ1Ox8WLF8nOzqZOnTovFCwIgiDl3uRstvTw8MDV1dWoCq/MzEwuXLiAm5sbVatWNVjBycrK4qOPPiIlJYVDhw4Z3drHmCFs4hS6eaRjGphHOkbg7NmzODs7SwUHoGXLlsjl8jxt1gGCgoJQq9W0bNlSeszb25uyZcvmCqK6evUqM2bMYOPGjSa1nmCKyGQyatasyYwZM7h06RKhoaE0btyY7777jgoVKhAQEMC6deukqTKR7OxsQkNDUalU+Pv7v1QhJ+beVK5cmSZNmlC/fn3s7e25e/cuJ0+eJCQkhIiICNRqtUGPTyw4rq6uBi042dnZ9OzZk4SEBH7//XejFxwxhC3nuZ+fELac24M+hO1525sxHcxXLSNgLCeE7OxsunfvzsKFC81xuQVEJpPh4+PD5MmTCQoK4urVq7Rs2ZJNmzZRuXJl2rVrx+rVq7l16xatWrXit99+o06dOgVeJBebLStWrEjjxo1p2LAhzs7OhIeHc/LkSYKDg3n06BEqleqVjkecUnN1dcXb29tgBUetVtO7d28ePXrEoUOHKFasmEHe90W8KITtRb+XgmxvxnQwF50CMG7cOGQy2Qv/PS+p0BCMHz8eHx8fevToYbTP+C8gk8moVKkS48aN46+//uLWrVsEBASwbds2GjduTEJCAg4ODkRGRr5SJhCAnZ0d5cuXp2HDhjRp0gQXFxciIiL4448/uHDhAuHh4WRlZRXoPbOysggKCpLyhgxVcDQaDZ9//jl37tzhyJEjhU48NWPmRZjbiQvA63ZCOH78OJcvX2b79u0A0gXR1dWViRMnmnuECoFMJsPLy4vPP/+cnTt34uvrS5cuXdi3bx8zZszAz89PygQqX778K13gbWxspG7/rKwsyY4npx+ch4fHC5tOs7KyuHDhgiRoMFTB0Wq19O/fnytXrhAYGPjMSN2YGDOEzYzpYS46BcDNzS1fQU6NGjUiKSmJoKAgyQnh+PHj6HQ6yWr9afz9/bG0tOTYsWO5nBDCw8OlCN4dO3aQmZkpveb8+fP07duXU6dOSWaOZgrHwIEDsbOzY9euXdja2jJy5Eiio6OlTKDp06dTvXp1qQC9qkrM2tqasmXLUrZs2Tz94MReoJyKMXGEU6xYMYMXnMGDB/P3339z4sSJIr9wK5VK/P39OXbsmBQVotPpOHbsGIMGDcrzNY0aNeLYsWMMGzZMeuzIkSO54qrNmCZm9ZqRMIYTwtOcOHGC5s2bm9VrBiAqKuq5IXxiJtDu3bvZuXMnR48epXLlyrkygQy5piI6YickJGBjY4OHhwfOzs5cu3aNYsWKUa1aNYN9nk6nY/jw4Rw7dozAwEDKlStnkPctKIYOYQN9r1x4eDgRERHSNlWrVsXT09M8InqdCGaMQnx8vNC9e3fB3t5ecHR0FPr06SOkpqZKz9+7d08AhMDAQOmxzMxMYcCAAUKxYsUEW1tboUuXLkJkZORzPyMwMFAAhMTERCMeiZmc6HQ6ITExUdiwYYMQEBAgWFtbC1WqVBFGjx4tnD59WkhNTRXS09MN8i85OVm4ffu28Oeffwq7d+8W9u7dK4SEhAgRERFCWlraK79/amqqMGDAAKFMmTLCnTt3XvdXKyxfvlwoW7asoFQqhfr16wt//fWX9FyzZs2ETz/9NNf2v/76q1ClShVBqVQK1atXF/bv35/r+R9//FEAnvk3derUIjgaM8/DPNL5l2EMJ4T4+Hg++eQTLl26RHx8PO7u7gQEBDBnzhyTTcosKlJSUqRMoN9//x13d3c6depEly5d8Pf3f2VZe3Z2NkFBQTg4OODu7i75wVlaWkprQE5OTgUe+eh0OiZPnsyvv/5KYGAgVapUeaX9NGMmv5iLzr+Mtm3bEhkZyZo1a6RpvXr16knTennRv39/9u/fz/r163FycmLQoEHI5XJOnz4N6B2Gf/nlF+rVq4ebmxu3b99m4MCB1KlT54Xv+18jPT2dgwcPsmPHDvbv34+TkxOdOnWic+fONGjQoMC5MzkLTo0aNaTCotPpchmSymQyqQA5Ozu/tNAJgsDMmTNZv349x48fp1q1aoU+ZjNmCoq56PyLMLYTQk6WLVvGwoULefjwofEO6A0mMzOTI0eOsGPHDskkU8wEaty48UtdClQqFRcuXHim4DyNTqcjMTFREiIIT/zgPDw8cHFxeaYACYLA/Pnz+fbbbzl+/Dg1a9Y02DGbMZMfzH06/yKM6YSQk4iICHbu3EmzZs0MewD/ImxsbOjUqRMbNmwgKiqKdevWodVq6dmzJ5UqVWLQoEEcO3YszyZRsUPf3t6e6tWrv3DqTC6XU7x48Wf84K5evcrJkye5cuUKt2/fJi0tDUEQ+Prrr1mxYgWHDx82FxwzrwVz0fkXYSwnBJHu3btja2tLqVKlcHR05IcffjDo/v9bUSqVtGnThh9++IHIyEi2bNmClZUV/fr1o0KFCnz11Vf8/vvvZGdnExkZSe/evVEoFNSoUaNAa0IymYxixYpRtWpV3n77bckzbvny5ZQrV453332XuXPnsnPnTvz8/Ix4xGbMPB9z0XkDeN1OCCJff/01wcHB7Nmzhzt37jBixAijf+a/DQsLC1q0aMG3337Lo0eP2LVrF87OzgwbNoxy5crRtGlTYmJiqFy58iuJEEQ/uCpVqrBkyRKGDRtGXFwc7u7utG3bls6dO7Nx48ZXdlwwY6agmJtD3wBetxNCzm09PT3x9vbGxcWFt99+m8mTJ1OiRIlCHdd/HYVCQbNmzWjWrBlTpkyhcePGyGQyoqOj8fb2plWrVnTu3JnWrVsXOhNIEAQ2btzIypUr2bdvH02bNuXatWvs2LGDw4cP06tXLwMflRkzL+H1KLXNGIOrV68KgHDhwgXpsUOHDgkymUx4/Phxnq9JSkoSLC0the3bt0uPXb9+XQCEs2fPPvezTp48KQDCvXv3DLb//1WSkpIEPz8/oUuXLoJKpRK0Wq1w/vx5YezYsULlypUFGxsboWPHjsLatWsL1KOTlpYmrFmzRrC3txeOHTtm1GNYsWKFUK5cOcHKykqoX7++cO7cuRdu/+uvvwpVq1YVrKyshBo1ajzTY6PT6YTJkycLnp6egrW1tdCiRQvh5s2bxjwEM0WEuej8y2jTpo3g5+cnnDt3Tvjzzz+FypUrC927d5eef/TokVC1atVcF4WvvvpKKFu2rHD8+HHhwoULQqNGjYRGjRpJz+/fv19Yt26dcPnyZeHevXvCvn37BB8fH6FJkyZFemz/VlQqlbBkyRIhOzv7mee0Wq0QGhoqTJo0SahevbpgZWUltG3bVli9erXw8OHD5xagtLQ04ccffxTs7OyE33//3aj7/8svvwhKpVJYt26dEBYWJnzxxReCs7OzEB0dnef2p0+fFhQKhbBgwQLh6tWrwqRJkwRLS0vh8uXL0jbz5s0TnJychN27dwsXL14UOnXqJJQvX17IzMw06rGYMT7movMvwxhOCMePHxcaNWokODk5CdbW1kLlypWFsWPHmp0QihidTieEhYUJ06dPF3x9fQVLS0uhZcuWwooVK4T79+/nKkA//fSTYGtrK+zdu9fo+1W/fn1h4MCB0v/XarVCyZIlhblz5+a5fbdu3YT27dvneqxBgwbCl19+KQiC/jg9PT2FhQsXSs8nJSUJVlZWwpYtW4xwBGaKEnPRMWMw4uPjhY8//lhwcHAQnJychL59++YqeHkhFjwXFxfBzs5OeP/994WoqCjp+dDQUOGjjz4SSpcuLVhbWwve3t7C0qVLjX0oJo9OpxNu3rwpzJ07V6hXr55gYWEhNGvWTFiyZImwevVqwdbWVti5c6fR9yM7O1tQKBTCrl27cj3eq1cvoVOnTnm+pkyZMsLXX3+d67EpU6YItWrVEgRBEO7cuSMAQkhISK5tmjZtKgwZMsRQu27mNWFWr5kxGJ988glhYWEcOXKEffv28ccff9CvX78Xvmb48OHs3buXbdu2cfLkSSIiInj//fel54OCgnB3d+enn34iLCyMiRMnMn78eCnW+L+KTCajcuXKjBs3jnPnznHr1i06duzIli1b+Oqrr/j666/p0qWL0ffDGAFs4n/NIW3/TszqNTMG4dq1axw8eDCXG8Ly5ctp164dixYteq4bwtq1a9m8eTPvvvsuAD/++CM+Pj789ddfNGzYkL59++Z6TYUKFTh79iw7d+58ru39fw0xE2jkyJGMGDGCsLAwqlev/rp3y4yZPDGPdMwYhKJyQwB9sXJxcTHczv+LkMlkL7TNMTTGCGAT/2sOaft3Yi46ZgyCsd0QRM6cOcPWrVtfOm1npmjIGcAmIgawPS9QTQxgy0nOALby5cvj6emZa5uUlBTOnTtnDmn7F2AuOmZeiKm4IQBcuXKFgIAApk6dSqtWrYrkM828nBEjRvD999+zYcMGrl27Rv/+/UlPT6dPnz4A9OrVi/Hjx0vbDx06lIMHD7J48WKuX7/OtGnTuHDhgjRdKpPJGDZsGLNmzeK3337j8uXL9OrVi5IlS0rJombeXMxrOmZeiKm4IVy9epUWLVrQr18/Jk2aVKhjMWMcPvzwQ2JjY5kyZQpRUVH4+vpy8OBBSQgQHh6ey9KncePGbN68mUmTJjFhwgQqV67M7t27pcRPgDFjxpCenk6/fv1ISkrirbfe4uDBg3kmu5p5szBHG5gxCGKswoULF/D39wfg8OHDtGnT5qWxClu2bKFr164A3LhxA29v71yxCmFhYbz77rt8+umnLFiwoOgOyowZMwbHXHTMGIy2bdsSHR3N6tWrpQC5unXrSkFvjx8/pkWLFmzcuJH69esD+gC5AwcOsH79ehwdHRk8eDCgX7sB/ZTau+++S+vWrVm4cKH0WQqFAjc3tyI+QjNmzLwq5uk1Mwbj559/ZtCgQbRo0UKKyl62bJn0vFqt5saNG2RkZEiPff3119K2OaOyRbZv305sbCw//fQTP/30k/R4uXLluH//fpEclxkzZgyHeaRj5l9BQkICgwcPZu/evVIR++abb17ozpyVlcXIkSP55ZdfchW8nE2JQ4YM4fTp01y5cgUfHx9CQ0OL4GjMmPn3YlavmflXYAw3BJG+ffvy4YcfGmvXzZj5T2Ee6Zh54xFFDDndEA4ePEi7du1eKmLYvHkzH3zwAQDXr1/Hx8cnl4hBZNq0aezevds80jFj5hUxj3TMvPEUpRuCGTNmXg1z0THzxlNUbghmzJh5dcxFx4zJYkpuCP8lEhIS+OSTT3B0dMTZ2ZnPPvuMtLS0F74mKyuLgQMHUrx4cezt7enatesz3mlDhgzB398fKysrfH19jXgEZkwZs2TajMliKm4I/zU++eQTIiMjOXLkiNRv1a9fP6nfKi+GDx/O/v372bZtG05OTgwaNIj333+f06dP59qub9++nDt3jkuXLhn7MMyYKq8vyseMGcNw9epVARAuXLggPXbo0CFBJpMJjx8/zvM1SUlJgqWlpbB9+3bpsevXrwuAcPbs2We2nzp1qlC7dm2D77upIX6X58+flx77/fff8/Vdbtu2TXrs2rVr//nv0kzemKfXzLzx+Pj40KZNG7744gv+/vtvTp8+zaBBg/joo48k5drjx4/x9vbm77//BsDJyYnPPvuMESNGEBgYSFBQEH369KFRo0a5lGu3b98mNDSUqKgoMjMzCQ0NJTQ0FJVK9VqO1diYRRlmjI15es3MvwJjuCEAfP7555w8eVL6/35+fgDcu3cPLy8v4x7Ua8AsyjBjbMxFx8y/AhcXlxeuOXh5eSE81ZJmbW3NypUrWbly5XNfd+LECUPt4mtl3LhxzJ8//4XbXLt2rYj2xsx/GfP0mhkzhWDlypV4eXlhbW1NgwYNpGm757Ft2za8vb2xtramZs2aHDhwINfzgiAwZcoUSpQogY2NDS1btuTWrVsG29+RI0dy7dq1F/4zhCgjJ2ZRhpk8ed2LSmbMvGn88ssvglKpFNatWyeEhYUJX3zxheDs7CxER0fnuf3p06cFhUIhLFiwQLh69aowadIkwdLSUrh8+bK0zbx58wQnJydh9+7dwsWLF4VOnToJ5cuXFzIzM4vqsARBMIsyzBgfc9ExY6aA1K9fXxg4cKD0/7VarVCyZElh7ty5eW7frVs3oX379rkea9CggfDll18KgiAIOp1O8PT0FBYuXCg9n5SUJFhZWQlbtmwxwhG8mDZt2gh+fn7CuXPnhD///FOoXLmy0L17d+n5R48eCVWrVhXOnTsnPfbVV18JZcuWFY4fPy5cuHBBaNSokdCoUaNc73vr1i0hJCRE+PLLL4UqVaoIISEhQkhIiJCdnV1kx2bm9WMuOmbMFIDs7GxBoVAIu3btyvV4r169hE6dOuX5mjJlyghff/11rsemTJki1KpVSxAEQbhz544ACCEhIbm2adq0qTBkyBBD7Xq+iY+PF7p37y7Y29sLjo6OQp8+fYTU1FTp+Xv37gmAEBgYKD2WmZkpDBgwQChWrJhga2srdOnSRYiMjMz1vs2aNROAZ/7du3eviI7MjClgFhKYMVMA4uLi0Gq1ueIPQK/Uep47QlRUVJ7bi8ou8b8v2qYoMYsyzBgTs5DAjBkzZswUGeaiY8ZMAXB1dUWhUDzjK/YipZanp+cLtxf/W5D3NGPmTcVcdMyYKQBKpRJ/f3+OHTsmPabT6Th27BiNGjXK8zWNGjXKtT3AkSNHpO3Lly+Pp6dnrm1SUlI4d+7cc9/TjJk3lte9qGTGzJvGL7/8IlhZWQnr168Xrl69KvTr109wdnYWoqKiBEEQhJ49ewrjxo2Ttj99+rRgYWEhLFq0SLh27ZowderUPCXTzs7Owp49e4RLly4JAQEBr0UybcaMsTELCcyYKSAffvghsbGxTJkyhaioKHx9fTl48KAkBAgPD0cu/2cSoXHjxmzevJlJkyYxYcIEKleuzO7du6lRo4a0zZgxY0hPT6dfv34kJSXx1ltvcfDgQaytrYv8+MyYMSbmuGozZsyYMVNkmNd0zJgxY8ZMkWEuOmbMmDFjpsgwFx0zZsyYMVNkmIuOGTNmzJgpMsxFx4wZM2bMFBnmomPGjBkzZooMc9ExY8aMGTNFhrnomDFjxoyZIsNcdMyYMWPGTJFhLjpmzJgxY6bIMBcdM2bMmDFTZPwffADfaXe7b/oAAAAASUVORK5CYII=\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "stator3D.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "OJUOjkjfX-sB"
-      },
-      "source": [
-        "## Creating a Rotor Blade\n",
-        "Notice the difference in metal turning angle and stagger angle compared to the stator 2D airfoils. The other change is to the suction side wedge angle."
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 40,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 430
-        },
-        "id": "0w-xQyYVX-sC",
-        "outputId": "4af51dd1-df89-4014-9e6d-937e7fa2c458"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "### Hub Profile\n",
-        "rotor_axial_chord = 0.030\n",
-        "rotor_hub = Airfoil2D(alpha1=35,alpha2=65,axial_chord=rotor_axial_chord,stagger=38)\n",
-        "rotor_hub.le_thickness_add(0.04)\n",
-        "\n",
-        "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
-        "rotor_hub.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
-        "\n",
-        "ss_height=[0.2400, 0.2200, 0.2000, 0.1800]\n",
-        "rotor_hub.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
-        "\n",
-        "rotor_hub.le_thickness_match()\n",
-        "rotor_hub.te_create(radius=0.001,wedge_ss=3.5,wedge_ps=2.4)\n",
-        "rotor_hub.flow_guidance2(10)\n",
-        "rotor_hub.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "GFVDs99vX-sC"
-      },
-      "source": [
-        "### Mid Profile"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 41,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 430
-        },
-        "id": "GI_MwKOfX-sC",
-        "outputId": "c86cf16f-a585-4518-c851-d04ea19ee7d9"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "rotor_mid = Airfoil2D(alpha1=30,alpha2=67,axial_chord=0.038,stagger=35)\n",
-        "rotor_mid.le_thickness_add(0.04)\n",
-        "\n",
-        "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
-        "rotor_mid.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
-        "\n",
-        "ss_height=[0.2400, 0.2200, 0.2000, 0.1800]\n",
-        "rotor_mid.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
-        "\n",
-        "rotor_mid.le_thickness_match()\n",
-        "rotor_mid.te_create(radius=0.001,wedge_ss=3.5,wedge_ps=2.4)\n",
-        "rotor_mid.flow_guidance2(10)\n",
-        "rotor_mid.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "7oDl39XRX-sC"
-      },
-      "source": [
-        "### Tip Profile"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 42,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 430
-        },
-        "id": "qOvMORwEX-sC",
-        "outputId": "96d03913-a745-49f6-8a1b-7ad7c76e66df"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "rotor_tip = Airfoil2D(alpha1=30,alpha2=65,axial_chord=0.037,stagger=32)\n",
-        "rotor_tip.le_thickness_add(0.03)\n",
-        "\n",
-        "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
-        "rotor_tip.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
-        "\n",
-        "ss_height=[0.2400, 0.2200, 0.2000, 0.1800]\n",
-        "rotor_tip.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
-        "\n",
-        "rotor_tip.le_thickness_match()\n",
-        "rotor_tip.te_create(radius=0.001,wedge_ss=3.5,wedge_ps=2.4)\n",
-        "rotor_tip.flow_guidance2(10)\n",
-        "rotor_tip.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "eqbQt-WlX-sC"
-      },
-      "source": [
-        "### 3D Rotor Blade\n",
-        "This is defined similarly to the stator blade. The only difference is the centroid stacking."
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 43,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 429
-        },
-        "id": "TEvdenYNX-sC",
-        "outputId": "ae87db9b-0640-4e71-a051-16b2aad95361"
-      },
-      "outputs": [
-        {
-          "output_type": "stream",
-          "name": "stderr",
-          "text": [
-            "Equal Spacing: 100%|██████████| 20/20 [00:22<00:00,  1.10s/it]\n"
-          ]
-        },
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "#%% Rotor 3D\n",
-        "rotor3D = Airfoil3D(profileArray=[stator_hub,stator_mid,stator_tip],profile_loc=[0.0,0.5,1.0], height = 0.04)\n",
-        "rotor3D.stack(stack_type.centroid) # stators are typically stacked with leading edge; stators with centroid or trailing edge\n",
-        "rotor3D.sweep(sweep_y=[0,-0.05,0.05], sweep_z=[0.0, 0.5, 1]) # Z =1 is blade tip, Z = 0 is blade hub. The units are in percentage\n",
-        "rotor3D.lean(leanX=[0,0.01,-0.02],leanZ=[0,0.5,1])\n",
-        "rotor3D.create_blade(nProfiles=20,num_points=160,trailing_edge_points=20)\n",
-        "rotor3D.plot()"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "F-VTjuT0X-sD"
-      },
-      "source": [
-        "## Matching the beginning slope\n",
-        "The code below modifies the bezier curve to add an extra control point after the starting point to match the first derivative at the end of the previous bezier curve. Having something like this is useful for creating a smooth continous curve. Tweaks can be made to the second point to match the 2nd derivative if needed.\n",
-        "\n"
-      ]
-    },
-    {
-      "cell_type": "code",
-      "execution_count": 44,
-      "metadata": {
-        "id": "HRJuwrvsX-sD"
-      },
-      "outputs": [],
-      "source": [
-        "def match_end_slope(bezier1:bezier, x:List[float],y:List[float]):\n",
-        "    \"\"\"Creates another bezier curve that matches the slope at the end of bezier 1\n",
-        "\n",
-        "    Args:\n",
-        "        bezier1 (bezier):\n",
-        "        x (List[float]): Bezier control points\n",
-        "        y (List[float]): Bezier control points\n",
-        "\n",
-        "    Returns:\n",
-        "        bezier: new bezier curve containing control points x,y with extra points interjected at the 2nd index x[1],y[1] to match the end slope of bezier1\n",
-        "    \"\"\"\n",
-        "    # Look at the last 2 points of the previous bezier curve. These 2 points control the slope\n",
-        "    x1 = bezier1.x[-2:]\n",
-        "    y1 = bezier1.y[-2:]\n",
-        "\n",
-        "    dx = np.diff(x1)[0]    # Find the spacing\n",
-        "    dy = np.diff(y1)[0]\n",
-        "    x2 = x[0]+dx\n",
-        "    y2 = y[0]+dy\n",
-        "\n",
-        "    d1 =2; d2=1 # Set these values so loop is executed.\n",
-        "    while d1>d2:    # Loop exists so that new points fall in between existing points\n",
-        "        # Add extra control point (x2,y2) into list, need to adjust control point\n",
-        "        dx = x[0]-x2\n",
-        "        dy = y[0]-y2\n",
-        "        d1 = np.sqrt((dx)**2 + (dy)**2)\n",
-        "        d2 = np.sqrt((x[0]-x[1])**2 + (y[0]-y[1])**2)\n",
-        "\n",
-        "        if d1>d2:\n",
-        "            x2 += dx*0.2 # Reduce both by 80%, this keeps the slope the same\n",
-        "            y2 += dy*0.2\n",
-        "\n",
-        "    x.insert(1,x2)\n",
-        "    y.insert(1,y2)\n",
-        "\n",
-        "    b = bezier(x,y)\n",
-        "    return b\n"
-      ]
-    },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "fJwZk7o8X-sD"
-      },
-      "source": [
-        "## Endwalls\n",
-        "The code below demonstrates how to create the Hub and Shroud curves.\n",
-        "To change the shroud height, just change the rtip. Modifying the hub_tip_ratio increases the passage area."
-      ]
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "4jtHUyk-X-r6"
+   },
+   "source": [
+    "# 3D Stage design\n",
+    "A turbine or compressor stage consists of stator-rotor pairs or rotor-rotor pairs. You can chain together multiple stages to design the entire Turbine using this code. Also control the space between the blade rows.\n",
+    "\n",
+    "For the purpose of this tutorial.\n",
+    "Technical Definitions used:\n",
+    "- Airfoils are 2D\n",
+    "- Blades are 3D and made up of airfoils.\n",
+    "- Stage is made up of Blades\n",
+    "- Full Turbine Design is made up of multiple stages\n",
+    "\n",
+    "This tutorial takes you through a Full turbine design consisting of multiple stages\n",
+    "\n",
+    "> __Note__: The 1D design of a Turbine or compressor is absolutely critical and must not be overlooked. 3D design optimization without changing the inlet and exit flow angles (Velocity triangles) can result in 1-2% efficiency improvement. **Greater improvements can be achieved by optimizing the 1D.**"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/"
     },
-    {
-      "cell_type": "code",
-      "execution_count": 45,
-      "metadata": {
-        "id": "NjXqYpOFX-sD"
-      },
-      "outputs": [],
-      "source": [
-        "# Endwalls Parameters\n",
-        "rtip = 0.25 # meters\n",
-        "hub_tip_ratio = 0.8\n",
-        "rhub = rtip*hub_tip_ratio\n",
-        "stator_rotor_gap = 0.010"
-      ]
+    "id": "e-Gq7T84X-r9",
+    "outputId": "dfa6391e-6cec-44e1-ad24-b55595666352"
+   },
+   "outputs": [],
+   "source": [
+    "# Installation\n",
+    "!pip install pyturbo-aero"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 13,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 361
     },
-    {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "Lhlsc5LiX-sD"
-      },
-      "source": [
-        "### Hub\n",
-        "The hub profiles are separated into\n",
-        "1. Inlet to Stator leading edge\n",
-        "2. Stator Leading edge to Mid Stator-Rotor gap\n",
-        "3. Mid Stator-Rotor gap to Rotor TE + 0.5*Stator-Rotor gap"
-      ]
+    "id": "vkdH8wTBX-r-",
+    "outputId": "47045d70-9be9-4dd1-b6c1-93cf1c951737"
+   },
+   "outputs": [],
+   "source": [
+    "# Import scripts\n",
+    "from typing import List\n",
+    "import numpy as np\n",
+    "from pyturbo.aero import Airfoil2D, Airfoil3D, stack_type, Passage2D\n",
+    "from pyturbo.helper import exp_ratio, bezier, pw_bezier2D"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "WiQMp_5CX-r_"
+   },
+   "source": [
+    "## Creating a Stator Blade\n",
+    "Stator are non-rotating. The purpose of the stator is to guide the flow into the rotor in such a way that maximizes the power and efficiency. The design is govern by the velocity triangles found using 1D design or streamline design approach.\n",
+    "\n",
+    "Below is an example of creating a stator blade using a hub, mid, and tip profiles. You can have as many profiles as you want, just specify where they are located when instantiating the 3D airfoil\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "rffwmMLkX-r_"
+   },
+   "source": [
+    "### Hub Profile"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 14,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 363
     },
+    "id": "ijT6R_qwX-r_",
+    "outputId": "bd0de85c-5d5c-4e78-a958-786e548d05ba"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 46,
-      "metadata": {
-        "id": "WYUSUa9aX-sD"
-      },
-      "outputs": [],
-      "source": [
-        "rhub_expansion_coeff1 = [1.0,0.98,0.97] # Stator\n",
-        "zhub_expansion_coeff1 = [0.25,0.75]\n",
-        "\n",
-        "# This makes the flowpath going from inlet to stator leading edge\n",
-        "rhub_points1 = [rhub, rhub]  # 1.5x Stator Inlet, stator_inlet, stator_mid\n",
-        "zhub_points1 = [-1.5*stator_hub_axial_chord,0]\n",
-        "hub_bezier1 = bezier(zhub_points1,rhub_points1)\n",
-        "\n",
-        "# Flowpath from stator leading edge to trailing edge\n",
-        "rhub_points2 = [rhub]\n",
-        "zhub_points2 = [0]\n",
-        "rhub_points2.append(rhub*rhub_expansion_coeff1[0])                      # Mid bezier control point\n",
-        "zhub_points2.append(stator_hub_axial_chord*zhub_expansion_coeff1[0])\n",
-        "\n",
-        "rhub_points2.append(rhub*rhub_expansion_coeff1[1])                      # End bezier control point\n",
-        "zhub_points2.append(stator_hub_axial_chord*zhub_expansion_coeff1[1])\n",
-        "\n",
-        "rhub_points2.append(rhub*rhub_expansion_coeff1[2])                      # End bezier point\n",
-        "zhub_points2.append(stator_hub_axial_chord+stator_rotor_gap*0.5)\n",
-        "\n",
-        "rhub_points2 = np.array(rhub_points2)\n",
-        "zhub_points2 = np.array(zhub_points2)\n",
-        "\n",
-        "hub_bezier2 = match_end_slope(hub_bezier1,zhub_points2.tolist(),rhub_points2.tolist())\n",
-        "\n",
-        "# Mid stator-rotor gap to rotor_te + stator-rotor gap\n",
-        "rhub_expansion_coeff2 = [0.99,0.98,1.0,1.0] # Rotor\n",
-        "zhub_expansion_coeff2 = [0.5,0.80]\n",
-        "rhub_points3 = [rhub_points2[-1]]\n",
-        "zhub_points3 = [zhub_points2[-1]] # This will be adjusted at the end\n",
-        "\n",
-        "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[0]) # Rotor Inlet\n",
-        "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5)\n",
-        "\n",
-        "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[1]) # Rotor Mid\n",
-        "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zhub_expansion_coeff2[0])\n",
-        "\n",
-        "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[2]) # Rotor TE\n",
-        "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zhub_expansion_coeff2[1])\n",
-        "\n",
-        "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[3]) # Rotor TE + stator_rotor_gap\n",
-        "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord+stator_rotor_gap*0.5)\n",
-        "\n",
-        "rhub_points3 = np.array(rhub_points3)\n",
-        "zhub_points3 = np.array(zhub_points3)\n",
-        "\n",
-        "hub_bezier3 = match_end_slope(hub_bezier2,zhub_points3.tolist(),rhub_points3.tolist())\n",
-        "\n",
-        "rhub_points4 = [rhub_points3[-1], rhub_points3[-1]]\n",
-        "zhub_points4 = [zhub_points3[-1], zhub_points3[-1]+2.5*rotor_axial_chord]\n",
-        "hub_bezier4 = match_end_slope(hub_bezier3,zhub_points4,rhub_points4)"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "stator_hub_axial_chord = 0.040\n",
+    "#This creates the camberline\n",
+    "stator_hub = Airfoil2D(alpha1=0,alpha2=72,axial_chord=stator_hub_axial_chord,stagger=52)\n",
+    "stator_hub.le_thickness_add(0.04)\n",
+    "\n",
+    "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
+    "stator_hub.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
+    "\n",
+    "ss_height=[0.2400, 0.2000, 0.1600, 0.1400]\n",
+    "stator_hub.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
+    "\n",
+    "stator_hub.le_thickness_match()\n",
+    "stator_hub.te_create(radius=0.001,wedge_ss=2.5,wedge_ps=2.4)\n",
+    "stator_hub.flow_guidance2(10)\n",
+    "stator_hub.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "-zhAzssPX-sA"
+   },
+   "source": [
+    "### Mid Profile"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 15,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 366
     },
+    "id": "73zuCHSpX-sA",
+    "outputId": "4b150fa6-d458-43af-fb55-cd51066fd744"
+   },
+   "outputs": [
     {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "VzfYPD_RX-sD"
-      },
-      "source": [
-        "### Shroud\n",
-        "Shroud profiles are defined similarly to the hub profiles\n"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "stator_mid = Airfoil2D(alpha1=0,alpha2=70,axial_chord=stator_hub_axial_chord*0.96,stagger=52)\n",
+    "stator_mid.le_thickness_add(0.04)\n",
+    "\n",
+    "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
+    "stator_mid.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
+    "\n",
+    "ss_height=[0.2400, 0.2000, 0.1600, 0.1400]\n",
+    "stator_mid.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
+    "\n",
+    "stator_mid.le_thickness_match()\n",
+    "stator_mid.te_create(radius=0.001,wedge_ss=2.5,wedge_ps=2.4)\n",
+    "stator_mid.flow_guidance2(10)\n",
+    "stator_mid.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "h8zmASiTX-sA"
+   },
+   "source": [
+    "### Tip Profile"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 16,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 354
     },
+    "id": "X0KPQc1tX-sB",
+    "outputId": "3a7ad411-7ddb-47da-ae36-d08c0b7b74c7"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 47,
-      "metadata": {
-        "id": "3cxJ8H4FX-sE"
-      },
-      "outputs": [],
-      "source": [
-        "rshroud_expansion_coeff1 = [1.04,1.05,1.06] # Stator\n",
-        "zshroud_expansion_coeff1 = [0.25,0.9]\n",
-        "\n",
-        "# This makes the flowpath going from inlet to stator leading edge\n",
-        "rshroud_points1 = [rtip, rtip]  # 1.5x Stator Inlet, stator_inlet, stator_mid\n",
-        "zshroud_points1 = [-1.5*stator_hub_axial_chord,0]\n",
-        "shroud_bezier1 = bezier(zshroud_points1,rshroud_points1)\n",
-        "\n",
-        "# Flowpath from stator leading edge to trailing edge\n",
-        "rshroud_points2 = [rtip]\n",
-        "zshroud_points2 = [0]\n",
-        "rshroud_points2.append(rtip*rshroud_expansion_coeff1[0])                      # Mid bezier control point\n",
-        "zshroud_points2.append(stator_hub_axial_chord*0.5)\n",
-        "\n",
-        "rshroud_points2.append(rtip*rshroud_expansion_coeff1[1])                      # End bezier control point\n",
-        "zshroud_points2.append(stator_hub_axial_chord*0.5+stator_hub_axial_chord*0.5*zshroud_expansion_coeff1[0])\n",
-        "\n",
-        "rshroud_points2.append(rtip*rshroud_expansion_coeff1[2])                      # End bezier point\n",
-        "zshroud_points2.append(stator_hub_axial_chord+stator_rotor_gap*0.5)\n",
-        "\n",
-        "rshroud_points2 = np.array(rshroud_points2)\n",
-        "zshroud_points2 = np.array(zshroud_points2)\n",
-        "\n",
-        "shroud_bezier2 = match_end_slope(shroud_bezier1,zshroud_points2.tolist(),rshroud_points2.tolist())\n",
-        "\n",
-        "# Mid stator-rotor gap to rotor_te + stator-rotor gap\n",
-        "rshroud_expansion_coeff2 = [1.0,1.0,1.0,1.0] # Rotor\n",
-        "zshroud_expansion_coeff2 = [0.40,0.8]\n",
-        "rshroud_points3 = [rshroud_points2[-1]]\n",
-        "zshroud_points3 = [zshroud_points2[-1]] # This will be adjusted at the end\n",
-        "\n",
-        "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[0]) # Rotor Inlet\n",
-        "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5)\n",
-        "\n",
-        "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[1]) # Rotor Mid\n",
-        "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zshroud_expansion_coeff2[0])\n",
-        "\n",
-        "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[2]) # Rotor TE\n",
-        "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zshroud_expansion_coeff2[1])\n",
-        "\n",
-        "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[3]) # Rotor TE + stator_rotor_gap\n",
-        "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord+stator_rotor_gap*0.5)\n",
-        "\n",
-        "rshroud_points3 = np.array(rshroud_points3)\n",
-        "zshroud_points3 = np.array(zshroud_points3)\n",
-        "\n",
-        "shroud_bezier3 = match_end_slope(shroud_bezier2,zshroud_points3.tolist(),rshroud_points3.tolist())\n",
-        "\n",
-        "rshroud_points4 = [rshroud_points3[-1], rshroud_points3[-1]]\n",
-        "zshroud_points4 = [zshroud_points3[-1], zshroud_points3[-1]+2.5*rotor_axial_chord]\n",
-        "shroud_bezier4 = match_end_slope(shroud_bezier3,zshroud_points4,rshroud_points4)"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "stator_tip = Airfoil2D(alpha1=0,alpha2=68,axial_chord=stator_hub_axial_chord*0.95,stagger=53)\n",
+    "stator_tip.le_thickness_add(0.03)\n",
+    "\n",
+    "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
+    "stator_tip.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
+    "\n",
+    "ss_height=[0.2400, 0.2000, 0.1600, 0.1400]\n",
+    "stator_tip.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
+    "\n",
+    "stator_tip.le_thickness_match()\n",
+    "stator_tip.te_create(radius=0.001,wedge_ss=2.5,wedge_ps=2.4)\n",
+    "stator_tip.flow_guidance2(10)\n",
+    "stator_tip.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "p_tDv-xBX-sB"
+   },
+   "source": [
+    "### 3D Stator Blade\n",
+    "Notice that profileArray contains all the hub, mid, tip profiles. The location of these profiles are passed as percentages in profile_loc.\n",
+    "\n",
+    "The height doesn't really matter because when we construct the passage curves for hub and shroud, the height will automatically be scaled.\n",
+    "\n",
+    "Stacking of the stator is done using the leading edge point. This can be changed to centroid or trailing_edge."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/"
     },
+    "id": "_8Va7-deX-sB",
+    "outputId": "71166702-26ad-4a77-b3ba-afde5441c2b8"
+   },
+   "outputs": [
     {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "qXubc_EmX-sE"
-      },
-      "source": [
-        "The code below joins the bezier curves kind of like a piecewise curve. I wrote it to simplify my life. It also plots all the curves."
-      ]
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Equal Spacing: 100%|██████████| 20/20 [00:01<00:00, 15.17it/s]\n"
+     ]
+    }
+   ],
+   "source": [
+    "stator3D = Airfoil3D(profileArray=[stator_hub,stator_mid,stator_tip], profile_loc=[0.0,0.5,1.0], height = 0.04)\n",
+    "stator3D.stack(stack_type.leading_edge) # stators are typically stacked with leading edge; stators with centroid or trailing edge\n",
+    "stator3D.sweep(sweep_y=[0,-0.05,0.05], sweep_z=[0.0, 0.5, 1]) # Z =1 is blade tip, Z = 0 is blade hub. The units are in percentage\n",
+    "stator3D.lean(leanX=[0,0.01,-0.02],leanZ=[0,0.5,1])\n",
+    "stator3D.create_blade(nProfiles=20,num_points=160,trailing_edge_points=20)"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 18,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 414
     },
+    "id": "y0HyVz5jX-sB",
+    "outputId": "58c8d068-b4e2-488d-c019-c4a20a30e8a7"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 48,
-      "metadata": {
-        "id": "-tZLr1KYX-sE"
-      },
-      "outputs": [],
-      "source": [
-        "hub_bezier = pw_bezier2D([hub_bezier1,hub_bezier2,hub_bezier3,hub_bezier4])\n",
-        "shroud_bezier = pw_bezier2D([shroud_bezier1,shroud_bezier2,shroud_bezier3,shroud_bezier4])"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "stator3D.plot3D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "OJUOjkjfX-sB"
+   },
+   "source": [
+    "## Creating a Rotor Blade\n",
+    "Notice the difference in metal turning angle and stagger angle compared to the stator 2D airfoils. The other change is to the suction side wedge angle."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 19,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 430
     },
+    "id": "0w-xQyYVX-sC",
+    "outputId": "30c2eb6e-5b2e-4054-f7d7-0a0400993f07"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 49,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 250
-        },
-        "id": "y6qm8CzOX-sE",
-        "outputId": "32048250-ea01-41f8-d293-fc4bb94db0d5"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "shroud_bezier.plot()\n",
-        "hub_bezier.plot()"
+     "data": {
+      "image/png": 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Rnz7iLyCOb91q54djGMamWG0dKRHR999/T6VLlya5XE4hISF65gnNmzenIUOG6LVfu3YtVaxYkeRyOVWtWlXPkCE5OZm6d+9O/v7+JJfLqUSJEtSlSxc6deqU3jWePXtG/fr1Izc3N/Lw8KChQ4c6jiHD55+Lb9tBgyx/bStx//59+vDDD8nd3V0jqL6+vvTp22/Ti9Kl9QW0UiWiv/+2d5eNYv369QSAOqM+PUZRIoAuuDemowFhdFTamAigx/ChTW9vpYYNnxLgSwCoSJFuJJE8pq5diSL1PRwoMpKoa1fhtbGFPRwY5rXBqkKaH7GqkA4aJATns88sf20rExcXR19//TUFBAQQMpeMPFQLaKFCRPPnE6Wl2bubRhEbG0slSpTQ/DD469e/6MiolXTcvweFF2lFf7v1oAFYSQok0++/E6WmZtCbb35FgHPmOb40Y8bObK+dkSHE1MeHKJk9HBjmtcAqy1+YHHCAjN284uHhgYlDh+JWpUpYBWA6AH8AaNoUuHgRn6ek4PiZM/btpJFMnToVUZlLcTp16oQ+Q/qg8ZKBaPBwA+o83w/Z5g1YhYFIhQvOnAHkchl27pyE0aNPAagCIAazZnVA9epj8PRpkt61ZTLgq6+EH8T69bZ/NoZhHBcWUnMhynP5NIfg9m2gUSM4792L/gCmSaXAp58C//yDyykpmDZtGho1aoTGjRtj06ZNUOpUYXEkjh8/rnHKKly4MBYvXpzF2SmzWAwA4Nw57XZ0dC2Ehp5BrVrvAQAuX/4BJUvWwalT+mtvg4OBxo2FeRPDMIwaFlJziYkRFnUSCVChgr17YxpnzwINGmjNJIoVA/buFcXJpVIULlwYb7/9NuRyOY4dO4YePXqgUqVK+OGHH5CUlJT7tW2IUqnE2LFjNfVaP/vsM5QuXTpLO29v4UgIAOfPi0RrAIiNBcqWLYRz5xZgzpw9kEr9kZbWAEuWZF3KU7KkaM8wDKOGhdRc1NFoYCDg4mLfvpjCqVNAq1bCQAEQw9InT4pjmQQGBmLZsmW4e/cu/ve//6FIkSK4efMmxowZg9KlS+Ps2bN26rw+y5cv1/SlZs2aGDt2bI5ta9QQfxMSAPVSWi8vsRQWAKZMaYvOnS8BWIiKFbOe//ChaM8wDKOGhdRc8uOw7qlTQNu2WrP3Jk2AY8fEj4FsKFGiBD7//HPcv38fCxcuRGBgIJycnFClShVNm8TERFv0PAuxsbH43//+p9lfuHAhnJyccmxfrpx2+84d8bdbN+G5f/262D9zxhuABwyXOkdGAkePCjdChmEYNSyk5uIAHrsmcf060LGjqKQCAC1bArt3A0WKvPJUNzc3jBs3Djdu3MC///4Ll8wIXKlUok6dOujUqRP++ecfzRCrLZg5cyaePn0KQFQaatasWa7tdX8rqM2oevcGfHyASZPEsYcPRXJR/fratkolMHmyaNdL38OBYZjXHBZSc8lPGbuPHwPt24vUUwBo3hzYvl2ULjMBmUyGYJ0fDqdPn8aNGzewY8cOtGzZEvXr18fq1auRkZFhyd5nITIyUlPOr1ChQpg3b94rzylbVrutjkhdXIDly4Ft24SoAkCtWtqPJTJSOBxt2yba5acRfIZhrA8Lqbnkl6HdjAwgLEyrHtWriyourq5mX7pBgwaIjIzEu+++CxcXF4SHh6Nfv34oX748vv32W7x8+dLse2THxx9/rMkinjJlilEVfnSb6Bat6dxZZONeviz2Hz0C+vQRo96VKokh3c2bRTuGYRhdWEjNITVVK0yOLqRTpmgrtvj7A7t2WdRgPigoCD/88AMePHiA2bNno1ixYrh//z4mTpxolaSkEydOYMOGDQBEUYMPPvjAqPN0rZANiwt16QJUrSq2S5USgbuvr/DaffCARZRhmOyRkC0ntOyI0ZXOTeHKFaBaNWFWHxsrlsA4Irt2AR06iG1nZyGorygaYC7Jycn4448/cPDgQaxatUqzpnP16tWoUqUKaqjTZ/MAEaFly5b4N/OHwZIlSzBq1Cijzk1N1Q7NNmkCHD6sfS8pSfy2yMgQc6VlyuS5iwzDFACM1Q2OSM1Bd1jXUUX0+XNg2DDt/tdfW11EATFnOXz4cPz5558aEY2NjcXw4cNRs2ZNvPHGG9izZ0+eEpN2796tEdGgoCAM032+V6BQaANxw4j0zBkhoiVKaNebMgzDvAoWUnPIDxm7EyZoJwPbtQNyWWNpbRISEtCxY0dIpVLs3bsX7dq1Q82aNfH7778jLS3NqGsQEaZPn67Z/+KLL+Ds7GxSP9RV3wyF9Phx8bdRI8f9XcQwjOPBQmoOjp6xe/QosGKF2PbyApYts6tClCpVCqtXr8bNmzfx3nvvoXDhwrh06RLeeustBAYG4sCBA6+8xu7du3Em0/u3Zs2a6Nmzp8n9KFZM/I2NBXT1+9gx8bdRI5MvyTDMawwLqTk4csauUqkffc6ZI/ztHIDAwEAsWLAADx48wJdffokSJUogJiYGFXQsFrMrNk5EmD17tmZ/+vTpWfx0jaFoUe328+fqa2uF1AYj3wzDFCBYSPMKkWMP7a5aJQxlAaBmTWD4cLt2JzuKFCmCyZMn4+7du9i/f7+eP26vXr3Qt29fTfQJAPv378eJEycAANWqVUO3bt3ydF9dIX32TPy9dUtk6crlQJ06eboswzCvKTl7qTG58/ix1qw+KMjevdEnI0NUcFGzYIGw6nFQ5HI5mjdvrtl/8OABNm/eDCLCmjVr0Lx5c3zwwQeYP3++ps0nn3wCqTRvvwOzE1J1NFq3rkhIYhiGMRaOSPOKeli3bFnHs7r580/g5k2x3bIl0KKFXbtjKgEBATh37hwGDx4MJycn/Pvvv+jSpQsOHToEAAgODs7T3Kia3ISU50cZhjEVFtK84qjDukTAN99o92fOtFtXzEGdzXvnzh1MmjRJLzN34sSJkJkRYWcnpLoZuwzDMKbAQppXHDVj9+hR4MIFsR0aCrzCxN3RKVWqFMaOHatJPipatCgGDRpk1jW9vbXbz58L//5Ll8Q+JxoxDGMqLKR5xVEzdhcv1m7bcc2oJfn+++81nrqjR49GoUKFzLqeYUR68qQI5MuWFWYMDMMwpsBCmlcccWj35UvhrA6Iel/qUib5mJSUFCxduhSASEoaPXq02dc0FFIe1mUYxhw4azcv6JrVO9LQ7ubNQEqK2A4LKxDppxs2bMCLFy8AAL1794afn5/Z1zQU0v/+E9s8rMswTF5gIc0Lt24BKhXg7g5Y4IvdYqxZo93u399+/bAgP/30k2Z75MiRFrmm7hzp06fa+VGOSBmGyQs8tJsXHNGsPjkZUFvs+fsXiPDq2rVrOJxZnqVy5cpo0qSJRa5bqJB4AcKGOC5OlGU1oyANwzCvMSykeUE9P+pIw7qHDgkxBYD27YE8mhU4Euq5UQAYMWJEnuwAc0I9vPvkifgbEgI48fgMwzB5IP9/29oDR8zY3bNHu/3mm/brh4VQKpX466+/AIgko8GDB1v0+mohfflS/OVhXYZh8goLaV5wRCFVp54C+c7JKDsOHjyIqMzybx06dIC37sSmBVALqbocKgspwzB5hQezjCUlBVi3TmTGqo3Ur18Xx+1tEZiaCpw9K7aDgsTSl3zOqlWrNNsDBgyw+PV1M3cBoEEDi9+CYZjXBI5IjWHrViAgABg8GHj4UJjCA8C0aeL4tm327d/Fi0JMgQKhCMnJydiwYQMAwN3dHR07drT4PXQD3DJlsgorwzCMsbCQvoqtW4Hu3YHGjcWQ7rx54njZsmK/cWOgWzfRzl5cuaLdrl3bfv2wEHv27MHLzMnLnj17mu1klB26wulIOWMMw+Q/WEhzIyUFGDYM6NwZ2LABqFhR39GoYkVxvHNn0U5thmBr1H0CgMqV7dMHC7JlyxbNdq9evaxyD10hDQiwyi0YhnlNYCHNjXXrxIr9uXO19TwjI/ECQLq6BqlMBnz1lWi3fr19+lmAhFSpVGJb5lB54cKF0bp1a6vcx8tLu+3ra5VbMAzzmsDJRrmxeTPQpImIPNVcv44xANb98AMq7NuHSpUqITg4GJUqVEClZcsQ3LEjihQpYtt+3r8v/jo55fvw6tixY3j69CkAoF27dnCxUiJXfLx2m9ePMgxjDvwVkhuxsUDJkvrH5HLcBZChUiEiIgIRutHgzZtwKl4cSUlJmvqZu3fvBhGhUqVKKF26tFl1NHPk4UPxt0SJfG/EsFVnrrlr165Wu4/6twcg/pkZhmHyCgtpbnh5aUVKTfnyOALg4VtvIaJ/f0RERCAyMhIRf/yBiNRUuJUpo1eEesaMGTh16hQAwMXFBUFBQahUqRIqVaqEKlWqoG/fvub1MT0dePxYbPv7m3ctB2BPprGERCKxSraumhs3tNvq4t4MwzB5gYU0N7p1E0terl/XDu+WKwcpgIAnTxDQti3atm0rsncXLwZWrkSqQemyqlWrIikpCdevX0dKSgouXbqES5ku6eXKldMT0gkTJiAjI0MjtJUqVYK/v3/u1njPn2u3ixe30IPbh8ePH+PixYsAgDp16qCoFdekZN4GAAspwzDmwUKaG717AxMnApMmiexcmQwoX168d+uW+KtUApMnCxOEXr2gMChdtnz58sxmSty7d08zHBwREZFlLnXlypV4ZvCt7ubmhkqVKqFZs2b4+uuvNcczMjLg5OSk9bgDRDWafMzBgwc129ZKMgKEUb3u0C4LKcMw5sBCmhsuLsDy5SIy7dlTZO+WKyfeu3MHuHYNmDpVGDJs3pyrw5FMJkO5cuVQrlw5dOjQIcv7KpUK8+bN0xPaW7duISEhAWfOnMkiumXLloWLiwsq+fsjGEAlAJUSElDpyRP4+PhY1ODdVuzfv1+z3aZNG6vdR+2mKJOJ30G6QT3DMIypsJC+is6dgU2bxDrR4GBhyiqRCCehKlVEJLp5s2hnBlKpFEOHDtU7lpaWhlu3biEiIgKFCxfWHI+Li8PDzLnbW7duYYf6ja1bgeLF0alTJ80SEgD4+++/ERgYiHLlyoko1kH5559/AAiT+saNG1vtPseOib+FC4vsXY5IGYYxB8f9VnUkunQBHjwQ60Q3bQIUCmG+8PHHwibQSks05HI5KleujMoGa0M9PDwQFRUlEp127EDE/PmIABDh4YF7L1+iVKlSmrYJCQlo3749AMDZ2RkVKlTQLtmpVAn16tVD1apVrdJ/U3j27BluZGYA1atXD66urla7l1pIfXyEkMbGisjUGgnVDMMUfFhIjcXFBRg4ULzeeAPYu1fMl9rBsF4ikcDPzw9+fn5o4ewMzJ8v3njnHSR/9hmSkpI0bZ89e4Y6deogIiICSUlJuHbtGq5du6Z5f9iwYZq6nykpKXj//ff1kp1Kly4NqQ2W1Jw8eVKz3cCKfsGpqUB4uNguVQq4fVtUgHnxokB4/TMMYwfy9A25ePFizRxdaGioZnlHTqxbtw6VKlWCi4sLqlevjp07d2reS09Px+TJk1G9enUULlwY/v7+GDx4MB49eqR3jbJly0Iikei9vvzyy7x033zU86S3b9vn/rrozoUSoVChQnrZrmXKlEF4eDhevnyJ+/fvY8+ePVi4cCFGjx6NVq1aITQ0VNP2xo0b+OmnnzBhwgS8+eabCAwMROHChVGrVi307dsXmzdvttpjnDhxQrOt2ydLc/YskJYGFCsmzOrVxMRY7ZYMwxRwTI5I16xZg4kTJ+LHH39EaGgoFixYgHbt2iEyMhLFs1l+cezYMfTr1w9z5sxBp06d8Oeff6Jbt244e/YsqlWrhqSkJJw9exaffPIJatasiRcvXuC9995Dly5dcEZdriyT2bNnY/jw4Zp9d3tlqRpm7toT3Yg4OTnHZlKpFAEBAQgICBBLdrLBw8MDH3/8sSbZ6caNG0hJScGFCxdw4cIF1KxZE926dQMAREREoF27dpohYvUrODj41Ut2skFXSK0ZkaqHdRs2BEqX1h6/fx9wgBFuhmHyI2QiISEhNGbMGM2+Uqkkf39/mjNnTrbtw8LCqGPHjnrHQkNDaeTIkTne49SpUwSA7t27pzlWpkwZ+vbbb03troa4uDgCQHFxcXm+hob164kAotBQ869lLtevi74ARAMGWPTS6enpdOPGDdq2bRvNnz+fwsPDNe9t2rSJAGT7cnNzo59//lnTNj4+ni5fvkwpKSk53qtYsWIEgIoXL04qlcqiz6FLz57io/ryS6Kff9Z+dEuWWO2WDMPkU4zVDZMi0rS0NISHh2Pq1KmaY1KpFG3atMFx9ZoCA44fP46JEyfqHWvXrl2uw4RxcXGQSCTw0nUWB/Dll1/i008/RenSpdG/f39MmDAhxyzU1NRUpKprdAKI1zVXNRdHikh1o3LdNaUWwMnJCRUqVECFChXQqVMnvfdat26NI0eOCFcnnSU7t2/fRkJCgt6/3aFDh9CpUydIpVKUK1cuSxRbokQJPHnyBABQo0YNqy3dIQKOHhXbjRrpB/D37lnllgzDvAaYJKRPnz6FUqmEr0G5DF9fX33PWR2io6OzbR8dHZ1t+5SUFEyePBn9+vWDh4eH5vj48eNRp04deHt749ixY5g6dSqioqLwzTffZHudOXPmYNasWaY8nvGo50ifPhVpnzr9tDmentrtFy9sdlt3d3c0btw4yzIV9ZKdEiVK6HTrBTw8PBAfH4+bN2/i5s2b2LFDs2gH//vf/zTb1apVs1qf790DoqOFSX29evqmDHfvWu22DMMUcBwqazc9PR1hYWEgIixZskTvPd2otkaNGpDL5Rg5ciTmzJmTxU0IAKZOnap3Tnx8PAIsVRnFw0OkeD59KhKOatWyzHXzQqFCoj/x8UIl7Ix6yY4uAwcOxIABAxAdHa31JtaJYtPS0jRtrSmk6kGT2rXFx6Y7R8oRKcMwecUkIfXx8YFMJkOMQYpjTEwM/Pz8sj3Hz8/PqPZqEb137x4OHDigF41mR2hoKDIyMnD37l0EBwdneV+hUGQrsBajXDnHEFJAVH2Jjxfedw6KRCJBiRIlUKJECbRs2VLvvZEjR2q2rbmmVTfRCBBiWry48PxnIWUYJq+YtPxFLpejbt26elZuKpUK+/fvR0P1t5MBDRs21GsPAHv37tVrrxbRGzduYN++fUaZlZ8/fx5SqTTbTGGb4EjzpOph1IQEi8+T2oJbOp9hdj+KLIVaSBs10h4rW1b8jYoSy2IYhmFMxeSh3YkTJ2LIkCGoV68eQkJCsGDBAiQmJmrs7QYPHoySJUtizpw5AID33nsPzZs3x9dff42OHTti9erVOHPmDH7++WcAQkR79eqFs2fPYvv27VAqlZr5U29vb8jlchw/fhwnT55Ey5Yt4e7ujuPHj2PChAkYOHCg7Ytoq3GktaS6Y5R37wLVq9utK3nhbuYEpYeHR5YEM0uRmAhcuCC2DYX01CmRiHT3rn4Nd4ZhGGMwWUj79OmDJ0+eYPr06YiOjkatWrWwe/duTULR/fv39ZxwGjVqhD///BPTpk3D//73PwQFBWHz5s2aubCHDx9qijnXMhgiPXjwIFq0aAGFQoHVq1dj5syZSE1NRWBgICZMmJAlG9imOFJEWqGCdvvmzXwlpEqlEvczs37UphvW4PRpYQNYsiSgO1WuK5yRkSykDMOYTp6SjcaOHYuxY8dm+57aeFyX3r17o7dBnU41ZcuWBRHler86deroLdh3CNRC6ggRqaGQ5iMePnyI9PR0AEBgYKDV7pPdsC4g6hCoiYw0u/YAwzCvIdY3US2oqId2790DMjLs25egIO12DsuQHJX//vtPs11ad4jawqgzdl8lpAzDMKbCQppX/P1FFZiMDFEZxp5Urqz13FVPBOYT1EYMAKyWOEaUNWNXDQspwzDmwkKaV6RSQD0Uae950sKFtVHp5cv2j5BNwBZCev26KN6tUIg1pLp4eADqlVgspAzD5AUWUnNwpHnSmjXF39RUoRz5BF0hLVasmFXuoR7WrV8fkMuzvq+OSh8/tqk5FMMwBQQWUnNQz5PaOyIF9EOt06ft1w8TsYWQ5jSsq6ZKFe32pUtW6QLDMAUYFlJzcKSIVLf0WA4FBByRlzoGEp66vsEWJKeMXTW6q67y2RQzwzAOAAupOThSRFq/PiCTiW21cuQDknVKsBQqVMji14+NBa5eFds5RaTqUXEAOH/e4l1gGKaAw0JqDrqmDK9YC2t13NyAGjXE9uXLQFycfftjJElJSZptV1dXi1//5EnxT1OuHGBQhEhDtWr5NumZYRgHgIXUHNRZu/HxIi3U3jRtKv4SAf/+a9++GIm1I9JXDesC+TrpmWEYB4CF1BwKFRLrSQHHmCdt3Vq7vW+f/fphAikpKZpta1TrycmIwZB8mvTMMIwDwEJqLo40T9q8uVjfCgAGFXccFV1fZkujVAJqZ8mc5kfV6CYcnTtntS4xDFMAYSE1F0fK3PX0FElHgMiw0bHfc1R0hVSlUln02leuiKpybm5iHjQ36tXTbjuarTPDMI4NC6m5OFJECgDt22u3t2+3Xz+MxJpCqh7WDQ0FnF5RniE0VJtwxELKMIwpsJCaiyNFpIB++ZJt2+zXDyPRFVKlUmnRa7/KiEEXT09hWQyIJTA6OVAMwzC5wkJqLo4Wkdapo02A2r9fVLR2YHQTjFJTUy16bWMTjdSoPS0yMoDwcIt2hWGYAgwLqbmoI9L//hMpn/ZGIgE6dRLbqanA7t327c8rcHd312zruhyZy5MnwI0bYlvX9Ck3dNvx8C7DMMbCQmouxYqJhYhEwN279u6NoEcP7fa6dfbrhxF4eHhotuPj4y12XXU0WrkyUKSIcefoDgGzkDIMYywspOYikTjePGmrVkDRomJ72zaHHt61ZESakgKsXAn07AmMHy+OFSsmjhtD5cqAujtHjtjfrIphmPwBC6klcLR5UmdnbVSalATs2GHf/uSCbkQaGxub5+ts3QoEBACDB4tyaGrnwUOHxHFj8q5kMqBJE7EdEwNEROS5OwzDvEawkFoCR4tIAaBPH+32n3/arx+vQLeYd0xMTJ6usXUr0L070LixKM594ACQkCDe27lTHO/WTbR7Fa1aabcPHMhTdxiGec1gIbUEuub1jkKLFtrs3R07RPaNA1KiRAnNdlRUlMnnp6QAw4aJVT8bNgAVKwrj+eRkMTfarp043rmzaPeqYV5dl8V8Yg7FMIydYSG1BOqhXUeKSGUyYNAgsZ2R4bBRqblCum4d8PQpMHdu1ipyDRsKx0SZDPjqK9Fu/frcr1ezpjY56Z9/hM0gwzBMbrCQWgLdoV1HylAZMkS7/euv9utHLpgrpJs2EerXf4T//juAH374AePHj8cXX7wB4I5eFm5wsBji3bQp9+tJpUDLlmL7xQsuq8YwzKt5hXEaYxSlS4tv4KQkkaXi52fvHgkqVwZCQoBTp4QinDmjbyrrABQvXhxOTk7IyMjAvXv3cmyXlpYGiUQCZ2dnAMDGjRvx1VdfITw8AkplvN6QrOAy/P0D9Y6ULCmi0lfRqhWwcaPYPnBAeFwwDMPkBEeklkAuF2IKONY8KQAMH67d/vFH+/UjB2QyGQIz67reunULz549w7Fjx7B8+XJMmjQJXbt2RXBwMFxdXXFAJ/snNTUVp06dglIZD0CKoKAgdO7cGR999BHatFkGoBYuXtS/18OHgJfXq/ukK8p795r9iAzDFHA4IrUU5coJQ4Zbt8QYoqPQty/wwQei+PhffwHz5xunJjakQoUKuHHjBhITE+Hj45Nju8jISLRr1w4A0Lx5c6xfvx43blTG1KnlsX27AhUrina//y7KseqWQ4uMBI4eFetMX0VwsPhddP++mCdNSBAVZBiGYbKDI1JL4YhLYAChAOqko6Qk45TExlSoUEFvPyAgAG3btsW4ceOwePFi7N+/Hw8fPsS4ceM0bfz9/dGzZ0+8/34V+PgoMGmSNjGodm3x9/x5QKUSxydPBnx8gF69Xt0fiQTo2FFsp6XlmxrpDMPYCRZSS+Fopgy6jBql3V60SKiLAxEUFKTZXrRoEe7fv489e/Zg4cKFGD16NFq1agV/f39I1HXOdHBxAZYvF4YLPXsC16+LqWGFQgTh+/eL49u2iXYuLsb1SW1XDDi0nwXDMA4AC6mlcNSIFBBVrdWpqNevA7t22bc/BqgTiADghtpp3gQ6dxbZuEePimHZli0BV1fx3htviOObN+tXmHsVLVsChQqJ7R07HO63B8MwDgQLqaVw5IgUAN5/X7u9YIHNb//ixQscPHgQ33zzDQYNGoR9OuOlRXRc5c+fP5+n63fpAjx4IEaufX21Iti5szhuiogC4nx10lFUFHD2bJ66xTDMawAnG1kKdUQaEyNM4gsXtm9/DOnUSfTx1i0x6XfpElC9utVuFxUVhaVLl+LcuXM4d+4c7hpUxildujTatGkDAGjdujXc3NyQkJCACxcugIiyHcZ9FS4uwMCB4vXDD8CYMUB6uvHDuYZ07gxs3y62N250uJVDDMM4CByRWgovL60ljiMO70qlwHvvaffnzTP7kiqVCtevX8eaNWswZcoUrF27VvNeYmIipk+fjk2bNmlEtGzZsujevTtmz56NLl26aNr6+PigWbNmAIRx/f37983umzrhSDdz11S6dhUfGyAckRzJa4NhGMeBI1JLUr68MD24fduq0V6eGToUmDkTeP5cWAbOng2ULWv06cnJyfjrr780UeaFCxeQoHaHBxAWFoawsDAAQLly5fD222+jatWqqF27NmrVqqU3hGtIrVq1sHPnTgDAmTNnUKZMmTw9opoaNUT2bUyMGJrVMVAyGl9foFkzsQTmxg3g8mXH/GdlGMa+sJBaknLlhJA66jypm5so1DlzplgTMn++yOI1ID4+HhcuXMC5c+fg4eGBt956C4AwTxg1ahTS09M1bV1cXFCjRg3Url0brXWcDKRSKZYtW2Z01xrq+PkdPXoUPXv2NP35dChcWCQeRUSIqDQvQgqIjN9//hHb69ezkDIMkxUWUkviyJm7asaNE8O6iYnAsmXAJ59gz4ULCA8P10SaN2/e1DSvU6eORkjlcjneeustuLu7o3bt2qhduzaCg4Ph5GT+f0aGQmoJatfWCmmHDnm7Ro8e4iMDRBWZWbMs0jWGYQoQLKSWxIEzd4kId+7cwblz5/CiUSO8s3evqCn21Vd4d8sW3DYQ/1KlSqF27doIDQ3VO/7zzz9bpX9FixZFpUqVEBERgbNnzyI5ORmF1Km3eaR2bWHmZM48qb+/MKo6ehS4csXqOVoMw+RDWEgtiQNFpNeuXcPp06c1Ueb58+cRFxcHAPD08MAwFxdIUlKAH35A18GDERUSookya9WqhWLFitm8z40bN0ZERAQyMjJw6tQpNG/e3KzrWSLhCAD69RNCCgB//CFKsjEMw6hhIbUk6oj0zh0xB6kukGlFEhMTcfHiRVy7dg1vv/225viECRPw999/67WVy+WoVq0aateujSQ3NxT+7jsgNRXfyGQidLMzzZo108yr7tu3z2JCevs2EBcHeHrm7Tp9+ohluBkZwKpVwBdf2OSflmGYfIKE6PVI6o+Pj4enpyfi4uLg4eFhnZskJopva6USaNRIlFPr1g3o3Tvvixl1eP78Oc6ePauJMs+dO4fr169DlWm78/jxY00k+fnnn+Pvv//WRJm1a9dGlSpVtC5Cz54BgYHAy5eAk5NwdVf/ELATUVFR8Pf3BwCEhITg5MmTZl+zdGlhyPDPP4A5utyli7AZBMQy3Kxl2xiGKWgYrRv0mhAXF0cAKC4uzjo32LKFyMeHSCw3JGrZkqhJE7Ht40O0davRl1KpVHTv3j3avHkzJSUlaY6PGTOGAGR5+fn50Ztvvkk3btwwrc/Tp2v7O2SIaedaierVqxMAkkgk9OzZM7Ov17WreLxvvzXvOmvXOtxHxTCMlTFWN9iQwRJs3Qp07y6yUpo2FccGDAAOHxaRXuPGIjLdujXLqUqlEteuXcOff/6ZWUuzDXx8fFCmTBl069ZNzzKvTp06KF++PHr16oXPP/8cO3fuRFRUFKKiorBz584sVVReycSJWhOJlSuBa9fy9vwW5I033gAgkqP2WaDsiqXmSTt3BtQ/SDdsEKXVGIZhAOQtIl20aBGVKVOGFAoFhYSE0MmTJ3Ntv3btWgoODiaFQkHVqlWjHTt2aN5LS0ujSZMmUbVq1cjV1ZVKlChBgwYNoocPH+pd49mzZ9S/f39yd3cnT09Pevvtt+nly5dG99lqEWlysog4u3YlysggGj1ahC1Tp2rbZGQQde1KyUWL0qnDh+nJkyeatxYsWJBtlOnk5EQ1atSgffv2adqqVCrL9p2IaM4cbajVu7flr28if//9t+YzGGKB0G/LFvFo1aub37fhw7Uf1bJl5l+PYRjHxljdMFlIV69eTXK5nJYvX05Xrlyh4cOHk5eXF8XExGTb/ujRoySTyWju3Ll09epVmjZtGjk7O9OlS5eIiCg2NpbatGlDa9asoYiICDp+/DiFhIRQ3bp19a7Tvn17qlmzJp04cYIOHz5MFSpUoH79+hndb6sJ6YoV4ps1MlLsf/01EUAvunengwcP0jfffEODBg2iakFBJMsUiBUrVmhO/+eff6hw4cLUqFEjGjNmDC1dupTOnDlDKSkplu1nTiQkEPn6ahXi7Fnb3DcHkpOTyc3NjQCQt7c3paenm3W9+/fFY8lk4jePOZw8qf2YQkPNuxbDMI6P1YQ0JCSExowZo9lXKpXk7+9Pc+bMybZ9WFgYdezYUe9YaGgojRw5Msd7nDp1igDQvXv3iIjo6tWrBIBOnz6tabNr1y6SSCRZItecsJqQ9ugh5kLVbN5Me7OJMNUvH7mclixZommekZFBGRkZlu2TqXz3nVYhWrcmskbkawJ9+vTRfF779+8361oqFVHRouLRdP7zyfO1atbUflQXLph3PYZhHBurzJGmpaUhPDxcU7UDEFZwbdq0wfHjx7M95/jx43rtAaBdu3Y5tgeAuLg4SCQSeHl5aa7h5eWFejrlN9q0aQOpVJpjZmdqairi4+P1XlYhNhYoWVK7X7MmKmdulilRAt26dcOsWbOwdetWPOjUCY8bN8YonULbMpkMMnuvpRgxQmTwAqISdjZzubake/fumu2NGzeadS2JxHLzpBKJ+KjU/PKLeddjGKZgYJKQPn36FEqlEr6+vnrHfX19ER0dne050dHRJrVPSUnB5MmT0a9fP026cXR0NIoXL67XzsnJCd7e3jleZ86cOfD09NS8AgICjHpGk/HyAh4+1O6XLQv/vn3xHMDdevWwadMmTJ8+HZ07d0apFy8gycW43W64uAjfXTUTJwKpqXbrzptvvgm5XA4A2Lx5s2Z5T16xlJACIodMbbi0ciWQlGT+NRmGyd84VNZueno6wsLCQERYsmSJWdeaOnUq4uLiNK8HDx5YqJcGdOsGHDkCXL+uOSSZORNFpFKx8PD0aXEwMlLY4+hEWw5F9+5Ay5Zi+/ZtuxT/VuPh4YG2bdsCAB4+fIjDhw+bdT1LCqmnpzBoAITJgwP4WDAMY2dMElIfHx/IZDLExMToHY+JiYGfn1+25/j5+RnVXi2i9+7dw969e/UWv/r5+eHx48d67TMyMvD8+fMc76tQKODh4aH3sgq9ewM+PsCkScKIARBlRwYOFNvTp4vjkyeLdr16Wacf5iKRCPFUF+D87DNRf8xODBgwQLO9cuVKs66lFtILF7T/ROYwerR2+7vvuE4pw7zumCSkcrkcdevWxf79+zXHVCoV9u/fr1e9Q5eGDRvqtQeAvXv36rVXi+iNGzewb98+FC1aNMs1YmNjER4erjl24MABqFSqLKbqNsfFBVi+XESfPXtqI9Pp04WP3O7dItLbtk20s4DDkdWoUUM7CZiQAPzvf3brSteuXeHm5gYAWLduHVJSUvJ8raAgwNUVSE4WAwPmUr8+oP7P99IlbZk1hmFeU0zNYlq9ejUpFAr67bff6OrVqzRixAjy8vKi6OhoIiIaNGgQTZkyRdP+6NGj5OTkRPPnz6dr167RjBkz9Ja/pKWlUZcuXahUqVJ0/vx5ioqK0rxSU1M112nfvj3Vrl2bTp48SUeOHKGgoCDHWP6iRtfZqHFjorAw7bISZ2eTnI3syuPHRF5e2tTUU6fs1pUhQ4ZosnfXrl1r1rUaNhSP88cflunbX39pP6KuXS1zTYZhHAurLX8hIvr++++pdOnSJJfLKSQkhE6cOKF5r3nz5lkW0q9du5YqVqxIcrmcqlatqmfIcOfOnRyXihw8eFDT7tmzZ9SvXz9yc3MjDw8PGjp0qGMYMuiSnEy0cqVYEtOqFVH79mIBI0Ck8ywOz4IFWpVo2NBuy2H27dun+W+hQ4cOZl1L7ZPxwQeW6VtaGlHJkuKaEgnRzZuWuS7DMI6DsbrBpvXWZvRoYMkSYR34779iLtLRSU8Xw7wREWJ/+XJg6FCbd0OpVCIwMBAPHjyARCLBnTt3UKZMmTxda+lSYPhwoFUrscLHEnzxBfDxx2L7vffsmp/FMIwVMFY3HCprt0Dy8ceAQiF8dy3gHWsTnJ31VeHDDwGDZC9bIJPJMHz4cADCe3fp0qV5vpZu5q6lfjqOGKGd8l66VBTUYRjm9YOF1NqULAmoDRg++ST/pHi2aycqWgPA8+dibakdGDZsmMawYunSpUhPT8/TdapVE9XiXrwA7t+3TN98fIBhw8R2YiKwaJFlrsswTP6ChdQWTJkiVvGfPAns3Gnv3hjPt99qq8OsWgUYFAq3Bf7+/ujatSsAYcyxNY+uSwoFULWq2LbEelI1H36oLfK9cCFXhWGY1xEWUlvg5weMHSu2p0/PP1Gpr6++49GoUSL0sjG6looLFy7M83UsacygpmxZoH9/sf38OdsGMszrCAuprZg0CXBzA86eBTZvtndvjGfoUKBFC7F99y4wa5bNu9C6dWtUqlQJAHDo0CGcOXMmT9exhpACwmtDzddf29VdkWEYO8BCait8fIDx48X2jBmAmf6xNkMiAX76SYyNAsA331heiV6BVCrFRJ052q+//jpP17GWkFatCnTpIrYfPgR+/92y12cYxrHh5S+25PlzUWUlPh5YswYIC7NPP/LCZ5+JZCkAqFtXzPfasGpNSkoKSpcujSdPnkAmk+HWrVsmL4WJjxdeuQDw5In4bWMpTp0C1CZbAQHAjRva3x4Mw+RPePmLI+Ltrc1+nTnTMsavtmLSJG22Tni4SESyIS4uLhgzZgwAsb50QR4WbXp4ABUqiG1LR6UhIUDHjmL7wQOxHIZhmNcDFlJb8/77IhP22rX8VTpELheZNGpDiY8/Bq5csWkXRo8ejUKZNcx++umnLIUMjMFaw7uA/vTx558Lb1+GYQo+LKS2xtMT+OgjsT1rFpCRYd/+mELDhtqIOi0NGDRI/LURxYoVw8iRIwEAycnJmK+bUWwk1hTSunVFVT1AFM756SfL34NhGMeDhdQejBsnJuhu3hTVofMTn30GVKkits+dE/s25KOPPoIic/Jx8eLFePLkiUnnW1NIAf2odM4cu6wWYhjGxrCQ2gM3N+2aidmzbRrVmY2LC7BihbAJAoTh7KlTNru9v7+/xjYwKSkJ35o4V6sW0uvXrWOeUKOGNofs8WObTyUzDGMHWEjtxejRwqjh7l3g11/t3RvTqFtXGEsAImFq8GAgKclmt588eTLkcjkAYdBgylypry9QooTwxLhwwTr9mz1bm9D81VeAQV17hmEKGCyk9sLVFZg6VWx/9hlgRuFquzB1qqhwDYhq2epnsQGlSpXSRKWJiYn4zMThZWsP7wYH69dHt4OHBcMwNoSF1J6MGAGUKgX891/+85ZzchJDvOryJwsXWq4+mRFMmzYNrq6uAIAff/wRt2/fNvpcawspIDw33NzE9s8/ayvSMQxT8GAhtScuLtqCll98kf/WS1SqBHz5pXZ/6FBRXsUG+Pn5adyO0tPT8YnaLMIIbCGkvr7aaXClUtQtYBimYMLORvYmLQ2oWBG4d08YtdqpXFmeUamANm2AgwfFfo8ewPr1NilgHh8fj3LlyuFZZiHQ8PBw1KlT55Xn3b4NlC8vyq4mJIglstYgKQkICgIePRL7//4LNGtmnXsxDGN52NkovyCXa633vvwy/9XhkkqFuay63NrGjcCSJTa5tYeHB6ZNm6bZnzBhAoz5XRgYKJbzpqcDV69ar3+ursCnn2r3x4/PX2ZWDMMYBwupIzB4sAiRnjzJn9WhAwKA337T7k+caL2UWAPeffddVMj0/Tt06BDWr1//ynMkEtsM7wLAkCGAOki+cIFNGhimIMJC6gg4O4vsFACYN0+4q+c3unTRVrdJTQX69LFJdK1QKPDNN99o9j/88EMkGbEUx1ZCKpMB33+v3Z82DXj61Lr3ZBjGtrCQOgr9+4t1E8+fA999Z+/e5I25c7UKFRmpLWZuZRQKBQoXLgwAuH//vlHWgWr//T//BFq3Bnr2FCZT1liF1KiRGHQARC6WOr+MYZiCAQupoyCTiYowgEg6slH2q0VRKER5OPW6j99/t6oF4t27d9GjRw+0a9cOiTpefF9++SXu3r2b43lbt2rtjl+8EG6Njx8LsQsIALZts3xfv/oKcHcX27/8AuSxNjnDMA4IC6kjERYGVKsGxMWJAtr5kaAg4McftfvvviuiUyuwefNmbNq0CTKZDOPHj8eoUaMACEP7sWPHZpt4tHUr0L070LSpyPNSqYQfxuHDopuNGwvj+a1bLdtXPz/t7yQiEaxz4hHDFBDoNSEuLo4AUFxcnL27kjsbNhABRG5uRE+e2Ls3eWfoUPEcAFHNmkTJyWZfUqVS0ePHjzX7aWlp9M4779ClS5eISPwb+/v7EwACQOvXr9c7PzmZyMeHqGtXoowMovr1RffWrNG2ycgQ7/v4WKTLeqSlEVWurP1YFi2y7PUZhrEsxuoGR6SORvfuYp4xIUEkHuVXvv9eGDYAIl11zBihH3kkIiIC7du3R6NGjZCamgoAcHZ2xi+//IJq1aoBEMthFi5cqDln3LhxiIuL0+yvWycSfebOFSPp2SUcyWRiGPbpU7Ec1pI4O+sH61OnClMrhmHyNyykjoZEIlzPAbEUJr86nhcuDKxdC2QW4sby5XmyQYyPj8eHH36I6tWrY8+ePbh//z5OnjyZY/sePXqgY8eOAICoqCi9daabNwNNmgj/C5VKhYyM1QD+gOHlgoPFEO+mTSZ395U0awZk2gTj5UtRUY9hmHyOjSJku5NvhnaJiFQqopAQMf43YYK9e2Mef/yhHcuUy4lOnjTqNJVKRStWrCA/Pz/NUG2nTp3oxo0brzz3zp075OrqSgBIIpHQkSNHiIioVSuisDAV7dixg2rVqpV5XR8C4um33/SvERYm2luD58+JfH21H8uGDda5D8Mw5mGsbrCQOiq7d4tvWRcXoocP7d0b8xg/XqsapUoRxcTk2jwuLo4aNWqkEdAKFSrQjh07TLrl/PnzNecHBQVRYmIiNWt2mDw8mmiOe3h4UMuWswlIIBcXonPntOc3bkzUo0centVI1qzRfiQlShDFxlrvXgzD5A0WUgPynZCqVOLbHCAaM8bevTGPtDSiJk20ytGyJVF6eo7NVSoVtW/fngoXLkxz5syhlJQUk2+ZkZFBDRo00IhmYGCgZluhcKEPP/yQnj59SkolUYcOolvlyoloMSJC7K9cac5D545KRdSxo/YjGT7cevdiGCZvGKsbbFrvyBw8CLRqJdZp3LgBlC5t7x7lnago4ZUXHS32P/pIZP0AUCqVWLp0KXr27AkfHx8AwL179yCTyVCqVKk83zIiIgK1atXSJCdJpTLI5cPQrNkn2LmzlKb49vPnolb53btAx44i4ejYMeDBA22VOGtw/74whlAbQO3aBbRvb737MQxjGkbrhk1k3QHIdxGpmpYtC07IcuQIkZOTNgxbt44OHz6sma8cMWKExW85b948TSRapkwZWrs2maRSscQlMlLbLjycyNlZdEsiIdq61eJdyZYff9R+HCVLEr14YZv7Mgzzanj5S0FBncH766+i/ld+pnFjjdHEIwAD+/VD06ZNcf78eXh5eaFmzZoWv+WECRPQoEEDACLK3bfvPWzaBBw9KrJzmzQRtsDjx4tqMICQNYXC4l3JlhEjgLZtxfbDh8B779nmvgzDWA4WUkenSRPgjTeAjAz9mlz5lLQRIzCvdm0EA1iVkQEJgOGDBuH69esYPXq0xe8nk8nw+++/w9XVFQDw888/Q6nchAcPhHuhr69YM+rrK/aHDhXn9e8vSsRaG4kEWLYMUI8arVhheVclhmGsjI0iZLuTb4d2icSSEYBIKtUfj8yHTJ8+XTPUGgrQaYCoRQuRkGRFfvnlF819vb296cGDB9m2S04mqltXfNz16xPlIc8pTyxfrh3i9fUlevrUNvdlGCZneGi3IBESAnTqJIxhZ82yd29MhnTy2caPH4/KlSvj1/nzcax4cdQDgH/+Ec4EVsx7GzZsGHr27AkAeP78OQYPHgxlNma3Li7Ahg2Atzdw+rTthlrfekv8EwPCg2PECKt+HAzDWBLb6Lr9ydcRKRHR2bPaTJjLl+3dG6NITEykTz75hDp37kwqlUpzXKlUio1jx4RJgzoUW7jQqv159uwZlSpVShOZfvnllzm23b1bfNQA0a+/WrVbGh49IvL21n4cv/xim/syDJM9vI7UgHwvpETCIQAg6t3b3j3JFZVKRevXr6fSpUtrROvgwYPZN165UqscUinR339btW8HDx4kiURCAMjJyYlOnTqVY9tZs7SeGLpmDdZk40btx+HqSnTtmm3uyzBMVlhIDSgQQnrxojZMOn/e3r3JlitXrlDr1q01Alq6dGlav369XkSahSlTtOrh6Wl19Zg6daqmf2XLlqVnz55l207XrCEwUJg12IKRI7UfR+3atpunZRhGHxZSAwqEkBIR9ekjvmG7drV3T/RITEykiRMnkpOTU6Z7kII++eQTSkxMfPXJSqV4HrV6VKhAlIO4WYK0tDQKDQ3ViGmHDh20w80GPH8uRBQQTkQ5NLMoiYlElSppP44PP7T+PRmGyQoLqQEFRkivXRNDoADR6dP27o2G1NRUCg4OJgDUtWtXunXrlmkXePlS1C1Vq0erVlbN5L1//z4VLVpUI6affvppjm3PnhXDuwBRLs0sytmz+tPHVh7xZhgmG1hIDSgwQkpENGiQ+HZ98027duPcuXOUpiN2//77L+3atSvvF7x3j6h4ca16DB0qTGmtxJ49ezTzpRKJhPbs2ZNjW/XyFIlEJCLZgm++0X4UxYvn/9oFDJPfsKqQLlq0iMqUKUMKhYJCQkLo5CtKY61du5aCg4NJoVBQtWrVslTy2LBhA7Vt25a8vb0JAJ3LJrOjefPmmuhB/Ro5cqTRfS5QQnrjBpFMJr5hjx2z+e2fPHlCI0aMIIlEQl9//bVlL37sGJFCoVWQWbMse30DPvvsM81/T0WLFqV79+7l2Hb4cNElb2+iu3et2i0iEsPI7dtrP4qmTXP1+mcYxsJYTUhXr15Ncrmcli9fTleuXKHhw4eTl5cXxeRQGuvo0aMkk8lo7ty5dPXqVZo2bRo5OzvTpUuXNG1WrFhBs2bN0iyaz0lIhw8fTlFRUZqXKaJYoISUiGjYMPHt2qaNzW6Znp5OixYtoiJFimjEZ9SoUZa/0dq1WvWw8voTpVJJHTt21DxPSEhIjtVmkpOJ6tUTXapXT+xbmydPROU59UcxebL178kwjMBqQhoSEkJjdMp6KZVK8vf3pzlz5mTbPiwsjDp27Kh3LDQ0NNto8s6dO7kK6XvvvWdqdzUUOCG9c0frsv7vv1a/3aFDh6hGjRoawalZsyYdOnTIejecP1+rHk5ORLkMu5rL8+fPqWzZsppnGzZsWI5Zxnfvatd6WsFjP1uOHdP3+t+2zTb3ZZjXHas4G6WlpSE8PBxt2rTRHJNKpWjTpg2OHz+e7TnHjx/Xaw8A7dq1y7F9bqxatQo+Pj6oVq0apk6diqSkpBzbpqamIj4+Xu9VoChbFhg2TGx/8olVbXDmzZuHZs2a4eLFiyhSpAgWL16M8PBwNG3a1Gr3xMSJwu0IED7DPXsCFy5Y5VZFihTBhg0boMh0ql+2bBm+++67bNuWKQP89ZfwyP35Z1FLwNo0bKipOAcAGDxYlHxjGMYxMElInz59CqVSCV9fX73jvr6+iFbXmTQgOjrapPY50b9/f/zxxx84ePAgpk6dipUrV2LgwIE5tp8zZw48PT01r4CAAJPuly/4+GNRpuTQIWD/fqvdpmPHjpDL5Rg5cqTGXF6mLuZpLSQS4NtvgW7dxP7Ll6JY6H//WeV2derUwfLlyzX7H3zwAXbt2pVt2zfe0Do1jh4NnDtnlS7p8f77QI8eYvvFC6B3byCzzCrDMPbGlDD34cOHBICOGSS4fPTRRxQSEpLtOc7OzvTnn3/qHVu8eDEVL148S9vchnYN2b9/PwGgmzdvZvt+SkoKxcXFaV4PHjwoWEO7asaPF+N9DRpYLMN1586dWYbqHz16ZJFrm0xiIlFoqHZcs1o1othYq93u448/1gzxenh40NWrV7Ntp1SKdaW2NGuIjSUqX177Ubz9tlWTmhnmtccqQ7s+Pj6QyWSIiYnROx4TEwM/P79sz/Hz8zOpvbGEhoYCAG7evJnt+wqFAh4eHnqvAsnUqUChQsCJE8Du3WZd6tatW+jSpQs6dOiAjz/+GBd0hlJLlChhbk/zhqsrsG0bUL682L98WYRmaWlWud3s2bPRvXt3AEB8fDw6d+6MZ8+eZWknlYqya+XKAXfuAAMHipoC1sTTE1i/XvxzA8Dy5cCSJda9J8Mwr8YkIZXL5ahbty726wwjqlQq7N+/Hw0bNsz2nIYNG+q1B4C9e/fm2N5Yzp8/D8COX/COgp+fGF8EgOnT8zRXmpSUhE8++QRVq1bFtm3b4OTkhAkTJiAwMNDCnc0jxYoBu3YBPj5i/8ABMVGYTfUWc5FKpVi5ciVq1aoFQPy46NWrF9LVVb91KFJEVIpxcQF27gQ+/9zi3clCrVqifqma994TI/sMw9gRU0Pd1atXk0KhoN9++42uXr1KI0aMIC8vL4qOjiYiokGDBtGUKVM07Y8ePUpOTk40f/58unbtGs2YMSPL8pdnz57RuXPnaMeOHQSAVq9eTefOnaOoqCgiIrp58ybNnj2bzpw5Q3fu3KEtW7ZQuXLlqFmzZkb3u8Bl7ery+DFR4cJivG/zZqNPU6lUtHbtWgoICNAMZ7Zt2zbH4Uy7c+wYUaFC2rHNUaOsNrZ5//598vX1NSqT99dftWYN5vhRmMJHH2k/hmLFhJcFwzCWxaqGDN9//z2VLl2a5HI5hYSE0IkTJzTvNW/enIYMGaLXfu3atVSxYkWSy+VUtWrVLIYMv/76axazBQA0Y8YMIhJfas2aNSNvb29SKBRUoUIF+uijj17vdaSGTJ0qvlVr1DDaEPb58+fk5eVFAKhMmTK0cePG3M3lHYEdO/TXgnzyidVudfz4cVIoFJr/HmfOnJlj2xEjtGYNd+5YrUsaMjKI3nhD+zHUqUOUlGT9+zLM64SxuiEhej3KB8fHx8PT0xNxcXEFc770+XMgMBCIjwfGjgUePQJiYwEvL5H52rs34OKChIQEuLm5aU776aefEBUVhUmTJsHV1dVevTeNVavEpKSaBQusVoF77dq16NOnj2Z/6dKlGKZedqRDairQtKkoBl63LnDkiBjytSbPnwP16wO3b4v9AQPEvK1EYt37MszrgtG6YRNZdwAKfERKRNS3rzZEadxYVIpp0oQIIGXRorR8/HgqXrw4bSsIK/q/+07f/WjlSqvd6ptvvtFEpTKZLMuIipp794iKFhXdGT7cat3R4+JF7ai+LU31GeZ1gE3rDSjwQrpli6gKox72XLVK89apdesoVMfWr0OHDnbsqAX55BOtgshkRNu3W+1WEyZM0Hx+rq6uORYE//tvbcnYZcus1h09NmzQ/02xZo1t7sswBR0WUgMKtJAmJxP5+IianrNni2/ToCB6/OgRDRs2TFPhxE0mo3murpRaUD4DlYro3Xe1CuLiQnT4sFVupVQqKSwsTCOmxYoVoxs3bmTb9tNPRXcUCqLwcKt0Jwtz5mg/BoWC6Phx29yXYQoyLKQGFGghXbFCfINGRhLFxxMVLUqrAPJyddV88Q8aNIgeHTpk9WFQm5ORoS12DhB5ehIZYeiRF5KTk6lZs2aaz7R8+fKabHVdlEqiTp1Ed8qWtWqNcg0qlag6p/4Yihe3TdITwxRkrGLIwDgomzcDTZoAFSsC7u7A5MnwABCblIRaPj44smMHVqxYgRJNmwKNGwObNtm7x5ZDJgNWrBC+fQAQFwe0bQtcvWrxW7m4uGDz5s2oWrUqALHGtG3btnj+/LleO12zhrt3gUGDrG/WIJEAP/4ItGgh9h8/Bjp1Eh8HwzDWhYW0IBAbC5Qsqd0fNw6d+vbFVgBnnj5F44EDgUWLhPl7yZKifUFCLgc2bhTu7gDw9CnQujVw44bFb1WkSBHs2rVL49186dIldOjQAS9fvtRr5+Wlb9bw2WcW70oW5HJxz4oVxf6VK0CfPkA2XhIMw1gQFtKCgJcX8PChdt/FBfjrL3Q+cACy6tWFy/m4cUDt2iJS8/KyV0+tR+HCwv2obl2xHx0txNQKZVICAgKwf/9+TTGGkydPomvXrkhOTtZrV6uWiBIBYOZMsx0cjcLbG9i+XfwFgL//BoYPt2pxIIZ57WEhLQh06yYWLl6/rn+8ZUvg7Fnghx/EN+vly+J1754wiC1oeHoK5ahWTew/eCDEVPdHhoUICgrCnj17UKRIEQDAwYMH0bt37yxWgkOGACNHCiHr39825c+CgsRof2ZVOPz+u6i0xzCMlbDRnK3dKdDJRrpZuxkZ2bd5/FiUKdFN7fz4Y6KEBJt21SZERxMFB2ufNThYHLMCJ06cIDc3N00CUp8+fSjD4N8gJYWofn3Rlbp1xT+XLVi/XrsUByD64Qfb3JdhCgqcbPQ64eIiSoFs2yYKYBtGppGRYnzv3j3g+++BVq2EFc/nnwPBwcCffxassT9fX1GftVw5sR8ZKRKQsqniYi6hoaHYtm0bXDJtjNasWYORI0dCpZNdpFCIqi1FiwLh4dp65damZ09g4ULt/pgxBSvPjGEcBhsJu90p0BGpmi1bRGSqdjYKCxN/AXF861bRTqUi2rhRrM1QhyuNGhGdOWPf/luaO3eIAgL0DWlfvLDKrbZv305OTk6ayHTkyJGkNPA83rNHGyEuXWqVbmTLlCn6S22PHLHdvRkmP8PrSA14LYSUSIwbrlxJ1KMHUatW4u/KldmPJyYnE332GZGrq7Z8ybBhRDExtu+3tbh+ncjPT6skoaFWKwy+Zs0akkqluYrpZ59pR9Zt9btFpSIaNEj7ERQpQqRTfIlhmBxgITXgtRHSvPDgAVH//tpvWg8Poq+/JkpNtXfPLMOVK9pI3cpi+ueff+qJ6YgRI/TEVKkk6tzZtmYNRERpafrVYkqUILp50zb3Zpj8Cs+RMsZTqpSoqHLkiFg+Eh8PfPABUKOGWFKS36lSRcyZFi0q9k+eFAYOVlhP269fP/zxxx+QSsX/Wj///DPeffddzZypVCr8I8qXFxm8Awda36wBAJydxTxtSIjYj4oC2rSxSkIzw7x2sJAyWho3Bk6dApYuBYoXF0k6HToIixwrmBvYlBo1gAMHAB8fsX/qFNCunV3EVG3WUKiQ+J3y6acW70K2uLsLc4hMYybcvStysJ4+tc39GaagwkLK6COVAsOGiczfiRMBJydgxw7x7TtpkohW8yvZiakVI9NVq1bpiemoUaM0YlqzptasYdYs2wX+RYsCe/dqE5qvXQPat8/f/6wMY3dsNNRsd3iONI9ERBC9+aZ2cs3Xl2j5cjHZl1+5eFF/zrR+fatl8/711196c6ZvvfUWpaena94fNUqbAHT7tlW6kC23bxP5+2s/gmbNiJKSbHd/hskP8BwpYxmCg8V44PbtwjInJgZ4+22gQQPgxAl79y5vVK8OHDwIFCsm9k+fFmOcVohM+/btqxeZ/vbbb+jXrx/S0tIAAAsWiHnLFy+AXr2AlBSLdyFbAgNFZKqeNj50COjRQywvZhjGNFhIGePo2FHYC86bJybbTp8WJvGDBwOPHtm7d6ZTrZoY5lWL6ZkzQkwNKrlYgr59+2Lt2rVwdnYGAKxfvx5du3ZFUlKSxqzBx0e4OY4da/Hb50iVKsL/191d7O/eLcQ8U+MZhjESFlLGeORy4MMPxfzp0KHi2MqVotzIl1/aLpyyFNWqici0eHGxf+aM8Cd+/Njit+rZsye2bduGQoUKAQB2796NN998E/Hx8QgIAP76S0xPL1smcr1sRb16Ygrc1VXsb98OhIVxxRiGMQUWUsZ0/PyEJeGpU2KINzERmDpVJCRt2ZK/7AarVhVi6ucn9i9eBJo1s8q6kHbt2uHvv/+Ge2YIeOjQIbRp0wbPnj1Dmzba7N2xY4WVoK1o2lSIaabGY8sWoF8/FlOGMRYWUibv1K8PHD0qFkaWKAHcvi0q0bRrZ5XC2lajShUxSZhZYxSRkUJMrVCqpWnTpjhw4AC8M+ucnT59Gi1atEBUVBSmTAG6dBHzlD17WsUaOEdatBBWzZmWwdiwQRQkz8iwXR8YJr/CQsqYh1QqvnGvXxdRqVwuslhq1ADef19k0eQHgoKAw4e160Ju3xahmmEBAAtQr149/Pvvv/DLjIIvX76Mpk2b4s6dW/j9d2HWcO+eMGtQKi1++xxp3VpEo+rya2vWiDJwtuwDw+RHWEgZy+DmBnzxhYhEu3YV377ffSfmT3/6KX98G5cpIyLTSpXE/n//icj08mWL36patWo4fPgwypQpAwC4desWGjVqhNu3z2LjRjHMunu37cwa1LzxBrBxo/g9BIjCQIMHc2TKMLnBQspYlvLlRVXpPXuAypWFbc6oUSKr5dAhe/fu1ZQsCfz7r3BMAMRynxYtREqthalQoQKOHDmCKlWqAAAeP36M5s2bIyZmL376SbSZPVusPrIlHTqITOLMJGP8+acoSs5zpgyTPSykjHVo2xa4cEEslPT0BM6fB5o3B/r0Ae7ft3fvcqd4cbE0pn59sf/smajheuyYxW9VqlQpHD58GE2aNAEAJCQkoEOHDpBKV+Hdd0Xe1sCBwJ07Fr91rnTuLMRUHZmuWwf07s3rTBkmO1hIGevh7Ay8957w6R05EpBIgLVrxdDprFlAcrK9e5gz3t7Avn1ApsAhLk64vO/ebYVbeWPPnj3o1q0bACAjIwMDBw5EmTILEBoqppl79rT9x9Wli/6c6ZYtwrQhv61yYhhrw0LKWJ9ixYSx7NmzIoEnORmYOVMI6rp1jrtcxsNDCGfbtmI/OVmEaqtXW/xWhQoVwvr16zFy5EjNsSlTJqB69dnw8SGcO2dbswY17dvrL43ZuVN8BElJtu8LwzgqLKSM7ahVS8w/rlkjlprcvy9W/7dsKdZvOiKFC4t1Ib16if2MDDFhuGSJxW8lk8mwZMkSzJ49W3Ns6dIZqFbtc0ilhOXLbWvWoKZ1a2GqX7iw2N+3T8yjJiTYvi8M45DYyPvX7rBpvYORmEg0YwaRi4twTZdKhYP7kyf27ln2ZGQQDR+udXkHiD79lEilssrtfvnlFz2z+zJllhBAJJcTnT5tlVu+kqNHRc139eM3aGC7wuQMYw/YtJ5xbFxdxfBuRITIYlGpxPBvUBDw/feOt95CJhPLeKZM0R775BNRas4KlbnfeecdbN68Ga6Z3n337o2Gq+tepKWJ4NiWZg1qGjUS0aiXl9g/cULkj0VF2b4vDONIsJAy9qVMGZGA9M8/YslJbCwwfrwYBt6/386dM0AiAebMEcb9ahYsEL7DVlgb0rlzZxw6dCjTuIGQlNQLUukt3LsHDBhgn6W59euLfypfX7F/+bLIx7J1VjHDOBIspIxj0Ly5MJhdskTU9rpyRWTJ9ughXIYciQ8/FO7ymaXRsGKFSKu1QgZO3bp1cerUKdSoUQNAPFSq7gCS8PffYo2pPahZU5hAZXpJ4PZtoHFj8U/GMK8jLKSM4yCTCfOG69eBcePE/qZNwgv3448dK7vl7bf1F1pu2yaE3wpjrgEBAThy5AjefPNNAJcAjAAghHTbNssPKxtDUJCwWa5cWexHRQkTqFOn7NIdhrErLKSM4+HtDSxcKAwd2rQRLgBffCGKjK9a5TjLZbp3F+ms6oKex4+L0MwKZvfu7u7YunUrxowZA2AVgMUAgJ49k3Dtmn1cEkqWFGZV9eqJ/efPRYbvgQN26Q7D2A0WUsZxqVpVWA1u2gQEBooC4gMHikm5M2fs3TtBq1ZCTdRl2CIjRcHz8+ctfisnJycsWrQI3333HYCJAI4jPd0N9erdxc2bli/7Zgw+PmIqu0ULsZ+QALz5pljhxDCvCyykjGMjkYjSbFevAp9/LhYzHjsGhIQAw4YJL1x7U6uWiEaDg8V+dLQY57RSstT48eOxdet6FCo0BMBjJCUFo0aNwzh+/IRV7vcqPDxEYN6li9hPSwP69hV5WAzzOsBCyuQPXFyA//1PRHwDB4rh3eXLRXWZr78W3972pGxZMWnYoIHYf/lShGZ//WWV23Xu3BnHj69D8eLvAVAiObkvmjb9Hb///rtV7vcqXFxEDdN33tEemzAB+Ogjq6wOYhiHgoWUyV+ULAmsXClEq149ID5eZNFWr277MimGFC0qolB1aJaeLlyQvv7aKrerWbMmLl9eiMDAZQAApXIB3nprESZOnIgMO6zDdXICfv4ZmDFDe2z+fFGGzd6/cxjGmrCQMvmTRo2AkyfFMpTixUWmb8eO4mWFYtxG4+oqQrMRI7THPvxQmPdbYeFnsWLFEBExFIGBFwAoAKzHt9+uQIcOHfDCDkXVJRLhs/Hjj9rVQatWiX+Wly9t3h2GsQl5EtLFixejbNmycHFxQWhoKE69Iud93bp1qFSpElxcXFC9enXsNIgcNm7ciDfeeANFixaFRCLB+WwSNVJSUjBmzBgULVoUbm5u6NmzJ2IcYX6MsR9SqViGcv068MEHIiTauROoVk2MKcbH26dfTk5CSXQXei5cKNaaJiZa/HZyuTPOnauJYsXiAJQBsAp79+5HSEgIrl69avH7GcPIkaJAuIuL2N+3TywVfvTILt1hGOtiqvfg6tWrSS6X0/Lly+nKlSs0fPhw8vLyopiYmGzbHz16lGQyGc2dO5euXr1K06ZNI2dnZ7p06ZKmzYoVK2jWrFn0yy+/EAA6d+5cluuMGjWKAgICaP/+/XTmzBlq0KABNWrUyOh+s9fua0BEBFGHDloz2OLFiZYtI1Iq7den5cuJnJy0fapXjygqyiq3uniRSKHIyLzVLAJA7u7utGHDBqvczxiOHiXy9tY+fkCA6CfD5AeM1Q2ThTQkJITGjBmj2VcqleTv709z5szJtn1YWBh17NhR71hoaCiNHDkyS9s7d+5kK6SxsbHk7OxM69at0xy7du0aAaDjx48b1W8W0teIHTuIKlbUF69jx+zXn7179d3ey5QhunzZKrf64w9dX/2OGtP7SZMmUXp6ulXu+SquXhWPrO6XuzvR7t126QrDmIRVTOvT0tIQHh6ONm3aaI5JpVK0adMGx48fz/ac48eP67UHgHbt2uXYPjvCw8ORnp6ud51KlSqhdOnSJl2HeU3o0AG4dElkuri7izWnjRoBgwbZZ2yxTRuRHFW6tNi/d08YN1jBuWDAAGDMGLHt7LwaQCAAYO7cuXjjjTfw+PFji9/zVVSuLAzu69cX+y9fijnTn36yeVcYxiqYJKRPnz6FUqmEr9qxOhNfX19ER0dne050dLRJ7XO6hlwuh5e67IQR10lNTUV8fLzei3mNkMvFvOmNG2IeVSIB/vhDLJeZMwdISbFtf6pVE2pSp47Yj4sD2rUDrLBc5ZtvxCqc9HQ3lCx5EjKZGwDg4MGDqFOnDk6csP16Uz8/YXbfvbvYVyqFG+SkSbw8hsn/FNis3Tlz5sDT01PzCggIsHeXGHvg6ysye0+dEo5DiYliPWrVqsDmzba1GyxRQhQ279xZ7GdkAG+9JcqxWVBN5HJg3TqgWDHg4cNiaN36Jjw8xgJYj4cPf0ejRlF46639SE62rdWiq6vo1wcfaI/Nmydquycn27QrDGNRTBJSHx8fyGSyLNmyMTExmaWesuLn52dS+5yukZaWhtjYWKOvM3XqVMTFxWleDx48MPp+TAGkXj0xvLpyJeDvL0qWdO8OvPGGcE2yFW5uwvJw3Djtsc8+E2piwYzeUqWA1atFIL5njy/i47+Hh0cFAA9B9B9+/70VihR5ifXrbevTK5OJEfcfftAuj9mwQVgMcl1TJr9ikpDK5XLUrVsX+3Wsz1QqFfbv34+GDRtme07Dhg312gPA3r17c2yfHXXr1oWzs7PedSIjI3H//v0cr6NQKODh4aH3Yl5zJBLhihQZKaJSuVysy6hRQ6zztNW6S5lMLIdZsEBfTZo2Bf77z2K30S2W4+wM7N5dFW3arAQwHoA7UlMPoHdvJ/z4o+3njd99F9i+XfyuAMSAQb16jmOhzDAmYWoW0+rVq0mhUNBvv/1GV69epREjRpCXlxdFR0cTEdGgQYNoypQpmvZHjx4lJycnmj9/Pl27do1mzJiRZfnLs2fP6Ny5c7Rjxw4CQKtXr6Zz585RlM4ygVGjRlHp0qXpwIEDdObMGWrYsCE1bNjQ6H5z1i6ThVu3iLp106aTFi1KtGQJUUaG7fqwY4dIY1X3wc+P6ORJsy+bnEzk40PUtat4AUSlSqmoYsXKBIDkcjkBUgI2kUTyhFasWGv2PfPChQtEpUtrH9/FhejPP+3SFYbJgtWWvxARff/991S6dGmSy+UUEhJCJ06c0LzXvHlzGjJkiF77tWvXUsWKFUkul1PVqlVpx44deu//+uuvmjR93deMGTM0bZKTk2n06NFUpEgRcnV1pe7du+sJ7atgIWVyZO9eoqpVtd/mNWsS/fuv7e5/+TJRYKBF1WTFCnGpyEii2FiioCAiYJdmbenJkyepUqVKBFTMvO0AGjVqFCUnJ1vooYwnJoaocWPdZTtE//uffZf/MgyRlYU0P8JCyuRKejrRwoVEXl7ab/OwMKK7d21z/ydPiJo101eTadPyrCY9ehA1aaLdv3SJSKE4TEBTKlx4An33HVFMzEsaOHAgAYcJWE8AqGbNmhQZGWmhhzKelBSit9/Wf/yuXYni423eFYbRYJV1pAxTYHFyEglAN26IdRlSKbB2LVCpkjCPTUqy7v19fIC9e0VpODVmJCHFxgp/fzXVqgEbNjSBv/8hJCbOxXvvAdWquaFq1RWoU6cUpFJvAMCFCxdQt25d/GWlqjU5oVAAS5fqTxtv2SKW/965Y9OuMIzp2EjY7Q5HpIxJnD+vHyGWLk20Zg2RSmXd+6pURN9+SySVau9duzbR/fsmXcYwIlWTnCymgcuW1V5eJiMKDEymoKBQvamVESNGUFJSkmWeywR27yby9NSfuv7nH5t3g2F4aNcQFlLGZFQqorVr9bNhmjcXImttdu7UtxX08yPSyUV4FbpzpNmRlkb022/6U7NubiqqUmU7Ab4aMa1RowZFRERY6KGMJzJS3+XRyYnoxx9t3g3mNYeF1AAWUibPJCYSzZxJVKiQ+FaXSolGjhTzmtbkyhWicuW0aqJQEK1cadSpulm7OSUhZ2QQdekikoarVdPextk5nWSyHwgIIADk6upKy5YtI5W1o3EDXrwgatdOf950+HAxn8owtoCF1AAWUsZs7t0TCUjqb3UvL6LvvhPhnbV48kREwbpq8v77IjnqFWzdKjS/a9eskWlEhDgulYp2KhXRtm1EoaG6t0ol4BcCyhMA6t27Nz1//twaT5kj6elEEyboP379+iaPdDNMnmAhNYCFlLEY//4rlsiov9mrVBFLaKxFairRiBH6atKiBdHjx688dcsWEZkCYolJWJh2qYmPjxBRXVQqon37xOW1t8sg4A8CqlBAQAAdOnTISg+aMytWiFVB6j75+BDt32/zbjCvGZy1yzDWolkzIDxcFO8uWlRYDLZtC3TrJqwHLY1cLkql/PSTsCgChAN83bqiH7nQpQvw4IFwRvT1BZ4+FX9XrhTH1ba/aiQSoHVr4OBB4MgR4M03AUAGYACAK3jwYAGaN5+I6dOnIyMjw/LPmgODBgHHjwOBopgNnj4VH/ncuba1S2aYbLGRsNsdjkgZq/D8OdF774nUV4BILieaOpXo5Uvr3O/oUZF4pDtv+vvv1rlXJuHhRG++magXEAM7qWrVkXT79m2r3tuQZ8+I3nxTPzjv2ZPXmzLWgSNShrEFRYqIxY8XL4oQKS1NlGkLDhZl2ywdLjVqJKJQtcd0aiowZAgwfjyQnm7Ze2VSpw6wc6crLl5UolatSwCUAN7ElSs/IijoP0ydesBmUaG3t/DonT5de2zDBiAkBIiIsE0fGMYQFlKGsQRVqgB//y1Ks5UrJwqIDxokCnhb2ond318M7Y4apT32/feigLhBpSVLUr26DOfOVcf69Zfg7r4aQBqUyqb48stWKFbsJv78M8EmgiqVArNmAdu2AZ6e4lhEhCgcvmGD9e/PMIawkDKMpZBIgK5dgStXgC++AAoXFhN7ISGiuLgJxexfiVwOLFkC/PKL2AaAQ4dECZXTpy13n2zo2bMW/vuvA3r0mATgOwDJePasAgYMcEP58i+xZo0o3G1tOnUSv1GqVxf7CQlAr17ARx9ZLThnmGxhIWUYS+PiAkydCly/LqJSIuDXX4GKFUUxzrQ0y93rnXeEgPr7i/3//hPl2JYvt9w9ssHDwwMbNizAqlXF4O5eA8CXAF7izh139O0LVK6swm+/WV/QKlQQv1X699cemz8faN5cJFMxjC1gIWUYa+HvD6xYARw7JsYdX74U4VK1asCOHZa7T2iomDdt0kTsp6YKz94RI4CUFMvdJxv69++PK1cOoHXrfQDKAJgB4Dlu3JBi6FAgKEgEztbsRuHCYjr6u++0Sc3HjwO1aln2Y2aYHLFR8pPd4axdxq4olUTLlxP5+mrTTd98UzgjWIrUVKIxY/RTWmvVIrp503L3yAGlUknfffcdubi4EOBGwEcERGu6UaIE0ddfEyUkWLcfJ0/q+wgDRJMmWdczgym4sCGDASykjEMQF0f00UdEzs5aE9kPPhBFQy3F779r7QwB4QC/aZPlrp8LV69epbp162Z69boQMJbkcq2gFi1K9Nlnwv7PWjx/rl+vHSBq1IjdkBjTYSE1gIWUcSgiI4k6dtR+0xcvTrRsmeWqWV+8qO/6DgjBtkFolpaWRtOnTyeZTJYpqM7k7Pwu+fi80HTFw4Po44+tZ1esUhEtWKD9vQIQeXsT7dhhnfsxBRMWUgNYSBmHZOdOfcGrW1eYLliC+Hh9b2C1T+B//1nm+q/gxIkTFBQUpKkkA8ioUqXZFBSUqumOq6vw0n340Dp9OHmSqEwZHupl8gYLqQEspIzDkpoqJhB1y6YNGGAZwVOpiL7/Xj80K1bMut7AOiQkJNDo0aN1xBRUqFBheuedHVSnjkrTJbmcaNQoojt3LN+H58+FQT8P9TKmwkJqAAsp4/BERxMNG0YkkWjDtc8+EzXRzOXECf26qhIJ0ezZlhtKfgX79++nMmXK6Alqs2bNafnyRxoTfUA4LQ4ZYtkcLCJtvXQnJ/3iPevWWfY+TMGChdQAFlIm33DmjAiZ1N/4gYFEGzcKNTCHp0+zGtW2a2dUFRlLEB8fT++++66emLq6utLChd/TgQNKatNGX+fDwixfQ/3EiaxDve+8Y/1sYiZ/wkJqAAspk69QqYhWrSIqWVL7jd+6NdHly+ZdV6kUUa5Uqr2uvz/RwYMW6bYxZBedNm/enG7dukUnThB17qwvdJ07CwG0FC9eZJ06rlhRmPMzjC4spAawkDL5kpcvRXqrQqEd+xw3Tkz8mcP+/SJTWDcEnD7dqILhliCn6PT7778npVJJ588LsVOPcgNEbdoQ/fOP+YE5kbjG8uVEhQtrr+/sTDR/vs1Gu5l8AAupASykTL7m1i2iHj203/pFixL98ANRRkber/nokYhydUOzpk2JHjywXL9fQXbRaePGjenatWtEJOZK33pLW6VOnXi8c6dlBDUyUiRK634EbduKj4ZhWEgNYCFlCgT79hFVrar91q9RQ4RpeSUjg+jzz/WVytubaMsWy/X5FWQXncrlcvr0008pNTWViEQ277vviuxedTfr1CHasMH8CDI1VSyJ0RVTHx+ibdvMfzYmf8NCagALKVNgSE8XS1qKFNF+8/fuTXT3bt6veeSIflYvQDR+PFFKiuX6/QoOHDhAFSpU0BPU6tWr08mTJzVtHj4kmjhRJDSru1mlCtEff5g/Kr13r7Ay1P0IxowhSkoy88GYfAsLqQEspEyB4+lTEaapE4dcXMQ8Z2Ji3q737BlR9+76SlK7NtH165btdy4kJSXRpEmTdFyRQFKplCZMmEAJOqm1T56IqWPdpbflyxP98ouIMPPKkydEXbrofwSVK4tEaub1g4XUABZSpsBy4QJRixbab/6AAKLVq/M2iahSES1erE1uAojc3IhWrLB8v3MhPDycateurRedli1blv7++2+9di9eiCTkokW13S1VimjhwrxHkiqVmH52cdFe08lJLLu1US4W4yCwkBrAQsoUaFQq4S6gu0iyWTOic+fydr3z54mCg/VDs379rOs2b0B6ejp99dVXmRVltII6ePBgevr0qV7bhARhDqU7NFu8ONFXXwmnxLxw+bIIyHU/gpAQkaDEvB6wkBrAQsq8FiQlEc2apa3+IpUSjRyZN9OFhASRMqurJKVLm5fclAeuX79OLVq00BPTYsWK0cqVK0llEHUnJxMtWaL/e6JIEaKZM8XItamkphJNm6a/7LZQIaJFiyyTNcw4NiykBrCQMq8V9+8T9e2r74e3YEHe3Nr/+kuUYtNdczplinmTkSaiUqnol19+IU9PTz1Bbd26NUVmEyKmpRH9+qt+PQA3N6LJk4UTo6kcP04UFJR1mYyN/P8ZO8FCagALKfNacuiQKO6tm+K6Z4/p17l3j6h5c30lqVOHKHO9p6149OgR9ezZU09MFQoFzZo1i1KyyTDOyBDTxTVqaLvt4iISkk1dLpuQQDR6tP5H4OVF9OefFno4xuFgITWAhZR5bcnIIPrpJ7E4Uq0AXboQ3bxp+nW+/FK/kkyhQmIs1cbjnNu3b89i5BAcHEwHDhzItr1KRbR1q5jjVHfd2Vn47Jr6MezeLVwVdQW1Tx+RRM0ULFhIDWAhZV57nj8nev99bQkUuVwM0b58adp1wsOzJiJ16kQUE2OdfudAQkICTZo0iaRSaZZkpMc5zAmrVGK9qG5wLZWKqnVXrhh/72fPRO6V7kfg60u0aZNFHo1xEFhIDWAhZZhMrl4leuMNrQKUKCGWt5hiEZSYKNaw6ipJ8eI2dURSM3jwYD0hBUDe3t60dOlSUubyTIcPE7Vvr/8IPXqYZl6/erW+L4Y6uZmj04IBC6kBLKQMo4NKJUSvfHmtAjRoQHTqlGnX2bZNFArXVZK33iKKjbVOvw24evUqOTk5EQAaN24ceXl56QlqkyZN6NKlS7le48wZfRtjQFSbO3LEuD48fCgCcsPfFBs2WOABGbvCQmoACynDZENKipj3dHPTF8KoKOOvER2dVUkCAsQYqpXp1q0bAaAuXbpkdiWa+vfvryemMpmMJk6c+Mr/9y9fFkO8uktdWrQQ9savmgJWqURQ7+WVde70yRNLPS1ja1hIDWAhZZhcePiQaPBgrQK4uxPNnWv8Ehd1XTJ3d30lGT3aqlWzo6Ki6O2336abBhlDe/bsyeLbW6JECVq1alWWtaeG3LghkpB0c6pCQ0Xw/SpBffQoq8VgsWLCK4PJf7CQGsBCyjBGcPy4fmprUBDR9u3Gn3/3LlGrVvpKUr688eOkFiQ5OZlmzZqVxRmpefPmdNmIAun374vSr7pWgTVrEq1Zk3v1OpVKmOgbzp327p03XwzGfrCQGsBCyjBGolQS/fYbkZ+f/qShsWtGlUpRnUbtroRME4ePPhLWQxbgzp07Rre9ffs2denSRU9MnZyc6IMPPqB4I/wDo6NFmTXd0e/gYPER5eZvERVF1K2bvpj6+OTdBpmxPSykBrCQMoyJxMUJBVGPcTo5iRpmxiYSXb9O1KiRvpJUriyiXjO4c+cOubi4UNeuXemlCUt3tm3bRuXKldMTVH9/f/rrr79eOdxLJJa8zJihPw9atqxYRpvT7wOVShg2eHvrfwydO9u0fjqTR1hIDWAhZZg8cv26fjJR8eJES5cat1wmI0PMtepW5JZIxHrWPM6dqp2NWrRoYZQA6qIe7lUoFHqC2rJlS7pi5ELSuDiRn1W8uP4Kom++yfmRoqOzZga7u4tCO+YWJmesh1WFdNGiRVSmTBlSKBQUEhKiV3g3O9auXUvBwcGkUCioWrVqtGPHDr33VSoVffLJJ+Tn50cuLi7UunVrum5QA9HQxQQAzZkzx+g+s5AyjJns2qVvxFC3rvFzn5cuEdWrp68kgYEiJdYE9u3bp8nEvXjxYh4eQvD3339rls3oDve+//779MLICjeJiUTffSfKtukO3X7+efZBu0pFtH69/og5IIJ2U8wgGNthNSFdvXo1yeVyWr58OV25coWGDx9OXl5eFJODq8nRo0dJJpPR3Llz6erVqzRt2jRydnbWW9v15ZdfkqenJ23evJkuXLhAXbp0ocDAQErWGS8pU6YMzZ49m6KiojSvBBN+0bKQMowFSEsToZduRe3+/Y0bp0xPF9GpbvYOIFJkjRCvtLQ0qly5smbNqLnExMTQzJkzKTAwUE9QfXx86KeffqKM3DKKdEhJIfr5Z6Jy5bSP5OkpqsZkt/Tl+XOi4cP1PwJnZ1GhJhu7YMaOWE1IQ0JCaMyYMZp9pVJJ/v7+OUaHYWFh1LFjR71joaGhNHLkSCIS0aifnx/NmzdP835sbCwpFAr666+/NMfKlClD3377rand1cBCyjAWJCZGCKBEIpTA1VVU2DYmmej6dVErVVdJ/P1f6Yr07bffaoTu+fPnFnoQoqSkJJo5cyYVKlRIT1Br1apF//77r9HXSU8X2bqVK2sfy9WV6IMPxLIYQw4ezFpRpkoVoqNHLfZojJlYRUhTU1NJJpPRJgNDycGDB2sWRBsSEBCQRQCnT59ONWrUICKiW7duEQA6Z1CAuFmzZjR+/HjNfpkyZcjX15e8vb2pVq1aNHfuXErPpVx9SkoKxcXFaV4PHjxgIWUYSxMeTtS4sX72zYYNr05LVSpFlo7hutM+fbJdIxIdHU0eHh4EgH7++ec8d/fatWu0PYflPPfu3aM+ffpkmUIKCwuje/fuGX0PpVJ8BLpFwRUKsaT27l39tklJRFOnau2P1VPIY8aIuVjGvlhFSB8+fEgA6NixY3rHP/roIwoJCcn2HGdnZ/rToM7Q4sWLqXjx4kQkhn4B0CODn2y9e/emsLAwzf7XX39NBw8epAsXLtCSJUvIy8uLJkyYkGNfZ8yYkeV/CBZShrEC6tTUkiW1atCqlZgXfRX374ulNbpiWrQo0apVemJ86tQpKlu2LNWtW9foIdes3VRR69atCQB99tlnObY7dOgQ1apVS+97o1ChQjRz5kxKTEw04X5EO3fqJy47ORENHUpkWEL1/PmsU8glSxr3m4SxHgVOSA1ZtmwZOTk5ZVuDkIgjUoaxOQkJYmJQoRBKIJMRjR0r1o3khkpFtHJl1jUib75JdOuWpllSUpJJ60cN2bhxI6nrl97SuW52ZGRk0M8//0w+Pj56ghoQEECrV682KVtYpRLDuK1bax9NKhXB94ULuvcU08+urvofQ6dORGY8NmMGxgqpFCbg4+MDmUyGmJgYveMxMTHw8/PL9hw/P79c26v/mnJNAAgNDUVGRgbu3r2b7fsKhQIeHh56L4ZhrEjhwsCnnwLXrgE9ewJKJbBoERAUBPzwA5CRkf15EgkwcKA4LyxMe3zXLqBqVWDOHCAtDYUKFULZsmXz1LXk5GRMnDgRAPDRRx+hXLlyubaXyWQYPnw4bty4gQkTJsDJyQkA8ODBA/Tt2xfNmzfHuXPnjLq3RAK0aAHs2wccPw506gSoVMCaNUDNmkDXrsCpU4BMBkyYAFy5ArRvrz1/+3agShXgyy+BtLQ8PT5jbUxV6JCQEBo7dqxmX6lUUsmSJXNNNurUqZPesYYNG2ZJNpo/f77erwDDZCND/vjjD5JKpUYnHXCyEcPYmP37iapV04ZWNWqI0OxVbNqkGSb+C6AlAGVUqkRkQuKPIbNmzdJElKZk+6u5evUqtWvXTi86lUgkNGLEiBxrn+bG+fNEYWHaXC2AqG1b7SOqVMKf17CAeNWqRIcOmXw7Jo9YdfmLQqGg3377ja5evUojRowgLy8vio6OJiKiQYMG0ZQpUzTtjx49Sk5OTjR//ny6du0azZgxI9vlL15eXrRlyxa6ePEide3aVW/5y7Fjx+jbb7+l8+fP061bt+iPP/6gYsWK0eDBg43uNwspw9iB9HSiRYv0jWd79cqadUMkMn5XrBDOBc2b04vAQCqWKVrL1OcOHWpyOZW7d+9q/HbXrFmT50dRqVS0bdu2LGb4Hh4e9NVXX+kt1zOWa9eIhgwRo+DqR2zSRCzZValEwtF77+lXpAGI3n6bq8rYAqsaMnz//fdUunRpksvlFBISQidOnNC817x5cxoyZIhe+7Vr11LFihVJLpdT1apVczRk8PX1JYVCQa1bt6ZIndn48PBwCg0NJU9PT3JxcaHKlSvTF198keP8aHawkDKMHXn6VKSiqhXBxYXok0+EqwGRWPri46NVkj596H1/fwJAwQCl6qqItzfRsmVGWwL16tWLAGFWb6oTki579+6lTZs2UWpqKs2bN4/c3d31BLVs2bJG2w0acvs20ahR+gZQdesSbdwoHjM8PGsyUtGiouAOOyNZD7YINICFlGEcgIsXiVq21KpBqVJioaVUStS1qyad9fLlyySTyQgA/d2ggRgDNczCadpUFBF9BVu3bqWKFSvSBd3MHhNJTEzUuKstW7aMiEQJt2HDhpFEItET1NDQUDqSx2o3//1HNGGC/qNWrSqSmFNShKWgrheG+neHGY/G5AILqQEspAzjIKi98sqU0Q+vTp/OfFtFrVq1IgDUrVs3kc7atauIRMPC9FXEyUkI8Sv+v1aaGbZNmTKFAFDp0qWzzLFeuHCB2rZtm2WpXc+ePbPUSTWWx4+J/vc/fdGsUEFYHN+9S9S3r/7HIJMRjR9vlEEUYwIspAawkDKMg5GURNSzp74TwYgRtG7ZsqzLVCIiRJuVK4n27BGqoqskvr6irpmOYOZm2GIKly9f1vjybsnBfUmlUtGuXbuoatWqemLq7OxMEyZMoGevWgKUAy9eEH36qfidoX7UgABRpW7btqwfQ7FiPNxrSVhIDWAhZRgHpEcPovr1ifr1IwIoHaCymUOln7z3nn7bxo1FeyKRmDRjRlbf3tBQolOnKCYmhgIDA2nhwoV5NnAgEpFskyZNCAB17dr1le3T09Ppp59+ouLFi+sJapEiRejbb7+l1NTUPPXj5Uui+fP1De99fYm++IJo+nT90q8AUYMGRGfO5OlWjA4spAawkDKMA9KqlXAmICI6fJiodm0KB6g3QIkSiXAj2LJFZP+GhYn2uty5I4Z9dVUEoHf8/AgA1a5d2ywhXZYZHRcuXNgkm8D4+HiaOnUqSaVSPUEtX748rV+/Ps9JT8nJYp60dGnt4xYpIsrEGn4MEgnRyJEiz4vJGyykBrCQMowD0qOHyJZRk5EhMmuaNtVXhRIlRGJSu3b65+tm+2aGZacBkmQK15FOnUTFmjwQHx9P3t7eBEBvnbuxrF27lgCQXC7PMn/apEmTV5afzI20NDGEq2t67+4u5k4NjfC9vYWtsRm/J15bWEgNYCFlGAdkxQrxbW9oPksk5kU//FBM/OkqQ+vWRH/9JRKWdLN909JI+fXX1CAz23egbmbw9u15Mq3dtWsXdevWjdJMFGOVSkV169YlADR9+nQKDw+nFi1aZBHUsLCwLLWXTSEjQ3wU1atrP55ChcTvEMMk5zp1iAzcXZlXwEJqAAspwzggyckiouzaNeeQKSlJzKM6O2cduyxXTm/tx++//04AyM3ZmR4aDPdS69bCUsgG7N+/nwBhdq92PlKpVLRlyxaqWLGinpg6OTnRu+++S1FRUXm+n1IpgvP69bWP6+ycNRkJIHrrLaJM/xzmFbCQGsBCyjAOytatWdaRaoiIEMelUtHuzh1h5KDrlAQQNWxIcYsXk29mks9XX31FdOoUUc2aWcV36FCihw9z7E5qamqWIhqmorYT1K3drCYtLY0WLVpExYoV0xNUV1dX+uSTT8z6jlKpRFKzbrlXmYzIy0v/Y3B3J/rySy4k/ipYSA1gIWUYB0Z3rrNxY5FYpK5z6uMjRFSX7t1FFexu3TT+ehsBkgIU5OlJKUePClVRqYiCg7OOc7q6iqzfbHx3v/jiC3J3d6fly5fn6VHOnTtHAEgqleZaZSY+Pp5mzpxJbm5ueoLq4+NDCxYsMMm5LTsOHyZq317/N4Ru3VNABPRcqi1nWEgNYCFlGAcnOVmsE+3RQ2Tn9ugh9rPzsNXN9n30iGjOHKLy5ek8QEfVKlGrlkhx7d6dqEULonnziDw99ZXEz08Y13bvTtSqFd1q145cnJ0JAK1cuTJPj9G/f38CQH379jWqfXR0NI0dO1azVlXXcnDlypVmm0mcPi0ez3CIV/fVogXRuXNm3aZAwkJqAAspwxQgDLN9icRE4YEDYk2qrmmtVCrWixw6JCyDxo3LGpoVKkSqBg3ozSJFCAC1cnYmVQ7mC6/ixIkT1L17dzp79qxJ5928eZP69euXJSGpZs2atGvXLrN8golEnfX+/bMa4OtGrMOH8/ypLiykBrCQMkwBIrdsXyKxeHLBgqzZNsHBIjKdOzeLkqzPFC65kxNFtGolFCePYmoO4eHh1LBhwyyC2qJFC7OWzKi5cYNo2LCsvyV050/nzuX5UyIW0iywkDJMAcKYbF+1R6+Xl6hVVriwvmL4+wtRbdKE4gHyzxSs6YCIdps2FffIQ3k0c+nQoQMBIC8vryyC2qtXL73qWHnl3j2isWOJFIrsBbV8eVEa9nWeP2UhNYCFlGEKGKZk+xIJY/uffyYKDNRXjDJl6P1KlQgAlQco2VBRPvvMqO58+eWXNGbMGLpz545Zj6VeOuPk5EQRERG0evVqKl++vJ6YymQyeuedd+j+/ftm3YuIKCqK6KOPsuZjqV8tWxKZOEpdYGAhNYCFlGEKIKZm+xKJ+dXatUU45uVFKoAmASQDaE+FCiJSNVST3r1FCTg1ukXIW7WihC5dyLtwYTK3eLhSqaQ6deoQABo7dqzmeGpqKi1evDiLh69cLqfx48dTtAUmNp8+Fb697u7ZC+qgQSKKfZ1gITWAhZRhCiimZPsS6Wf8JiWJts2a0V1d1fD0zF5RevQg+vbbLEXIF5YrRwConFRKGZs25flR/vjjDwJAHh4eGiMHXV6+fEmzZ88mDw8PPUF1dXWlKVOm5LnKjC5xccIM37DuKSByuCZPJoqNNfs2+QIWUgNYSBmGIaLsM36JxPDwRx9ltSSUSLIqip+fWIBJwmBBXfT7hxo1zEpSun37NvXt25fmzJmTa7unT5/S5MmTqVChQnqC6uHhQbNnz6b4+Pg83V+XxERRccZwxRAg/DAWLCAyLGZjEKhTjx5i3w7TzBaBhdQAFlKGYYjo1Rm/qanCx7dJk9wXXwJEHTvSqtmzCQAVK1aMkl6+FHOzZiYpGbvUJSoqisaNG5fFGN/Hx4fmz59PSUlJee6DmpQUom++yV5Qy5YlWrtWJCTpjrJnBuqajzCnUXZHh4XUABZShmGIyLSMX29vov/9TxjfZyOkKoBqZorXp0OGCEXRLUJuJOauEQ0PD89Ssg0AlShRghYvXpznOqi6pKeLUe3shnzLlcs57ysyUpv3ZYfVRGZhrG5IwTAM8zrh4gIsXw5s2wb07Alcv67/fmSkOL5tG/Dbb8DnnwN37wKNGgFFiwIymabpHgAXABQGMPr334E6dYCzZ0XbTZuM7tKHH36I/v374+7du3l6pL///hsqlQo1atRAv379IJFIAABRUVEYM2YMgoOD8dtvvyEjIyNP1wcAJyfg/feBFy+Ar74C3Ny0792+DahUQHJy1vMqVgQ2bAA6dwaGDQNSUvLcBcfFRsJudzgiZRhGD1MzftVJSlFRwpKwXDmKAmgyMtee6r5cXYkqVhQTjYYYTCTeateOnDNLv/39998mP0ZGRgaVLl2aANBvv/1GREQXL16kbt26ZYlQg4ODac2aNWbbDhIJI6kZM7IvyjNgQFaHpDwE6naHh3YNYCFlGCYLpmT8GiYpqS0J+/bNqibql7c30cyZRE+eiHOymUjs6+NDAKits3OeJhJfvHhBb731FpUsWTLLnOipU6fojTfeyCKoNWvWpI0bN5o9pEwk6gaULKnryniGgDhyciIaM0Y/w7dxY/Ex5hdYSA1gIWUYxixyS1JSWxIamj2oXwoFUdu2WSYST506RQBIIpHQuRYtzJpIzG0e9N9//6UmTZpkEdRatWrRpk2bzBJUdaD+8iXRkCHJBJQiwDtTUMWjf/yxWGkUFiba5xd4jpRhGMaS9O4N+PgAkyYBSqX+e0WLAu+9J+ZbmzUD5HK9uVSkpgJ794qJxLg4ICIClJGBDz/8EAAwaNAg1Nq3z6yJRLlcnuN7zZo1w6FDh7Br1y7Uq1dPc/z8+fPo3r076tatiy1btoCITL6vlxfw8KGYM61T52cA/6FQoUIAqgIQj/7550Dx4sCpU4Cnp8m3cHxso+v2hyNShmHMxhRbwvh4MZfq65ttlLolc0jXxcVFa/Vn4kTi2rVr6fz58yY9gkqlom3btlHdunWzRKi1a9emLVu2mBShqgP1c+cSyNfXlwDQjz/+SLdvE73xRtZHL1yY6Ndfxci4o8NDuwawkDIMYxHyYkvYvLlYN6JTw6x5pnhNkcmI3n1XiCiR0ROJiYmJGlP7Q4cOmfwYKpWKtm7dqrEk1H3VqVOHtm7dapSgqlcTVanyFQGgwMBAvWHmixeJQkOzCmqJEkSbNzu2KT4P7TIMw1iDLl2ABw+AlSsBX1/g6VPxd+VKcbxz56znyGTAm28C8fHABx8ARYpgG4BPAUxRKoElS4BKlYCGDcXw74sXWa+RkiLu0bMn0Lo1/mraFLGxsQgsWxaNGjUy+TEkEgk6d+6MM2fOYMCAAXrvnT17Fl26dEH9+vWxffv2XId8XVyARYvicfXqVwCAUaNm6g0zy+WAnx8glQIBAdrzoqKAbt3E8ph//zW5+46FbXTd/nBEyjCM3cjOlnDnTqKaNbNPTnJ2Jpo6lUg95GuQ7asKC6PamSb5X7m6mmUblJycTCVKlCAANGHCBKpVq1aWCLVevXq0ffv2HCPUmTNnEgCSySoRkJFjoK5SEe3YIeqsGz5yrVpE4eF5fgyrwEO7BrCQMgxjN3LL+I2OFvVSc6pjVr26GBLu0kVz/vHjxwkAKeRyetK+vdm2QdHR0fTFF1+QSqUilUpFmzZtopo1a2YR1Pr169OOHTuyCOro0aNJIpHQypVrjFpNpFQS/fFHVltjgKhhQ6IrV/L8KBaFhdQAFlKGYeyGMbaEaWlEdesSyWTZC2rRokSzZxM9eUKDBg0iADR48GCtnaGFi5ArlUrauHEj1ahRI4ughoSE0LZt2/QENSIiwmSjh7Q0ou+/z952sGVLohs3LPY4eYKF1AAWUoZh7IopGb/37hENHJit0cNjiYTkEgkBoJMnTmjPN9E2KDk52SgnJaVSSRs2bMhWUGvWrEnr1q0z2ykpKUmUbssuKO/QIWsdVFtVmWEhNYCFlGEYu2Nqxm/37kRBQeKVqSyHASoBUF2AVMWLa6JUU22DZs2aRQBo1KhRRrVXC2r16tWzCGrlypXpjz/+oPT0dFM+jSy8fEk0bRqRi0tW28GePYkePbJtlRkWUgNYSBmGcQhMsSXULUJ+/boQXrmc0gC6Y6g0xYuLjJ3sosNs/H1dnJ0JAK1evdqk7iuVStq8eXO2EWqFChVo2bJlZlebiY0l+uCD7H18JRKi9u1tU2WGhdQAFlKGYfId2WX7JicT/fQTUYUKOfv7/u9/InwjyjaE61SkCAGgVs7OpMqj6iQkJNCwYcPI29s7i6CWLl2aFi9eTMlmjrU+fSqW2BpOG0ulRKNGET1/rt/e0tPFLKQGsJAyDJPveFUR8ogIUWpF6xiv/woOzpLxu3XrVgJAzs7OdK1VK7NDOJVKRQcPHqRWrVplEdQSJUrQN998QwkJCXm+PpFIbG7aNOvjOTkRvf02ke7XuiWrzLCQGsBCyjBMvsPYIuSdOxO5uxNVqpS9oLq7E02YQEnXr1PZsmUJAE2ePDnPIVxO60mPHj1KHTp0yCKoxYoVozlz5pj1/dujB1FIiBjdlkjUjxZNgIpcXYl0tdpSVWZYSA1gIWUYJl9iSrYvEdHt20TvvJNtlPpJprCVKlqUXqrHRU0M4W7evEl16tTJtQzbmTNnqHv37lkEtUiRIjRz5kx6bjgmawS608V37xKFhPxDwG7N49WrJ0rFElmuygwLqQEspAzD5Fvy4u/bvbuIUGvV0gjpNoDKALQeme7xo0YR3bqVewhnkKg0JLOIeLu2bV/Z7UuXLlHfvn1JkrlcR/1yd3enyZMnU7Rh9e9c0J0uVqlU1LBhQwJAfn4/k7e3eMRKlcS8KkekVoKFlGGYfI0p2b5E+iHcgwdE48YRubtTMkAqw6FfDw+iKlWIDLNtDRKVIjt0IGmmGJ709DR6rUlERAS99dZbJJPJ9ARVoVDQu+++S7dv337lNXSni7dv304AqFChQvTo0SO6cYOoVCnxfrNmPEdqNVhIGYZ5rcgu4zcjQ4hjSIjuRKP2VaiQsCu8dk20MxhSHjBgAAGgTi1b5mmtye3bt2nkyJHknLn0Rv2SyWQ0YMAAunTpUo7nqqeLu3RRUu3atQkAffTRR5r3L1zQrj91c+OsXavAQsowzGvFqzJ+o6KIJk/O3p8PEGtOatYUdVWJ6MqVK5oh2rNnz5q11uS///6jDz74gApnGu/rvjp16kRHjx7N9rytW4kkknUEgAoXdqenT59q3ouI0OZalShhmXqnVhXSRYsWUZkyZUihUFBISAidPHky1/Zr166l4OBgUigUVK1aNdqxY4fe+yqVij755BPy8/MjFxcXat26NV2/fl2vzbNnz6h///7k7u5Onp6e9Pbbb9PLly+N7jMLKcMwrxXGZvx26ULk6Smi1+yiVLmcqGdPCmvblgBQ9+7dteebmKj077//6rkfPXv2jGbNmkVFixbNIqjNmjWjXbt26SU0ZWRkUKlSlTPbTM8yXVy0qJj6BYgOHjT9IzPEakK6evVqksvltHz5crpy5QoNHz6cvLy8KCYmJtv2R48eJZlMRnPnzqWrV6/StGnTyNnZWS+E//LLL8nT05M2b95MFy5coC5dulBgYKDeYt727dtTzZo16cSJE3T48GGqUKEC9evXz+h+s5AyDPPaYWrG75MnRDNnZsn4jdARuIsffqi/cNPIzJ4rV64QACpXrhwlJibqvZeQkEALFiygUqVKZRHU2rVr05o1aygjI4OePXtG3bp1I29vb/rpp9hsp4uHDBHdnjTJrE+OiKwopCEhITRmzBjNvlKpJH9/f5ozZ0627cPCwqhjx456x0JDQ2nkyJFEJKJRPz8/mjdvnub92NhYUigU9NdffxER0dWrVwkAnT59WtNm165dJJFI6OHDh0b1m4WUYZjXkrxk/LZqRdS6NVG7dkQyGakyM36n6Q77vvkm0dGjOa81Mcj2HRkYSACoW+fOOXY1NTWVli9fTsHBwVkENSgoiH755RdKSUmhx48f53iNpUtFF994Iy8flj7G6oYUJpCWlobw8HC0adNGc0wqlaJNmzY4fvx4tuccP35crz0AtGvXTtP+zp07iI6O1mvj6emJ0NBQTZvjx4/Dy8sL9erV07Rp06YNpFIpTp48me19U1NTER8fr/diGIZ57ejSBXjwAFi5EvD1BZ4+FX9XrhTHO3fOeo6XF5CaCuzeDTx7Bsn8+egUEIBP1e8rlcCuXUDjxsCmTUB0NPDsmfb8rVuBgABg8GDg8WM88/DAinv3AADvHzoEbNuWbVflcjmGDh2KK1euYP369ahbt67mvRs3bmD48OEoV64ckpOTc3zc0qXF30ePTPiMzMQkIX369CmUSiV8fX31jvv6+iI6Ojrbc6Kjo3Ntr/77qjbFixfXe9/JyQne3t453nfOnDnw9PTUvAICAox8SoZhmAKGiwswcCCwYQOwf7/4O3CgOJ4d3boBR44A168Dnp7ABx8A9+8D4eFAz56As7O2bXo6cPUqUKwY0KIFMHs20L27ENnISODwYfwcEoJklQq1q1RBs+bNxfW3bs2xuzKZDD179sTp06exd+9etGrVSvOer69vrt/nMpn4q1Qa//GYi0lCmp+YOnUq4uLiNK8HDx7Yu0sMwzD5g969AR8fYNIkfUWqUwdYvx6IjQUWLwYKF9a+RwT8+y8wY4ZQs6AgwN0d6enpWLRoEQDg/cmTIdm4UUTBw4YBKSm5dkMikaBNmzbYv38/Tpw4gW7dumHq1KmQSCQ5nhMTI/76+OT14U3HJCH18fGBTCZDjLqnmcTExMDPzy/bc/z8/HJtr/77qjaPHz/Wez8jIwPPnz/P8b4KhQIeHh56L4ZhGMYIXFyA5cvFEGzPniIy1eXBA2DPHiA5WQjq4MH60W16OjB/PuDvj/WVKuHRo0fw9fVFnz59hMh+9ZUYYl6/3qjufPXVVzh37hx+//139O7dO9e2p06Jv1WrmvLA5mGSkMrlctStWxf79+/XHFOpVNi/fz8aNmyY7TkNGzbUaw8Ae/fu1bQPDAyEn5+fXpv4+HicPHlS06Zhw4aIjY1FeHi4ps2BAwegUqkQGhpqyiMwDMMwxtC5s5j/PHoUCA4GmjQB+vQRfytVEsc3bwZGjwZ+/11EqfXrA66uepf55/ZtAMDoFy+g+OAD4O5dcT31/OorePnyJT799FO8++67uHDhQq5tlekqtP45DL2wDq1bqvL44HnA1Cym1atXk0KhoN9++42uXr1KI0aMIC8vL41n4qBBg2jKlCma9kePHiUnJyeaP38+Xbt2jWbMmJHt8hcvLy/asmULXbx4kbp27Zrt8pfatWvTyZMn6ciRIxQUFMTLXxiGYaxNXgqR374tCom6uREBdBygx7prU6tXJwoNJWrRIud7Zmb8/pyZwRtcogSpkpJy7eqZSauJAIqDByX+Z7oxviFWNWT4/vvvqXTp0iSXyykkJIROnDihea958+Y0ZMgQvfZr166lihUrklwup6pVq+ZoyODr60sKhYJat25NkQZrnp49e0b9+vUjNzc38vDwoKFDh7IhA8MwjCNhaEuYnk60aZMozZKde5JUqrUkVGPg71s/s3D4vNyW6xARPXtGGSVKEgF0qM0sizyOsbohISKyXfxrP+Lj4+Hp6Ym4uDieL2UYhrEGK1eK+dLISKBiRf33Hj0CFiwAfvlFDAMbEhQEtG0L/PijGFaeOxcXkpNRq1YtODs74+GhQyj25Zdi3nbTJrGsR01SEtCxI/DPP+I6Fy4AhQqZ/TjG6kaBzdplGIZhbExO2b4A4O8PzJ0LPH4MNGyov4QGAG7cAH74QcSqMhmQmIilS5cCALp164ZiDRqIZTuGGb/37wOtWwsRdXMTCUwWEFFTYCFlGIZhLMOrsn0jI4XYnjwpRPHJE7HuVNcngAjYuBHJdepAtmgRvAEM799fvKeb8bt0qVhqU6UKcOIEUKSIMJCoUcNmj6uGh3YZhmEYy7J1q4ganz4V2bklSwIPH4pMXx8fIba6jkpEQMuWwMWLQHw8oFTiOQBvAOkAnCpVgqRBA7FuNT4e2LgRSEzUnt+4scgcLl/eoo9hrG6wkDIMwzCWJyVFDLNu2iTmRL28hONRr17ZOyq1bi3ckX7+WUSbX3yhbzuYHY0aAe+/L6JfqeUHWFlIDWAhZRiGcWB69hTzp4cPa4+dPSuiVIUCuHNHGEC4uQG//gqUKwfs3GnVLhmrG05W7QXDMAzDGEO3biLj9/p1bcZvnTripUtkJDBlCjBtms27mBOcbMQwDMPYn9wyftUolcDkyaJdr1627V8usJAyDMMw9seYjN+ePcX7y5fnXLnGDvDQLsMwDOMYqP19hw3T+vEaZvxu3px9DVU7whEpwzAM4zjkpRC5neGsXYZhGIbJBrYIZBiGYRgbwELKMAzDMGbAQsowDMMwZsBCyjAMwzBmwELKMAzDMGbAQsowDMMwZsBCyjAMwzBmwELKMAzDMGbw2lgEqn0n4uPj7dwThmEYJj+g1otX+Ra9NkL68uVLAEBAQICde8IwDMPkJ16+fAlPT88c339tLAJVKhUePXoEd3d3SCQSvffi4+MREBCABw8eFAj7QH4ex6UgPQvAz+PoFKTnscezEBFevnwJf39/SKU5z4S+NhGpVCpFqVKlcm3j4eGR7/9j04Wfx3EpSM8C8PM4OgXpeWz9LLlFomo42YhhGIZhzICFlGEYhmHMgIUUgEKhwIwZM6BQKOzdFYvAz+O4FKRnAfh5HJ2C9DyO/CyvTbIRwzAMw1gDjkgZhmEYxgxYSBmGYRjGDFhIGYZhGMYMWEgZhmEYxgwKpJA+f/4cAwYMgIeHB7y8vDBs2DAkJCTkek5KSgrGjBmDokWLws3NDT179kRMTIzm/WfPnqF9+/bw9/eHQqFAQEAAxo4dq+fd+88//0AikWR5RUdH58vnUT9TnTp1oFAoUKFCBfz2229mPYu1nufChQvo168fAgICUKhQIVSuXBnfffddlmex9L+PvZ5F/Tz54d8GAMaPH4+6detCoVCgVq1aWa5x9+7d/7d37iFNvm0cv5o2tyFzirmZaWUHjYqSakvTLFpZFB3+KSSlgtLoCIYnyPwrshMSdoQyISjLCo20ItMibVrWKnVTpJTosEWZ1h+Wh77vH7/fHnxeN2sH3/n43h8Y47mu63l2f+9r966x57qZ1dzU1NQIUg8R0evXrykmJoYkEgkFBwfTkSNHnNIylHrevXtHK1euJJlMRgEBAZSamkq9vb2c31Vr59SpUzRhwgSSSCSk0Wjo6dOng8YXFRVReHg4SSQSmjlzJpWVlfH8AOjAgQMUGBhIUqmUtFottbS08GIcmTO7wQhk+fLlmDVrFmpqavD48WNMnjwZ8fHxg56zfft2BAcH48GDB6irq8P8+fMRFRXF+dvb23H69Gk8e/YMbW1tKC8vR1hYGO+6lZWVICI0Nzfj06dP3KOvr0+Qet6+fQuZTIaUlBQYDAbk5eXBw8MDd+/eHXZ6Lly4gD179uDhw4d48+YNLl26BKlUiry8PC5mKPLjLi1Cyg0A7N69GydPnkRiYiJmzZo14Bqtra0gIpSXl/Ny093dLUg9nZ2dUCqV2LhxIxoaGnDlyhVIpVKcO3du2Onp7e3FjBkzoNVqodfrUVZWBn9/f2RmZnIxrlg7hYWFEIvFyM/PR2NjI7Zt2waFQgGz2Ww1vrq6Gh4eHjhy5AgMBgP279+P0aNHo76+novJycmBj48PiouL8erVK6xevRoTJ05EV1eXU3NmLyOukBoMBhARnj17xtnu3LmDUaNG4cOHD1bP6ejowOjRo1FUVMTZjEYjiAg6nc7ma504cQLjxo3jji1vtm/fvjkv5F/cqSctLQ3Tp0/nxWzYsAFxcXGOyvmf6tmxYwcWL17MHbs6P+7UItTcZGdnD1pI9Xq9w+P/b9yp5/Tp0/D19cWvX784W3p6OsLCwoadnrKyMohEIphMJi7mzJkzkMvl3PhdsXbUajV27tzJHff19WHs2LE4dOiQ1fj169dj5cqVPJtGo0FycjIA4Pfv31CpVDh69ChPr5eXF65cuQLAsTlzhBH3065OpyOFQkFz587lbFqtlkQiEdXW1lo95/nz59TT00NarZazhYeHU0hICOl0OqvnfPz4kW7evEmxsbEDfLNnz6bAwEBaunQpVVdXC1aPTqfjXYOIKC4uzuY1hpMeIqLOzk7y8/MbYHdVftypRei5scXq1aspICCAoqOj6datW/aL6Ic79eh0Olq4cCGJxWLOFhcXR83NzfTt2zcH1AydHp1ORzNnziSlUskb6/fv36mxsZF3PUfXTnd3Nz1//pw3DpFIRFqt1ua8/uk93traSiaTiRfj4+NDGo2Gp83eOXOEEVdITSYTBQQE8Gyenp7k5+dn8/d8k8lEYrGYFAoFz65UKgecEx8fTzKZjIKCgkgul9P58+c5X2BgIJ09e5Zu3LhBN27coODgYFq0aBG9ePFCkHpMJhNvcVmu8f37d+rq6hqWeiw8efKErl69SklJSZzN1flxpxYh58Ya3t7edPz4cSoqKqLS0lKKjo6mtWvXOlVM3anHVn4sPkcYKj1/M1Zn186XL1+or6/P6usMNvbB4i3Pf4qxd84cQTCFNCMjw+rN7v6PpqamIR9Hbm4uvXjxgkpKSujNmzeUkpLC+cLCwig5OZnmzJlDUVFRlJ+fT1FRUZSbmytIPfYwXPQQETU0NNCaNWsoOzubli1bxtn/Nj9C0GIPw0mPLfz9/SklJYU0Gg3NmzePcnJyKCEhgY4ePTogVgh67EEIeuz5bPt/RDB/o7Zv3z7avHnzoDGhoaGkUqno8+fPPHtvby+1t7eTSqWyep5KpaLu7m7q6OjgfXMzm80DzlGpVKRSqSg8PJz8/PwoJiaGsrKyKDAw0Oq11Wo1VVVVCVKPSqUa0N1nNptJLpeTVCodlnoMBgMtWbKEkpKSaP/+/YOOh8h6foSgRYi5sReNRkP3798fYBeCHlv5sfj64249KpVqQPesrbH2x9ZnmzX8/f3Jw8PD6pwMNvbB4i3PZrOZ9/lrNpu5TmpH5swhXHa3dZhgublcV1fH2e7du/dXN+SvX7/O2Zqamv7YAPLo0SMQEVpbW23GaLVarFu3zn4h/+JOPWlpaZgxYwYvJj4+3iUNLUOhp6GhAQEBAUhNTf3r8TiTH3dqEVpuLNhqzrHG1q1bERERYZ+IfrhTj6XZqH/XcWZmpkuajVytx9Js1L979ty5c5DL5fj586fN8di7dtRqNXbt2sUd9/X1ISgoaNBmo1WrVvFskZGRA5qNjh07xvk7OzutNhvZM2eOMOIKKfBPu3NERARqa2tRVVWFKVOm8Nqd379/j7CwMNTW1nK27du3IyQkBBUVFairq0NkZCQiIyM5f2lpKfLz81FfX4/W1lbcvn0b06ZNw4IFC7iY3NxcFBcXo6WlBfX19di7dy9EIhHKy8sFqceyxSI1NRVGoxGnTp1y2RYLV+upr6/HmDFjkJCQwGvP//z5MxczFPlxlxYh5QYAWlpaoNfrkZycjKlTp0Kv10Ov13NdoQUFBbh8+TKMRiOMRiMOHjwIkUiE/Px8Qerp6OiAUqlEYmIiGhoaUFhYCJlM5pLtL67WY9n+smzZMrx8+RJ3797FmDFjeNtfXLF2CgsL4eXlhYKCAhgMBiQlJUGhUHDdwomJicjIyODiq6ur4enpiWPHjsFoNCI7O9vq9heFQoGSkhK8fv0aa9assbr9ZbA5cwUjspB+/foV8fHx8Pb2hlwux5YtW/Djxw/Ob2m1r6ys5GxdXV3YsWMHfH19IZPJsG7dOnz69InzV1RUIDIyEj4+PpBIJJgyZQrS09N57eCHDx/GpEmTIJFI4Ofnh0WLFqGiokKweoB/2t5nz54NsViM0NBQXLx4cVjqyc7OBhENeIwfP56LGYr8uEsLIJzcAEBsbKxVTZZfPwoKCjBt2jTIZDLI5XKo1Wrelg2h6QGAV69eITo6Gl5eXggKCkJOTs6w1dPW1oYVK1ZAKpXC398f+/btQ09PD+d31drJy8tDSEgIxGIx1Go1ampqOF9sbCw2bdrEi7927RqmTp0KsViM6dOno7S0lOf//fs3srKyoFQq4eXlhSVLlqC5udmuOXMF7G/UGAwGg8FwAsF07TIYDAaDMRxhhZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCdghZTBYDAYDCf4D1hL7Vuq7K9FAAAAAElFTkSuQmCC",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "### Hub Profile\n",
+    "rotor_axial_chord = 0.030\n",
+    "rotor_hub = Airfoil2D(alpha1=35,alpha2=65,axial_chord=rotor_axial_chord,stagger=38)\n",
+    "rotor_hub.le_thickness_add(0.04)\n",
+    "\n",
+    "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
+    "rotor_hub.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
+    "\n",
+    "ss_height=[0.2400, 0.2200, 0.2000, 0.1800]\n",
+    "rotor_hub.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
+    "\n",
+    "rotor_hub.le_thickness_match()\n",
+    "rotor_hub.te_create(radius=0.001,wedge_ss=3.5,wedge_ps=2.4)\n",
+    "rotor_hub.flow_guidance2(10)\n",
+    "rotor_hub.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "GFVDs99vX-sC"
+   },
+   "source": [
+    "### Mid Profile"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 20,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 430
     },
+    "id": "GI_MwKOfX-sC",
+    "outputId": "50923e7a-7ccb-4f5c-96aa-dbec04e86f3d"
+   },
+   "outputs": [
     {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "EsYOPJwhX-sE"
-      },
-      "source": [
-        "## Creating the Passage in 2D\n",
-        "Before we just add the blades. WE have to pay attention to how the geometry was created. The leading edge to trailing edge (Axial) is defined in the \"Y\" direction. R-Theta is in the \"X\" direction. This needs to be changed before we insert the geometry.\n",
-        "\n",
-        "The code below flips and rotates the geometry."
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "rotor_mid = Airfoil2D(alpha1=30,alpha2=67,axial_chord=0.038,stagger=35)\n",
+    "rotor_mid.le_thickness_add(0.04)\n",
+    "\n",
+    "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
+    "rotor_mid.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
+    "\n",
+    "ss_height=[0.2400, 0.2200, 0.2000, 0.1800]\n",
+    "rotor_mid.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
+    "\n",
+    "rotor_mid.le_thickness_match()\n",
+    "rotor_mid.te_create(radius=0.001,wedge_ss=3.5,wedge_ps=2.4)\n",
+    "rotor_mid.flow_guidance2(10)\n",
+    "rotor_mid.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "7oDl39XRX-sC"
+   },
+   "source": [
+    "### Tip Profile"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 21,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 430
     },
+    "id": "qOvMORwEX-sC",
+    "outputId": "b5be635b-74c8-4795-f2f4-01e39edaab33"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 56,
-      "metadata": {
-        "id": "kGm1U-iBX-sF"
-      },
-      "outputs": [],
-      "source": [
-        "import copy\n",
-        "stator_adjusted = copy.deepcopy(stator3D)\n",
-        "rotor_adjusted = copy.deepcopy(rotor3D)\n",
-        "\n",
-        "\n",
-        "stator_adjusted.center_le()\n",
-        "stator_adjusted.flip_cw()\n",
-        "stator_adjusted.rotate(cx=0,cy=0,angle=90)\n",
-        "\n",
-        "rotor_adjusted.center_le()\n",
-        "rotor_adjusted.flip()\n",
-        "# rotor_adjusted.rotate(cx=0,cy=0,angle=90)"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "rotor_tip = Airfoil2D(alpha1=30,alpha2=65,axial_chord=0.037,stagger=32)\n",
+    "rotor_tip.le_thickness_add(0.03)\n",
+    "\n",
+    "ps_height = [0.0500,0.0200,-0.0100] # These are thicknesses\n",
+    "rotor_tip.ps_thickness_add(thicknessArray=ps_height,expansion_ratio=1.2)\n",
+    "\n",
+    "ss_height=[0.2400, 0.2200, 0.2000, 0.1800]\n",
+    "rotor_tip.ss_thickness_add(thicknessArray=ss_height,camberPercent=0.8,expansion_ratio=1.2)\n",
+    "\n",
+    "rotor_tip.le_thickness_match()\n",
+    "rotor_tip.te_create(radius=0.001,wedge_ss=3.5,wedge_ps=2.4)\n",
+    "rotor_tip.flow_guidance2(10)\n",
+    "rotor_tip.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "eqbQt-WlX-sC"
+   },
+   "source": [
+    "### 3D Rotor Blade\n",
+    "This is defined similarly to the stator blade. The only difference is the centroid stacking."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 22,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 482
     },
+    "id": "TEvdenYNX-sC",
+    "outputId": "7a505edb-ca64-4e25-f4ef-535823fbee29"
+   },
+   "outputs": [
     {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "-yS5CHlYX-sF"
-      },
-      "source": [
-        "Now that the geometry is orientated propperly, we can add it to a 2D Passage."
-      ]
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "Equal Spacing: 100%|██████████| 20/20 [00:01<00:00, 15.31it/s]\n"
+     ]
     },
     {
-      "cell_type": "code",
-      "execution_count": 57,
-      "metadata": {
-        "id": "8nj73NlpX-sF"
-      },
-      "outputs": [],
-      "source": [
-        "passage = Passage2D([stator_adjusted,rotor_adjusted],[stator_rotor_gap])\n",
-        "\n",
-        "zhub,rhub = hub_bezier.get_point(np.linspace(0,1,100))\n",
-        "zshroud,rshroud = shroud_bezier.get_point(np.linspace(0,1,100))\n",
-        "passage.add_endwalls(zhub,rhub,zshroud,rshroud)\n",
-        "passage.blade_fit(0)\n"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "#%% Rotor 3D\n",
+    "rotor3D = Airfoil3D(profileArray=[stator_hub,stator_mid,stator_tip],profile_loc=[0.0,0.5,1.0], height = 0.04)\n",
+    "rotor3D.stack(stack_type.centroid) # stators are typically stacked with leading edge; stators with centroid or trailing edge\n",
+    "rotor3D.sweep(sweep_y=[0,-0.05,0.05], sweep_z=[0.0, 0.5, 1]) # Z =1 is blade tip, Z = 0 is blade hub. The units are in percentage\n",
+    "rotor3D.lean(leanX=[0,0.01,-0.02],leanZ=[0,0.5,1])\n",
+    "rotor3D.create_blade(nProfiles=20,num_points=160,trailing_edge_points=20)\n",
+    "rotor3D.plot3D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "F-VTjuT0X-sD"
+   },
+   "source": [
+    "## Matching the beginning slope\n",
+    "The code below modifies the bezier curve to add an extra control point after the starting point to match the first derivative at the end of the previous bezier curve. Having something like this is useful for creating a smooth continous curve. Tweaks can be made to the second point to match the 2nd derivative if needed.\n",
+    "\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 23,
+   "metadata": {
+    "id": "HRJuwrvsX-sD"
+   },
+   "outputs": [],
+   "source": [
+    "from pyturbo.helper import bezier\n",
+    "def match_end_slope(bezier1:bezier, x:List[float],y:List[float]):\n",
+    "    \"\"\"Creates another bezier curve that matches the slope at the end of bezier 1\n",
+    "\n",
+    "    Args:\n",
+    "        bezier1 (bezier):\n",
+    "        x (List[float]): Bezier control points\n",
+    "        y (List[float]): Bezier control points\n",
+    "\n",
+    "    Returns:\n",
+    "        bezier: new bezier curve containing control points x,y with extra points interjected at the 2nd index x[1],y[1] to match the end slope of bezier1\n",
+    "    \"\"\"\n",
+    "    # Look at the last 2 points of the previous bezier curve. These 2 points control the slope\n",
+    "    x1 = bezier1.x[-2:]\n",
+    "    y1 = bezier1.y[-2:]\n",
+    "\n",
+    "    dx = np.diff(x1)[0]    # Find the spacing\n",
+    "    dy = np.diff(y1)[0]\n",
+    "    x2 = x[0]+dx\n",
+    "    y2 = y[0]+dy\n",
+    "\n",
+    "    d1 =2; d2=1 # Set these values so loop is executed.\n",
+    "    while d1>d2:    # Loop exists so that new points fall in between existing points\n",
+    "        # Add extra control point (x2,y2) into list, need to adjust control point\n",
+    "        dx = x[0]-x2\n",
+    "        dy = y[0]-y2\n",
+    "        d1 = np.sqrt((dx)**2 + (dy)**2)\n",
+    "        d2 = np.sqrt((x[0]-x[1])**2 + (y[0]-y[1])**2)\n",
+    "\n",
+    "        if d1>d2:\n",
+    "            x2 += dx*0.2 # Reduce both by 80%, this keeps the slope the same\n",
+    "            y2 += dy*0.2\n",
+    "\n",
+    "    x.insert(1,x2)\n",
+    "    y.insert(1,y2)\n",
+    "\n",
+    "    b = bezier(x,y)\n",
+    "    return b\n"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "fJwZk7o8X-sD"
+   },
+   "source": [
+    "## Endwalls\n",
+    "The code below demonstrates how to create the Hub and Shroud curves.\n",
+    "To change the shroud height, just change the rtip. Modifying the hub_tip_ratio increases the passage area."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 24,
+   "metadata": {
+    "id": "NjXqYpOFX-sD"
+   },
+   "outputs": [],
+   "source": [
+    "# Endwalls Parameters\n",
+    "rtip = 0.25 # meters\n",
+    "hub_tip_ratio = 0.8\n",
+    "rhub = rtip*hub_tip_ratio\n",
+    "stator_rotor_gap = 0.010"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "Lhlsc5LiX-sD"
+   },
+   "source": [
+    "### Hub\n",
+    "The hub profiles are separated into\n",
+    "1. Inlet to Stator leading edge\n",
+    "2. Stator Leading edge to Mid Stator-Rotor gap\n",
+    "3. Mid Stator-Rotor gap to Rotor TE + 0.5*Stator-Rotor gap"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 25,
+   "metadata": {
+    "id": "WYUSUa9aX-sD"
+   },
+   "outputs": [],
+   "source": [
+    "rhub_expansion_coeff1 = [1.0,0.98,0.97] # Stator\n",
+    "zhub_expansion_coeff1 = [0.25,0.75]\n",
+    "\n",
+    "# This makes the flowpath going from inlet to stator leading edge\n",
+    "rhub_points1 = [rhub, rhub]  # 1.5x Stator Inlet, stator_inlet, stator_mid\n",
+    "zhub_points1 = [-1.5*stator_hub_axial_chord,0]\n",
+    "hub_bezier1 = bezier(zhub_points1,rhub_points1)\n",
+    "\n",
+    "# Flowpath from stator leading edge to trailing edge\n",
+    "rhub_points2 = [rhub]\n",
+    "zhub_points2 = [0]\n",
+    "rhub_points2.append(rhub*rhub_expansion_coeff1[0])                      # Mid bezier control point\n",
+    "zhub_points2.append(stator_hub_axial_chord*zhub_expansion_coeff1[0])\n",
+    "\n",
+    "rhub_points2.append(rhub*rhub_expansion_coeff1[1])                      # End bezier control point\n",
+    "zhub_points2.append(stator_hub_axial_chord*zhub_expansion_coeff1[1])\n",
+    "\n",
+    "rhub_points2.append(rhub*rhub_expansion_coeff1[2])                      # End bezier point\n",
+    "zhub_points2.append(stator_hub_axial_chord+stator_rotor_gap*0.5)\n",
+    "\n",
+    "rhub_points2 = np.array(rhub_points2)\n",
+    "zhub_points2 = np.array(zhub_points2)\n",
+    "\n",
+    "hub_bezier2 = match_end_slope(hub_bezier1,zhub_points2.tolist(),rhub_points2.tolist())\n",
+    "\n",
+    "# Mid stator-rotor gap to rotor_te + stator-rotor gap\n",
+    "rhub_expansion_coeff2 = [0.99,0.98,1.0,1.0] # Rotor\n",
+    "zhub_expansion_coeff2 = [0.5,0.80]\n",
+    "rhub_points3 = [rhub_points2[-1]]\n",
+    "zhub_points3 = [zhub_points2[-1]] # This will be adjusted at the end\n",
+    "\n",
+    "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[0]) # Rotor Inlet\n",
+    "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5)\n",
+    "\n",
+    "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[1]) # Rotor Mid\n",
+    "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zhub_expansion_coeff2[0])\n",
+    "\n",
+    "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[2]) # Rotor TE\n",
+    "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zhub_expansion_coeff2[1])\n",
+    "\n",
+    "rhub_points3.append(rhub_points2[-1]*rhub_expansion_coeff2[3]) # Rotor TE + stator_rotor_gap\n",
+    "zhub_points3.append(zhub_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord+stator_rotor_gap*0.5)\n",
+    "\n",
+    "rhub_points3 = np.array(rhub_points3)\n",
+    "zhub_points3 = np.array(zhub_points3)\n",
+    "\n",
+    "hub_bezier3 = match_end_slope(hub_bezier2,zhub_points3.tolist(),rhub_points3.tolist())\n",
+    "\n",
+    "rhub_points4 = [rhub_points3[-1], rhub_points3[-1]]\n",
+    "zhub_points4 = [zhub_points3[-1], zhub_points3[-1]+2.5*rotor_axial_chord]\n",
+    "hub_bezier4 = match_end_slope(hub_bezier3,zhub_points4,rhub_points4)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "VzfYPD_RX-sD"
+   },
+   "source": [
+    "### Shroud\n",
+    "Shroud profiles are defined similarly to the hub profiles\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 26,
+   "metadata": {
+    "id": "3cxJ8H4FX-sE"
+   },
+   "outputs": [],
+   "source": [
+    "rshroud_expansion_coeff1 = [1.04,1.05,1.06] # Stator\n",
+    "zshroud_expansion_coeff1 = [0.25,0.9]\n",
+    "\n",
+    "# This makes the flowpath going from inlet to stator leading edge\n",
+    "rshroud_points1 = [rtip, rtip]  # 1.5x Stator Inlet, stator_inlet, stator_mid\n",
+    "zshroud_points1 = [-1.5*stator_hub_axial_chord,0]\n",
+    "shroud_bezier1 = bezier(zshroud_points1,rshroud_points1)\n",
+    "\n",
+    "# Flowpath from stator leading edge to trailing edge\n",
+    "rshroud_points2 = [rtip]\n",
+    "zshroud_points2 = [0]\n",
+    "rshroud_points2.append(rtip*rshroud_expansion_coeff1[0])                      # Mid bezier control point\n",
+    "zshroud_points2.append(stator_hub_axial_chord*0.5)\n",
+    "\n",
+    "rshroud_points2.append(rtip*rshroud_expansion_coeff1[1])                      # End bezier control point\n",
+    "zshroud_points2.append(stator_hub_axial_chord*0.5+stator_hub_axial_chord*0.5*zshroud_expansion_coeff1[0])\n",
+    "\n",
+    "rshroud_points2.append(rtip*rshroud_expansion_coeff1[2])                      # End bezier point\n",
+    "zshroud_points2.append(stator_hub_axial_chord+stator_rotor_gap*0.5)\n",
+    "\n",
+    "rshroud_points2 = np.array(rshroud_points2)\n",
+    "zshroud_points2 = np.array(zshroud_points2)\n",
+    "\n",
+    "shroud_bezier2 = match_end_slope(shroud_bezier1,zshroud_points2.tolist(),rshroud_points2.tolist())\n",
+    "\n",
+    "# Mid stator-rotor gap to rotor_te + stator-rotor gap\n",
+    "rshroud_expansion_coeff2 = [1.0,1.0,1.0,1.0] # Rotor\n",
+    "zshroud_expansion_coeff2 = [0.40,0.8]\n",
+    "rshroud_points3 = [rshroud_points2[-1]]\n",
+    "zshroud_points3 = [zshroud_points2[-1]] # This will be adjusted at the end\n",
+    "\n",
+    "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[0]) # Rotor Inlet\n",
+    "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5)\n",
+    "\n",
+    "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[1]) # Rotor Mid\n",
+    "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zshroud_expansion_coeff2[0])\n",
+    "\n",
+    "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[2]) # Rotor TE\n",
+    "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord*zshroud_expansion_coeff2[1])\n",
+    "\n",
+    "rshroud_points3.append(rshroud_points2[-1]*rshroud_expansion_coeff2[3]) # Rotor TE + stator_rotor_gap\n",
+    "zshroud_points3.append(zshroud_points2[-1]+stator_rotor_gap*0.5+rotor_axial_chord+stator_rotor_gap*0.5)\n",
+    "\n",
+    "rshroud_points3 = np.array(rshroud_points3)\n",
+    "zshroud_points3 = np.array(zshroud_points3)\n",
+    "\n",
+    "shroud_bezier3 = match_end_slope(shroud_bezier2,zshroud_points3.tolist(),rshroud_points3.tolist())\n",
+    "\n",
+    "rshroud_points4 = [rshroud_points3[-1], rshroud_points3[-1]]\n",
+    "zshroud_points4 = [zshroud_points3[-1], zshroud_points3[-1]+2.5*rotor_axial_chord]\n",
+    "shroud_bezier4 = match_end_slope(shroud_bezier3,zshroud_points4,rshroud_points4)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "qXubc_EmX-sE"
+   },
+   "source": [
+    "The code below joins the bezier curves kind of like a piecewise curve. I wrote it to simplify my life. It also plots all the curves."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 27,
+   "metadata": {
+    "id": "-tZLr1KYX-sE"
+   },
+   "outputs": [],
+   "source": [
+    "from pyturbo.helper import pw_bezier2D # piecewise bezier\n",
+    "hub_bezier = pw_bezier2D([hub_bezier1,hub_bezier2,hub_bezier3,hub_bezier4])\n",
+    "shroud_bezier = pw_bezier2D([shroud_bezier1,shroud_bezier2,shroud_bezier3,shroud_bezier4])"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 28,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 250
     },
+    "id": "y6qm8CzOX-sE",
+    "outputId": "0dc541ba-33df-49aa-f96d-956b597c1553"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 58,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 433
-        },
-        "id": "czbWz_8KX-sF",
-        "outputId": "a1bd34ee-cd7b-4a3c-f742-22204e41258f"
-      },
-      "outputs": [
-        {
-          "output_type": "execute_result",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {},
-          "execution_count": 58
-        },
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "passage.plot2D()"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "shroud_bezier.plot()\n",
+    "hub_bezier.plot()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "EsYOPJwhX-sE"
+   },
+   "source": [
+    "## Creating the Passage in 2D\n",
+    "Before we just add the blades. WE have to pay attention to how the geometry was created. The leading edge to trailing edge (Axial) is defined in the \"Y\" direction. R-Theta is in the \"X\" direction. This needs to be changed before we insert the geometry.\n",
+    "\n",
+    "The code below flips and rotates the geometry."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 29,
+   "metadata": {
+    "id": "kGm1U-iBX-sF"
+   },
+   "outputs": [],
+   "source": [
+    "import copy\n",
+    "stator_adjusted = copy.deepcopy(stator3D)\n",
+    "rotor_adjusted = copy.deepcopy(rotor3D)\n",
+    "\n",
+    "\n",
+    "stator_adjusted.center_le()\n",
+    "stator_adjusted.flip_cw()\n",
+    "stator_adjusted.rotate(cx=0,cy=0,angle=90)\n",
+    "\n",
+    "rotor_adjusted.center_le()\n",
+    "rotor_adjusted.flip()\n",
+    "# rotor_adjusted.rotate(cx=0,cy=0,angle=90)"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "-yS5CHlYX-sF"
+   },
+   "source": [
+    "Now that the geometry is orientated propperly, we can add it to a 2D Passage."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 30,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 207
     },
+    "id": "8nj73NlpX-sF",
+    "outputId": "b1f2261a-dac2-41d0-e190-7fc54bbc0d90"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 59,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/",
-          "height": 420
-        },
-        "id": "nxNp2rWOX-sF",
-        "outputId": "e451479f-7170-4a7b-f08c-348f9297d986"
-      },
-      "outputs": [
-        {
-          "output_type": "display_data",
-          "data": {
-            "text/plain": [
-              "<Figure size 640x480 with 1 Axes>"
-            ],
-            "image/png": 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\n"
-          },
-          "metadata": {}
-        }
-      ],
-      "source": [
-        "fig = passage.plot3D()"
-      ]
+     "ename": "TypeError",
+     "evalue": "'module' object is not callable",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mTypeError\u001b[0m                                 Traceback (most recent call last)",
+      "Cell \u001b[0;32mIn[30], line 2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;28;01mfrom\u001b[39;00m \u001b[38;5;21;01mpyturbo\u001b[39;00m\u001b[38;5;21;01m.\u001b[39;00m\u001b[38;5;21;01maero\u001b[39;00m \u001b[38;5;28;01mimport\u001b[39;00m passage2D\n\u001b[0;32m----> 2\u001b[0m passage \u001b[38;5;241m=\u001b[39m \u001b[43mpassage2D\u001b[49m\u001b[43m(\u001b[49m\u001b[43m[\u001b[49m\u001b[43mstator_adjusted\u001b[49m\u001b[43m,\u001b[49m\u001b[43mrotor_adjusted\u001b[49m\u001b[43m]\u001b[49m\u001b[43m,\u001b[49m\u001b[43m[\u001b[49m\u001b[43mstator_rotor_gap\u001b[49m\u001b[43m]\u001b[49m\u001b[43m)\u001b[49m\n\u001b[1;32m      4\u001b[0m zhub,rhub \u001b[38;5;241m=\u001b[39m hub_bezier\u001b[38;5;241m.\u001b[39mget_point(np\u001b[38;5;241m.\u001b[39mlinspace(\u001b[38;5;241m0\u001b[39m,\u001b[38;5;241m1\u001b[39m,\u001b[38;5;241m100\u001b[39m))\n\u001b[1;32m      5\u001b[0m zshroud,rshroud \u001b[38;5;241m=\u001b[39m shroud_bezier\u001b[38;5;241m.\u001b[39mget_point(np\u001b[38;5;241m.\u001b[39mlinspace(\u001b[38;5;241m0\u001b[39m,\u001b[38;5;241m1\u001b[39m,\u001b[38;5;241m100\u001b[39m))\n",
+      "\u001b[0;31mTypeError\u001b[0m: 'module' object is not callable"
+     ]
+    }
+   ],
+   "source": [
+    "from pyturbo.aero import passage2D\n",
+    "passage = passage2D([stator_adjusted,rotor_adjusted],[stator_rotor_gap])\n",
+    "\n",
+    "zhub,rhub = hub_bezier.get_point(np.linspace(0,1,100))\n",
+    "zshroud,rshroud = shroud_bezier.get_point(np.linspace(0,1,100))\n",
+    "passage.add_endwalls(zhub,rhub,zshroud,rshroud)\n",
+    "passage.blade_fit(0)\n"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 433
     },
+    "id": "czbWz_8KX-sF",
+    "outputId": "a1bd34ee-cd7b-4a3c-f742-22204e41258f"
+   },
+   "outputs": [
     {
-      "cell_type": "markdown",
-      "metadata": {
-        "id": "c0lE7UTbX-sF"
-      },
-      "source": [
-        "The passage data can now be exported to a json or a dat file. If you are using a CFD Program like Numeca or ADS, I encourage you to look at the code for export_dat or json and create your own code to export to the CFD's specific format. Please share the code with others and/or contact me and we can work on including your code in the codebase."
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "execution_count": 58,
+     "metadata": {},
+     "output_type": "execute_result"
     },
     {
-      "cell_type": "code",
-      "execution_count": 54,
-      "metadata": {
-        "id": "vZK12wmfX-sM"
-      },
-      "outputs": [],
-      "source": [
-        "passage.export_json()\n",
-        "passage.export_dat()"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "passage.plot2D()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "colab": {
+     "base_uri": "https://localhost:8080/",
+     "height": 420
     },
+    "id": "nxNp2rWOX-sF",
+    "outputId": "e451479f-7170-4a7b-f08c-348f9297d986"
+   },
+   "outputs": [
     {
-      "cell_type": "code",
-      "execution_count": 55,
-      "metadata": {
-        "colab": {
-          "base_uri": "https://localhost:8080/"
-        },
-        "id": "-MuLADrkX-sM",
-        "outputId": "3cd941d9-6a58-47ef-828b-62ff4266eb23"
-      },
-      "outputs": [
-        {
-          "output_type": "stream",
-          "name": "stdout",
-          "text": [
-            "NBlades 2\n",
-            "Blade 0\n",
-            "\tnpoints 179\n",
-            "\tnsections 22\n",
-            "\tsection 0\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000000 0.000000 0.200000 0.000000 0.000000 0.200000\n",
-            "\t\t0.000060 0.000456 0.200000 0.000057 -0.000377 0.200000\n",
-            "\t\t0.000182 0.000900 0.200000 0.000201 -0.000729 0.200000\n",
-            "\t\t0.000337 0.001334 0.200000 0.000404 -0.001051 0.200000\n",
-            "\t\t0.000516 0.001758 0.200000 0.000643 -0.001347 0.200000\n",
-            "\t\t0.000716 0.002173 0.200000 0.000905 -0.001622 0.199999\n",
-            "\t\t0.000933 0.002578 0.199999 0.001184 -0.001882 0.199999\n",
-            "\t\t0.001168 0.002975 0.199999 0.001473 -0.002129 0.199998\n",
-            "\t\t0.001418 0.003361 0.199998 0.001771 -0.002366 0.199997\n",
-            "\t\t0.001684 0.003737 0.199998 0.002075 -0.002596 0.199995\n",
-            "\t\t0.001965 0.004101 0.199996 0.002383 -0.002819 0.199992\n",
-            "\t\t0.002263 0.004452 0.199993 0.002694 -0.003038 0.199989\n",
-            "\t\t0.002576 0.004790 0.199990 0.003008 -0.003253 0.199984\n",
-            "\t\t0.002906 0.005111 0.199986 0.003324 -0.003465 0.199978\n",
-            "\t\t0.003251 0.005416 0.199980 0.003642 -0.003675 0.199971\n",
-            "\t\t0.003613 0.005701 0.199971 0.003961 -0.003882 0.199962\n",
-            "\t\t0.003990 0.005964 0.199962 0.004281 -0.004089 0.199952\n",
-            "\t\t0.004383 0.006204 0.199948 0.004601 -0.004295 0.199940\n",
-            "\t\t0.004791 0.006417 0.199932 0.004922 -0.004500 0.199927\n",
-            "\t\t0.005213 0.006602 0.199913 0.005242 -0.004704 0.199912\n",
-            "\t\t0.005646 0.006756 0.199890 0.005563 -0.004909 0.199894\n",
-            "\t\t0.006090 0.006878 0.199863 0.005884 -0.005114 0.199875\n",
-            "\t\t0.006542 0.006967 0.199831 0.006204 -0.005320 0.199855\n",
-            "\t\t0.006999 0.007022 0.199796 0.006524 -0.005526 0.199833\n",
-            "\t\t0.007459 0.007043 0.199758 0.006844 -0.005733 0.199808\n",
-            "\t\t0.007919 0.007030 0.199716 0.007162 -0.005941 0.199783\n",
-            "\t\t0.008378 0.006986 0.199671 0.007481 -0.006150 0.199756\n",
-            "\t\t0.008832 0.006913 0.199624 0.007798 -0.006360 0.199727\n",
-            "\t\t0.009281 0.006811 0.199575 0.008114 -0.006572 0.199697\n",
-            "\t\t0.009723 0.006684 0.199524 0.008430 -0.006784 0.199666\n",
-            "\t\t0.010158 0.006533 0.199472 0.008744 -0.006999 0.199633\n",
-            "\t\t0.010585 0.006362 0.199419 0.009058 -0.007215 0.199599\n",
-            "\t\t0.011004 0.006171 0.199365 0.009370 -0.007432 0.199564\n",
-            "\t\t0.011415 0.005963 0.199311 0.009682 -0.007651 0.199529\n",
-            "\t\t0.011817 0.005739 0.199257 0.009992 -0.007872 0.199492\n",
-            "\t\t0.012212 0.005501 0.199203 0.010300 -0.008094 0.199454\n",
-            "\t\t0.012598 0.005251 0.199148 0.010608 -0.008319 0.199416\n",
-            "\t\t0.012977 0.004989 0.199094 0.010914 -0.008545 0.199377\n",
-            "\t\t0.013348 0.004717 0.199040 0.011219 -0.008773 0.199337\n",
-            "\t\t0.013712 0.004435 0.198987 0.011522 -0.009003 0.199297\n",
-            "\t\t0.014070 0.004145 0.198934 0.011824 -0.009234 0.199256\n",
-            "\t\t0.014421 0.003848 0.198881 0.012125 -0.009468 0.199215\n",
-            "\t\t0.014766 0.003543 0.198828 0.012424 -0.009704 0.199173\n",
-            "\t\t0.015105 0.003231 0.198776 0.012721 -0.009941 0.199131\n",
-            "\t\t0.015438 0.002914 0.198725 0.013017 -0.010180 0.199089\n",
-            "\t\t0.015766 0.002591 0.198674 0.013311 -0.010422 0.199046\n",
-            "\t\t0.016089 0.002263 0.198623 0.013604 -0.010665 0.199003\n",
-            "\t\t0.016407 0.001930 0.198573 0.013895 -0.010910 0.198960\n",
-            "\t\t0.016721 0.001593 0.198523 0.014185 -0.011157 0.198916\n",
-            "\t\t0.017030 0.001252 0.198473 0.014473 -0.011406 0.198873\n",
-            "\t\t0.017335 0.000907 0.198424 0.014759 -0.011657 0.198829\n",
-            "\t\t0.017635 0.000558 0.198376 0.015044 -0.011910 0.198786\n",
-            "\t\t0.017932 0.000206 0.198328 0.015326 -0.012164 0.198742\n",
-            "\t\t0.018225 -0.000149 0.198280 0.015608 -0.012421 0.198698\n",
-            "\t\t0.018514 -0.000507 0.198233 0.015887 -0.012679 0.198655\n",
-            "\t\t0.018800 -0.000868 0.198186 0.016165 -0.012939 0.198611\n",
-            "\t\t0.019083 -0.001231 0.198140 0.016441 -0.013201 0.198567\n",
-            "\t\t0.019363 -0.001597 0.198094 0.016715 -0.013465 0.198524\n",
-            "\t\t0.019639 -0.001965 0.198048 0.016988 -0.013731 0.198480\n",
-            "\t\t0.019912 -0.002335 0.198003 0.017259 -0.013998 0.198437\n",
-            "\t\t0.020183 -0.002708 0.197958 0.017528 -0.014267 0.198393\n",
-            "\t\t0.020451 -0.003082 0.197914 0.017796 -0.014538 0.198350\n",
-            "\t\t0.020716 -0.003458 0.197870 0.018062 -0.014810 0.198307\n",
-            "\t\t0.020979 -0.003836 0.197826 0.018326 -0.015085 0.198264\n",
-            "\t\t0.021239 -0.004216 0.197782 0.018588 -0.015360 0.198221\n",
-            "\t\t0.021496 -0.004598 0.197739 0.018849 -0.015638 0.198178\n",
-            "\t\t0.021752 -0.004981 0.197697 0.019107 -0.015917 0.198136\n",
-            "\t\t0.022005 -0.005365 0.197654 0.019365 -0.016197 0.198093\n",
-            "\t\t0.022256 -0.005751 0.197612 0.019620 -0.016479 0.198051\n",
-            "\t\t0.022504 -0.006139 0.197570 0.019874 -0.016763 0.198009\n",
-            "\t\t0.022751 -0.006527 0.197529 0.020126 -0.017048 0.197968\n",
-            "\t\t0.022996 -0.006917 0.197488 0.020376 -0.017335 0.197926\n",
-            "\t\t0.023238 -0.007308 0.197447 0.020625 -0.017623 0.197885\n",
-            "\t\t0.023479 -0.007701 0.197406 0.020872 -0.017913 0.197843\n",
-            "\t\t0.023718 -0.008094 0.197366 0.021118 -0.018203 0.197802\n",
-            "\t\t0.023955 -0.008489 0.197326 0.021361 -0.018496 0.197762\n",
-            "\t\t0.024191 -0.008884 0.197287 0.021603 -0.018789 0.197721\n",
-            "\t\t0.024424 -0.009281 0.197247 0.021844 -0.019085 0.197681\n",
-            "\t\t0.024656 -0.009679 0.197208 0.022083 -0.019381 0.197641\n",
-            "\t\t0.024886 -0.010077 0.197169 0.022320 -0.019678 0.197601\n",
-            "\t\t0.025115 -0.010477 0.197131 0.022556 -0.019977 0.197562\n",
-            "\t\t0.025342 -0.010877 0.197092 0.022790 -0.020278 0.197522\n",
-            "\t\t0.025568 -0.011279 0.197054 0.023022 -0.020579 0.197483\n",
-            "\t\t0.025792 -0.011681 0.197017 0.023253 -0.020881 0.197444\n",
-            "\t\t0.026014 -0.012084 0.196979 0.023483 -0.021185 0.197406\n",
-            "\t\t0.026235 -0.012488 0.196942 0.023710 -0.021490 0.197367\n",
-            "\t\t0.026455 -0.012892 0.196905 0.023937 -0.021796 0.197329\n",
-            "\t\t0.026673 -0.013298 0.196868 0.024161 -0.022103 0.197292\n",
-            "\t\t0.026890 -0.013704 0.196832 0.024385 -0.022412 0.197254\n",
-            "\t\t0.027106 -0.014110 0.196796 0.024606 -0.022721 0.197217\n",
-            "\t\t0.027320 -0.014518 0.196760 0.024827 -0.023031 0.197179\n",
-            "\t\t0.027533 -0.014926 0.196724 0.025045 -0.023343 0.197142\n",
-            "\t\t0.027744 -0.015335 0.196688 0.025263 -0.023655 0.197106\n",
-            "\t\t0.027954 -0.015744 0.196653 0.025479 -0.023969 0.197069\n",
-            "\t\t0.028163 -0.016155 0.196618 0.025693 -0.024283 0.197033\n",
-            "\t\t0.028371 -0.016565 0.196583 0.025906 -0.024599 0.196997\n",
-            "\t\t0.028578 -0.016977 0.196548 0.026118 -0.024915 0.196962\n",
-            "\t\t0.028783 -0.017389 0.196514 0.026328 -0.025232 0.196926\n",
-            "\t\t0.028987 -0.017801 0.196480 0.026537 -0.025551 0.196891\n",
-            "\t\t0.029190 -0.018215 0.196446 0.026744 -0.025870 0.196856\n",
-            "\t\t0.029392 -0.018628 0.196412 0.026950 -0.026190 0.196822\n",
-            "\t\t0.029593 -0.019043 0.196379 0.027155 -0.026511 0.196787\n",
-            "\t\t0.029792 -0.019458 0.196346 0.027358 -0.026832 0.196753\n",
-            "\t\t0.029990 -0.019873 0.196313 0.027560 -0.027155 0.196719\n",
-            "\t\t0.030187 -0.020289 0.196280 0.027761 -0.027478 0.196685\n",
-            "\t\t0.030384 -0.020706 0.196247 0.027961 -0.027802 0.196652\n",
-            "\t\t0.030578 -0.021123 0.196215 0.028159 -0.028127 0.196619\n",
-            "\t\t0.030772 -0.021540 0.196183 0.028356 -0.028453 0.196586\n",
-            "\t\t0.030965 -0.021958 0.196151 0.028551 -0.028780 0.196553\n",
-            "\t\t0.031157 -0.022377 0.196119 0.028745 -0.029107 0.196520\n",
-            "\t\t0.031347 -0.022796 0.196088 0.028939 -0.029435 0.196488\n",
-            "\t\t0.031536 -0.023216 0.196056 0.029130 -0.029764 0.196456\n",
-            "\t\t0.031725 -0.023636 0.196025 0.029321 -0.030093 0.196424\n",
-            "\t\t0.031912 -0.024056 0.195994 0.029510 -0.030423 0.196393\n",
-            "\t\t0.032098 -0.024477 0.195964 0.029698 -0.030754 0.196361\n",
-            "\t\t0.032283 -0.024899 0.195933 0.029885 -0.031086 0.196330\n",
-            "\t\t0.032467 -0.025321 0.195903 0.030071 -0.031418 0.196299\n",
-            "\t\t0.032649 -0.025743 0.195873 0.030256 -0.031751 0.196268\n",
-            "\t\t0.032831 -0.026167 0.195844 0.030439 -0.032084 0.196238\n",
-            "\t\t0.033011 -0.026590 0.195814 0.030621 -0.032418 0.196208\n",
-            "\t\t0.033191 -0.027014 0.195785 0.030803 -0.032753 0.196178\n",
-            "\t\t0.033369 -0.027439 0.195756 0.030983 -0.033089 0.196148\n",
-            "\t\t0.033546 -0.027863 0.195727 0.031161 -0.033425 0.196118\n",
-            "\t\t0.033722 -0.028289 0.195698 0.031339 -0.033761 0.196089\n",
-            "\t\t0.033896 -0.028715 0.195670 0.031516 -0.034098 0.196060\n",
-            "\t\t0.034070 -0.029141 0.195642 0.031691 -0.034436 0.196031\n",
-            "\t\t0.034242 -0.029568 0.195614 0.031866 -0.034774 0.196002\n",
-            "\t\t0.034413 -0.029996 0.195587 0.032039 -0.035113 0.195974\n",
-            "\t\t0.034582 -0.030424 0.195559 0.032211 -0.035453 0.195945\n",
-            "\t\t0.034751 -0.030852 0.195532 0.032382 -0.035793 0.195917\n",
-            "\t\t0.034917 -0.031281 0.195505 0.032552 -0.036133 0.195889\n",
-            "\t\t0.035083 -0.031711 0.195479 0.032721 -0.036474 0.195862\n",
-            "\t\t0.035247 -0.032141 0.195452 0.032889 -0.036816 0.195834\n",
-            "\t\t0.035410 -0.032571 0.195426 0.033056 -0.037158 0.195807\n",
-            "\t\t0.035571 -0.033003 0.195401 0.033222 -0.037501 0.195780\n",
-            "\t\t0.035731 -0.033434 0.195375 0.033387 -0.037844 0.195753\n",
-            "\t\t0.035889 -0.033867 0.195350 0.033551 -0.038187 0.195726\n",
-            "\t\t0.036045 -0.034300 0.195325 0.033713 -0.038531 0.195700\n",
-            "\t\t0.036200 -0.034733 0.195301 0.033875 -0.038876 0.195674\n",
-            "\t\t0.036353 -0.035167 0.195276 0.034036 -0.039221 0.195648\n",
-            "\t\t0.036504 -0.035602 0.195253 0.034196 -0.039566 0.195622\n",
-            "\t\t0.036654 -0.036038 0.195229 0.034354 -0.039912 0.195596\n",
-            "\t\t0.036801 -0.036474 0.195206 0.034512 -0.040259 0.195571\n",
-            "\t\t0.036946 -0.036911 0.195183 0.034669 -0.040605 0.195545\n",
-            "\t\t0.037090 -0.037348 0.195160 0.034825 -0.040953 0.195520\n",
-            "\t\t0.037231 -0.037786 0.195138 0.034979 -0.041300 0.195495\n",
-            "\t\t0.037370 -0.038225 0.195116 0.035133 -0.041649 0.195471\n",
-            "\t\t0.037507 -0.038664 0.195095 0.035286 -0.041997 0.195446\n",
-            "\t\t0.037642 -0.039105 0.195074 0.035438 -0.042346 0.195422\n",
-            "\t\t0.037775 -0.039545 0.195053 0.035589 -0.042696 0.195398\n",
-            "\t\t0.037907 -0.039986 0.195033 0.035739 -0.043045 0.195374\n",
-            "\t\t0.038036 -0.040428 0.195013 0.035888 -0.043396 0.195350\n",
-            "\t\t0.038165 -0.040870 0.194993 0.036036 -0.043746 0.195327\n",
-            "\t\t0.038291 -0.041313 0.194973 0.036183 -0.044097 0.195303\n",
-            "\t\t0.038417 -0.041756 0.194954 0.036329 -0.044449 0.195280\n",
-            "\t\t0.038542 -0.042199 0.194935 0.036474 -0.044801 0.195257\n",
-            "\t\t0.038667 -0.042642 0.194916 0.036618 -0.045153 0.195235\n",
-            "\t\t0.038791 -0.043085 0.194897 0.036762 -0.045506 0.195212\n",
-            "\t\t0.038914 -0.043529 0.194878 0.036904 -0.045859 0.195190\n",
-            "\t\t0.039037 -0.043972 0.194859 0.037045 -0.046212 0.195167\n",
-            "\t\t0.039160 -0.044416 0.194840 0.037186 -0.046566 0.195145\n",
-            "\t\t0.039283 -0.044860 0.194821 0.037325 -0.046920 0.195123\n",
-            "\t\t0.039406 -0.045303 0.194803 0.037464 -0.047274 0.195102\n",
-            "\t\t0.039529 -0.045747 0.194784 0.037602 -0.047629 0.195080\n",
-            "\t\t0.039652 -0.046191 0.194765 0.037739 -0.047984 0.195059\n",
-            "\t\t0.039775 -0.046634 0.194747 0.037874 -0.048340 0.195038\n",
-            "\t\t0.039897 -0.047078 0.194728 0.038009 -0.048696 0.195017\n",
-            "\t\t0.040020 -0.047522 0.194710 0.038144 -0.049052 0.194996\n",
-            "\t\t0.040143 -0.047965 0.194691 0.038277 -0.049408 0.194975\n",
-            "\t\t0.040266 -0.048409 0.194673 0.038409 -0.049765 0.194955\n",
-            "\t\t0.040389 -0.048853 0.194655 0.038541 -0.050122 0.194935\n",
-            "\t\t0.040511 -0.049296 0.194636 0.038672 -0.050480 0.194915\n",
-            "\t\t0.040634 -0.049740 0.194618 0.038802 -0.050837 0.194895\n",
-            "\t\t0.040758 -0.050183 0.194600 0.038931 -0.051196 0.194875\n",
-            "\t\t0.040884 -0.050626 0.194581 0.039065 -0.051552 0.194855\n",
-            "\t\t0.040992 -0.051073 0.194565 0.039263 -0.051874 0.194824\n",
-            "\t\t0.040944 -0.051527 0.194572 0.039567 -0.052099 0.194778\n",
-            "\t\t0.040699 -0.051912 0.194608 0.039933 -0.052195 0.194723\n",
-            "\t\t0.040309 -0.052149 0.194667 0.040309 -0.052149 0.194667\n",
-            "\tsection 1\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000000 0.000000 0.200000 0.000000 0.000000 0.200000\n",
-            "\t\t0.000060 0.000456 0.200000 0.000057 -0.000377 0.200000\n",
-            "\t\t0.000182 0.000900 0.200000 0.000201 -0.000729 0.200000\n",
-            "\t\t0.000337 0.001334 0.200000 0.000404 -0.001051 0.200000\n",
-            "\t\t0.000516 0.001758 0.200000 0.000643 -0.001347 0.200000\n",
-            "\t\t0.000716 0.002173 0.200000 0.000905 -0.001622 0.199999\n",
-            "\t\t0.000933 0.002578 0.199999 0.001184 -0.001882 0.199999\n",
-            "\t\t0.001168 0.002975 0.199999 0.001473 -0.002129 0.199998\n",
-            "\t\t0.001418 0.003361 0.199998 0.001771 -0.002366 0.199997\n",
-            "\t\t0.001684 0.003737 0.199998 0.002075 -0.002596 0.199995\n",
-            "\t\t0.001965 0.004101 0.199996 0.002383 -0.002819 0.199992\n",
-            "\t\t0.002263 0.004452 0.199993 0.002694 -0.003038 0.199989\n",
-            "\t\t0.002576 0.004790 0.199990 0.003008 -0.003253 0.199984\n",
-            "\t\t0.002906 0.005111 0.199986 0.003324 -0.003465 0.199978\n",
-            "\t\t0.003251 0.005416 0.199980 0.003642 -0.003675 0.199971\n",
-            "\t\t0.003613 0.005701 0.199971 0.003961 -0.003882 0.199962\n",
-            "\t\t0.003990 0.005964 0.199962 0.004281 -0.004089 0.199952\n",
-            "\t\t0.004383 0.006204 0.199948 0.004601 -0.004295 0.199940\n",
-            "\t\t0.004791 0.006417 0.199932 0.004922 -0.004500 0.199927\n",
-            "\t\t0.005213 0.006602 0.199913 0.005242 -0.004704 0.199912\n",
-            "\t\t0.005646 0.006756 0.199890 0.005563 -0.004909 0.199894\n",
-            "\t\t0.006090 0.006878 0.199863 0.005884 -0.005114 0.199875\n",
-            "\t\t0.006542 0.006967 0.199831 0.006204 -0.005320 0.199855\n",
-            "\t\t0.006999 0.007022 0.199796 0.006524 -0.005526 0.199833\n",
-            "\t\t0.007459 0.007043 0.199758 0.006844 -0.005733 0.199808\n",
-            "\t\t0.007919 0.007030 0.199716 0.007162 -0.005941 0.199783\n",
-            "\t\t0.008378 0.006986 0.199671 0.007481 -0.006150 0.199756\n",
-            "\t\t0.008832 0.006913 0.199624 0.007798 -0.006360 0.199727\n",
-            "\t\t0.009281 0.006811 0.199575 0.008114 -0.006572 0.199697\n",
-            "\t\t0.009723 0.006684 0.199524 0.008430 -0.006784 0.199666\n",
-            "\t\t0.010158 0.006533 0.199472 0.008744 -0.006999 0.199633\n",
-            "\t\t0.010585 0.006362 0.199419 0.009058 -0.007215 0.199599\n",
-            "\t\t0.011004 0.006171 0.199365 0.009370 -0.007432 0.199564\n",
-            "\t\t0.011415 0.005963 0.199311 0.009682 -0.007651 0.199529\n",
-            "\t\t0.011817 0.005739 0.199257 0.009992 -0.007872 0.199492\n",
-            "\t\t0.012212 0.005501 0.199203 0.010300 -0.008094 0.199454\n",
-            "\t\t0.012598 0.005251 0.199148 0.010608 -0.008319 0.199416\n",
-            "\t\t0.012977 0.004989 0.199094 0.010914 -0.008545 0.199377\n",
-            "\t\t0.013348 0.004717 0.199040 0.011219 -0.008773 0.199337\n",
-            "\t\t0.013712 0.004435 0.198987 0.011522 -0.009003 0.199297\n",
-            "\t\t0.014070 0.004145 0.198934 0.011824 -0.009234 0.199256\n",
-            "\t\t0.014421 0.003848 0.198881 0.012125 -0.009468 0.199215\n",
-            "\t\t0.014766 0.003543 0.198828 0.012424 -0.009704 0.199173\n",
-            "\t\t0.015105 0.003231 0.198776 0.012721 -0.009941 0.199131\n",
-            "\t\t0.015438 0.002914 0.198725 0.013017 -0.010180 0.199089\n",
-            "\t\t0.015766 0.002591 0.198674 0.013311 -0.010422 0.199046\n",
-            "\t\t0.016089 0.002263 0.198623 0.013604 -0.010665 0.199003\n",
-            "\t\t0.016407 0.001930 0.198573 0.013895 -0.010910 0.198960\n",
-            "\t\t0.016721 0.001593 0.198523 0.014185 -0.011157 0.198916\n",
-            "\t\t0.017030 0.001252 0.198473 0.014473 -0.011406 0.198873\n",
-            "\t\t0.017335 0.000907 0.198424 0.014759 -0.011657 0.198829\n",
-            "\t\t0.017635 0.000558 0.198376 0.015044 -0.011910 0.198786\n",
-            "\t\t0.017932 0.000206 0.198328 0.015326 -0.012164 0.198742\n",
-            "\t\t0.018225 -0.000149 0.198280 0.015608 -0.012421 0.198698\n",
-            "\t\t0.018514 -0.000507 0.198233 0.015887 -0.012679 0.198655\n",
-            "\t\t0.018800 -0.000868 0.198186 0.016165 -0.012939 0.198611\n",
-            "\t\t0.019083 -0.001231 0.198140 0.016441 -0.013201 0.198567\n",
-            "\t\t0.019363 -0.001597 0.198094 0.016715 -0.013465 0.198524\n",
-            "\t\t0.019639 -0.001965 0.198048 0.016988 -0.013731 0.198480\n",
-            "\t\t0.019912 -0.002335 0.198003 0.017259 -0.013998 0.198437\n",
-            "\t\t0.020183 -0.002708 0.197958 0.017528 -0.014267 0.198393\n",
-            "\t\t0.020451 -0.003082 0.197914 0.017796 -0.014538 0.198350\n",
-            "\t\t0.020716 -0.003458 0.197870 0.018062 -0.014810 0.198307\n",
-            "\t\t0.020979 -0.003836 0.197826 0.018326 -0.015085 0.198264\n",
-            "\t\t0.021239 -0.004216 0.197782 0.018588 -0.015360 0.198221\n",
-            "\t\t0.021496 -0.004598 0.197739 0.018849 -0.015638 0.198178\n",
-            "\t\t0.021752 -0.004981 0.197697 0.019107 -0.015917 0.198136\n",
-            "\t\t0.022005 -0.005365 0.197654 0.019365 -0.016197 0.198093\n",
-            "\t\t0.022256 -0.005751 0.197612 0.019620 -0.016479 0.198051\n",
-            "\t\t0.022504 -0.006139 0.197570 0.019874 -0.016763 0.198009\n",
-            "\t\t0.022751 -0.006527 0.197529 0.020126 -0.017048 0.197968\n",
-            "\t\t0.022996 -0.006917 0.197488 0.020376 -0.017335 0.197926\n",
-            "\t\t0.023238 -0.007308 0.197447 0.020625 -0.017623 0.197885\n",
-            "\t\t0.023479 -0.007701 0.197406 0.020872 -0.017913 0.197843\n",
-            "\t\t0.023718 -0.008094 0.197366 0.021118 -0.018203 0.197802\n",
-            "\t\t0.023955 -0.008489 0.197326 0.021361 -0.018496 0.197762\n",
-            "\t\t0.024191 -0.008884 0.197287 0.021603 -0.018789 0.197721\n",
-            "\t\t0.024424 -0.009281 0.197247 0.021844 -0.019085 0.197681\n",
-            "\t\t0.024656 -0.009679 0.197208 0.022083 -0.019381 0.197641\n",
-            "\t\t0.024886 -0.010077 0.197169 0.022320 -0.019678 0.197601\n",
-            "\t\t0.025115 -0.010477 0.197131 0.022556 -0.019977 0.197562\n",
-            "\t\t0.025342 -0.010877 0.197092 0.022790 -0.020278 0.197522\n",
-            "\t\t0.025568 -0.011279 0.197054 0.023022 -0.020579 0.197483\n",
-            "\t\t0.025792 -0.011681 0.197017 0.023253 -0.020881 0.197444\n",
-            "\t\t0.026014 -0.012084 0.196979 0.023483 -0.021185 0.197406\n",
-            "\t\t0.026235 -0.012488 0.196942 0.023710 -0.021490 0.197367\n",
-            "\t\t0.026455 -0.012892 0.196905 0.023937 -0.021796 0.197329\n",
-            "\t\t0.026673 -0.013298 0.196868 0.024161 -0.022103 0.197292\n",
-            "\t\t0.026890 -0.013704 0.196832 0.024385 -0.022412 0.197254\n",
-            "\t\t0.027106 -0.014110 0.196796 0.024606 -0.022721 0.197217\n",
-            "\t\t0.027320 -0.014518 0.196760 0.024827 -0.023031 0.197179\n",
-            "\t\t0.027533 -0.014926 0.196724 0.025045 -0.023343 0.197142\n",
-            "\t\t0.027744 -0.015335 0.196688 0.025263 -0.023655 0.197106\n",
-            "\t\t0.027954 -0.015744 0.196653 0.025479 -0.023969 0.197069\n",
-            "\t\t0.028163 -0.016155 0.196618 0.025693 -0.024283 0.197033\n",
-            "\t\t0.028371 -0.016565 0.196583 0.025906 -0.024599 0.196997\n",
-            "\t\t0.028578 -0.016977 0.196548 0.026118 -0.024915 0.196962\n",
-            "\t\t0.028783 -0.017389 0.196514 0.026328 -0.025232 0.196926\n",
-            "\t\t0.028987 -0.017801 0.196480 0.026537 -0.025551 0.196891\n",
-            "\t\t0.029190 -0.018215 0.196446 0.026744 -0.025870 0.196856\n",
-            "\t\t0.029392 -0.018628 0.196412 0.026950 -0.026190 0.196822\n",
-            "\t\t0.029593 -0.019043 0.196379 0.027155 -0.026511 0.196787\n",
-            "\t\t0.029792 -0.019458 0.196346 0.027358 -0.026832 0.196753\n",
-            "\t\t0.029990 -0.019873 0.196313 0.027560 -0.027155 0.196719\n",
-            "\t\t0.030187 -0.020289 0.196280 0.027761 -0.027478 0.196685\n",
-            "\t\t0.030384 -0.020706 0.196247 0.027961 -0.027802 0.196652\n",
-            "\t\t0.030578 -0.021123 0.196215 0.028159 -0.028127 0.196619\n",
-            "\t\t0.030772 -0.021540 0.196183 0.028356 -0.028453 0.196586\n",
-            "\t\t0.030965 -0.021958 0.196151 0.028551 -0.028780 0.196553\n",
-            "\t\t0.031157 -0.022377 0.196119 0.028745 -0.029107 0.196520\n",
-            "\t\t0.031347 -0.022796 0.196088 0.028939 -0.029435 0.196488\n",
-            "\t\t0.031536 -0.023216 0.196056 0.029130 -0.029764 0.196456\n",
-            "\t\t0.031725 -0.023636 0.196025 0.029321 -0.030093 0.196424\n",
-            "\t\t0.031912 -0.024056 0.195994 0.029510 -0.030423 0.196393\n",
-            "\t\t0.032098 -0.024477 0.195964 0.029698 -0.030754 0.196361\n",
-            "\t\t0.032283 -0.024899 0.195933 0.029885 -0.031086 0.196330\n",
-            "\t\t0.032467 -0.025321 0.195903 0.030071 -0.031418 0.196299\n",
-            "\t\t0.032649 -0.025743 0.195873 0.030256 -0.031751 0.196268\n",
-            "\t\t0.032831 -0.026167 0.195844 0.030439 -0.032084 0.196238\n",
-            "\t\t0.033011 -0.026590 0.195814 0.030621 -0.032418 0.196208\n",
-            "\t\t0.033191 -0.027014 0.195785 0.030803 -0.032753 0.196178\n",
-            "\t\t0.033369 -0.027439 0.195756 0.030983 -0.033089 0.196148\n",
-            "\t\t0.033546 -0.027863 0.195727 0.031161 -0.033425 0.196118\n",
-            "\t\t0.033722 -0.028289 0.195698 0.031339 -0.033761 0.196089\n",
-            "\t\t0.033896 -0.028715 0.195670 0.031516 -0.034098 0.196060\n",
-            "\t\t0.034070 -0.029141 0.195642 0.031691 -0.034436 0.196031\n",
-            "\t\t0.034242 -0.029568 0.195614 0.031866 -0.034774 0.196002\n",
-            "\t\t0.034413 -0.029996 0.195587 0.032039 -0.035113 0.195974\n",
-            "\t\t0.034582 -0.030424 0.195559 0.032211 -0.035453 0.195945\n",
-            "\t\t0.034751 -0.030852 0.195532 0.032382 -0.035793 0.195917\n",
-            "\t\t0.034917 -0.031281 0.195505 0.032552 -0.036133 0.195889\n",
-            "\t\t0.035083 -0.031711 0.195479 0.032721 -0.036474 0.195862\n",
-            "\t\t0.035247 -0.032141 0.195452 0.032889 -0.036816 0.195834\n",
-            "\t\t0.035410 -0.032571 0.195426 0.033056 -0.037158 0.195807\n",
-            "\t\t0.035571 -0.033003 0.195401 0.033222 -0.037501 0.195780\n",
-            "\t\t0.035731 -0.033434 0.195375 0.033387 -0.037844 0.195753\n",
-            "\t\t0.035889 -0.033867 0.195350 0.033551 -0.038187 0.195726\n",
-            "\t\t0.036045 -0.034300 0.195325 0.033713 -0.038531 0.195700\n",
-            "\t\t0.036200 -0.034733 0.195301 0.033875 -0.038876 0.195674\n",
-            "\t\t0.036353 -0.035167 0.195276 0.034036 -0.039221 0.195648\n",
-            "\t\t0.036504 -0.035602 0.195253 0.034196 -0.039566 0.195622\n",
-            "\t\t0.036654 -0.036038 0.195229 0.034354 -0.039912 0.195596\n",
-            "\t\t0.036801 -0.036474 0.195206 0.034512 -0.040259 0.195571\n",
-            "\t\t0.036946 -0.036911 0.195183 0.034669 -0.040605 0.195545\n",
-            "\t\t0.037090 -0.037348 0.195160 0.034825 -0.040953 0.195520\n",
-            "\t\t0.037231 -0.037786 0.195138 0.034979 -0.041300 0.195495\n",
-            "\t\t0.037370 -0.038225 0.195116 0.035133 -0.041649 0.195471\n",
-            "\t\t0.037507 -0.038664 0.195095 0.035286 -0.041997 0.195446\n",
-            "\t\t0.037642 -0.039105 0.195074 0.035438 -0.042346 0.195422\n",
-            "\t\t0.037775 -0.039545 0.195053 0.035589 -0.042696 0.195398\n",
-            "\t\t0.037907 -0.039986 0.195033 0.035739 -0.043045 0.195374\n",
-            "\t\t0.038036 -0.040428 0.195013 0.035888 -0.043396 0.195350\n",
-            "\t\t0.038165 -0.040870 0.194993 0.036036 -0.043746 0.195327\n",
-            "\t\t0.038291 -0.041313 0.194973 0.036183 -0.044097 0.195303\n",
-            "\t\t0.038417 -0.041756 0.194954 0.036329 -0.044449 0.195280\n",
-            "\t\t0.038542 -0.042199 0.194935 0.036474 -0.044801 0.195257\n",
-            "\t\t0.038667 -0.042642 0.194916 0.036618 -0.045153 0.195235\n",
-            "\t\t0.038791 -0.043085 0.194897 0.036762 -0.045506 0.195212\n",
-            "\t\t0.038914 -0.043529 0.194878 0.036904 -0.045859 0.195190\n",
-            "\t\t0.039037 -0.043972 0.194859 0.037045 -0.046212 0.195167\n",
-            "\t\t0.039160 -0.044416 0.194840 0.037186 -0.046566 0.195145\n",
-            "\t\t0.039283 -0.044860 0.194821 0.037325 -0.046920 0.195123\n",
-            "\t\t0.039406 -0.045303 0.194803 0.037464 -0.047274 0.195102\n",
-            "\t\t0.039529 -0.045747 0.194784 0.037602 -0.047629 0.195080\n",
-            "\t\t0.039652 -0.046191 0.194765 0.037739 -0.047984 0.195059\n",
-            "\t\t0.039775 -0.046634 0.194747 0.037874 -0.048340 0.195038\n",
-            "\t\t0.039897 -0.047078 0.194728 0.038009 -0.048696 0.195017\n",
-            "\t\t0.040020 -0.047522 0.194710 0.038144 -0.049052 0.194996\n",
-            "\t\t0.040143 -0.047965 0.194691 0.038277 -0.049408 0.194975\n",
-            "\t\t0.040266 -0.048409 0.194673 0.038409 -0.049765 0.194955\n",
-            "\t\t0.040389 -0.048853 0.194655 0.038541 -0.050122 0.194935\n",
-            "\t\t0.040511 -0.049296 0.194636 0.038672 -0.050480 0.194915\n",
-            "\t\t0.040634 -0.049740 0.194618 0.038802 -0.050837 0.194895\n",
-            "\t\t0.040758 -0.050183 0.194600 0.038931 -0.051196 0.194875\n",
-            "\t\t0.040884 -0.050626 0.194581 0.039065 -0.051552 0.194855\n",
-            "\t\t0.040992 -0.051073 0.194565 0.039263 -0.051874 0.194824\n",
-            "\t\t0.040944 -0.051527 0.194572 0.039567 -0.052099 0.194778\n",
-            "\t\t0.040699 -0.051912 0.194608 0.039933 -0.052195 0.194723\n",
-            "\t\t0.040309 -0.052149 0.194667 0.040309 -0.052149 0.194667\n",
-            "\tsection 2\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000194 -0.000038 0.202632 0.000194 -0.000038 0.202632\n",
-            "\t\t0.000253 0.000416 0.202632 0.000249 -0.000413 0.202632\n",
-            "\t\t0.000372 0.000857 0.202632 0.000388 -0.000763 0.202632\n",
-            "\t\t0.000525 0.001288 0.202632 0.000587 -0.001085 0.202632\n",
-            "\t\t0.000702 0.001710 0.202632 0.000822 -0.001380 0.202631\n",
-            "\t\t0.000900 0.002122 0.202631 0.001082 -0.001655 0.202631\n",
-            "\t\t0.001115 0.002526 0.202631 0.001357 -0.001914 0.202631\n",
-            "\t\t0.001346 0.002920 0.202631 0.001644 -0.002161 0.202630\n",
-            "\t\t0.001594 0.003304 0.202630 0.001939 -0.002397 0.202629\n",
-            "\t\t0.001858 0.003678 0.202629 0.002240 -0.002626 0.202627\n",
-            "\t\t0.002137 0.004040 0.202628 0.002545 -0.002849 0.202624\n",
-            "\t\t0.002431 0.004390 0.202625 0.002854 -0.003067 0.202621\n",
-            "\t\t0.002742 0.004725 0.202622 0.003166 -0.003281 0.202617\n",
-            "\t\t0.003069 0.005045 0.202619 0.003480 -0.003491 0.202612\n",
-            "\t\t0.003411 0.005348 0.202613 0.003795 -0.003700 0.202605\n",
-            "\t\t0.003770 0.005632 0.202606 0.004112 -0.003906 0.202598\n",
-            "\t\t0.004144 0.005894 0.202597 0.004430 -0.004112 0.202589\n",
-            "\t\t0.004535 0.006132 0.202586 0.004748 -0.004316 0.202578\n",
-            "\t\t0.004940 0.006345 0.202572 0.005066 -0.004520 0.202566\n",
-            "\t\t0.005358 0.006529 0.202555 0.005385 -0.004724 0.202553\n",
-            "\t\t0.005789 0.006682 0.202534 0.005703 -0.004927 0.202538\n",
-            "\t\t0.006230 0.006804 0.202510 0.006022 -0.005131 0.202521\n",
-            "\t\t0.006678 0.006892 0.202483 0.006340 -0.005335 0.202503\n",
-            "\t\t0.007132 0.006946 0.202452 0.006657 -0.005540 0.202483\n",
-            "\t\t0.007589 0.006967 0.202419 0.006975 -0.005746 0.202461\n",
-            "\t\t0.008046 0.006953 0.202382 0.007291 -0.005952 0.202439\n",
-            "\t\t0.008501 0.006910 0.202343 0.007607 -0.006160 0.202415\n",
-            "\t\t0.008953 0.006836 0.202302 0.007922 -0.006369 0.202390\n",
-            "\t\t0.009398 0.006734 0.202259 0.008237 -0.006579 0.202363\n",
-            "\t\t0.009838 0.006607 0.202215 0.008550 -0.006791 0.202335\n",
-            "\t\t0.010269 0.006457 0.202170 0.008862 -0.007004 0.202307\n",
-            "\t\t0.010693 0.006286 0.202124 0.009174 -0.007218 0.202277\n",
-            "\t\t0.011109 0.006096 0.202077 0.009484 -0.007434 0.202246\n",
-            "\t\t0.011517 0.005888 0.202031 0.009793 -0.007652 0.202215\n",
-            "\t\t0.011916 0.005666 0.201984 0.010101 -0.007871 0.202183\n",
-            "\t\t0.012307 0.005429 0.201938 0.010408 -0.008092 0.202150\n",
-            "\t\t0.012691 0.005180 0.201892 0.010713 -0.008315 0.202116\n",
-            "\t\t0.013066 0.004919 0.201846 0.011017 -0.008540 0.202082\n",
-            "\t\t0.013435 0.004648 0.201800 0.011320 -0.008766 0.202048\n",
-            "\t\t0.013796 0.004368 0.201755 0.011621 -0.008995 0.202013\n",
-            "\t\t0.014151 0.004080 0.201711 0.011921 -0.009225 0.201978\n",
-            "\t\t0.014499 0.003784 0.201667 0.012219 -0.009457 0.201942\n",
-            "\t\t0.014842 0.003481 0.201623 0.012516 -0.009691 0.201906\n",
-            "\t\t0.015178 0.003171 0.201580 0.012812 -0.009927 0.201870\n",
-            "\t\t0.015509 0.002855 0.201537 0.013106 -0.010165 0.201834\n",
-            "\t\t0.015835 0.002534 0.201495 0.013398 -0.010405 0.201798\n",
-            "\t\t0.016155 0.002208 0.201454 0.013689 -0.010646 0.201761\n",
-            "\t\t0.016471 0.001877 0.201413 0.013978 -0.010890 0.201725\n",
-            "\t\t0.016782 0.001542 0.201372 0.014265 -0.011135 0.201688\n",
-            "\t\t0.017088 0.001203 0.201332 0.014551 -0.011383 0.201652\n",
-            "\t\t0.017391 0.000860 0.201293 0.014836 -0.011632 0.201615\n",
-            "\t\t0.017689 0.000514 0.201254 0.015118 -0.011883 0.201579\n",
-            "\t\t0.017984 0.000164 0.201216 0.015399 -0.012136 0.201543\n",
-            "\t\t0.018275 -0.000189 0.201178 0.015678 -0.012391 0.201506\n",
-            "\t\t0.018562 -0.000545 0.201141 0.015956 -0.012648 0.201470\n",
-            "\t\t0.018846 -0.000903 0.201104 0.016232 -0.012906 0.201434\n",
-            "\t\t0.019126 -0.001264 0.201068 0.016506 -0.013166 0.201399\n",
-            "\t\t0.019404 -0.001627 0.201033 0.016779 -0.013428 0.201363\n",
-            "\t\t0.019678 -0.001993 0.200997 0.017050 -0.013692 0.201328\n",
-            "\t\t0.019950 -0.002361 0.200963 0.017319 -0.013958 0.201293\n",
-            "\t\t0.020218 -0.002731 0.200928 0.017586 -0.014225 0.201258\n",
-            "\t\t0.020484 -0.003103 0.200894 0.017852 -0.014494 0.201223\n",
-            "\t\t0.020748 -0.003477 0.200861 0.018116 -0.014765 0.201189\n",
-            "\t\t0.021008 -0.003852 0.200828 0.018378 -0.015037 0.201155\n",
-            "\t\t0.021267 -0.004230 0.200795 0.018639 -0.015311 0.201121\n",
-            "\t\t0.021523 -0.004609 0.200762 0.018898 -0.015586 0.201088\n",
-            "\t\t0.021776 -0.004989 0.200730 0.019155 -0.015863 0.201054\n",
-            "\t\t0.022028 -0.005371 0.200699 0.019410 -0.016142 0.201021\n",
-            "\t\t0.022277 -0.005754 0.200667 0.019664 -0.016422 0.200989\n",
-            "\t\t0.022524 -0.006139 0.200636 0.019916 -0.016704 0.200957\n",
-            "\t\t0.022769 -0.006525 0.200606 0.020167 -0.016987 0.200925\n",
-            "\t\t0.023012 -0.006912 0.200575 0.020416 -0.017272 0.200893\n",
-            "\t\t0.023253 -0.007301 0.200545 0.020663 -0.017558 0.200861\n",
-            "\t\t0.023492 -0.007691 0.200515 0.020908 -0.017845 0.200830\n",
-            "\t\t0.023730 -0.008081 0.200485 0.021152 -0.018134 0.200800\n",
-            "\t\t0.023965 -0.008473 0.200456 0.021395 -0.018425 0.200769\n",
-            "\t\t0.024199 -0.008866 0.200427 0.021635 -0.018716 0.200739\n",
-            "\t\t0.024431 -0.009260 0.200397 0.021874 -0.019009 0.200709\n",
-            "\t\t0.024662 -0.009655 0.200369 0.022112 -0.019303 0.200679\n",
-            "\t\t0.024891 -0.010051 0.200340 0.022347 -0.019599 0.200650\n",
-            "\t\t0.025118 -0.010448 0.200311 0.022582 -0.019896 0.200621\n",
-            "\t\t0.025344 -0.010845 0.200283 0.022814 -0.020193 0.200592\n",
-            "\t\t0.025568 -0.011244 0.200254 0.023045 -0.020493 0.200563\n",
-            "\t\t0.025791 -0.011643 0.200226 0.023275 -0.020793 0.200535\n",
-            "\t\t0.026012 -0.012043 0.200198 0.023503 -0.021095 0.200506\n",
-            "\t\t0.026232 -0.012444 0.200170 0.023730 -0.021397 0.200479\n",
-            "\t\t0.026450 -0.012846 0.200142 0.023955 -0.021701 0.200451\n",
-            "\t\t0.026667 -0.013248 0.200115 0.024178 -0.022006 0.200423\n",
-            "\t\t0.026882 -0.013652 0.200087 0.024400 -0.022312 0.200396\n",
-            "\t\t0.027097 -0.014056 0.200060 0.024621 -0.022619 0.200368\n",
-            "\t\t0.027310 -0.014460 0.200032 0.024840 -0.022927 0.200341\n",
-            "\t\t0.027521 -0.014865 0.200005 0.025057 -0.023236 0.200314\n",
-            "\t\t0.027732 -0.015271 0.199977 0.025274 -0.023547 0.200288\n",
-            "\t\t0.027941 -0.015678 0.199950 0.025488 -0.023858 0.200261\n",
-            "\t\t0.028149 -0.016085 0.199923 0.025702 -0.024170 0.200234\n",
-            "\t\t0.028355 -0.016493 0.199896 0.025914 -0.024483 0.200208\n",
-            "\t\t0.028561 -0.016902 0.199869 0.026124 -0.024797 0.200182\n",
-            "\t\t0.028765 -0.017311 0.199842 0.026333 -0.025112 0.200156\n",
-            "\t\t0.028968 -0.017720 0.199816 0.026541 -0.025428 0.200130\n",
-            "\t\t0.029170 -0.018131 0.199789 0.026748 -0.025745 0.200104\n",
-            "\t\t0.029371 -0.018542 0.199762 0.026953 -0.026062 0.200078\n",
-            "\t\t0.029570 -0.018953 0.199736 0.027156 -0.026381 0.200052\n",
-            "\t\t0.029769 -0.019365 0.199709 0.027359 -0.026700 0.200026\n",
-            "\t\t0.029966 -0.019777 0.199683 0.027560 -0.027020 0.200001\n",
-            "\t\t0.030162 -0.020190 0.199657 0.027760 -0.027341 0.199975\n",
-            "\t\t0.030357 -0.020604 0.199631 0.027958 -0.027663 0.199950\n",
-            "\t\t0.030551 -0.021018 0.199605 0.028155 -0.027985 0.199924\n",
-            "\t\t0.030744 -0.021432 0.199579 0.028351 -0.028309 0.199899\n",
-            "\t\t0.030936 -0.021847 0.199553 0.028546 -0.028633 0.199874\n",
-            "\t\t0.031127 -0.022263 0.199527 0.028740 -0.028958 0.199849\n",
-            "\t\t0.031316 -0.022679 0.199502 0.028932 -0.029283 0.199824\n",
-            "\t\t0.031505 -0.023096 0.199476 0.029123 -0.029609 0.199799\n",
-            "\t\t0.031692 -0.023513 0.199451 0.029313 -0.029936 0.199774\n",
-            "\t\t0.031879 -0.023930 0.199425 0.029501 -0.030264 0.199749\n",
-            "\t\t0.032064 -0.024348 0.199400 0.029689 -0.030592 0.199725\n",
-            "\t\t0.032248 -0.024767 0.199375 0.029875 -0.030921 0.199700\n",
-            "\t\t0.032431 -0.025186 0.199350 0.030060 -0.031251 0.199676\n",
-            "\t\t0.032613 -0.025605 0.199325 0.030244 -0.031581 0.199651\n",
-            "\t\t0.032794 -0.026025 0.199301 0.030427 -0.031912 0.199627\n",
-            "\t\t0.032974 -0.026446 0.199276 0.030608 -0.032244 0.199603\n",
-            "\t\t0.033152 -0.026867 0.199252 0.030789 -0.032576 0.199579\n",
-            "\t\t0.033330 -0.027288 0.199228 0.030968 -0.032909 0.199555\n",
-            "\t\t0.033506 -0.027710 0.199204 0.031146 -0.033242 0.199531\n",
-            "\t\t0.033681 -0.028132 0.199180 0.031323 -0.033576 0.199507\n",
-            "\t\t0.033855 -0.028555 0.199156 0.031499 -0.033911 0.199484\n",
-            "\t\t0.034028 -0.028978 0.199132 0.031674 -0.034246 0.199460\n",
-            "\t\t0.034200 -0.029402 0.199109 0.031848 -0.034582 0.199437\n",
-            "\t\t0.034370 -0.029826 0.199086 0.032021 -0.034918 0.199414\n",
-            "\t\t0.034539 -0.030251 0.199063 0.032193 -0.035255 0.199390\n",
-            "\t\t0.034707 -0.030677 0.199040 0.032363 -0.035592 0.199367\n",
-            "\t\t0.034874 -0.031102 0.199017 0.032533 -0.035930 0.199344\n",
-            "\t\t0.035039 -0.031529 0.198994 0.032701 -0.036269 0.199322\n",
-            "\t\t0.035202 -0.031956 0.198972 0.032869 -0.036608 0.199299\n",
-            "\t\t0.035365 -0.032383 0.198950 0.033035 -0.036947 0.199276\n",
-            "\t\t0.035526 -0.032811 0.198928 0.033201 -0.037287 0.199254\n",
-            "\t\t0.035685 -0.033240 0.198906 0.033365 -0.037628 0.199232\n",
-            "\t\t0.035843 -0.033669 0.198885 0.033529 -0.037969 0.199209\n",
-            "\t\t0.035999 -0.034099 0.198864 0.033691 -0.038310 0.199187\n",
-            "\t\t0.036154 -0.034529 0.198843 0.033852 -0.038652 0.199165\n",
-            "\t\t0.036306 -0.034960 0.198822 0.034013 -0.038994 0.199144\n",
-            "\t\t0.036457 -0.035391 0.198802 0.034172 -0.039337 0.199122\n",
-            "\t\t0.036607 -0.035824 0.198782 0.034330 -0.039680 0.199100\n",
-            "\t\t0.036754 -0.036257 0.198762 0.034488 -0.040024 0.199079\n",
-            "\t\t0.036899 -0.036690 0.198742 0.034644 -0.040368 0.199058\n",
-            "\t\t0.037042 -0.037124 0.198723 0.034800 -0.040713 0.199036\n",
-            "\t\t0.037184 -0.037559 0.198704 0.034954 -0.041058 0.199015\n",
-            "\t\t0.037323 -0.037995 0.198685 0.035108 -0.041403 0.198995\n",
-            "\t\t0.037460 -0.038431 0.198667 0.035260 -0.041749 0.198974\n",
-            "\t\t0.037596 -0.038868 0.198649 0.035412 -0.042096 0.198953\n",
-            "\t\t0.037729 -0.039305 0.198631 0.035563 -0.042442 0.198933\n",
-            "\t\t0.037861 -0.039743 0.198614 0.035713 -0.042790 0.198912\n",
-            "\t\t0.037991 -0.040181 0.198596 0.035861 -0.043137 0.198892\n",
-            "\t\t0.038120 -0.040620 0.198579 0.036009 -0.043485 0.198872\n",
-            "\t\t0.038247 -0.041059 0.198563 0.036156 -0.043833 0.198852\n",
-            "\t\t0.038374 -0.041498 0.198546 0.036302 -0.044182 0.198832\n",
-            "\t\t0.038499 -0.041938 0.198529 0.036447 -0.044531 0.198813\n",
-            "\t\t0.038624 -0.042378 0.198513 0.036591 -0.044881 0.198793\n",
-            "\t\t0.038749 -0.042818 0.198497 0.036734 -0.045231 0.198774\n",
-            "\t\t0.038873 -0.043258 0.198481 0.036877 -0.045581 0.198755\n",
-            "\t\t0.038997 -0.043698 0.198464 0.037018 -0.045932 0.198736\n",
-            "\t\t0.039121 -0.044138 0.198448 0.037158 -0.046283 0.198717\n",
-            "\t\t0.039244 -0.044578 0.198432 0.037298 -0.046634 0.198698\n",
-            "\t\t0.039368 -0.045019 0.198416 0.037437 -0.046986 0.198679\n",
-            "\t\t0.039491 -0.045459 0.198400 0.037574 -0.047338 0.198661\n",
-            "\t\t0.039615 -0.045899 0.198384 0.037711 -0.047690 0.198642\n",
-            "\t\t0.039738 -0.046339 0.198368 0.037847 -0.048043 0.198624\n",
-            "\t\t0.039862 -0.046779 0.198352 0.037982 -0.048396 0.198606\n",
-            "\t\t0.039985 -0.047220 0.198336 0.038116 -0.048750 0.198588\n",
-            "\t\t0.040109 -0.047660 0.198320 0.038249 -0.049104 0.198570\n",
-            "\t\t0.040232 -0.048100 0.198304 0.038382 -0.049458 0.198552\n",
-            "\t\t0.040356 -0.048540 0.198288 0.038514 -0.049812 0.198535\n",
-            "\t\t0.040479 -0.048981 0.198272 0.038645 -0.050167 0.198517\n",
-            "\t\t0.040603 -0.049421 0.198256 0.038776 -0.050521 0.198500\n",
-            "\t\t0.040728 -0.049861 0.198240 0.038904 -0.050877 0.198483\n",
-            "\t\t0.040854 -0.050300 0.198224 0.039039 -0.051230 0.198465\n",
-            "\t\t0.040962 -0.050744 0.198210 0.039240 -0.051548 0.198439\n",
-            "\t\t0.040912 -0.051195 0.198216 0.039544 -0.051769 0.198399\n",
-            "\t\t0.040669 -0.051577 0.198249 0.039909 -0.051861 0.198350\n",
-            "\t\t0.040281 -0.051813 0.198300 0.040281 -0.051813 0.198300\n",
-            "\tsection 3\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000355 -0.000066 0.205263 0.000355 -0.000066 0.205263\n",
-            "\t\t0.000413 0.000384 0.205263 0.000407 -0.000439 0.205263\n",
-            "\t\t0.000530 0.000823 0.205263 0.000543 -0.000789 0.205263\n",
-            "\t\t0.000681 0.001252 0.205263 0.000739 -0.001109 0.205263\n",
-            "\t\t0.000856 0.001671 0.205263 0.000971 -0.001405 0.205263\n",
-            "\t\t0.001051 0.002081 0.205263 0.001228 -0.001679 0.205263\n",
-            "\t\t0.001264 0.002483 0.205263 0.001500 -0.001937 0.205262\n",
-            "\t\t0.001494 0.002875 0.205262 0.001785 -0.002183 0.205262\n",
-            "\t\t0.001739 0.003257 0.205262 0.002077 -0.002419 0.205261\n",
-            "\t\t0.002001 0.003629 0.205261 0.002376 -0.002647 0.205259\n",
-            "\t\t0.002277 0.003989 0.205260 0.002679 -0.002869 0.205257\n",
-            "\t\t0.002570 0.004337 0.205258 0.002986 -0.003086 0.205254\n",
-            "\t\t0.002878 0.004671 0.205255 0.003295 -0.003299 0.205250\n",
-            "\t\t0.003202 0.004990 0.205251 0.003607 -0.003509 0.205245\n",
-            "\t\t0.003542 0.005291 0.205246 0.003920 -0.003717 0.205239\n",
-            "\t\t0.003898 0.005573 0.205240 0.004234 -0.003923 0.205233\n",
-            "\t\t0.004270 0.005834 0.205233 0.004549 -0.004127 0.205225\n",
-            "\t\t0.004657 0.006072 0.205223 0.004865 -0.004330 0.205216\n",
-            "\t\t0.005059 0.006283 0.205211 0.005182 -0.004533 0.205206\n",
-            "\t\t0.005475 0.006466 0.205197 0.005498 -0.004736 0.205195\n",
-            "\t\t0.005903 0.006619 0.205179 0.005814 -0.004939 0.205181\n",
-            "\t\t0.006341 0.006739 0.205158 0.006131 -0.005141 0.205166\n",
-            "\t\t0.006787 0.006827 0.205134 0.006447 -0.005345 0.205150\n",
-            "\t\t0.007238 0.006880 0.205108 0.006762 -0.005548 0.205133\n",
-            "\t\t0.007692 0.006900 0.205079 0.007077 -0.005753 0.205114\n",
-            "\t\t0.008146 0.006886 0.205048 0.007392 -0.005959 0.205095\n",
-            "\t\t0.008599 0.006842 0.205015 0.007706 -0.006165 0.205074\n",
-            "\t\t0.009047 0.006768 0.204979 0.008019 -0.006373 0.205052\n",
-            "\t\t0.009490 0.006667 0.204943 0.008331 -0.006582 0.205029\n",
-            "\t\t0.009926 0.006540 0.204905 0.008642 -0.006793 0.205005\n",
-            "\t\t0.010355 0.006390 0.204867 0.008952 -0.007005 0.204980\n",
-            "\t\t0.010776 0.006219 0.204829 0.009262 -0.007218 0.204954\n",
-            "\t\t0.011188 0.006029 0.204790 0.009570 -0.007433 0.204928\n",
-            "\t\t0.011593 0.005822 0.204751 0.009877 -0.007650 0.204901\n",
-            "\t\t0.011989 0.005600 0.204712 0.010183 -0.007868 0.204873\n",
-            "\t\t0.012378 0.005364 0.204673 0.010487 -0.008088 0.204845\n",
-            "\t\t0.012758 0.005115 0.204635 0.010790 -0.008310 0.204817\n",
-            "\t\t0.013131 0.004856 0.204598 0.011092 -0.008533 0.204788\n",
-            "\t\t0.013497 0.004586 0.204560 0.011393 -0.008759 0.204759\n",
-            "\t\t0.013855 0.004307 0.204524 0.011692 -0.008986 0.204729\n",
-            "\t\t0.014208 0.004020 0.204488 0.011990 -0.009215 0.204699\n",
-            "\t\t0.014553 0.003725 0.204452 0.012286 -0.009446 0.204669\n",
-            "\t\t0.014893 0.003423 0.204417 0.012581 -0.009679 0.204640\n",
-            "\t\t0.015227 0.003115 0.204383 0.012875 -0.009913 0.204610\n",
-            "\t\t0.015555 0.002801 0.204349 0.013167 -0.010150 0.204580\n",
-            "\t\t0.015878 0.002482 0.204316 0.013457 -0.010388 0.204550\n",
-            "\t\t0.016196 0.002157 0.204284 0.013746 -0.010629 0.204520\n",
-            "\t\t0.016510 0.001828 0.204253 0.014033 -0.010871 0.204490\n",
-            "\t\t0.016818 0.001495 0.204222 0.014319 -0.011115 0.204460\n",
-            "\t\t0.017123 0.001157 0.204191 0.014603 -0.011361 0.204430\n",
-            "\t\t0.017423 0.000816 0.204162 0.014885 -0.011609 0.204401\n",
-            "\t\t0.017719 0.000472 0.204133 0.015166 -0.011859 0.204372\n",
-            "\t\t0.018011 0.000124 0.204104 0.015445 -0.012110 0.204343\n",
-            "\t\t0.018300 -0.000227 0.204077 0.015722 -0.012364 0.204314\n",
-            "\t\t0.018585 -0.000581 0.204049 0.015998 -0.012619 0.204286\n",
-            "\t\t0.018867 -0.000937 0.204023 0.016272 -0.012876 0.204258\n",
-            "\t\t0.019146 -0.001296 0.203997 0.016544 -0.013135 0.204230\n",
-            "\t\t0.019421 -0.001657 0.203971 0.016815 -0.013395 0.204203\n",
-            "\t\t0.019694 -0.002021 0.203946 0.017084 -0.013658 0.204176\n",
-            "\t\t0.019963 -0.002387 0.203922 0.017351 -0.013922 0.204149\n",
-            "\t\t0.020230 -0.002754 0.203898 0.017617 -0.014187 0.204123\n",
-            "\t\t0.020494 -0.003124 0.203875 0.017881 -0.014455 0.204097\n",
-            "\t\t0.020756 -0.003496 0.203852 0.018143 -0.014724 0.204071\n",
-            "\t\t0.021015 -0.003869 0.203829 0.018404 -0.014994 0.204046\n",
-            "\t\t0.021271 -0.004244 0.203807 0.018663 -0.015267 0.204021\n",
-            "\t\t0.021525 -0.004621 0.203786 0.018920 -0.015540 0.203997\n",
-            "\t\t0.021777 -0.004999 0.203764 0.019176 -0.015816 0.203973\n",
-            "\t\t0.022027 -0.005378 0.203743 0.019430 -0.016093 0.203949\n",
-            "\t\t0.022274 -0.005759 0.203723 0.019682 -0.016371 0.203926\n",
-            "\t\t0.022520 -0.006142 0.203703 0.019932 -0.016651 0.203904\n",
-            "\t\t0.022763 -0.006525 0.203682 0.020181 -0.016933 0.203882\n",
-            "\t\t0.023005 -0.006910 0.203663 0.020429 -0.017216 0.203860\n",
-            "\t\t0.023244 -0.007296 0.203643 0.020674 -0.017500 0.203838\n",
-            "\t\t0.023482 -0.007684 0.203624 0.020918 -0.017785 0.203817\n",
-            "\t\t0.023718 -0.008072 0.203604 0.021161 -0.018073 0.203797\n",
-            "\t\t0.023952 -0.008461 0.203585 0.021402 -0.018361 0.203776\n",
-            "\t\t0.024184 -0.008852 0.203566 0.021641 -0.018651 0.203756\n",
-            "\t\t0.024415 -0.009243 0.203548 0.021878 -0.018942 0.203737\n",
-            "\t\t0.024644 -0.009636 0.203529 0.022114 -0.019234 0.203717\n",
-            "\t\t0.024872 -0.010029 0.203510 0.022349 -0.019528 0.203698\n",
-            "\t\t0.025097 -0.010423 0.203492 0.022582 -0.019822 0.203680\n",
-            "\t\t0.025322 -0.010818 0.203473 0.022813 -0.020119 0.203661\n",
-            "\t\t0.025545 -0.011214 0.203454 0.023043 -0.020416 0.203643\n",
-            "\t\t0.025766 -0.011611 0.203436 0.023271 -0.020714 0.203625\n",
-            "\t\t0.025986 -0.012009 0.203417 0.023498 -0.021014 0.203607\n",
-            "\t\t0.026204 -0.012407 0.203399 0.023723 -0.021314 0.203590\n",
-            "\t\t0.026421 -0.012806 0.203380 0.023947 -0.021616 0.203572\n",
-            "\t\t0.026637 -0.013206 0.203361 0.024169 -0.021919 0.203555\n",
-            "\t\t0.026851 -0.013607 0.203342 0.024390 -0.022223 0.203538\n",
-            "\t\t0.027065 -0.014008 0.203324 0.024610 -0.022528 0.203520\n",
-            "\t\t0.027276 -0.014410 0.203305 0.024828 -0.022834 0.203503\n",
-            "\t\t0.027487 -0.014813 0.203286 0.025044 -0.023141 0.203486\n",
-            "\t\t0.027696 -0.015216 0.203267 0.025259 -0.023449 0.203470\n",
-            "\t\t0.027904 -0.015620 0.203248 0.025473 -0.023758 0.203453\n",
-            "\t\t0.028111 -0.016025 0.203228 0.025685 -0.024068 0.203436\n",
-            "\t\t0.028316 -0.016430 0.203209 0.025896 -0.024379 0.203419\n",
-            "\t\t0.028521 -0.016836 0.203190 0.026106 -0.024691 0.203402\n",
-            "\t\t0.028724 -0.017242 0.203171 0.026314 -0.025004 0.203385\n",
-            "\t\t0.028926 -0.017649 0.203151 0.026521 -0.025318 0.203368\n",
-            "\t\t0.029127 -0.018057 0.203132 0.026726 -0.025632 0.203351\n",
-            "\t\t0.029326 -0.018465 0.203112 0.026930 -0.025948 0.203334\n",
-            "\t\t0.029525 -0.018873 0.203093 0.027133 -0.026264 0.203316\n",
-            "\t\t0.029722 -0.019282 0.203073 0.027335 -0.026581 0.203299\n",
-            "\t\t0.029919 -0.019692 0.203054 0.027535 -0.026899 0.203282\n",
-            "\t\t0.030114 -0.020102 0.203034 0.027734 -0.027218 0.203265\n",
-            "\t\t0.030308 -0.020513 0.203014 0.027931 -0.027537 0.203247\n",
-            "\t\t0.030501 -0.020925 0.202995 0.028128 -0.027857 0.203230\n",
-            "\t\t0.030693 -0.021336 0.202975 0.028323 -0.028179 0.203212\n",
-            "\t\t0.030884 -0.021749 0.202955 0.028517 -0.028500 0.203195\n",
-            "\t\t0.031074 -0.022161 0.202935 0.028710 -0.028823 0.203177\n",
-            "\t\t0.031263 -0.022575 0.202916 0.028901 -0.029146 0.203159\n",
-            "\t\t0.031451 -0.022989 0.202896 0.029091 -0.029470 0.203142\n",
-            "\t\t0.031637 -0.023403 0.202876 0.029281 -0.029795 0.203124\n",
-            "\t\t0.031823 -0.023818 0.202856 0.029468 -0.030120 0.203106\n",
-            "\t\t0.032007 -0.024233 0.202837 0.029655 -0.030446 0.203088\n",
-            "\t\t0.032191 -0.024648 0.202817 0.029841 -0.030773 0.203070\n",
-            "\t\t0.032373 -0.025065 0.202797 0.030025 -0.031100 0.203052\n",
-            "\t\t0.032554 -0.025481 0.202778 0.030208 -0.031428 0.203034\n",
-            "\t\t0.032734 -0.025898 0.202758 0.030391 -0.031757 0.203016\n",
-            "\t\t0.032913 -0.026316 0.202738 0.030572 -0.032086 0.202998\n",
-            "\t\t0.033091 -0.026734 0.202719 0.030751 -0.032416 0.202980\n",
-            "\t\t0.033268 -0.027153 0.202700 0.030930 -0.032746 0.202962\n",
-            "\t\t0.033444 -0.027572 0.202680 0.031108 -0.033077 0.202944\n",
-            "\t\t0.033619 -0.027991 0.202661 0.031284 -0.033409 0.202926\n",
-            "\t\t0.033792 -0.028411 0.202642 0.031460 -0.033741 0.202908\n",
-            "\t\t0.033964 -0.028831 0.202623 0.031634 -0.034074 0.202890\n",
-            "\t\t0.034135 -0.029252 0.202604 0.031808 -0.034408 0.202872\n",
-            "\t\t0.034305 -0.029674 0.202585 0.031980 -0.034741 0.202854\n",
-            "\t\t0.034474 -0.030096 0.202566 0.032151 -0.035076 0.202836\n",
-            "\t\t0.034641 -0.030518 0.202547 0.032321 -0.035411 0.202818\n",
-            "\t\t0.034807 -0.030941 0.202529 0.032491 -0.035746 0.202800\n",
-            "\t\t0.034972 -0.031365 0.202510 0.032659 -0.036082 0.202782\n",
-            "\t\t0.035135 -0.031788 0.202492 0.032826 -0.036419 0.202764\n",
-            "\t\t0.035297 -0.032213 0.202473 0.032992 -0.036756 0.202746\n",
-            "\t\t0.035458 -0.032638 0.202455 0.033157 -0.037093 0.202728\n",
-            "\t\t0.035617 -0.033064 0.202438 0.033321 -0.037431 0.202710\n",
-            "\t\t0.035774 -0.033490 0.202420 0.033484 -0.037770 0.202693\n",
-            "\t\t0.035930 -0.033917 0.202402 0.033646 -0.038109 0.202675\n",
-            "\t\t0.036085 -0.034344 0.202385 0.033807 -0.038448 0.202657\n",
-            "\t\t0.036237 -0.034772 0.202368 0.033967 -0.038788 0.202640\n",
-            "\t\t0.036388 -0.035200 0.202351 0.034126 -0.039129 0.202622\n",
-            "\t\t0.036537 -0.035630 0.202334 0.034284 -0.039469 0.202605\n",
-            "\t\t0.036685 -0.036059 0.202318 0.034442 -0.039811 0.202587\n",
-            "\t\t0.036830 -0.036490 0.202301 0.034598 -0.040152 0.202570\n",
-            "\t\t0.036973 -0.036921 0.202285 0.034753 -0.040495 0.202553\n",
-            "\t\t0.037115 -0.037353 0.202270 0.034907 -0.040837 0.202536\n",
-            "\t\t0.037254 -0.037785 0.202254 0.035061 -0.041180 0.202518\n",
-            "\t\t0.037392 -0.038218 0.202239 0.035213 -0.041524 0.202501\n",
-            "\t\t0.037528 -0.038652 0.202224 0.035365 -0.041867 0.202484\n",
-            "\t\t0.037661 -0.039086 0.202209 0.035515 -0.042212 0.202468\n",
-            "\t\t0.037794 -0.039521 0.202194 0.035665 -0.042556 0.202451\n",
-            "\t\t0.037924 -0.039956 0.202180 0.035813 -0.042901 0.202434\n",
-            "\t\t0.038053 -0.040392 0.202166 0.035961 -0.043247 0.202418\n",
-            "\t\t0.038181 -0.040828 0.202152 0.036108 -0.043593 0.202401\n",
-            "\t\t0.038308 -0.041264 0.202138 0.036254 -0.043939 0.202385\n",
-            "\t\t0.038435 -0.041700 0.202124 0.036399 -0.044286 0.202368\n",
-            "\t\t0.038560 -0.042137 0.202111 0.036543 -0.044633 0.202352\n",
-            "\t\t0.038686 -0.042574 0.202097 0.036686 -0.044980 0.202336\n",
-            "\t\t0.038811 -0.043011 0.202084 0.036828 -0.045328 0.202320\n",
-            "\t\t0.038935 -0.043447 0.202070 0.036970 -0.045676 0.202304\n",
-            "\t\t0.039060 -0.043884 0.202057 0.037110 -0.046024 0.202288\n",
-            "\t\t0.039184 -0.044321 0.202043 0.037249 -0.046373 0.202272\n",
-            "\t\t0.039309 -0.044758 0.202030 0.037388 -0.046722 0.202257\n",
-            "\t\t0.039433 -0.045195 0.202016 0.037526 -0.047072 0.202241\n",
-            "\t\t0.039557 -0.045632 0.202002 0.037663 -0.047422 0.202225\n",
-            "\t\t0.039681 -0.046069 0.201989 0.037799 -0.047772 0.202210\n",
-            "\t\t0.039806 -0.046506 0.201975 0.037934 -0.048123 0.202195\n",
-            "\t\t0.039930 -0.046944 0.201962 0.038068 -0.048474 0.202180\n",
-            "\t\t0.040054 -0.047381 0.201948 0.038202 -0.048825 0.202165\n",
-            "\t\t0.040179 -0.047818 0.201935 0.038334 -0.049176 0.202150\n",
-            "\t\t0.040303 -0.048255 0.201921 0.038466 -0.049528 0.202135\n",
-            "\t\t0.040427 -0.048692 0.201908 0.038598 -0.049880 0.202120\n",
-            "\t\t0.040552 -0.049129 0.201894 0.038729 -0.050232 0.202106\n",
-            "\t\t0.040677 -0.049565 0.201881 0.038858 -0.050585 0.202091\n",
-            "\t\t0.040804 -0.050002 0.201867 0.038993 -0.050936 0.202076\n",
-            "\t\t0.040911 -0.050443 0.201855 0.039197 -0.051249 0.202054\n",
-            "\t\t0.040861 -0.050890 0.201861 0.039501 -0.051466 0.202019\n",
-            "\t\t0.040618 -0.051270 0.201889 0.039864 -0.051555 0.201977\n",
-            "\t\t0.040234 -0.051505 0.201934 0.040234 -0.051505 0.201934\n",
-            "\tsection 4\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000482 -0.000086 0.207895 0.000482 -0.000086 0.207895\n",
-            "\t\t0.000539 0.000362 0.207895 0.000533 -0.000457 0.207895\n",
-            "\t\t0.000655 0.000798 0.207895 0.000666 -0.000805 0.207895\n",
-            "\t\t0.000805 0.001224 0.207895 0.000859 -0.001125 0.207895\n",
-            "\t\t0.000978 0.001642 0.207895 0.001089 -0.001420 0.207895\n",
-            "\t\t0.001171 0.002050 0.207895 0.001343 -0.001694 0.207894\n",
-            "\t\t0.001383 0.002449 0.207894 0.001613 -0.001952 0.207894\n",
-            "\t\t0.001610 0.002839 0.207894 0.001895 -0.002197 0.207894\n",
-            "\t\t0.001854 0.003220 0.207894 0.002185 -0.002432 0.207893\n",
-            "\t\t0.002113 0.003590 0.207893 0.002482 -0.002660 0.207891\n",
-            "\t\t0.002387 0.003949 0.207892 0.002783 -0.002881 0.207889\n",
-            "\t\t0.002677 0.004295 0.207890 0.003087 -0.003097 0.207886\n",
-            "\t\t0.002983 0.004627 0.207887 0.003395 -0.003310 0.207883\n",
-            "\t\t0.003305 0.004944 0.207884 0.003704 -0.003519 0.207878\n",
-            "\t\t0.003643 0.005245 0.207880 0.004015 -0.003726 0.207874\n",
-            "\t\t0.003996 0.005526 0.207874 0.004327 -0.003931 0.207869\n",
-            "\t\t0.004366 0.005785 0.207868 0.004640 -0.004135 0.207862\n",
-            "\t\t0.004751 0.006022 0.207860 0.004954 -0.004337 0.207854\n",
-            "\t\t0.005151 0.006232 0.207850 0.005268 -0.004540 0.207846\n",
-            "\t\t0.005564 0.006414 0.207838 0.005583 -0.004742 0.207836\n",
-            "\t\t0.005989 0.006566 0.207823 0.005897 -0.004943 0.207824\n",
-            "\t\t0.006425 0.006685 0.207805 0.006211 -0.005146 0.207812\n",
-            "\t\t0.006868 0.006772 0.207786 0.006525 -0.005348 0.207798\n",
-            "\t\t0.007317 0.006824 0.207764 0.006839 -0.005551 0.207783\n",
-            "\t\t0.007768 0.006844 0.207740 0.007152 -0.005755 0.207767\n",
-            "\t\t0.008220 0.006829 0.207714 0.007464 -0.005960 0.207750\n",
-            "\t\t0.008669 0.006785 0.207686 0.007776 -0.006166 0.207733\n",
-            "\t\t0.009115 0.006710 0.207657 0.008087 -0.006373 0.207714\n",
-            "\t\t0.009555 0.006608 0.207627 0.008397 -0.006581 0.207695\n",
-            "\t\t0.009988 0.006481 0.207596 0.008706 -0.006791 0.207675\n",
-            "\t\t0.010414 0.006330 0.207565 0.009014 -0.007002 0.207654\n",
-            "\t\t0.010832 0.006159 0.207534 0.009321 -0.007215 0.207632\n",
-            "\t\t0.011242 0.005969 0.207502 0.009627 -0.007429 0.207609\n",
-            "\t\t0.011644 0.005763 0.207471 0.009932 -0.007645 0.207587\n",
-            "\t\t0.012037 0.005541 0.207439 0.010236 -0.007862 0.207564\n",
-            "\t\t0.012423 0.005305 0.207409 0.010539 -0.008081 0.207541\n",
-            "\t\t0.012800 0.005057 0.207379 0.010840 -0.008302 0.207517\n",
-            "\t\t0.013171 0.004799 0.207349 0.011140 -0.008525 0.207494\n",
-            "\t\t0.013534 0.004530 0.207320 0.011438 -0.008749 0.207470\n",
-            "\t\t0.013890 0.004252 0.207292 0.011736 -0.008976 0.207445\n",
-            "\t\t0.014239 0.003965 0.207264 0.012031 -0.009204 0.207421\n",
-            "\t\t0.014582 0.003672 0.207238 0.012326 -0.009434 0.207397\n",
-            "\t\t0.014919 0.003371 0.207212 0.012619 -0.009666 0.207373\n",
-            "\t\t0.015251 0.003064 0.207186 0.012910 -0.009900 0.207349\n",
-            "\t\t0.015576 0.002751 0.207162 0.013200 -0.010135 0.207325\n",
-            "\t\t0.015897 0.002433 0.207138 0.013488 -0.010373 0.207302\n",
-            "\t\t0.016213 0.002110 0.207115 0.013775 -0.010612 0.207278\n",
-            "\t\t0.016524 0.001782 0.207093 0.014061 -0.010853 0.207255\n",
-            "\t\t0.016830 0.001450 0.207071 0.014344 -0.011096 0.207232\n",
-            "\t\t0.017132 0.001115 0.207050 0.014626 -0.011341 0.207209\n",
-            "\t\t0.017430 0.000775 0.207030 0.014907 -0.011588 0.207187\n",
-            "\t\t0.017724 0.000432 0.207011 0.015186 -0.011837 0.207165\n",
-            "\t\t0.018015 0.000086 0.206993 0.015463 -0.012087 0.207143\n",
-            "\t\t0.018301 -0.000263 0.206975 0.015738 -0.012339 0.207122\n",
-            "\t\t0.018584 -0.000615 0.206958 0.016012 -0.012593 0.207101\n",
-            "\t\t0.018864 -0.000970 0.206941 0.016285 -0.012849 0.207081\n",
-            "\t\t0.019141 -0.001327 0.206925 0.016555 -0.013107 0.207061\n",
-            "\t\t0.019414 -0.001686 0.206910 0.016824 -0.013366 0.207042\n",
-            "\t\t0.019685 -0.002048 0.206896 0.017092 -0.013627 0.207023\n",
-            "\t\t0.019953 -0.002412 0.206882 0.017357 -0.013889 0.207005\n",
-            "\t\t0.020217 -0.002778 0.206868 0.017621 -0.014154 0.206987\n",
-            "\t\t0.020480 -0.003145 0.206855 0.017883 -0.014420 0.206970\n",
-            "\t\t0.020739 -0.003515 0.206843 0.018144 -0.014688 0.206953\n",
-            "\t\t0.020997 -0.003886 0.206831 0.018403 -0.014957 0.206937\n",
-            "\t\t0.021251 -0.004259 0.206820 0.018660 -0.015228 0.206921\n",
-            "\t\t0.021504 -0.004634 0.206809 0.018916 -0.015500 0.206906\n",
-            "\t\t0.021754 -0.005010 0.206798 0.019170 -0.015774 0.206892\n",
-            "\t\t0.022002 -0.005388 0.206788 0.019422 -0.016049 0.206878\n",
-            "\t\t0.022248 -0.005767 0.206778 0.019673 -0.016326 0.206864\n",
-            "\t\t0.022492 -0.006147 0.206769 0.019922 -0.016605 0.206851\n",
-            "\t\t0.022734 -0.006528 0.206759 0.020169 -0.016885 0.206839\n",
-            "\t\t0.022974 -0.006911 0.206750 0.020415 -0.017166 0.206827\n",
-            "\t\t0.023212 -0.007295 0.206741 0.020659 -0.017449 0.206815\n",
-            "\t\t0.023448 -0.007680 0.206732 0.020902 -0.017733 0.206804\n",
-            "\t\t0.023682 -0.008066 0.206724 0.021143 -0.018018 0.206794\n",
-            "\t\t0.023915 -0.008453 0.206715 0.021382 -0.018305 0.206784\n",
-            "\t\t0.024146 -0.008842 0.206706 0.021620 -0.018593 0.206774\n",
-            "\t\t0.024375 -0.009231 0.206698 0.021857 -0.018883 0.206765\n",
-            "\t\t0.024603 -0.009621 0.206689 0.022091 -0.019173 0.206756\n",
-            "\t\t0.024829 -0.010012 0.206681 0.022324 -0.019465 0.206747\n",
-            "\t\t0.025053 -0.010404 0.206672 0.022556 -0.019758 0.206739\n",
-            "\t\t0.025276 -0.010797 0.206663 0.022786 -0.020053 0.206731\n",
-            "\t\t0.025498 -0.011190 0.206654 0.023015 -0.020348 0.206723\n",
-            "\t\t0.025718 -0.011585 0.206645 0.023242 -0.020645 0.206715\n",
-            "\t\t0.025936 -0.011980 0.206636 0.023467 -0.020943 0.206708\n",
-            "\t\t0.026154 -0.012376 0.206627 0.023691 -0.021241 0.206701\n",
-            "\t\t0.026369 -0.012773 0.206617 0.023914 -0.021541 0.206694\n",
-            "\t\t0.026584 -0.013171 0.206608 0.024135 -0.021842 0.206687\n",
-            "\t\t0.026797 -0.013569 0.206598 0.024355 -0.022145 0.206679\n",
-            "\t\t0.027009 -0.013968 0.206588 0.024573 -0.022448 0.206672\n",
-            "\t\t0.027220 -0.014367 0.206577 0.024790 -0.022752 0.206665\n",
-            "\t\t0.027429 -0.014768 0.206567 0.025006 -0.023057 0.206658\n",
-            "\t\t0.027637 -0.015169 0.206556 0.025220 -0.023363 0.206651\n",
-            "\t\t0.027844 -0.015570 0.206545 0.025432 -0.023670 0.206644\n",
-            "\t\t0.028050 -0.015972 0.206534 0.025644 -0.023979 0.206637\n",
-            "\t\t0.028254 -0.016375 0.206522 0.025853 -0.024288 0.206629\n",
-            "\t\t0.028457 -0.016779 0.206511 0.026062 -0.024598 0.206622\n",
-            "\t\t0.028659 -0.017183 0.206499 0.026269 -0.024908 0.206614\n",
-            "\t\t0.028860 -0.017587 0.206487 0.026475 -0.025220 0.206606\n",
-            "\t\t0.029060 -0.017992 0.206475 0.026680 -0.025533 0.206598\n",
-            "\t\t0.029259 -0.018398 0.206462 0.026883 -0.025846 0.206590\n",
-            "\t\t0.029457 -0.018804 0.206450 0.027085 -0.026160 0.206581\n",
-            "\t\t0.029653 -0.019211 0.206437 0.027286 -0.026475 0.206572\n",
-            "\t\t0.029849 -0.019618 0.206424 0.027485 -0.026791 0.206563\n",
-            "\t\t0.030043 -0.020026 0.206411 0.027683 -0.027108 0.206554\n",
-            "\t\t0.030236 -0.020434 0.206398 0.027880 -0.027426 0.206545\n",
-            "\t\t0.030428 -0.020843 0.206384 0.028076 -0.027744 0.206535\n",
-            "\t\t0.030619 -0.021252 0.206371 0.028270 -0.028063 0.206525\n",
-            "\t\t0.030809 -0.021662 0.206357 0.028463 -0.028383 0.206516\n",
-            "\t\t0.030998 -0.022072 0.206343 0.028655 -0.028703 0.206505\n",
-            "\t\t0.031186 -0.022483 0.206330 0.028846 -0.029024 0.206495\n",
-            "\t\t0.031373 -0.022894 0.206316 0.029036 -0.029346 0.206484\n",
-            "\t\t0.031559 -0.023306 0.206302 0.029224 -0.029669 0.206474\n",
-            "\t\t0.031744 -0.023718 0.206287 0.029412 -0.029992 0.206463\n",
-            "\t\t0.031928 -0.024131 0.206273 0.029598 -0.030316 0.206451\n",
-            "\t\t0.032110 -0.024544 0.206259 0.029783 -0.030640 0.206440\n",
-            "\t\t0.032292 -0.024957 0.206244 0.029966 -0.030966 0.206429\n",
-            "\t\t0.032472 -0.025371 0.206230 0.030149 -0.031291 0.206417\n",
-            "\t\t0.032652 -0.025786 0.206215 0.030331 -0.031618 0.206405\n",
-            "\t\t0.032830 -0.026201 0.206201 0.030511 -0.031945 0.206393\n",
-            "\t\t0.033008 -0.026616 0.206186 0.030691 -0.032273 0.206381\n",
-            "\t\t0.033184 -0.027032 0.206172 0.030869 -0.032601 0.206369\n",
-            "\t\t0.033359 -0.027449 0.206157 0.031046 -0.032930 0.206357\n",
-            "\t\t0.033533 -0.027866 0.206142 0.031222 -0.033259 0.206344\n",
-            "\t\t0.033706 -0.028283 0.206128 0.031397 -0.033589 0.206332\n",
-            "\t\t0.033878 -0.028701 0.206113 0.031571 -0.033920 0.206319\n",
-            "\t\t0.034048 -0.029119 0.206098 0.031744 -0.034251 0.206306\n",
-            "\t\t0.034218 -0.029538 0.206084 0.031916 -0.034583 0.206294\n",
-            "\t\t0.034386 -0.029957 0.206069 0.032087 -0.034915 0.206281\n",
-            "\t\t0.034553 -0.030377 0.206055 0.032256 -0.035248 0.206268\n",
-            "\t\t0.034718 -0.030797 0.206040 0.032425 -0.035581 0.206255\n",
-            "\t\t0.034883 -0.031218 0.206026 0.032593 -0.035915 0.206242\n",
-            "\t\t0.035046 -0.031639 0.206011 0.032760 -0.036249 0.206229\n",
-            "\t\t0.035207 -0.032061 0.205997 0.032925 -0.036584 0.206215\n",
-            "\t\t0.035368 -0.032483 0.205983 0.033090 -0.036919 0.206202\n",
-            "\t\t0.035526 -0.032906 0.205969 0.033254 -0.037255 0.206189\n",
-            "\t\t0.035684 -0.033329 0.205955 0.033417 -0.037591 0.206176\n",
-            "\t\t0.035839 -0.033753 0.205941 0.033579 -0.037928 0.206162\n",
-            "\t\t0.035994 -0.034178 0.205927 0.033739 -0.038265 0.206149\n",
-            "\t\t0.036146 -0.034603 0.205914 0.033899 -0.038603 0.206136\n",
-            "\t\t0.036297 -0.035029 0.205900 0.034058 -0.038941 0.206122\n",
-            "\t\t0.036446 -0.035455 0.205887 0.034216 -0.039280 0.206109\n",
-            "\t\t0.036593 -0.035882 0.205874 0.034373 -0.039619 0.206096\n",
-            "\t\t0.036739 -0.036310 0.205861 0.034529 -0.039958 0.206082\n",
-            "\t\t0.036882 -0.036738 0.205848 0.034684 -0.040298 0.206069\n",
-            "\t\t0.037024 -0.037167 0.205835 0.034838 -0.040638 0.206056\n",
-            "\t\t0.037164 -0.037597 0.205823 0.034991 -0.040979 0.206042\n",
-            "\t\t0.037302 -0.038027 0.205811 0.035144 -0.041320 0.206029\n",
-            "\t\t0.037438 -0.038458 0.205799 0.035295 -0.041662 0.206016\n",
-            "\t\t0.037572 -0.038889 0.205787 0.035446 -0.042004 0.206002\n",
-            "\t\t0.037704 -0.039321 0.205775 0.035595 -0.042346 0.205989\n",
-            "\t\t0.037836 -0.039753 0.205764 0.035744 -0.042689 0.205976\n",
-            "\t\t0.037965 -0.040186 0.205752 0.035891 -0.043032 0.205963\n",
-            "\t\t0.038094 -0.040619 0.205741 0.036038 -0.043375 0.205950\n",
-            "\t\t0.038222 -0.041052 0.205730 0.036184 -0.043719 0.205937\n",
-            "\t\t0.038349 -0.041486 0.205719 0.036329 -0.044064 0.205924\n",
-            "\t\t0.038475 -0.041919 0.205708 0.036473 -0.044408 0.205911\n",
-            "\t\t0.038601 -0.042353 0.205697 0.036616 -0.044753 0.205898\n",
-            "\t\t0.038727 -0.042787 0.205687 0.036758 -0.045099 0.205885\n",
-            "\t\t0.038853 -0.043221 0.205676 0.036900 -0.045445 0.205872\n",
-            "\t\t0.038978 -0.043655 0.205665 0.037040 -0.045791 0.205859\n",
-            "\t\t0.039103 -0.044089 0.205654 0.037180 -0.046137 0.205847\n",
-            "\t\t0.039228 -0.044523 0.205643 0.037319 -0.046484 0.205834\n",
-            "\t\t0.039354 -0.044957 0.205632 0.037456 -0.046831 0.205821\n",
-            "\t\t0.039479 -0.045391 0.205621 0.037593 -0.047179 0.205809\n",
-            "\t\t0.039604 -0.045825 0.205610 0.037730 -0.047527 0.205796\n",
-            "\t\t0.039729 -0.046259 0.205599 0.037865 -0.047875 0.205784\n",
-            "\t\t0.039854 -0.046693 0.205588 0.037999 -0.048224 0.205772\n",
-            "\t\t0.039979 -0.047127 0.205577 0.038133 -0.048572 0.205759\n",
-            "\t\t0.040104 -0.047561 0.205566 0.038266 -0.048921 0.205747\n",
-            "\t\t0.040230 -0.047995 0.205555 0.038398 -0.049271 0.205735\n",
-            "\t\t0.040355 -0.048429 0.205544 0.038530 -0.049620 0.205723\n",
-            "\t\t0.040480 -0.048863 0.205533 0.038661 -0.049970 0.205711\n",
-            "\t\t0.040606 -0.049297 0.205521 0.038791 -0.050321 0.205699\n",
-            "\t\t0.040734 -0.049730 0.205510 0.038927 -0.050669 0.205687\n",
-            "\t\t0.040841 -0.050168 0.205500 0.039133 -0.050978 0.205669\n",
-            "\t\t0.040789 -0.050613 0.205505 0.039437 -0.051190 0.205640\n",
-            "\t\t0.040548 -0.050991 0.205529 0.039799 -0.051277 0.205604\n",
-            "\t\t0.040167 -0.051226 0.205568 0.040167 -0.051226 0.205568\n",
-            "\tsection 5\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000576 -0.000098 0.210526 0.000576 -0.000098 0.210526\n",
-            "\t\t0.000633 0.000348 0.210526 0.000626 -0.000466 0.210526\n",
-            "\t\t0.000748 0.000783 0.210526 0.000758 -0.000813 0.210526\n",
-            "\t\t0.000896 0.001207 0.210526 0.000948 -0.001132 0.210526\n",
-            "\t\t0.001068 0.001622 0.210526 0.001176 -0.001426 0.210526\n",
-            "\t\t0.001260 0.002028 0.210526 0.001428 -0.001699 0.210526\n",
-            "\t\t0.001469 0.002426 0.210526 0.001696 -0.001956 0.210526\n",
-            "\t\t0.001695 0.002814 0.210526 0.001976 -0.002201 0.210525\n",
-            "\t\t0.001937 0.003193 0.210525 0.002264 -0.002436 0.210525\n",
-            "\t\t0.002194 0.003561 0.210525 0.002558 -0.002663 0.210523\n",
-            "\t\t0.002467 0.003918 0.210524 0.002857 -0.002884 0.210521\n",
-            "\t\t0.002755 0.004263 0.210522 0.003160 -0.003100 0.210519\n",
-            "\t\t0.003059 0.004594 0.210520 0.003465 -0.003312 0.210516\n",
-            "\t\t0.003378 0.004910 0.210517 0.003772 -0.003520 0.210512\n",
-            "\t\t0.003714 0.005208 0.210513 0.004081 -0.003727 0.210508\n",
-            "\t\t0.004065 0.005488 0.210509 0.004391 -0.003931 0.210504\n",
-            "\t\t0.004433 0.005747 0.210504 0.004703 -0.004135 0.210499\n",
-            "\t\t0.004816 0.005982 0.210498 0.005014 -0.004337 0.210492\n",
-            "\t\t0.005213 0.006191 0.210490 0.005326 -0.004539 0.210486\n",
-            "\t\t0.005625 0.006372 0.210480 0.005639 -0.004740 0.210477\n",
-            "\t\t0.006048 0.006523 0.210468 0.005951 -0.004942 0.210468\n",
-            "\t\t0.006481 0.006642 0.210453 0.006263 -0.005144 0.210457\n",
-            "\t\t0.006922 0.006727 0.210437 0.006575 -0.005346 0.210445\n",
-            "\t\t0.007369 0.006779 0.210420 0.006886 -0.005548 0.210433\n",
-            "\t\t0.007817 0.006797 0.210401 0.007197 -0.005752 0.210420\n",
-            "\t\t0.008267 0.006782 0.210380 0.007508 -0.005956 0.210406\n",
-            "\t\t0.008714 0.006736 0.210358 0.007817 -0.006162 0.210392\n",
-            "\t\t0.009156 0.006661 0.210335 0.008126 -0.006368 0.210377\n",
-            "\t\t0.009594 0.006558 0.210311 0.008434 -0.006576 0.210361\n",
-            "\t\t0.010024 0.006430 0.210287 0.008742 -0.006785 0.210345\n",
-            "\t\t0.010448 0.006279 0.210263 0.009048 -0.006996 0.210327\n",
-            "\t\t0.010863 0.006108 0.210239 0.009353 -0.007208 0.210309\n",
-            "\t\t0.011270 0.005918 0.210214 0.009657 -0.007422 0.210291\n",
-            "\t\t0.011669 0.005711 0.210190 0.009960 -0.007637 0.210273\n",
-            "\t\t0.012060 0.005489 0.210167 0.010262 -0.007854 0.210255\n",
-            "\t\t0.012443 0.005254 0.210144 0.010562 -0.008073 0.210236\n",
-            "\t\t0.012817 0.005006 0.210123 0.010861 -0.008293 0.210218\n",
-            "\t\t0.013185 0.004748 0.210101 0.011159 -0.008515 0.210199\n",
-            "\t\t0.013545 0.004479 0.210080 0.011456 -0.008739 0.210180\n",
-            "\t\t0.013899 0.004202 0.210060 0.011751 -0.008965 0.210162\n",
-            "\t\t0.014246 0.003916 0.210041 0.012045 -0.009192 0.210143\n",
-            "\t\t0.014586 0.003623 0.210023 0.012338 -0.009421 0.210124\n",
-            "\t\t0.014921 0.003324 0.210006 0.012629 -0.009653 0.210106\n",
-            "\t\t0.015250 0.003017 0.209990 0.012918 -0.009886 0.210088\n",
-            "\t\t0.015573 0.002706 0.209974 0.013206 -0.010121 0.210071\n",
-            "\t\t0.015892 0.002389 0.209959 0.013493 -0.010357 0.210054\n",
-            "\t\t0.016205 0.002067 0.209946 0.013777 -0.010596 0.210036\n",
-            "\t\t0.016514 0.001740 0.209933 0.014061 -0.010836 0.210020\n",
-            "\t\t0.016818 0.001409 0.209921 0.014343 -0.011079 0.210003\n",
-            "\t\t0.017118 0.001075 0.209909 0.014623 -0.011323 0.209988\n",
-            "\t\t0.017414 0.000737 0.209899 0.014902 -0.011569 0.209973\n",
-            "\t\t0.017705 0.000395 0.209889 0.015179 -0.011816 0.209958\n",
-            "\t\t0.017994 0.000051 0.209881 0.015454 -0.012066 0.209944\n",
-            "\t\t0.018278 -0.000297 0.209873 0.015728 -0.012317 0.209930\n",
-            "\t\t0.018559 -0.000648 0.209866 0.016000 -0.012570 0.209917\n",
-            "\t\t0.018837 -0.001001 0.209859 0.016270 -0.012825 0.209905\n",
-            "\t\t0.019112 -0.001356 0.209854 0.016539 -0.013082 0.209893\n",
-            "\t\t0.019383 -0.001714 0.209849 0.016807 -0.013340 0.209882\n",
-            "\t\t0.019652 -0.002074 0.209845 0.017072 -0.013600 0.209871\n",
-            "\t\t0.019918 -0.002437 0.209841 0.017336 -0.013861 0.209861\n",
-            "\t\t0.020181 -0.002801 0.209838 0.017598 -0.014125 0.209852\n",
-            "\t\t0.020441 -0.003167 0.209836 0.017859 -0.014390 0.209843\n",
-            "\t\t0.020699 -0.003535 0.209834 0.018118 -0.014656 0.209835\n",
-            "\t\t0.020955 -0.003904 0.209833 0.018375 -0.014924 0.209828\n",
-            "\t\t0.021208 -0.004276 0.209832 0.018631 -0.015194 0.209822\n",
-            "\t\t0.021459 -0.004648 0.209832 0.018885 -0.015465 0.209816\n",
-            "\t\t0.021707 -0.005023 0.209832 0.019138 -0.015738 0.209810\n",
-            "\t\t0.021954 -0.005398 0.209833 0.019388 -0.016012 0.209806\n",
-            "\t\t0.022198 -0.005776 0.209834 0.019638 -0.016288 0.209802\n",
-            "\t\t0.022440 -0.006154 0.209835 0.019885 -0.016565 0.209798\n",
-            "\t\t0.022680 -0.006534 0.209836 0.020131 -0.016844 0.209796\n",
-            "\t\t0.022919 -0.006914 0.209837 0.020375 -0.017124 0.209794\n",
-            "\t\t0.023155 -0.007296 0.209839 0.020618 -0.017405 0.209792\n",
-            "\t\t0.023390 -0.007680 0.209841 0.020859 -0.017688 0.209791\n",
-            "\t\t0.023623 -0.008064 0.209843 0.021099 -0.017972 0.209791\n",
-            "\t\t0.023854 -0.008449 0.209845 0.021337 -0.018257 0.209791\n",
-            "\t\t0.024084 -0.008835 0.209846 0.021574 -0.018544 0.209792\n",
-            "\t\t0.024311 -0.009222 0.209848 0.021809 -0.018832 0.209792\n",
-            "\t\t0.024538 -0.009611 0.209850 0.022042 -0.019121 0.209794\n",
-            "\t\t0.024762 -0.010000 0.209851 0.022274 -0.019411 0.209796\n",
-            "\t\t0.024986 -0.010390 0.209853 0.022504 -0.019703 0.209798\n",
-            "\t\t0.025207 -0.010780 0.209854 0.022733 -0.019996 0.209800\n",
-            "\t\t0.025427 -0.011172 0.209854 0.022961 -0.020290 0.209803\n",
-            "\t\t0.025646 -0.011565 0.209855 0.023186 -0.020585 0.209806\n",
-            "\t\t0.025864 -0.011958 0.209855 0.023411 -0.020881 0.209809\n",
-            "\t\t0.026080 -0.012352 0.209855 0.023634 -0.021178 0.209812\n",
-            "\t\t0.026294 -0.012746 0.209855 0.023855 -0.021477 0.209815\n",
-            "\t\t0.026507 -0.013142 0.209854 0.024075 -0.021776 0.209818\n",
-            "\t\t0.026719 -0.013538 0.209853 0.024294 -0.022077 0.209821\n",
-            "\t\t0.026930 -0.013935 0.209852 0.024511 -0.022378 0.209824\n",
-            "\t\t0.027140 -0.014332 0.209850 0.024727 -0.022681 0.209827\n",
-            "\t\t0.027348 -0.014731 0.209848 0.024942 -0.022984 0.209830\n",
-            "\t\t0.027555 -0.015129 0.209845 0.025155 -0.023289 0.209833\n",
-            "\t\t0.027760 -0.015529 0.209842 0.025366 -0.023594 0.209836\n",
-            "\t\t0.027965 -0.015929 0.209839 0.025577 -0.023901 0.209838\n",
-            "\t\t0.028168 -0.016329 0.209835 0.025786 -0.024208 0.209840\n",
-            "\t\t0.028371 -0.016731 0.209832 0.025993 -0.024516 0.209842\n",
-            "\t\t0.028572 -0.017132 0.209827 0.026200 -0.024825 0.209843\n",
-            "\t\t0.028772 -0.017535 0.209823 0.026405 -0.025135 0.209844\n",
-            "\t\t0.028971 -0.017938 0.209818 0.026609 -0.025446 0.209845\n",
-            "\t\t0.029168 -0.018341 0.209812 0.026811 -0.025758 0.209846\n",
-            "\t\t0.029365 -0.018745 0.209807 0.027012 -0.026070 0.209846\n",
-            "\t\t0.029561 -0.019149 0.209801 0.027212 -0.026383 0.209845\n",
-            "\t\t0.029755 -0.019554 0.209795 0.027411 -0.026697 0.209845\n",
-            "\t\t0.029949 -0.019960 0.209788 0.027608 -0.027012 0.209844\n",
-            "\t\t0.030141 -0.020366 0.209781 0.027804 -0.027328 0.209843\n",
-            "\t\t0.030332 -0.020773 0.209774 0.027999 -0.027644 0.209841\n",
-            "\t\t0.030523 -0.021180 0.209767 0.028193 -0.027961 0.209839\n",
-            "\t\t0.030712 -0.021587 0.209759 0.028386 -0.028279 0.209836\n",
-            "\t\t0.030900 -0.021995 0.209752 0.028577 -0.028598 0.209834\n",
-            "\t\t0.031087 -0.022404 0.209744 0.028767 -0.028917 0.209831\n",
-            "\t\t0.031273 -0.022812 0.209735 0.028956 -0.029237 0.209827\n",
-            "\t\t0.031458 -0.023222 0.209727 0.029144 -0.029558 0.209823\n",
-            "\t\t0.031642 -0.023632 0.209718 0.029331 -0.029879 0.209819\n",
-            "\t\t0.031825 -0.024042 0.209710 0.029516 -0.030201 0.209815\n",
-            "\t\t0.032007 -0.024453 0.209700 0.029701 -0.030524 0.209810\n",
-            "\t\t0.032188 -0.024864 0.209691 0.029884 -0.030847 0.209805\n",
-            "\t\t0.032368 -0.025276 0.209682 0.030066 -0.031171 0.209800\n",
-            "\t\t0.032547 -0.025688 0.209672 0.030247 -0.031496 0.209794\n",
-            "\t\t0.032725 -0.026101 0.209663 0.030427 -0.031821 0.209788\n",
-            "\t\t0.032901 -0.026514 0.209653 0.030606 -0.032146 0.209782\n",
-            "\t\t0.033077 -0.026927 0.209643 0.030784 -0.032473 0.209776\n",
-            "\t\t0.033251 -0.027341 0.209634 0.030961 -0.032800 0.209769\n",
-            "\t\t0.033425 -0.027756 0.209624 0.031136 -0.033127 0.209763\n",
-            "\t\t0.033597 -0.028171 0.209614 0.031311 -0.033455 0.209756\n",
-            "\t\t0.033768 -0.028586 0.209603 0.031484 -0.033784 0.209749\n",
-            "\t\t0.033939 -0.029002 0.209593 0.031657 -0.034113 0.209741\n",
-            "\t\t0.034107 -0.029418 0.209583 0.031829 -0.034443 0.209734\n",
-            "\t\t0.034275 -0.029835 0.209572 0.031999 -0.034773 0.209726\n",
-            "\t\t0.034442 -0.030252 0.209562 0.032169 -0.035104 0.209718\n",
-            "\t\t0.034607 -0.030670 0.209552 0.032337 -0.035435 0.209710\n",
-            "\t\t0.034771 -0.031089 0.209541 0.032504 -0.035767 0.209702\n",
-            "\t\t0.034934 -0.031507 0.209531 0.032671 -0.036099 0.209693\n",
-            "\t\t0.035095 -0.031927 0.209521 0.032836 -0.036432 0.209685\n",
-            "\t\t0.035255 -0.032346 0.209510 0.033001 -0.036765 0.209676\n",
-            "\t\t0.035414 -0.032767 0.209500 0.033164 -0.037099 0.209668\n",
-            "\t\t0.035571 -0.033188 0.209490 0.033327 -0.037433 0.209659\n",
-            "\t\t0.035726 -0.033609 0.209479 0.033489 -0.037768 0.209650\n",
-            "\t\t0.035880 -0.034031 0.209469 0.033649 -0.038103 0.209641\n",
-            "\t\t0.036033 -0.034454 0.209459 0.033809 -0.038438 0.209632\n",
-            "\t\t0.036184 -0.034877 0.209449 0.033968 -0.038774 0.209623\n",
-            "\t\t0.036333 -0.035301 0.209439 0.034125 -0.039111 0.209613\n",
-            "\t\t0.036480 -0.035725 0.209430 0.034282 -0.039448 0.209604\n",
-            "\t\t0.036626 -0.036151 0.209420 0.034438 -0.039785 0.209595\n",
-            "\t\t0.036769 -0.036576 0.209410 0.034593 -0.040123 0.209585\n",
-            "\t\t0.036911 -0.037003 0.209401 0.034747 -0.040461 0.209576\n",
-            "\t\t0.037051 -0.037429 0.209392 0.034900 -0.040800 0.209566\n",
-            "\t\t0.037189 -0.037857 0.209383 0.035053 -0.041139 0.209557\n",
-            "\t\t0.037326 -0.038285 0.209374 0.035204 -0.041478 0.209547\n",
-            "\t\t0.037461 -0.038714 0.209365 0.035354 -0.041818 0.209537\n",
-            "\t\t0.037594 -0.039143 0.209356 0.035504 -0.042158 0.209528\n",
-            "\t\t0.037726 -0.039572 0.209348 0.035652 -0.042499 0.209518\n",
-            "\t\t0.037856 -0.040002 0.209339 0.035800 -0.042840 0.209508\n",
-            "\t\t0.037986 -0.040432 0.209331 0.035947 -0.043181 0.209499\n",
-            "\t\t0.038114 -0.040863 0.209322 0.036093 -0.043523 0.209489\n",
-            "\t\t0.038242 -0.041294 0.209314 0.036238 -0.043865 0.209479\n",
-            "\t\t0.038369 -0.041725 0.209306 0.036382 -0.044208 0.209470\n",
-            "\t\t0.038496 -0.042156 0.209298 0.036525 -0.044551 0.209460\n",
-            "\t\t0.038623 -0.042587 0.209290 0.036667 -0.044894 0.209450\n",
-            "\t\t0.038749 -0.043018 0.209281 0.036809 -0.045238 0.209440\n",
-            "\t\t0.038875 -0.043449 0.209273 0.036950 -0.045582 0.209431\n",
-            "\t\t0.039001 -0.043880 0.209265 0.037089 -0.045926 0.209421\n",
-            "\t\t0.039127 -0.044312 0.209256 0.037228 -0.046271 0.209411\n",
-            "\t\t0.039254 -0.044743 0.209248 0.037366 -0.046616 0.209402\n",
-            "\t\t0.039380 -0.045174 0.209239 0.037503 -0.046961 0.209392\n",
-            "\t\t0.039506 -0.045605 0.209231 0.037640 -0.047307 0.209382\n",
-            "\t\t0.039632 -0.046037 0.209222 0.037775 -0.047653 0.209373\n",
-            "\t\t0.039758 -0.046468 0.209214 0.037910 -0.047999 0.209363\n",
-            "\t\t0.039884 -0.046899 0.209205 0.038044 -0.048346 0.209354\n",
-            "\t\t0.040010 -0.047330 0.209197 0.038177 -0.048693 0.209345\n",
-            "\t\t0.040136 -0.047762 0.209188 0.038310 -0.049040 0.209335\n",
-            "\t\t0.040262 -0.048193 0.209179 0.038442 -0.049387 0.209326\n",
-            "\t\t0.040388 -0.048624 0.209171 0.038574 -0.049735 0.209317\n",
-            "\t\t0.040515 -0.049055 0.209162 0.038704 -0.050083 0.209307\n",
-            "\t\t0.040644 -0.049486 0.209153 0.038840 -0.050429 0.209298\n",
-            "\t\t0.040751 -0.049921 0.209145 0.039048 -0.050734 0.209284\n",
-            "\t\t0.040698 -0.050364 0.209149 0.039353 -0.050943 0.209261\n",
-            "\t\t0.040458 -0.050740 0.209170 0.039713 -0.051026 0.209232\n",
-            "\t\t0.040079 -0.050974 0.209201 0.040079 -0.050974 0.209201\n",
-            "\tsection 6\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000637 -0.000100 0.213158 0.000637 -0.000100 0.213158\n",
-            "\t\t0.000693 0.000344 0.213158 0.000687 -0.000467 0.213158\n",
-            "\t\t0.000807 0.000776 0.213158 0.000817 -0.000812 0.213158\n",
-            "\t\t0.000955 0.001198 0.213158 0.001006 -0.001130 0.213158\n",
-            "\t\t0.001125 0.001612 0.213158 0.001232 -0.001423 0.213158\n",
-            "\t\t0.001316 0.002016 0.213158 0.001482 -0.001695 0.213158\n",
-            "\t\t0.001524 0.002412 0.213158 0.001749 -0.001952 0.213157\n",
-            "\t\t0.001749 0.002798 0.213157 0.002026 -0.002196 0.213157\n",
-            "\t\t0.001989 0.003175 0.213157 0.002313 -0.002431 0.213156\n",
-            "\t\t0.002244 0.003542 0.213157 0.002605 -0.002657 0.213155\n",
-            "\t\t0.002515 0.003898 0.213156 0.002902 -0.002878 0.213153\n",
-            "\t\t0.002802 0.004241 0.213154 0.003203 -0.003093 0.213151\n",
-            "\t\t0.003104 0.004571 0.213152 0.003506 -0.003305 0.213148\n",
-            "\t\t0.003422 0.004885 0.213149 0.003811 -0.003514 0.213145\n",
-            "\t\t0.003756 0.005183 0.213146 0.004118 -0.003720 0.213142\n",
-            "\t\t0.004105 0.005462 0.213143 0.004427 -0.003924 0.213139\n",
-            "\t\t0.004471 0.005719 0.213140 0.004736 -0.004127 0.213135\n",
-            "\t\t0.004852 0.005953 0.213135 0.005046 -0.004330 0.213131\n",
-            "\t\t0.005248 0.006161 0.213129 0.005356 -0.004531 0.213125\n",
-            "\t\t0.005657 0.006341 0.213122 0.005666 -0.004732 0.213119\n",
-            "\t\t0.006078 0.006491 0.213112 0.005976 -0.004934 0.213111\n",
-            "\t\t0.006509 0.006608 0.213101 0.006286 -0.005135 0.213103\n",
-            "\t\t0.006949 0.006693 0.213089 0.006596 -0.005337 0.213093\n",
-            "\t\t0.007393 0.006743 0.213076 0.006906 -0.005540 0.213083\n",
-            "\t\t0.007840 0.006761 0.213062 0.007215 -0.005743 0.213072\n",
-            "\t\t0.008287 0.006744 0.213047 0.007523 -0.005947 0.213062\n",
-            "\t\t0.008731 0.006697 0.213030 0.007831 -0.006153 0.213051\n",
-            "\t\t0.009172 0.006621 0.213012 0.008138 -0.006359 0.213039\n",
-            "\t\t0.009607 0.006517 0.212995 0.008444 -0.006567 0.213027\n",
-            "\t\t0.010035 0.006388 0.212978 0.008749 -0.006776 0.213014\n",
-            "\t\t0.010455 0.006237 0.212961 0.009053 -0.006986 0.213001\n",
-            "\t\t0.010868 0.006064 0.212944 0.009356 -0.007198 0.212987\n",
-            "\t\t0.011272 0.005874 0.212926 0.009659 -0.007412 0.212973\n",
-            "\t\t0.011669 0.005667 0.212910 0.009960 -0.007627 0.212959\n",
-            "\t\t0.012057 0.005445 0.212895 0.010259 -0.007843 0.212946\n",
-            "\t\t0.012437 0.005209 0.212880 0.010558 -0.008062 0.212932\n",
-            "\t\t0.012809 0.004962 0.212866 0.010855 -0.008282 0.212918\n",
-            "\t\t0.013174 0.004703 0.212853 0.011151 -0.008504 0.212905\n",
-            "\t\t0.013532 0.004435 0.212840 0.011446 -0.008727 0.212891\n",
-            "\t\t0.013883 0.004158 0.212829 0.011739 -0.008952 0.212878\n",
-            "\t\t0.014227 0.003873 0.212818 0.012031 -0.009180 0.212864\n",
-            "\t\t0.014565 0.003580 0.212809 0.012322 -0.009409 0.212852\n",
-            "\t\t0.014898 0.003281 0.212801 0.012611 -0.009639 0.212840\n",
-            "\t\t0.015224 0.002976 0.212793 0.012898 -0.009872 0.212828\n",
-            "\t\t0.015545 0.002665 0.212786 0.013184 -0.010106 0.212817\n",
-            "\t\t0.015861 0.002348 0.212781 0.013469 -0.010343 0.212806\n",
-            "\t\t0.016172 0.002027 0.212776 0.013752 -0.010581 0.212795\n",
-            "\t\t0.016479 0.001702 0.212773 0.014034 -0.010821 0.212785\n",
-            "\t\t0.016781 0.001372 0.212770 0.014314 -0.011062 0.212775\n",
-            "\t\t0.017079 0.001038 0.212768 0.014592 -0.011306 0.212767\n",
-            "\t\t0.017372 0.000701 0.212767 0.014869 -0.011551 0.212759\n",
-            "\t\t0.017662 0.000361 0.212768 0.015144 -0.011798 0.212751\n",
-            "\t\t0.017948 0.000017 0.212769 0.015418 -0.012047 0.212744\n",
-            "\t\t0.018231 -0.000329 0.212771 0.015690 -0.012298 0.212738\n",
-            "\t\t0.018510 -0.000679 0.212774 0.015960 -0.012550 0.212733\n",
-            "\t\t0.018786 -0.001030 0.212777 0.016229 -0.012804 0.212728\n",
-            "\t\t0.019058 -0.001385 0.212782 0.016496 -0.013060 0.212724\n",
-            "\t\t0.019328 -0.001741 0.212787 0.016762 -0.013318 0.212721\n",
-            "\t\t0.019595 -0.002100 0.212794 0.017026 -0.013577 0.212719\n",
-            "\t\t0.019859 -0.002461 0.212801 0.017288 -0.013838 0.212717\n",
-            "\t\t0.020120 -0.002824 0.212808 0.017549 -0.014100 0.212716\n",
-            "\t\t0.020379 -0.003188 0.212816 0.017808 -0.014364 0.212716\n",
-            "\t\t0.020635 -0.003555 0.212825 0.018065 -0.014630 0.212717\n",
-            "\t\t0.020889 -0.003923 0.212835 0.018321 -0.014897 0.212719\n",
-            "\t\t0.021140 -0.004293 0.212845 0.018575 -0.015166 0.212722\n",
-            "\t\t0.021389 -0.004664 0.212855 0.018828 -0.015436 0.212725\n",
-            "\t\t0.021636 -0.005037 0.212866 0.019079 -0.015708 0.212729\n",
-            "\t\t0.021881 -0.005411 0.212877 0.019328 -0.015981 0.212734\n",
-            "\t\t0.022124 -0.005786 0.212889 0.019576 -0.016255 0.212739\n",
-            "\t\t0.022364 -0.006163 0.212901 0.019822 -0.016532 0.212746\n",
-            "\t\t0.022603 -0.006541 0.212913 0.020066 -0.016809 0.212753\n",
-            "\t\t0.022840 -0.006920 0.212925 0.020309 -0.017088 0.212761\n",
-            "\t\t0.023075 -0.007301 0.212937 0.020551 -0.017368 0.212769\n",
-            "\t\t0.023308 -0.007682 0.212950 0.020791 -0.017650 0.212778\n",
-            "\t\t0.023540 -0.008065 0.212962 0.021029 -0.017933 0.212788\n",
-            "\t\t0.023770 -0.008448 0.212974 0.021266 -0.018217 0.212798\n",
-            "\t\t0.023998 -0.008833 0.212986 0.021501 -0.018502 0.212809\n",
-            "\t\t0.024224 -0.009218 0.212998 0.021735 -0.018789 0.212820\n",
-            "\t\t0.024449 -0.009605 0.213010 0.021967 -0.019077 0.212832\n",
-            "\t\t0.024672 -0.009992 0.213022 0.022198 -0.019366 0.212844\n",
-            "\t\t0.024894 -0.010380 0.213033 0.022427 -0.019656 0.212857\n",
-            "\t\t0.025115 -0.010769 0.213044 0.022654 -0.019948 0.212870\n",
-            "\t\t0.025334 -0.011159 0.213054 0.022881 -0.020240 0.212883\n",
-            "\t\t0.025551 -0.011550 0.213064 0.023106 -0.020534 0.212896\n",
-            "\t\t0.025767 -0.011941 0.213074 0.023329 -0.020829 0.212909\n",
-            "\t\t0.025982 -0.012333 0.213084 0.023551 -0.021125 0.212923\n",
-            "\t\t0.026195 -0.012726 0.213092 0.023771 -0.021422 0.212937\n",
-            "\t\t0.026407 -0.013120 0.213101 0.023990 -0.021720 0.212950\n",
-            "\t\t0.026618 -0.013514 0.213108 0.024208 -0.022019 0.212963\n",
-            "\t\t0.026828 -0.013909 0.213116 0.024424 -0.022319 0.212976\n",
-            "\t\t0.027036 -0.014305 0.213122 0.024639 -0.022620 0.212990\n",
-            "\t\t0.027243 -0.014701 0.213129 0.024853 -0.022922 0.213002\n",
-            "\t\t0.027449 -0.015098 0.213135 0.025065 -0.023225 0.213015\n",
-            "\t\t0.027654 -0.015495 0.213140 0.025275 -0.023529 0.213027\n",
-            "\t\t0.027857 -0.015894 0.213144 0.025485 -0.023834 0.213039\n",
-            "\t\t0.028060 -0.016292 0.213149 0.025693 -0.024140 0.213050\n",
-            "\t\t0.028261 -0.016692 0.213152 0.025900 -0.024447 0.213062\n",
-            "\t\t0.028461 -0.017091 0.213156 0.026105 -0.024754 0.213072\n",
-            "\t\t0.028660 -0.017492 0.213159 0.026310 -0.025063 0.213083\n",
-            "\t\t0.028858 -0.017893 0.213161 0.026513 -0.025372 0.213092\n",
-            "\t\t0.029055 -0.018294 0.213162 0.026714 -0.025682 0.213101\n",
-            "\t\t0.029250 -0.018696 0.213164 0.026915 -0.025993 0.213110\n",
-            "\t\t0.029445 -0.019099 0.213165 0.027114 -0.026304 0.213119\n",
-            "\t\t0.029639 -0.019502 0.213165 0.027312 -0.026617 0.213126\n",
-            "\t\t0.029831 -0.019905 0.213165 0.027509 -0.026930 0.213134\n",
-            "\t\t0.030023 -0.020309 0.213165 0.027704 -0.027244 0.213140\n",
-            "\t\t0.030213 -0.020714 0.213164 0.027898 -0.027559 0.213146\n",
-            "\t\t0.030403 -0.021119 0.213163 0.028091 -0.027874 0.213152\n",
-            "\t\t0.030591 -0.021524 0.213162 0.028283 -0.028191 0.213157\n",
-            "\t\t0.030778 -0.021930 0.213160 0.028474 -0.028508 0.213162\n",
-            "\t\t0.030965 -0.022337 0.213158 0.028664 -0.028825 0.213166\n",
-            "\t\t0.031150 -0.022744 0.213155 0.028852 -0.029143 0.213170\n",
-            "\t\t0.031334 -0.023151 0.213152 0.029040 -0.029462 0.213173\n",
-            "\t\t0.031518 -0.023559 0.213149 0.029226 -0.029782 0.213176\n",
-            "\t\t0.031700 -0.023967 0.213146 0.029411 -0.030102 0.213178\n",
-            "\t\t0.031881 -0.024376 0.213142 0.029595 -0.030423 0.213180\n",
-            "\t\t0.032061 -0.024785 0.213138 0.029777 -0.030745 0.213182\n",
-            "\t\t0.032241 -0.025194 0.213134 0.029959 -0.031067 0.213183\n",
-            "\t\t0.032419 -0.025605 0.213130 0.030140 -0.031390 0.213183\n",
-            "\t\t0.032596 -0.026015 0.213125 0.030319 -0.031713 0.213184\n",
-            "\t\t0.032772 -0.026426 0.213120 0.030498 -0.032037 0.213183\n",
-            "\t\t0.032947 -0.026837 0.213115 0.030675 -0.032362 0.213183\n",
-            "\t\t0.033121 -0.027249 0.213110 0.030852 -0.032687 0.213182\n",
-            "\t\t0.033294 -0.027662 0.213105 0.031027 -0.033012 0.213181\n",
-            "\t\t0.033466 -0.028074 0.213099 0.031201 -0.033339 0.213180\n",
-            "\t\t0.033637 -0.028488 0.213094 0.031375 -0.033666 0.213178\n",
-            "\t\t0.033806 -0.028901 0.213088 0.031547 -0.033993 0.213176\n",
-            "\t\t0.033975 -0.029315 0.213082 0.031718 -0.034321 0.213174\n",
-            "\t\t0.034142 -0.029730 0.213076 0.031888 -0.034649 0.213171\n",
-            "\t\t0.034308 -0.030145 0.213070 0.032058 -0.034978 0.213168\n",
-            "\t\t0.034473 -0.030561 0.213063 0.032226 -0.035307 0.213165\n",
-            "\t\t0.034637 -0.030977 0.213057 0.032393 -0.035637 0.213162\n",
-            "\t\t0.034799 -0.031393 0.213051 0.032559 -0.035968 0.213158\n",
-            "\t\t0.034960 -0.031810 0.213044 0.032725 -0.036299 0.213154\n",
-            "\t\t0.035120 -0.032228 0.213038 0.032889 -0.036630 0.213151\n",
-            "\t\t0.035278 -0.032646 0.213031 0.033052 -0.036962 0.213146\n",
-            "\t\t0.035435 -0.033065 0.213025 0.033215 -0.037294 0.213142\n",
-            "\t\t0.035591 -0.033484 0.213018 0.033376 -0.037627 0.213137\n",
-            "\t\t0.035745 -0.033904 0.213012 0.033537 -0.037960 0.213133\n",
-            "\t\t0.035897 -0.034324 0.213005 0.033696 -0.038294 0.213128\n",
-            "\t\t0.036048 -0.034745 0.212998 0.033855 -0.038628 0.213123\n",
-            "\t\t0.036197 -0.035167 0.212992 0.034012 -0.038963 0.213118\n",
-            "\t\t0.036345 -0.035589 0.212986 0.034169 -0.039298 0.213112\n",
-            "\t\t0.036490 -0.036011 0.212979 0.034325 -0.039633 0.213107\n",
-            "\t\t0.036634 -0.036435 0.212973 0.034480 -0.039969 0.213102\n",
-            "\t\t0.036777 -0.036859 0.212967 0.034634 -0.040305 0.213096\n",
-            "\t\t0.036917 -0.037283 0.212961 0.034787 -0.040642 0.213090\n",
-            "\t\t0.037056 -0.037708 0.212954 0.034939 -0.040979 0.213084\n",
-            "\t\t0.037192 -0.038134 0.212949 0.035091 -0.041317 0.213078\n",
-            "\t\t0.037328 -0.038560 0.212943 0.035241 -0.041655 0.213072\n",
-            "\t\t0.037462 -0.038987 0.212937 0.035391 -0.041993 0.213066\n",
-            "\t\t0.037594 -0.039414 0.212931 0.035539 -0.042332 0.213060\n",
-            "\t\t0.037725 -0.039841 0.212926 0.035687 -0.042671 0.213054\n",
-            "\t\t0.037855 -0.040269 0.212920 0.035834 -0.043010 0.213048\n",
-            "\t\t0.037985 -0.040697 0.212915 0.035980 -0.043350 0.213041\n",
-            "\t\t0.038113 -0.041125 0.212909 0.036125 -0.043690 0.213035\n",
-            "\t\t0.038242 -0.041553 0.212904 0.036269 -0.044031 0.213028\n",
-            "\t\t0.038369 -0.041982 0.212898 0.036413 -0.044372 0.213022\n",
-            "\t\t0.038497 -0.042410 0.212892 0.036555 -0.044713 0.213015\n",
-            "\t\t0.038624 -0.042839 0.212887 0.036697 -0.045055 0.213009\n",
-            "\t\t0.038751 -0.043267 0.212881 0.036838 -0.045397 0.213002\n",
-            "\t\t0.038879 -0.043696 0.212875 0.036978 -0.045739 0.212995\n",
-            "\t\t0.039006 -0.044125 0.212870 0.037117 -0.046082 0.212989\n",
-            "\t\t0.039133 -0.044554 0.212864 0.037255 -0.046425 0.212982\n",
-            "\t\t0.039260 -0.044982 0.212858 0.037393 -0.046769 0.212975\n",
-            "\t\t0.039387 -0.045411 0.212852 0.037529 -0.047112 0.212969\n",
-            "\t\t0.039514 -0.045840 0.212846 0.037665 -0.047456 0.212962\n",
-            "\t\t0.039641 -0.046268 0.212840 0.037800 -0.047801 0.212955\n",
-            "\t\t0.039768 -0.046697 0.212834 0.037934 -0.048145 0.212949\n",
-            "\t\t0.039895 -0.047126 0.212828 0.038068 -0.048490 0.212942\n",
-            "\t\t0.040022 -0.047554 0.212821 0.038201 -0.048836 0.212935\n",
-            "\t\t0.040149 -0.047983 0.212815 0.038333 -0.049181 0.212929\n",
-            "\t\t0.040276 -0.048412 0.212809 0.038466 -0.049526 0.212922\n",
-            "\t\t0.040404 -0.048840 0.212803 0.038596 -0.049873 0.212916\n",
-            "\t\t0.040533 -0.049268 0.212796 0.038734 -0.050216 0.212909\n",
-            "\t\t0.040640 -0.049702 0.212790 0.038944 -0.050518 0.212899\n",
-            "\t\t0.040587 -0.050142 0.212794 0.039249 -0.050723 0.212881\n",
-            "\t\t0.040349 -0.050516 0.212810 0.039608 -0.050804 0.212859\n",
-            "\t\t0.039972 -0.050750 0.212835 0.039972 -0.050750 0.212835\n",
-            "\tsection 7\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000665 -0.000093 0.215789 0.000665 -0.000093 0.215789\n",
-            "\t\t0.000721 0.000349 0.215789 0.000714 -0.000459 0.215789\n",
-            "\t\t0.000834 0.000779 0.215789 0.000844 -0.000803 0.215789\n",
-            "\t\t0.000981 0.001199 0.215789 0.001032 -0.001119 0.215789\n",
-            "\t\t0.001151 0.001611 0.215789 0.001257 -0.001411 0.215789\n",
-            "\t\t0.001340 0.002014 0.215789 0.001506 -0.001683 0.215789\n",
-            "\t\t0.001548 0.002408 0.215789 0.001771 -0.001939 0.215789\n",
-            "\t\t0.001771 0.002793 0.215789 0.002047 -0.002182 0.215789\n",
-            "\t\t0.002010 0.003168 0.215789 0.002332 -0.002416 0.215788\n",
-            "\t\t0.002264 0.003534 0.215788 0.002622 -0.002643 0.215787\n",
-            "\t\t0.002534 0.003888 0.215788 0.002917 -0.002863 0.215786\n",
-            "\t\t0.002819 0.004230 0.215786 0.003216 -0.003078 0.215784\n",
-            "\t\t0.003119 0.004558 0.215784 0.003518 -0.003290 0.215781\n",
-            "\t\t0.003436 0.004871 0.215782 0.003821 -0.003499 0.215779\n",
-            "\t\t0.003768 0.005168 0.215779 0.004127 -0.003705 0.215777\n",
-            "\t\t0.004116 0.005445 0.215777 0.004433 -0.003909 0.215775\n",
-            "\t\t0.004480 0.005702 0.215775 0.004740 -0.004112 0.215772\n",
-            "\t\t0.004859 0.005935 0.215772 0.005048 -0.004315 0.215769\n",
-            "\t\t0.005253 0.006142 0.215769 0.005356 -0.004516 0.215765\n",
-            "\t\t0.005661 0.006321 0.215764 0.005665 -0.004718 0.215760\n",
-            "\t\t0.006080 0.006469 0.215757 0.005973 -0.004919 0.215755\n",
-            "\t\t0.006510 0.006586 0.215748 0.006281 -0.005121 0.215748\n",
-            "\t\t0.006948 0.006669 0.215740 0.006589 -0.005323 0.215741\n",
-            "\t\t0.007390 0.006718 0.215731 0.006897 -0.005526 0.215733\n",
-            "\t\t0.007835 0.006734 0.215723 0.007204 -0.005729 0.215725\n",
-            "\t\t0.008280 0.006716 0.215713 0.007510 -0.005934 0.215718\n",
-            "\t\t0.008722 0.006668 0.215702 0.007816 -0.006139 0.215710\n",
-            "\t\t0.009161 0.006590 0.215690 0.008121 -0.006346 0.215702\n",
-            "\t\t0.009593 0.006485 0.215679 0.008425 -0.006553 0.215693\n",
-            "\t\t0.010019 0.006355 0.215668 0.008728 -0.006762 0.215684\n",
-            "\t\t0.010437 0.006202 0.215658 0.009031 -0.006973 0.215674\n",
-            "\t\t0.010847 0.006029 0.215648 0.009332 -0.007185 0.215664\n",
-            "\t\t0.011249 0.005838 0.215639 0.009632 -0.007398 0.215655\n",
-            "\t\t0.011643 0.005630 0.215630 0.009931 -0.007614 0.215645\n",
-            "\t\t0.012028 0.005408 0.215622 0.010229 -0.007830 0.215636\n",
-            "\t\t0.012406 0.005172 0.215615 0.010526 -0.008049 0.215628\n",
-            "\t\t0.012776 0.004924 0.215610 0.010821 -0.008269 0.215619\n",
-            "\t\t0.013138 0.004665 0.215605 0.011115 -0.008490 0.215610\n",
-            "\t\t0.013493 0.004397 0.215600 0.011408 -0.008714 0.215602\n",
-            "\t\t0.013842 0.004120 0.215597 0.011699 -0.008939 0.215594\n",
-            "\t\t0.014184 0.003835 0.215595 0.011989 -0.009166 0.215586\n",
-            "\t\t0.014520 0.003543 0.215595 0.012278 -0.009395 0.215579\n",
-            "\t\t0.014849 0.003244 0.215595 0.012565 -0.009626 0.215573\n",
-            "\t\t0.015174 0.002939 0.215596 0.012851 -0.009858 0.215567\n",
-            "\t\t0.015492 0.002628 0.215599 0.013135 -0.010092 0.215562\n",
-            "\t\t0.015806 0.002312 0.215602 0.013418 -0.010328 0.215558\n",
-            "\t\t0.016115 0.001992 0.215607 0.013699 -0.010566 0.215553\n",
-            "\t\t0.016419 0.001667 0.215613 0.013979 -0.010806 0.215550\n",
-            "\t\t0.016719 0.001338 0.215620 0.014257 -0.011047 0.215547\n",
-            "\t\t0.017015 0.001005 0.215627 0.014534 -0.011291 0.215545\n",
-            "\t\t0.017306 0.000669 0.215636 0.014809 -0.011536 0.215544\n",
-            "\t\t0.017594 0.000329 0.215646 0.015083 -0.011782 0.215544\n",
-            "\t\t0.017878 -0.000014 0.215657 0.015354 -0.012031 0.215545\n",
-            "\t\t0.018159 -0.000359 0.215669 0.015625 -0.012281 0.215546\n",
-            "\t\t0.018436 -0.000708 0.215682 0.015893 -0.012533 0.215548\n",
-            "\t\t0.018710 -0.001059 0.215696 0.016161 -0.012787 0.215551\n",
-            "\t\t0.018981 -0.001412 0.215710 0.016426 -0.013042 0.215556\n",
-            "\t\t0.019249 -0.001767 0.215726 0.016690 -0.013299 0.215561\n",
-            "\t\t0.019514 -0.002125 0.215743 0.016952 -0.013557 0.215567\n",
-            "\t\t0.019776 -0.002485 0.215760 0.017213 -0.013818 0.215574\n",
-            "\t\t0.020036 -0.002847 0.215778 0.017472 -0.014079 0.215581\n",
-            "\t\t0.020292 -0.003210 0.215797 0.017730 -0.014343 0.215590\n",
-            "\t\t0.020547 -0.003575 0.215816 0.017986 -0.014608 0.215600\n",
-            "\t\t0.020799 -0.003942 0.215836 0.018240 -0.014874 0.215610\n",
-            "\t\t0.021049 -0.004311 0.215857 0.018492 -0.015142 0.215622\n",
-            "\t\t0.021296 -0.004681 0.215878 0.018744 -0.015412 0.215634\n",
-            "\t\t0.021542 -0.005052 0.215900 0.018993 -0.015683 0.215647\n",
-            "\t\t0.021785 -0.005425 0.215922 0.019241 -0.015955 0.215662\n",
-            "\t\t0.022026 -0.005799 0.215944 0.019487 -0.016229 0.215677\n",
-            "\t\t0.022265 -0.006175 0.215967 0.019732 -0.016504 0.215693\n",
-            "\t\t0.022502 -0.006551 0.215990 0.019975 -0.016781 0.215710\n",
-            "\t\t0.022738 -0.006929 0.216012 0.020217 -0.017059 0.215728\n",
-            "\t\t0.022971 -0.007308 0.216035 0.020457 -0.017338 0.215746\n",
-            "\t\t0.023203 -0.007688 0.216058 0.020696 -0.017619 0.215765\n",
-            "\t\t0.023433 -0.008069 0.216081 0.020933 -0.017901 0.215785\n",
-            "\t\t0.023661 -0.008451 0.216104 0.021168 -0.018184 0.215806\n",
-            "\t\t0.023888 -0.008835 0.216126 0.021402 -0.018469 0.215827\n",
-            "\t\t0.024113 -0.009219 0.216149 0.021635 -0.018754 0.215848\n",
-            "\t\t0.024337 -0.009604 0.216171 0.021866 -0.019041 0.215870\n",
-            "\t\t0.024559 -0.009989 0.216192 0.022095 -0.019329 0.215893\n",
-            "\t\t0.024779 -0.010376 0.216214 0.022323 -0.019619 0.215916\n",
-            "\t\t0.024999 -0.010764 0.216234 0.022550 -0.019909 0.215939\n",
-            "\t\t0.025216 -0.011152 0.216254 0.022775 -0.020201 0.215963\n",
-            "\t\t0.025432 -0.011541 0.216274 0.022999 -0.020493 0.215986\n",
-            "\t\t0.025647 -0.011931 0.216293 0.023221 -0.020787 0.216010\n",
-            "\t\t0.025861 -0.012321 0.216312 0.023442 -0.021082 0.216034\n",
-            "\t\t0.026073 -0.012713 0.216330 0.023661 -0.021378 0.216058\n",
-            "\t\t0.026284 -0.013105 0.216347 0.023879 -0.021674 0.216082\n",
-            "\t\t0.026494 -0.013497 0.216364 0.024096 -0.021972 0.216105\n",
-            "\t\t0.026702 -0.013891 0.216380 0.024311 -0.022271 0.216128\n",
-            "\t\t0.026909 -0.014285 0.216395 0.024525 -0.022571 0.216152\n",
-            "\t\t0.027115 -0.014679 0.216410 0.024738 -0.022872 0.216174\n",
-            "\t\t0.027320 -0.015075 0.216424 0.024949 -0.023173 0.216197\n",
-            "\t\t0.027524 -0.015470 0.216437 0.025159 -0.023476 0.216219\n",
-            "\t\t0.027726 -0.015867 0.216450 0.025368 -0.023780 0.216240\n",
-            "\t\t0.027928 -0.016264 0.216462 0.025575 -0.024084 0.216261\n",
-            "\t\t0.028128 -0.016662 0.216473 0.025781 -0.024389 0.216282\n",
-            "\t\t0.028327 -0.017060 0.216484 0.025986 -0.024696 0.216302\n",
-            "\t\t0.028525 -0.017458 0.216494 0.026190 -0.025003 0.216321\n",
-            "\t\t0.028722 -0.017858 0.216504 0.026392 -0.025311 0.216339\n",
-            "\t\t0.028918 -0.018257 0.216512 0.026593 -0.025619 0.216357\n",
-            "\t\t0.029113 -0.018658 0.216521 0.026792 -0.025929 0.216375\n",
-            "\t\t0.029306 -0.019058 0.216528 0.026991 -0.026239 0.216392\n",
-            "\t\t0.029499 -0.019460 0.216536 0.027188 -0.026550 0.216408\n",
-            "\t\t0.029691 -0.019861 0.216542 0.027384 -0.026862 0.216423\n",
-            "\t\t0.029881 -0.020264 0.216549 0.027579 -0.027174 0.216438\n",
-            "\t\t0.030071 -0.020666 0.216554 0.027773 -0.027488 0.216452\n",
-            "\t\t0.030260 -0.021070 0.216559 0.027966 -0.027802 0.216465\n",
-            "\t\t0.030447 -0.021473 0.216564 0.028157 -0.028117 0.216478\n",
-            "\t\t0.030634 -0.021878 0.216568 0.028347 -0.028432 0.216490\n",
-            "\t\t0.030819 -0.022282 0.216572 0.028536 -0.028748 0.216502\n",
-            "\t\t0.031004 -0.022687 0.216575 0.028724 -0.029065 0.216513\n",
-            "\t\t0.031188 -0.023093 0.216578 0.028911 -0.029382 0.216523\n",
-            "\t\t0.031370 -0.023499 0.216580 0.029097 -0.029700 0.216532\n",
-            "\t\t0.031552 -0.023905 0.216582 0.029281 -0.030019 0.216542\n",
-            "\t\t0.031732 -0.024312 0.216584 0.029465 -0.030339 0.216550\n",
-            "\t\t0.031912 -0.024719 0.216585 0.029647 -0.030659 0.216558\n",
-            "\t\t0.032091 -0.025127 0.216586 0.029829 -0.030979 0.216566\n",
-            "\t\t0.032268 -0.025535 0.216587 0.030009 -0.031300 0.216572\n",
-            "\t\t0.032445 -0.025944 0.216587 0.030188 -0.031622 0.216579\n",
-            "\t\t0.032620 -0.026353 0.216587 0.030366 -0.031945 0.216585\n",
-            "\t\t0.032795 -0.026763 0.216587 0.030543 -0.032268 0.216590\n",
-            "\t\t0.032968 -0.027173 0.216587 0.030719 -0.032591 0.216595\n",
-            "\t\t0.033141 -0.027583 0.216586 0.030894 -0.032915 0.216600\n",
-            "\t\t0.033312 -0.027994 0.216585 0.031068 -0.033240 0.216604\n",
-            "\t\t0.033482 -0.028405 0.216584 0.031241 -0.033565 0.216608\n",
-            "\t\t0.033652 -0.028817 0.216583 0.031413 -0.033891 0.216611\n",
-            "\t\t0.033820 -0.029229 0.216581 0.031584 -0.034217 0.216614\n",
-            "\t\t0.033987 -0.029642 0.216579 0.031754 -0.034544 0.216616\n",
-            "\t\t0.034152 -0.030055 0.216577 0.031923 -0.034871 0.216618\n",
-            "\t\t0.034317 -0.030469 0.216575 0.032092 -0.035199 0.216620\n",
-            "\t\t0.034480 -0.030883 0.216573 0.032259 -0.035527 0.216622\n",
-            "\t\t0.034642 -0.031297 0.216570 0.032425 -0.035856 0.216623\n",
-            "\t\t0.034803 -0.031712 0.216568 0.032590 -0.036185 0.216624\n",
-            "\t\t0.034963 -0.032128 0.216565 0.032754 -0.036515 0.216625\n",
-            "\t\t0.035121 -0.032544 0.216562 0.032917 -0.036845 0.216625\n",
-            "\t\t0.035278 -0.032961 0.216560 0.033080 -0.037176 0.216625\n",
-            "\t\t0.035433 -0.033378 0.216557 0.033241 -0.037507 0.216625\n",
-            "\t\t0.035587 -0.033795 0.216554 0.033401 -0.037839 0.216625\n",
-            "\t\t0.035740 -0.034214 0.216551 0.033561 -0.038171 0.216624\n",
-            "\t\t0.035891 -0.034632 0.216548 0.033719 -0.038503 0.216623\n",
-            "\t\t0.036040 -0.035052 0.216545 0.033877 -0.038836 0.216622\n",
-            "\t\t0.036187 -0.035472 0.216542 0.034034 -0.039169 0.216621\n",
-            "\t\t0.036333 -0.035892 0.216538 0.034190 -0.039503 0.216619\n",
-            "\t\t0.036478 -0.036314 0.216535 0.034345 -0.039837 0.216618\n",
-            "\t\t0.036620 -0.036735 0.216532 0.034499 -0.040172 0.216616\n",
-            "\t\t0.036761 -0.037158 0.216529 0.034652 -0.040507 0.216614\n",
-            "\t\t0.036900 -0.037580 0.216526 0.034804 -0.040842 0.216612\n",
-            "\t\t0.037037 -0.038004 0.216523 0.034956 -0.041178 0.216610\n",
-            "\t\t0.037173 -0.038428 0.216521 0.035106 -0.041514 0.216607\n",
-            "\t\t0.037308 -0.038852 0.216518 0.035256 -0.041851 0.216605\n",
-            "\t\t0.037441 -0.039277 0.216515 0.035405 -0.042188 0.216602\n",
-            "\t\t0.037573 -0.039702 0.216512 0.035553 -0.042525 0.216599\n",
-            "\t\t0.037704 -0.040127 0.216509 0.035700 -0.042863 0.216596\n",
-            "\t\t0.037834 -0.040553 0.216507 0.035846 -0.043201 0.216593\n",
-            "\t\t0.037964 -0.040979 0.216504 0.035991 -0.043539 0.216590\n",
-            "\t\t0.038093 -0.041405 0.216501 0.036136 -0.043878 0.216587\n",
-            "\t\t0.038222 -0.041831 0.216498 0.036279 -0.044217 0.216584\n",
-            "\t\t0.038350 -0.042257 0.216495 0.036422 -0.044557 0.216580\n",
-            "\t\t0.038478 -0.042684 0.216492 0.036564 -0.044897 0.216577\n",
-            "\t\t0.038607 -0.043110 0.216489 0.036705 -0.045237 0.216573\n",
-            "\t\t0.038735 -0.043536 0.216486 0.036845 -0.045578 0.216570\n",
-            "\t\t0.038863 -0.043963 0.216483 0.036984 -0.045919 0.216566\n",
-            "\t\t0.038991 -0.044389 0.216480 0.037123 -0.046260 0.216562\n",
-            "\t\t0.039119 -0.044815 0.216476 0.037261 -0.046602 0.216559\n",
-            "\t\t0.039247 -0.045242 0.216473 0.037398 -0.046943 0.216555\n",
-            "\t\t0.039375 -0.045668 0.216470 0.037534 -0.047286 0.216551\n",
-            "\t\t0.039503 -0.046094 0.216466 0.037669 -0.047628 0.216547\n",
-            "\t\t0.039631 -0.046521 0.216462 0.037804 -0.047971 0.216543\n",
-            "\t\t0.039759 -0.046947 0.216459 0.037938 -0.048314 0.216539\n",
-            "\t\t0.039887 -0.047373 0.216455 0.038072 -0.048658 0.216535\n",
-            "\t\t0.040015 -0.047800 0.216451 0.038205 -0.049001 0.216531\n",
-            "\t\t0.040143 -0.048226 0.216447 0.038337 -0.049345 0.216527\n",
-            "\t\t0.040273 -0.048652 0.216443 0.038468 -0.049689 0.216524\n",
-            "\t\t0.040403 -0.049078 0.216439 0.038607 -0.050030 0.216520\n",
-            "\t\t0.040510 -0.049509 0.216435 0.038819 -0.050329 0.216514\n",
-            "\t\t0.040456 -0.049948 0.216438 0.039125 -0.050531 0.216502\n",
-            "\t\t0.040219 -0.050320 0.216450 0.039482 -0.050609 0.216486\n",
-            "\t\t0.039845 -0.050554 0.216469 0.039845 -0.050554 0.216469\n",
-            "\tsection 8\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000659 -0.000078 0.218421 0.000659 -0.000078 0.218421\n",
-            "\t\t0.000715 0.000362 0.218421 0.000709 -0.000442 0.218421\n",
-            "\t\t0.000829 0.000791 0.218421 0.000840 -0.000784 0.218421\n",
-            "\t\t0.000975 0.001210 0.218421 0.001028 -0.001099 0.218421\n",
-            "\t\t0.001144 0.001620 0.218421 0.001252 -0.001390 0.218421\n",
-            "\t\t0.001333 0.002021 0.218421 0.001499 -0.001661 0.218421\n",
-            "\t\t0.001539 0.002413 0.218421 0.001763 -0.001916 0.218421\n",
-            "\t\t0.001762 0.002797 0.218421 0.002038 -0.002159 0.218421\n",
-            "\t\t0.002000 0.003171 0.218421 0.002321 -0.002393 0.218420\n",
-            "\t\t0.002253 0.003535 0.218420 0.002610 -0.002619 0.218419\n",
-            "\t\t0.002522 0.003888 0.218420 0.002904 -0.002839 0.218418\n",
-            "\t\t0.002805 0.004229 0.218418 0.003201 -0.003055 0.218416\n",
-            "\t\t0.003105 0.004556 0.218417 0.003500 -0.003267 0.218414\n",
-            "\t\t0.003420 0.004868 0.218415 0.003802 -0.003475 0.218412\n",
-            "\t\t0.003751 0.005163 0.218413 0.004106 -0.003682 0.218411\n",
-            "\t\t0.004097 0.005440 0.218411 0.004410 -0.003887 0.218410\n",
-            "\t\t0.004460 0.005695 0.218411 0.004716 -0.004090 0.218409\n",
-            "\t\t0.004838 0.005927 0.218410 0.005022 -0.004293 0.218407\n",
-            "\t\t0.005230 0.006133 0.218408 0.005328 -0.004495 0.218405\n",
-            "\t\t0.005637 0.006311 0.218406 0.005635 -0.004696 0.218402\n",
-            "\t\t0.006055 0.006458 0.218401 0.005941 -0.004898 0.218398\n",
-            "\t\t0.006483 0.006573 0.218396 0.006248 -0.005100 0.218393\n",
-            "\t\t0.006919 0.006655 0.218392 0.006554 -0.005303 0.218388\n",
-            "\t\t0.007360 0.006702 0.218387 0.006859 -0.005506 0.218383\n",
-            "\t\t0.007803 0.006717 0.218383 0.007165 -0.005710 0.218378\n",
-            "\t\t0.008246 0.006697 0.218379 0.007469 -0.005915 0.218373\n",
-            "\t\t0.008687 0.006647 0.218373 0.007773 -0.006120 0.218369\n",
-            "\t\t0.009123 0.006568 0.218368 0.008076 -0.006327 0.218364\n",
-            "\t\t0.009554 0.006461 0.218363 0.008378 -0.006536 0.218359\n",
-            "\t\t0.009977 0.006330 0.218359 0.008680 -0.006745 0.218354\n",
-            "\t\t0.010393 0.006176 0.218356 0.008980 -0.006956 0.218348\n",
-            "\t\t0.010801 0.006002 0.218353 0.009279 -0.007168 0.218342\n",
-            "\t\t0.011200 0.005810 0.218351 0.009578 -0.007382 0.218336\n",
-            "\t\t0.011592 0.005601 0.218350 0.009875 -0.007598 0.218331\n",
-            "\t\t0.011975 0.005378 0.218350 0.010171 -0.007815 0.218327\n",
-            "\t\t0.012350 0.005141 0.218351 0.010466 -0.008033 0.218323\n",
-            "\t\t0.012717 0.004893 0.218353 0.010759 -0.008254 0.218319\n",
-            "\t\t0.013077 0.004634 0.218356 0.011051 -0.008476 0.218316\n",
-            "\t\t0.013430 0.004365 0.218360 0.011342 -0.008699 0.218313\n",
-            "\t\t0.013776 0.004088 0.218365 0.011632 -0.008925 0.218310\n",
-            "\t\t0.014115 0.003803 0.218372 0.011920 -0.009152 0.218308\n",
-            "\t\t0.014449 0.003510 0.218380 0.012207 -0.009381 0.218307\n",
-            "\t\t0.014776 0.003211 0.218390 0.012492 -0.009612 0.218306\n",
-            "\t\t0.015098 0.002906 0.218400 0.012776 -0.009844 0.218307\n",
-            "\t\t0.015415 0.002596 0.218411 0.013059 -0.010079 0.218308\n",
-            "\t\t0.015726 0.002280 0.218423 0.013340 -0.010315 0.218309\n",
-            "\t\t0.016033 0.001960 0.218438 0.013619 -0.010553 0.218312\n",
-            "\t\t0.016335 0.001635 0.218453 0.013897 -0.010792 0.218315\n",
-            "\t\t0.016633 0.001307 0.218469 0.014173 -0.011034 0.218319\n",
-            "\t\t0.016927 0.000974 0.218486 0.014448 -0.011277 0.218324\n",
-            "\t\t0.017216 0.000639 0.218505 0.014722 -0.011522 0.218330\n",
-            "\t\t0.017502 0.000300 0.218524 0.014994 -0.011768 0.218337\n",
-            "\t\t0.017784 -0.000043 0.218545 0.015264 -0.012017 0.218345\n",
-            "\t\t0.018063 -0.000387 0.218567 0.015532 -0.012267 0.218354\n",
-            "\t\t0.018338 -0.000735 0.218590 0.015800 -0.012518 0.218364\n",
-            "\t\t0.018610 -0.001085 0.218614 0.016065 -0.012772 0.218375\n",
-            "\t\t0.018879 -0.001438 0.218639 0.016329 -0.013027 0.218387\n",
-            "\t\t0.019145 -0.001793 0.218665 0.016591 -0.013284 0.218400\n",
-            "\t\t0.019408 -0.002149 0.218692 0.016852 -0.013542 0.218415\n",
-            "\t\t0.019669 -0.002508 0.218720 0.017111 -0.013802 0.218430\n",
-            "\t\t0.019927 -0.002869 0.218748 0.017369 -0.014063 0.218446\n",
-            "\t\t0.020182 -0.003232 0.218777 0.017625 -0.014326 0.218463\n",
-            "\t\t0.020435 -0.003596 0.218807 0.017879 -0.014591 0.218482\n",
-            "\t\t0.020685 -0.003962 0.218838 0.018132 -0.014857 0.218501\n",
-            "\t\t0.020933 -0.004330 0.218870 0.018383 -0.015124 0.218522\n",
-            "\t\t0.021179 -0.004699 0.218901 0.018633 -0.015393 0.218544\n",
-            "\t\t0.021423 -0.005069 0.218934 0.018881 -0.015664 0.218566\n",
-            "\t\t0.021664 -0.005441 0.218966 0.019127 -0.015936 0.218590\n",
-            "\t\t0.021904 -0.005814 0.219000 0.019372 -0.016209 0.218614\n",
-            "\t\t0.022142 -0.006188 0.219033 0.019616 -0.016484 0.218640\n",
-            "\t\t0.022378 -0.006564 0.219066 0.019858 -0.016760 0.218667\n",
-            "\t\t0.022611 -0.006941 0.219100 0.020098 -0.017037 0.218695\n",
-            "\t\t0.022844 -0.007318 0.219133 0.020337 -0.017316 0.218723\n",
-            "\t\t0.023074 -0.007697 0.219167 0.020574 -0.017596 0.218752\n",
-            "\t\t0.023303 -0.008077 0.219200 0.020810 -0.017877 0.218782\n",
-            "\t\t0.023530 -0.008458 0.219234 0.021044 -0.018159 0.218813\n",
-            "\t\t0.023755 -0.008840 0.219266 0.021277 -0.018443 0.218844\n",
-            "\t\t0.023979 -0.009223 0.219299 0.021509 -0.018728 0.218876\n",
-            "\t\t0.024201 -0.009607 0.219331 0.021738 -0.019014 0.218908\n",
-            "\t\t0.024422 -0.009991 0.219363 0.021967 -0.019301 0.218941\n",
-            "\t\t0.024641 -0.010377 0.219394 0.022194 -0.019590 0.218975\n",
-            "\t\t0.024859 -0.010763 0.219424 0.022419 -0.019879 0.219009\n",
-            "\t\t0.025075 -0.011150 0.219454 0.022644 -0.020170 0.219043\n",
-            "\t\t0.025290 -0.011538 0.219483 0.022866 -0.020462 0.219076\n",
-            "\t\t0.025504 -0.011926 0.219512 0.023088 -0.020754 0.219111\n",
-            "\t\t0.025716 -0.012316 0.219540 0.023307 -0.021048 0.219145\n",
-            "\t\t0.025927 -0.012706 0.219567 0.023526 -0.021343 0.219179\n",
-            "\t\t0.026137 -0.013096 0.219593 0.023743 -0.021639 0.219213\n",
-            "\t\t0.026346 -0.013488 0.219619 0.023959 -0.021936 0.219247\n",
-            "\t\t0.026553 -0.013880 0.219644 0.024173 -0.022234 0.219280\n",
-            "\t\t0.026759 -0.014272 0.219668 0.024386 -0.022532 0.219314\n",
-            "\t\t0.026964 -0.014665 0.219691 0.024598 -0.022832 0.219346\n",
-            "\t\t0.027168 -0.015059 0.219713 0.024809 -0.023133 0.219379\n",
-            "\t\t0.027371 -0.015454 0.219734 0.025018 -0.023434 0.219410\n",
-            "\t\t0.027572 -0.015849 0.219755 0.025226 -0.023737 0.219441\n",
-            "\t\t0.027772 -0.016244 0.219775 0.025432 -0.024040 0.219472\n",
-            "\t\t0.027972 -0.016640 0.219794 0.025638 -0.024344 0.219502\n",
-            "\t\t0.028170 -0.017037 0.219812 0.025842 -0.024649 0.219531\n",
-            "\t\t0.028367 -0.017434 0.219830 0.026044 -0.024955 0.219559\n",
-            "\t\t0.028563 -0.017832 0.219847 0.026246 -0.025262 0.219587\n",
-            "\t\t0.028758 -0.018230 0.219863 0.026446 -0.025570 0.219613\n",
-            "\t\t0.028952 -0.018629 0.219878 0.026645 -0.025878 0.219639\n",
-            "\t\t0.029145 -0.019029 0.219892 0.026843 -0.026187 0.219665\n",
-            "\t\t0.029336 -0.019428 0.219906 0.027040 -0.026497 0.219689\n",
-            "\t\t0.029527 -0.019829 0.219919 0.027236 -0.026807 0.219713\n",
-            "\t\t0.029717 -0.020229 0.219932 0.027430 -0.027119 0.219736\n",
-            "\t\t0.029906 -0.020631 0.219944 0.027623 -0.027431 0.219757\n",
-            "\t\t0.030094 -0.021032 0.219955 0.027815 -0.027743 0.219779\n",
-            "\t\t0.030280 -0.021434 0.219966 0.028006 -0.028057 0.219799\n",
-            "\t\t0.030466 -0.021837 0.219976 0.028196 -0.028371 0.219819\n",
-            "\t\t0.030651 -0.022240 0.219986 0.028385 -0.028686 0.219838\n",
-            "\t\t0.030835 -0.022644 0.219995 0.028572 -0.029001 0.219856\n",
-            "\t\t0.031018 -0.023048 0.220003 0.028758 -0.029318 0.219873\n",
-            "\t\t0.031200 -0.023452 0.220011 0.028944 -0.029634 0.219889\n",
-            "\t\t0.031381 -0.023857 0.220019 0.029128 -0.029952 0.219905\n",
-            "\t\t0.031561 -0.024262 0.220026 0.029311 -0.030270 0.219920\n",
-            "\t\t0.031740 -0.024668 0.220032 0.029493 -0.030588 0.219935\n",
-            "\t\t0.031918 -0.025074 0.220038 0.029674 -0.030908 0.219948\n",
-            "\t\t0.032095 -0.025481 0.220044 0.029854 -0.031228 0.219962\n",
-            "\t\t0.032271 -0.025888 0.220050 0.030033 -0.031548 0.219974\n",
-            "\t\t0.032446 -0.026295 0.220055 0.030211 -0.031869 0.219986\n",
-            "\t\t0.032620 -0.026703 0.220059 0.030388 -0.032191 0.219997\n",
-            "\t\t0.032793 -0.027111 0.220063 0.030564 -0.032513 0.220008\n",
-            "\t\t0.032965 -0.027520 0.220067 0.030738 -0.032836 0.220018\n",
-            "\t\t0.033135 -0.027929 0.220071 0.030912 -0.033159 0.220028\n",
-            "\t\t0.033305 -0.028339 0.220074 0.031085 -0.033483 0.220037\n",
-            "\t\t0.033474 -0.028749 0.220077 0.031257 -0.033807 0.220046\n",
-            "\t\t0.033642 -0.029159 0.220080 0.031428 -0.034132 0.220054\n",
-            "\t\t0.033808 -0.029570 0.220082 0.031597 -0.034457 0.220061\n",
-            "\t\t0.033974 -0.029982 0.220085 0.031766 -0.034783 0.220069\n",
-            "\t\t0.034138 -0.030394 0.220087 0.031934 -0.035109 0.220075\n",
-            "\t\t0.034301 -0.030806 0.220088 0.032101 -0.035436 0.220082\n",
-            "\t\t0.034463 -0.031219 0.220090 0.032267 -0.035763 0.220088\n",
-            "\t\t0.034624 -0.031632 0.220091 0.032432 -0.036091 0.220094\n",
-            "\t\t0.034783 -0.032046 0.220093 0.032596 -0.036419 0.220099\n",
-            "\t\t0.034941 -0.032460 0.220094 0.032760 -0.036748 0.220104\n",
-            "\t\t0.035098 -0.032875 0.220095 0.032922 -0.037077 0.220108\n",
-            "\t\t0.035253 -0.033290 0.220095 0.033083 -0.037407 0.220113\n",
-            "\t\t0.035407 -0.033706 0.220096 0.033244 -0.037737 0.220116\n",
-            "\t\t0.035560 -0.034123 0.220096 0.033403 -0.038068 0.220120\n",
-            "\t\t0.035711 -0.034540 0.220097 0.033562 -0.038399 0.220123\n",
-            "\t\t0.035860 -0.034957 0.220097 0.033720 -0.038730 0.220126\n",
-            "\t\t0.036008 -0.035375 0.220097 0.033876 -0.039062 0.220129\n",
-            "\t\t0.036154 -0.035794 0.220098 0.034032 -0.039394 0.220132\n",
-            "\t\t0.036299 -0.036213 0.220098 0.034187 -0.039727 0.220134\n",
-            "\t\t0.036442 -0.036633 0.220098 0.034342 -0.040060 0.220136\n",
-            "\t\t0.036583 -0.037053 0.220098 0.034495 -0.040393 0.220138\n",
-            "\t\t0.036722 -0.037474 0.220098 0.034647 -0.040727 0.220140\n",
-            "\t\t0.036860 -0.037895 0.220098 0.034799 -0.041061 0.220141\n",
-            "\t\t0.036997 -0.038317 0.220098 0.034950 -0.041396 0.220142\n",
-            "\t\t0.037132 -0.038740 0.220099 0.035099 -0.041731 0.220143\n",
-            "\t\t0.037266 -0.039162 0.220099 0.035248 -0.042066 0.220144\n",
-            "\t\t0.037399 -0.039585 0.220099 0.035396 -0.042402 0.220145\n",
-            "\t\t0.037531 -0.040009 0.220099 0.035544 -0.042738 0.220145\n",
-            "\t\t0.037662 -0.040432 0.220099 0.035690 -0.043075 0.220146\n",
-            "\t\t0.037793 -0.040856 0.220099 0.035836 -0.043412 0.220146\n",
-            "\t\t0.037923 -0.041280 0.220099 0.035980 -0.043749 0.220146\n",
-            "\t\t0.038053 -0.041704 0.220099 0.036124 -0.044087 0.220146\n",
-            "\t\t0.038182 -0.042128 0.220098 0.036267 -0.044425 0.220146\n",
-            "\t\t0.038312 -0.042552 0.220098 0.036409 -0.044763 0.220145\n",
-            "\t\t0.038441 -0.042976 0.220098 0.036551 -0.045102 0.220145\n",
-            "\t\t0.038570 -0.043401 0.220097 0.036691 -0.045441 0.220144\n",
-            "\t\t0.038699 -0.043825 0.220097 0.036831 -0.045780 0.220144\n",
-            "\t\t0.038828 -0.044249 0.220096 0.036970 -0.046120 0.220143\n",
-            "\t\t0.038957 -0.044673 0.220095 0.037108 -0.046460 0.220142\n",
-            "\t\t0.039087 -0.045098 0.220094 0.037246 -0.046800 0.220141\n",
-            "\t\t0.039216 -0.045522 0.220093 0.037382 -0.047141 0.220140\n",
-            "\t\t0.039345 -0.045946 0.220092 0.037518 -0.047482 0.220139\n",
-            "\t\t0.039474 -0.046370 0.220091 0.037653 -0.047823 0.220138\n",
-            "\t\t0.039603 -0.046794 0.220090 0.037788 -0.048164 0.220137\n",
-            "\t\t0.039732 -0.047219 0.220088 0.037922 -0.048506 0.220135\n",
-            "\t\t0.039861 -0.047643 0.220087 0.038055 -0.048848 0.220134\n",
-            "\t\t0.039990 -0.048067 0.220085 0.038189 -0.049190 0.220133\n",
-            "\t\t0.040121 -0.048491 0.220084 0.038321 -0.049532 0.220132\n",
-            "\t\t0.040252 -0.048915 0.220082 0.038460 -0.049872 0.220130\n",
-            "\t\t0.040359 -0.049344 0.220080 0.038674 -0.050168 0.220128\n",
-            "\t\t0.040305 -0.049781 0.220082 0.038980 -0.050367 0.220122\n",
-            "\t\t0.040070 -0.050152 0.220090 0.039337 -0.050443 0.220113\n",
-            "\t\t0.039697 -0.050387 0.220103 0.039697 -0.050387 0.220103\n",
-            "\tsection 9\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000620 -0.000053 0.221053 0.000620 -0.000053 0.221053\n",
-            "\t\t0.000677 0.000385 0.221053 0.000672 -0.000416 0.221053\n",
-            "\t\t0.000790 0.000812 0.221053 0.000803 -0.000757 0.221053\n",
-            "\t\t0.000936 0.001229 0.221053 0.000991 -0.001070 0.221053\n",
-            "\t\t0.001105 0.001638 0.221053 0.001215 -0.001360 0.221053\n",
-            "\t\t0.001294 0.002037 0.221053 0.001462 -0.001630 0.221053\n",
-            "\t\t0.001500 0.002429 0.221053 0.001725 -0.001884 0.221053\n",
-            "\t\t0.001721 0.002811 0.221052 0.001999 -0.002127 0.221052\n",
-            "\t\t0.001959 0.003184 0.221052 0.002280 -0.002361 0.221052\n",
-            "\t\t0.002211 0.003546 0.221052 0.002568 -0.002587 0.221051\n",
-            "\t\t0.002479 0.003898 0.221052 0.002860 -0.002807 0.221050\n",
-            "\t\t0.002762 0.004238 0.221050 0.003156 -0.003023 0.221049\n",
-            "\t\t0.003060 0.004564 0.221049 0.003454 -0.003235 0.221047\n",
-            "\t\t0.003374 0.004875 0.221047 0.003754 -0.003444 0.221046\n",
-            "\t\t0.003704 0.005169 0.221046 0.004056 -0.003651 0.221045\n",
-            "\t\t0.004049 0.005445 0.221046 0.004359 -0.003856 0.221045\n",
-            "\t\t0.004411 0.005699 0.221046 0.004663 -0.004060 0.221045\n",
-            "\t\t0.004788 0.005930 0.221047 0.004967 -0.004263 0.221045\n",
-            "\t\t0.005179 0.006135 0.221047 0.005271 -0.004466 0.221044\n",
-            "\t\t0.005584 0.006311 0.221048 0.005576 -0.004668 0.221043\n",
-            "\t\t0.006001 0.006457 0.221046 0.005881 -0.004871 0.221041\n",
-            "\t\t0.006428 0.006571 0.221044 0.006185 -0.005074 0.221039\n",
-            "\t\t0.006863 0.006651 0.221043 0.006490 -0.005277 0.221036\n",
-            "\t\t0.007303 0.006697 0.221043 0.006794 -0.005481 0.221033\n",
-            "\t\t0.007745 0.006710 0.221044 0.007097 -0.005685 0.221031\n",
-            "\t\t0.008186 0.006688 0.221045 0.007400 -0.005891 0.221029\n",
-            "\t\t0.008625 0.006637 0.221045 0.007702 -0.006097 0.221028\n",
-            "\t\t0.009059 0.006555 0.221045 0.008003 -0.006305 0.221026\n",
-            "\t\t0.009488 0.006447 0.221047 0.008303 -0.006514 0.221025\n",
-            "\t\t0.009909 0.006314 0.221050 0.008603 -0.006724 0.221023\n",
-            "\t\t0.010323 0.006159 0.221054 0.008901 -0.006935 0.221021\n",
-            "\t\t0.010728 0.005983 0.221058 0.009199 -0.007148 0.221019\n",
-            "\t\t0.011126 0.005789 0.221063 0.009495 -0.007363 0.221018\n",
-            "\t\t0.011515 0.005579 0.221069 0.009790 -0.007579 0.221017\n",
-            "\t\t0.011895 0.005355 0.221077 0.010085 -0.007797 0.221018\n",
-            "\t\t0.012268 0.005117 0.221086 0.010377 -0.008016 0.221019\n",
-            "\t\t0.012633 0.004868 0.221097 0.010669 -0.008237 0.221020\n",
-            "\t\t0.012991 0.004608 0.221108 0.010960 -0.008459 0.221022\n",
-            "\t\t0.013341 0.004339 0.221120 0.011249 -0.008683 0.221024\n",
-            "\t\t0.013685 0.004061 0.221134 0.011536 -0.008909 0.221026\n",
-            "\t\t0.014022 0.003776 0.221149 0.011823 -0.009137 0.221029\n",
-            "\t\t0.014353 0.003483 0.221166 0.012108 -0.009366 0.221034\n",
-            "\t\t0.014678 0.003184 0.221184 0.012391 -0.009598 0.221039\n",
-            "\t\t0.014998 0.002879 0.221203 0.012674 -0.009831 0.221046\n",
-            "\t\t0.015313 0.002568 0.221223 0.012954 -0.010065 0.221053\n",
-            "\t\t0.015622 0.002253 0.221245 0.013233 -0.010302 0.221061\n",
-            "\t\t0.015927 0.001932 0.221268 0.013511 -0.010540 0.221070\n",
-            "\t\t0.016227 0.001608 0.221293 0.013787 -0.010780 0.221080\n",
-            "\t\t0.016522 0.001279 0.221319 0.014062 -0.011021 0.221091\n",
-            "\t\t0.016814 0.000947 0.221345 0.014335 -0.011265 0.221103\n",
-            "\t\t0.017101 0.000612 0.221373 0.014607 -0.011510 0.221116\n",
-            "\t\t0.017385 0.000273 0.221403 0.014877 -0.011757 0.221131\n",
-            "\t\t0.017666 -0.000069 0.221434 0.015146 -0.012005 0.221146\n",
-            "\t\t0.017942 -0.000413 0.221466 0.015413 -0.012255 0.221162\n",
-            "\t\t0.018216 -0.000761 0.221498 0.015678 -0.012507 0.221179\n",
-            "\t\t0.018486 -0.001110 0.221532 0.015942 -0.012760 0.221198\n",
-            "\t\t0.018753 -0.001462 0.221567 0.016205 -0.013015 0.221218\n",
-            "\t\t0.019017 -0.001817 0.221604 0.016465 -0.013272 0.221240\n",
-            "\t\t0.019279 -0.002173 0.221641 0.016725 -0.013530 0.221262\n",
-            "\t\t0.019538 -0.002531 0.221679 0.016982 -0.013790 0.221286\n",
-            "\t\t0.019794 -0.002891 0.221718 0.017238 -0.014051 0.221310\n",
-            "\t\t0.020047 -0.003253 0.221758 0.017493 -0.014314 0.221336\n",
-            "\t\t0.020298 -0.003617 0.221798 0.017746 -0.014578 0.221364\n",
-            "\t\t0.020547 -0.003982 0.221840 0.017997 -0.014844 0.221392\n",
-            "\t\t0.020794 -0.004349 0.221882 0.018247 -0.015112 0.221422\n",
-            "\t\t0.021038 -0.004717 0.221925 0.018495 -0.015380 0.221453\n",
-            "\t\t0.021280 -0.005087 0.221967 0.018742 -0.015650 0.221485\n",
-            "\t\t0.021520 -0.005458 0.222011 0.018987 -0.015922 0.221518\n",
-            "\t\t0.021758 -0.005830 0.222055 0.019231 -0.016195 0.221552\n",
-            "\t\t0.021995 -0.006204 0.222099 0.019473 -0.016469 0.221588\n",
-            "\t\t0.022229 -0.006579 0.222143 0.019714 -0.016745 0.221624\n",
-            "\t\t0.022461 -0.006955 0.222187 0.019953 -0.017022 0.221662\n",
-            "\t\t0.022692 -0.007332 0.222231 0.020190 -0.017300 0.221700\n",
-            "\t\t0.022921 -0.007710 0.222276 0.020426 -0.017579 0.221739\n",
-            "\t\t0.023148 -0.008089 0.222320 0.020661 -0.017860 0.221779\n",
-            "\t\t0.023374 -0.008469 0.222363 0.020894 -0.018142 0.221820\n",
-            "\t\t0.023598 -0.008850 0.222406 0.021126 -0.018425 0.221862\n",
-            "\t\t0.023820 -0.009231 0.222449 0.021356 -0.018709 0.221904\n",
-            "\t\t0.024041 -0.009614 0.222491 0.021585 -0.018995 0.221947\n",
-            "\t\t0.024261 -0.009998 0.222533 0.021812 -0.019282 0.221990\n",
-            "\t\t0.024479 -0.010382 0.222574 0.022038 -0.019569 0.222034\n",
-            "\t\t0.024696 -0.010767 0.222615 0.022263 -0.019858 0.222078\n",
-            "\t\t0.024911 -0.011153 0.222654 0.022486 -0.020148 0.222123\n",
-            "\t\t0.025125 -0.011540 0.222693 0.022708 -0.020439 0.222167\n",
-            "\t\t0.025337 -0.011928 0.222731 0.022928 -0.020731 0.222211\n",
-            "\t\t0.025548 -0.012316 0.222769 0.023147 -0.021024 0.222256\n",
-            "\t\t0.025758 -0.012705 0.222805 0.023365 -0.021318 0.222301\n",
-            "\t\t0.025967 -0.013094 0.222840 0.023581 -0.021614 0.222345\n",
-            "\t\t0.026174 -0.013485 0.222874 0.023796 -0.021910 0.222389\n",
-            "\t\t0.026381 -0.013875 0.222908 0.024010 -0.022207 0.222432\n",
-            "\t\t0.026586 -0.014267 0.222940 0.024222 -0.022505 0.222476\n",
-            "\t\t0.026790 -0.014659 0.222972 0.024433 -0.022804 0.222518\n",
-            "\t\t0.026992 -0.015052 0.223002 0.024643 -0.023103 0.222561\n",
-            "\t\t0.027194 -0.015445 0.223032 0.024851 -0.023404 0.222602\n",
-            "\t\t0.027394 -0.015839 0.223060 0.025058 -0.023706 0.222642\n",
-            "\t\t0.027594 -0.016233 0.223088 0.025264 -0.024008 0.222682\n",
-            "\t\t0.027792 -0.016628 0.223115 0.025469 -0.024311 0.222722\n",
-            "\t\t0.027989 -0.017024 0.223141 0.025672 -0.024615 0.222760\n",
-            "\t\t0.028185 -0.017420 0.223166 0.025874 -0.024920 0.222798\n",
-            "\t\t0.028380 -0.017816 0.223190 0.026075 -0.025226 0.222834\n",
-            "\t\t0.028574 -0.018214 0.223213 0.026275 -0.025533 0.222869\n",
-            "\t\t0.028768 -0.018611 0.223235 0.026474 -0.025840 0.222904\n",
-            "\t\t0.028960 -0.019009 0.223256 0.026671 -0.026148 0.222938\n",
-            "\t\t0.029151 -0.019408 0.223277 0.026867 -0.026457 0.222971\n",
-            "\t\t0.029341 -0.019807 0.223297 0.027062 -0.026766 0.223003\n",
-            "\t\t0.029530 -0.020206 0.223316 0.027256 -0.027077 0.223033\n",
-            "\t\t0.029718 -0.020606 0.223334 0.027449 -0.027388 0.223063\n",
-            "\t\t0.029905 -0.021007 0.223351 0.027640 -0.027699 0.223092\n",
-            "\t\t0.030091 -0.021407 0.223368 0.027831 -0.028012 0.223120\n",
-            "\t\t0.030276 -0.021809 0.223384 0.028020 -0.028325 0.223147\n",
-            "\t\t0.030460 -0.022210 0.223400 0.028209 -0.028639 0.223173\n",
-            "\t\t0.030643 -0.022613 0.223414 0.028396 -0.028953 0.223198\n",
-            "\t\t0.030825 -0.023015 0.223429 0.028582 -0.029268 0.223222\n",
-            "\t\t0.031007 -0.023418 0.223442 0.028767 -0.029584 0.223246\n",
-            "\t\t0.031187 -0.023822 0.223455 0.028951 -0.029900 0.223268\n",
-            "\t\t0.031366 -0.024226 0.223468 0.029133 -0.030217 0.223290\n",
-            "\t\t0.031545 -0.024630 0.223479 0.029315 -0.030534 0.223311\n",
-            "\t\t0.031722 -0.025035 0.223491 0.029496 -0.030853 0.223331\n",
-            "\t\t0.031898 -0.025440 0.223501 0.029676 -0.031171 0.223351\n",
-            "\t\t0.032074 -0.025846 0.223512 0.029854 -0.031491 0.223369\n",
-            "\t\t0.032248 -0.026252 0.223522 0.030032 -0.031810 0.223387\n",
-            "\t\t0.032422 -0.026658 0.223531 0.030209 -0.032131 0.223404\n",
-            "\t\t0.032594 -0.027065 0.223540 0.030384 -0.032452 0.223421\n",
-            "\t\t0.032766 -0.027473 0.223549 0.030559 -0.032773 0.223437\n",
-            "\t\t0.032936 -0.027880 0.223557 0.030733 -0.033095 0.223452\n",
-            "\t\t0.033106 -0.028288 0.223565 0.030905 -0.033418 0.223466\n",
-            "\t\t0.033274 -0.028697 0.223572 0.031077 -0.033741 0.223480\n",
-            "\t\t0.033441 -0.029106 0.223579 0.031248 -0.034065 0.223494\n",
-            "\t\t0.033608 -0.029516 0.223586 0.031417 -0.034389 0.223506\n",
-            "\t\t0.033773 -0.029926 0.223592 0.031586 -0.034713 0.223519\n",
-            "\t\t0.033937 -0.030336 0.223598 0.031754 -0.035038 0.223531\n",
-            "\t\t0.034100 -0.030747 0.223604 0.031921 -0.035364 0.223542\n",
-            "\t\t0.034261 -0.031158 0.223610 0.032087 -0.035690 0.223553\n",
-            "\t\t0.034422 -0.031570 0.223615 0.032252 -0.036016 0.223563\n",
-            "\t\t0.034581 -0.031982 0.223620 0.032416 -0.036343 0.223573\n",
-            "\t\t0.034739 -0.032395 0.223625 0.032579 -0.036671 0.223582\n",
-            "\t\t0.034896 -0.032808 0.223629 0.032742 -0.036999 0.223591\n",
-            "\t\t0.035051 -0.033222 0.223634 0.032903 -0.037327 0.223600\n",
-            "\t\t0.035205 -0.033636 0.223638 0.033064 -0.037656 0.223608\n",
-            "\t\t0.035358 -0.034051 0.223642 0.033223 -0.037985 0.223616\n",
-            "\t\t0.035509 -0.034466 0.223646 0.033382 -0.038315 0.223624\n",
-            "\t\t0.035658 -0.034882 0.223650 0.033540 -0.038645 0.223631\n",
-            "\t\t0.035806 -0.035298 0.223653 0.033697 -0.038975 0.223638\n",
-            "\t\t0.035953 -0.035715 0.223657 0.033853 -0.039306 0.223644\n",
-            "\t\t0.036098 -0.036133 0.223660 0.034008 -0.039638 0.223650\n",
-            "\t\t0.036241 -0.036551 0.223664 0.034162 -0.039969 0.223656\n",
-            "\t\t0.036383 -0.036970 0.223667 0.034316 -0.040301 0.223662\n",
-            "\t\t0.036523 -0.037389 0.223670 0.034468 -0.040634 0.223667\n",
-            "\t\t0.036662 -0.037808 0.223673 0.034620 -0.040967 0.223672\n",
-            "\t\t0.036799 -0.038228 0.223676 0.034771 -0.041300 0.223677\n",
-            "\t\t0.036935 -0.038649 0.223679 0.034921 -0.041634 0.223682\n",
-            "\t\t0.037070 -0.039070 0.223682 0.035070 -0.041968 0.223686\n",
-            "\t\t0.037204 -0.039491 0.223685 0.035219 -0.042302 0.223690\n",
-            "\t\t0.037336 -0.039913 0.223688 0.035366 -0.042637 0.223694\n",
-            "\t\t0.037469 -0.040334 0.223691 0.035513 -0.042972 0.223698\n",
-            "\t\t0.037600 -0.040756 0.223694 0.035659 -0.043308 0.223701\n",
-            "\t\t0.037732 -0.041178 0.223696 0.035804 -0.043644 0.223705\n",
-            "\t\t0.037862 -0.041600 0.223699 0.035948 -0.043980 0.223708\n",
-            "\t\t0.037993 -0.042022 0.223701 0.036091 -0.044317 0.223711\n",
-            "\t\t0.038124 -0.042445 0.223704 0.036234 -0.044654 0.223714\n",
-            "\t\t0.038254 -0.042867 0.223706 0.036376 -0.044991 0.223716\n",
-            "\t\t0.038384 -0.043289 0.223708 0.036517 -0.045329 0.223719\n",
-            "\t\t0.038515 -0.043712 0.223710 0.036657 -0.045667 0.223721\n",
-            "\t\t0.038645 -0.044134 0.223712 0.036796 -0.046005 0.223723\n",
-            "\t\t0.038775 -0.044556 0.223713 0.036935 -0.046343 0.223725\n",
-            "\t\t0.038905 -0.044979 0.223715 0.037073 -0.046682 0.223727\n",
-            "\t\t0.039036 -0.045401 0.223717 0.037210 -0.047022 0.223729\n",
-            "\t\t0.039166 -0.045823 0.223718 0.037346 -0.047361 0.223731\n",
-            "\t\t0.039296 -0.046245 0.223719 0.037482 -0.047701 0.223732\n",
-            "\t\t0.039426 -0.046668 0.223721 0.037617 -0.048041 0.223734\n",
-            "\t\t0.039557 -0.047090 0.223722 0.037752 -0.048381 0.223736\n",
-            "\t\t0.039687 -0.047512 0.223723 0.037886 -0.048721 0.223737\n",
-            "\t\t0.039817 -0.047935 0.223724 0.038020 -0.049062 0.223738\n",
-            "\t\t0.039949 -0.048357 0.223724 0.038152 -0.049403 0.223740\n",
-            "\t\t0.040081 -0.048778 0.223725 0.038293 -0.049741 0.223741\n",
-            "\t\t0.040189 -0.049206 0.223725 0.038509 -0.050034 0.223743\n",
-            "\t\t0.040135 -0.049642 0.223727 0.038815 -0.050231 0.223743\n",
-            "\t\t0.039901 -0.050012 0.223731 0.039171 -0.050304 0.223740\n",
-            "\t\t0.039530 -0.050247 0.223736 0.039530 -0.050247 0.223736\n",
-            "\tsection 10\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000548 -0.000020 0.223684 0.000548 -0.000020 0.223684\n",
-            "\t\t0.000605 0.000417 0.223684 0.000601 -0.000382 0.223684\n",
-            "\t\t0.000719 0.000843 0.223684 0.000735 -0.000721 0.223684\n",
-            "\t\t0.000865 0.001258 0.223684 0.000924 -0.001033 0.223684\n",
-            "\t\t0.001035 0.001665 0.223684 0.001148 -0.001320 0.223684\n",
-            "\t\t0.001223 0.002064 0.223684 0.001395 -0.001589 0.223684\n",
-            "\t\t0.001429 0.002454 0.223684 0.001657 -0.001843 0.223684\n",
-            "\t\t0.001650 0.002835 0.223684 0.001930 -0.002086 0.223684\n",
-            "\t\t0.001887 0.003206 0.223684 0.002210 -0.002319 0.223684\n",
-            "\t\t0.002138 0.003568 0.223684 0.002497 -0.002545 0.223683\n",
-            "\t\t0.002405 0.003919 0.223683 0.002787 -0.002766 0.223682\n",
-            "\t\t0.002688 0.004257 0.223683 0.003081 -0.002982 0.223681\n",
-            "\t\t0.002985 0.004582 0.223681 0.003378 -0.003195 0.223680\n",
-            "\t\t0.003298 0.004893 0.223680 0.003677 -0.003404 0.223679\n",
-            "\t\t0.003627 0.005186 0.223679 0.003977 -0.003612 0.223680\n",
-            "\t\t0.003972 0.005460 0.223680 0.004278 -0.003818 0.223681\n",
-            "\t\t0.004333 0.005714 0.223682 0.004580 -0.004023 0.223682\n",
-            "\t\t0.004709 0.005943 0.223684 0.004883 -0.004227 0.223683\n",
-            "\t\t0.005099 0.006147 0.223687 0.005186 -0.004430 0.223684\n",
-            "\t\t0.005504 0.006323 0.223689 0.005489 -0.004633 0.223685\n",
-            "\t\t0.005920 0.006467 0.223690 0.005792 -0.004837 0.223685\n",
-            "\t\t0.006346 0.006579 0.223691 0.006095 -0.005041 0.223684\n",
-            "\t\t0.006780 0.006658 0.223694 0.006397 -0.005245 0.223683\n",
-            "\t\t0.007218 0.006701 0.223699 0.006699 -0.005449 0.223683\n",
-            "\t\t0.007659 0.006712 0.223705 0.007001 -0.005655 0.223684\n",
-            "\t\t0.008099 0.006689 0.223711 0.007302 -0.005862 0.223685\n",
-            "\t\t0.008536 0.006635 0.223717 0.007602 -0.006069 0.223687\n",
-            "\t\t0.008969 0.006552 0.223723 0.007901 -0.006278 0.223689\n",
-            "\t\t0.009396 0.006442 0.223731 0.008200 -0.006487 0.223691\n",
-            "\t\t0.009815 0.006307 0.223741 0.008498 -0.006699 0.223693\n",
-            "\t\t0.010227 0.006149 0.223752 0.008794 -0.006911 0.223695\n",
-            "\t\t0.010630 0.005972 0.223763 0.009090 -0.007125 0.223697\n",
-            "\t\t0.011025 0.005777 0.223775 0.009384 -0.007340 0.223700\n",
-            "\t\t0.011412 0.005565 0.223789 0.009678 -0.007557 0.223704\n",
-            "\t\t0.011791 0.005339 0.223805 0.009970 -0.007776 0.223708\n",
-            "\t\t0.012161 0.005101 0.223822 0.010261 -0.007996 0.223714\n",
-            "\t\t0.012524 0.004850 0.223840 0.010551 -0.008218 0.223720\n",
-            "\t\t0.012879 0.004590 0.223860 0.010840 -0.008441 0.223727\n",
-            "\t\t0.013227 0.004319 0.223880 0.011127 -0.008666 0.223735\n",
-            "\t\t0.013569 0.004041 0.223902 0.011413 -0.008893 0.223742\n",
-            "\t\t0.013904 0.003755 0.223926 0.011698 -0.009121 0.223751\n",
-            "\t\t0.014233 0.003461 0.223952 0.011981 -0.009351 0.223761\n",
-            "\t\t0.014556 0.003161 0.223979 0.012263 -0.009583 0.223773\n",
-            "\t\t0.014873 0.002856 0.224006 0.012543 -0.009817 0.223785\n",
-            "\t\t0.015185 0.002545 0.224035 0.012822 -0.010052 0.223799\n",
-            "\t\t0.015493 0.002229 0.224066 0.013100 -0.010289 0.223813\n",
-            "\t\t0.015795 0.001909 0.224099 0.013376 -0.010528 0.223829\n",
-            "\t\t0.016093 0.001584 0.224133 0.013650 -0.010768 0.223845\n",
-            "\t\t0.016387 0.001255 0.224168 0.013923 -0.011010 0.223862\n",
-            "\t\t0.016677 0.000923 0.224204 0.014195 -0.011254 0.223881\n",
-            "\t\t0.016962 0.000588 0.224242 0.014465 -0.011499 0.223902\n",
-            "\t\t0.017244 0.000249 0.224281 0.014733 -0.011747 0.223924\n",
-            "\t\t0.017522 -0.000093 0.224322 0.015000 -0.011995 0.223946\n",
-            "\t\t0.017797 -0.000437 0.224364 0.015266 -0.012246 0.223970\n",
-            "\t\t0.018069 -0.000784 0.224407 0.015530 -0.012498 0.223995\n",
-            "\t\t0.018337 -0.001134 0.224450 0.015792 -0.012752 0.224022\n",
-            "\t\t0.018603 -0.001486 0.224496 0.016053 -0.013007 0.224050\n",
-            "\t\t0.018865 -0.001840 0.224542 0.016312 -0.013264 0.224079\n",
-            "\t\t0.019125 -0.002196 0.224590 0.016570 -0.013522 0.224110\n",
-            "\t\t0.019382 -0.002554 0.224639 0.016826 -0.013782 0.224142\n",
-            "\t\t0.019636 -0.002914 0.224688 0.017081 -0.014043 0.224175\n",
-            "\t\t0.019888 -0.003275 0.224738 0.017334 -0.014306 0.224210\n",
-            "\t\t0.020138 -0.003638 0.224790 0.017585 -0.014571 0.224246\n",
-            "\t\t0.020385 -0.004003 0.224842 0.017835 -0.014837 0.224283\n",
-            "\t\t0.020630 -0.004370 0.224895 0.018084 -0.015104 0.224322\n",
-            "\t\t0.020873 -0.004737 0.224948 0.018331 -0.015373 0.224362\n",
-            "\t\t0.021113 -0.005106 0.225001 0.018576 -0.015643 0.224403\n",
-            "\t\t0.021352 -0.005477 0.225056 0.018820 -0.015914 0.224446\n",
-            "\t\t0.021589 -0.005849 0.225110 0.019063 -0.016187 0.224490\n",
-            "\t\t0.021823 -0.006222 0.225165 0.019303 -0.016461 0.224535\n",
-            "\t\t0.022056 -0.006596 0.225220 0.019543 -0.016736 0.224581\n",
-            "\t\t0.022287 -0.006971 0.225275 0.019781 -0.017013 0.224628\n",
-            "\t\t0.022517 -0.007347 0.225329 0.020017 -0.017291 0.224676\n",
-            "\t\t0.022744 -0.007725 0.225384 0.020252 -0.017570 0.224726\n",
-            "\t\t0.022970 -0.008103 0.225439 0.020486 -0.017851 0.224776\n",
-            "\t\t0.023195 -0.008483 0.225493 0.020718 -0.018132 0.224827\n",
-            "\t\t0.023417 -0.008863 0.225546 0.020949 -0.018415 0.224879\n",
-            "\t\t0.023639 -0.009244 0.225599 0.021178 -0.018699 0.224932\n",
-            "\t\t0.023858 -0.009626 0.225652 0.021406 -0.018984 0.224985\n",
-            "\t\t0.024076 -0.010009 0.225704 0.021632 -0.019270 0.225039\n",
-            "\t\t0.024293 -0.010392 0.225755 0.021857 -0.019558 0.225093\n",
-            "\t\t0.024509 -0.010777 0.225805 0.022081 -0.019846 0.225148\n",
-            "\t\t0.024723 -0.011162 0.225854 0.022303 -0.020136 0.225202\n",
-            "\t\t0.024935 -0.011548 0.225903 0.022524 -0.020426 0.225257\n",
-            "\t\t0.025147 -0.011935 0.225950 0.022743 -0.020718 0.225312\n",
-            "\t\t0.025357 -0.012322 0.225997 0.022961 -0.021010 0.225367\n",
-            "\t\t0.025566 -0.012710 0.226042 0.023178 -0.021304 0.225422\n",
-            "\t\t0.025773 -0.013099 0.226086 0.023394 -0.021598 0.225477\n",
-            "\t\t0.025980 -0.013488 0.226129 0.023608 -0.021894 0.225531\n",
-            "\t\t0.026185 -0.013878 0.226172 0.023821 -0.022190 0.225584\n",
-            "\t\t0.026389 -0.014269 0.226213 0.024032 -0.022488 0.225638\n",
-            "\t\t0.026592 -0.014660 0.226253 0.024242 -0.022786 0.225690\n",
-            "\t\t0.026793 -0.015052 0.226292 0.024451 -0.023085 0.225742\n",
-            "\t\t0.026994 -0.015445 0.226329 0.024659 -0.023385 0.225793\n",
-            "\t\t0.027193 -0.015838 0.226366 0.024866 -0.023686 0.225843\n",
-            "\t\t0.027392 -0.016231 0.226401 0.025071 -0.023988 0.225893\n",
-            "\t\t0.027589 -0.016625 0.226436 0.025275 -0.024290 0.225942\n",
-            "\t\t0.027785 -0.017020 0.226469 0.025478 -0.024594 0.225989\n",
-            "\t\t0.027981 -0.017415 0.226501 0.025679 -0.024898 0.226036\n",
-            "\t\t0.028175 -0.017810 0.226533 0.025880 -0.025203 0.226081\n",
-            "\t\t0.028368 -0.018206 0.226563 0.026079 -0.025509 0.226125\n",
-            "\t\t0.028560 -0.018603 0.226592 0.026277 -0.025815 0.226169\n",
-            "\t\t0.028751 -0.019000 0.226620 0.026474 -0.026122 0.226211\n",
-            "\t\t0.028942 -0.019398 0.226647 0.026670 -0.026430 0.226252\n",
-            "\t\t0.029131 -0.019796 0.226674 0.026864 -0.026739 0.226292\n",
-            "\t\t0.029319 -0.020194 0.226699 0.027058 -0.027049 0.226331\n",
-            "\t\t0.029506 -0.020593 0.226724 0.027250 -0.027359 0.226368\n",
-            "\t\t0.029692 -0.020992 0.226747 0.027441 -0.027670 0.226405\n",
-            "\t\t0.029878 -0.021392 0.226770 0.027631 -0.027981 0.226441\n",
-            "\t\t0.030062 -0.021792 0.226792 0.027820 -0.028293 0.226475\n",
-            "\t\t0.030246 -0.022193 0.226814 0.028008 -0.028606 0.226509\n",
-            "\t\t0.030428 -0.022594 0.226834 0.028195 -0.028920 0.226541\n",
-            "\t\t0.030610 -0.022996 0.226854 0.028381 -0.029234 0.226572\n",
-            "\t\t0.030790 -0.023398 0.226873 0.028566 -0.029549 0.226602\n",
-            "\t\t0.030970 -0.023800 0.226892 0.028749 -0.029864 0.226632\n",
-            "\t\t0.031149 -0.024203 0.226909 0.028932 -0.030180 0.226660\n",
-            "\t\t0.031326 -0.024606 0.226926 0.029113 -0.030496 0.226688\n",
-            "\t\t0.031503 -0.025010 0.226943 0.029294 -0.030814 0.226714\n",
-            "\t\t0.031679 -0.025414 0.226959 0.029473 -0.031131 0.226740\n",
-            "\t\t0.031854 -0.025819 0.226974 0.029652 -0.031450 0.226764\n",
-            "\t\t0.032028 -0.026223 0.226989 0.029829 -0.031768 0.226788\n",
-            "\t\t0.032201 -0.026629 0.227003 0.030006 -0.032088 0.226811\n",
-            "\t\t0.032373 -0.027034 0.227017 0.030181 -0.032408 0.226833\n",
-            "\t\t0.032544 -0.027441 0.227030 0.030356 -0.032728 0.226855\n",
-            "\t\t0.032714 -0.027847 0.227043 0.030529 -0.033049 0.226876\n",
-            "\t\t0.032883 -0.028254 0.227055 0.030702 -0.033371 0.226896\n",
-            "\t\t0.033051 -0.028662 0.227067 0.030874 -0.033693 0.226915\n",
-            "\t\t0.033218 -0.029069 0.227078 0.031044 -0.034016 0.226934\n",
-            "\t\t0.033384 -0.029478 0.227089 0.031214 -0.034339 0.226952\n",
-            "\t\t0.033549 -0.029886 0.227100 0.031383 -0.034662 0.226969\n",
-            "\t\t0.033713 -0.030295 0.227110 0.031551 -0.034986 0.226986\n",
-            "\t\t0.033876 -0.030705 0.227120 0.031718 -0.035311 0.227002\n",
-            "\t\t0.034037 -0.031115 0.227129 0.031884 -0.035636 0.227017\n",
-            "\t\t0.034198 -0.031526 0.227139 0.032049 -0.035961 0.227033\n",
-            "\t\t0.034357 -0.031936 0.227148 0.032213 -0.036287 0.227047\n",
-            "\t\t0.034515 -0.032348 0.227156 0.032376 -0.036613 0.227061\n",
-            "\t\t0.034671 -0.032760 0.227164 0.032539 -0.036940 0.227075\n",
-            "\t\t0.034827 -0.033172 0.227172 0.032700 -0.037267 0.227088\n",
-            "\t\t0.034981 -0.033585 0.227180 0.032861 -0.037595 0.227100\n",
-            "\t\t0.035133 -0.033999 0.227188 0.033021 -0.037923 0.227112\n",
-            "\t\t0.035285 -0.034412 0.227195 0.033180 -0.038252 0.227124\n",
-            "\t\t0.035434 -0.034827 0.227202 0.033338 -0.038581 0.227135\n",
-            "\t\t0.035583 -0.035242 0.227209 0.033495 -0.038910 0.227146\n",
-            "\t\t0.035730 -0.035657 0.227216 0.033651 -0.039240 0.227157\n",
-            "\t\t0.035875 -0.036073 0.227223 0.033806 -0.039570 0.227167\n",
-            "\t\t0.036019 -0.036490 0.227229 0.033961 -0.039901 0.227176\n",
-            "\t\t0.036161 -0.036907 0.227236 0.034115 -0.040232 0.227186\n",
-            "\t\t0.036302 -0.037325 0.227242 0.034267 -0.040563 0.227195\n",
-            "\t\t0.036441 -0.037743 0.227248 0.034419 -0.040895 0.227204\n",
-            "\t\t0.036579 -0.038161 0.227254 0.034571 -0.041227 0.227212\n",
-            "\t\t0.036716 -0.038580 0.227260 0.034721 -0.041560 0.227220\n",
-            "\t\t0.036852 -0.038999 0.227266 0.034871 -0.041892 0.227228\n",
-            "\t\t0.036987 -0.039419 0.227272 0.035019 -0.042226 0.227236\n",
-            "\t\t0.037121 -0.039839 0.227278 0.035167 -0.042559 0.227243\n",
-            "\t\t0.037254 -0.040259 0.227283 0.035314 -0.042893 0.227250\n",
-            "\t\t0.037387 -0.040679 0.227289 0.035460 -0.043228 0.227257\n",
-            "\t\t0.037519 -0.041099 0.227294 0.035606 -0.043562 0.227263\n",
-            "\t\t0.037651 -0.041520 0.227299 0.035750 -0.043897 0.227270\n",
-            "\t\t0.037783 -0.041940 0.227304 0.035894 -0.044233 0.227276\n",
-            "\t\t0.037914 -0.042361 0.227309 0.036037 -0.044569 0.227282\n",
-            "\t\t0.038046 -0.042782 0.227314 0.036179 -0.044905 0.227288\n",
-            "\t\t0.038178 -0.043202 0.227319 0.036321 -0.045241 0.227293\n",
-            "\t\t0.038309 -0.043623 0.227323 0.036462 -0.045578 0.227298\n",
-            "\t\t0.038441 -0.044043 0.227328 0.036601 -0.045915 0.227304\n",
-            "\t\t0.038572 -0.044464 0.227332 0.036741 -0.046252 0.227309\n",
-            "\t\t0.038704 -0.044885 0.227336 0.036879 -0.046590 0.227313\n",
-            "\t\t0.038835 -0.045305 0.227340 0.037017 -0.046928 0.227318\n",
-            "\t\t0.038966 -0.045726 0.227344 0.037154 -0.047266 0.227323\n",
-            "\t\t0.039098 -0.046147 0.227348 0.037290 -0.047605 0.227327\n",
-            "\t\t0.039229 -0.046567 0.227351 0.037426 -0.047944 0.227331\n",
-            "\t\t0.039361 -0.046988 0.227355 0.037561 -0.048282 0.227336\n",
-            "\t\t0.039492 -0.047408 0.227358 0.037696 -0.048622 0.227340\n",
-            "\t\t0.039624 -0.047829 0.227362 0.037830 -0.048961 0.227344\n",
-            "\t\t0.039757 -0.048249 0.227365 0.037964 -0.049301 0.227348\n",
-            "\t\t0.039890 -0.048669 0.227368 0.038106 -0.049637 0.227352\n",
-            "\t\t0.039998 -0.049096 0.227370 0.038323 -0.049928 0.227358\n",
-            "\t\t0.039945 -0.049530 0.227371 0.038629 -0.050122 0.227363\n",
-            "\t\t0.039712 -0.049900 0.227371 0.038985 -0.050194 0.227368\n",
-            "\t\t0.039343 -0.050135 0.227370 0.039343 -0.050135 0.227370\n",
-            "\tsection 11\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000443 0.000022 0.226316 0.000443 0.000022 0.226316\n",
-            "\t\t0.000500 0.000458 0.226316 0.000498 -0.000339 0.226316\n",
-            "\t\t0.000615 0.000882 0.226316 0.000634 -0.000676 0.226316\n",
-            "\t\t0.000762 0.001297 0.226316 0.000825 -0.000986 0.226316\n",
-            "\t\t0.000932 0.001703 0.226316 0.001050 -0.001272 0.226316\n",
-            "\t\t0.001120 0.002100 0.226316 0.001297 -0.001540 0.226316\n",
-            "\t\t0.001326 0.002489 0.226316 0.001559 -0.001793 0.226316\n",
-            "\t\t0.001547 0.002868 0.226316 0.001831 -0.002035 0.226316\n",
-            "\t\t0.001783 0.003239 0.226316 0.002110 -0.002269 0.226316\n",
-            "\t\t0.002035 0.003600 0.226316 0.002396 -0.002495 0.226315\n",
-            "\t\t0.002302 0.003949 0.226315 0.002685 -0.002716 0.226314\n",
-            "\t\t0.002583 0.004287 0.226315 0.002978 -0.002933 0.226313\n",
-            "\t\t0.002880 0.004611 0.226314 0.003273 -0.003146 0.226313\n",
-            "\t\t0.003193 0.004920 0.226313 0.003570 -0.003356 0.226313\n",
-            "\t\t0.003521 0.005213 0.226313 0.003869 -0.003565 0.226314\n",
-            "\t\t0.003866 0.005486 0.226314 0.004169 -0.003772 0.226316\n",
-            "\t\t0.004226 0.005739 0.226318 0.004469 -0.003978 0.226318\n",
-            "\t\t0.004601 0.005968 0.226322 0.004770 -0.004183 0.226321\n",
-            "\t\t0.004991 0.006170 0.226326 0.005072 -0.004387 0.226324\n",
-            "\t\t0.005395 0.006344 0.226331 0.005373 -0.004592 0.226326\n",
-            "\t\t0.005811 0.006487 0.226335 0.005674 -0.004796 0.226328\n",
-            "\t\t0.006236 0.006598 0.226339 0.005975 -0.005001 0.226330\n",
-            "\t\t0.006669 0.006674 0.226346 0.006276 -0.005207 0.226331\n",
-            "\t\t0.007107 0.006716 0.226355 0.006576 -0.005413 0.226333\n",
-            "\t\t0.007546 0.006725 0.226366 0.006876 -0.005620 0.226336\n",
-            "\t\t0.007985 0.006700 0.226377 0.007175 -0.005827 0.226341\n",
-            "\t\t0.008421 0.006643 0.226389 0.007474 -0.006036 0.226346\n",
-            "\t\t0.008853 0.006558 0.226401 0.007771 -0.006246 0.226351\n",
-            "\t\t0.009278 0.006445 0.226415 0.008068 -0.006457 0.226357\n",
-            "\t\t0.009695 0.006308 0.226432 0.008364 -0.006669 0.226363\n",
-            "\t\t0.010105 0.006148 0.226450 0.008659 -0.006883 0.226368\n",
-            "\t\t0.010507 0.005969 0.226468 0.008953 -0.007098 0.226374\n",
-            "\t\t0.010899 0.005772 0.226488 0.009246 -0.007315 0.226381\n",
-            "\t\t0.011284 0.005559 0.226509 0.009537 -0.007533 0.226390\n",
-            "\t\t0.011660 0.005331 0.226532 0.009828 -0.007753 0.226399\n",
-            "\t\t0.012029 0.005091 0.226557 0.010117 -0.007974 0.226410\n",
-            "\t\t0.012389 0.004839 0.226584 0.010405 -0.008197 0.226421\n",
-            "\t\t0.012742 0.004577 0.226611 0.010692 -0.008421 0.226433\n",
-            "\t\t0.013088 0.004306 0.226640 0.010978 -0.008647 0.226445\n",
-            "\t\t0.013427 0.004026 0.226670 0.011262 -0.008875 0.226458\n",
-            "\t\t0.013760 0.003739 0.226703 0.011545 -0.009104 0.226473\n",
-            "\t\t0.014087 0.003445 0.226737 0.011826 -0.009335 0.226489\n",
-            "\t\t0.014408 0.003144 0.226773 0.012106 -0.009568 0.226506\n",
-            "\t\t0.014723 0.002838 0.226810 0.012385 -0.009803 0.226525\n",
-            "\t\t0.015034 0.002526 0.226848 0.012662 -0.010039 0.226545\n",
-            "\t\t0.015339 0.002210 0.226888 0.012938 -0.010277 0.226565\n",
-            "\t\t0.015639 0.001889 0.226930 0.013213 -0.010516 0.226587\n",
-            "\t\t0.015935 0.001564 0.226973 0.013485 -0.010757 0.226610\n",
-            "\t\t0.016227 0.001235 0.227018 0.013757 -0.011000 0.226634\n",
-            "\t\t0.016515 0.000902 0.227063 0.014027 -0.011245 0.226660\n",
-            "\t\t0.016798 0.000566 0.227110 0.014295 -0.011491 0.226688\n",
-            "\t\t0.017078 0.000227 0.227159 0.014562 -0.011739 0.226717\n",
-            "\t\t0.017355 -0.000114 0.227210 0.014828 -0.011988 0.226747\n",
-            "\t\t0.017628 -0.000459 0.227262 0.015091 -0.012239 0.226778\n",
-            "\t\t0.017898 -0.000806 0.227315 0.015354 -0.012492 0.226811\n",
-            "\t\t0.018164 -0.001156 0.227369 0.015615 -0.012746 0.226845\n",
-            "\t\t0.018428 -0.001508 0.227424 0.015874 -0.013002 0.226881\n",
-            "\t\t0.018689 -0.001862 0.227481 0.016132 -0.013259 0.226919\n",
-            "\t\t0.018947 -0.002218 0.227539 0.016388 -0.013518 0.226958\n",
-            "\t\t0.019202 -0.002575 0.227598 0.016643 -0.013778 0.226998\n",
-            "\t\t0.019455 -0.002935 0.227658 0.016896 -0.014040 0.227040\n",
-            "\t\t0.019705 -0.003297 0.227719 0.017148 -0.014303 0.227083\n",
-            "\t\t0.019953 -0.003660 0.227781 0.017398 -0.014568 0.227128\n",
-            "\t\t0.020199 -0.004024 0.227844 0.017647 -0.014834 0.227174\n",
-            "\t\t0.020442 -0.004391 0.227907 0.017894 -0.015101 0.227222\n",
-            "\t\t0.020684 -0.004758 0.227971 0.018140 -0.015370 0.227272\n",
-            "\t\t0.020923 -0.005127 0.228035 0.018384 -0.015640 0.227322\n",
-            "\t\t0.021160 -0.005497 0.228100 0.018626 -0.015912 0.227374\n",
-            "\t\t0.021395 -0.005869 0.228166 0.018868 -0.016185 0.227427\n",
-            "\t\t0.021628 -0.006241 0.228231 0.019107 -0.016459 0.227482\n",
-            "\t\t0.021860 -0.006615 0.228297 0.019346 -0.016734 0.227538\n",
-            "\t\t0.022090 -0.006990 0.228362 0.019582 -0.017011 0.227595\n",
-            "\t\t0.022317 -0.007366 0.228427 0.019818 -0.017289 0.227653\n",
-            "\t\t0.022544 -0.007743 0.228493 0.020052 -0.017568 0.227713\n",
-            "\t\t0.022768 -0.008121 0.228558 0.020284 -0.017849 0.227773\n",
-            "\t\t0.022991 -0.008500 0.228623 0.020515 -0.018130 0.227835\n",
-            "\t\t0.023213 -0.008880 0.228686 0.020745 -0.018413 0.227897\n",
-            "\t\t0.023433 -0.009260 0.228749 0.020973 -0.018697 0.227960\n",
-            "\t\t0.023651 -0.009642 0.228812 0.021200 -0.018982 0.228023\n",
-            "\t\t0.023868 -0.010024 0.228874 0.021425 -0.019268 0.228087\n",
-            "\t\t0.024084 -0.010408 0.228935 0.021649 -0.019555 0.228152\n",
-            "\t\t0.024298 -0.010792 0.228995 0.021872 -0.019843 0.228217\n",
-            "\t\t0.024511 -0.011176 0.229054 0.022093 -0.020132 0.228282\n",
-            "\t\t0.024722 -0.011562 0.229112 0.022313 -0.020422 0.228347\n",
-            "\t\t0.024933 -0.011948 0.229169 0.022532 -0.020714 0.228413\n",
-            "\t\t0.025142 -0.012335 0.229225 0.022749 -0.021006 0.228478\n",
-            "\t\t0.025349 -0.012722 0.229280 0.022966 -0.021299 0.228544\n",
-            "\t\t0.025556 -0.013110 0.229333 0.023180 -0.021593 0.228608\n",
-            "\t\t0.025761 -0.013499 0.229385 0.023394 -0.021888 0.228672\n",
-            "\t\t0.025965 -0.013889 0.229436 0.023606 -0.022184 0.228736\n",
-            "\t\t0.026168 -0.014279 0.229485 0.023817 -0.022481 0.228800\n",
-            "\t\t0.026370 -0.014669 0.229534 0.024026 -0.022779 0.228862\n",
-            "\t\t0.026571 -0.015060 0.229581 0.024235 -0.023078 0.228924\n",
-            "\t\t0.026770 -0.015452 0.229627 0.024442 -0.023377 0.228985\n",
-            "\t\t0.026969 -0.015844 0.229671 0.024648 -0.023678 0.229045\n",
-            "\t\t0.027166 -0.016237 0.229714 0.024852 -0.023979 0.229104\n",
-            "\t\t0.027363 -0.016631 0.229756 0.025056 -0.024281 0.229162\n",
-            "\t\t0.027558 -0.017024 0.229797 0.025258 -0.024584 0.229219\n",
-            "\t\t0.027753 -0.017419 0.229837 0.025459 -0.024888 0.229274\n",
-            "\t\t0.027946 -0.017814 0.229876 0.025659 -0.025192 0.229328\n",
-            "\t\t0.028138 -0.018209 0.229913 0.025858 -0.025497 0.229381\n",
-            "\t\t0.028330 -0.018605 0.229949 0.026056 -0.025803 0.229433\n",
-            "\t\t0.028520 -0.019001 0.229984 0.026252 -0.026110 0.229484\n",
-            "\t\t0.028709 -0.019398 0.230018 0.026447 -0.026417 0.229534\n",
-            "\t\t0.028898 -0.019795 0.230051 0.026642 -0.026725 0.229582\n",
-            "\t\t0.029085 -0.020193 0.230083 0.026835 -0.027034 0.229629\n",
-            "\t\t0.029272 -0.020591 0.230114 0.027027 -0.027344 0.229674\n",
-            "\t\t0.029457 -0.020990 0.230143 0.027218 -0.027654 0.229718\n",
-            "\t\t0.029642 -0.021389 0.230172 0.027407 -0.027965 0.229762\n",
-            "\t\t0.029826 -0.021788 0.230200 0.027596 -0.028276 0.229804\n",
-            "\t\t0.030008 -0.022188 0.230228 0.027784 -0.028588 0.229844\n",
-            "\t\t0.030190 -0.022589 0.230254 0.027970 -0.028901 0.229884\n",
-            "\t\t0.030371 -0.022989 0.230279 0.028156 -0.029215 0.229922\n",
-            "\t\t0.030551 -0.023390 0.230304 0.028340 -0.029529 0.229959\n",
-            "\t\t0.030730 -0.023792 0.230328 0.028524 -0.029843 0.229995\n",
-            "\t\t0.030908 -0.024194 0.230351 0.028706 -0.030159 0.230030\n",
-            "\t\t0.031086 -0.024596 0.230373 0.028887 -0.030474 0.230064\n",
-            "\t\t0.031262 -0.024999 0.230395 0.029068 -0.030791 0.230097\n",
-            "\t\t0.031437 -0.025402 0.230416 0.029247 -0.031108 0.230129\n",
-            "\t\t0.031612 -0.025806 0.230436 0.029426 -0.031425 0.230159\n",
-            "\t\t0.031785 -0.026210 0.230456 0.029603 -0.031743 0.230189\n",
-            "\t\t0.031958 -0.026614 0.230475 0.029779 -0.032062 0.230218\n",
-            "\t\t0.032129 -0.027019 0.230493 0.029955 -0.032381 0.230246\n",
-            "\t\t0.032300 -0.027424 0.230511 0.030129 -0.032701 0.230273\n",
-            "\t\t0.032470 -0.027830 0.230529 0.030303 -0.033021 0.230300\n",
-            "\t\t0.032638 -0.028236 0.230545 0.030476 -0.033342 0.230325\n",
-            "\t\t0.032806 -0.028642 0.230561 0.030647 -0.033663 0.230350\n",
-            "\t\t0.032973 -0.029049 0.230577 0.030818 -0.033985 0.230374\n",
-            "\t\t0.033138 -0.029456 0.230592 0.030988 -0.034307 0.230397\n",
-            "\t\t0.033303 -0.029864 0.230607 0.031157 -0.034630 0.230419\n",
-            "\t\t0.033467 -0.030272 0.230622 0.031324 -0.034953 0.230441\n",
-            "\t\t0.033629 -0.030681 0.230636 0.031491 -0.035276 0.230462\n",
-            "\t\t0.033791 -0.031090 0.230649 0.031658 -0.035601 0.230482\n",
-            "\t\t0.033951 -0.031499 0.230662 0.031823 -0.035925 0.230502\n",
-            "\t\t0.034110 -0.031909 0.230675 0.031987 -0.036250 0.230521\n",
-            "\t\t0.034268 -0.032319 0.230687 0.032151 -0.036576 0.230540\n",
-            "\t\t0.034424 -0.032730 0.230699 0.032313 -0.036902 0.230558\n",
-            "\t\t0.034580 -0.033141 0.230711 0.032475 -0.037228 0.230575\n",
-            "\t\t0.034734 -0.033553 0.230722 0.032636 -0.037555 0.230592\n",
-            "\t\t0.034887 -0.033965 0.230734 0.032796 -0.037882 0.230608\n",
-            "\t\t0.035038 -0.034378 0.230744 0.032955 -0.038209 0.230624\n",
-            "\t\t0.035188 -0.034791 0.230755 0.033113 -0.038538 0.230639\n",
-            "\t\t0.035337 -0.035205 0.230765 0.033270 -0.038866 0.230654\n",
-            "\t\t0.035484 -0.035620 0.230775 0.033427 -0.039195 0.230669\n",
-            "\t\t0.035630 -0.036034 0.230785 0.033583 -0.039524 0.230683\n",
-            "\t\t0.035774 -0.036450 0.230795 0.033737 -0.039854 0.230697\n",
-            "\t\t0.035917 -0.036865 0.230805 0.033891 -0.040184 0.230710\n",
-            "\t\t0.036059 -0.037282 0.230814 0.034045 -0.040514 0.230722\n",
-            "\t\t0.036199 -0.037698 0.230823 0.034197 -0.040845 0.230735\n",
-            "\t\t0.036338 -0.038116 0.230832 0.034348 -0.041176 0.230747\n",
-            "\t\t0.036476 -0.038533 0.230841 0.034499 -0.041508 0.230759\n",
-            "\t\t0.036612 -0.038951 0.230850 0.034649 -0.041840 0.230770\n",
-            "\t\t0.036748 -0.039369 0.230858 0.034798 -0.042172 0.230781\n",
-            "\t\t0.036883 -0.039788 0.230867 0.034946 -0.042505 0.230792\n",
-            "\t\t0.037018 -0.040206 0.230875 0.035094 -0.042838 0.230802\n",
-            "\t\t0.037151 -0.040625 0.230883 0.035241 -0.043171 0.230812\n",
-            "\t\t0.037285 -0.041044 0.230892 0.035386 -0.043505 0.230822\n",
-            "\t\t0.037418 -0.041463 0.230899 0.035532 -0.043839 0.230832\n",
-            "\t\t0.037551 -0.041882 0.230907 0.035676 -0.044173 0.230841\n",
-            "\t\t0.037684 -0.042301 0.230915 0.035819 -0.044508 0.230850\n",
-            "\t\t0.037817 -0.042720 0.230922 0.035962 -0.044843 0.230859\n",
-            "\t\t0.037950 -0.043139 0.230930 0.036104 -0.045178 0.230867\n",
-            "\t\t0.038083 -0.043558 0.230937 0.036245 -0.045514 0.230876\n",
-            "\t\t0.038215 -0.043978 0.230944 0.036386 -0.045850 0.230884\n",
-            "\t\t0.038348 -0.044397 0.230950 0.036525 -0.046187 0.230892\n",
-            "\t\t0.038481 -0.044816 0.230957 0.036664 -0.046523 0.230900\n",
-            "\t\t0.038614 -0.045235 0.230964 0.036803 -0.046860 0.230907\n",
-            "\t\t0.038746 -0.045654 0.230970 0.036940 -0.047197 0.230914\n",
-            "\t\t0.038879 -0.046073 0.230976 0.037077 -0.047535 0.230922\n",
-            "\t\t0.039012 -0.046493 0.230982 0.037214 -0.047872 0.230929\n",
-            "\t\t0.039145 -0.046912 0.230988 0.037350 -0.048210 0.230936\n",
-            "\t\t0.039277 -0.047331 0.230994 0.037485 -0.048548 0.230943\n",
-            "\t\t0.039410 -0.047750 0.231000 0.037621 -0.048886 0.230949\n",
-            "\t\t0.039544 -0.048169 0.231006 0.037755 -0.049225 0.230956\n",
-            "\t\t0.039679 -0.048587 0.231011 0.037898 -0.049560 0.230963\n",
-            "\t\t0.039787 -0.049013 0.231015 0.038116 -0.049849 0.230973\n",
-            "\t\t0.039735 -0.049446 0.231015 0.038423 -0.050041 0.230984\n",
-            "\t\t0.039503 -0.049815 0.231011 0.038779 -0.050111 0.230995\n",
-            "\t\t0.039136 -0.050051 0.231004 0.039136 -0.050051 0.231004\n",
-            "\tsection 12\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000305 0.000073 0.228947 0.000305 0.000073 0.228947\n",
-            "\t\t0.000363 0.000508 0.228947 0.000362 -0.000287 0.228947\n",
-            "\t\t0.000479 0.000931 0.228947 0.000502 -0.000622 0.228947\n",
-            "\t\t0.000627 0.001345 0.228947 0.000695 -0.000930 0.228947\n",
-            "\t\t0.000797 0.001749 0.228947 0.000921 -0.001215 0.228947\n",
-            "\t\t0.000986 0.002145 0.228947 0.001168 -0.001481 0.228948\n",
-            "\t\t0.001191 0.002533 0.228947 0.001430 -0.001734 0.228948\n",
-            "\t\t0.001413 0.002912 0.228948 0.001701 -0.001976 0.228948\n",
-            "\t\t0.001649 0.003282 0.228948 0.001980 -0.002209 0.228948\n",
-            "\t\t0.001901 0.003642 0.228948 0.002265 -0.002436 0.228947\n",
-            "\t\t0.002167 0.003990 0.228947 0.002553 -0.002657 0.228947\n",
-            "\t\t0.002449 0.004327 0.228947 0.002845 -0.002875 0.228946\n",
-            "\t\t0.002745 0.004650 0.228946 0.003139 -0.003089 0.228945\n",
-            "\t\t0.003058 0.004959 0.228945 0.003435 -0.003300 0.228946\n",
-            "\t\t0.003386 0.005250 0.228946 0.003732 -0.003510 0.228948\n",
-            "\t\t0.003730 0.005523 0.228949 0.004030 -0.003718 0.228951\n",
-            "\t\t0.004089 0.005775 0.228953 0.004329 -0.003925 0.228955\n",
-            "\t\t0.004465 0.006002 0.228959 0.004629 -0.004131 0.228959\n",
-            "\t\t0.004854 0.006204 0.228966 0.004928 -0.004337 0.228964\n",
-            "\t\t0.005258 0.006377 0.228973 0.005228 -0.004543 0.228968\n",
-            "\t\t0.005673 0.006518 0.228980 0.005528 -0.004749 0.228972\n",
-            "\t\t0.006098 0.006627 0.228987 0.005827 -0.004956 0.228975\n",
-            "\t\t0.006531 0.006702 0.228997 0.006126 -0.005163 0.228978\n",
-            "\t\t0.006968 0.006741 0.229011 0.006425 -0.005370 0.228983\n",
-            "\t\t0.007407 0.006747 0.229027 0.006723 -0.005579 0.228989\n",
-            "\t\t0.007845 0.006720 0.229043 0.007021 -0.005788 0.228997\n",
-            "\t\t0.008280 0.006661 0.229060 0.007317 -0.005998 0.229005\n",
-            "\t\t0.008710 0.006573 0.229078 0.007613 -0.006210 0.229013\n",
-            "\t\t0.009133 0.006457 0.229099 0.007908 -0.006422 0.229023\n",
-            "\t\t0.009549 0.006318 0.229122 0.008202 -0.006636 0.229032\n",
-            "\t\t0.009957 0.006156 0.229147 0.008495 -0.006851 0.229042\n",
-            "\t\t0.010357 0.005974 0.229173 0.008788 -0.007068 0.229052\n",
-            "\t\t0.010748 0.005775 0.229200 0.009079 -0.007286 0.229063\n",
-            "\t\t0.011130 0.005560 0.229229 0.009369 -0.007506 0.229076\n",
-            "\t\t0.011504 0.005330 0.229260 0.009657 -0.007727 0.229090\n",
-            "\t\t0.011871 0.005088 0.229293 0.009945 -0.007949 0.229105\n",
-            "\t\t0.012229 0.004835 0.229327 0.010231 -0.008174 0.229121\n",
-            "\t\t0.012580 0.004571 0.229363 0.010516 -0.008399 0.229138\n",
-            "\t\t0.012924 0.004298 0.229400 0.010800 -0.008627 0.229156\n",
-            "\t\t0.013261 0.004017 0.229439 0.011083 -0.008856 0.229175\n",
-            "\t\t0.013592 0.003729 0.229480 0.011364 -0.009087 0.229195\n",
-            "\t\t0.013916 0.003434 0.229523 0.011644 -0.009319 0.229216\n",
-            "\t\t0.014235 0.003132 0.229568 0.011922 -0.009553 0.229239\n",
-            "\t\t0.014549 0.002825 0.229613 0.012199 -0.009788 0.229264\n",
-            "\t\t0.014857 0.002512 0.229660 0.012475 -0.010026 0.229290\n",
-            "\t\t0.015160 0.002195 0.229709 0.012749 -0.010265 0.229317\n",
-            "\t\t0.015458 0.001873 0.229760 0.013022 -0.010505 0.229345\n",
-            "\t\t0.015752 0.001547 0.229813 0.013293 -0.010747 0.229375\n",
-            "\t\t0.016042 0.001218 0.229867 0.013563 -0.010991 0.229406\n",
-            "\t\t0.016328 0.000885 0.229922 0.013831 -0.011237 0.229439\n",
-            "\t\t0.016610 0.000548 0.229979 0.014098 -0.011484 0.229474\n",
-            "\t\t0.016888 0.000209 0.230038 0.014363 -0.011733 0.229510\n",
-            "\t\t0.017163 -0.000133 0.230098 0.014627 -0.011983 0.229547\n",
-            "\t\t0.017434 -0.000479 0.230160 0.014890 -0.012235 0.229586\n",
-            "\t\t0.017702 -0.000826 0.230223 0.015150 -0.012488 0.229626\n",
-            "\t\t0.017967 -0.001176 0.230287 0.015410 -0.012743 0.229669\n",
-            "\t\t0.018229 -0.001528 0.230352 0.015668 -0.012999 0.229713\n",
-            "\t\t0.018488 -0.001882 0.230420 0.015924 -0.013257 0.229758\n",
-            "\t\t0.018744 -0.002239 0.230488 0.016179 -0.013517 0.229806\n",
-            "\t\t0.018998 -0.002597 0.230558 0.016432 -0.013778 0.229854\n",
-            "\t\t0.019249 -0.002957 0.230628 0.016684 -0.014040 0.229904\n",
-            "\t\t0.019498 -0.003318 0.230699 0.016935 -0.014304 0.229956\n",
-            "\t\t0.019744 -0.003681 0.230772 0.017184 -0.014569 0.230010\n",
-            "\t\t0.019989 -0.004046 0.230845 0.017431 -0.014835 0.230066\n",
-            "\t\t0.020230 -0.004412 0.230920 0.017677 -0.015103 0.230123\n",
-            "\t\t0.020470 -0.004780 0.230994 0.017921 -0.015373 0.230181\n",
-            "\t\t0.020708 -0.005149 0.231069 0.018164 -0.015643 0.230241\n",
-            "\t\t0.020944 -0.005519 0.231145 0.018406 -0.015915 0.230302\n",
-            "\t\t0.021177 -0.005890 0.231221 0.018646 -0.016188 0.230365\n",
-            "\t\t0.021409 -0.006263 0.231297 0.018884 -0.016463 0.230429\n",
-            "\t\t0.021639 -0.006637 0.231374 0.019122 -0.016739 0.230495\n",
-            "\t\t0.021868 -0.007012 0.231449 0.019357 -0.017016 0.230562\n",
-            "\t\t0.022094 -0.007387 0.231525 0.019592 -0.017294 0.230630\n",
-            "\t\t0.022319 -0.007764 0.231602 0.019824 -0.017573 0.230699\n",
-            "\t\t0.022543 -0.008142 0.231677 0.020056 -0.017854 0.230770\n",
-            "\t\t0.022764 -0.008521 0.231752 0.020286 -0.018135 0.230842\n",
-            "\t\t0.022985 -0.008901 0.231826 0.020515 -0.018418 0.230915\n",
-            "\t\t0.023203 -0.009281 0.231900 0.020742 -0.018702 0.230987\n",
-            "\t\t0.023421 -0.009662 0.231973 0.020968 -0.018987 0.231061\n",
-            "\t\t0.023636 -0.010045 0.232045 0.021192 -0.019273 0.231136\n",
-            "\t\t0.023851 -0.010427 0.232116 0.021416 -0.019560 0.231211\n",
-            "\t\t0.024064 -0.010811 0.232186 0.021638 -0.019848 0.231287\n",
-            "\t\t0.024276 -0.011196 0.232254 0.021858 -0.020137 0.231362\n",
-            "\t\t0.024486 -0.011581 0.232322 0.022077 -0.020428 0.231438\n",
-            "\t\t0.024695 -0.011967 0.232388 0.022295 -0.020719 0.231513\n",
-            "\t\t0.024903 -0.012353 0.232453 0.022512 -0.021011 0.231589\n",
-            "\t\t0.025110 -0.012740 0.232517 0.022727 -0.021304 0.231665\n",
-            "\t\t0.025315 -0.013128 0.232579 0.022941 -0.021598 0.231740\n",
-            "\t\t0.025519 -0.013517 0.232640 0.023154 -0.021893 0.231814\n",
-            "\t\t0.025722 -0.013906 0.232700 0.023365 -0.022189 0.231888\n",
-            "\t\t0.025924 -0.014295 0.232758 0.023576 -0.022486 0.231962\n",
-            "\t\t0.026125 -0.014686 0.232815 0.023785 -0.022783 0.232034\n",
-            "\t\t0.026325 -0.015076 0.232870 0.023993 -0.023082 0.232106\n",
-            "\t\t0.026524 -0.015468 0.232924 0.024199 -0.023381 0.232176\n",
-            "\t\t0.026721 -0.015860 0.232976 0.024404 -0.023681 0.232246\n",
-            "\t\t0.026918 -0.016252 0.233027 0.024609 -0.023982 0.232314\n",
-            "\t\t0.027113 -0.016645 0.233077 0.024812 -0.024284 0.232382\n",
-            "\t\t0.027308 -0.017038 0.233126 0.025013 -0.024586 0.232448\n",
-            "\t\t0.027501 -0.017432 0.233173 0.025214 -0.024890 0.232512\n",
-            "\t\t0.027694 -0.017827 0.233218 0.025414 -0.025194 0.232575\n",
-            "\t\t0.027885 -0.018222 0.233263 0.025612 -0.025499 0.232637\n",
-            "\t\t0.028076 -0.018617 0.233306 0.025809 -0.025804 0.232698\n",
-            "\t\t0.028265 -0.019013 0.233348 0.026005 -0.026111 0.232757\n",
-            "\t\t0.028454 -0.019409 0.233388 0.026200 -0.026418 0.232815\n",
-            "\t\t0.028642 -0.019806 0.233428 0.026394 -0.026725 0.232872\n",
-            "\t\t0.028828 -0.020203 0.233466 0.026587 -0.027034 0.232926\n",
-            "\t\t0.029014 -0.020601 0.233504 0.026779 -0.027343 0.232980\n",
-            "\t\t0.029199 -0.020999 0.233540 0.026969 -0.027652 0.233032\n",
-            "\t\t0.029383 -0.021397 0.233574 0.027159 -0.027963 0.233083\n",
-            "\t\t0.029566 -0.021796 0.233608 0.027347 -0.028274 0.233132\n",
-            "\t\t0.029748 -0.022195 0.233642 0.027535 -0.028585 0.233180\n",
-            "\t\t0.029929 -0.022595 0.233674 0.027721 -0.028898 0.233227\n",
-            "\t\t0.030109 -0.022995 0.233705 0.027906 -0.029211 0.233272\n",
-            "\t\t0.030289 -0.023396 0.233735 0.028091 -0.029524 0.233316\n",
-            "\t\t0.030467 -0.023797 0.233764 0.028274 -0.029838 0.233359\n",
-            "\t\t0.030645 -0.024198 0.233793 0.028456 -0.030153 0.233400\n",
-            "\t\t0.030822 -0.024600 0.233820 0.028638 -0.030468 0.233441\n",
-            "\t\t0.030997 -0.025002 0.233847 0.028818 -0.030784 0.233480\n",
-            "\t\t0.031172 -0.025405 0.233873 0.028997 -0.031100 0.233518\n",
-            "\t\t0.031346 -0.025808 0.233898 0.029176 -0.031417 0.233555\n",
-            "\t\t0.031519 -0.026211 0.233923 0.029353 -0.031735 0.233590\n",
-            "\t\t0.031691 -0.026615 0.233947 0.029529 -0.032053 0.233625\n",
-            "\t\t0.031863 -0.027019 0.233970 0.029705 -0.032371 0.233659\n",
-            "\t\t0.032033 -0.027423 0.233993 0.029879 -0.032691 0.233692\n",
-            "\t\t0.032202 -0.027828 0.234014 0.030053 -0.033010 0.233724\n",
-            "\t\t0.032371 -0.028233 0.234036 0.030226 -0.033330 0.233755\n",
-            "\t\t0.032538 -0.028639 0.234056 0.030397 -0.033651 0.233785\n",
-            "\t\t0.032704 -0.029045 0.234076 0.030568 -0.033972 0.233814\n",
-            "\t\t0.032870 -0.029452 0.234096 0.030738 -0.034293 0.233842\n",
-            "\t\t0.033034 -0.029859 0.234115 0.030907 -0.034616 0.233869\n",
-            "\t\t0.033198 -0.030266 0.234133 0.031075 -0.034938 0.233896\n",
-            "\t\t0.033360 -0.030674 0.234151 0.031242 -0.035261 0.233922\n",
-            "\t\t0.033521 -0.031082 0.234169 0.031409 -0.035584 0.233947\n",
-            "\t\t0.033682 -0.031491 0.234186 0.031574 -0.035908 0.233972\n",
-            "\t\t0.033841 -0.031900 0.234202 0.031738 -0.036233 0.233995\n",
-            "\t\t0.033999 -0.032309 0.234219 0.031902 -0.036557 0.234019\n",
-            "\t\t0.034155 -0.032719 0.234234 0.032065 -0.036883 0.234041\n",
-            "\t\t0.034311 -0.033129 0.234250 0.032227 -0.037208 0.234063\n",
-            "\t\t0.034465 -0.033540 0.234265 0.032388 -0.037534 0.234084\n",
-            "\t\t0.034618 -0.033952 0.234279 0.032548 -0.037861 0.234104\n",
-            "\t\t0.034770 -0.034363 0.234294 0.032707 -0.038188 0.234124\n",
-            "\t\t0.034920 -0.034776 0.234308 0.032866 -0.038515 0.234144\n",
-            "\t\t0.035069 -0.035189 0.234321 0.033024 -0.038843 0.234163\n",
-            "\t\t0.035217 -0.035602 0.234335 0.033181 -0.039171 0.234181\n",
-            "\t\t0.035363 -0.036016 0.234348 0.033337 -0.039499 0.234199\n",
-            "\t\t0.035508 -0.036430 0.234361 0.033492 -0.039828 0.234217\n",
-            "\t\t0.035652 -0.036845 0.234373 0.033646 -0.040158 0.234234\n",
-            "\t\t0.035794 -0.037260 0.234386 0.033800 -0.040487 0.234250\n",
-            "\t\t0.035935 -0.037676 0.234398 0.033952 -0.040817 0.234266\n",
-            "\t\t0.036075 -0.038092 0.234410 0.034104 -0.041148 0.234282\n",
-            "\t\t0.036213 -0.038508 0.234422 0.034256 -0.041479 0.234297\n",
-            "\t\t0.036351 -0.038925 0.234433 0.034406 -0.041810 0.234312\n",
-            "\t\t0.036488 -0.039342 0.234445 0.034555 -0.042141 0.234326\n",
-            "\t\t0.036624 -0.039759 0.234456 0.034704 -0.042473 0.234341\n",
-            "\t\t0.036760 -0.040176 0.234467 0.034852 -0.042805 0.234354\n",
-            "\t\t0.036895 -0.040594 0.234478 0.034999 -0.043138 0.234368\n",
-            "\t\t0.037030 -0.041011 0.234489 0.035146 -0.043471 0.234381\n",
-            "\t\t0.037164 -0.041429 0.234500 0.035291 -0.043804 0.234394\n",
-            "\t\t0.037299 -0.041847 0.234510 0.035436 -0.044138 0.234406\n",
-            "\t\t0.037433 -0.042265 0.234520 0.035580 -0.044472 0.234418\n",
-            "\t\t0.037567 -0.042683 0.234531 0.035723 -0.044806 0.234430\n",
-            "\t\t0.037701 -0.043101 0.234540 0.035866 -0.045140 0.234442\n",
-            "\t\t0.037835 -0.043519 0.234550 0.036008 -0.045475 0.234453\n",
-            "\t\t0.037969 -0.043936 0.234560 0.036149 -0.045811 0.234464\n",
-            "\t\t0.038103 -0.044354 0.234569 0.036289 -0.046146 0.234475\n",
-            "\t\t0.038237 -0.044772 0.234578 0.036429 -0.046482 0.234486\n",
-            "\t\t0.038372 -0.045190 0.234587 0.036568 -0.046818 0.234496\n",
-            "\t\t0.038506 -0.045608 0.234596 0.036706 -0.047154 0.234506\n",
-            "\t\t0.038640 -0.046026 0.234605 0.036844 -0.047491 0.234516\n",
-            "\t\t0.038774 -0.046444 0.234613 0.036981 -0.047828 0.234526\n",
-            "\t\t0.038908 -0.046862 0.234622 0.037118 -0.048165 0.234536\n",
-            "\t\t0.039042 -0.047280 0.234630 0.037254 -0.048502 0.234545\n",
-            "\t\t0.039176 -0.047698 0.234638 0.037391 -0.048839 0.234555\n",
-            "\t\t0.039311 -0.048115 0.234646 0.037526 -0.049177 0.234564\n",
-            "\t\t0.039447 -0.048533 0.234654 0.037670 -0.049510 0.234574\n",
-            "\t\t0.039557 -0.048957 0.234660 0.037890 -0.049798 0.234588\n",
-            "\t\t0.039505 -0.049389 0.234659 0.038197 -0.049989 0.234605\n",
-            "\t\t0.039275 -0.049759 0.234652 0.038553 -0.050057 0.234622\n",
-            "\t\t0.038909 -0.049995 0.234638 0.038909 -0.049995 0.234638\n",
-            "\tsection 13\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.000133 0.000133 0.231579 0.000133 0.000133 0.231579\n",
-            "\t\t0.000192 0.000567 0.231579 0.000194 -0.000226 0.231579\n",
-            "\t\t0.000310 0.000990 0.231579 0.000337 -0.000559 0.231579\n",
-            "\t\t0.000459 0.001402 0.231579 0.000533 -0.000865 0.231579\n",
-            "\t\t0.000630 0.001805 0.231579 0.000761 -0.001148 0.231579\n",
-            "\t\t0.000819 0.002201 0.231579 0.001009 -0.001413 0.231579\n",
-            "\t\t0.001026 0.002587 0.231579 0.001271 -0.001665 0.231579\n",
-            "\t\t0.001247 0.002966 0.231579 0.001542 -0.001907 0.231579\n",
-            "\t\t0.001484 0.003334 0.231579 0.001821 -0.002141 0.231580\n",
-            "\t\t0.001736 0.003693 0.231579 0.002104 -0.002368 0.231579\n",
-            "\t\t0.002002 0.004041 0.231579 0.002392 -0.002590 0.231579\n",
-            "\t\t0.002284 0.004377 0.231579 0.002683 -0.002808 0.231578\n",
-            "\t\t0.002580 0.004700 0.231579 0.002975 -0.003023 0.231578\n",
-            "\t\t0.002893 0.005008 0.231578 0.003270 -0.003236 0.231580\n",
-            "\t\t0.003221 0.005298 0.231579 0.003566 -0.003447 0.231582\n",
-            "\t\t0.003565 0.005570 0.231583 0.003863 -0.003656 0.231587\n",
-            "\t\t0.003924 0.005821 0.231589 0.004160 -0.003865 0.231592\n",
-            "\t\t0.004299 0.006048 0.231596 0.004458 -0.004073 0.231597\n",
-            "\t\t0.004689 0.006248 0.231605 0.004756 -0.004280 0.231603\n",
-            "\t\t0.005093 0.006419 0.231615 0.005055 -0.004488 0.231609\n",
-            "\t\t0.005508 0.006559 0.231624 0.005353 -0.004696 0.231615\n",
-            "\t\t0.005933 0.006666 0.231634 0.005651 -0.004904 0.231620\n",
-            "\t\t0.006365 0.006739 0.231649 0.005948 -0.005113 0.231626\n",
-            "\t\t0.006802 0.006776 0.231667 0.006245 -0.005322 0.231633\n",
-            "\t\t0.007241 0.006780 0.231687 0.006541 -0.005532 0.231642\n",
-            "\t\t0.007678 0.006749 0.231710 0.006837 -0.005743 0.231652\n",
-            "\t\t0.008112 0.006688 0.231732 0.007132 -0.005956 0.231664\n",
-            "\t\t0.008541 0.006597 0.231756 0.007426 -0.006169 0.231676\n",
-            "\t\t0.008963 0.006479 0.231783 0.007720 -0.006383 0.231689\n",
-            "\t\t0.009377 0.006336 0.231813 0.008012 -0.006599 0.231702\n",
-            "\t\t0.009783 0.006172 0.231845 0.008304 -0.006816 0.231715\n",
-            "\t\t0.010181 0.005987 0.231878 0.008594 -0.007034 0.231729\n",
-            "\t\t0.010570 0.005786 0.231912 0.008883 -0.007254 0.231745\n",
-            "\t\t0.010951 0.005568 0.231948 0.009172 -0.007475 0.231762\n",
-            "\t\t0.011323 0.005337 0.231987 0.009459 -0.007698 0.231781\n",
-            "\t\t0.011687 0.005092 0.232028 0.009744 -0.007923 0.231801\n",
-            "\t\t0.012043 0.004837 0.232071 0.010029 -0.008148 0.231822\n",
-            "\t\t0.012392 0.004572 0.232115 0.010312 -0.008376 0.231844\n",
-            "\t\t0.012734 0.004297 0.232160 0.010595 -0.008605 0.231867\n",
-            "\t\t0.013069 0.004015 0.232207 0.010875 -0.008835 0.231891\n",
-            "\t\t0.013398 0.003725 0.232257 0.011155 -0.009068 0.231916\n",
-            "\t\t0.013721 0.003428 0.232309 0.011433 -0.009301 0.231944\n",
-            "\t\t0.014037 0.003125 0.232362 0.011710 -0.009537 0.231973\n",
-            "\t\t0.014349 0.002817 0.232416 0.011985 -0.009774 0.232004\n",
-            "\t\t0.014655 0.002503 0.232472 0.012259 -0.010013 0.232036\n",
-            "\t\t0.014956 0.002184 0.232531 0.012532 -0.010253 0.232069\n",
-            "\t\t0.015253 0.001862 0.232591 0.012803 -0.010495 0.232104\n",
-            "\t\t0.015545 0.001535 0.232653 0.013073 -0.010738 0.232140\n",
-            "\t\t0.015833 0.001204 0.232716 0.013341 -0.010983 0.232178\n",
-            "\t\t0.016117 0.000870 0.232781 0.013608 -0.011230 0.232218\n",
-            "\t\t0.016397 0.000533 0.232847 0.013873 -0.011478 0.232259\n",
-            "\t\t0.016673 0.000193 0.232916 0.014137 -0.011728 0.232303\n",
-            "\t\t0.016946 -0.000150 0.232986 0.014399 -0.011980 0.232348\n",
-            "\t\t0.017216 -0.000496 0.233058 0.014660 -0.012232 0.232394\n",
-            "\t\t0.017482 -0.000844 0.233131 0.014920 -0.012487 0.232442\n",
-            "\t\t0.017745 -0.001194 0.233205 0.015178 -0.012743 0.232492\n",
-            "\t\t0.018005 -0.001547 0.233281 0.015434 -0.013000 0.232544\n",
-            "\t\t0.018263 -0.001902 0.233358 0.015689 -0.013259 0.232598\n",
-            "\t\t0.018518 -0.002259 0.233437 0.015943 -0.013519 0.232654\n",
-            "\t\t0.018770 -0.002617 0.233517 0.016195 -0.013781 0.232711\n",
-            "\t\t0.019019 -0.002977 0.233598 0.016445 -0.014044 0.232769\n",
-            "\t\t0.019267 -0.003339 0.233680 0.016694 -0.014309 0.232830\n",
-            "\t\t0.019511 -0.003703 0.233763 0.016942 -0.014575 0.232892\n",
-            "\t\t0.019754 -0.004068 0.233847 0.017188 -0.014842 0.232957\n",
-            "\t\t0.019994 -0.004435 0.233932 0.017433 -0.015111 0.233023\n",
-            "\t\t0.020233 -0.004802 0.234017 0.017676 -0.015380 0.233090\n",
-            "\t\t0.020469 -0.005172 0.234103 0.017918 -0.015652 0.233159\n",
-            "\t\t0.020703 -0.005542 0.234189 0.018158 -0.015924 0.233230\n",
-            "\t\t0.020936 -0.005914 0.234276 0.018397 -0.016198 0.233302\n",
-            "\t\t0.021166 -0.006287 0.234364 0.018635 -0.016473 0.233377\n",
-            "\t\t0.021395 -0.006660 0.234450 0.018871 -0.016749 0.233452\n",
-            "\t\t0.021622 -0.007035 0.234537 0.019105 -0.017026 0.233529\n",
-            "\t\t0.021847 -0.007411 0.234623 0.019339 -0.017305 0.233607\n",
-            "\t\t0.022071 -0.007788 0.234710 0.019571 -0.017585 0.233686\n",
-            "\t\t0.022293 -0.008166 0.234796 0.019801 -0.017866 0.233767\n",
-            "\t\t0.022513 -0.008545 0.234882 0.020030 -0.018148 0.233849\n",
-            "\t\t0.022732 -0.008925 0.234966 0.020258 -0.018431 0.233932\n",
-            "\t\t0.022950 -0.009305 0.235050 0.020485 -0.018715 0.234015\n",
-            "\t\t0.023166 -0.009687 0.235133 0.020710 -0.019000 0.234099\n",
-            "\t\t0.023381 -0.010069 0.235215 0.020933 -0.019287 0.234184\n",
-            "\t\t0.023594 -0.010452 0.235296 0.021156 -0.019574 0.234270\n",
-            "\t\t0.023806 -0.010836 0.235376 0.021377 -0.019862 0.234356\n",
-            "\t\t0.024016 -0.011220 0.235454 0.021597 -0.020152 0.234442\n",
-            "\t\t0.024226 -0.011605 0.235531 0.021815 -0.020442 0.234528\n",
-            "\t\t0.024434 -0.011991 0.235607 0.022032 -0.020733 0.234614\n",
-            "\t\t0.024641 -0.012378 0.235682 0.022248 -0.021026 0.234701\n",
-            "\t\t0.024846 -0.012765 0.235755 0.022463 -0.021319 0.234787\n",
-            "\t\t0.025051 -0.013152 0.235826 0.022676 -0.021613 0.234872\n",
-            "\t\t0.025254 -0.013541 0.235895 0.022888 -0.021908 0.234956\n",
-            "\t\t0.025456 -0.013930 0.235964 0.023099 -0.022204 0.235040\n",
-            "\t\t0.025657 -0.014319 0.236031 0.023309 -0.022500 0.235124\n",
-            "\t\t0.025857 -0.014709 0.236096 0.023518 -0.022798 0.235206\n",
-            "\t\t0.026056 -0.015100 0.236160 0.023725 -0.023097 0.235288\n",
-            "\t\t0.026253 -0.015491 0.236221 0.023931 -0.023396 0.235368\n",
-            "\t\t0.026450 -0.015883 0.236282 0.024136 -0.023696 0.235447\n",
-            "\t\t0.026646 -0.016275 0.236341 0.024340 -0.023997 0.235525\n",
-            "\t\t0.026840 -0.016668 0.236398 0.024542 -0.024298 0.235602\n",
-            "\t\t0.027034 -0.017061 0.236454 0.024744 -0.024601 0.235677\n",
-            "\t\t0.027227 -0.017455 0.236509 0.024944 -0.024904 0.235751\n",
-            "\t\t0.027418 -0.017849 0.236561 0.025143 -0.025208 0.235823\n",
-            "\t\t0.027609 -0.018244 0.236613 0.025341 -0.025513 0.235893\n",
-            "\t\t0.027799 -0.018639 0.236663 0.025538 -0.025818 0.235963\n",
-            "\t\t0.027987 -0.019035 0.236711 0.025734 -0.026124 0.236030\n",
-            "\t\t0.028175 -0.019431 0.236759 0.025928 -0.026431 0.236097\n",
-            "\t\t0.028362 -0.019827 0.236805 0.026122 -0.026738 0.236161\n",
-            "\t\t0.028548 -0.020224 0.236850 0.026314 -0.027047 0.236224\n",
-            "\t\t0.028733 -0.020621 0.236893 0.026506 -0.027355 0.236285\n",
-            "\t\t0.028917 -0.021019 0.236936 0.026696 -0.027665 0.236345\n",
-            "\t\t0.029101 -0.021417 0.236977 0.026886 -0.027975 0.236403\n",
-            "\t\t0.029283 -0.021816 0.237017 0.027074 -0.028286 0.236460\n",
-            "\t\t0.029465 -0.022215 0.237056 0.027261 -0.028597 0.236516\n",
-            "\t\t0.029645 -0.022614 0.237093 0.027448 -0.028909 0.236569\n",
-            "\t\t0.029825 -0.023014 0.237130 0.027633 -0.029222 0.236622\n",
-            "\t\t0.030004 -0.023414 0.237166 0.027817 -0.029535 0.236672\n",
-            "\t\t0.030182 -0.023815 0.237201 0.028000 -0.029849 0.236722\n",
-            "\t\t0.030359 -0.024216 0.237235 0.028183 -0.030163 0.236770\n",
-            "\t\t0.030535 -0.024617 0.237267 0.028364 -0.030478 0.236817\n",
-            "\t\t0.030710 -0.025019 0.237299 0.028544 -0.030793 0.236863\n",
-            "\t\t0.030885 -0.025421 0.237330 0.028723 -0.031109 0.236907\n",
-            "\t\t0.031058 -0.025824 0.237361 0.028902 -0.031426 0.236950\n",
-            "\t\t0.031231 -0.026227 0.237390 0.029079 -0.031743 0.236992\n",
-            "\t\t0.031402 -0.026630 0.237419 0.029256 -0.032061 0.237032\n",
-            "\t\t0.031573 -0.027034 0.237447 0.029431 -0.032379 0.237072\n",
-            "\t\t0.031743 -0.027438 0.237474 0.029606 -0.032698 0.237110\n",
-            "\t\t0.031912 -0.027842 0.237500 0.029780 -0.033017 0.237148\n",
-            "\t\t0.032080 -0.028247 0.237526 0.029952 -0.033336 0.237184\n",
-            "\t\t0.032247 -0.028652 0.237551 0.030124 -0.033657 0.237220\n",
-            "\t\t0.032414 -0.029058 0.237575 0.030295 -0.033977 0.237254\n",
-            "\t\t0.032579 -0.029464 0.237599 0.030465 -0.034298 0.237287\n",
-            "\t\t0.032743 -0.029870 0.237622 0.030634 -0.034620 0.237320\n",
-            "\t\t0.032906 -0.030277 0.237645 0.030803 -0.034942 0.237351\n",
-            "\t\t0.033068 -0.030684 0.237667 0.030970 -0.035264 0.237382\n",
-            "\t\t0.033230 -0.031092 0.237688 0.031136 -0.035587 0.237412\n",
-            "\t\t0.033390 -0.031500 0.237709 0.031302 -0.035911 0.237441\n",
-            "\t\t0.033549 -0.031908 0.237730 0.031467 -0.036235 0.237470\n",
-            "\t\t0.033707 -0.032317 0.237750 0.031631 -0.036559 0.237497\n",
-            "\t\t0.033864 -0.032726 0.237769 0.031794 -0.036884 0.237524\n",
-            "\t\t0.034019 -0.033136 0.237788 0.031956 -0.037209 0.237550\n",
-            "\t\t0.034174 -0.033546 0.237807 0.032117 -0.037534 0.237576\n",
-            "\t\t0.034327 -0.033957 0.237825 0.032278 -0.037860 0.237600\n",
-            "\t\t0.034479 -0.034368 0.237843 0.032438 -0.038187 0.237625\n",
-            "\t\t0.034630 -0.034780 0.237860 0.032597 -0.038514 0.237648\n",
-            "\t\t0.034779 -0.035192 0.237877 0.032755 -0.038841 0.237671\n",
-            "\t\t0.034927 -0.035604 0.237894 0.032912 -0.039168 0.237694\n",
-            "\t\t0.035074 -0.036017 0.237910 0.033068 -0.039496 0.237715\n",
-            "\t\t0.035220 -0.036431 0.237926 0.033224 -0.039825 0.237737\n",
-            "\t\t0.035364 -0.036845 0.237942 0.033379 -0.040153 0.237758\n",
-            "\t\t0.035507 -0.037259 0.237958 0.033533 -0.040482 0.237778\n",
-            "\t\t0.035649 -0.037674 0.237973 0.033686 -0.040812 0.237797\n",
-            "\t\t0.035790 -0.038089 0.237988 0.033838 -0.041142 0.237817\n",
-            "\t\t0.035929 -0.038504 0.238003 0.033990 -0.041472 0.237835\n",
-            "\t\t0.036068 -0.038920 0.238017 0.034141 -0.041803 0.237854\n",
-            "\t\t0.036206 -0.039336 0.238032 0.034291 -0.042134 0.237872\n",
-            "\t\t0.036344 -0.039753 0.238046 0.034440 -0.042465 0.237889\n",
-            "\t\t0.036481 -0.040169 0.238060 0.034589 -0.042796 0.237907\n",
-            "\t\t0.036617 -0.040586 0.238073 0.034736 -0.043128 0.237923\n",
-            "\t\t0.036753 -0.041002 0.238087 0.034883 -0.043461 0.237940\n",
-            "\t\t0.036889 -0.041419 0.238100 0.035030 -0.043793 0.237956\n",
-            "\t\t0.037025 -0.041836 0.238113 0.035175 -0.044126 0.237971\n",
-            "\t\t0.037160 -0.042253 0.238126 0.035320 -0.044460 0.237987\n",
-            "\t\t0.037296 -0.042669 0.238139 0.035464 -0.044793 0.238002\n",
-            "\t\t0.037431 -0.043086 0.238151 0.035607 -0.045127 0.238016\n",
-            "\t\t0.037567 -0.043503 0.238164 0.035749 -0.045462 0.238031\n",
-            "\t\t0.037702 -0.043920 0.238176 0.035891 -0.045796 0.238045\n",
-            "\t\t0.037838 -0.044337 0.238188 0.036032 -0.046131 0.238058\n",
-            "\t\t0.037973 -0.044754 0.238199 0.036173 -0.046466 0.238072\n",
-            "\t\t0.038109 -0.045171 0.238211 0.036312 -0.046802 0.238085\n",
-            "\t\t0.038244 -0.045588 0.238222 0.036452 -0.047137 0.238098\n",
-            "\t\t0.038380 -0.046004 0.238233 0.036590 -0.047473 0.238111\n",
-            "\t\t0.038515 -0.046421 0.238244 0.036728 -0.047809 0.238124\n",
-            "\t\t0.038650 -0.046838 0.238255 0.036866 -0.048146 0.238136\n",
-            "\t\t0.038786 -0.047255 0.238266 0.037003 -0.048482 0.238148\n",
-            "\t\t0.038921 -0.047672 0.238276 0.037140 -0.048818 0.238160\n",
-            "\t\t0.039058 -0.048088 0.238287 0.037277 -0.049155 0.238172\n",
-            "\t\t0.039196 -0.048505 0.238297 0.037422 -0.049488 0.238185\n",
-            "\t\t0.039306 -0.048928 0.238305 0.037643 -0.049774 0.238203\n",
-            "\t\t0.039256 -0.049360 0.238304 0.037951 -0.049963 0.238225\n",
-            "\t\t0.039026 -0.049730 0.238292 0.038306 -0.050030 0.238249\n",
-            "\t\t0.038662 -0.049967 0.238271 0.038662 -0.049967 0.238271\n",
-            "\tsection 14\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.000072 0.000202 0.234211 -0.000072 0.000202 0.234211\n",
-            "\t\t-0.000012 0.000635 0.234211 -0.000007 -0.000157 0.234211\n",
-            "\t\t0.000108 0.001057 0.234211 0.000141 -0.000487 0.234211\n",
-            "\t\t0.000258 0.001468 0.234211 0.000340 -0.000791 0.234211\n",
-            "\t\t0.000431 0.001871 0.234211 0.000570 -0.001072 0.234211\n",
-            "\t\t0.000621 0.002265 0.234211 0.000819 -0.001336 0.234211\n",
-            "\t\t0.000828 0.002652 0.234211 0.001082 -0.001588 0.234211\n",
-            "\t\t0.001050 0.003029 0.234211 0.001353 -0.001829 0.234211\n",
-            "\t\t0.001288 0.003397 0.234211 0.001631 -0.002063 0.234211\n",
-            "\t\t0.001540 0.003755 0.234211 0.001914 -0.002290 0.234211\n",
-            "\t\t0.001807 0.004103 0.234211 0.002201 -0.002513 0.234211\n",
-            "\t\t0.002088 0.004438 0.234211 0.002491 -0.002733 0.234211\n",
-            "\t\t0.002385 0.004760 0.234211 0.002783 -0.002949 0.234211\n",
-            "\t\t0.002698 0.005067 0.234211 0.003076 -0.003163 0.234213\n",
-            "\t\t0.003026 0.005357 0.234213 0.003371 -0.003375 0.234217\n",
-            "\t\t0.003370 0.005628 0.234217 0.003666 -0.003587 0.234222\n",
-            "\t\t0.003730 0.005878 0.234224 0.003962 -0.003797 0.234228\n",
-            "\t\t0.004105 0.006104 0.234234 0.004259 -0.004007 0.234235\n",
-            "\t\t0.004496 0.006303 0.234245 0.004556 -0.004216 0.234243\n",
-            "\t\t0.004899 0.006473 0.234257 0.004852 -0.004426 0.234251\n",
-            "\t\t0.005315 0.006611 0.234269 0.005149 -0.004636 0.234258\n",
-            "\t\t0.005740 0.006716 0.234282 0.005445 -0.004846 0.234266\n",
-            "\t\t0.006172 0.006786 0.234300 0.005741 -0.005057 0.234274\n",
-            "\t\t0.006609 0.006821 0.234323 0.006036 -0.005268 0.234283\n",
-            "\t\t0.007047 0.006822 0.234348 0.006331 -0.005480 0.234295\n",
-            "\t\t0.007484 0.006789 0.234376 0.006625 -0.005694 0.234308\n",
-            "\t\t0.007917 0.006724 0.234404 0.006919 -0.005908 0.234323\n",
-            "\t\t0.008345 0.006630 0.234434 0.007211 -0.006123 0.234338\n",
-            "\t\t0.008766 0.006509 0.234467 0.007503 -0.006340 0.234355\n",
-            "\t\t0.009179 0.006363 0.234504 0.007793 -0.006558 0.234372\n",
-            "\t\t0.009584 0.006196 0.234543 0.008083 -0.006777 0.234389\n",
-            "\t\t0.009980 0.006009 0.234583 0.008372 -0.006997 0.234407\n",
-            "\t\t0.010367 0.005804 0.234624 0.008660 -0.007219 0.234426\n",
-            "\t\t0.010746 0.005584 0.234668 0.008946 -0.007442 0.234448\n",
-            "\t\t0.011116 0.005350 0.234715 0.009231 -0.007667 0.234471\n",
-            "\t\t0.011478 0.005104 0.234764 0.009516 -0.007893 0.234496\n",
-            "\t\t0.011833 0.004846 0.234814 0.009799 -0.008121 0.234522\n",
-            "\t\t0.012179 0.004579 0.234867 0.010080 -0.008350 0.234550\n",
-            "\t\t0.012519 0.004302 0.234920 0.010361 -0.008581 0.234578\n",
-            "\t\t0.012852 0.004018 0.234976 0.010640 -0.008814 0.234607\n",
-            "\t\t0.013179 0.003726 0.235034 0.010918 -0.009048 0.234638\n",
-            "\t\t0.013500 0.003428 0.235094 0.011194 -0.009283 0.234671\n",
-            "\t\t0.013814 0.003123 0.235156 0.011469 -0.009520 0.234706\n",
-            "\t\t0.014124 0.002813 0.235220 0.011743 -0.009759 0.234743\n",
-            "\t\t0.014428 0.002498 0.235285 0.012016 -0.009999 0.234781\n",
-            "\t\t0.014728 0.002178 0.235352 0.012287 -0.010241 0.234821\n",
-            "\t\t0.015022 0.001854 0.235422 0.012556 -0.010485 0.234862\n",
-            "\t\t0.015313 0.001526 0.235493 0.012824 -0.010730 0.234905\n",
-            "\t\t0.015599 0.001195 0.235566 0.013091 -0.010976 0.234949\n",
-            "\t\t0.015881 0.000860 0.235640 0.013356 -0.011225 0.234996\n",
-            "\t\t0.016159 0.000521 0.235716 0.013620 -0.011474 0.235045\n",
-            "\t\t0.016434 0.000180 0.235794 0.013883 -0.011725 0.235096\n",
-            "\t\t0.016705 -0.000164 0.235875 0.014144 -0.011978 0.235148\n",
-            "\t\t0.016973 -0.000511 0.235956 0.014403 -0.012232 0.235202\n",
-            "\t\t0.017237 -0.000860 0.236039 0.014661 -0.012488 0.235258\n",
-            "\t\t0.017499 -0.001211 0.236123 0.014918 -0.012745 0.235315\n",
-            "\t\t0.017757 -0.001564 0.236209 0.015173 -0.013004 0.235375\n",
-            "\t\t0.018013 -0.001920 0.236297 0.015426 -0.013264 0.235437\n",
-            "\t\t0.018266 -0.002277 0.236387 0.015679 -0.013525 0.235501\n",
-            "\t\t0.018517 -0.002637 0.236477 0.015929 -0.013788 0.235567\n",
-            "\t\t0.018765 -0.002998 0.236568 0.016179 -0.014052 0.235634\n",
-            "\t\t0.019011 -0.003360 0.236660 0.016427 -0.014318 0.235703\n",
-            "\t\t0.019254 -0.003725 0.236754 0.016673 -0.014585 0.235774\n",
-            "\t\t0.019495 -0.004090 0.236849 0.016918 -0.014853 0.235848\n",
-            "\t\t0.019734 -0.004457 0.236945 0.017162 -0.015122 0.235923\n",
-            "\t\t0.019971 -0.004826 0.237040 0.017404 -0.015393 0.236000\n",
-            "\t\t0.020206 -0.005195 0.237137 0.017644 -0.015665 0.236078\n",
-            "\t\t0.020439 -0.005566 0.237234 0.017884 -0.015938 0.236158\n",
-            "\t\t0.020670 -0.005939 0.237332 0.018122 -0.016213 0.236240\n",
-            "\t\t0.020899 -0.006312 0.237430 0.018358 -0.016489 0.236324\n",
-            "\t\t0.021126 -0.006686 0.237527 0.018593 -0.016766 0.236410\n",
-            "\t\t0.021352 -0.007062 0.237624 0.018827 -0.017044 0.236496\n",
-            "\t\t0.021576 -0.007438 0.237722 0.019059 -0.017323 0.236584\n",
-            "\t\t0.021799 -0.007815 0.237819 0.019290 -0.017603 0.236673\n",
-            "\t\t0.022019 -0.008194 0.237916 0.019520 -0.017885 0.236764\n",
-            "\t\t0.022239 -0.008573 0.238011 0.019748 -0.018167 0.236857\n",
-            "\t\t0.022456 -0.008953 0.238106 0.019975 -0.018451 0.236950\n",
-            "\t\t0.022673 -0.009334 0.238200 0.020201 -0.018736 0.237043\n",
-            "\t\t0.022888 -0.009715 0.238293 0.020425 -0.019022 0.237138\n",
-            "\t\t0.023101 -0.010098 0.238386 0.020648 -0.019308 0.237233\n",
-            "\t\t0.023313 -0.010481 0.238477 0.020869 -0.019596 0.237329\n",
-            "\t\t0.023524 -0.010865 0.238566 0.021090 -0.019885 0.237426\n",
-            "\t\t0.023734 -0.011250 0.238654 0.021309 -0.020175 0.237522\n",
-            "\t\t0.023942 -0.011635 0.238741 0.021527 -0.020465 0.237618\n",
-            "\t\t0.024149 -0.012021 0.238826 0.021743 -0.020757 0.237715\n",
-            "\t\t0.024355 -0.012408 0.238910 0.021959 -0.021050 0.237812\n",
-            "\t\t0.024559 -0.012795 0.238992 0.022173 -0.021343 0.237908\n",
-            "\t\t0.024763 -0.013183 0.239072 0.022385 -0.021637 0.238004\n",
-            "\t\t0.024965 -0.013572 0.239151 0.022597 -0.021933 0.238098\n",
-            "\t\t0.025166 -0.013961 0.239228 0.022807 -0.022229 0.238192\n",
-            "\t\t0.025366 -0.014350 0.239303 0.023017 -0.022526 0.238286\n",
-            "\t\t0.025565 -0.014741 0.239377 0.023225 -0.022824 0.238378\n",
-            "\t\t0.025763 -0.015131 0.239449 0.023431 -0.023122 0.238470\n",
-            "\t\t0.025960 -0.015523 0.239519 0.023637 -0.023422 0.238560\n",
-            "\t\t0.026155 -0.015914 0.239587 0.023842 -0.023722 0.238648\n",
-            "\t\t0.026350 -0.016307 0.239654 0.024045 -0.024023 0.238735\n",
-            "\t\t0.026544 -0.016700 0.239719 0.024247 -0.024325 0.238822\n",
-            "\t\t0.026737 -0.017093 0.239782 0.024448 -0.024627 0.238906\n",
-            "\t\t0.026929 -0.017487 0.239844 0.024648 -0.024930 0.238989\n",
-            "\t\t0.027119 -0.017881 0.239904 0.024847 -0.025234 0.239070\n",
-            "\t\t0.027309 -0.018276 0.239963 0.025045 -0.025539 0.239149\n",
-            "\t\t0.027498 -0.018671 0.240020 0.025241 -0.025844 0.239227\n",
-            "\t\t0.027686 -0.019066 0.240075 0.025437 -0.026151 0.239304\n",
-            "\t\t0.027873 -0.019463 0.240129 0.025631 -0.026457 0.239378\n",
-            "\t\t0.028060 -0.019859 0.240182 0.025825 -0.026765 0.239451\n",
-            "\t\t0.028245 -0.020256 0.240233 0.026017 -0.027073 0.239522\n",
-            "\t\t0.028429 -0.020653 0.240283 0.026209 -0.027382 0.239591\n",
-            "\t\t0.028613 -0.021051 0.240332 0.026399 -0.027691 0.239658\n",
-            "\t\t0.028795 -0.021449 0.240379 0.026588 -0.028001 0.239724\n",
-            "\t\t0.028977 -0.021848 0.240425 0.026776 -0.028312 0.239789\n",
-            "\t\t0.029158 -0.022247 0.240470 0.026963 -0.028623 0.239851\n",
-            "\t\t0.029338 -0.022646 0.240513 0.027150 -0.028935 0.239912\n",
-            "\t\t0.029517 -0.023046 0.240556 0.027335 -0.029248 0.239971\n",
-            "\t\t0.029695 -0.023446 0.240597 0.027519 -0.029561 0.240029\n",
-            "\t\t0.029873 -0.023846 0.240637 0.027702 -0.029874 0.240085\n",
-            "\t\t0.030049 -0.024247 0.240676 0.027885 -0.030189 0.240140\n",
-            "\t\t0.030225 -0.024648 0.240714 0.028066 -0.030503 0.240194\n",
-            "\t\t0.030400 -0.025050 0.240751 0.028246 -0.030819 0.240246\n",
-            "\t\t0.030574 -0.025452 0.240787 0.028426 -0.031135 0.240296\n",
-            "\t\t0.030747 -0.025854 0.240823 0.028604 -0.031451 0.240345\n",
-            "\t\t0.030919 -0.026257 0.240857 0.028782 -0.031768 0.240393\n",
-            "\t\t0.031091 -0.026660 0.240891 0.028958 -0.032085 0.240439\n",
-            "\t\t0.031261 -0.027064 0.240923 0.029134 -0.032403 0.240485\n",
-            "\t\t0.031431 -0.027467 0.240955 0.029309 -0.032722 0.240529\n",
-            "\t\t0.031599 -0.027872 0.240986 0.029482 -0.033041 0.240572\n",
-            "\t\t0.031767 -0.028276 0.241016 0.029655 -0.033360 0.240614\n",
-            "\t\t0.031934 -0.028681 0.241046 0.029827 -0.033680 0.240654\n",
-            "\t\t0.032100 -0.029087 0.241074 0.029999 -0.034000 0.240694\n",
-            "\t\t0.032265 -0.029492 0.241102 0.030169 -0.034321 0.240732\n",
-            "\t\t0.032429 -0.029898 0.241130 0.030338 -0.034643 0.240770\n",
-            "\t\t0.032592 -0.030305 0.241156 0.030507 -0.034964 0.240806\n",
-            "\t\t0.032754 -0.030712 0.241183 0.030674 -0.035287 0.240842\n",
-            "\t\t0.032915 -0.031119 0.241208 0.030841 -0.035609 0.240877\n",
-            "\t\t0.033076 -0.031527 0.241233 0.031007 -0.035933 0.240911\n",
-            "\t\t0.033235 -0.031935 0.241257 0.031172 -0.036256 0.240944\n",
-            "\t\t0.033393 -0.032343 0.241281 0.031337 -0.036580 0.240976\n",
-            "\t\t0.033550 -0.032752 0.241304 0.031500 -0.036904 0.241007\n",
-            "\t\t0.033706 -0.033162 0.241327 0.031663 -0.037229 0.241038\n",
-            "\t\t0.033860 -0.033572 0.241349 0.031824 -0.037555 0.241067\n",
-            "\t\t0.034014 -0.033982 0.241371 0.031985 -0.037880 0.241096\n",
-            "\t\t0.034166 -0.034392 0.241392 0.032145 -0.038206 0.241125\n",
-            "\t\t0.034317 -0.034804 0.241413 0.032305 -0.038533 0.241152\n",
-            "\t\t0.034467 -0.035215 0.241433 0.032463 -0.038860 0.241180\n",
-            "\t\t0.034616 -0.035627 0.241453 0.032621 -0.039187 0.241206\n",
-            "\t\t0.034763 -0.036040 0.241473 0.032778 -0.039514 0.241232\n",
-            "\t\t0.034910 -0.036452 0.241492 0.032934 -0.039842 0.241257\n",
-            "\t\t0.035055 -0.036866 0.241511 0.033089 -0.040171 0.241281\n",
-            "\t\t0.035199 -0.037279 0.241530 0.033244 -0.040500 0.241305\n",
-            "\t\t0.035341 -0.037694 0.241548 0.033398 -0.040829 0.241329\n",
-            "\t\t0.035483 -0.038108 0.241566 0.033551 -0.041158 0.241352\n",
-            "\t\t0.035624 -0.038523 0.241583 0.033703 -0.041488 0.241374\n",
-            "\t\t0.035764 -0.038938 0.241601 0.033854 -0.041818 0.241396\n",
-            "\t\t0.035903 -0.039353 0.241618 0.034005 -0.042149 0.241417\n",
-            "\t\t0.036042 -0.039769 0.241635 0.034155 -0.042480 0.241438\n",
-            "\t\t0.036180 -0.040184 0.241652 0.034304 -0.042811 0.241459\n",
-            "\t\t0.036318 -0.040600 0.241668 0.034452 -0.043142 0.241479\n",
-            "\t\t0.036455 -0.041016 0.241684 0.034600 -0.043474 0.241498\n",
-            "\t\t0.036593 -0.041432 0.241700 0.034747 -0.043807 0.241518\n",
-            "\t\t0.036730 -0.041848 0.241716 0.034893 -0.044139 0.241537\n",
-            "\t\t0.036867 -0.042264 0.241732 0.035038 -0.044472 0.241555\n",
-            "\t\t0.037004 -0.042680 0.241747 0.035183 -0.044805 0.241573\n",
-            "\t\t0.037141 -0.043096 0.241762 0.035327 -0.045139 0.241591\n",
-            "\t\t0.037278 -0.043512 0.241777 0.035470 -0.045473 0.241608\n",
-            "\t\t0.037415 -0.043928 0.241792 0.035613 -0.045807 0.241625\n",
-            "\t\t0.037551 -0.044344 0.241806 0.035754 -0.046141 0.241642\n",
-            "\t\t0.037688 -0.044760 0.241820 0.035896 -0.046476 0.241658\n",
-            "\t\t0.037825 -0.045176 0.241834 0.036036 -0.046811 0.241674\n",
-            "\t\t0.037962 -0.045592 0.241848 0.036176 -0.047146 0.241690\n",
-            "\t\t0.038099 -0.046009 0.241862 0.036316 -0.047481 0.241706\n",
-            "\t\t0.038236 -0.046425 0.241875 0.036454 -0.047817 0.241721\n",
-            "\t\t0.038373 -0.046841 0.241888 0.036593 -0.048153 0.241736\n",
-            "\t\t0.038510 -0.047257 0.241902 0.036731 -0.048489 0.241751\n",
-            "\t\t0.038647 -0.047673 0.241915 0.036870 -0.048825 0.241766\n",
-            "\t\t0.038785 -0.048088 0.241927 0.037007 -0.049161 0.241780\n",
-            "\t\t0.038924 -0.048504 0.241940 0.037154 -0.049493 0.241796\n",
-            "\t\t0.039036 -0.048927 0.241950 0.037376 -0.049778 0.241818\n",
-            "\t\t0.038986 -0.049358 0.241948 0.037684 -0.049966 0.241846\n",
-            "\t\t0.038758 -0.049729 0.241932 0.038040 -0.050031 0.241876\n",
-            "\t\t0.038395 -0.049967 0.241905 0.038395 -0.049967 0.241905\n",
-            "\tsection 15\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.000310 0.000279 0.236842 -0.000310 0.000279 0.236842\n",
-            "\t\t-0.000248 0.000713 0.236842 -0.000241 -0.000078 0.236842\n",
-            "\t\t-0.000126 0.001133 0.236842 -0.000088 -0.000407 0.236842\n",
-            "\t\t0.000026 0.001544 0.236842 0.000116 -0.000707 0.236842\n",
-            "\t\t0.000199 0.001946 0.236842 0.000348 -0.000987 0.236842\n",
-            "\t\t0.000391 0.002340 0.236842 0.000599 -0.001250 0.236842\n",
-            "\t\t0.000599 0.002725 0.236842 0.000862 -0.001500 0.236843\n",
-            "\t\t0.000822 0.003102 0.236843 0.001134 -0.001742 0.236843\n",
-            "\t\t0.001060 0.003470 0.236843 0.001412 -0.001976 0.236843\n",
-            "\t\t0.001313 0.003827 0.236843 0.001694 -0.002204 0.236843\n",
-            "\t\t0.001580 0.004174 0.236843 0.001981 -0.002428 0.236843\n",
-            "\t\t0.001863 0.004509 0.236843 0.002269 -0.002648 0.236843\n",
-            "\t\t0.002160 0.004830 0.236843 0.002560 -0.002866 0.236844\n",
-            "\t\t0.002473 0.005137 0.236843 0.002853 -0.003082 0.236847\n",
-            "\t\t0.002802 0.005426 0.236846 0.003146 -0.003296 0.236851\n",
-            "\t\t0.003147 0.005697 0.236851 0.003441 -0.003509 0.236857\n",
-            "\t\t0.003507 0.005945 0.236860 0.003735 -0.003722 0.236865\n",
-            "\t\t0.003883 0.006170 0.236871 0.004031 -0.003933 0.236873\n",
-            "\t\t0.004273 0.006368 0.236884 0.004326 -0.004145 0.236883\n",
-            "\t\t0.004678 0.006537 0.236898 0.004621 -0.004357 0.236892\n",
-            "\t\t0.005094 0.006673 0.236913 0.004916 -0.004569 0.236902\n",
-            "\t\t0.005519 0.006776 0.236930 0.005211 -0.004782 0.236911\n",
-            "\t\t0.005952 0.006844 0.236952 0.005505 -0.004995 0.236921\n",
-            "\t\t0.006389 0.006876 0.236978 0.005799 -0.005208 0.236933\n",
-            "\t\t0.006827 0.006874 0.237009 0.006092 -0.005423 0.236948\n",
-            "\t\t0.007263 0.006838 0.237042 0.006385 -0.005639 0.236964\n",
-            "\t\t0.007696 0.006770 0.237076 0.006676 -0.005855 0.236982\n",
-            "\t\t0.008123 0.006672 0.237111 0.006967 -0.006073 0.237001\n",
-            "\t\t0.008543 0.006548 0.237151 0.007257 -0.006292 0.237021\n",
-            "\t\t0.008955 0.006399 0.237195 0.007546 -0.006512 0.237041\n",
-            "\t\t0.009358 0.006229 0.237241 0.007834 -0.006733 0.237062\n",
-            "\t\t0.009752 0.006038 0.237288 0.008121 -0.006956 0.237084\n",
-            "\t\t0.010138 0.005831 0.237337 0.008407 -0.007180 0.237108\n",
-            "\t\t0.010515 0.005608 0.237388 0.008692 -0.007406 0.237134\n",
-            "\t\t0.010883 0.005371 0.237442 0.008976 -0.007633 0.237162\n",
-            "\t\t0.011244 0.005122 0.237499 0.009258 -0.007861 0.237192\n",
-            "\t\t0.011596 0.004862 0.237558 0.009540 -0.008091 0.237223\n",
-            "\t\t0.011941 0.004592 0.237618 0.009820 -0.008323 0.237255\n",
-            "\t\t0.012279 0.004314 0.237680 0.010099 -0.008556 0.237289\n",
-            "\t\t0.012610 0.004027 0.237744 0.010376 -0.008790 0.237323\n",
-            "\t\t0.012935 0.003733 0.237811 0.010652 -0.009026 0.237360\n",
-            "\t\t0.013254 0.003433 0.237880 0.010927 -0.009264 0.237398\n",
-            "\t\t0.013567 0.003127 0.237951 0.011201 -0.009503 0.237439\n",
-            "\t\t0.013874 0.002815 0.238023 0.011473 -0.009744 0.237482\n",
-            "\t\t0.014176 0.002498 0.238097 0.011744 -0.009986 0.237527\n",
-            "\t\t0.014474 0.002177 0.238173 0.012013 -0.010230 0.237573\n",
-            "\t\t0.014767 0.001851 0.238252 0.012281 -0.010475 0.237621\n",
-            "\t\t0.015055 0.001522 0.238333 0.012548 -0.010722 0.237670\n",
-            "\t\t0.015340 0.001189 0.238415 0.012813 -0.010970 0.237721\n",
-            "\t\t0.015620 0.000852 0.238499 0.013077 -0.011220 0.237775\n",
-            "\t\t0.015896 0.000512 0.238585 0.013339 -0.011472 0.237831\n",
-            "\t\t0.016169 0.000170 0.238673 0.013600 -0.011724 0.237889\n",
-            "\t\t0.016439 -0.000175 0.238763 0.013860 -0.011979 0.237949\n",
-            "\t\t0.016705 -0.000523 0.238854 0.014118 -0.012234 0.238010\n",
-            "\t\t0.016968 -0.000873 0.238947 0.014375 -0.012492 0.238073\n",
-            "\t\t0.017228 -0.001226 0.239042 0.014630 -0.012750 0.238139\n",
-            "\t\t0.017485 -0.001580 0.239138 0.014884 -0.013010 0.238207\n",
-            "\t\t0.017739 -0.001937 0.239236 0.015136 -0.013272 0.238277\n",
-            "\t\t0.017991 -0.002295 0.239336 0.015387 -0.013534 0.238349\n",
-            "\t\t0.018240 -0.002656 0.239436 0.015637 -0.013798 0.238423\n",
-            "\t\t0.018486 -0.003018 0.239538 0.015885 -0.014064 0.238498\n",
-            "\t\t0.018731 -0.003381 0.239641 0.016131 -0.014331 0.238576\n",
-            "\t\t0.018972 -0.003746 0.239745 0.016377 -0.014599 0.238656\n",
-            "\t\t0.019212 -0.004113 0.239851 0.016621 -0.014868 0.238739\n",
-            "\t\t0.019450 -0.004481 0.239957 0.016863 -0.015139 0.238823\n",
-            "\t\t0.019685 -0.004850 0.240064 0.017104 -0.015411 0.238909\n",
-            "\t\t0.019919 -0.005220 0.240171 0.017344 -0.015684 0.238996\n",
-            "\t\t0.020150 -0.005592 0.240279 0.017582 -0.015958 0.239086\n",
-            "\t\t0.020380 -0.005965 0.240387 0.017819 -0.016234 0.239178\n",
-            "\t\t0.020608 -0.006339 0.240496 0.018054 -0.016510 0.239271\n",
-            "\t\t0.020834 -0.006714 0.240604 0.018288 -0.016788 0.239367\n",
-            "\t\t0.021058 -0.007090 0.240712 0.018521 -0.017067 0.239463\n",
-            "\t\t0.021281 -0.007467 0.240820 0.018753 -0.017347 0.239561\n",
-            "\t\t0.021502 -0.007845 0.240927 0.018983 -0.017629 0.239660\n",
-            "\t\t0.021722 -0.008224 0.241035 0.019212 -0.017911 0.239761\n",
-            "\t\t0.021940 -0.008604 0.241141 0.019439 -0.018194 0.239864\n",
-            "\t\t0.022157 -0.008984 0.241246 0.019665 -0.018479 0.239967\n",
-            "\t\t0.022372 -0.009366 0.241350 0.019890 -0.018764 0.240071\n",
-            "\t\t0.022585 -0.009748 0.241454 0.020113 -0.019050 0.240176\n",
-            "\t\t0.022798 -0.010131 0.241556 0.020336 -0.019338 0.240282\n",
-            "\t\t0.023009 -0.010515 0.241657 0.020557 -0.019626 0.240388\n",
-            "\t\t0.023218 -0.010899 0.241756 0.020776 -0.019916 0.240495\n",
-            "\t\t0.023427 -0.011284 0.241854 0.020995 -0.020206 0.240602\n",
-            "\t\t0.023634 -0.011670 0.241950 0.021212 -0.020497 0.240709\n",
-            "\t\t0.023840 -0.012057 0.242045 0.021428 -0.020790 0.240816\n",
-            "\t\t0.024045 -0.012444 0.242138 0.021643 -0.021083 0.240923\n",
-            "\t\t0.024248 -0.012832 0.242230 0.021856 -0.021377 0.241029\n",
-            "\t\t0.024451 -0.013220 0.242319 0.022069 -0.021672 0.241135\n",
-            "\t\t0.024652 -0.013609 0.242406 0.022280 -0.021967 0.241240\n",
-            "\t\t0.024852 -0.013998 0.242492 0.022490 -0.022264 0.241344\n",
-            "\t\t0.025051 -0.014389 0.242576 0.022698 -0.022561 0.241448\n",
-            "\t\t0.025249 -0.014779 0.242658 0.022906 -0.022859 0.241550\n",
-            "\t\t0.025446 -0.015170 0.242738 0.023112 -0.023158 0.241652\n",
-            "\t\t0.025642 -0.015562 0.242816 0.023318 -0.023458 0.241751\n",
-            "\t\t0.025837 -0.015954 0.242892 0.023522 -0.023759 0.241849\n",
-            "\t\t0.026031 -0.016347 0.242967 0.023725 -0.024060 0.241946\n",
-            "\t\t0.026224 -0.016740 0.243040 0.023927 -0.024362 0.242042\n",
-            "\t\t0.026416 -0.017134 0.243111 0.024128 -0.024665 0.242135\n",
-            "\t\t0.026607 -0.017528 0.243180 0.024327 -0.024969 0.242227\n",
-            "\t\t0.026797 -0.017922 0.243247 0.024526 -0.025273 0.242317\n",
-            "\t\t0.026986 -0.018317 0.243313 0.024723 -0.025578 0.242405\n",
-            "\t\t0.027175 -0.018713 0.243377 0.024920 -0.025884 0.242492\n",
-            "\t\t0.027362 -0.019108 0.243439 0.025115 -0.026190 0.242577\n",
-            "\t\t0.027548 -0.019505 0.243500 0.025310 -0.026497 0.242660\n",
-            "\t\t0.027734 -0.019901 0.243559 0.025503 -0.026805 0.242741\n",
-            "\t\t0.027918 -0.020299 0.243617 0.025695 -0.027113 0.242819\n",
-            "\t\t0.028102 -0.020696 0.243673 0.025886 -0.027422 0.242896\n",
-            "\t\t0.028285 -0.021094 0.243728 0.026077 -0.027731 0.242972\n",
-            "\t\t0.028467 -0.021492 0.243781 0.026266 -0.028042 0.243045\n",
-            "\t\t0.028648 -0.021891 0.243833 0.026454 -0.028353 0.243117\n",
-            "\t\t0.028828 -0.022290 0.243884 0.026641 -0.028664 0.243187\n",
-            "\t\t0.029008 -0.022690 0.243933 0.026827 -0.028976 0.243255\n",
-            "\t\t0.029186 -0.023090 0.243981 0.027013 -0.029289 0.243321\n",
-            "\t\t0.029364 -0.023490 0.244028 0.027197 -0.029602 0.243386\n",
-            "\t\t0.029541 -0.023890 0.244074 0.027380 -0.029915 0.243449\n",
-            "\t\t0.029717 -0.024291 0.244118 0.027562 -0.030230 0.243510\n",
-            "\t\t0.029892 -0.024693 0.244161 0.027744 -0.030545 0.243570\n",
-            "\t\t0.030067 -0.025095 0.244203 0.027924 -0.030860 0.243628\n",
-            "\t\t0.030240 -0.025497 0.244245 0.028104 -0.031176 0.243685\n",
-            "\t\t0.030413 -0.025899 0.244285 0.028282 -0.031492 0.243740\n",
-            "\t\t0.030585 -0.026302 0.244324 0.028460 -0.031809 0.243794\n",
-            "\t\t0.030756 -0.026705 0.244363 0.028637 -0.032127 0.243846\n",
-            "\t\t0.030926 -0.027109 0.244400 0.028813 -0.032445 0.243897\n",
-            "\t\t0.031095 -0.027513 0.244436 0.028988 -0.032763 0.243947\n",
-            "\t\t0.031264 -0.027917 0.244472 0.029162 -0.033082 0.243996\n",
-            "\t\t0.031431 -0.028321 0.244507 0.029335 -0.033401 0.244043\n",
-            "\t\t0.031598 -0.028726 0.244540 0.029507 -0.033721 0.244089\n",
-            "\t\t0.031764 -0.029132 0.244573 0.029679 -0.034042 0.244134\n",
-            "\t\t0.031929 -0.029537 0.244606 0.029849 -0.034362 0.244177\n",
-            "\t\t0.032092 -0.029944 0.244637 0.030019 -0.034684 0.244220\n",
-            "\t\t0.032256 -0.030350 0.244668 0.030188 -0.035005 0.244261\n",
-            "\t\t0.032418 -0.030757 0.244698 0.030356 -0.035328 0.244302\n",
-            "\t\t0.032579 -0.031164 0.244728 0.030523 -0.035650 0.244342\n",
-            "\t\t0.032739 -0.031572 0.244757 0.030689 -0.035973 0.244380\n",
-            "\t\t0.032898 -0.031980 0.244785 0.030855 -0.036297 0.244418\n",
-            "\t\t0.033056 -0.032388 0.244812 0.031020 -0.036621 0.244455\n",
-            "\t\t0.033213 -0.032797 0.244839 0.031183 -0.036945 0.244490\n",
-            "\t\t0.033369 -0.033206 0.244865 0.031346 -0.037270 0.244525\n",
-            "\t\t0.033524 -0.033616 0.244891 0.031509 -0.037595 0.244559\n",
-            "\t\t0.033678 -0.034026 0.244916 0.031670 -0.037920 0.244592\n",
-            "\t\t0.033831 -0.034436 0.244941 0.031831 -0.038246 0.244625\n",
-            "\t\t0.033983 -0.034847 0.244965 0.031991 -0.038573 0.244657\n",
-            "\t\t0.034133 -0.035258 0.244989 0.032150 -0.038899 0.244688\n",
-            "\t\t0.034282 -0.035670 0.245013 0.032308 -0.039226 0.244718\n",
-            "\t\t0.034430 -0.036082 0.245035 0.032465 -0.039554 0.244748\n",
-            "\t\t0.034577 -0.036495 0.245058 0.032622 -0.039882 0.244777\n",
-            "\t\t0.034723 -0.036908 0.245080 0.032778 -0.040210 0.244805\n",
-            "\t\t0.034868 -0.037321 0.245102 0.032933 -0.040539 0.244833\n",
-            "\t\t0.035012 -0.037735 0.245123 0.033087 -0.040867 0.244860\n",
-            "\t\t0.035155 -0.038149 0.245144 0.033241 -0.041197 0.244886\n",
-            "\t\t0.035297 -0.038563 0.245164 0.033394 -0.041526 0.244912\n",
-            "\t\t0.035438 -0.038977 0.245185 0.033546 -0.041856 0.244938\n",
-            "\t\t0.035578 -0.039392 0.245205 0.033697 -0.042187 0.244963\n",
-            "\t\t0.035718 -0.039807 0.245224 0.033847 -0.042517 0.244987\n",
-            "\t\t0.035858 -0.040222 0.245244 0.033997 -0.042848 0.245011\n",
-            "\t\t0.035997 -0.040637 0.245263 0.034146 -0.043180 0.245034\n",
-            "\t\t0.036136 -0.041053 0.245282 0.034295 -0.043512 0.245057\n",
-            "\t\t0.036275 -0.041468 0.245301 0.034442 -0.043844 0.245080\n",
-            "\t\t0.036413 -0.041884 0.245319 0.034589 -0.044176 0.245102\n",
-            "\t\t0.036552 -0.042299 0.245337 0.034735 -0.044509 0.245123\n",
-            "\t\t0.036690 -0.042714 0.245355 0.034881 -0.044842 0.245144\n",
-            "\t\t0.036829 -0.043130 0.245373 0.035025 -0.045175 0.245165\n",
-            "\t\t0.036967 -0.043545 0.245390 0.035169 -0.045508 0.245185\n",
-            "\t\t0.037106 -0.043961 0.245408 0.035313 -0.045842 0.245205\n",
-            "\t\t0.037244 -0.044376 0.245425 0.035456 -0.046176 0.245225\n",
-            "\t\t0.037383 -0.044792 0.245441 0.035598 -0.046511 0.245244\n",
-            "\t\t0.037521 -0.045207 0.245458 0.035739 -0.046846 0.245263\n",
-            "\t\t0.037659 -0.045623 0.245474 0.035880 -0.047180 0.245282\n",
-            "\t\t0.037798 -0.046038 0.245490 0.036020 -0.047516 0.245300\n",
-            "\t\t0.037936 -0.046454 0.245506 0.036160 -0.047851 0.245318\n",
-            "\t\t0.038075 -0.046869 0.245522 0.036300 -0.048186 0.245336\n",
-            "\t\t0.038213 -0.047285 0.245537 0.036439 -0.048522 0.245354\n",
-            "\t\t0.038351 -0.047700 0.245553 0.036579 -0.048858 0.245371\n",
-            "\t\t0.038491 -0.048115 0.245568 0.036717 -0.049194 0.245388\n",
-            "\t\t0.038632 -0.048530 0.245583 0.036865 -0.049525 0.245406\n",
-            "\t\t0.038745 -0.048953 0.245595 0.037088 -0.049810 0.245432\n",
-            "\t\t0.038697 -0.049384 0.245592 0.037397 -0.049997 0.245466\n",
-            "\t\t0.038471 -0.049755 0.245573 0.037753 -0.050061 0.245503\n",
-            "\t\t0.038108 -0.049995 0.245539 0.038108 -0.049995 0.245539\n",
-            "\tsection 16\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.000582 0.000366 0.239474 -0.000582 0.000366 0.239474\n",
-            "\t\t-0.000518 0.000799 0.239474 -0.000508 0.000009 0.239474\n",
-            "\t\t-0.000393 0.001219 0.239474 -0.000348 -0.000317 0.239474\n",
-            "\t\t-0.000240 0.001629 0.239474 -0.000140 -0.000615 0.239474\n",
-            "\t\t-0.000064 0.002031 0.239474 0.000095 -0.000892 0.239474\n",
-            "\t\t0.000129 0.002424 0.239474 0.000348 -0.001154 0.239474\n",
-            "\t\t0.000338 0.002809 0.239474 0.000612 -0.001404 0.239474\n",
-            "\t\t0.000563 0.003185 0.239474 0.000884 -0.001645 0.239475\n",
-            "\t\t0.000802 0.003552 0.239475 0.001162 -0.001879 0.239475\n",
-            "\t\t0.001056 0.003910 0.239475 0.001445 -0.002109 0.239475\n",
-            "\t\t0.001324 0.004256 0.239475 0.001730 -0.002334 0.239476\n",
-            "\t\t0.001607 0.004590 0.239475 0.002019 -0.002555 0.239476\n",
-            "\t\t0.001905 0.004911 0.239476 0.002309 -0.002775 0.239477\n",
-            "\t\t0.002219 0.005217 0.239476 0.002600 -0.002992 0.239480\n",
-            "\t\t0.002548 0.005506 0.239479 0.002892 -0.003209 0.239485\n",
-            "\t\t0.002894 0.005776 0.239486 0.003186 -0.003424 0.239493\n",
-            "\t\t0.003255 0.006024 0.239496 0.003479 -0.003638 0.239502\n",
-            "\t\t0.003631 0.006248 0.239508 0.003773 -0.003853 0.239512\n",
-            "\t\t0.004023 0.006444 0.239523 0.004067 -0.004067 0.239522\n",
-            "\t\t0.004428 0.006611 0.239540 0.004361 -0.004281 0.239534\n",
-            "\t\t0.004845 0.006746 0.239558 0.004654 -0.004496 0.239545\n",
-            "\t\t0.005271 0.006847 0.239577 0.004948 -0.004711 0.239557\n",
-            "\t\t0.005704 0.006912 0.239603 0.005240 -0.004926 0.239569\n",
-            "\t\t0.006141 0.006941 0.239634 0.005533 -0.005143 0.239583\n",
-            "\t\t0.006579 0.006936 0.239670 0.005824 -0.005360 0.239600\n",
-            "\t\t0.007016 0.006897 0.239708 0.006115 -0.005578 0.239620\n",
-            "\t\t0.007448 0.006825 0.239747 0.006405 -0.005798 0.239641\n",
-            "\t\t0.007874 0.006724 0.239789 0.006695 -0.006018 0.239663\n",
-            "\t\t0.008293 0.006596 0.239835 0.006983 -0.006239 0.239687\n",
-            "\t\t0.008704 0.006444 0.239885 0.007270 -0.006462 0.239711\n",
-            "\t\t0.009106 0.006270 0.239938 0.007557 -0.006686 0.239736\n",
-            "\t\t0.009499 0.006076 0.239993 0.007842 -0.006912 0.239762\n",
-            "\t\t0.009883 0.005866 0.240049 0.008127 -0.007138 0.239790\n",
-            "\t\t0.010258 0.005639 0.240108 0.008410 -0.007366 0.239820\n",
-            "\t\t0.010625 0.005400 0.240170 0.008692 -0.007596 0.239853\n",
-            "\t\t0.010984 0.005148 0.240235 0.008973 -0.007827 0.239887\n",
-            "\t\t0.011334 0.004885 0.240301 0.009253 -0.008059 0.239923\n",
-            "\t\t0.011677 0.004613 0.240370 0.009531 -0.008293 0.239961\n",
-            "\t\t0.012013 0.004332 0.240440 0.009808 -0.008529 0.240000\n",
-            "\t\t0.012343 0.004043 0.240512 0.010084 -0.008766 0.240039\n",
-            "\t\t0.012665 0.003746 0.240588 0.010359 -0.009004 0.240081\n",
-            "\t\t0.012982 0.003444 0.240666 0.010632 -0.009244 0.240126\n",
-            "\t\t0.013293 0.003135 0.240745 0.010904 -0.009485 0.240173\n",
-            "\t\t0.013599 0.002822 0.240827 0.011175 -0.009728 0.240222\n",
-            "\t\t0.013900 0.002503 0.240909 0.011444 -0.009972 0.240273\n",
-            "\t\t0.014195 0.002180 0.240995 0.011712 -0.010218 0.240325\n",
-            "\t\t0.014486 0.001852 0.241083 0.011978 -0.010466 0.240379\n",
-            "\t\t0.014773 0.001521 0.241173 0.012244 -0.010715 0.240435\n",
-            "\t\t0.015056 0.001186 0.241265 0.012507 -0.010965 0.240493\n",
-            "\t\t0.015334 0.000848 0.241358 0.012770 -0.011217 0.240554\n",
-            "\t\t0.015609 0.000507 0.241453 0.013031 -0.011470 0.240617\n",
-            "\t\t0.015880 0.000163 0.241551 0.013290 -0.011725 0.240682\n",
-            "\t\t0.016148 -0.000184 0.241651 0.013549 -0.011981 0.240749\n",
-            "\t\t0.016413 -0.000533 0.241753 0.013805 -0.012238 0.240818\n",
-            "\t\t0.016674 -0.000885 0.241856 0.014061 -0.012497 0.240889\n",
-            "\t\t0.016932 -0.001239 0.241960 0.014315 -0.012758 0.240962\n",
-            "\t\t0.017188 -0.001594 0.242066 0.014567 -0.013019 0.241038\n",
-            "\t\t0.017441 -0.001952 0.242175 0.014818 -0.013282 0.241116\n",
-            "\t\t0.017691 -0.002312 0.242285 0.015068 -0.013547 0.241197\n",
-            "\t\t0.017938 -0.002673 0.242396 0.015316 -0.013812 0.241279\n",
-            "\t\t0.018183 -0.003037 0.242508 0.015563 -0.014079 0.241363\n",
-            "\t\t0.018426 -0.003401 0.242621 0.015809 -0.014348 0.241449\n",
-            "\t\t0.018666 -0.003768 0.242736 0.016053 -0.014617 0.241538\n",
-            "\t\t0.018905 -0.004135 0.242853 0.016296 -0.014888 0.241630\n",
-            "\t\t0.019141 -0.004504 0.242970 0.016537 -0.015160 0.241723\n",
-            "\t\t0.019375 -0.004874 0.243087 0.016777 -0.015433 0.241818\n",
-            "\t\t0.019607 -0.005246 0.243204 0.017016 -0.015707 0.241915\n",
-            "\t\t0.019837 -0.005619 0.243323 0.017253 -0.015983 0.242014\n",
-            "\t\t0.020066 -0.005993 0.243442 0.017489 -0.016260 0.242115\n",
-            "\t\t0.020292 -0.006368 0.243562 0.017724 -0.016538 0.242219\n",
-            "\t\t0.020517 -0.006744 0.243681 0.017957 -0.016817 0.242324\n",
-            "\t\t0.020740 -0.007121 0.243799 0.018189 -0.017097 0.242430\n",
-            "\t\t0.020962 -0.007498 0.243918 0.018419 -0.017378 0.242538\n",
-            "\t\t0.021182 -0.007877 0.244036 0.018649 -0.017660 0.242647\n",
-            "\t\t0.021400 -0.008257 0.244154 0.018877 -0.017944 0.242758\n",
-            "\t\t0.021617 -0.008638 0.244271 0.019103 -0.018228 0.242871\n",
-            "\t\t0.021833 -0.009019 0.244386 0.019329 -0.018513 0.242985\n",
-            "\t\t0.022047 -0.009402 0.244501 0.019553 -0.018800 0.243099\n",
-            "\t\t0.022259 -0.009785 0.244614 0.019776 -0.019087 0.243214\n",
-            "\t\t0.022471 -0.010168 0.244727 0.019997 -0.019375 0.243330\n",
-            "\t\t0.022680 -0.010553 0.244838 0.020218 -0.019665 0.243447\n",
-            "\t\t0.022889 -0.010938 0.244947 0.020437 -0.019955 0.243565\n",
-            "\t\t0.023096 -0.011324 0.245054 0.020654 -0.020246 0.243682\n",
-            "\t\t0.023303 -0.011711 0.245160 0.020871 -0.020538 0.243799\n",
-            "\t\t0.023508 -0.012098 0.245264 0.021087 -0.020831 0.243916\n",
-            "\t\t0.023711 -0.012486 0.245367 0.021301 -0.021125 0.244034\n",
-            "\t\t0.023914 -0.012874 0.245467 0.021514 -0.021420 0.244151\n",
-            "\t\t0.024115 -0.013263 0.245565 0.021726 -0.021715 0.244267\n",
-            "\t\t0.024316 -0.013653 0.245661 0.021936 -0.022012 0.244382\n",
-            "\t\t0.024515 -0.014043 0.245756 0.022146 -0.022309 0.244496\n",
-            "\t\t0.024713 -0.014434 0.245848 0.022354 -0.022607 0.244610\n",
-            "\t\t0.024910 -0.014825 0.245939 0.022562 -0.022906 0.244722\n",
-            "\t\t0.025106 -0.015217 0.246027 0.022768 -0.023205 0.244833\n",
-            "\t\t0.025301 -0.015609 0.246113 0.022973 -0.023506 0.244943\n",
-            "\t\t0.025496 -0.016002 0.246198 0.023177 -0.023807 0.245050\n",
-            "\t\t0.025689 -0.016395 0.246280 0.023379 -0.024109 0.245157\n",
-            "\t\t0.025881 -0.016789 0.246360 0.023581 -0.024411 0.245262\n",
-            "\t\t0.026072 -0.017183 0.246439 0.023782 -0.024715 0.245365\n",
-            "\t\t0.026262 -0.017577 0.246516 0.023981 -0.025019 0.245466\n",
-            "\t\t0.026452 -0.017973 0.246590 0.024179 -0.025324 0.245564\n",
-            "\t\t0.026640 -0.018368 0.246663 0.024377 -0.025629 0.245661\n",
-            "\t\t0.026827 -0.018764 0.246734 0.024573 -0.025935 0.245756\n",
-            "\t\t0.027014 -0.019160 0.246803 0.024768 -0.026242 0.245850\n",
-            "\t\t0.027200 -0.019557 0.246870 0.024963 -0.026549 0.245941\n",
-            "\t\t0.027385 -0.019954 0.246936 0.025156 -0.026857 0.246030\n",
-            "\t\t0.027569 -0.020352 0.247001 0.025348 -0.027166 0.246117\n",
-            "\t\t0.027752 -0.020750 0.247063 0.025539 -0.027475 0.246202\n",
-            "\t\t0.027934 -0.021148 0.247124 0.025730 -0.027785 0.246285\n",
-            "\t\t0.028115 -0.021547 0.247183 0.025919 -0.028096 0.246366\n",
-            "\t\t0.028296 -0.021946 0.247241 0.026107 -0.028407 0.246445\n",
-            "\t\t0.028476 -0.022346 0.247297 0.026294 -0.028719 0.246523\n",
-            "\t\t0.028654 -0.022746 0.247353 0.026481 -0.029031 0.246598\n",
-            "\t\t0.028832 -0.023146 0.247407 0.026666 -0.029344 0.246671\n",
-            "\t\t0.029010 -0.023547 0.247459 0.026850 -0.029658 0.246742\n",
-            "\t\t0.029186 -0.023948 0.247510 0.027034 -0.029972 0.246812\n",
-            "\t\t0.029362 -0.024349 0.247560 0.027216 -0.030286 0.246880\n",
-            "\t\t0.029537 -0.024751 0.247608 0.027398 -0.030601 0.246947\n",
-            "\t\t0.029710 -0.025153 0.247656 0.027578 -0.030917 0.247011\n",
-            "\t\t0.029884 -0.025555 0.247702 0.027758 -0.031233 0.247074\n",
-            "\t\t0.030056 -0.025958 0.247747 0.027937 -0.031550 0.247135\n",
-            "\t\t0.030227 -0.026361 0.247791 0.028115 -0.031867 0.247195\n",
-            "\t\t0.030398 -0.026765 0.247834 0.028292 -0.032184 0.247253\n",
-            "\t\t0.030568 -0.027169 0.247877 0.028468 -0.032503 0.247310\n",
-            "\t\t0.030737 -0.027573 0.247918 0.028643 -0.032821 0.247366\n",
-            "\t\t0.030905 -0.027977 0.247958 0.028818 -0.033140 0.247420\n",
-            "\t\t0.031073 -0.028382 0.247997 0.028991 -0.033460 0.247473\n",
-            "\t\t0.031239 -0.028787 0.248035 0.029164 -0.033780 0.247524\n",
-            "\t\t0.031405 -0.029193 0.248072 0.029336 -0.034101 0.247574\n",
-            "\t\t0.031569 -0.029599 0.248109 0.029506 -0.034422 0.247623\n",
-            "\t\t0.031733 -0.030005 0.248145 0.029677 -0.034743 0.247670\n",
-            "\t\t0.031896 -0.030412 0.248180 0.029846 -0.035065 0.247717\n",
-            "\t\t0.032058 -0.030819 0.248214 0.030014 -0.035387 0.247762\n",
-            "\t\t0.032219 -0.031226 0.248247 0.030182 -0.035710 0.247806\n",
-            "\t\t0.032380 -0.031634 0.248280 0.030349 -0.036033 0.247850\n",
-            "\t\t0.032539 -0.032042 0.248312 0.030515 -0.036357 0.247892\n",
-            "\t\t0.032697 -0.032451 0.248343 0.030680 -0.036681 0.247933\n",
-            "\t\t0.032854 -0.032860 0.248374 0.030844 -0.037005 0.247974\n",
-            "\t\t0.033011 -0.033269 0.248404 0.031008 -0.037330 0.248013\n",
-            "\t\t0.033166 -0.033679 0.248433 0.031170 -0.037655 0.248051\n",
-            "\t\t0.033320 -0.034089 0.248462 0.031332 -0.037981 0.248089\n",
-            "\t\t0.033473 -0.034499 0.248490 0.031493 -0.038307 0.248125\n",
-            "\t\t0.033626 -0.034910 0.248518 0.031654 -0.038633 0.248161\n",
-            "\t\t0.033777 -0.035321 0.248545 0.031813 -0.038960 0.248196\n",
-            "\t\t0.033926 -0.035733 0.248572 0.031972 -0.039287 0.248231\n",
-            "\t\t0.034075 -0.036145 0.248598 0.032130 -0.039615 0.248264\n",
-            "\t\t0.034223 -0.036557 0.248624 0.032287 -0.039942 0.248297\n",
-            "\t\t0.034370 -0.036970 0.248649 0.032444 -0.040271 0.248329\n",
-            "\t\t0.034516 -0.037383 0.248673 0.032600 -0.040599 0.248361\n",
-            "\t\t0.034660 -0.037797 0.248698 0.032755 -0.040928 0.248391\n",
-            "\t\t0.034804 -0.038211 0.248722 0.032909 -0.041258 0.248421\n",
-            "\t\t0.034947 -0.038625 0.248745 0.033062 -0.041587 0.248451\n",
-            "\t\t0.035090 -0.039039 0.248768 0.033215 -0.041917 0.248480\n",
-            "\t\t0.035232 -0.039453 0.248791 0.033367 -0.042248 0.248508\n",
-            "\t\t0.035373 -0.039868 0.248814 0.033519 -0.042578 0.248536\n",
-            "\t\t0.035514 -0.040283 0.248836 0.033669 -0.042909 0.248563\n",
-            "\t\t0.035655 -0.040698 0.248858 0.033819 -0.043241 0.248590\n",
-            "\t\t0.035795 -0.041113 0.248880 0.033968 -0.043572 0.248616\n",
-            "\t\t0.035936 -0.041528 0.248901 0.034116 -0.043904 0.248642\n",
-            "\t\t0.036076 -0.041943 0.248922 0.034264 -0.044237 0.248667\n",
-            "\t\t0.036216 -0.042358 0.248943 0.034411 -0.044569 0.248692\n",
-            "\t\t0.036356 -0.042773 0.248963 0.034557 -0.044902 0.248716\n",
-            "\t\t0.036496 -0.043188 0.248984 0.034703 -0.045236 0.248740\n",
-            "\t\t0.036636 -0.043603 0.249004 0.034848 -0.045569 0.248763\n",
-            "\t\t0.036776 -0.044018 0.249024 0.034992 -0.045903 0.248786\n",
-            "\t\t0.036916 -0.044434 0.249043 0.035136 -0.046237 0.248808\n",
-            "\t\t0.037056 -0.044849 0.249062 0.035279 -0.046571 0.248830\n",
-            "\t\t0.037196 -0.045264 0.249081 0.035421 -0.046906 0.248852\n",
-            "\t\t0.037336 -0.045679 0.249100 0.035563 -0.047241 0.248874\n",
-            "\t\t0.037476 -0.046094 0.249119 0.035704 -0.047576 0.248895\n",
-            "\t\t0.037616 -0.046509 0.249137 0.035845 -0.047911 0.248916\n",
-            "\t\t0.037756 -0.046924 0.249155 0.035986 -0.048247 0.248936\n",
-            "\t\t0.037896 -0.047339 0.249173 0.036126 -0.048582 0.248957\n",
-            "\t\t0.038036 -0.047755 0.249191 0.036267 -0.048917 0.248977\n",
-            "\t\t0.038177 -0.048169 0.249209 0.036407 -0.049253 0.248996\n",
-            "\t\t0.038319 -0.048584 0.249226 0.036556 -0.049585 0.249017\n",
-            "\t\t0.038434 -0.049006 0.249240 0.036780 -0.049869 0.249047\n",
-            "\t\t0.038388 -0.049438 0.249237 0.037090 -0.050055 0.249087\n",
-            "\t\t0.038163 -0.049810 0.249213 0.037446 -0.050118 0.249131\n",
-            "\t\t0.037801 -0.050051 0.249172 0.037801 -0.050051 0.249172\n",
-            "\tsection 17\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.000886 0.000461 0.242105 -0.000886 0.000461 0.242105\n",
-            "\t\t-0.000820 0.000894 0.242105 -0.000807 0.000105 0.242105\n",
-            "\t\t-0.000693 0.001314 0.242105 -0.000641 -0.000218 0.242105\n",
-            "\t\t-0.000537 0.001724 0.242105 -0.000427 -0.000513 0.242105\n",
-            "\t\t-0.000359 0.002125 0.242105 -0.000189 -0.000788 0.242106\n",
-            "\t\t-0.000164 0.002518 0.242105 0.000066 -0.001048 0.242106\n",
-            "\t\t0.000046 0.002902 0.242106 0.000332 -0.001298 0.242106\n",
-            "\t\t0.000272 0.003278 0.242106 0.000604 -0.001539 0.242107\n",
-            "\t\t0.000512 0.003645 0.242106 0.000883 -0.001774 0.242107\n",
-            "\t\t0.000767 0.004002 0.242107 0.001165 -0.002004 0.242107\n",
-            "\t\t0.001037 0.004348 0.242107 0.001450 -0.002230 0.242108\n",
-            "\t\t0.001321 0.004682 0.242108 0.001738 -0.002454 0.242108\n",
-            "\t\t0.001620 0.005002 0.242108 0.002027 -0.002675 0.242110\n",
-            "\t\t0.001935 0.005308 0.242109 0.002318 -0.002894 0.242113\n",
-            "\t\t0.002265 0.005596 0.242113 0.002609 -0.003113 0.242120\n",
-            "\t\t0.002611 0.005865 0.242120 0.002901 -0.003330 0.242128\n",
-            "\t\t0.002974 0.006112 0.242131 0.003194 -0.003547 0.242138\n",
-            "\t\t0.003351 0.006335 0.242146 0.003486 -0.003764 0.242150\n",
-            "\t\t0.003744 0.006531 0.242163 0.003779 -0.003981 0.242162\n",
-            "\t\t0.004150 0.006696 0.242182 0.004072 -0.004198 0.242175\n",
-            "\t\t0.004567 0.006829 0.242202 0.004364 -0.004415 0.242189\n",
-            "\t\t0.004995 0.006928 0.242225 0.004656 -0.004633 0.242202\n",
-            "\t\t0.005429 0.006990 0.242255 0.004947 -0.004852 0.242216\n",
-            "\t\t0.005867 0.007017 0.242290 0.005238 -0.005071 0.242233\n",
-            "\t\t0.006305 0.007008 0.242331 0.005528 -0.005291 0.242253\n",
-            "\t\t0.006741 0.006965 0.242374 0.005817 -0.005512 0.242275\n",
-            "\t\t0.007173 0.006890 0.242419 0.006106 -0.005735 0.242300\n",
-            "\t\t0.007599 0.006785 0.242467 0.006393 -0.005958 0.242325\n",
-            "\t\t0.008017 0.006653 0.242519 0.006680 -0.006182 0.242353\n",
-            "\t\t0.008427 0.006497 0.242576 0.006966 -0.006408 0.242381\n",
-            "\t\t0.008828 0.006319 0.242636 0.007251 -0.006635 0.242409\n",
-            "\t\t0.009220 0.006122 0.242698 0.007535 -0.006863 0.242439\n",
-            "\t\t0.009602 0.005908 0.242761 0.007817 -0.007093 0.242471\n",
-            "\t\t0.009976 0.005679 0.242827 0.008099 -0.007324 0.242506\n",
-            "\t\t0.010341 0.005436 0.242897 0.008379 -0.007556 0.242543\n",
-            "\t\t0.010698 0.005181 0.242970 0.008659 -0.007790 0.242583\n",
-            "\t\t0.011047 0.004915 0.243045 0.008937 -0.008025 0.242624\n",
-            "\t\t0.011388 0.004640 0.243122 0.009214 -0.008261 0.242666\n",
-            "\t\t0.011722 0.004356 0.243200 0.009489 -0.008499 0.242710\n",
-            "\t\t0.012050 0.004064 0.243281 0.009764 -0.008739 0.242755\n",
-            "\t\t0.012371 0.003765 0.243365 0.010037 -0.008980 0.242803\n",
-            "\t\t0.012686 0.003460 0.243451 0.010308 -0.009222 0.242853\n",
-            "\t\t0.012995 0.003150 0.243540 0.010579 -0.009466 0.242906\n",
-            "\t\t0.013299 0.002834 0.243630 0.010848 -0.009712 0.242961\n",
-            "\t\t0.013598 0.002513 0.243722 0.011116 -0.009958 0.243018\n",
-            "\t\t0.013892 0.002187 0.243816 0.011382 -0.010207 0.243077\n",
-            "\t\t0.014181 0.001858 0.243914 0.011647 -0.010456 0.243137\n",
-            "\t\t0.014466 0.001524 0.244013 0.011911 -0.010708 0.243200\n",
-            "\t\t0.014747 0.001188 0.244114 0.012173 -0.010960 0.243265\n",
-            "\t\t0.015024 0.000848 0.244217 0.012434 -0.011214 0.243332\n",
-            "\t\t0.015297 0.000505 0.244322 0.012694 -0.011470 0.243403\n",
-            "\t\t0.015566 0.000159 0.244429 0.012952 -0.011726 0.243475\n",
-            "\t\t0.015833 -0.000190 0.244539 0.013209 -0.011984 0.243550\n",
-            "\t\t0.016096 -0.000541 0.244651 0.013464 -0.012244 0.243626\n",
-            "\t\t0.016355 -0.000894 0.244764 0.013719 -0.012505 0.243704\n",
-            "\t\t0.016612 -0.001249 0.244878 0.013971 -0.012767 0.243786\n",
-            "\t\t0.016866 -0.001607 0.244995 0.014223 -0.013031 0.243870\n",
-            "\t\t0.017117 -0.001966 0.245113 0.014472 -0.013296 0.243956\n",
-            "\t\t0.017366 -0.002327 0.245234 0.014721 -0.013562 0.244045\n",
-            "\t\t0.017612 -0.002690 0.245356 0.014968 -0.013829 0.244135\n",
-            "\t\t0.017856 -0.003055 0.245478 0.015214 -0.014098 0.244228\n",
-            "\t\t0.018097 -0.003421 0.245602 0.015458 -0.014368 0.244323\n",
-            "\t\t0.018336 -0.003789 0.245727 0.015702 -0.014639 0.244420\n",
-            "\t\t0.018573 -0.004158 0.245854 0.015943 -0.014912 0.244521\n",
-            "\t\t0.018808 -0.004528 0.245982 0.016184 -0.015185 0.244623\n",
-            "\t\t0.019041 -0.004900 0.246110 0.016423 -0.015460 0.244728\n",
-            "\t\t0.019271 -0.005272 0.246238 0.016660 -0.015736 0.244834\n",
-            "\t\t0.019500 -0.005646 0.246368 0.016897 -0.016013 0.244942\n",
-            "\t\t0.019727 -0.006022 0.246498 0.017132 -0.016291 0.245053\n",
-            "\t\t0.019953 -0.006398 0.246628 0.017365 -0.016570 0.245166\n",
-            "\t\t0.020176 -0.006775 0.246758 0.017598 -0.016851 0.245281\n",
-            "\t\t0.020398 -0.007153 0.246886 0.017829 -0.017132 0.245397\n",
-            "\t\t0.020619 -0.007532 0.247016 0.018059 -0.017415 0.245514\n",
-            "\t\t0.020837 -0.007912 0.247145 0.018287 -0.017698 0.245634\n",
-            "\t\t0.021055 -0.008293 0.247273 0.018515 -0.017983 0.245755\n",
-            "\t\t0.021270 -0.008675 0.247400 0.018741 -0.018268 0.245878\n",
-            "\t\t0.021485 -0.009058 0.247526 0.018965 -0.018555 0.246002\n",
-            "\t\t0.021698 -0.009441 0.247651 0.019189 -0.018843 0.246127\n",
-            "\t\t0.021909 -0.009825 0.247775 0.019411 -0.019131 0.246252\n",
-            "\t\t0.022119 -0.010210 0.247897 0.019632 -0.019421 0.246379\n",
-            "\t\t0.022328 -0.010595 0.248018 0.019852 -0.019711 0.246506\n",
-            "\t\t0.022536 -0.010982 0.248137 0.020070 -0.020002 0.246634\n",
-            "\t\t0.022742 -0.011369 0.248254 0.020288 -0.020294 0.246762\n",
-            "\t\t0.022947 -0.011756 0.248369 0.020504 -0.020588 0.246889\n",
-            "\t\t0.023151 -0.012144 0.248483 0.020719 -0.020882 0.247017\n",
-            "\t\t0.023354 -0.012533 0.248595 0.020933 -0.021176 0.247145\n",
-            "\t\t0.023556 -0.012922 0.248705 0.021145 -0.021472 0.247272\n",
-            "\t\t0.023756 -0.013312 0.248812 0.021357 -0.021768 0.247399\n",
-            "\t\t0.023956 -0.013703 0.248917 0.021567 -0.022066 0.247524\n",
-            "\t\t0.024154 -0.014094 0.249020 0.021776 -0.022364 0.247648\n",
-            "\t\t0.024351 -0.014486 0.249121 0.021984 -0.022663 0.247772\n",
-            "\t\t0.024548 -0.014878 0.249220 0.022191 -0.022962 0.247894\n",
-            "\t\t0.024743 -0.015270 0.249317 0.022397 -0.023263 0.248015\n",
-            "\t\t0.024937 -0.015664 0.249411 0.022602 -0.023564 0.248134\n",
-            "\t\t0.025130 -0.016057 0.249503 0.022806 -0.023866 0.248251\n",
-            "\t\t0.025323 -0.016451 0.249593 0.023008 -0.024169 0.248367\n",
-            "\t\t0.025514 -0.016846 0.249681 0.023210 -0.024472 0.248482\n",
-            "\t\t0.025704 -0.017241 0.249767 0.023410 -0.024776 0.248594\n",
-            "\t\t0.025894 -0.017636 0.249851 0.023609 -0.025081 0.248704\n",
-            "\t\t0.026082 -0.018032 0.249933 0.023808 -0.025386 0.248811\n",
-            "\t\t0.026270 -0.018428 0.250013 0.024005 -0.025692 0.248917\n",
-            "\t\t0.026457 -0.018825 0.250091 0.024201 -0.025999 0.249021\n",
-            "\t\t0.026643 -0.019222 0.250167 0.024396 -0.026307 0.249123\n",
-            "\t\t0.026828 -0.019620 0.250241 0.024591 -0.026615 0.249223\n",
-            "\t\t0.027012 -0.020018 0.250313 0.024784 -0.026923 0.249320\n",
-            "\t\t0.027195 -0.020416 0.250384 0.024976 -0.027233 0.249415\n",
-            "\t\t0.027378 -0.020815 0.250453 0.025167 -0.027543 0.249507\n",
-            "\t\t0.027559 -0.021214 0.250520 0.025358 -0.027853 0.249598\n",
-            "\t\t0.027740 -0.021613 0.250585 0.025547 -0.028164 0.249687\n",
-            "\t\t0.027920 -0.022013 0.250649 0.025735 -0.028476 0.249774\n",
-            "\t\t0.028099 -0.022414 0.250711 0.025923 -0.028788 0.249858\n",
-            "\t\t0.028278 -0.022814 0.250772 0.026109 -0.029101 0.249941\n",
-            "\t\t0.028455 -0.023215 0.250832 0.026295 -0.029414 0.250021\n",
-            "\t\t0.028632 -0.023616 0.250890 0.026479 -0.029728 0.250099\n",
-            "\t\t0.028808 -0.024018 0.250947 0.026663 -0.030043 0.250175\n",
-            "\t\t0.028983 -0.024420 0.251002 0.026845 -0.030358 0.250250\n",
-            "\t\t0.029158 -0.024822 0.251055 0.027027 -0.030673 0.250323\n",
-            "\t\t0.029331 -0.025225 0.251108 0.027208 -0.030990 0.250394\n",
-            "\t\t0.029504 -0.025628 0.251159 0.027388 -0.031306 0.250463\n",
-            "\t\t0.029676 -0.026031 0.251209 0.027567 -0.031623 0.250531\n",
-            "\t\t0.029847 -0.026435 0.251258 0.027745 -0.031941 0.250596\n",
-            "\t\t0.030018 -0.026839 0.251306 0.027923 -0.032259 0.250660\n",
-            "\t\t0.030187 -0.027244 0.251353 0.028099 -0.032577 0.250723\n",
-            "\t\t0.030356 -0.027648 0.251399 0.028275 -0.032896 0.250784\n",
-            "\t\t0.030524 -0.028053 0.251444 0.028450 -0.033216 0.250844\n",
-            "\t\t0.030691 -0.028459 0.251487 0.028624 -0.033536 0.250902\n",
-            "\t\t0.030857 -0.028864 0.251530 0.028797 -0.033856 0.250959\n",
-            "\t\t0.031023 -0.029271 0.251571 0.028969 -0.034177 0.251014\n",
-            "\t\t0.031187 -0.029677 0.251612 0.029140 -0.034499 0.251068\n",
-            "\t\t0.031351 -0.030084 0.251652 0.029311 -0.034820 0.251120\n",
-            "\t\t0.031514 -0.030491 0.251691 0.029480 -0.035143 0.251172\n",
-            "\t\t0.031676 -0.030898 0.251730 0.029649 -0.035465 0.251222\n",
-            "\t\t0.031838 -0.031306 0.251767 0.029817 -0.035788 0.251271\n",
-            "\t\t0.031998 -0.031714 0.251804 0.029985 -0.036112 0.251319\n",
-            "\t\t0.032157 -0.032123 0.251840 0.030151 -0.036436 0.251366\n",
-            "\t\t0.032316 -0.032532 0.251875 0.030317 -0.036760 0.251412\n",
-            "\t\t0.032473 -0.032941 0.251909 0.030482 -0.037085 0.251457\n",
-            "\t\t0.032630 -0.033350 0.251943 0.030646 -0.037410 0.251500\n",
-            "\t\t0.032785 -0.033760 0.251976 0.030809 -0.037735 0.251543\n",
-            "\t\t0.032940 -0.034171 0.252008 0.030972 -0.038061 0.251585\n",
-            "\t\t0.033094 -0.034581 0.252040 0.031133 -0.038388 0.251625\n",
-            "\t\t0.033246 -0.034993 0.252071 0.031294 -0.038714 0.251665\n",
-            "\t\t0.033398 -0.035404 0.252101 0.031455 -0.039041 0.251705\n",
-            "\t\t0.033548 -0.035816 0.252131 0.031614 -0.039369 0.251743\n",
-            "\t\t0.033698 -0.036228 0.252160 0.031773 -0.039696 0.251781\n",
-            "\t\t0.033847 -0.036641 0.252189 0.031931 -0.040025 0.251817\n",
-            "\t\t0.033994 -0.037053 0.252218 0.032088 -0.040353 0.251853\n",
-            "\t\t0.034141 -0.037467 0.252245 0.032245 -0.040682 0.251888\n",
-            "\t\t0.034287 -0.037880 0.252273 0.032400 -0.041011 0.251923\n",
-            "\t\t0.034432 -0.038294 0.252300 0.032555 -0.041341 0.251956\n",
-            "\t\t0.034577 -0.038708 0.252326 0.032710 -0.041671 0.251989\n",
-            "\t\t0.034720 -0.039122 0.252352 0.032863 -0.042001 0.252022\n",
-            "\t\t0.034864 -0.039537 0.252378 0.033016 -0.042331 0.252054\n",
-            "\t\t0.035006 -0.039951 0.252403 0.033168 -0.042662 0.252085\n",
-            "\t\t0.035149 -0.040366 0.252428 0.033319 -0.042994 0.252115\n",
-            "\t\t0.035291 -0.040781 0.252453 0.033470 -0.043325 0.252145\n",
-            "\t\t0.035433 -0.041196 0.252477 0.033620 -0.043657 0.252175\n",
-            "\t\t0.035575 -0.041611 0.252501 0.033769 -0.043989 0.252204\n",
-            "\t\t0.035717 -0.042025 0.252525 0.033918 -0.044322 0.252232\n",
-            "\t\t0.035859 -0.042440 0.252548 0.034066 -0.044654 0.252260\n",
-            "\t\t0.036000 -0.042855 0.252572 0.034213 -0.044988 0.252287\n",
-            "\t\t0.036142 -0.043270 0.252595 0.034359 -0.045321 0.252314\n",
-            "\t\t0.036284 -0.043685 0.252617 0.034505 -0.045655 0.252340\n",
-            "\t\t0.036425 -0.044100 0.252639 0.034650 -0.045989 0.252366\n",
-            "\t\t0.036567 -0.044515 0.252662 0.034795 -0.046323 0.252392\n",
-            "\t\t0.036709 -0.044930 0.252683 0.034939 -0.046657 0.252417\n",
-            "\t\t0.036850 -0.045345 0.252705 0.035082 -0.046992 0.252441\n",
-            "\t\t0.036992 -0.045760 0.252726 0.035225 -0.047327 0.252466\n",
-            "\t\t0.037133 -0.046175 0.252747 0.035368 -0.047662 0.252489\n",
-            "\t\t0.037275 -0.046590 0.252768 0.035510 -0.047998 0.252513\n",
-            "\t\t0.037417 -0.047005 0.252789 0.035652 -0.048333 0.252536\n",
-            "\t\t0.037558 -0.047420 0.252809 0.035793 -0.048669 0.252559\n",
-            "\t\t0.037700 -0.047835 0.252829 0.035935 -0.049004 0.252582\n",
-            "\t\t0.037843 -0.048250 0.252849 0.036076 -0.049340 0.252605\n",
-            "\t\t0.037986 -0.048664 0.252869 0.036226 -0.049672 0.252628\n",
-            "\t\t0.038103 -0.049086 0.252885 0.036451 -0.049956 0.252662\n",
-            "\t\t0.038059 -0.049519 0.252881 0.036762 -0.050141 0.252708\n",
-            "\t\t0.037836 -0.049892 0.252853 0.037119 -0.050203 0.252758\n",
-            "\t\t0.037475 -0.050135 0.252806 0.037475 -0.050135 0.252806\n",
-            "\tsection 18\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.001224 0.000565 0.244737 -0.001224 0.000565 0.244737\n",
-            "\t\t-0.001156 0.000999 0.244737 -0.001140 0.000209 0.244737\n",
-            "\t\t-0.001025 0.001418 0.244737 -0.000965 -0.000110 0.244737\n",
-            "\t\t-0.000867 0.001828 0.244737 -0.000746 -0.000402 0.244737\n",
-            "\t\t-0.000687 0.002228 0.244737 -0.000504 -0.000675 0.244737\n",
-            "\t\t-0.000490 0.002621 0.244737 -0.000247 -0.000934 0.244737\n",
-            "\t\t-0.000277 0.003005 0.244737 0.000020 -0.001182 0.244738\n",
-            "\t\t-0.000050 0.003381 0.244738 0.000294 -0.001423 0.244738\n",
-            "\t\t0.000192 0.003747 0.244738 0.000573 -0.001659 0.244739\n",
-            "\t\t0.000448 0.004104 0.244739 0.000856 -0.001890 0.244739\n",
-            "\t\t0.000719 0.004450 0.244739 0.001141 -0.002118 0.244740\n",
-            "\t\t0.001004 0.004783 0.244740 0.001428 -0.002343 0.244741\n",
-            "\t\t0.001305 0.005104 0.244740 0.001716 -0.002566 0.244742\n",
-            "\t\t0.001621 0.005409 0.244742 0.002006 -0.002788 0.244747\n",
-            "\t\t0.001952 0.005697 0.244746 0.002297 -0.003009 0.244754\n",
-            "\t\t0.002300 0.005965 0.244754 0.002588 -0.003229 0.244763\n",
-            "\t\t0.002663 0.006212 0.244767 0.002879 -0.003449 0.244775\n",
-            "\t\t0.003042 0.006434 0.244783 0.003171 -0.003668 0.244788\n",
-            "\t\t0.003436 0.006628 0.244802 0.003462 -0.003888 0.244802\n",
-            "\t\t0.003843 0.006792 0.244824 0.003753 -0.004108 0.244817\n",
-            "\t\t0.004262 0.006923 0.244847 0.004044 -0.004328 0.244832\n",
-            "\t\t0.004691 0.007019 0.244873 0.004334 -0.004549 0.244848\n",
-            "\t\t0.005126 0.007079 0.244906 0.004624 -0.004771 0.244864\n",
-            "\t\t0.005565 0.007103 0.244946 0.004914 -0.004993 0.244883\n",
-            "\t\t0.006004 0.007090 0.244991 0.005202 -0.005217 0.244906\n",
-            "\t\t0.006440 0.007043 0.245040 0.005490 -0.005441 0.244931\n",
-            "\t\t0.006872 0.006964 0.245091 0.005777 -0.005666 0.244959\n",
-            "\t\t0.007298 0.006855 0.245144 0.006063 -0.005893 0.244988\n",
-            "\t\t0.007715 0.006719 0.245203 0.006348 -0.006121 0.245018\n",
-            "\t\t0.008124 0.006559 0.245267 0.006633 -0.006349 0.245050\n",
-            "\t\t0.008524 0.006377 0.245334 0.006916 -0.006579 0.245083\n",
-            "\t\t0.008914 0.006176 0.245403 0.007198 -0.006811 0.245116\n",
-            "\t\t0.009295 0.005958 0.245473 0.007479 -0.007043 0.245153\n",
-            "\t\t0.009668 0.005725 0.245547 0.007759 -0.007277 0.245192\n",
-            "\t\t0.010031 0.005479 0.245625 0.008038 -0.007513 0.245234\n",
-            "\t\t0.010386 0.005221 0.245705 0.008316 -0.007750 0.245278\n",
-            "\t\t0.010734 0.004952 0.245789 0.008592 -0.007988 0.245324\n",
-            "\t\t0.011073 0.004673 0.245873 0.008868 -0.008227 0.245372\n",
-            "\t\t0.011406 0.004386 0.245960 0.009142 -0.008468 0.245421\n",
-            "\t\t0.011731 0.004092 0.246049 0.009414 -0.008711 0.245472\n",
-            "\t\t0.012051 0.003790 0.246142 0.009686 -0.008954 0.245525\n",
-            "\t\t0.012364 0.003483 0.246237 0.009956 -0.009200 0.245581\n",
-            "\t\t0.012671 0.003169 0.246334 0.010225 -0.009446 0.245639\n",
-            "\t\t0.012974 0.002851 0.246433 0.010493 -0.009694 0.245701\n",
-            "\t\t0.013271 0.002527 0.246534 0.010759 -0.009944 0.245764\n",
-            "\t\t0.013563 0.002199 0.246638 0.011024 -0.010195 0.245829\n",
-            "\t\t0.013851 0.001868 0.246744 0.011288 -0.010447 0.245896\n",
-            "\t\t0.014134 0.001532 0.246853 0.011550 -0.010701 0.245965\n",
-            "\t\t0.014413 0.001193 0.246964 0.011811 -0.010956 0.246036\n",
-            "\t\t0.014688 0.000851 0.247076 0.012071 -0.011212 0.246111\n",
-            "\t\t0.014960 0.000506 0.247190 0.012329 -0.011470 0.246189\n",
-            "\t\t0.015228 0.000158 0.247308 0.012586 -0.011729 0.246268\n",
-            "\t\t0.015492 -0.000193 0.247427 0.012841 -0.011990 0.246350\n",
-            "\t\t0.015754 -0.000546 0.247549 0.013096 -0.012251 0.246434\n",
-            "\t\t0.016012 -0.000901 0.247672 0.013348 -0.012515 0.246520\n",
-            "\t\t0.016267 -0.001258 0.247796 0.013600 -0.012779 0.246609\n",
-            "\t\t0.016520 -0.001617 0.247923 0.013850 -0.013045 0.246701\n",
-            "\t\t0.016770 -0.001979 0.248052 0.014099 -0.013312 0.246796\n",
-            "\t\t0.017017 -0.002342 0.248183 0.014346 -0.013580 0.246892\n",
-            "\t\t0.017261 -0.002706 0.248315 0.014592 -0.013849 0.246992\n",
-            "\t\t0.017504 -0.003072 0.248448 0.014837 -0.014120 0.247092\n",
-            "\t\t0.017744 -0.003440 0.248582 0.015080 -0.014392 0.247196\n",
-            "\t\t0.017981 -0.003810 0.248719 0.015322 -0.014665 0.247303\n",
-            "\t\t0.018217 -0.004180 0.248856 0.015563 -0.014939 0.247412\n",
-            "\t\t0.018450 -0.004552 0.248995 0.015803 -0.015215 0.247523\n",
-            "\t\t0.018682 -0.004925 0.249133 0.016041 -0.015491 0.247637\n",
-            "\t\t0.018911 -0.005300 0.249272 0.016277 -0.015769 0.247752\n",
-            "\t\t0.019139 -0.005675 0.249412 0.016513 -0.016048 0.247870\n",
-            "\t\t0.019365 -0.006052 0.249553 0.016747 -0.016328 0.247990\n",
-            "\t\t0.019589 -0.006429 0.249694 0.016980 -0.016608 0.248113\n",
-            "\t\t0.019811 -0.006808 0.249834 0.017212 -0.016890 0.248238\n",
-            "\t\t0.020032 -0.007188 0.249974 0.017442 -0.017173 0.248364\n",
-            "\t\t0.020251 -0.007568 0.250114 0.017671 -0.017458 0.248491\n",
-            "\t\t0.020469 -0.007950 0.250253 0.017899 -0.017743 0.248621\n",
-            "\t\t0.020685 -0.008332 0.250392 0.018125 -0.018029 0.248753\n",
-            "\t\t0.020900 -0.008715 0.250530 0.018351 -0.018316 0.248886\n",
-            "\t\t0.021113 -0.009099 0.250666 0.018575 -0.018604 0.249020\n",
-            "\t\t0.021325 -0.009484 0.250801 0.018798 -0.018893 0.249155\n",
-            "\t\t0.021535 -0.009869 0.250935 0.019019 -0.019182 0.249290\n",
-            "\t\t0.021744 -0.010255 0.251068 0.019240 -0.019473 0.249427\n",
-            "\t\t0.021952 -0.010642 0.251199 0.019459 -0.019765 0.249565\n",
-            "\t\t0.022159 -0.011030 0.251327 0.019677 -0.020058 0.249704\n",
-            "\t\t0.022364 -0.011418 0.251454 0.019894 -0.020351 0.249842\n",
-            "\t\t0.022568 -0.011807 0.251579 0.020110 -0.020645 0.249979\n",
-            "\t\t0.022771 -0.012196 0.251702 0.020325 -0.020940 0.250118\n",
-            "\t\t0.022973 -0.012586 0.251823 0.020538 -0.021236 0.250256\n",
-            "\t\t0.023174 -0.012977 0.251942 0.020750 -0.021533 0.250394\n",
-            "\t\t0.023373 -0.013368 0.252058 0.020961 -0.021831 0.250530\n",
-            "\t\t0.023572 -0.013760 0.252172 0.021171 -0.022129 0.250665\n",
-            "\t\t0.023769 -0.014152 0.252284 0.021380 -0.022428 0.250800\n",
-            "\t\t0.023966 -0.014544 0.252394 0.021588 -0.022728 0.250934\n",
-            "\t\t0.024161 -0.014938 0.252501 0.021795 -0.023029 0.251066\n",
-            "\t\t0.024356 -0.015332 0.252606 0.022001 -0.023331 0.251197\n",
-            "\t\t0.024549 -0.015726 0.252708 0.022205 -0.023633 0.251326\n",
-            "\t\t0.024741 -0.016120 0.252808 0.022409 -0.023936 0.251452\n",
-            "\t\t0.024933 -0.016516 0.252906 0.022611 -0.024239 0.251578\n",
-            "\t\t0.025124 -0.016911 0.253002 0.022812 -0.024544 0.251701\n",
-            "\t\t0.025313 -0.017307 0.253096 0.023013 -0.024849 0.251823\n",
-            "\t\t0.025502 -0.017704 0.253187 0.023212 -0.025154 0.251942\n",
-            "\t\t0.025690 -0.018101 0.253276 0.023410 -0.025461 0.252059\n",
-            "\t\t0.025877 -0.018498 0.253363 0.023608 -0.025768 0.252173\n",
-            "\t\t0.026063 -0.018896 0.253448 0.023804 -0.026075 0.252286\n",
-            "\t\t0.026248 -0.019294 0.253530 0.023999 -0.026384 0.252396\n",
-            "\t\t0.026433 -0.019693 0.253611 0.024194 -0.026692 0.252504\n",
-            "\t\t0.026616 -0.020092 0.253691 0.024387 -0.027002 0.252610\n",
-            "\t\t0.026799 -0.020491 0.253768 0.024579 -0.027312 0.252712\n",
-            "\t\t0.026981 -0.020891 0.253843 0.024770 -0.027623 0.252813\n",
-            "\t\t0.027162 -0.021291 0.253916 0.024961 -0.027934 0.252911\n",
-            "\t\t0.027342 -0.021691 0.253987 0.025150 -0.028246 0.253008\n",
-            "\t\t0.027522 -0.022092 0.254057 0.025339 -0.028558 0.253102\n",
-            "\t\t0.027700 -0.022493 0.254125 0.025526 -0.028871 0.253194\n",
-            "\t\t0.027878 -0.022895 0.254192 0.025713 -0.029185 0.253283\n",
-            "\t\t0.028055 -0.023296 0.254257 0.025899 -0.029499 0.253370\n",
-            "\t\t0.028232 -0.023699 0.254321 0.026084 -0.029814 0.253456\n",
-            "\t\t0.028407 -0.024101 0.254383 0.026267 -0.030129 0.253539\n",
-            "\t\t0.028582 -0.024504 0.254443 0.026450 -0.030445 0.253620\n",
-            "\t\t0.028756 -0.024907 0.254502 0.026633 -0.030761 0.253700\n",
-            "\t\t0.028929 -0.025311 0.254560 0.026814 -0.031078 0.253777\n",
-            "\t\t0.029101 -0.025715 0.254616 0.026994 -0.031395 0.253852\n",
-            "\t\t0.029273 -0.026119 0.254672 0.027174 -0.031713 0.253926\n",
-            "\t\t0.029444 -0.026523 0.254726 0.027352 -0.032031 0.253997\n",
-            "\t\t0.029614 -0.026928 0.254778 0.027530 -0.032350 0.254067\n",
-            "\t\t0.029783 -0.027333 0.254830 0.027707 -0.032669 0.254136\n",
-            "\t\t0.029952 -0.027739 0.254880 0.027883 -0.032989 0.254203\n",
-            "\t\t0.030120 -0.028145 0.254929 0.028058 -0.033309 0.254268\n",
-            "\t\t0.030287 -0.028551 0.254977 0.028232 -0.033629 0.254332\n",
-            "\t\t0.030453 -0.028957 0.255024 0.028406 -0.033950 0.254394\n",
-            "\t\t0.030618 -0.029364 0.255070 0.028579 -0.034272 0.254454\n",
-            "\t\t0.030783 -0.029771 0.255116 0.028750 -0.034594 0.254513\n",
-            "\t\t0.030947 -0.030179 0.255160 0.028921 -0.034916 0.254571\n",
-            "\t\t0.031110 -0.030587 0.255203 0.029092 -0.035239 0.254627\n",
-            "\t\t0.031272 -0.030995 0.255245 0.029261 -0.035562 0.254682\n",
-            "\t\t0.031433 -0.031403 0.255287 0.029430 -0.035885 0.254736\n",
-            "\t\t0.031593 -0.031812 0.255327 0.029598 -0.036209 0.254789\n",
-            "\t\t0.031753 -0.032221 0.255367 0.029765 -0.036534 0.254840\n",
-            "\t\t0.031912 -0.032631 0.255406 0.029931 -0.036859 0.254891\n",
-            "\t\t0.032069 -0.033040 0.255444 0.030097 -0.037184 0.254940\n",
-            "\t\t0.032226 -0.033450 0.255481 0.030261 -0.037510 0.254988\n",
-            "\t\t0.032382 -0.033861 0.255518 0.030425 -0.037836 0.255035\n",
-            "\t\t0.032537 -0.034272 0.255554 0.030588 -0.038162 0.255081\n",
-            "\t\t0.032692 -0.034683 0.255589 0.030751 -0.038489 0.255126\n",
-            "\t\t0.032845 -0.035095 0.255623 0.030913 -0.038816 0.255170\n",
-            "\t\t0.032997 -0.035506 0.255657 0.031074 -0.039143 0.255213\n",
-            "\t\t0.033148 -0.035919 0.255690 0.031234 -0.039471 0.255255\n",
-            "\t\t0.033299 -0.036331 0.255723 0.031393 -0.039799 0.255297\n",
-            "\t\t0.033448 -0.036744 0.255755 0.031552 -0.040128 0.255337\n",
-            "\t\t0.033597 -0.037157 0.255786 0.031710 -0.040457 0.255377\n",
-            "\t\t0.033745 -0.037571 0.255817 0.031867 -0.040786 0.255416\n",
-            "\t\t0.033892 -0.037985 0.255848 0.032024 -0.041116 0.255454\n",
-            "\t\t0.034038 -0.038399 0.255877 0.032179 -0.041446 0.255491\n",
-            "\t\t0.034184 -0.038813 0.255907 0.032335 -0.041776 0.255528\n",
-            "\t\t0.034329 -0.039227 0.255936 0.032489 -0.042107 0.255564\n",
-            "\t\t0.034474 -0.039642 0.255964 0.032643 -0.042438 0.255599\n",
-            "\t\t0.034618 -0.040057 0.255992 0.032796 -0.042769 0.255634\n",
-            "\t\t0.034762 -0.040472 0.256020 0.032948 -0.043101 0.255668\n",
-            "\t\t0.034906 -0.040887 0.256048 0.033099 -0.043433 0.255701\n",
-            "\t\t0.035050 -0.041302 0.256075 0.033250 -0.043765 0.255734\n",
-            "\t\t0.035193 -0.041717 0.256102 0.033400 -0.044098 0.255766\n",
-            "\t\t0.035337 -0.042132 0.256128 0.033550 -0.044431 0.255797\n",
-            "\t\t0.035480 -0.042547 0.256154 0.033699 -0.044764 0.255828\n",
-            "\t\t0.035624 -0.042962 0.256180 0.033847 -0.045097 0.255859\n",
-            "\t\t0.035767 -0.043377 0.256205 0.033994 -0.045431 0.255888\n",
-            "\t\t0.035910 -0.043792 0.256231 0.034141 -0.045765 0.255918\n",
-            "\t\t0.036054 -0.044207 0.256255 0.034288 -0.046099 0.255946\n",
-            "\t\t0.036197 -0.044622 0.256280 0.034433 -0.046434 0.255975\n",
-            "\t\t0.036340 -0.045037 0.256304 0.034578 -0.046769 0.256003\n",
-            "\t\t0.036484 -0.045452 0.256328 0.034723 -0.047104 0.256030\n",
-            "\t\t0.036627 -0.045867 0.256352 0.034867 -0.047439 0.256057\n",
-            "\t\t0.036770 -0.046283 0.256376 0.035010 -0.047775 0.256084\n",
-            "\t\t0.036914 -0.046698 0.256399 0.035154 -0.048110 0.256110\n",
-            "\t\t0.037057 -0.047113 0.256422 0.035297 -0.048446 0.256136\n",
-            "\t\t0.037200 -0.047528 0.256445 0.035440 -0.048782 0.256162\n",
-            "\t\t0.037344 -0.047943 0.256467 0.035583 -0.049117 0.256188\n",
-            "\t\t0.037488 -0.048358 0.256490 0.035725 -0.049454 0.256213\n",
-            "\t\t0.037634 -0.048772 0.256512 0.035877 -0.049785 0.256239\n",
-            "\t\t0.037753 -0.049194 0.256530 0.036102 -0.050070 0.256277\n",
-            "\t\t0.037711 -0.049628 0.256525 0.036414 -0.050255 0.256328\n",
-            "\t\t0.037488 -0.050002 0.256493 0.036772 -0.050317 0.256385\n",
-            "\t\t0.037128 -0.050247 0.256440 0.037128 -0.050247 0.256440\n",
-            "\tsection 19\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.001596 0.000678 0.247368 -0.001596 0.000678 0.247368\n",
-            "\t\t-0.001524 0.001112 0.247368 -0.001504 0.000323 0.247368\n",
-            "\t\t-0.001390 0.001532 0.247368 -0.001322 0.000007 0.247368\n",
-            "\t\t-0.001229 0.001941 0.247368 -0.001097 -0.000282 0.247369\n",
-            "\t\t-0.001047 0.002341 0.247369 -0.000850 -0.000552 0.247369\n",
-            "\t\t-0.000847 0.002734 0.247369 -0.000590 -0.000809 0.247369\n",
-            "\t\t-0.000633 0.003118 0.247369 -0.000321 -0.001057 0.247370\n",
-            "\t\t-0.000404 0.003494 0.247369 -0.000046 -0.001298 0.247370\n",
-            "\t\t-0.000160 0.003860 0.247370 0.000233 -0.001535 0.247371\n",
-            "\t\t0.000098 0.004216 0.247370 0.000516 -0.001767 0.247372\n",
-            "\t\t0.000370 0.004562 0.247371 0.000801 -0.001996 0.247372\n",
-            "\t\t0.000657 0.004896 0.247372 0.001088 -0.002223 0.247373\n",
-            "\t\t0.000960 0.005216 0.247373 0.001376 -0.002449 0.247375\n",
-            "\t\t0.001277 0.005520 0.247374 0.001665 -0.002673 0.247380\n",
-            "\t\t0.001610 0.005808 0.247379 0.001955 -0.002896 0.247388\n",
-            "\t\t0.001959 0.006076 0.247389 0.002245 -0.003119 0.247399\n",
-            "\t\t0.002324 0.006322 0.247402 0.002535 -0.003342 0.247411\n",
-            "\t\t0.002705 0.006543 0.247420 0.002826 -0.003565 0.247426\n",
-            "\t\t0.003100 0.006736 0.247442 0.003116 -0.003787 0.247442\n",
-            "\t\t0.003509 0.006898 0.247466 0.003406 -0.004011 0.247458\n",
-            "\t\t0.003929 0.007027 0.247491 0.003695 -0.004234 0.247476\n",
-            "\t\t0.004359 0.007121 0.247520 0.003984 -0.004459 0.247493\n",
-            "\t\t0.004796 0.007177 0.247557 0.004273 -0.004684 0.247512\n",
-            "\t\t0.005235 0.007198 0.247602 0.004560 -0.004910 0.247534\n",
-            "\t\t0.005675 0.007182 0.247652 0.004848 -0.005136 0.247559\n",
-            "\t\t0.006112 0.007131 0.247706 0.005134 -0.005364 0.247587\n",
-            "\t\t0.006544 0.007048 0.247763 0.005419 -0.005593 0.247618\n",
-            "\t\t0.006969 0.006935 0.247822 0.005704 -0.005823 0.247650\n",
-            "\t\t0.007387 0.006794 0.247887 0.005988 -0.006054 0.247684\n",
-            "\t\t0.007795 0.006630 0.247958 0.006270 -0.006286 0.247720\n",
-            "\t\t0.008193 0.006444 0.248032 0.006552 -0.006520 0.247756\n",
-            "\t\t0.008583 0.006239 0.248108 0.006833 -0.006754 0.247794\n",
-            "\t\t0.008963 0.006017 0.248186 0.007112 -0.006990 0.247835\n",
-            "\t\t0.009334 0.005780 0.248267 0.007391 -0.007228 0.247878\n",
-            "\t\t0.009696 0.005530 0.248352 0.007668 -0.007467 0.247925\n",
-            "\t\t0.010049 0.005268 0.248441 0.007944 -0.007707 0.247974\n",
-            "\t\t0.010395 0.004995 0.248532 0.008219 -0.007948 0.248025\n",
-            "\t\t0.010733 0.004714 0.248625 0.008493 -0.008191 0.248078\n",
-            "\t\t0.011063 0.004424 0.248720 0.008765 -0.008435 0.248132\n",
-            "\t\t0.011388 0.004126 0.248817 0.009037 -0.008680 0.248188\n",
-            "\t\t0.011705 0.003821 0.248919 0.009307 -0.008927 0.248246\n",
-            "\t\t0.012017 0.003511 0.249023 0.009575 -0.009175 0.248308\n",
-            "\t\t0.012323 0.003194 0.249129 0.009843 -0.009425 0.248373\n",
-            "\t\t0.012623 0.002873 0.249237 0.010109 -0.009676 0.248440\n",
-            "\t\t0.012918 0.002547 0.249346 0.010374 -0.009928 0.248509\n",
-            "\t\t0.013209 0.002216 0.249459 0.010637 -0.010182 0.248581\n",
-            "\t\t0.013495 0.001882 0.249575 0.010900 -0.010437 0.248654\n",
-            "\t\t0.013777 0.001544 0.249693 0.011161 -0.010694 0.248730\n",
-            "\t\t0.014054 0.001202 0.249813 0.011420 -0.010952 0.248808\n",
-            "\t\t0.014328 0.000858 0.249935 0.011679 -0.011211 0.248890\n",
-            "\t\t0.014598 0.000510 0.250059 0.011935 -0.011471 0.248974\n",
-            "\t\t0.014864 0.000160 0.250186 0.012191 -0.011733 0.249061\n",
-            "\t\t0.015127 -0.000193 0.250315 0.012445 -0.011996 0.249151\n",
-            "\t\t0.015387 -0.000548 0.250447 0.012698 -0.012260 0.249242\n",
-            "\t\t0.015644 -0.000905 0.250580 0.012950 -0.012526 0.249336\n",
-            "\t\t0.015898 -0.001265 0.250714 0.013200 -0.012793 0.249432\n",
-            "\t\t0.016149 -0.001626 0.250851 0.013449 -0.013061 0.249532\n",
-            "\t\t0.016397 -0.001989 0.250991 0.013697 -0.013330 0.249635\n",
-            "\t\t0.016643 -0.002354 0.251132 0.013943 -0.013601 0.249740\n",
-            "\t\t0.016886 -0.002721 0.251275 0.014188 -0.013872 0.249848\n",
-            "\t\t0.017127 -0.003089 0.251418 0.014432 -0.014145 0.249957\n",
-            "\t\t0.017366 -0.003459 0.251563 0.014674 -0.014419 0.250069\n",
-            "\t\t0.017602 -0.003830 0.251710 0.014916 -0.014694 0.250185\n",
-            "\t\t0.017836 -0.004202 0.251858 0.015155 -0.014971 0.250303\n",
-            "\t\t0.018068 -0.004576 0.252007 0.015394 -0.015248 0.250424\n",
-            "\t\t0.018299 -0.004951 0.252156 0.015631 -0.015527 0.250546\n",
-            "\t\t0.018527 -0.005327 0.252306 0.015867 -0.015806 0.250671\n",
-            "\t\t0.018753 -0.005705 0.252457 0.016102 -0.016087 0.250798\n",
-            "\t\t0.018978 -0.006083 0.252608 0.016335 -0.016369 0.250928\n",
-            "\t\t0.019201 -0.006463 0.252760 0.016567 -0.016652 0.251060\n",
-            "\t\t0.019422 -0.006843 0.252911 0.016798 -0.016935 0.251195\n",
-            "\t\t0.019642 -0.007224 0.253061 0.017028 -0.017220 0.251331\n",
-            "\t\t0.019860 -0.007606 0.253212 0.017256 -0.017506 0.251468\n",
-            "\t\t0.020076 -0.007990 0.253362 0.017483 -0.017793 0.251608\n",
-            "\t\t0.020291 -0.008373 0.253512 0.017709 -0.018081 0.251750\n",
-            "\t\t0.020505 -0.008758 0.253660 0.017934 -0.018369 0.251893\n",
-            "\t\t0.020717 -0.009144 0.253806 0.018158 -0.018659 0.252037\n",
-            "\t\t0.020928 -0.009530 0.253951 0.018380 -0.018950 0.252182\n",
-            "\t\t0.021137 -0.009917 0.254096 0.018601 -0.019241 0.252328\n",
-            "\t\t0.021345 -0.010305 0.254238 0.018821 -0.019533 0.252476\n",
-            "\t\t0.021552 -0.010693 0.254379 0.019040 -0.019827 0.252624\n",
-            "\t\t0.021758 -0.011082 0.254518 0.019258 -0.020121 0.252773\n",
-            "\t\t0.021962 -0.011472 0.254654 0.019474 -0.020416 0.252922\n",
-            "\t\t0.022165 -0.011862 0.254788 0.019689 -0.020711 0.253070\n",
-            "\t\t0.022367 -0.012253 0.254921 0.019904 -0.021008 0.253218\n",
-            "\t\t0.022568 -0.012644 0.255052 0.020117 -0.021305 0.253367\n",
-            "\t\t0.022768 -0.013037 0.255180 0.020329 -0.021603 0.253515\n",
-            "\t\t0.022967 -0.013429 0.255304 0.020540 -0.021902 0.253662\n",
-            "\t\t0.023164 -0.013822 0.255427 0.020750 -0.022202 0.253807\n",
-            "\t\t0.023361 -0.014216 0.255548 0.020958 -0.022503 0.253952\n",
-            "\t\t0.023556 -0.014610 0.255666 0.021166 -0.022804 0.254096\n",
-            "\t\t0.023751 -0.015005 0.255782 0.021373 -0.023106 0.254238\n",
-            "\t\t0.023945 -0.015400 0.255895 0.021578 -0.023409 0.254379\n",
-            "\t\t0.024137 -0.015795 0.256006 0.021782 -0.023712 0.254517\n",
-            "\t\t0.024329 -0.016192 0.256113 0.021986 -0.024016 0.254654\n",
-            "\t\t0.024520 -0.016588 0.256219 0.022188 -0.024321 0.254788\n",
-            "\t\t0.024710 -0.016985 0.256323 0.022390 -0.024626 0.254921\n",
-            "\t\t0.024899 -0.017382 0.256424 0.022590 -0.024932 0.255052\n",
-            "\t\t0.025087 -0.017780 0.256523 0.022789 -0.025239 0.255180\n",
-            "\t\t0.025274 -0.018178 0.256619 0.022988 -0.025547 0.255306\n",
-            "\t\t0.025460 -0.018577 0.256713 0.023185 -0.025855 0.255429\n",
-            "\t\t0.025646 -0.018976 0.256805 0.023381 -0.026164 0.255550\n",
-            "\t\t0.025830 -0.019376 0.256894 0.023577 -0.026473 0.255669\n",
-            "\t\t0.026014 -0.019775 0.256982 0.023771 -0.026783 0.255786\n",
-            "\t\t0.026197 -0.020176 0.257068 0.023965 -0.027093 0.255899\n",
-            "\t\t0.026379 -0.020576 0.257151 0.024157 -0.027405 0.256010\n",
-            "\t\t0.026560 -0.020977 0.257233 0.024349 -0.027716 0.256118\n",
-            "\t\t0.026741 -0.021378 0.257312 0.024539 -0.028029 0.256225\n",
-            "\t\t0.026921 -0.021780 0.257390 0.024729 -0.028341 0.256329\n",
-            "\t\t0.027100 -0.022182 0.257465 0.024918 -0.028655 0.256430\n",
-            "\t\t0.027278 -0.022584 0.257539 0.025105 -0.028969 0.256530\n",
-            "\t\t0.027455 -0.022987 0.257612 0.025292 -0.029283 0.256626\n",
-            "\t\t0.027632 -0.023390 0.257683 0.025478 -0.029598 0.256720\n",
-            "\t\t0.027808 -0.023793 0.257752 0.025663 -0.029914 0.256812\n",
-            "\t\t0.027983 -0.024197 0.257819 0.025848 -0.030230 0.256902\n",
-            "\t\t0.028157 -0.024601 0.257885 0.026031 -0.030547 0.256990\n",
-            "\t\t0.028331 -0.025005 0.257949 0.026213 -0.030864 0.257076\n",
-            "\t\t0.028504 -0.025410 0.258012 0.026395 -0.031181 0.257160\n",
-            "\t\t0.028676 -0.025815 0.258074 0.026576 -0.031500 0.257242\n",
-            "\t\t0.028847 -0.026220 0.258134 0.026756 -0.031818 0.257321\n",
-            "\t\t0.029018 -0.026626 0.258193 0.026935 -0.032137 0.257399\n",
-            "\t\t0.029188 -0.027032 0.258250 0.027113 -0.032457 0.257474\n",
-            "\t\t0.029357 -0.027438 0.258307 0.027290 -0.032777 0.257549\n",
-            "\t\t0.029525 -0.027845 0.258362 0.027467 -0.033097 0.257621\n",
-            "\t\t0.029693 -0.028251 0.258415 0.027642 -0.033418 0.257692\n",
-            "\t\t0.029860 -0.028659 0.258468 0.027817 -0.033740 0.257761\n",
-            "\t\t0.030026 -0.029066 0.258519 0.027991 -0.034061 0.257828\n",
-            "\t\t0.030191 -0.029474 0.258570 0.028165 -0.034384 0.257894\n",
-            "\t\t0.030355 -0.029882 0.258619 0.028337 -0.034706 0.257958\n",
-            "\t\t0.030519 -0.030290 0.258667 0.028509 -0.035029 0.258021\n",
-            "\t\t0.030682 -0.030699 0.258715 0.028680 -0.035353 0.258082\n",
-            "\t\t0.030844 -0.031108 0.258761 0.028850 -0.035677 0.258142\n",
-            "\t\t0.031006 -0.031517 0.258806 0.029019 -0.036001 0.258201\n",
-            "\t\t0.031166 -0.031927 0.258851 0.029187 -0.036326 0.258258\n",
-            "\t\t0.031326 -0.032337 0.258894 0.029355 -0.036651 0.258315\n",
-            "\t\t0.031485 -0.032747 0.258937 0.029522 -0.036977 0.258369\n",
-            "\t\t0.031643 -0.033158 0.258979 0.029688 -0.037303 0.258423\n",
-            "\t\t0.031801 -0.033569 0.259020 0.029854 -0.037629 0.258475\n",
-            "\t\t0.031957 -0.033980 0.259060 0.030019 -0.037956 0.258527\n",
-            "\t\t0.032112 -0.034392 0.259099 0.030183 -0.038283 0.258577\n",
-            "\t\t0.032267 -0.034804 0.259138 0.030346 -0.038610 0.258626\n",
-            "\t\t0.032421 -0.035216 0.259176 0.030508 -0.038938 0.258674\n",
-            "\t\t0.032574 -0.035629 0.259213 0.030670 -0.039266 0.258721\n",
-            "\t\t0.032726 -0.036042 0.259250 0.030831 -0.039595 0.258768\n",
-            "\t\t0.032877 -0.036455 0.259285 0.030991 -0.039924 0.258813\n",
-            "\t\t0.033028 -0.036868 0.259321 0.031151 -0.040253 0.258857\n",
-            "\t\t0.033177 -0.037282 0.259355 0.031310 -0.040582 0.258901\n",
-            "\t\t0.033326 -0.037696 0.259389 0.031468 -0.040912 0.258944\n",
-            "\t\t0.033475 -0.038110 0.259423 0.031625 -0.041243 0.258985\n",
-            "\t\t0.033622 -0.038525 0.259455 0.031782 -0.041573 0.259026\n",
-            "\t\t0.033769 -0.038940 0.259488 0.031938 -0.041904 0.259066\n",
-            "\t\t0.033916 -0.039355 0.259519 0.032093 -0.042236 0.259106\n",
-            "\t\t0.034062 -0.039770 0.259551 0.032248 -0.042567 0.259144\n",
-            "\t\t0.034208 -0.040185 0.259582 0.032401 -0.042899 0.259182\n",
-            "\t\t0.034354 -0.040600 0.259612 0.032555 -0.043231 0.259220\n",
-            "\t\t0.034500 -0.041015 0.259643 0.032707 -0.043564 0.259256\n",
-            "\t\t0.034645 -0.041430 0.259672 0.032859 -0.043897 0.259292\n",
-            "\t\t0.034790 -0.041846 0.259702 0.033010 -0.044230 0.259328\n",
-            "\t\t0.034935 -0.042261 0.259731 0.033161 -0.044563 0.259362\n",
-            "\t\t0.035081 -0.042677 0.259760 0.033311 -0.044897 0.259396\n",
-            "\t\t0.035226 -0.043092 0.259788 0.033460 -0.045231 0.259430\n",
-            "\t\t0.035371 -0.043507 0.259816 0.033608 -0.045566 0.259463\n",
-            "\t\t0.035516 -0.043923 0.259844 0.033756 -0.045900 0.259495\n",
-            "\t\t0.035661 -0.044338 0.259871 0.033904 -0.046235 0.259527\n",
-            "\t\t0.035806 -0.044754 0.259899 0.034051 -0.046570 0.259558\n",
-            "\t\t0.035951 -0.045169 0.259925 0.034197 -0.046906 0.259589\n",
-            "\t\t0.036096 -0.045584 0.259952 0.034342 -0.047241 0.259619\n",
-            "\t\t0.036241 -0.046000 0.259978 0.034488 -0.047577 0.259649\n",
-            "\t\t0.036386 -0.046415 0.260004 0.034632 -0.047913 0.259679\n",
-            "\t\t0.036531 -0.046831 0.260030 0.034777 -0.048249 0.259708\n",
-            "\t\t0.036677 -0.047246 0.260055 0.034921 -0.048585 0.259736\n",
-            "\t\t0.036822 -0.047662 0.260081 0.035065 -0.048922 0.259765\n",
-            "\t\t0.036967 -0.048077 0.260105 0.035210 -0.049258 0.259793\n",
-            "\t\t0.037113 -0.048492 0.260130 0.035354 -0.049594 0.259821\n",
-            "\t\t0.037260 -0.048907 0.260155 0.035506 -0.049927 0.259850\n",
-            "\t\t0.037382 -0.049329 0.260176 0.035732 -0.050212 0.259892\n",
-            "\t\t0.037342 -0.049764 0.260170 0.036046 -0.050397 0.259949\n",
-            "\t\t0.037121 -0.050140 0.260134 0.036404 -0.050458 0.260012\n",
-            "\t\t0.036761 -0.050387 0.260074 0.036761 -0.050387 0.260074\n",
-            "\tsection 20\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.002000 0.000800 0.250000 -0.002000 0.000800 0.250000\n",
-            "\t\t-0.001925 0.001235 0.250000 -0.001902 0.000445 0.250000\n",
-            "\t\t-0.001788 0.001654 0.250000 -0.001711 0.000133 0.250000\n",
-            "\t\t-0.001623 0.002063 0.250000 -0.001480 -0.000152 0.250000\n",
-            "\t\t-0.001438 0.002464 0.250000 -0.001228 -0.000419 0.250000\n",
-            "\t\t-0.001237 0.002856 0.250000 -0.000965 -0.000675 0.250001\n",
-            "\t\t-0.001020 0.003240 0.250001 -0.000694 -0.000922 0.250001\n",
-            "\t\t-0.000788 0.003616 0.250001 -0.000417 -0.001164 0.250002\n",
-            "\t\t-0.000543 0.003982 0.250002 -0.000137 -0.001401 0.250003\n",
-            "\t\t-0.000283 0.004339 0.250002 0.000146 -0.001634 0.250004\n",
-            "\t\t-0.000008 0.004684 0.250003 0.000431 -0.001865 0.250005\n",
-            "\t\t0.000280 0.005018 0.250004 0.000718 -0.002094 0.250006\n",
-            "\t\t0.000584 0.005338 0.250005 0.001006 -0.002322 0.250008\n",
-            "\t\t0.000903 0.005642 0.250007 0.001294 -0.002549 0.250014\n",
-            "\t\t0.001238 0.005930 0.250012 0.001583 -0.002775 0.250023\n",
-            "\t\t0.001589 0.006197 0.250023 0.001872 -0.003001 0.250034\n",
-            "\t\t0.001956 0.006443 0.250038 0.002162 -0.003227 0.250048\n",
-            "\t\t0.002338 0.006663 0.250058 0.002451 -0.003453 0.250064\n",
-            "\t\t0.002735 0.006854 0.250081 0.002740 -0.003680 0.250081\n",
-            "\t\t0.003146 0.007015 0.250107 0.003029 -0.003906 0.250100\n",
-            "\t\t0.003568 0.007142 0.250136 0.003317 -0.004133 0.250119\n",
-            "\t\t0.004000 0.007233 0.250168 0.003605 -0.004361 0.250138\n",
-            "\t\t0.004438 0.007286 0.250209 0.003892 -0.004590 0.250159\n",
-            "\t\t0.004879 0.007304 0.250258 0.004178 -0.004820 0.250184\n",
-            "\t\t0.005320 0.007284 0.250313 0.004464 -0.005050 0.250212\n",
-            "\t\t0.005757 0.007229 0.250373 0.004749 -0.005282 0.250243\n",
-            "\t\t0.006190 0.007141 0.250434 0.005033 -0.005514 0.250277\n",
-            "\t\t0.006615 0.007023 0.250500 0.005316 -0.005748 0.250313\n",
-            "\t\t0.007032 0.006878 0.250571 0.005598 -0.005982 0.250350\n",
-            "\t\t0.007439 0.006710 0.250649 0.005879 -0.006218 0.250390\n",
-            "\t\t0.007837 0.006519 0.250729 0.006159 -0.006456 0.250430\n",
-            "\t\t0.008225 0.006310 0.250813 0.006438 -0.006694 0.250471\n",
-            "\t\t0.008604 0.006084 0.250898 0.006716 -0.006934 0.250516\n",
-            "\t\t0.008974 0.005842 0.250987 0.006993 -0.007175 0.250565\n",
-            "\t\t0.009334 0.005588 0.251080 0.007269 -0.007417 0.250616\n",
-            "\t\t0.009686 0.005323 0.251176 0.007543 -0.007660 0.250669\n",
-            "\t\t0.010030 0.005046 0.251276 0.007817 -0.007905 0.250725\n",
-            "\t\t0.010367 0.004761 0.251377 0.008089 -0.008151 0.250783\n",
-            "\t\t0.010696 0.004467 0.251479 0.008360 -0.008399 0.250843\n",
-            "\t\t0.011018 0.004166 0.251586 0.008630 -0.008648 0.250904\n",
-            "\t\t0.011334 0.003858 0.251696 0.008898 -0.008898 0.250968\n",
-            "\t\t0.011644 0.003544 0.251808 0.009166 -0.009150 0.251036\n",
-            "\t\t0.011948 0.003225 0.251923 0.009432 -0.009403 0.251106\n",
-            "\t\t0.012247 0.002900 0.252040 0.009696 -0.009657 0.251179\n",
-            "\t\t0.012541 0.002571 0.252158 0.009960 -0.009912 0.251255\n",
-            "\t\t0.012830 0.002238 0.252280 0.010222 -0.010169 0.251333\n",
-            "\t\t0.013114 0.001901 0.252406 0.010483 -0.010427 0.251413\n",
-            "\t\t0.013394 0.001560 0.252533 0.010743 -0.010687 0.251495\n",
-            "\t\t0.013670 0.001216 0.252663 0.011001 -0.010948 0.251580\n",
-            "\t\t0.013943 0.000869 0.252794 0.011258 -0.011210 0.251669\n",
-            "\t\t0.014211 0.000518 0.252928 0.011514 -0.011473 0.251760\n",
-            "\t\t0.014476 0.000166 0.253064 0.011768 -0.011737 0.251855\n",
-            "\t\t0.014737 -0.000190 0.253204 0.012021 -0.012003 0.251951\n",
-            "\t\t0.014996 -0.000547 0.253345 0.012273 -0.012270 0.252050\n",
-            "\t\t0.015251 -0.000907 0.253488 0.012523 -0.012539 0.252151\n",
-            "\t\t0.015504 -0.001269 0.253633 0.012773 -0.012808 0.252256\n",
-            "\t\t0.015753 -0.001632 0.253780 0.013020 -0.013079 0.252364\n",
-            "\t\t0.016000 -0.001998 0.253930 0.013267 -0.013351 0.252475\n",
-            "\t\t0.016244 -0.002365 0.254081 0.013512 -0.013624 0.252588\n",
-            "\t\t0.016486 -0.002734 0.254234 0.013756 -0.013898 0.252704\n",
-            "\t\t0.016726 -0.003105 0.254388 0.013999 -0.014173 0.252822\n",
-            "\t\t0.016963 -0.003477 0.254543 0.014240 -0.014450 0.252943\n",
-            "\t\t0.017198 -0.003850 0.254701 0.014481 -0.014727 0.253067\n",
-            "\t\t0.017431 -0.004225 0.254860 0.014720 -0.015006 0.253194\n",
-            "\t\t0.017662 -0.004600 0.255020 0.014957 -0.015286 0.253324\n",
-            "\t\t0.017891 -0.004978 0.255180 0.015194 -0.015566 0.253456\n",
-            "\t\t0.018118 -0.005356 0.255340 0.015429 -0.015848 0.253589\n",
-            "\t\t0.018343 -0.005735 0.255502 0.015663 -0.016131 0.253726\n",
-            "\t\t0.018567 -0.006115 0.255664 0.015895 -0.016415 0.253866\n",
-            "\t\t0.018788 -0.006497 0.255826 0.016127 -0.016700 0.254008\n",
-            "\t\t0.019009 -0.006879 0.255988 0.016357 -0.016986 0.254152\n",
-            "\t\t0.019227 -0.007262 0.256149 0.016586 -0.017273 0.254298\n",
-            "\t\t0.019444 -0.007647 0.256310 0.016814 -0.017560 0.254445\n",
-            "\t\t0.019659 -0.008032 0.256471 0.017040 -0.017849 0.254595\n",
-            "\t\t0.019873 -0.008417 0.256631 0.017266 -0.018139 0.254747\n",
-            "\t\t0.020086 -0.008804 0.256789 0.017490 -0.018429 0.254900\n",
-            "\t\t0.020297 -0.009191 0.256946 0.017713 -0.018721 0.255055\n",
-            "\t\t0.020506 -0.009580 0.257101 0.017935 -0.019013 0.255210\n",
-            "\t\t0.020715 -0.009968 0.257256 0.018156 -0.019306 0.255367\n",
-            "\t\t0.020922 -0.010358 0.257409 0.018375 -0.019601 0.255525\n",
-            "\t\t0.021128 -0.010748 0.257560 0.018594 -0.019896 0.255684\n",
-            "\t\t0.021332 -0.011139 0.257708 0.018811 -0.020191 0.255843\n",
-            "\t\t0.021536 -0.011530 0.257854 0.019027 -0.020488 0.256002\n",
-            "\t\t0.021738 -0.011922 0.257998 0.019242 -0.020785 0.256160\n",
-            "\t\t0.021939 -0.012315 0.258140 0.019456 -0.021084 0.256319\n",
-            "\t\t0.022139 -0.012708 0.258280 0.019669 -0.021383 0.256478\n",
-            "\t\t0.022338 -0.013102 0.258417 0.019881 -0.021682 0.256637\n",
-            "\t\t0.022536 -0.013496 0.258551 0.020092 -0.021983 0.256794\n",
-            "\t\t0.022733 -0.013891 0.258682 0.020301 -0.022284 0.256949\n",
-            "\t\t0.022929 -0.014286 0.258812 0.020510 -0.022586 0.257104\n",
-            "\t\t0.023123 -0.014682 0.258939 0.020717 -0.022889 0.257258\n",
-            "\t\t0.023317 -0.015079 0.259063 0.020924 -0.023192 0.257410\n",
-            "\t\t0.023510 -0.015475 0.259185 0.021129 -0.023496 0.257561\n",
-            "\t\t0.023702 -0.015873 0.259303 0.021334 -0.023801 0.257709\n",
-            "\t\t0.023893 -0.016270 0.259419 0.021537 -0.024107 0.257855\n",
-            "\t\t0.024083 -0.016668 0.259532 0.021740 -0.024413 0.257999\n",
-            "\t\t0.024272 -0.017067 0.259644 0.021941 -0.024720 0.258141\n",
-            "\t\t0.024460 -0.017466 0.259752 0.022141 -0.025027 0.258281\n",
-            "\t\t0.024648 -0.017865 0.259859 0.022341 -0.025336 0.258419\n",
-            "\t\t0.024834 -0.018265 0.259962 0.022539 -0.025644 0.258553\n",
-            "\t\t0.025020 -0.018665 0.260063 0.022737 -0.025954 0.258685\n",
-            "\t\t0.025205 -0.019066 0.260161 0.022933 -0.026264 0.258815\n",
-            "\t\t0.025389 -0.019467 0.260258 0.023129 -0.026574 0.258942\n",
-            "\t\t0.025572 -0.019868 0.260353 0.023323 -0.026886 0.259067\n",
-            "\t\t0.025754 -0.020270 0.260445 0.023517 -0.027197 0.259189\n",
-            "\t\t0.025936 -0.020672 0.260535 0.023710 -0.027510 0.259308\n",
-            "\t\t0.026117 -0.021074 0.260623 0.023901 -0.027823 0.259424\n",
-            "\t\t0.026297 -0.021477 0.260708 0.024092 -0.028136 0.259538\n",
-            "\t\t0.026476 -0.021880 0.260792 0.024282 -0.028450 0.259650\n",
-            "\t\t0.026654 -0.022284 0.260873 0.024471 -0.028765 0.259759\n",
-            "\t\t0.026832 -0.022687 0.260953 0.024659 -0.029080 0.259865\n",
-            "\t\t0.027009 -0.023091 0.261032 0.024847 -0.029396 0.259969\n",
-            "\t\t0.027185 -0.023496 0.261108 0.025033 -0.029712 0.260070\n",
-            "\t\t0.027361 -0.023901 0.261183 0.025219 -0.030029 0.260169\n",
-            "\t\t0.027535 -0.024306 0.261256 0.025403 -0.030346 0.260266\n",
-            "\t\t0.027709 -0.024711 0.261327 0.025587 -0.030664 0.260360\n",
-            "\t\t0.027883 -0.025117 0.261396 0.025770 -0.030982 0.260453\n",
-            "\t\t0.028055 -0.025523 0.261464 0.025952 -0.031300 0.260543\n",
-            "\t\t0.028227 -0.025929 0.261531 0.026133 -0.031620 0.260631\n",
-            "\t\t0.028398 -0.026336 0.261596 0.026314 -0.031939 0.260716\n",
-            "\t\t0.028568 -0.026743 0.261660 0.026493 -0.032259 0.260800\n",
-            "\t\t0.028738 -0.027150 0.261722 0.026672 -0.032580 0.260881\n",
-            "\t\t0.028907 -0.027557 0.261783 0.026850 -0.032901 0.260961\n",
-            "\t\t0.029075 -0.027965 0.261843 0.027027 -0.033223 0.261040\n",
-            "\t\t0.029243 -0.028373 0.261901 0.027203 -0.033545 0.261116\n",
-            "\t\t0.029409 -0.028782 0.261958 0.027379 -0.033867 0.261190\n",
-            "\t\t0.029575 -0.029190 0.262014 0.027553 -0.034190 0.261263\n",
-            "\t\t0.029741 -0.029599 0.262069 0.027727 -0.034513 0.261334\n",
-            "\t\t0.029905 -0.030009 0.262122 0.027900 -0.034837 0.261403\n",
-            "\t\t0.030069 -0.030418 0.262175 0.028073 -0.035161 0.261471\n",
-            "\t\t0.030232 -0.030828 0.262226 0.028244 -0.035485 0.261537\n",
-            "\t\t0.030394 -0.031238 0.262277 0.028415 -0.035810 0.261602\n",
-            "\t\t0.030556 -0.031649 0.262326 0.028585 -0.036135 0.261666\n",
-            "\t\t0.030717 -0.032060 0.262375 0.028754 -0.036461 0.261728\n",
-            "\t\t0.030877 -0.032471 0.262422 0.028923 -0.036787 0.261789\n",
-            "\t\t0.031036 -0.032882 0.262468 0.029090 -0.037114 0.261848\n",
-            "\t\t0.031195 -0.033294 0.262514 0.029257 -0.037440 0.261906\n",
-            "\t\t0.031352 -0.033706 0.262558 0.029424 -0.037768 0.261963\n",
-            "\t\t0.031509 -0.034118 0.262602 0.029589 -0.038095 0.262018\n",
-            "\t\t0.031665 -0.034531 0.262645 0.029754 -0.038423 0.262073\n",
-            "\t\t0.031820 -0.034944 0.262687 0.029918 -0.038752 0.262126\n",
-            "\t\t0.031975 -0.035357 0.262728 0.030081 -0.039080 0.262179\n",
-            "\t\t0.032129 -0.035771 0.262769 0.030244 -0.039409 0.262230\n",
-            "\t\t0.032282 -0.036184 0.262809 0.030406 -0.039739 0.262280\n",
-            "\t\t0.032434 -0.036598 0.262848 0.030567 -0.040069 0.262329\n",
-            "\t\t0.032585 -0.037013 0.262886 0.030727 -0.040399 0.262378\n",
-            "\t\t0.032736 -0.037427 0.262924 0.030887 -0.040729 0.262425\n",
-            "\t\t0.032886 -0.037842 0.262961 0.031046 -0.041060 0.262471\n",
-            "\t\t0.033036 -0.038257 0.262997 0.031204 -0.041391 0.262517\n",
-            "\t\t0.033185 -0.038672 0.263033 0.031362 -0.041723 0.262561\n",
-            "\t\t0.033333 -0.039088 0.263068 0.031519 -0.042054 0.262605\n",
-            "\t\t0.033481 -0.039503 0.263103 0.031675 -0.042387 0.262648\n",
-            "\t\t0.033629 -0.039919 0.263137 0.031831 -0.042719 0.262690\n",
-            "\t\t0.033777 -0.040335 0.263171 0.031986 -0.043052 0.262731\n",
-            "\t\t0.033924 -0.040751 0.263205 0.032140 -0.043385 0.262772\n",
-            "\t\t0.034071 -0.041166 0.263237 0.032293 -0.043718 0.262812\n",
-            "\t\t0.034219 -0.041582 0.263270 0.032446 -0.044052 0.262851\n",
-            "\t\t0.034366 -0.041998 0.263302 0.032598 -0.044386 0.262890\n",
-            "\t\t0.034513 -0.042414 0.263334 0.032750 -0.044720 0.262928\n",
-            "\t\t0.034660 -0.042830 0.263365 0.032901 -0.045055 0.262965\n",
-            "\t\t0.034807 -0.043246 0.263396 0.033051 -0.045389 0.263001\n",
-            "\t\t0.034953 -0.043662 0.263427 0.033201 -0.045725 0.263037\n",
-            "\t\t0.035100 -0.044078 0.263457 0.033350 -0.046060 0.263072\n",
-            "\t\t0.035247 -0.044494 0.263487 0.033499 -0.046396 0.263107\n",
-            "\t\t0.035394 -0.044910 0.263517 0.033647 -0.046731 0.263141\n",
-            "\t\t0.035541 -0.045326 0.263546 0.033794 -0.047068 0.263175\n",
-            "\t\t0.035688 -0.045742 0.263575 0.033941 -0.047404 0.263208\n",
-            "\t\t0.035835 -0.046158 0.263604 0.034088 -0.047741 0.263241\n",
-            "\t\t0.035982 -0.046574 0.263633 0.034234 -0.048077 0.263273\n",
-            "\t\t0.036129 -0.046990 0.263661 0.034379 -0.048414 0.263305\n",
-            "\t\t0.036276 -0.047406 0.263689 0.034525 -0.048751 0.263337\n",
-            "\t\t0.036423 -0.047822 0.263716 0.034671 -0.049088 0.263368\n",
-            "\t\t0.036570 -0.048238 0.263744 0.034817 -0.049425 0.263398\n",
-            "\t\t0.036718 -0.048653 0.263771 0.034962 -0.049762 0.263429\n",
-            "\t\t0.036867 -0.049069 0.263798 0.035116 -0.050095 0.263461\n",
-            "\t\t0.036991 -0.049491 0.263821 0.035343 -0.050381 0.263507\n",
-            "\t\t0.036954 -0.049927 0.263814 0.035657 -0.050567 0.263569\n",
-            "\t\t0.036735 -0.050306 0.263774 0.036017 -0.050627 0.263639\n",
-            "\t\t0.036375 -0.050555 0.263707 0.036375 -0.050555 0.263707\n",
-            "\tsection 21\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t-0.002000 0.000800 0.250000 -0.002000 0.000800 0.250000\n",
-            "\t\t-0.001925 0.001235 0.250000 -0.001902 0.000445 0.250000\n",
-            "\t\t-0.001788 0.001654 0.250000 -0.001711 0.000133 0.250000\n",
-            "\t\t-0.001623 0.002063 0.250000 -0.001480 -0.000152 0.250000\n",
-            "\t\t-0.001438 0.002464 0.250000 -0.001228 -0.000419 0.250000\n",
-            "\t\t-0.001237 0.002856 0.250000 -0.000965 -0.000675 0.250001\n",
-            "\t\t-0.001020 0.003240 0.250001 -0.000694 -0.000922 0.250001\n",
-            "\t\t-0.000788 0.003616 0.250001 -0.000417 -0.001164 0.250002\n",
-            "\t\t-0.000543 0.003982 0.250002 -0.000137 -0.001401 0.250003\n",
-            "\t\t-0.000283 0.004339 0.250002 0.000146 -0.001634 0.250004\n",
-            "\t\t-0.000008 0.004684 0.250003 0.000431 -0.001865 0.250005\n",
-            "\t\t0.000280 0.005018 0.250004 0.000718 -0.002094 0.250006\n",
-            "\t\t0.000584 0.005338 0.250005 0.001006 -0.002322 0.250008\n",
-            "\t\t0.000903 0.005642 0.250007 0.001294 -0.002549 0.250014\n",
-            "\t\t0.001238 0.005930 0.250012 0.001583 -0.002775 0.250023\n",
-            "\t\t0.001589 0.006197 0.250023 0.001872 -0.003001 0.250034\n",
-            "\t\t0.001956 0.006443 0.250038 0.002162 -0.003227 0.250048\n",
-            "\t\t0.002338 0.006663 0.250058 0.002451 -0.003453 0.250064\n",
-            "\t\t0.002735 0.006854 0.250081 0.002740 -0.003680 0.250081\n",
-            "\t\t0.003146 0.007015 0.250107 0.003029 -0.003906 0.250100\n",
-            "\t\t0.003568 0.007142 0.250136 0.003317 -0.004133 0.250119\n",
-            "\t\t0.004000 0.007233 0.250168 0.003605 -0.004361 0.250138\n",
-            "\t\t0.004438 0.007286 0.250209 0.003892 -0.004590 0.250159\n",
-            "\t\t0.004879 0.007304 0.250258 0.004178 -0.004820 0.250184\n",
-            "\t\t0.005320 0.007284 0.250313 0.004464 -0.005050 0.250212\n",
-            "\t\t0.005757 0.007229 0.250373 0.004749 -0.005282 0.250243\n",
-            "\t\t0.006190 0.007141 0.250434 0.005033 -0.005514 0.250277\n",
-            "\t\t0.006615 0.007023 0.250500 0.005316 -0.005748 0.250313\n",
-            "\t\t0.007032 0.006878 0.250571 0.005598 -0.005982 0.250350\n",
-            "\t\t0.007439 0.006710 0.250649 0.005879 -0.006218 0.250390\n",
-            "\t\t0.007837 0.006519 0.250729 0.006159 -0.006456 0.250430\n",
-            "\t\t0.008225 0.006310 0.250813 0.006438 -0.006694 0.250471\n",
-            "\t\t0.008604 0.006084 0.250898 0.006716 -0.006934 0.250516\n",
-            "\t\t0.008974 0.005842 0.250987 0.006993 -0.007175 0.250565\n",
-            "\t\t0.009334 0.005588 0.251080 0.007269 -0.007417 0.250616\n",
-            "\t\t0.009686 0.005323 0.251176 0.007543 -0.007660 0.250669\n",
-            "\t\t0.010030 0.005046 0.251276 0.007817 -0.007905 0.250725\n",
-            "\t\t0.010367 0.004761 0.251377 0.008089 -0.008151 0.250783\n",
-            "\t\t0.010696 0.004467 0.251479 0.008360 -0.008399 0.250843\n",
-            "\t\t0.011018 0.004166 0.251586 0.008630 -0.008648 0.250904\n",
-            "\t\t0.011334 0.003858 0.251696 0.008898 -0.008898 0.250968\n",
-            "\t\t0.011644 0.003544 0.251808 0.009166 -0.009150 0.251036\n",
-            "\t\t0.011948 0.003225 0.251923 0.009432 -0.009403 0.251106\n",
-            "\t\t0.012247 0.002900 0.252040 0.009696 -0.009657 0.251179\n",
-            "\t\t0.012541 0.002571 0.252158 0.009960 -0.009912 0.251255\n",
-            "\t\t0.012830 0.002238 0.252280 0.010222 -0.010169 0.251333\n",
-            "\t\t0.013114 0.001901 0.252406 0.010483 -0.010427 0.251413\n",
-            "\t\t0.013394 0.001560 0.252533 0.010743 -0.010687 0.251495\n",
-            "\t\t0.013670 0.001216 0.252663 0.011001 -0.010948 0.251580\n",
-            "\t\t0.013943 0.000869 0.252794 0.011258 -0.011210 0.251669\n",
-            "\t\t0.014211 0.000518 0.252928 0.011514 -0.011473 0.251760\n",
-            "\t\t0.014476 0.000166 0.253064 0.011768 -0.011737 0.251855\n",
-            "\t\t0.014737 -0.000190 0.253204 0.012021 -0.012003 0.251951\n",
-            "\t\t0.014996 -0.000547 0.253345 0.012273 -0.012270 0.252050\n",
-            "\t\t0.015251 -0.000907 0.253488 0.012523 -0.012539 0.252151\n",
-            "\t\t0.015504 -0.001269 0.253633 0.012773 -0.012808 0.252256\n",
-            "\t\t0.015753 -0.001632 0.253780 0.013020 -0.013079 0.252364\n",
-            "\t\t0.016000 -0.001998 0.253930 0.013267 -0.013351 0.252475\n",
-            "\t\t0.016244 -0.002365 0.254081 0.013512 -0.013624 0.252588\n",
-            "\t\t0.016486 -0.002734 0.254234 0.013756 -0.013898 0.252704\n",
-            "\t\t0.016726 -0.003105 0.254388 0.013999 -0.014173 0.252822\n",
-            "\t\t0.016963 -0.003477 0.254543 0.014240 -0.014450 0.252943\n",
-            "\t\t0.017198 -0.003850 0.254701 0.014481 -0.014727 0.253067\n",
-            "\t\t0.017431 -0.004225 0.254860 0.014720 -0.015006 0.253194\n",
-            "\t\t0.017662 -0.004600 0.255020 0.014957 -0.015286 0.253324\n",
-            "\t\t0.017891 -0.004978 0.255180 0.015194 -0.015566 0.253456\n",
-            "\t\t0.018118 -0.005356 0.255340 0.015429 -0.015848 0.253589\n",
-            "\t\t0.018343 -0.005735 0.255502 0.015663 -0.016131 0.253726\n",
-            "\t\t0.018567 -0.006115 0.255664 0.015895 -0.016415 0.253866\n",
-            "\t\t0.018788 -0.006497 0.255826 0.016127 -0.016700 0.254008\n",
-            "\t\t0.019009 -0.006879 0.255988 0.016357 -0.016986 0.254152\n",
-            "\t\t0.019227 -0.007262 0.256149 0.016586 -0.017273 0.254298\n",
-            "\t\t0.019444 -0.007647 0.256310 0.016814 -0.017560 0.254445\n",
-            "\t\t0.019659 -0.008032 0.256471 0.017040 -0.017849 0.254595\n",
-            "\t\t0.019873 -0.008417 0.256631 0.017266 -0.018139 0.254747\n",
-            "\t\t0.020086 -0.008804 0.256789 0.017490 -0.018429 0.254900\n",
-            "\t\t0.020297 -0.009191 0.256946 0.017713 -0.018721 0.255055\n",
-            "\t\t0.020506 -0.009580 0.257101 0.017935 -0.019013 0.255210\n",
-            "\t\t0.020715 -0.009968 0.257256 0.018156 -0.019306 0.255367\n",
-            "\t\t0.020922 -0.010358 0.257409 0.018375 -0.019601 0.255525\n",
-            "\t\t0.021128 -0.010748 0.257560 0.018594 -0.019896 0.255684\n",
-            "\t\t0.021332 -0.011139 0.257708 0.018811 -0.020191 0.255843\n",
-            "\t\t0.021536 -0.011530 0.257854 0.019027 -0.020488 0.256002\n",
-            "\t\t0.021738 -0.011922 0.257998 0.019242 -0.020785 0.256160\n",
-            "\t\t0.021939 -0.012315 0.258140 0.019456 -0.021084 0.256319\n",
-            "\t\t0.022139 -0.012708 0.258280 0.019669 -0.021383 0.256478\n",
-            "\t\t0.022338 -0.013102 0.258417 0.019881 -0.021682 0.256637\n",
-            "\t\t0.022536 -0.013496 0.258551 0.020092 -0.021983 0.256794\n",
-            "\t\t0.022733 -0.013891 0.258682 0.020301 -0.022284 0.256949\n",
-            "\t\t0.022929 -0.014286 0.258812 0.020510 -0.022586 0.257104\n",
-            "\t\t0.023123 -0.014682 0.258939 0.020717 -0.022889 0.257258\n",
-            "\t\t0.023317 -0.015079 0.259063 0.020924 -0.023192 0.257410\n",
-            "\t\t0.023510 -0.015475 0.259185 0.021129 -0.023496 0.257561\n",
-            "\t\t0.023702 -0.015873 0.259303 0.021334 -0.023801 0.257709\n",
-            "\t\t0.023893 -0.016270 0.259419 0.021537 -0.024107 0.257855\n",
-            "\t\t0.024083 -0.016668 0.259532 0.021740 -0.024413 0.257999\n",
-            "\t\t0.024272 -0.017067 0.259644 0.021941 -0.024720 0.258141\n",
-            "\t\t0.024460 -0.017466 0.259752 0.022141 -0.025027 0.258281\n",
-            "\t\t0.024648 -0.017865 0.259859 0.022341 -0.025336 0.258419\n",
-            "\t\t0.024834 -0.018265 0.259962 0.022539 -0.025644 0.258553\n",
-            "\t\t0.025020 -0.018665 0.260063 0.022737 -0.025954 0.258685\n",
-            "\t\t0.025205 -0.019066 0.260161 0.022933 -0.026264 0.258815\n",
-            "\t\t0.025389 -0.019467 0.260258 0.023129 -0.026574 0.258942\n",
-            "\t\t0.025572 -0.019868 0.260353 0.023323 -0.026886 0.259067\n",
-            "\t\t0.025754 -0.020270 0.260445 0.023517 -0.027197 0.259189\n",
-            "\t\t0.025936 -0.020672 0.260535 0.023710 -0.027510 0.259308\n",
-            "\t\t0.026117 -0.021074 0.260623 0.023901 -0.027823 0.259424\n",
-            "\t\t0.026297 -0.021477 0.260708 0.024092 -0.028136 0.259538\n",
-            "\t\t0.026476 -0.021880 0.260792 0.024282 -0.028450 0.259650\n",
-            "\t\t0.026654 -0.022284 0.260873 0.024471 -0.028765 0.259759\n",
-            "\t\t0.026832 -0.022687 0.260953 0.024659 -0.029080 0.259865\n",
-            "\t\t0.027009 -0.023091 0.261032 0.024847 -0.029396 0.259969\n",
-            "\t\t0.027185 -0.023496 0.261108 0.025033 -0.029712 0.260070\n",
-            "\t\t0.027361 -0.023901 0.261183 0.025219 -0.030029 0.260169\n",
-            "\t\t0.027535 -0.024306 0.261256 0.025403 -0.030346 0.260266\n",
-            "\t\t0.027709 -0.024711 0.261327 0.025587 -0.030664 0.260360\n",
-            "\t\t0.027883 -0.025117 0.261396 0.025770 -0.030982 0.260453\n",
-            "\t\t0.028055 -0.025523 0.261464 0.025952 -0.031300 0.260543\n",
-            "\t\t0.028227 -0.025929 0.261531 0.026133 -0.031620 0.260631\n",
-            "\t\t0.028398 -0.026336 0.261596 0.026314 -0.031939 0.260716\n",
-            "\t\t0.028568 -0.026743 0.261660 0.026493 -0.032259 0.260800\n",
-            "\t\t0.028738 -0.027150 0.261722 0.026672 -0.032580 0.260881\n",
-            "\t\t0.028907 -0.027557 0.261783 0.026850 -0.032901 0.260961\n",
-            "\t\t0.029075 -0.027965 0.261843 0.027027 -0.033223 0.261040\n",
-            "\t\t0.029243 -0.028373 0.261901 0.027203 -0.033545 0.261116\n",
-            "\t\t0.029409 -0.028782 0.261958 0.027379 -0.033867 0.261190\n",
-            "\t\t0.029575 -0.029190 0.262014 0.027553 -0.034190 0.261263\n",
-            "\t\t0.029741 -0.029599 0.262069 0.027727 -0.034513 0.261334\n",
-            "\t\t0.029905 -0.030009 0.262122 0.027900 -0.034837 0.261403\n",
-            "\t\t0.030069 -0.030418 0.262175 0.028073 -0.035161 0.261471\n",
-            "\t\t0.030232 -0.030828 0.262226 0.028244 -0.035485 0.261537\n",
-            "\t\t0.030394 -0.031238 0.262277 0.028415 -0.035810 0.261602\n",
-            "\t\t0.030556 -0.031649 0.262326 0.028585 -0.036135 0.261666\n",
-            "\t\t0.030717 -0.032060 0.262375 0.028754 -0.036461 0.261728\n",
-            "\t\t0.030877 -0.032471 0.262422 0.028923 -0.036787 0.261789\n",
-            "\t\t0.031036 -0.032882 0.262468 0.029090 -0.037114 0.261848\n",
-            "\t\t0.031195 -0.033294 0.262514 0.029257 -0.037440 0.261906\n",
-            "\t\t0.031352 -0.033706 0.262558 0.029424 -0.037768 0.261963\n",
-            "\t\t0.031509 -0.034118 0.262602 0.029589 -0.038095 0.262018\n",
-            "\t\t0.031665 -0.034531 0.262645 0.029754 -0.038423 0.262073\n",
-            "\t\t0.031820 -0.034944 0.262687 0.029918 -0.038752 0.262126\n",
-            "\t\t0.031975 -0.035357 0.262728 0.030081 -0.039080 0.262179\n",
-            "\t\t0.032129 -0.035771 0.262769 0.030244 -0.039409 0.262230\n",
-            "\t\t0.032282 -0.036184 0.262809 0.030406 -0.039739 0.262280\n",
-            "\t\t0.032434 -0.036598 0.262848 0.030567 -0.040069 0.262329\n",
-            "\t\t0.032585 -0.037013 0.262886 0.030727 -0.040399 0.262378\n",
-            "\t\t0.032736 -0.037427 0.262924 0.030887 -0.040729 0.262425\n",
-            "\t\t0.032886 -0.037842 0.262961 0.031046 -0.041060 0.262471\n",
-            "\t\t0.033036 -0.038257 0.262997 0.031204 -0.041391 0.262517\n",
-            "\t\t0.033185 -0.038672 0.263033 0.031362 -0.041723 0.262561\n",
-            "\t\t0.033333 -0.039088 0.263068 0.031519 -0.042054 0.262605\n",
-            "\t\t0.033481 -0.039503 0.263103 0.031675 -0.042387 0.262648\n",
-            "\t\t0.033629 -0.039919 0.263137 0.031831 -0.042719 0.262690\n",
-            "\t\t0.033777 -0.040335 0.263171 0.031986 -0.043052 0.262731\n",
-            "\t\t0.033924 -0.040751 0.263205 0.032140 -0.043385 0.262772\n",
-            "\t\t0.034071 -0.041166 0.263237 0.032293 -0.043718 0.262812\n",
-            "\t\t0.034219 -0.041582 0.263270 0.032446 -0.044052 0.262851\n",
-            "\t\t0.034366 -0.041998 0.263302 0.032598 -0.044386 0.262890\n",
-            "\t\t0.034513 -0.042414 0.263334 0.032750 -0.044720 0.262928\n",
-            "\t\t0.034660 -0.042830 0.263365 0.032901 -0.045055 0.262965\n",
-            "\t\t0.034807 -0.043246 0.263396 0.033051 -0.045389 0.263001\n",
-            "\t\t0.034953 -0.043662 0.263427 0.033201 -0.045725 0.263037\n",
-            "\t\t0.035100 -0.044078 0.263457 0.033350 -0.046060 0.263072\n",
-            "\t\t0.035247 -0.044494 0.263487 0.033499 -0.046396 0.263107\n",
-            "\t\t0.035394 -0.044910 0.263517 0.033647 -0.046731 0.263141\n",
-            "\t\t0.035541 -0.045326 0.263546 0.033794 -0.047068 0.263175\n",
-            "\t\t0.035688 -0.045742 0.263575 0.033941 -0.047404 0.263208\n",
-            "\t\t0.035835 -0.046158 0.263604 0.034088 -0.047741 0.263241\n",
-            "\t\t0.035982 -0.046574 0.263633 0.034234 -0.048077 0.263273\n",
-            "\t\t0.036129 -0.046990 0.263661 0.034379 -0.048414 0.263305\n",
-            "\t\t0.036276 -0.047406 0.263689 0.034525 -0.048751 0.263337\n",
-            "\t\t0.036423 -0.047822 0.263716 0.034671 -0.049088 0.263368\n",
-            "\t\t0.036570 -0.048238 0.263744 0.034817 -0.049425 0.263398\n",
-            "\t\t0.036718 -0.048653 0.263771 0.034962 -0.049762 0.263429\n",
-            "\t\t0.036867 -0.049069 0.263798 0.035116 -0.050095 0.263461\n",
-            "\t\t0.036991 -0.049491 0.263821 0.035343 -0.050381 0.263507\n",
-            "\t\t0.036954 -0.049927 0.263814 0.035657 -0.050567 0.263569\n",
-            "\t\t0.036735 -0.050306 0.263774 0.036017 -0.050627 0.263639\n",
-            "\t\t0.036375 -0.050555 0.263707 0.036375 -0.050555 0.263707\n",
-            "Blade 1\n",
-            "\tnpoints 179\n",
-            "\tnsections 22\n",
-            "\tsection 0\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.050309 0.000000 0.192921 0.050309 0.000000 0.192921\n",
-            "\t\t0.050249 -0.000456 0.192933 0.050252 0.000377 0.192933\n",
-            "\t\t0.050127 -0.000900 0.192957 0.050108 0.000729 0.192961\n",
-            "\t\t0.049972 -0.001334 0.192988 0.049905 0.001051 0.193001\n",
-            "\t\t0.049793 -0.001758 0.193024 0.049666 0.001347 0.193049\n",
-            "\t\t0.049593 -0.002173 0.193065 0.049404 0.001622 0.193105\n",
-            "\t\t0.049376 -0.002578 0.193111 0.049125 0.001882 0.193165\n",
-            "\t\t0.049141 -0.002975 0.193161 0.048836 0.002129 0.193229\n",
-            "\t\t0.048891 -0.003361 0.193217 0.048538 0.002366 0.193296\n",
-            "\t\t0.048625 -0.003737 0.193276 0.048235 0.002596 0.193366\n",
-            "\t\t0.048344 -0.004101 0.193341 0.047926 0.002819 0.193436\n",
-            "\t\t0.048046 -0.004452 0.193409 0.047615 0.003038 0.193508\n",
-            "\t\t0.047733 -0.004790 0.193481 0.047301 0.003253 0.193579\n",
-            "\t\t0.047403 -0.005111 0.193556 0.046985 0.003465 0.193649\n",
-            "\t\t0.047058 -0.005416 0.193633 0.046667 0.003675 0.193716\n",
-            "\t\t0.046696 -0.005701 0.193710 0.046348 0.003882 0.193780\n",
-            "\t\t0.046319 -0.005964 0.193785 0.046028 0.004089 0.193839\n",
-            "\t\t0.045926 -0.006204 0.193857 0.045708 0.004295 0.193894\n",
-            "\t\t0.045518 -0.006417 0.193925 0.045387 0.004500 0.193945\n",
-            "\t\t0.045096 -0.006602 0.193988 0.045067 0.004704 0.193992\n",
-            "\t\t0.044663 -0.006756 0.194047 0.044746 0.004909 0.194036\n",
-            "\t\t0.044219 -0.006878 0.194106 0.044425 0.005114 0.194079\n",
-            "\t\t0.043767 -0.006967 0.194168 0.044105 0.005320 0.194121\n",
-            "\t\t0.043310 -0.007022 0.194232 0.043785 0.005526 0.194165\n",
-            "\t\t0.042850 -0.007043 0.194297 0.043465 0.005733 0.194210\n",
-            "\t\t0.042390 -0.007030 0.194362 0.043147 0.005941 0.194255\n",
-            "\t\t0.041931 -0.006986 0.194428 0.042828 0.006150 0.194300\n",
-            "\t\t0.041477 -0.006913 0.194494 0.042511 0.006360 0.194345\n",
-            "\t\t0.041028 -0.006811 0.194560 0.042195 0.006572 0.194390\n",
-            "\t\t0.040586 -0.006684 0.194625 0.041879 0.006784 0.194436\n",
-            "\t\t0.040151 -0.006533 0.194690 0.041565 0.006999 0.194481\n",
-            "\t\t0.039724 -0.006362 0.194755 0.041251 0.007215 0.194527\n",
-            "\t\t0.039305 -0.006171 0.194818 0.040939 0.007432 0.194573\n",
-            "\t\t0.038894 -0.005963 0.194881 0.040627 0.007651 0.194619\n",
-            "\t\t0.038492 -0.005739 0.194942 0.040317 0.007872 0.194665\n",
-            "\t\t0.038097 -0.005501 0.195003 0.040009 0.008094 0.194712\n",
-            "\t\t0.037711 -0.005251 0.195063 0.039701 0.008319 0.194758\n",
-            "\t\t0.037332 -0.004989 0.195122 0.039395 0.008545 0.194804\n",
-            "\t\t0.036961 -0.004717 0.195181 0.039090 0.008773 0.194851\n",
-            "\t\t0.036597 -0.004435 0.195238 0.038787 0.009003 0.194897\n",
-            "\t\t0.036239 -0.004145 0.195294 0.038485 0.009234 0.194943\n",
-            "\t\t0.035888 -0.003848 0.195350 0.038184 0.009468 0.194990\n",
-            "\t\t0.035543 -0.003543 0.195405 0.037885 0.009704 0.195036\n",
-            "\t\t0.035204 -0.003231 0.195459 0.037588 0.009941 0.195082\n",
-            "\t\t0.034871 -0.002914 0.195513 0.037292 0.010180 0.195129\n",
-            "\t\t0.034543 -0.002591 0.195566 0.036998 0.010422 0.195175\n",
-            "\t\t0.034220 -0.002263 0.195618 0.036705 0.010665 0.195221\n",
-            "\t\t0.033902 -0.001930 0.195669 0.036414 0.010910 0.195267\n",
-            "\t\t0.033588 -0.001593 0.195720 0.036124 0.011157 0.195313\n",
-            "\t\t0.033279 -0.001252 0.195770 0.035836 0.011406 0.195358\n",
-            "\t\t0.032974 -0.000907 0.195820 0.035550 0.011657 0.195404\n",
-            "\t\t0.032674 -0.000558 0.195869 0.035265 0.011910 0.195449\n",
-            "\t\t0.032377 -0.000206 0.195918 0.034983 0.012164 0.195495\n",
-            "\t\t0.032084 0.000149 0.195966 0.034701 0.012421 0.195540\n",
-            "\t\t0.031795 0.000507 0.196014 0.034422 0.012679 0.195585\n",
-            "\t\t0.031509 0.000868 0.196061 0.034144 0.012939 0.195630\n",
-            "\t\t0.031226 0.001231 0.196108 0.033868 0.013201 0.195675\n",
-            "\t\t0.030947 0.001597 0.196154 0.033594 0.013465 0.195719\n",
-            "\t\t0.030670 0.001965 0.196200 0.033321 0.013731 0.195764\n",
-            "\t\t0.030397 0.002335 0.196245 0.033050 0.013998 0.195808\n",
-            "\t\t0.030126 0.002708 0.196290 0.032781 0.014267 0.195852\n",
-            "\t\t0.029858 0.003082 0.196335 0.032513 0.014538 0.195896\n",
-            "\t\t0.029593 0.003458 0.196379 0.032247 0.014810 0.195939\n",
-            "\t\t0.029331 0.003836 0.196423 0.031983 0.015085 0.195983\n",
-            "\t\t0.029070 0.004216 0.196466 0.031721 0.015360 0.196026\n",
-            "\t\t0.028813 0.004598 0.196509 0.031461 0.015638 0.196069\n",
-            "\t\t0.028557 0.004981 0.196552 0.031202 0.015917 0.196112\n",
-            "\t\t0.028304 0.005365 0.196594 0.030944 0.016197 0.196154\n",
-            "\t\t0.028053 0.005751 0.196636 0.030689 0.016479 0.196196\n",
-            "\t\t0.027805 0.006139 0.196678 0.030435 0.016763 0.196239\n",
-            "\t\t0.027558 0.006527 0.196719 0.030183 0.017048 0.196280\n",
-            "\t\t0.027313 0.006917 0.196761 0.029933 0.017335 0.196322\n",
-            "\t\t0.027071 0.007308 0.196801 0.029684 0.017623 0.196364\n",
-            "\t\t0.026830 0.007701 0.196842 0.029437 0.017913 0.196405\n",
-            "\t\t0.026591 0.008094 0.196882 0.029191 0.018203 0.196446\n",
-            "\t\t0.026354 0.008489 0.196922 0.028948 0.018496 0.196487\n",
-            "\t\t0.026118 0.008884 0.196962 0.028706 0.018789 0.196527\n",
-            "\t\t0.025885 0.009281 0.197001 0.028465 0.019085 0.196567\n",
-            "\t\t0.025653 0.009679 0.197040 0.028226 0.019381 0.196607\n",
-            "\t\t0.025423 0.010077 0.197079 0.027989 0.019678 0.196647\n",
-            "\t\t0.025194 0.010477 0.197117 0.027753 0.019977 0.196687\n",
-            "\t\t0.024967 0.010877 0.197156 0.027519 0.020278 0.196726\n",
-            "\t\t0.024741 0.011279 0.197194 0.027287 0.020579 0.196765\n",
-            "\t\t0.024517 0.011681 0.197232 0.027056 0.020881 0.196804\n",
-            "\t\t0.024295 0.012084 0.197269 0.026827 0.021185 0.196842\n",
-            "\t\t0.024074 0.012488 0.197306 0.026599 0.021490 0.196881\n",
-            "\t\t0.023854 0.012892 0.197343 0.026372 0.021796 0.196919\n",
-            "\t\t0.023636 0.013298 0.197380 0.026148 0.022103 0.196957\n",
-            "\t\t0.023419 0.013704 0.197416 0.025924 0.022412 0.196994\n",
-            "\t\t0.023203 0.014110 0.197453 0.025703 0.022721 0.197032\n",
-            "\t\t0.022989 0.014518 0.197489 0.025482 0.023031 0.197069\n",
-            "\t\t0.022776 0.014926 0.197525 0.025264 0.023343 0.197106\n",
-            "\t\t0.022565 0.015335 0.197560 0.025046 0.023655 0.197142\n",
-            "\t\t0.022355 0.015744 0.197595 0.024830 0.023969 0.197179\n",
-            "\t\t0.022146 0.016155 0.197631 0.024616 0.024283 0.197215\n",
-            "\t\t0.021938 0.016565 0.197665 0.024403 0.024599 0.197251\n",
-            "\t\t0.021731 0.016977 0.197700 0.024191 0.024915 0.197286\n",
-            "\t\t0.021526 0.017389 0.197734 0.023981 0.025232 0.197322\n",
-            "\t\t0.021322 0.017801 0.197768 0.023772 0.025551 0.197357\n",
-            "\t\t0.021119 0.018215 0.197802 0.023565 0.025870 0.197392\n",
-            "\t\t0.020917 0.018628 0.197836 0.023359 0.026190 0.197427\n",
-            "\t\t0.020716 0.019043 0.197869 0.023154 0.026511 0.197461\n",
-            "\t\t0.020517 0.019458 0.197903 0.022951 0.026832 0.197495\n",
-            "\t\t0.020319 0.019873 0.197936 0.022749 0.027155 0.197529\n",
-            "\t\t0.020122 0.020289 0.197968 0.022548 0.027478 0.197563\n",
-            "\t\t0.019926 0.020706 0.198001 0.022348 0.027802 0.197597\n",
-            "\t\t0.019731 0.021123 0.198033 0.022150 0.028127 0.197630\n",
-            "\t\t0.019537 0.021540 0.198065 0.021953 0.028453 0.197663\n",
-            "\t\t0.019344 0.021958 0.198097 0.021758 0.028780 0.197695\n",
-            "\t\t0.019153 0.022377 0.198128 0.021564 0.029107 0.197728\n",
-            "\t\t0.018962 0.022796 0.198160 0.021370 0.029435 0.197760\n",
-            "\t\t0.018773 0.023216 0.198191 0.021179 0.029764 0.197792\n",
-            "\t\t0.018584 0.023636 0.198222 0.020988 0.030093 0.197824\n",
-            "\t\t0.018397 0.024056 0.198252 0.020799 0.030423 0.197856\n",
-            "\t\t0.018211 0.024477 0.198283 0.020611 0.030754 0.197887\n",
-            "\t\t0.018026 0.024899 0.198313 0.020424 0.031086 0.197918\n",
-            "\t\t0.017842 0.025321 0.198342 0.020238 0.031418 0.197949\n",
-            "\t\t0.017660 0.025743 0.198372 0.020053 0.031751 0.197980\n",
-            "\t\t0.017478 0.026167 0.198401 0.019870 0.032084 0.198010\n",
-            "\t\t0.017298 0.026590 0.198430 0.019688 0.032418 0.198040\n",
-            "\t\t0.017118 0.027014 0.198459 0.019506 0.032753 0.198070\n",
-            "\t\t0.016940 0.027439 0.198488 0.019326 0.033089 0.198100\n",
-            "\t\t0.016763 0.027863 0.198516 0.019148 0.033425 0.198129\n",
-            "\t\t0.016587 0.028289 0.198544 0.018970 0.033761 0.198158\n",
-            "\t\t0.016413 0.028715 0.198572 0.018793 0.034098 0.198187\n",
-            "\t\t0.016239 0.029141 0.198599 0.018618 0.034436 0.198216\n",
-            "\t\t0.016067 0.029568 0.198626 0.018443 0.034774 0.198245\n",
-            "\t\t0.015896 0.029996 0.198653 0.018270 0.035113 0.198273\n",
-            "\t\t0.015727 0.030424 0.198680 0.018098 0.035453 0.198301\n",
-            "\t\t0.015559 0.030852 0.198706 0.017927 0.035793 0.198329\n",
-            "\t\t0.015392 0.031281 0.198732 0.017757 0.036133 0.198356\n",
-            "\t\t0.015226 0.031711 0.198758 0.017588 0.036474 0.198384\n",
-            "\t\t0.015062 0.032141 0.198783 0.017420 0.036816 0.198411\n",
-            "\t\t0.014899 0.032571 0.198808 0.017253 0.037158 0.198438\n",
-            "\t\t0.014738 0.033003 0.198833 0.017087 0.037501 0.198464\n",
-            "\t\t0.014578 0.033434 0.198857 0.016922 0.037844 0.198491\n",
-            "\t\t0.014420 0.033867 0.198881 0.016758 0.038187 0.198517\n",
-            "\t\t0.014264 0.034300 0.198905 0.016596 0.038531 0.198543\n",
-            "\t\t0.014109 0.034733 0.198928 0.016434 0.038876 0.198568\n",
-            "\t\t0.013956 0.035167 0.198951 0.016273 0.039221 0.198594\n",
-            "\t\t0.013805 0.035602 0.198973 0.016113 0.039566 0.198619\n",
-            "\t\t0.013655 0.036038 0.198995 0.015955 0.039912 0.198644\n",
-            "\t\t0.013508 0.036474 0.199017 0.015797 0.040259 0.198669\n",
-            "\t\t0.013363 0.036911 0.199038 0.015640 0.040605 0.198693\n",
-            "\t\t0.013219 0.037348 0.199059 0.015484 0.040953 0.198718\n",
-            "\t\t0.013078 0.037786 0.199080 0.015330 0.041300 0.198742\n",
-            "\t\t0.012939 0.038225 0.199100 0.015176 0.041649 0.198765\n",
-            "\t\t0.012802 0.038664 0.199119 0.015023 0.041997 0.198789\n",
-            "\t\t0.012667 0.039105 0.199139 0.014871 0.042346 0.198812\n",
-            "\t\t0.012534 0.039545 0.199157 0.014720 0.042696 0.198835\n",
-            "\t\t0.012402 0.039986 0.199176 0.014570 0.043045 0.198858\n",
-            "\t\t0.012273 0.040428 0.199194 0.014421 0.043396 0.198881\n",
-            "\t\t0.012144 0.040870 0.199212 0.014273 0.043746 0.198903\n",
-            "\t\t0.012018 0.041313 0.199229 0.014126 0.044097 0.198925\n",
-            "\t\t0.011892 0.041756 0.199247 0.013980 0.044449 0.198947\n",
-            "\t\t0.011767 0.042199 0.199264 0.013835 0.044801 0.198969\n",
-            "\t\t0.011642 0.042642 0.199281 0.013691 0.045153 0.198990\n",
-            "\t\t0.011519 0.043085 0.199297 0.013547 0.045506 0.199011\n",
-            "\t\t0.011395 0.043529 0.199314 0.013405 0.045859 0.199032\n",
-            "\t\t0.011272 0.043972 0.199330 0.013264 0.046212 0.199053\n",
-            "\t\t0.011149 0.044416 0.199346 0.013123 0.046566 0.199073\n",
-            "\t\t0.011026 0.044860 0.199362 0.012984 0.046920 0.199093\n",
-            "\t\t0.010903 0.045303 0.199378 0.012845 0.047274 0.199113\n",
-            "\t\t0.010780 0.045747 0.199394 0.012707 0.047629 0.199133\n",
-            "\t\t0.010657 0.046191 0.199410 0.012570 0.047984 0.199152\n",
-            "\t\t0.010534 0.046634 0.199425 0.012435 0.048340 0.199171\n",
-            "\t\t0.010412 0.047078 0.199441 0.012300 0.048696 0.199190\n",
-            "\t\t0.010289 0.047522 0.199456 0.012165 0.049052 0.199209\n",
-            "\t\t0.010166 0.047965 0.199471 0.012032 0.049408 0.199227\n",
-            "\t\t0.010043 0.048409 0.199486 0.011900 0.049765 0.199246\n",
-            "\t\t0.009920 0.048853 0.199501 0.011768 0.050122 0.199264\n",
-            "\t\t0.009798 0.049296 0.199515 0.011637 0.050480 0.199281\n",
-            "\t\t0.009675 0.049740 0.199529 0.011507 0.050837 0.199299\n",
-            "\t\t0.009551 0.050183 0.199544 0.011378 0.051196 0.199316\n",
-            "\t\t0.009425 0.050626 0.199558 0.011244 0.051552 0.199334\n",
-            "\t\t0.009317 0.051073 0.199571 0.011046 0.051874 0.199360\n",
-            "\t\t0.009365 0.051527 0.199565 0.010742 0.052099 0.199399\n",
-            "\t\t0.009610 0.051912 0.199537 0.010376 0.052195 0.199445\n",
-            "\t\t0.010000 0.052149 0.199491 0.010000 0.052149 0.199491\n",
-            "\tsection 1\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.050309 0.000000 0.192921 0.050309 0.000000 0.192921\n",
-            "\t\t0.050249 -0.000456 0.192933 0.050252 0.000377 0.192933\n",
-            "\t\t0.050127 -0.000900 0.192957 0.050108 0.000729 0.192961\n",
-            "\t\t0.049972 -0.001334 0.192988 0.049905 0.001051 0.193001\n",
-            "\t\t0.049793 -0.001758 0.193024 0.049666 0.001347 0.193049\n",
-            "\t\t0.049593 -0.002173 0.193065 0.049404 0.001622 0.193105\n",
-            "\t\t0.049376 -0.002578 0.193111 0.049125 0.001882 0.193165\n",
-            "\t\t0.049141 -0.002975 0.193161 0.048836 0.002129 0.193229\n",
-            "\t\t0.048891 -0.003361 0.193217 0.048538 0.002366 0.193296\n",
-            "\t\t0.048625 -0.003737 0.193276 0.048235 0.002596 0.193366\n",
-            "\t\t0.048344 -0.004101 0.193341 0.047926 0.002819 0.193436\n",
-            "\t\t0.048046 -0.004452 0.193409 0.047615 0.003038 0.193508\n",
-            "\t\t0.047733 -0.004790 0.193481 0.047301 0.003253 0.193579\n",
-            "\t\t0.047403 -0.005111 0.193556 0.046985 0.003465 0.193649\n",
-            "\t\t0.047058 -0.005416 0.193633 0.046667 0.003675 0.193716\n",
-            "\t\t0.046696 -0.005701 0.193710 0.046348 0.003882 0.193780\n",
-            "\t\t0.046319 -0.005964 0.193785 0.046028 0.004089 0.193839\n",
-            "\t\t0.045926 -0.006204 0.193857 0.045708 0.004295 0.193894\n",
-            "\t\t0.045518 -0.006417 0.193925 0.045387 0.004500 0.193945\n",
-            "\t\t0.045096 -0.006602 0.193988 0.045067 0.004704 0.193992\n",
-            "\t\t0.044663 -0.006756 0.194047 0.044746 0.004909 0.194036\n",
-            "\t\t0.044219 -0.006878 0.194106 0.044425 0.005114 0.194079\n",
-            "\t\t0.043767 -0.006967 0.194168 0.044105 0.005320 0.194121\n",
-            "\t\t0.043310 -0.007022 0.194232 0.043785 0.005526 0.194165\n",
-            "\t\t0.042850 -0.007043 0.194297 0.043465 0.005733 0.194210\n",
-            "\t\t0.042390 -0.007030 0.194362 0.043147 0.005941 0.194255\n",
-            "\t\t0.041931 -0.006986 0.194428 0.042828 0.006150 0.194300\n",
-            "\t\t0.041477 -0.006913 0.194494 0.042511 0.006360 0.194345\n",
-            "\t\t0.041028 -0.006811 0.194560 0.042195 0.006572 0.194390\n",
-            "\t\t0.040586 -0.006684 0.194625 0.041879 0.006784 0.194436\n",
-            "\t\t0.040151 -0.006533 0.194690 0.041565 0.006999 0.194481\n",
-            "\t\t0.039724 -0.006362 0.194755 0.041251 0.007215 0.194527\n",
-            "\t\t0.039305 -0.006171 0.194818 0.040939 0.007432 0.194573\n",
-            "\t\t0.038894 -0.005963 0.194881 0.040627 0.007651 0.194619\n",
-            "\t\t0.038492 -0.005739 0.194942 0.040317 0.007872 0.194665\n",
-            "\t\t0.038097 -0.005501 0.195003 0.040009 0.008094 0.194712\n",
-            "\t\t0.037711 -0.005251 0.195063 0.039701 0.008319 0.194758\n",
-            "\t\t0.037332 -0.004989 0.195122 0.039395 0.008545 0.194804\n",
-            "\t\t0.036961 -0.004717 0.195181 0.039090 0.008773 0.194851\n",
-            "\t\t0.036597 -0.004435 0.195238 0.038787 0.009003 0.194897\n",
-            "\t\t0.036239 -0.004145 0.195294 0.038485 0.009234 0.194943\n",
-            "\t\t0.035888 -0.003848 0.195350 0.038184 0.009468 0.194990\n",
-            "\t\t0.035543 -0.003543 0.195405 0.037885 0.009704 0.195036\n",
-            "\t\t0.035204 -0.003231 0.195459 0.037588 0.009941 0.195082\n",
-            "\t\t0.034871 -0.002914 0.195513 0.037292 0.010180 0.195129\n",
-            "\t\t0.034543 -0.002591 0.195566 0.036998 0.010422 0.195175\n",
-            "\t\t0.034220 -0.002263 0.195618 0.036705 0.010665 0.195221\n",
-            "\t\t0.033902 -0.001930 0.195669 0.036414 0.010910 0.195267\n",
-            "\t\t0.033588 -0.001593 0.195720 0.036124 0.011157 0.195313\n",
-            "\t\t0.033279 -0.001252 0.195770 0.035836 0.011406 0.195358\n",
-            "\t\t0.032974 -0.000907 0.195820 0.035550 0.011657 0.195404\n",
-            "\t\t0.032674 -0.000558 0.195869 0.035265 0.011910 0.195449\n",
-            "\t\t0.032377 -0.000206 0.195918 0.034983 0.012164 0.195495\n",
-            "\t\t0.032084 0.000149 0.195966 0.034701 0.012421 0.195540\n",
-            "\t\t0.031795 0.000507 0.196014 0.034422 0.012679 0.195585\n",
-            "\t\t0.031509 0.000868 0.196061 0.034144 0.012939 0.195630\n",
-            "\t\t0.031226 0.001231 0.196108 0.033868 0.013201 0.195675\n",
-            "\t\t0.030947 0.001597 0.196154 0.033594 0.013465 0.195719\n",
-            "\t\t0.030670 0.001965 0.196200 0.033321 0.013731 0.195764\n",
-            "\t\t0.030397 0.002335 0.196245 0.033050 0.013998 0.195808\n",
-            "\t\t0.030126 0.002708 0.196290 0.032781 0.014267 0.195852\n",
-            "\t\t0.029858 0.003082 0.196335 0.032513 0.014538 0.195896\n",
-            "\t\t0.029593 0.003458 0.196379 0.032247 0.014810 0.195939\n",
-            "\t\t0.029331 0.003836 0.196423 0.031983 0.015085 0.195983\n",
-            "\t\t0.029070 0.004216 0.196466 0.031721 0.015360 0.196026\n",
-            "\t\t0.028813 0.004598 0.196509 0.031461 0.015638 0.196069\n",
-            "\t\t0.028557 0.004981 0.196552 0.031202 0.015917 0.196112\n",
-            "\t\t0.028304 0.005365 0.196594 0.030944 0.016197 0.196154\n",
-            "\t\t0.028053 0.005751 0.196636 0.030689 0.016479 0.196196\n",
-            "\t\t0.027805 0.006139 0.196678 0.030435 0.016763 0.196239\n",
-            "\t\t0.027558 0.006527 0.196719 0.030183 0.017048 0.196280\n",
-            "\t\t0.027313 0.006917 0.196761 0.029933 0.017335 0.196322\n",
-            "\t\t0.027071 0.007308 0.196801 0.029684 0.017623 0.196364\n",
-            "\t\t0.026830 0.007701 0.196842 0.029437 0.017913 0.196405\n",
-            "\t\t0.026591 0.008094 0.196882 0.029191 0.018203 0.196446\n",
-            "\t\t0.026354 0.008489 0.196922 0.028948 0.018496 0.196487\n",
-            "\t\t0.026118 0.008884 0.196962 0.028706 0.018789 0.196527\n",
-            "\t\t0.025885 0.009281 0.197001 0.028465 0.019085 0.196567\n",
-            "\t\t0.025653 0.009679 0.197040 0.028226 0.019381 0.196607\n",
-            "\t\t0.025423 0.010077 0.197079 0.027989 0.019678 0.196647\n",
-            "\t\t0.025194 0.010477 0.197117 0.027753 0.019977 0.196687\n",
-            "\t\t0.024967 0.010877 0.197156 0.027519 0.020278 0.196726\n",
-            "\t\t0.024741 0.011279 0.197194 0.027287 0.020579 0.196765\n",
-            "\t\t0.024517 0.011681 0.197232 0.027056 0.020881 0.196804\n",
-            "\t\t0.024295 0.012084 0.197269 0.026827 0.021185 0.196842\n",
-            "\t\t0.024074 0.012488 0.197306 0.026599 0.021490 0.196881\n",
-            "\t\t0.023854 0.012892 0.197343 0.026372 0.021796 0.196919\n",
-            "\t\t0.023636 0.013298 0.197380 0.026148 0.022103 0.196957\n",
-            "\t\t0.023419 0.013704 0.197416 0.025924 0.022412 0.196994\n",
-            "\t\t0.023203 0.014110 0.197453 0.025703 0.022721 0.197032\n",
-            "\t\t0.022989 0.014518 0.197489 0.025482 0.023031 0.197069\n",
-            "\t\t0.022776 0.014926 0.197525 0.025264 0.023343 0.197106\n",
-            "\t\t0.022565 0.015335 0.197560 0.025046 0.023655 0.197142\n",
-            "\t\t0.022355 0.015744 0.197595 0.024830 0.023969 0.197179\n",
-            "\t\t0.022146 0.016155 0.197631 0.024616 0.024283 0.197215\n",
-            "\t\t0.021938 0.016565 0.197665 0.024403 0.024599 0.197251\n",
-            "\t\t0.021731 0.016977 0.197700 0.024191 0.024915 0.197286\n",
-            "\t\t0.021526 0.017389 0.197734 0.023981 0.025232 0.197322\n",
-            "\t\t0.021322 0.017801 0.197768 0.023772 0.025551 0.197357\n",
-            "\t\t0.021119 0.018215 0.197802 0.023565 0.025870 0.197392\n",
-            "\t\t0.020917 0.018628 0.197836 0.023359 0.026190 0.197427\n",
-            "\t\t0.020716 0.019043 0.197869 0.023154 0.026511 0.197461\n",
-            "\t\t0.020517 0.019458 0.197903 0.022951 0.026832 0.197495\n",
-            "\t\t0.020319 0.019873 0.197936 0.022749 0.027155 0.197529\n",
-            "\t\t0.020122 0.020289 0.197968 0.022548 0.027478 0.197563\n",
-            "\t\t0.019926 0.020706 0.198001 0.022348 0.027802 0.197597\n",
-            "\t\t0.019731 0.021123 0.198033 0.022150 0.028127 0.197630\n",
-            "\t\t0.019537 0.021540 0.198065 0.021953 0.028453 0.197663\n",
-            "\t\t0.019344 0.021958 0.198097 0.021758 0.028780 0.197695\n",
-            "\t\t0.019153 0.022377 0.198128 0.021564 0.029107 0.197728\n",
-            "\t\t0.018962 0.022796 0.198160 0.021370 0.029435 0.197760\n",
-            "\t\t0.018773 0.023216 0.198191 0.021179 0.029764 0.197792\n",
-            "\t\t0.018584 0.023636 0.198222 0.020988 0.030093 0.197824\n",
-            "\t\t0.018397 0.024056 0.198252 0.020799 0.030423 0.197856\n",
-            "\t\t0.018211 0.024477 0.198283 0.020611 0.030754 0.197887\n",
-            "\t\t0.018026 0.024899 0.198313 0.020424 0.031086 0.197918\n",
-            "\t\t0.017842 0.025321 0.198342 0.020238 0.031418 0.197949\n",
-            "\t\t0.017660 0.025743 0.198372 0.020053 0.031751 0.197980\n",
-            "\t\t0.017478 0.026167 0.198401 0.019870 0.032084 0.198010\n",
-            "\t\t0.017298 0.026590 0.198430 0.019688 0.032418 0.198040\n",
-            "\t\t0.017118 0.027014 0.198459 0.019506 0.032753 0.198070\n",
-            "\t\t0.016940 0.027439 0.198488 0.019326 0.033089 0.198100\n",
-            "\t\t0.016763 0.027863 0.198516 0.019148 0.033425 0.198129\n",
-            "\t\t0.016587 0.028289 0.198544 0.018970 0.033761 0.198158\n",
-            "\t\t0.016413 0.028715 0.198572 0.018793 0.034098 0.198187\n",
-            "\t\t0.016239 0.029141 0.198599 0.018618 0.034436 0.198216\n",
-            "\t\t0.016067 0.029568 0.198626 0.018443 0.034774 0.198245\n",
-            "\t\t0.015896 0.029996 0.198653 0.018270 0.035113 0.198273\n",
-            "\t\t0.015727 0.030424 0.198680 0.018098 0.035453 0.198301\n",
-            "\t\t0.015559 0.030852 0.198706 0.017927 0.035793 0.198329\n",
-            "\t\t0.015392 0.031281 0.198732 0.017757 0.036133 0.198356\n",
-            "\t\t0.015226 0.031711 0.198758 0.017588 0.036474 0.198384\n",
-            "\t\t0.015062 0.032141 0.198783 0.017420 0.036816 0.198411\n",
-            "\t\t0.014899 0.032571 0.198808 0.017253 0.037158 0.198438\n",
-            "\t\t0.014738 0.033003 0.198833 0.017087 0.037501 0.198464\n",
-            "\t\t0.014578 0.033434 0.198857 0.016922 0.037844 0.198491\n",
-            "\t\t0.014420 0.033867 0.198881 0.016758 0.038187 0.198517\n",
-            "\t\t0.014264 0.034300 0.198905 0.016596 0.038531 0.198543\n",
-            "\t\t0.014109 0.034733 0.198928 0.016434 0.038876 0.198568\n",
-            "\t\t0.013956 0.035167 0.198951 0.016273 0.039221 0.198594\n",
-            "\t\t0.013805 0.035602 0.198973 0.016113 0.039566 0.198619\n",
-            "\t\t0.013655 0.036038 0.198995 0.015955 0.039912 0.198644\n",
-            "\t\t0.013508 0.036474 0.199017 0.015797 0.040259 0.198669\n",
-            "\t\t0.013363 0.036911 0.199038 0.015640 0.040605 0.198693\n",
-            "\t\t0.013219 0.037348 0.199059 0.015484 0.040953 0.198718\n",
-            "\t\t0.013078 0.037786 0.199080 0.015330 0.041300 0.198742\n",
-            "\t\t0.012939 0.038225 0.199100 0.015176 0.041649 0.198765\n",
-            "\t\t0.012802 0.038664 0.199119 0.015023 0.041997 0.198789\n",
-            "\t\t0.012667 0.039105 0.199139 0.014871 0.042346 0.198812\n",
-            "\t\t0.012534 0.039545 0.199157 0.014720 0.042696 0.198835\n",
-            "\t\t0.012402 0.039986 0.199176 0.014570 0.043045 0.198858\n",
-            "\t\t0.012273 0.040428 0.199194 0.014421 0.043396 0.198881\n",
-            "\t\t0.012144 0.040870 0.199212 0.014273 0.043746 0.198903\n",
-            "\t\t0.012018 0.041313 0.199229 0.014126 0.044097 0.198925\n",
-            "\t\t0.011892 0.041756 0.199247 0.013980 0.044449 0.198947\n",
-            "\t\t0.011767 0.042199 0.199264 0.013835 0.044801 0.198969\n",
-            "\t\t0.011642 0.042642 0.199281 0.013691 0.045153 0.198990\n",
-            "\t\t0.011519 0.043085 0.199297 0.013547 0.045506 0.199011\n",
-            "\t\t0.011395 0.043529 0.199314 0.013405 0.045859 0.199032\n",
-            "\t\t0.011272 0.043972 0.199330 0.013264 0.046212 0.199053\n",
-            "\t\t0.011149 0.044416 0.199346 0.013123 0.046566 0.199073\n",
-            "\t\t0.011026 0.044860 0.199362 0.012984 0.046920 0.199093\n",
-            "\t\t0.010903 0.045303 0.199378 0.012845 0.047274 0.199113\n",
-            "\t\t0.010780 0.045747 0.199394 0.012707 0.047629 0.199133\n",
-            "\t\t0.010657 0.046191 0.199410 0.012570 0.047984 0.199152\n",
-            "\t\t0.010534 0.046634 0.199425 0.012435 0.048340 0.199171\n",
-            "\t\t0.010412 0.047078 0.199441 0.012300 0.048696 0.199190\n",
-            "\t\t0.010289 0.047522 0.199456 0.012165 0.049052 0.199209\n",
-            "\t\t0.010166 0.047965 0.199471 0.012032 0.049408 0.199227\n",
-            "\t\t0.010043 0.048409 0.199486 0.011900 0.049765 0.199246\n",
-            "\t\t0.009920 0.048853 0.199501 0.011768 0.050122 0.199264\n",
-            "\t\t0.009798 0.049296 0.199515 0.011637 0.050480 0.199281\n",
-            "\t\t0.009675 0.049740 0.199529 0.011507 0.050837 0.199299\n",
-            "\t\t0.009551 0.050183 0.199544 0.011378 0.051196 0.199316\n",
-            "\t\t0.009425 0.050626 0.199558 0.011244 0.051552 0.199334\n",
-            "\t\t0.009317 0.051073 0.199571 0.011046 0.051874 0.199360\n",
-            "\t\t0.009365 0.051527 0.199565 0.010742 0.052099 0.199399\n",
-            "\t\t0.009610 0.051912 0.199537 0.010376 0.052195 0.199445\n",
-            "\t\t0.010000 0.052149 0.199491 0.010000 0.052149 0.199491\n",
-            "\tsection 2\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049951 0.000171 0.196725 0.049951 0.000171 0.196725\n",
-            "\t\t0.049892 -0.000283 0.196737 0.049897 0.000546 0.196736\n",
-            "\t\t0.049773 -0.000724 0.196759 0.049757 0.000897 0.196763\n",
-            "\t\t0.049620 -0.001155 0.196788 0.049559 0.001218 0.196801\n",
-            "\t\t0.049443 -0.001576 0.196823 0.049323 0.001514 0.196847\n",
-            "\t\t0.049246 -0.001989 0.196862 0.049064 0.001789 0.196900\n",
-            "\t\t0.049031 -0.002392 0.196905 0.048788 0.002048 0.196957\n",
-            "\t\t0.048799 -0.002786 0.196954 0.048501 0.002294 0.197017\n",
-            "\t\t0.048551 -0.003171 0.197006 0.048206 0.002531 0.197081\n",
-            "\t\t0.048288 -0.003544 0.197062 0.047905 0.002759 0.197147\n",
-            "\t\t0.048009 -0.003907 0.197123 0.047600 0.002982 0.197214\n",
-            "\t\t0.047714 -0.004256 0.197188 0.047291 0.003200 0.197282\n",
-            "\t\t0.047403 -0.004592 0.197256 0.046979 0.003414 0.197349\n",
-            "\t\t0.047077 -0.004912 0.197327 0.046665 0.003625 0.197414\n",
-            "\t\t0.046734 -0.005215 0.197399 0.046350 0.003833 0.197477\n",
-            "\t\t0.046375 -0.005498 0.197472 0.046033 0.004040 0.197537\n",
-            "\t\t0.046001 -0.005761 0.197542 0.045716 0.004245 0.197592\n",
-            "\t\t0.045611 -0.005999 0.197608 0.045398 0.004449 0.197643\n",
-            "\t\t0.045206 -0.006211 0.197671 0.045079 0.004653 0.197690\n",
-            "\t\t0.044787 -0.006395 0.197729 0.044761 0.004857 0.197733\n",
-            "\t\t0.044357 -0.006549 0.197782 0.044442 0.005060 0.197773\n",
-            "\t\t0.043916 -0.006670 0.197835 0.044124 0.005264 0.197812\n",
-            "\t\t0.043467 -0.006758 0.197891 0.043806 0.005469 0.197851\n",
-            "\t\t0.043013 -0.006812 0.197948 0.043488 0.005673 0.197890\n",
-            "\t\t0.042556 -0.006833 0.198007 0.043171 0.005879 0.197931\n",
-            "\t\t0.042099 -0.006820 0.198066 0.042854 0.006086 0.197971\n",
-            "\t\t0.041644 -0.006776 0.198125 0.042538 0.006293 0.198012\n",
-            "\t\t0.041193 -0.006703 0.198184 0.042223 0.006502 0.198053\n",
-            "\t\t0.040747 -0.006601 0.198244 0.041909 0.006712 0.198093\n",
-            "\t\t0.040308 -0.006474 0.198303 0.041595 0.006924 0.198134\n",
-            "\t\t0.039876 -0.006324 0.198361 0.041283 0.007137 0.198176\n",
-            "\t\t0.039452 -0.006153 0.198419 0.040972 0.007351 0.198217\n",
-            "\t\t0.039036 -0.005962 0.198476 0.040661 0.007567 0.198258\n",
-            "\t\t0.038629 -0.005755 0.198533 0.040352 0.007785 0.198300\n",
-            "\t\t0.038229 -0.005532 0.198588 0.040044 0.008005 0.198342\n",
-            "\t\t0.037838 -0.005295 0.198643 0.039738 0.008226 0.198384\n",
-            "\t\t0.037455 -0.005046 0.198697 0.039432 0.008449 0.198426\n",
-            "\t\t0.037079 -0.004786 0.198750 0.039128 0.008673 0.198467\n",
-            "\t\t0.036710 -0.004515 0.198802 0.038826 0.008900 0.198509\n",
-            "\t\t0.036349 -0.004235 0.198854 0.038524 0.009128 0.198551\n",
-            "\t\t0.035994 -0.003947 0.198904 0.038224 0.009358 0.198593\n",
-            "\t\t0.035646 -0.003650 0.198954 0.037926 0.009591 0.198634\n",
-            "\t\t0.035304 -0.003347 0.199003 0.037629 0.009825 0.198676\n",
-            "\t\t0.034967 -0.003038 0.199052 0.037334 0.010061 0.198718\n",
-            "\t\t0.034636 -0.002722 0.199099 0.037040 0.010298 0.198759\n",
-            "\t\t0.034311 -0.002401 0.199147 0.036747 0.010538 0.198801\n",
-            "\t\t0.033990 -0.002075 0.199193 0.036457 0.010780 0.198842\n",
-            "\t\t0.033675 -0.001744 0.199239 0.036168 0.011023 0.198883\n",
-            "\t\t0.033364 -0.001409 0.199284 0.035880 0.011269 0.198925\n",
-            "\t\t0.033057 -0.001070 0.199329 0.035594 0.011516 0.198965\n",
-            "\t\t0.032754 -0.000727 0.199373 0.035310 0.011765 0.199006\n",
-            "\t\t0.032456 -0.000380 0.199416 0.035027 0.012017 0.199047\n",
-            "\t\t0.032162 -0.000031 0.199459 0.034746 0.012270 0.199088\n",
-            "\t\t0.031871 0.000322 0.199502 0.034467 0.012524 0.199128\n",
-            "\t\t0.031583 0.000678 0.199544 0.034189 0.012781 0.199168\n",
-            "\t\t0.031299 0.001036 0.199585 0.033913 0.013040 0.199208\n",
-            "\t\t0.031019 0.001397 0.199626 0.033639 0.013300 0.199248\n",
-            "\t\t0.030741 0.001761 0.199667 0.033367 0.013562 0.199288\n",
-            "\t\t0.030467 0.002127 0.199707 0.033096 0.013826 0.199327\n",
-            "\t\t0.030196 0.002494 0.199747 0.032827 0.014091 0.199366\n",
-            "\t\t0.029927 0.002864 0.199786 0.032559 0.014358 0.199405\n",
-            "\t\t0.029661 0.003236 0.199825 0.032294 0.014627 0.199444\n",
-            "\t\t0.029398 0.003610 0.199864 0.032030 0.014898 0.199482\n",
-            "\t\t0.029137 0.003986 0.199902 0.031767 0.015170 0.199521\n",
-            "\t\t0.028879 0.004363 0.199939 0.031507 0.015444 0.199559\n",
-            "\t\t0.028623 0.004742 0.199977 0.031248 0.015720 0.199597\n",
-            "\t\t0.028369 0.005122 0.200013 0.030991 0.015997 0.199634\n",
-            "\t\t0.028118 0.005504 0.200050 0.030735 0.016275 0.199672\n",
-            "\t\t0.027868 0.005888 0.200086 0.030481 0.016556 0.199709\n",
-            "\t\t0.027621 0.006272 0.200122 0.030229 0.016837 0.199746\n",
-            "\t\t0.027376 0.006658 0.200157 0.029979 0.017120 0.199782\n",
-            "\t\t0.027133 0.007046 0.200192 0.029730 0.017405 0.199819\n",
-            "\t\t0.026892 0.007434 0.200227 0.029483 0.017691 0.199855\n",
-            "\t\t0.026653 0.007824 0.200262 0.029237 0.017979 0.199891\n",
-            "\t\t0.026416 0.008215 0.200296 0.028993 0.018268 0.199926\n",
-            "\t\t0.026180 0.008607 0.200329 0.028751 0.018558 0.199961\n",
-            "\t\t0.025946 0.009000 0.200363 0.028510 0.018849 0.199996\n",
-            "\t\t0.025714 0.009393 0.200396 0.028271 0.019142 0.200031\n",
-            "\t\t0.025483 0.009788 0.200429 0.028034 0.019437 0.200065\n",
-            "\t\t0.025255 0.010184 0.200461 0.027798 0.019732 0.200099\n",
-            "\t\t0.025027 0.010581 0.200493 0.027564 0.020029 0.200133\n",
-            "\t\t0.024802 0.010979 0.200525 0.027331 0.020327 0.200167\n",
-            "\t\t0.024578 0.011377 0.200556 0.027100 0.020626 0.200200\n",
-            "\t\t0.024355 0.011776 0.200587 0.026870 0.020926 0.200233\n",
-            "\t\t0.024134 0.012177 0.200618 0.026642 0.021228 0.200266\n",
-            "\t\t0.023914 0.012578 0.200649 0.026416 0.021531 0.200298\n",
-            "\t\t0.023695 0.012979 0.200679 0.026191 0.021835 0.200330\n",
-            "\t\t0.023479 0.013382 0.200709 0.025967 0.022139 0.200362\n",
-            "\t\t0.023263 0.013785 0.200738 0.025745 0.022445 0.200394\n",
-            "\t\t0.023049 0.014189 0.200768 0.025525 0.022753 0.200425\n",
-            "\t\t0.022836 0.014594 0.200796 0.025306 0.023061 0.200456\n",
-            "\t\t0.022624 0.014999 0.200825 0.025088 0.023370 0.200486\n",
-            "\t\t0.022414 0.015405 0.200853 0.024872 0.023680 0.200517\n",
-            "\t\t0.022205 0.015811 0.200881 0.024657 0.023991 0.200547\n",
-            "\t\t0.021997 0.016219 0.200909 0.024444 0.024303 0.200576\n",
-            "\t\t0.021790 0.016627 0.200937 0.024232 0.024616 0.200606\n",
-            "\t\t0.021585 0.017035 0.200964 0.024021 0.024930 0.200635\n",
-            "\t\t0.021380 0.017444 0.200990 0.023812 0.025245 0.200663\n",
-            "\t\t0.021177 0.017854 0.201017 0.023604 0.025561 0.200692\n",
-            "\t\t0.020975 0.018264 0.201043 0.023398 0.025878 0.200720\n",
-            "\t\t0.020775 0.018675 0.201069 0.023193 0.026196 0.200748\n",
-            "\t\t0.020575 0.019086 0.201095 0.022989 0.026514 0.200775\n",
-            "\t\t0.020377 0.019498 0.201120 0.022787 0.026833 0.200802\n",
-            "\t\t0.020179 0.019911 0.201145 0.022585 0.027153 0.200829\n",
-            "\t\t0.019983 0.020324 0.201170 0.022386 0.027474 0.200856\n",
-            "\t\t0.019788 0.020737 0.201194 0.022187 0.027796 0.200882\n",
-            "\t\t0.019594 0.021151 0.201218 0.021990 0.028119 0.200908\n",
-            "\t\t0.019401 0.021566 0.201242 0.021794 0.028442 0.200934\n",
-            "\t\t0.019209 0.021981 0.201266 0.021599 0.028766 0.200959\n",
-            "\t\t0.019019 0.022396 0.201289 0.021406 0.029091 0.200984\n",
-            "\t\t0.018829 0.022812 0.201312 0.021213 0.029416 0.201009\n",
-            "\t\t0.018640 0.023229 0.201335 0.021022 0.029743 0.201033\n",
-            "\t\t0.018453 0.023646 0.201358 0.020833 0.030070 0.201057\n",
-            "\t\t0.018267 0.024064 0.201380 0.020644 0.030397 0.201081\n",
-            "\t\t0.018081 0.024482 0.201402 0.020457 0.030726 0.201105\n",
-            "\t\t0.017897 0.024900 0.201424 0.020270 0.031055 0.201128\n",
-            "\t\t0.017714 0.025319 0.201446 0.020085 0.031384 0.201151\n",
-            "\t\t0.017532 0.025739 0.201467 0.019901 0.031715 0.201174\n",
-            "\t\t0.017351 0.026159 0.201488 0.019719 0.032046 0.201196\n",
-            "\t\t0.017172 0.026579 0.201509 0.019537 0.032377 0.201218\n",
-            "\t\t0.016993 0.027000 0.201529 0.019357 0.032709 0.201240\n",
-            "\t\t0.016816 0.027421 0.201550 0.019177 0.033042 0.201262\n",
-            "\t\t0.016639 0.027843 0.201570 0.018999 0.033376 0.201283\n",
-            "\t\t0.016464 0.028266 0.201590 0.018822 0.033710 0.201304\n",
-            "\t\t0.016290 0.028688 0.201610 0.018646 0.034044 0.201325\n",
-            "\t\t0.016117 0.029112 0.201629 0.018471 0.034380 0.201345\n",
-            "\t\t0.015946 0.029536 0.201648 0.018297 0.034715 0.201366\n",
-            "\t\t0.015775 0.029960 0.201667 0.018124 0.035052 0.201386\n",
-            "\t\t0.015606 0.030385 0.201686 0.017953 0.035388 0.201406\n",
-            "\t\t0.015438 0.030810 0.201705 0.017782 0.035726 0.201425\n",
-            "\t\t0.015272 0.031236 0.201723 0.017612 0.036064 0.201445\n",
-            "\t\t0.015107 0.031662 0.201741 0.017444 0.036402 0.201464\n",
-            "\t\t0.014943 0.032089 0.201759 0.017276 0.036741 0.201483\n",
-            "\t\t0.014781 0.032517 0.201777 0.017110 0.037081 0.201502\n",
-            "\t\t0.014620 0.032945 0.201794 0.016945 0.037421 0.201520\n",
-            "\t\t0.014460 0.033373 0.201812 0.016780 0.037761 0.201539\n",
-            "\t\t0.014303 0.033802 0.201828 0.016617 0.038102 0.201557\n",
-            "\t\t0.014146 0.034232 0.201845 0.016454 0.038443 0.201575\n",
-            "\t\t0.013992 0.034662 0.201862 0.016293 0.038785 0.201593\n",
-            "\t\t0.013839 0.035093 0.201878 0.016133 0.039128 0.201611\n",
-            "\t\t0.013688 0.035525 0.201894 0.015973 0.039470 0.201628\n",
-            "\t\t0.013539 0.035957 0.201909 0.015815 0.039814 0.201646\n",
-            "\t\t0.013392 0.036390 0.201925 0.015657 0.040157 0.201663\n",
-            "\t\t0.013246 0.036823 0.201940 0.015501 0.040502 0.201680\n",
-            "\t\t0.013103 0.037258 0.201955 0.015346 0.040846 0.201697\n",
-            "\t\t0.012962 0.037693 0.201969 0.015191 0.041191 0.201714\n",
-            "\t\t0.012822 0.038128 0.201983 0.015037 0.041537 0.201730\n",
-            "\t\t0.012685 0.038564 0.201997 0.014885 0.041883 0.201747\n",
-            "\t\t0.012550 0.039001 0.202010 0.014733 0.042229 0.201763\n",
-            "\t\t0.012416 0.039438 0.202024 0.014583 0.042576 0.201779\n",
-            "\t\t0.012284 0.039876 0.202037 0.014433 0.042923 0.201795\n",
-            "\t\t0.012154 0.040314 0.202049 0.014284 0.043270 0.201811\n",
-            "\t\t0.012026 0.040753 0.202062 0.014136 0.043618 0.201827\n",
-            "\t\t0.011898 0.041192 0.202074 0.013989 0.043967 0.201843\n",
-            "\t\t0.011772 0.041632 0.202087 0.013843 0.044316 0.201858\n",
-            "\t\t0.011646 0.042071 0.202099 0.013698 0.044665 0.201873\n",
-            "\t\t0.011521 0.042511 0.202110 0.013554 0.045014 0.201889\n",
-            "\t\t0.011397 0.042951 0.202122 0.013411 0.045364 0.201904\n",
-            "\t\t0.011273 0.043391 0.202134 0.013269 0.045714 0.201919\n",
-            "\t\t0.011149 0.043831 0.202146 0.013127 0.046065 0.201933\n",
-            "\t\t0.011025 0.044271 0.202157 0.012987 0.046416 0.201948\n",
-            "\t\t0.010901 0.044712 0.202169 0.012847 0.046767 0.201963\n",
-            "\t\t0.010778 0.045152 0.202180 0.012709 0.047119 0.201977\n",
-            "\t\t0.010654 0.045592 0.202191 0.012571 0.047471 0.201991\n",
-            "\t\t0.010531 0.046032 0.202202 0.012434 0.047824 0.202005\n",
-            "\t\t0.010407 0.046473 0.202214 0.012298 0.048177 0.202019\n",
-            "\t\t0.010283 0.046913 0.202225 0.012163 0.048530 0.202033\n",
-            "\t\t0.010160 0.047353 0.202236 0.012029 0.048883 0.202046\n",
-            "\t\t0.010036 0.047793 0.202247 0.011896 0.049237 0.202060\n",
-            "\t\t0.009913 0.048234 0.202258 0.011763 0.049591 0.202073\n",
-            "\t\t0.009789 0.048674 0.202269 0.011632 0.049945 0.202086\n",
-            "\t\t0.009666 0.049114 0.202279 0.011500 0.050300 0.202099\n",
-            "\t\t0.009542 0.049554 0.202290 0.011370 0.050655 0.202112\n",
-            "\t\t0.009418 0.049994 0.202300 0.011241 0.051010 0.202125\n",
-            "\t\t0.009292 0.050434 0.202311 0.011106 0.051364 0.202138\n",
-            "\t\t0.009183 0.050878 0.202320 0.010905 0.051681 0.202157\n",
-            "\t\t0.009233 0.051328 0.202316 0.010601 0.051902 0.202186\n",
-            "\t\t0.009477 0.051711 0.202294 0.010237 0.051994 0.202222\n",
-            "\t\t0.009864 0.051946 0.202258 0.009864 0.051946 0.202258\n",
-            "\tsection 3\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049636 0.000316 0.200529 0.049636 0.000316 0.200529\n",
-            "\t\t0.049578 -0.000135 0.200540 0.049583 0.000689 0.200540\n",
-            "\t\t0.049460 -0.000573 0.200561 0.049447 0.001038 0.200565\n",
-            "\t\t0.049309 -0.001002 0.200589 0.049252 0.001359 0.200601\n",
-            "\t\t0.049134 -0.001421 0.200622 0.049019 0.001654 0.200645\n",
-            "\t\t0.048939 -0.001832 0.200659 0.048763 0.001929 0.200695\n",
-            "\t\t0.048726 -0.002233 0.200700 0.048490 0.002187 0.200749\n",
-            "\t\t0.048496 -0.002625 0.200746 0.048206 0.002433 0.200806\n",
-            "\t\t0.048251 -0.003007 0.200795 0.047913 0.002669 0.200866\n",
-            "\t\t0.047990 -0.003379 0.200848 0.047615 0.002897 0.200929\n",
-            "\t\t0.047713 -0.003740 0.200906 0.047311 0.003119 0.200992\n",
-            "\t\t0.047421 -0.004087 0.200967 0.047005 0.003336 0.201055\n",
-            "\t\t0.047113 -0.004421 0.201031 0.046695 0.003549 0.201119\n",
-            "\t\t0.046789 -0.004740 0.201098 0.046384 0.003759 0.201180\n",
-            "\t\t0.046449 -0.005041 0.201166 0.046070 0.003967 0.201239\n",
-            "\t\t0.046093 -0.005324 0.201233 0.045756 0.004172 0.201294\n",
-            "\t\t0.045721 -0.005585 0.201298 0.045441 0.004377 0.201345\n",
-            "\t\t0.045333 -0.005822 0.201360 0.045125 0.004580 0.201392\n",
-            "\t\t0.044931 -0.006033 0.201417 0.044809 0.004783 0.201435\n",
-            "\t\t0.044515 -0.006216 0.201469 0.044492 0.004986 0.201474\n",
-            "\t\t0.044087 -0.006369 0.201517 0.044176 0.005188 0.201511\n",
-            "\t\t0.043649 -0.006490 0.201565 0.043860 0.005391 0.201545\n",
-            "\t\t0.043203 -0.006577 0.201614 0.043544 0.005594 0.201580\n",
-            "\t\t0.042752 -0.006630 0.201665 0.043228 0.005798 0.201615\n",
-            "\t\t0.042298 -0.006651 0.201717 0.042913 0.006003 0.201651\n",
-            "\t\t0.041844 -0.006637 0.201769 0.042598 0.006208 0.201687\n",
-            "\t\t0.041392 -0.006593 0.201822 0.042285 0.006415 0.201724\n",
-            "\t\t0.040943 -0.006519 0.201875 0.041972 0.006623 0.201760\n",
-            "\t\t0.040501 -0.006417 0.201928 0.041659 0.006832 0.201797\n",
-            "\t\t0.040064 -0.006290 0.201980 0.041348 0.007042 0.201833\n",
-            "\t\t0.039635 -0.006140 0.202032 0.041038 0.007254 0.201870\n",
-            "\t\t0.039215 -0.005969 0.202084 0.040729 0.007468 0.201907\n",
-            "\t\t0.038802 -0.005779 0.202135 0.040421 0.007683 0.201944\n",
-            "\t\t0.038397 -0.005572 0.202185 0.040114 0.007899 0.201981\n",
-            "\t\t0.038001 -0.005350 0.202234 0.039808 0.008118 0.202018\n",
-            "\t\t0.037613 -0.005114 0.202283 0.039503 0.008338 0.202056\n",
-            "\t\t0.037232 -0.004865 0.202330 0.039200 0.008559 0.202093\n",
-            "\t\t0.036859 -0.004606 0.202377 0.038898 0.008783 0.202130\n",
-            "\t\t0.036493 -0.004336 0.202424 0.038597 0.009008 0.202168\n",
-            "\t\t0.036135 -0.004057 0.202469 0.038298 0.009236 0.202205\n",
-            "\t\t0.035783 -0.003770 0.202514 0.038000 0.009465 0.202242\n",
-            "\t\t0.035437 -0.003475 0.202558 0.037704 0.009696 0.202279\n",
-            "\t\t0.035097 -0.003174 0.202601 0.037409 0.009928 0.202316\n",
-            "\t\t0.034764 -0.002865 0.202644 0.037115 0.010163 0.202353\n",
-            "\t\t0.034435 -0.002551 0.202686 0.036824 0.010400 0.202390\n",
-            "\t\t0.034112 -0.002232 0.202727 0.036533 0.010638 0.202427\n",
-            "\t\t0.033794 -0.001907 0.202768 0.036245 0.010878 0.202464\n",
-            "\t\t0.033481 -0.001578 0.202808 0.035957 0.011121 0.202500\n",
-            "\t\t0.033172 -0.001245 0.202848 0.035672 0.011365 0.202536\n",
-            "\t\t0.032868 -0.000908 0.202887 0.035388 0.011611 0.202573\n",
-            "\t\t0.032567 -0.000567 0.202925 0.035105 0.011859 0.202609\n",
-            "\t\t0.032271 -0.000222 0.202963 0.034825 0.012108 0.202645\n",
-            "\t\t0.031979 0.000126 0.203001 0.034546 0.012360 0.202680\n",
-            "\t\t0.031690 0.000477 0.203038 0.034268 0.012613 0.202716\n",
-            "\t\t0.031405 0.000830 0.203074 0.033992 0.012869 0.202751\n",
-            "\t\t0.031123 0.001187 0.203110 0.033718 0.013126 0.202786\n",
-            "\t\t0.030844 0.001546 0.203145 0.033446 0.013384 0.202821\n",
-            "\t\t0.030569 0.001907 0.203180 0.033175 0.013645 0.202856\n",
-            "\t\t0.030297 0.002271 0.203215 0.032906 0.013907 0.202890\n",
-            "\t\t0.030027 0.002636 0.203249 0.032639 0.014171 0.202924\n",
-            "\t\t0.029760 0.003004 0.203282 0.032373 0.014437 0.202958\n",
-            "\t\t0.029496 0.003374 0.203315 0.032109 0.014704 0.202992\n",
-            "\t\t0.029235 0.003745 0.203348 0.031847 0.014973 0.203026\n",
-            "\t\t0.028976 0.004119 0.203381 0.031586 0.015244 0.203059\n",
-            "\t\t0.028719 0.004494 0.203412 0.031327 0.015516 0.203092\n",
-            "\t\t0.028465 0.004870 0.203444 0.031070 0.015790 0.203125\n",
-            "\t\t0.028213 0.005249 0.203475 0.030815 0.016066 0.203157\n",
-            "\t\t0.027963 0.005628 0.203506 0.030561 0.016343 0.203189\n",
-            "\t\t0.027716 0.006009 0.203536 0.030308 0.016621 0.203221\n",
-            "\t\t0.027470 0.006392 0.203566 0.030058 0.016901 0.203253\n",
-            "\t\t0.027227 0.006775 0.203595 0.029809 0.017182 0.203284\n",
-            "\t\t0.026986 0.007160 0.203624 0.029562 0.017465 0.203315\n",
-            "\t\t0.026746 0.007546 0.203653 0.029316 0.017749 0.203346\n",
-            "\t\t0.026508 0.007933 0.203681 0.029072 0.018035 0.203376\n",
-            "\t\t0.026272 0.008322 0.203709 0.028830 0.018322 0.203406\n",
-            "\t\t0.026038 0.008711 0.203737 0.028589 0.018611 0.203436\n",
-            "\t\t0.025806 0.009102 0.203764 0.028350 0.018900 0.203465\n",
-            "\t\t0.025575 0.009493 0.203791 0.028112 0.019191 0.203495\n",
-            "\t\t0.025346 0.009885 0.203817 0.027876 0.019484 0.203523\n",
-            "\t\t0.025119 0.010279 0.203843 0.027641 0.019777 0.203552\n",
-            "\t\t0.024893 0.010673 0.203869 0.027408 0.020072 0.203580\n",
-            "\t\t0.024669 0.011068 0.203894 0.027177 0.020368 0.203608\n",
-            "\t\t0.024446 0.011464 0.203919 0.026947 0.020665 0.203635\n",
-            "\t\t0.024224 0.011861 0.203943 0.026719 0.020964 0.203663\n",
-            "\t\t0.024004 0.012258 0.203967 0.026492 0.021263 0.203689\n",
-            "\t\t0.023786 0.012657 0.203991 0.026267 0.021564 0.203716\n",
-            "\t\t0.023569 0.013056 0.204014 0.026043 0.021866 0.203742\n",
-            "\t\t0.023353 0.013456 0.204037 0.025821 0.022169 0.203768\n",
-            "\t\t0.023139 0.013856 0.204060 0.025600 0.022473 0.203793\n",
-            "\t\t0.022926 0.014258 0.204082 0.025381 0.022778 0.203818\n",
-            "\t\t0.022714 0.014660 0.204104 0.025163 0.023084 0.203843\n",
-            "\t\t0.022503 0.015062 0.204126 0.024946 0.023391 0.203867\n",
-            "\t\t0.022294 0.015466 0.204147 0.024731 0.023699 0.203891\n",
-            "\t\t0.022086 0.015870 0.204167 0.024517 0.024008 0.203914\n",
-            "\t\t0.021880 0.016274 0.204188 0.024305 0.024318 0.203938\n",
-            "\t\t0.021674 0.016679 0.204208 0.024094 0.024629 0.203960\n",
-            "\t\t0.021470 0.017085 0.204227 0.023885 0.024941 0.203983\n",
-            "\t\t0.021266 0.017492 0.204247 0.023677 0.025254 0.204005\n",
-            "\t\t0.021064 0.017899 0.204265 0.023470 0.025567 0.204027\n",
-            "\t\t0.020864 0.018306 0.204284 0.023264 0.025882 0.204048\n",
-            "\t\t0.020664 0.018714 0.204302 0.023060 0.026197 0.204069\n",
-            "\t\t0.020465 0.019123 0.204320 0.022857 0.026514 0.204089\n",
-            "\t\t0.020268 0.019532 0.204337 0.022656 0.026831 0.204110\n",
-            "\t\t0.020071 0.019942 0.204355 0.022455 0.027149 0.204129\n",
-            "\t\t0.019876 0.020352 0.204371 0.022257 0.027467 0.204149\n",
-            "\t\t0.019682 0.020763 0.204388 0.022059 0.027787 0.204168\n",
-            "\t\t0.019489 0.021174 0.204404 0.021862 0.028107 0.204187\n",
-            "\t\t0.019297 0.021586 0.204420 0.021667 0.028428 0.204205\n",
-            "\t\t0.019106 0.021998 0.204435 0.021473 0.028750 0.204223\n",
-            "\t\t0.018916 0.022411 0.204450 0.021281 0.029073 0.204240\n",
-            "\t\t0.018727 0.022824 0.204465 0.021089 0.029396 0.204257\n",
-            "\t\t0.018540 0.023238 0.204480 0.020899 0.029720 0.204274\n",
-            "\t\t0.018353 0.023653 0.204494 0.020710 0.030044 0.204291\n",
-            "\t\t0.018168 0.024067 0.204508 0.020522 0.030370 0.204307\n",
-            "\t\t0.017983 0.024482 0.204522 0.020335 0.030696 0.204323\n",
-            "\t\t0.017800 0.024898 0.204536 0.020149 0.031023 0.204338\n",
-            "\t\t0.017617 0.025314 0.204549 0.019965 0.031350 0.204353\n",
-            "\t\t0.017436 0.025731 0.204562 0.019782 0.031678 0.204368\n",
-            "\t\t0.017256 0.026148 0.204574 0.019600 0.032007 0.204382\n",
-            "\t\t0.017077 0.026566 0.204587 0.019419 0.032336 0.204396\n",
-            "\t\t0.016899 0.026984 0.204600 0.019239 0.032666 0.204410\n",
-            "\t\t0.016722 0.027402 0.204612 0.019060 0.032996 0.204423\n",
-            "\t\t0.016546 0.027821 0.204624 0.018882 0.033327 0.204437\n",
-            "\t\t0.016372 0.028241 0.204636 0.018706 0.033659 0.204449\n",
-            "\t\t0.016198 0.028661 0.204647 0.018530 0.033991 0.204462\n",
-            "\t\t0.016026 0.029081 0.204659 0.018356 0.034324 0.204475\n",
-            "\t\t0.015855 0.029502 0.204670 0.018183 0.034657 0.204487\n",
-            "\t\t0.015685 0.029924 0.204682 0.018010 0.034991 0.204499\n",
-            "\t\t0.015517 0.030345 0.204693 0.017839 0.035326 0.204510\n",
-            "\t\t0.015349 0.030768 0.204703 0.017669 0.035661 0.204522\n",
-            "\t\t0.015183 0.031191 0.204714 0.017500 0.035996 0.204533\n",
-            "\t\t0.015018 0.031614 0.204725 0.017332 0.036332 0.204544\n",
-            "\t\t0.014855 0.032038 0.204735 0.017165 0.036669 0.204555\n",
-            "\t\t0.014693 0.032463 0.204746 0.016998 0.037006 0.204566\n",
-            "\t\t0.014532 0.032888 0.204756 0.016833 0.037343 0.204576\n",
-            "\t\t0.014373 0.033313 0.204766 0.016669 0.037681 0.204587\n",
-            "\t\t0.014216 0.033740 0.204776 0.016506 0.038020 0.204597\n",
-            "\t\t0.014060 0.034166 0.204786 0.016344 0.038359 0.204607\n",
-            "\t\t0.013906 0.034594 0.204795 0.016183 0.038698 0.204617\n",
-            "\t\t0.013753 0.035022 0.204805 0.016023 0.039038 0.204627\n",
-            "\t\t0.013602 0.035450 0.204814 0.015864 0.039378 0.204637\n",
-            "\t\t0.013453 0.035879 0.204823 0.015706 0.039719 0.204647\n",
-            "\t\t0.013306 0.036309 0.204832 0.015549 0.040060 0.204657\n",
-            "\t\t0.013160 0.036740 0.204841 0.015392 0.040402 0.204666\n",
-            "\t\t0.013017 0.037171 0.204850 0.015237 0.040744 0.204676\n",
-            "\t\t0.012875 0.037603 0.204858 0.015083 0.041087 0.204685\n",
-            "\t\t0.012736 0.038035 0.204866 0.014930 0.041430 0.204695\n",
-            "\t\t0.012598 0.038468 0.204874 0.014777 0.041773 0.204704\n",
-            "\t\t0.012463 0.038902 0.204882 0.014626 0.042117 0.204714\n",
-            "\t\t0.012329 0.039336 0.204890 0.014475 0.042461 0.204723\n",
-            "\t\t0.012197 0.039771 0.204897 0.014326 0.042806 0.204732\n",
-            "\t\t0.012066 0.040206 0.204905 0.014177 0.043151 0.204742\n",
-            "\t\t0.011937 0.040641 0.204912 0.014029 0.043497 0.204751\n",
-            "\t\t0.011809 0.041077 0.204919 0.013882 0.043842 0.204760\n",
-            "\t\t0.011682 0.041514 0.204926 0.013736 0.044189 0.204769\n",
-            "\t\t0.011556 0.041950 0.204933 0.013592 0.044535 0.204778\n",
-            "\t\t0.011430 0.042387 0.204940 0.013447 0.044882 0.204787\n",
-            "\t\t0.011305 0.042823 0.204947 0.013304 0.045230 0.204796\n",
-            "\t\t0.011180 0.043260 0.204954 0.013162 0.045577 0.204805\n",
-            "\t\t0.011055 0.043697 0.204961 0.013021 0.045926 0.204814\n",
-            "\t\t0.010931 0.044134 0.204968 0.012880 0.046274 0.204823\n",
-            "\t\t0.010806 0.044571 0.204975 0.012741 0.046623 0.204832\n",
-            "\t\t0.010682 0.045008 0.204982 0.012602 0.046972 0.204840\n",
-            "\t\t0.010557 0.045445 0.204988 0.012464 0.047322 0.204849\n",
-            "\t\t0.010433 0.045882 0.204995 0.012328 0.047672 0.204858\n",
-            "\t\t0.010309 0.046319 0.205002 0.012192 0.048022 0.204866\n",
-            "\t\t0.010184 0.046756 0.205009 0.012056 0.048373 0.204875\n",
-            "\t\t0.010060 0.047193 0.205016 0.011922 0.048723 0.204883\n",
-            "\t\t0.009936 0.047630 0.205023 0.011789 0.049075 0.204892\n",
-            "\t\t0.009812 0.048067 0.205030 0.011656 0.049426 0.204900\n",
-            "\t\t0.009687 0.048504 0.205037 0.011524 0.049778 0.204908\n",
-            "\t\t0.009563 0.048941 0.205044 0.011393 0.050130 0.204917\n",
-            "\t\t0.009439 0.049378 0.205050 0.011262 0.050482 0.204925\n",
-            "\t\t0.009313 0.049815 0.205057 0.011133 0.050835 0.204933\n",
-            "\t\t0.009186 0.050251 0.205064 0.010997 0.051185 0.204941\n",
-            "\t\t0.009079 0.050692 0.205070 0.010794 0.051499 0.204953\n",
-            "\t\t0.009130 0.051140 0.205067 0.010489 0.051715 0.204973\n",
-            "\t\t0.009372 0.051520 0.205050 0.010127 0.051805 0.204998\n",
-            "\t\t0.009756 0.051755 0.205024 0.009756 0.051755 0.205024\n",
-            "\tsection 4\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049362 0.000435 0.204333 0.049362 0.000435 0.204333\n",
-            "\t\t0.049304 -0.000013 0.204343 0.049311 0.000806 0.204343\n",
-            "\t\t0.049188 -0.000449 0.204364 0.049177 0.001154 0.204367\n",
-            "\t\t0.049039 -0.000875 0.204390 0.048985 0.001474 0.204401\n",
-            "\t\t0.048866 -0.001293 0.204421 0.048755 0.001769 0.204443\n",
-            "\t\t0.048672 -0.001701 0.204456 0.048501 0.002043 0.204490\n",
-            "\t\t0.048461 -0.002100 0.204495 0.048230 0.002301 0.204541\n",
-            "\t\t0.048234 -0.002490 0.204538 0.047948 0.002546 0.204595\n",
-            "\t\t0.047990 -0.002871 0.204584 0.047658 0.002781 0.204651\n",
-            "\t\t0.047731 -0.003241 0.204635 0.047362 0.003009 0.204710\n",
-            "\t\t0.047456 -0.003600 0.204689 0.047061 0.003230 0.204769\n",
-            "\t\t0.047166 -0.003946 0.204747 0.046756 0.003446 0.204829\n",
-            "\t\t0.046861 -0.004278 0.204807 0.046449 0.003659 0.204888\n",
-            "\t\t0.046539 -0.004595 0.204869 0.046140 0.003868 0.204945\n",
-            "\t\t0.046201 -0.004896 0.204932 0.045829 0.004075 0.205000\n",
-            "\t\t0.045847 -0.005177 0.204995 0.045516 0.004280 0.205051\n",
-            "\t\t0.045478 -0.005436 0.205055 0.045203 0.004484 0.205098\n",
-            "\t\t0.045093 -0.005673 0.205111 0.044889 0.004686 0.205141\n",
-            "\t\t0.044693 -0.005883 0.205163 0.044575 0.004889 0.205180\n",
-            "\t\t0.044280 -0.006065 0.205210 0.044261 0.005091 0.205215\n",
-            "\t\t0.043854 -0.006217 0.205252 0.043947 0.005292 0.205248\n",
-            "\t\t0.043419 -0.006336 0.205294 0.043633 0.005495 0.205278\n",
-            "\t\t0.042975 -0.006423 0.205337 0.043319 0.005697 0.205309\n",
-            "\t\t0.042527 -0.006475 0.205381 0.043005 0.005900 0.205340\n",
-            "\t\t0.042075 -0.006495 0.205427 0.042692 0.006104 0.205372\n",
-            "\t\t0.041624 -0.006480 0.205473 0.042380 0.006309 0.205404\n",
-            "\t\t0.041174 -0.006436 0.205519 0.042068 0.006515 0.205435\n",
-            "\t\t0.040729 -0.006361 0.205565 0.041757 0.006722 0.205468\n",
-            "\t\t0.040289 -0.006259 0.205612 0.041447 0.006930 0.205500\n",
-            "\t\t0.039855 -0.006132 0.205658 0.041138 0.007140 0.205532\n",
-            "\t\t0.039430 -0.005981 0.205703 0.040830 0.007351 0.205564\n",
-            "\t\t0.039011 -0.005810 0.205748 0.040522 0.007564 0.205597\n",
-            "\t\t0.038602 -0.005620 0.205793 0.040216 0.007778 0.205630\n",
-            "\t\t0.038200 -0.005414 0.205837 0.039911 0.007994 0.205662\n",
-            "\t\t0.037806 -0.005192 0.205880 0.039608 0.008211 0.205695\n",
-            "\t\t0.037421 -0.004956 0.205922 0.039305 0.008430 0.205728\n",
-            "\t\t0.037043 -0.004708 0.205964 0.039004 0.008651 0.205761\n",
-            "\t\t0.036673 -0.004450 0.206005 0.038704 0.008874 0.205794\n",
-            "\t\t0.036310 -0.004181 0.206045 0.038405 0.009098 0.205826\n",
-            "\t\t0.035954 -0.003903 0.206085 0.038108 0.009325 0.205859\n",
-            "\t\t0.035605 -0.003616 0.206124 0.037812 0.009553 0.205891\n",
-            "\t\t0.035262 -0.003323 0.206162 0.037518 0.009783 0.205924\n",
-            "\t\t0.034924 -0.003022 0.206199 0.037225 0.010015 0.205956\n",
-            "\t\t0.034593 -0.002715 0.206236 0.036933 0.010249 0.205989\n",
-            "\t\t0.034267 -0.002402 0.206273 0.036644 0.010484 0.206021\n",
-            "\t\t0.033946 -0.002084 0.206308 0.036355 0.010722 0.206053\n",
-            "\t\t0.033631 -0.001761 0.206343 0.036068 0.010961 0.206085\n",
-            "\t\t0.033320 -0.001433 0.206378 0.035783 0.011202 0.206117\n",
-            "\t\t0.033013 -0.001101 0.206412 0.035499 0.011445 0.206148\n",
-            "\t\t0.032711 -0.000766 0.206445 0.035217 0.011690 0.206180\n",
-            "\t\t0.032413 -0.000426 0.206478 0.034937 0.011937 0.206211\n",
-            "\t\t0.032119 -0.000083 0.206510 0.034658 0.012186 0.206242\n",
-            "\t\t0.031829 0.000263 0.206542 0.034381 0.012436 0.206273\n",
-            "\t\t0.031542 0.000612 0.206573 0.034105 0.012688 0.206304\n",
-            "\t\t0.031259 0.000964 0.206604 0.033831 0.012942 0.206334\n",
-            "\t\t0.030979 0.001319 0.206634 0.033559 0.013198 0.206364\n",
-            "\t\t0.030703 0.001676 0.206664 0.033288 0.013456 0.206394\n",
-            "\t\t0.030429 0.002035 0.206693 0.033019 0.013715 0.206424\n",
-            "\t\t0.030159 0.002397 0.206722 0.032752 0.013976 0.206454\n",
-            "\t\t0.029891 0.002761 0.206751 0.032487 0.014238 0.206483\n",
-            "\t\t0.029626 0.003127 0.206779 0.032223 0.014503 0.206512\n",
-            "\t\t0.029364 0.003494 0.206806 0.031960 0.014769 0.206541\n",
-            "\t\t0.029104 0.003864 0.206833 0.031700 0.015037 0.206569\n",
-            "\t\t0.028847 0.004235 0.206860 0.031441 0.015306 0.206597\n",
-            "\t\t0.028592 0.004608 0.206886 0.031183 0.015577 0.206625\n",
-            "\t\t0.028340 0.004983 0.206911 0.030928 0.015849 0.206653\n",
-            "\t\t0.028090 0.005359 0.206937 0.030674 0.016123 0.206680\n",
-            "\t\t0.027842 0.005737 0.206961 0.030421 0.016399 0.206707\n",
-            "\t\t0.027596 0.006116 0.206986 0.030171 0.016675 0.206733\n",
-            "\t\t0.027352 0.006496 0.207010 0.029922 0.016954 0.206760\n",
-            "\t\t0.027110 0.006877 0.207033 0.029674 0.017234 0.206786\n",
-            "\t\t0.026870 0.007260 0.207056 0.029428 0.017515 0.206811\n",
-            "\t\t0.026632 0.007644 0.207079 0.029184 0.017798 0.206837\n",
-            "\t\t0.026396 0.008029 0.207101 0.028942 0.018082 0.206862\n",
-            "\t\t0.026161 0.008415 0.207123 0.028701 0.018367 0.206886\n",
-            "\t\t0.025929 0.008802 0.207144 0.028461 0.018654 0.206911\n",
-            "\t\t0.025698 0.009191 0.207165 0.028223 0.018942 0.206935\n",
-            "\t\t0.025469 0.009580 0.207185 0.027987 0.019232 0.206958\n",
-            "\t\t0.025241 0.009970 0.207205 0.027752 0.019522 0.206981\n",
-            "\t\t0.025015 0.010361 0.207225 0.027519 0.019814 0.207004\n",
-            "\t\t0.024790 0.010753 0.207244 0.027288 0.020107 0.207027\n",
-            "\t\t0.024567 0.011146 0.207263 0.027058 0.020402 0.207049\n",
-            "\t\t0.024346 0.011539 0.207281 0.026829 0.020697 0.207070\n",
-            "\t\t0.024126 0.011934 0.207299 0.026602 0.020994 0.207092\n",
-            "\t\t0.023907 0.012329 0.207317 0.026376 0.021292 0.207113\n",
-            "\t\t0.023690 0.012725 0.207334 0.026152 0.021590 0.207133\n",
-            "\t\t0.023474 0.013122 0.207350 0.025930 0.021890 0.207153\n",
-            "\t\t0.023260 0.013520 0.207366 0.025708 0.022191 0.207173\n",
-            "\t\t0.023047 0.013918 0.207382 0.025489 0.022494 0.207192\n",
-            "\t\t0.022835 0.014317 0.207397 0.025270 0.022797 0.207211\n",
-            "\t\t0.022624 0.014716 0.207412 0.025054 0.023101 0.207229\n",
-            "\t\t0.022415 0.015117 0.207426 0.024838 0.023406 0.207248\n",
-            "\t\t0.022207 0.015518 0.207440 0.024624 0.023712 0.207265\n",
-            "\t\t0.022000 0.015919 0.207453 0.024411 0.024019 0.207282\n",
-            "\t\t0.021794 0.016321 0.207467 0.024200 0.024328 0.207299\n",
-            "\t\t0.021590 0.016724 0.207479 0.023990 0.024637 0.207315\n",
-            "\t\t0.021386 0.017128 0.207491 0.023782 0.024947 0.207331\n",
-            "\t\t0.021184 0.017532 0.207503 0.023574 0.025257 0.207347\n",
-            "\t\t0.020983 0.017936 0.207514 0.023369 0.025569 0.207361\n",
-            "\t\t0.020783 0.018341 0.207525 0.023164 0.025882 0.207376\n",
-            "\t\t0.020585 0.018747 0.207535 0.022961 0.026195 0.207390\n",
-            "\t\t0.020387 0.019153 0.207545 0.022759 0.026509 0.207404\n",
-            "\t\t0.020191 0.019560 0.207555 0.022558 0.026824 0.207417\n",
-            "\t\t0.019995 0.019967 0.207564 0.022359 0.027140 0.207430\n",
-            "\t\t0.019801 0.020375 0.207573 0.022160 0.027457 0.207442\n",
-            "\t\t0.019608 0.020783 0.207581 0.021964 0.027775 0.207454\n",
-            "\t\t0.019415 0.021192 0.207589 0.021768 0.028093 0.207465\n",
-            "\t\t0.019224 0.021601 0.207597 0.021573 0.028412 0.207476\n",
-            "\t\t0.019034 0.022011 0.207604 0.021380 0.028732 0.207486\n",
-            "\t\t0.018845 0.022421 0.207611 0.021188 0.029052 0.207496\n",
-            "\t\t0.018657 0.022832 0.207618 0.020997 0.029373 0.207506\n",
-            "\t\t0.018470 0.023243 0.207624 0.020808 0.029695 0.207515\n",
-            "\t\t0.018285 0.023655 0.207630 0.020619 0.030018 0.207524\n",
-            "\t\t0.018100 0.024067 0.207636 0.020432 0.030341 0.207532\n",
-            "\t\t0.017916 0.024480 0.207642 0.020246 0.030665 0.207540\n",
-            "\t\t0.017733 0.024893 0.207647 0.020061 0.030989 0.207548\n",
-            "\t\t0.017552 0.025306 0.207652 0.019877 0.031315 0.207555\n",
-            "\t\t0.017371 0.025720 0.207657 0.019695 0.031640 0.207562\n",
-            "\t\t0.017192 0.026135 0.207661 0.019513 0.031967 0.207568\n",
-            "\t\t0.017013 0.026550 0.207666 0.019333 0.032294 0.207574\n",
-            "\t\t0.016836 0.026965 0.207670 0.019153 0.032622 0.207580\n",
-            "\t\t0.016660 0.027381 0.207674 0.018975 0.032950 0.207585\n",
-            "\t\t0.016485 0.027798 0.207678 0.018798 0.033279 0.207590\n",
-            "\t\t0.016311 0.028215 0.207682 0.018622 0.033608 0.207595\n",
-            "\t\t0.016138 0.028632 0.207685 0.018447 0.033938 0.207599\n",
-            "\t\t0.015966 0.029050 0.207689 0.018273 0.034269 0.207604\n",
-            "\t\t0.015795 0.029468 0.207692 0.018100 0.034600 0.207608\n",
-            "\t\t0.015626 0.029887 0.207696 0.017928 0.034932 0.207611\n",
-            "\t\t0.015458 0.030306 0.207699 0.017757 0.035264 0.207615\n",
-            "\t\t0.015291 0.030726 0.207702 0.017587 0.035597 0.207618\n",
-            "\t\t0.015125 0.031146 0.207705 0.017418 0.035930 0.207621\n",
-            "\t\t0.014961 0.031567 0.207708 0.017251 0.036264 0.207624\n",
-            "\t\t0.014798 0.031988 0.207711 0.017084 0.036598 0.207627\n",
-            "\t\t0.014636 0.032410 0.207715 0.016918 0.036933 0.207630\n",
-            "\t\t0.014476 0.032832 0.207718 0.016753 0.037268 0.207632\n",
-            "\t\t0.014317 0.033255 0.207721 0.016590 0.037604 0.207635\n",
-            "\t\t0.014160 0.033678 0.207723 0.016427 0.037940 0.207637\n",
-            "\t\t0.014004 0.034102 0.207726 0.016265 0.038277 0.207640\n",
-            "\t\t0.013850 0.034527 0.207729 0.016104 0.038614 0.207642\n",
-            "\t\t0.013697 0.034952 0.207732 0.015944 0.038952 0.207644\n",
-            "\t\t0.013547 0.035378 0.207734 0.015786 0.039290 0.207646\n",
-            "\t\t0.013398 0.035804 0.207737 0.015628 0.039629 0.207649\n",
-            "\t\t0.013250 0.036231 0.207740 0.015471 0.039968 0.207651\n",
-            "\t\t0.013105 0.036659 0.207743 0.015315 0.040307 0.207653\n",
-            "\t\t0.012961 0.037087 0.207745 0.015160 0.040647 0.207655\n",
-            "\t\t0.012820 0.037516 0.207747 0.015005 0.040987 0.207657\n",
-            "\t\t0.012680 0.037946 0.207750 0.014852 0.041328 0.207660\n",
-            "\t\t0.012542 0.038376 0.207752 0.014700 0.041669 0.207662\n",
-            "\t\t0.012406 0.038807 0.207754 0.014549 0.042011 0.207665\n",
-            "\t\t0.012272 0.039238 0.207756 0.014398 0.042353 0.207667\n",
-            "\t\t0.012139 0.039670 0.207758 0.014249 0.042695 0.207669\n",
-            "\t\t0.012008 0.040102 0.207760 0.014100 0.043038 0.207672\n",
-            "\t\t0.011878 0.040535 0.207762 0.013952 0.043381 0.207674\n",
-            "\t\t0.011750 0.040968 0.207764 0.013806 0.043724 0.207677\n",
-            "\t\t0.011622 0.041401 0.207766 0.013660 0.044068 0.207680\n",
-            "\t\t0.011495 0.041835 0.207768 0.013515 0.044413 0.207683\n",
-            "\t\t0.011368 0.042268 0.207770 0.013371 0.044757 0.207686\n",
-            "\t\t0.011242 0.042702 0.207772 0.013228 0.045102 0.207688\n",
-            "\t\t0.011117 0.043136 0.207774 0.013085 0.045448 0.207691\n",
-            "\t\t0.010991 0.043570 0.207776 0.012944 0.045794 0.207694\n",
-            "\t\t0.010866 0.044004 0.207779 0.012803 0.046140 0.207698\n",
-            "\t\t0.010740 0.044438 0.207781 0.012664 0.046486 0.207701\n",
-            "\t\t0.010615 0.044872 0.207783 0.012525 0.046833 0.207704\n",
-            "\t\t0.010490 0.045306 0.207786 0.012387 0.047180 0.207707\n",
-            "\t\t0.010365 0.045740 0.207788 0.012250 0.047528 0.207711\n",
-            "\t\t0.010240 0.046174 0.207791 0.012114 0.047876 0.207714\n",
-            "\t\t0.010115 0.046608 0.207793 0.011979 0.048224 0.207717\n",
-            "\t\t0.009989 0.047042 0.207796 0.011844 0.048573 0.207720\n",
-            "\t\t0.009864 0.047476 0.207799 0.011711 0.048921 0.207724\n",
-            "\t\t0.009739 0.047910 0.207802 0.011578 0.049270 0.207727\n",
-            "\t\t0.009614 0.048344 0.207805 0.011445 0.049620 0.207731\n",
-            "\t\t0.009489 0.048778 0.207808 0.011314 0.049969 0.207734\n",
-            "\t\t0.009364 0.049212 0.207811 0.011182 0.050319 0.207738\n",
-            "\t\t0.009237 0.049646 0.207814 0.011053 0.050670 0.207741\n",
-            "\t\t0.009110 0.050079 0.207817 0.010917 0.051018 0.207745\n",
-            "\t\t0.009003 0.050517 0.207820 0.010711 0.051327 0.207750\n",
-            "\t\t0.009055 0.050962 0.207818 0.010406 0.051539 0.207761\n",
-            "\t\t0.009295 0.051340 0.207807 0.010045 0.051626 0.207775\n",
-            "\t\t0.009677 0.051575 0.207791 0.009677 0.051575 0.207791\n",
-            "\tsection 5\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049129 0.000529 0.208138 0.049129 0.000529 0.208138\n",
-            "\t\t0.049073 0.000083 0.208147 0.049079 0.000898 0.208147\n",
-            "\t\t0.048958 -0.000351 0.208166 0.048948 0.001245 0.208169\n",
-            "\t\t0.048810 -0.000775 0.208191 0.048757 0.001564 0.208202\n",
-            "\t\t0.048638 -0.001191 0.208220 0.048530 0.001857 0.208241\n",
-            "\t\t0.048446 -0.001597 0.208253 0.048278 0.002130 0.208285\n",
-            "\t\t0.048237 -0.001994 0.208290 0.048010 0.002388 0.208333\n",
-            "\t\t0.048011 -0.002383 0.208330 0.047730 0.002632 0.208383\n",
-            "\t\t0.047769 -0.002761 0.208374 0.047442 0.002867 0.208437\n",
-            "\t\t0.047512 -0.003130 0.208421 0.047148 0.003094 0.208492\n",
-            "\t\t0.047239 -0.003487 0.208472 0.046849 0.003315 0.208547\n",
-            "\t\t0.046951 -0.003832 0.208526 0.046546 0.003531 0.208603\n",
-            "\t\t0.046647 -0.004163 0.208582 0.046241 0.003743 0.208658\n",
-            "\t\t0.046327 -0.004478 0.208640 0.045933 0.003952 0.208710\n",
-            "\t\t0.045992 -0.004777 0.208698 0.045624 0.004158 0.208761\n",
-            "\t\t0.045640 -0.005057 0.208756 0.045314 0.004363 0.208808\n",
-            "\t\t0.045273 -0.005316 0.208812 0.045003 0.004566 0.208851\n",
-            "\t\t0.044890 -0.005551 0.208863 0.044691 0.004768 0.208890\n",
-            "\t\t0.044492 -0.005760 0.208910 0.044379 0.004970 0.208925\n",
-            "\t\t0.044081 -0.005941 0.208950 0.044067 0.005172 0.208956\n",
-            "\t\t0.043658 -0.006092 0.208988 0.043755 0.005373 0.208985\n",
-            "\t\t0.043225 -0.006210 0.209023 0.043443 0.005575 0.209011\n",
-            "\t\t0.042783 -0.006296 0.209059 0.043131 0.005777 0.209038\n",
-            "\t\t0.042337 -0.006347 0.209098 0.042819 0.005980 0.209065\n",
-            "\t\t0.041888 -0.006366 0.209137 0.042508 0.006183 0.209092\n",
-            "\t\t0.041439 -0.006350 0.209176 0.042198 0.006388 0.209120\n",
-            "\t\t0.040992 -0.006305 0.209216 0.041888 0.006593 0.209147\n",
-            "\t\t0.040549 -0.006229 0.209256 0.041579 0.006800 0.209175\n",
-            "\t\t0.040112 -0.006127 0.209295 0.041271 0.007008 0.209203\n",
-            "\t\t0.039681 -0.005999 0.209335 0.040964 0.007217 0.209231\n",
-            "\t\t0.039258 -0.005848 0.209374 0.040658 0.007427 0.209259\n",
-            "\t\t0.038843 -0.005676 0.209413 0.040353 0.007639 0.209287\n",
-            "\t\t0.038436 -0.005486 0.209451 0.040049 0.007853 0.209315\n",
-            "\t\t0.038037 -0.005280 0.209489 0.039746 0.008068 0.209343\n",
-            "\t\t0.037646 -0.005058 0.209526 0.039444 0.008285 0.209372\n",
-            "\t\t0.037263 -0.004822 0.209562 0.039143 0.008504 0.209400\n",
-            "\t\t0.036888 -0.004575 0.209598 0.038844 0.008724 0.209428\n",
-            "\t\t0.036521 -0.004316 0.209633 0.038546 0.008946 0.209457\n",
-            "\t\t0.036160 -0.004048 0.209667 0.038250 0.009170 0.209485\n",
-            "\t\t0.035807 -0.003771 0.209701 0.037954 0.009396 0.209513\n",
-            "\t\t0.035460 -0.003485 0.209734 0.037660 0.009623 0.209541\n",
-            "\t\t0.035119 -0.003192 0.209766 0.037368 0.009853 0.209569\n",
-            "\t\t0.034785 -0.002892 0.209798 0.037077 0.010084 0.209596\n",
-            "\t\t0.034456 -0.002586 0.209829 0.036788 0.010317 0.209624\n",
-            "\t\t0.034132 -0.002274 0.209859 0.036500 0.010552 0.209652\n",
-            "\t\t0.033814 -0.001957 0.209889 0.036213 0.010789 0.209679\n",
-            "\t\t0.033501 -0.001635 0.209919 0.035928 0.011027 0.209706\n",
-            "\t\t0.033192 -0.001309 0.209948 0.035645 0.011268 0.209733\n",
-            "\t\t0.032888 -0.000978 0.209976 0.035363 0.011510 0.209760\n",
-            "\t\t0.032588 -0.000644 0.210003 0.035083 0.011754 0.209787\n",
-            "\t\t0.032292 -0.000305 0.210031 0.034804 0.012000 0.209813\n",
-            "\t\t0.032000 0.000036 0.210057 0.034527 0.012248 0.209840\n",
-            "\t\t0.031712 0.000381 0.210083 0.034252 0.012497 0.209866\n",
-            "\t\t0.031427 0.000728 0.210109 0.033978 0.012748 0.209892\n",
-            "\t\t0.031146 0.001079 0.210134 0.033706 0.013002 0.209917\n",
-            "\t\t0.030869 0.001432 0.210159 0.033435 0.013256 0.209943\n",
-            "\t\t0.030594 0.001788 0.210183 0.033166 0.013513 0.209968\n",
-            "\t\t0.030322 0.002146 0.210207 0.032899 0.013771 0.209992\n",
-            "\t\t0.030054 0.002506 0.210230 0.032634 0.014031 0.210017\n",
-            "\t\t0.029788 0.002868 0.210252 0.032370 0.014293 0.210041\n",
-            "\t\t0.029525 0.003232 0.210275 0.032107 0.014556 0.210065\n",
-            "\t\t0.029264 0.003598 0.210296 0.031847 0.014821 0.210089\n",
-            "\t\t0.029006 0.003966 0.210318 0.031588 0.015087 0.210112\n",
-            "\t\t0.028751 0.004336 0.210339 0.031330 0.015356 0.210135\n",
-            "\t\t0.028498 0.004707 0.210359 0.031075 0.015625 0.210158\n",
-            "\t\t0.028247 0.005080 0.210379 0.030821 0.015896 0.210181\n",
-            "\t\t0.027998 0.005454 0.210398 0.030568 0.016169 0.210203\n",
-            "\t\t0.027752 0.005830 0.210417 0.030317 0.016443 0.210224\n",
-            "\t\t0.027508 0.006207 0.210435 0.030068 0.016719 0.210246\n",
-            "\t\t0.027266 0.006585 0.210453 0.029820 0.016996 0.210267\n",
-            "\t\t0.027025 0.006965 0.210471 0.029575 0.017275 0.210288\n",
-            "\t\t0.026787 0.007346 0.210488 0.029330 0.017555 0.210308\n",
-            "\t\t0.026550 0.007728 0.210505 0.029087 0.017836 0.210328\n",
-            "\t\t0.026316 0.008111 0.210521 0.028846 0.018119 0.210347\n",
-            "\t\t0.026083 0.008495 0.210536 0.028607 0.018403 0.210367\n",
-            "\t\t0.025852 0.008880 0.210551 0.028368 0.018688 0.210386\n",
-            "\t\t0.025622 0.009267 0.210566 0.028132 0.018975 0.210404\n",
-            "\t\t0.025394 0.009654 0.210580 0.027897 0.019263 0.210422\n",
-            "\t\t0.025168 0.010042 0.210594 0.027664 0.019552 0.210439\n",
-            "\t\t0.024943 0.010431 0.210607 0.027432 0.019843 0.210457\n",
-            "\t\t0.024720 0.010821 0.210620 0.027201 0.020134 0.210473\n",
-            "\t\t0.024498 0.011212 0.210632 0.026972 0.020427 0.210490\n",
-            "\t\t0.024278 0.011603 0.210644 0.026745 0.020721 0.210506\n",
-            "\t\t0.024059 0.011996 0.210655 0.026519 0.021016 0.210521\n",
-            "\t\t0.023842 0.012389 0.210666 0.026295 0.021312 0.210536\n",
-            "\t\t0.023626 0.012783 0.210676 0.026072 0.021610 0.210551\n",
-            "\t\t0.023412 0.013178 0.210686 0.025850 0.021908 0.210565\n",
-            "\t\t0.023198 0.013573 0.210695 0.025630 0.022207 0.210578\n",
-            "\t\t0.022986 0.013969 0.210704 0.025411 0.022508 0.210591\n",
-            "\t\t0.022776 0.014366 0.210712 0.025194 0.022809 0.210604\n",
-            "\t\t0.022566 0.014764 0.210719 0.024978 0.023112 0.210616\n",
-            "\t\t0.022358 0.015162 0.210727 0.024764 0.023416 0.210628\n",
-            "\t\t0.022151 0.015561 0.210733 0.024551 0.023720 0.210639\n",
-            "\t\t0.021945 0.015960 0.210739 0.024339 0.024025 0.210650\n",
-            "\t\t0.021741 0.016360 0.210745 0.024129 0.024332 0.210660\n",
-            "\t\t0.021537 0.016761 0.210750 0.023920 0.024639 0.210670\n",
-            "\t\t0.021335 0.017162 0.210755 0.023712 0.024947 0.210679\n",
-            "\t\t0.021134 0.017564 0.210759 0.023506 0.025256 0.210688\n",
-            "\t\t0.020934 0.017966 0.210762 0.023301 0.025566 0.210696\n",
-            "\t\t0.020735 0.018369 0.210766 0.023097 0.025877 0.210704\n",
-            "\t\t0.020537 0.018772 0.210768 0.022895 0.026189 0.210711\n",
-            "\t\t0.020341 0.019176 0.210771 0.022693 0.026501 0.210718\n",
-            "\t\t0.020145 0.019581 0.210772 0.022494 0.026815 0.210724\n",
-            "\t\t0.019950 0.019986 0.210774 0.022295 0.027129 0.210730\n",
-            "\t\t0.019757 0.020391 0.210774 0.022097 0.027444 0.210735\n",
-            "\t\t0.019565 0.020797 0.210775 0.021901 0.027759 0.210739\n",
-            "\t\t0.019373 0.021204 0.210775 0.021706 0.028076 0.210744\n",
-            "\t\t0.019183 0.021611 0.210774 0.021513 0.028393 0.210747\n",
-            "\t\t0.018994 0.022018 0.210773 0.021320 0.028711 0.210750\n",
-            "\t\t0.018806 0.022426 0.210772 0.021129 0.029029 0.210753\n",
-            "\t\t0.018619 0.022835 0.210771 0.020939 0.029348 0.210755\n",
-            "\t\t0.018432 0.023244 0.210769 0.020750 0.029668 0.210756\n",
-            "\t\t0.018247 0.023653 0.210767 0.020562 0.029989 0.210757\n",
-            "\t\t0.018063 0.024063 0.210764 0.020375 0.030310 0.210758\n",
-            "\t\t0.017880 0.024473 0.210761 0.020189 0.030632 0.210758\n",
-            "\t\t0.017698 0.024884 0.210758 0.020005 0.030955 0.210758\n",
-            "\t\t0.017518 0.025295 0.210755 0.019822 0.031278 0.210757\n",
-            "\t\t0.017338 0.025707 0.210751 0.019640 0.031602 0.210756\n",
-            "\t\t0.017159 0.026119 0.210748 0.019458 0.031927 0.210754\n",
-            "\t\t0.016981 0.026532 0.210744 0.019279 0.032252 0.210752\n",
-            "\t\t0.016804 0.026945 0.210740 0.019100 0.032578 0.210750\n",
-            "\t\t0.016629 0.027359 0.210736 0.018922 0.032904 0.210747\n",
-            "\t\t0.016454 0.027773 0.210732 0.018745 0.033231 0.210744\n",
-            "\t\t0.016281 0.028187 0.210727 0.018569 0.033558 0.210740\n",
-            "\t\t0.016108 0.028602 0.210723 0.018395 0.033887 0.210737\n",
-            "\t\t0.015937 0.029017 0.210719 0.018221 0.034215 0.210733\n",
-            "\t\t0.015767 0.029433 0.210714 0.018049 0.034544 0.210729\n",
-            "\t\t0.015598 0.029850 0.210710 0.017877 0.034874 0.210724\n",
-            "\t\t0.015430 0.030266 0.210705 0.017707 0.035204 0.210720\n",
-            "\t\t0.015264 0.030684 0.210701 0.017537 0.035535 0.210715\n",
-            "\t\t0.015099 0.031102 0.210696 0.017369 0.035866 0.210710\n",
-            "\t\t0.014935 0.031520 0.210692 0.017201 0.036198 0.210704\n",
-            "\t\t0.014772 0.031939 0.210688 0.017035 0.036530 0.210699\n",
-            "\t\t0.014611 0.032358 0.210683 0.016869 0.036863 0.210694\n",
-            "\t\t0.014451 0.032778 0.210679 0.016705 0.037196 0.210688\n",
-            "\t\t0.014292 0.033198 0.210675 0.016541 0.037530 0.210683\n",
-            "\t\t0.014135 0.033619 0.210671 0.016379 0.037864 0.210677\n",
-            "\t\t0.013979 0.034041 0.210667 0.016217 0.038199 0.210672\n",
-            "\t\t0.013825 0.034463 0.210663 0.016056 0.038534 0.210666\n",
-            "\t\t0.013673 0.034885 0.210659 0.015897 0.038870 0.210661\n",
-            "\t\t0.013522 0.035308 0.210655 0.015738 0.039206 0.210656\n",
-            "\t\t0.013373 0.035732 0.210651 0.015580 0.039542 0.210650\n",
-            "\t\t0.013226 0.036157 0.210648 0.015423 0.039879 0.210645\n",
-            "\t\t0.013080 0.036582 0.210644 0.015268 0.040216 0.210639\n",
-            "\t\t0.012936 0.037008 0.210640 0.015113 0.040554 0.210634\n",
-            "\t\t0.012794 0.037434 0.210637 0.014958 0.040892 0.210629\n",
-            "\t\t0.012654 0.037861 0.210633 0.014805 0.041231 0.210625\n",
-            "\t\t0.012516 0.038288 0.210629 0.014653 0.041570 0.210620\n",
-            "\t\t0.012380 0.038716 0.210626 0.014502 0.041909 0.210615\n",
-            "\t\t0.012245 0.039145 0.210622 0.014351 0.042249 0.210611\n",
-            "\t\t0.012112 0.039574 0.210619 0.014202 0.042589 0.210606\n",
-            "\t\t0.011980 0.040004 0.210616 0.014053 0.042930 0.210602\n",
-            "\t\t0.011850 0.040434 0.210612 0.013906 0.043271 0.210598\n",
-            "\t\t0.011720 0.040864 0.210609 0.013759 0.043612 0.210595\n",
-            "\t\t0.011592 0.041294 0.210606 0.013613 0.043954 0.210591\n",
-            "\t\t0.011464 0.041725 0.210603 0.013468 0.044296 0.210587\n",
-            "\t\t0.011336 0.042156 0.210600 0.013324 0.044639 0.210584\n",
-            "\t\t0.011210 0.042587 0.210597 0.013181 0.044982 0.210581\n",
-            "\t\t0.011083 0.043018 0.210594 0.013038 0.045325 0.210578\n",
-            "\t\t0.010957 0.043449 0.210592 0.012897 0.045669 0.210575\n",
-            "\t\t0.010830 0.043880 0.210589 0.012756 0.046013 0.210572\n",
-            "\t\t0.010704 0.044312 0.210587 0.012616 0.046357 0.210570\n",
-            "\t\t0.010578 0.044743 0.210585 0.012477 0.046702 0.210568\n",
-            "\t\t0.010452 0.045174 0.210583 0.012339 0.047047 0.210565\n",
-            "\t\t0.010326 0.045605 0.210581 0.012202 0.047392 0.210563\n",
-            "\t\t0.010200 0.046037 0.210579 0.012066 0.047738 0.210561\n",
-            "\t\t0.010074 0.046468 0.210578 0.011930 0.048084 0.210559\n",
-            "\t\t0.009948 0.046899 0.210576 0.011796 0.048430 0.210558\n",
-            "\t\t0.009822 0.047330 0.210575 0.011662 0.048777 0.210556\n",
-            "\t\t0.009696 0.047762 0.210574 0.011528 0.049124 0.210555\n",
-            "\t\t0.009570 0.048193 0.210573 0.011396 0.049471 0.210553\n",
-            "\t\t0.009444 0.048624 0.210572 0.011264 0.049819 0.210552\n",
-            "\t\t0.009318 0.049055 0.210571 0.011132 0.050166 0.210551\n",
-            "\t\t0.009190 0.049486 0.210570 0.011002 0.050514 0.210550\n",
-            "\t\t0.009062 0.049917 0.210570 0.010865 0.050860 0.210548\n",
-            "\t\t0.008955 0.050353 0.210570 0.010657 0.051165 0.210547\n",
-            "\t\t0.009008 0.050795 0.210568 0.010352 0.051374 0.210548\n",
-            "\t\t0.009247 0.051171 0.210564 0.009992 0.051458 0.210552\n",
-            "\t\t0.009626 0.051405 0.210557 0.009626 0.051405 0.210557\n",
-            "\tsection 6\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048939 0.000596 0.211942 0.048939 0.000596 0.211942\n",
-            "\t\t0.048883 0.000153 0.211950 0.048889 0.000964 0.211950\n",
-            "\t\t0.048769 -0.000280 0.211968 0.048759 0.001309 0.211971\n",
-            "\t\t0.048622 -0.000702 0.211992 0.048570 0.001627 0.212002\n",
-            "\t\t0.048451 -0.001115 0.212019 0.048344 0.001920 0.212039\n",
-            "\t\t0.048260 -0.001520 0.212050 0.048094 0.002192 0.212080\n",
-            "\t\t0.048052 -0.001915 0.212084 0.047828 0.002449 0.212125\n",
-            "\t\t0.047828 -0.002302 0.212122 0.047550 0.002693 0.212172\n",
-            "\t\t0.047587 -0.002679 0.212163 0.047264 0.002927 0.212222\n",
-            "\t\t0.047332 -0.003046 0.212207 0.046971 0.003154 0.212273\n",
-            "\t\t0.047061 -0.003401 0.212255 0.046674 0.003374 0.212325\n",
-            "\t\t0.046774 -0.003745 0.212305 0.046374 0.003590 0.212376\n",
-            "\t\t0.046472 -0.004074 0.212357 0.046070 0.003802 0.212427\n",
-            "\t\t0.046154 -0.004389 0.212411 0.045765 0.004010 0.212476\n",
-            "\t\t0.045820 -0.004686 0.212465 0.045458 0.004216 0.212523\n",
-            "\t\t0.045471 -0.004965 0.212518 0.045149 0.004421 0.212566\n",
-            "\t\t0.045105 -0.005222 0.212568 0.044840 0.004624 0.212604\n",
-            "\t\t0.044724 -0.005457 0.212614 0.044531 0.004826 0.212639\n",
-            "\t\t0.044329 -0.005665 0.212656 0.044220 0.005028 0.212671\n",
-            "\t\t0.043919 -0.005845 0.212691 0.043910 0.005229 0.212697\n",
-            "\t\t0.043498 -0.005994 0.212723 0.043600 0.005430 0.212722\n",
-            "\t\t0.043067 -0.006112 0.212752 0.043290 0.005632 0.212745\n",
-            "\t\t0.042628 -0.006196 0.212782 0.042980 0.005834 0.212767\n",
-            "\t\t0.042183 -0.006247 0.212814 0.042670 0.006036 0.212789\n",
-            "\t\t0.041736 -0.006264 0.212847 0.042361 0.006240 0.212813\n",
-            "\t\t0.041290 -0.006247 0.212880 0.042053 0.006444 0.212836\n",
-            "\t\t0.040845 -0.006201 0.212913 0.041745 0.006649 0.212859\n",
-            "\t\t0.040404 -0.006124 0.212946 0.041438 0.006856 0.212883\n",
-            "\t\t0.039970 -0.006020 0.212979 0.041132 0.007063 0.212906\n",
-            "\t\t0.039541 -0.005892 0.213012 0.040827 0.007272 0.212930\n",
-            "\t\t0.039121 -0.005740 0.213045 0.040523 0.007483 0.212953\n",
-            "\t\t0.038708 -0.005568 0.213078 0.040220 0.007695 0.212977\n",
-            "\t\t0.038304 -0.005377 0.213109 0.039918 0.007908 0.213001\n",
-            "\t\t0.037907 -0.005170 0.213141 0.039617 0.008123 0.213024\n",
-            "\t\t0.037519 -0.004948 0.213171 0.039317 0.008340 0.213048\n",
-            "\t\t0.037139 -0.004713 0.213202 0.039018 0.008558 0.213072\n",
-            "\t\t0.036767 -0.004465 0.213231 0.038721 0.008778 0.213096\n",
-            "\t\t0.036402 -0.004207 0.213260 0.038425 0.009000 0.213120\n",
-            "\t\t0.036044 -0.003939 0.213288 0.038130 0.009224 0.213143\n",
-            "\t\t0.035693 -0.003661 0.213316 0.037837 0.009449 0.213167\n",
-            "\t\t0.035349 -0.003376 0.213343 0.037545 0.009676 0.213190\n",
-            "\t\t0.035011 -0.003084 0.213370 0.037254 0.009905 0.213213\n",
-            "\t\t0.034679 -0.002785 0.213396 0.036965 0.010136 0.213236\n",
-            "\t\t0.034352 -0.002479 0.213421 0.036678 0.010368 0.213259\n",
-            "\t\t0.034031 -0.002168 0.213446 0.036392 0.010603 0.213282\n",
-            "\t\t0.033715 -0.001852 0.213470 0.036107 0.010839 0.213305\n",
-            "\t\t0.033404 -0.001531 0.213494 0.035824 0.011077 0.213328\n",
-            "\t\t0.033097 -0.001205 0.213517 0.035542 0.011317 0.213350\n",
-            "\t\t0.032795 -0.000875 0.213540 0.035262 0.011559 0.213372\n",
-            "\t\t0.032498 -0.000542 0.213562 0.034984 0.011802 0.213394\n",
-            "\t\t0.032204 -0.000205 0.213583 0.034707 0.012048 0.213416\n",
-            "\t\t0.031914 0.000136 0.213604 0.034432 0.012295 0.213437\n",
-            "\t\t0.031628 0.000479 0.213625 0.034158 0.012544 0.213458\n",
-            "\t\t0.031345 0.000826 0.213645 0.033886 0.012794 0.213479\n",
-            "\t\t0.031066 0.001175 0.213664 0.033616 0.013047 0.213500\n",
-            "\t\t0.030790 0.001527 0.213683 0.033347 0.013301 0.213521\n",
-            "\t\t0.030518 0.001881 0.213702 0.033080 0.013557 0.213541\n",
-            "\t\t0.030248 0.002238 0.213720 0.032814 0.013814 0.213561\n",
-            "\t\t0.029981 0.002597 0.213737 0.032550 0.014073 0.213580\n",
-            "\t\t0.029717 0.002958 0.213754 0.032288 0.014334 0.213600\n",
-            "\t\t0.029456 0.003320 0.213771 0.032027 0.014597 0.213619\n",
-            "\t\t0.029197 0.003685 0.213787 0.031768 0.014861 0.213637\n",
-            "\t\t0.028941 0.004051 0.213802 0.031511 0.015126 0.213656\n",
-            "\t\t0.028687 0.004420 0.213818 0.031255 0.015393 0.213674\n",
-            "\t\t0.028436 0.004789 0.213832 0.031001 0.015662 0.213691\n",
-            "\t\t0.028187 0.005161 0.213846 0.030748 0.015932 0.213709\n",
-            "\t\t0.027940 0.005533 0.213860 0.030498 0.016204 0.213725\n",
-            "\t\t0.027695 0.005908 0.213873 0.030248 0.016477 0.213742\n",
-            "\t\t0.027452 0.006283 0.213885 0.030000 0.016752 0.213758\n",
-            "\t\t0.027212 0.006660 0.213897 0.029754 0.017028 0.213774\n",
-            "\t\t0.026973 0.007038 0.213909 0.029510 0.017306 0.213789\n",
-            "\t\t0.026736 0.007417 0.213920 0.029267 0.017584 0.213804\n",
-            "\t\t0.026501 0.007797 0.213930 0.029025 0.017865 0.213819\n",
-            "\t\t0.026268 0.008179 0.213940 0.028785 0.018146 0.213833\n",
-            "\t\t0.026036 0.008561 0.213950 0.028547 0.018429 0.213847\n",
-            "\t\t0.025807 0.008945 0.213959 0.028310 0.018713 0.213860\n",
-            "\t\t0.025578 0.009330 0.213967 0.028075 0.018999 0.213873\n",
-            "\t\t0.025352 0.009715 0.213975 0.027841 0.019286 0.213886\n",
-            "\t\t0.025127 0.010101 0.213982 0.027609 0.019573 0.213898\n",
-            "\t\t0.024904 0.010489 0.213989 0.027379 0.019863 0.213909\n",
-            "\t\t0.024682 0.010877 0.213996 0.027149 0.020153 0.213920\n",
-            "\t\t0.024461 0.011266 0.214001 0.026922 0.020444 0.213931\n",
-            "\t\t0.024243 0.011656 0.214006 0.026695 0.020737 0.213941\n",
-            "\t\t0.024025 0.012046 0.214011 0.026471 0.021031 0.213950\n",
-            "\t\t0.023809 0.012438 0.214015 0.026247 0.021326 0.213960\n",
-            "\t\t0.023594 0.012830 0.214018 0.026025 0.021622 0.213968\n",
-            "\t\t0.023381 0.013223 0.214021 0.025805 0.021919 0.213976\n",
-            "\t\t0.023169 0.013617 0.214024 0.025586 0.022217 0.213984\n",
-            "\t\t0.022958 0.014011 0.214025 0.025368 0.022516 0.213991\n",
-            "\t\t0.022748 0.014406 0.214027 0.025152 0.022816 0.213997\n",
-            "\t\t0.022540 0.014801 0.214027 0.024937 0.023117 0.214003\n",
-            "\t\t0.022333 0.015198 0.214027 0.024724 0.023419 0.214009\n",
-            "\t\t0.022127 0.015595 0.214027 0.024511 0.023722 0.214014\n",
-            "\t\t0.021922 0.015992 0.214025 0.024301 0.024026 0.214018\n",
-            "\t\t0.021719 0.016390 0.214024 0.024091 0.024331 0.214022\n",
-            "\t\t0.021516 0.016789 0.214022 0.023883 0.024637 0.214025\n",
-            "\t\t0.021315 0.017188 0.214019 0.023676 0.024943 0.214028\n",
-            "\t\t0.021115 0.017588 0.214015 0.023471 0.025251 0.214030\n",
-            "\t\t0.020916 0.017988 0.214011 0.023267 0.025559 0.214031\n",
-            "\t\t0.020718 0.018389 0.214006 0.023064 0.025868 0.214032\n",
-            "\t\t0.020521 0.018791 0.214001 0.022862 0.026178 0.214032\n",
-            "\t\t0.020326 0.019193 0.213996 0.022661 0.026489 0.214032\n",
-            "\t\t0.020131 0.019595 0.213990 0.022462 0.026801 0.214031\n",
-            "\t\t0.019937 0.019998 0.213983 0.022264 0.027114 0.214030\n",
-            "\t\t0.019745 0.020402 0.213976 0.022068 0.027427 0.214028\n",
-            "\t\t0.019553 0.020806 0.213968 0.021872 0.027741 0.214025\n",
-            "\t\t0.019363 0.021210 0.213960 0.021678 0.028056 0.214022\n",
-            "\t\t0.019174 0.021615 0.213952 0.021485 0.028371 0.214018\n",
-            "\t\t0.018985 0.022021 0.213943 0.021293 0.028687 0.214014\n",
-            "\t\t0.018798 0.022427 0.213933 0.021102 0.029004 0.214009\n",
-            "\t\t0.018611 0.022833 0.213923 0.020912 0.029322 0.214003\n",
-            "\t\t0.018426 0.023240 0.213913 0.020724 0.029640 0.213997\n",
-            "\t\t0.018242 0.023647 0.213903 0.020537 0.029959 0.213991\n",
-            "\t\t0.018058 0.024055 0.213892 0.020350 0.030279 0.213984\n",
-            "\t\t0.017876 0.024464 0.213881 0.020165 0.030599 0.213976\n",
-            "\t\t0.017695 0.024872 0.213870 0.019981 0.030920 0.213968\n",
-            "\t\t0.017515 0.025281 0.213858 0.019799 0.031241 0.213959\n",
-            "\t\t0.017335 0.025691 0.213846 0.019617 0.031563 0.213950\n",
-            "\t\t0.017157 0.026101 0.213834 0.019436 0.031886 0.213940\n",
-            "\t\t0.016980 0.026512 0.213822 0.019257 0.032210 0.213930\n",
-            "\t\t0.016804 0.026923 0.213810 0.019078 0.032534 0.213920\n",
-            "\t\t0.016629 0.027334 0.213798 0.018901 0.032858 0.213909\n",
-            "\t\t0.016455 0.027746 0.213786 0.018724 0.033183 0.213898\n",
-            "\t\t0.016282 0.028158 0.213773 0.018549 0.033509 0.213886\n",
-            "\t\t0.016110 0.028571 0.213761 0.018375 0.033835 0.213874\n",
-            "\t\t0.015939 0.028984 0.213748 0.018202 0.034162 0.213862\n",
-            "\t\t0.015770 0.029398 0.213736 0.018029 0.034489 0.213850\n",
-            "\t\t0.015601 0.029812 0.213724 0.017858 0.034817 0.213837\n",
-            "\t\t0.015434 0.030227 0.213712 0.017688 0.035146 0.213824\n",
-            "\t\t0.015268 0.030642 0.213699 0.017519 0.035475 0.213811\n",
-            "\t\t0.015103 0.031057 0.213687 0.017350 0.035804 0.213798\n",
-            "\t\t0.014939 0.031473 0.213675 0.017183 0.036134 0.213785\n",
-            "\t\t0.014777 0.031890 0.213664 0.017017 0.036464 0.213771\n",
-            "\t\t0.014616 0.032307 0.213652 0.016852 0.036795 0.213758\n",
-            "\t\t0.014456 0.032725 0.213641 0.016687 0.037127 0.213744\n",
-            "\t\t0.014298 0.033143 0.213630 0.016524 0.037459 0.213731\n",
-            "\t\t0.014141 0.033561 0.213618 0.016362 0.037791 0.213717\n",
-            "\t\t0.013985 0.033981 0.213607 0.016200 0.038124 0.213704\n",
-            "\t\t0.013831 0.034400 0.213596 0.016040 0.038457 0.213691\n",
-            "\t\t0.013679 0.034821 0.213586 0.015880 0.038791 0.213678\n",
-            "\t\t0.013528 0.035242 0.213575 0.015721 0.039125 0.213665\n",
-            "\t\t0.013379 0.035663 0.213565 0.015564 0.039459 0.213652\n",
-            "\t\t0.013231 0.036085 0.213555 0.015407 0.039794 0.213639\n",
-            "\t\t0.013086 0.036508 0.213545 0.015251 0.040130 0.213626\n",
-            "\t\t0.012942 0.036931 0.213536 0.015096 0.040466 0.213613\n",
-            "\t\t0.012800 0.037355 0.213526 0.014942 0.040802 0.213601\n",
-            "\t\t0.012659 0.037780 0.213516 0.014789 0.041139 0.213589\n",
-            "\t\t0.012521 0.038205 0.213507 0.014637 0.041476 0.213578\n",
-            "\t\t0.012384 0.038630 0.213498 0.014485 0.041813 0.213566\n",
-            "\t\t0.012248 0.039056 0.213489 0.014335 0.042151 0.213555\n",
-            "\t\t0.012115 0.039483 0.213480 0.014185 0.042490 0.213543\n",
-            "\t\t0.011982 0.039910 0.213471 0.014037 0.042828 0.213533\n",
-            "\t\t0.011851 0.040338 0.213463 0.013889 0.043167 0.213522\n",
-            "\t\t0.011721 0.040765 0.213454 0.013742 0.043507 0.213512\n",
-            "\t\t0.011591 0.041193 0.213446 0.013596 0.043847 0.213502\n",
-            "\t\t0.011463 0.041621 0.213437 0.013451 0.044187 0.213492\n",
-            "\t\t0.011334 0.042050 0.213430 0.013307 0.044528 0.213483\n",
-            "\t\t0.011207 0.042478 0.213422 0.013163 0.044869 0.213473\n",
-            "\t\t0.011079 0.042907 0.213414 0.013021 0.045210 0.213464\n",
-            "\t\t0.010952 0.043335 0.213407 0.012879 0.045552 0.213456\n",
-            "\t\t0.010825 0.043764 0.213400 0.012738 0.045894 0.213447\n",
-            "\t\t0.010698 0.044193 0.213393 0.012598 0.046236 0.213439\n",
-            "\t\t0.010571 0.044621 0.213387 0.012459 0.046579 0.213431\n",
-            "\t\t0.010443 0.045050 0.213380 0.012321 0.046922 0.213424\n",
-            "\t\t0.010316 0.045479 0.213374 0.012184 0.047265 0.213416\n",
-            "\t\t0.010189 0.045907 0.213368 0.012047 0.047609 0.213409\n",
-            "\t\t0.010062 0.046336 0.213362 0.011911 0.047953 0.213402\n",
-            "\t\t0.009935 0.046765 0.213356 0.011776 0.048297 0.213395\n",
-            "\t\t0.009808 0.047194 0.213351 0.011642 0.048642 0.213388\n",
-            "\t\t0.009681 0.047622 0.213346 0.011508 0.048987 0.213382\n",
-            "\t\t0.009554 0.048051 0.213341 0.011375 0.049332 0.213376\n",
-            "\t\t0.009427 0.048480 0.213336 0.011243 0.049677 0.213370\n",
-            "\t\t0.009300 0.048908 0.213332 0.011110 0.050023 0.213364\n",
-            "\t\t0.009172 0.049337 0.213327 0.010980 0.050369 0.213358\n",
-            "\t\t0.009043 0.049765 0.213323 0.010842 0.050712 0.213352\n",
-            "\t\t0.008936 0.050198 0.213320 0.010632 0.051014 0.213343\n",
-            "\t\t0.008989 0.050639 0.213319 0.010327 0.051220 0.213335\n",
-            "\t\t0.009228 0.051013 0.213321 0.009968 0.051300 0.213328\n",
-            "\t\t0.009604 0.051247 0.213324 0.009604 0.051247 0.213324\n",
-            "\tsection 7\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048790 0.000638 0.215746 0.048790 0.000638 0.215746\n",
-            "\t\t0.048734 0.000196 0.215754 0.048741 0.001004 0.215754\n",
-            "\t\t0.048621 -0.000234 0.215771 0.048611 0.001348 0.215774\n",
-            "\t\t0.048474 -0.000655 0.215792 0.048423 0.001664 0.215802\n",
-            "\t\t0.048304 -0.001066 0.215818 0.048198 0.001956 0.215836\n",
-            "\t\t0.048115 -0.001469 0.215847 0.047949 0.002227 0.215875\n",
-            "\t\t0.047908 -0.001863 0.215879 0.047684 0.002483 0.215917\n",
-            "\t\t0.047684 -0.002248 0.215914 0.047408 0.002727 0.215961\n",
-            "\t\t0.047445 -0.002623 0.215952 0.047124 0.002961 0.216007\n",
-            "\t\t0.047191 -0.002989 0.215993 0.046833 0.003188 0.216055\n",
-            "\t\t0.046921 -0.003343 0.216037 0.046538 0.003408 0.216102\n",
-            "\t\t0.046636 -0.003685 0.216084 0.046239 0.003623 0.216150\n",
-            "\t\t0.046336 -0.004013 0.216132 0.045937 0.003835 0.216197\n",
-            "\t\t0.046019 -0.004327 0.216182 0.045634 0.004043 0.216241\n",
-            "\t\t0.045687 -0.004623 0.216231 0.045329 0.004250 0.216284\n",
-            "\t\t0.045339 -0.004901 0.216280 0.045022 0.004454 0.216323\n",
-            "\t\t0.044975 -0.005157 0.216325 0.044715 0.004657 0.216357\n",
-            "\t\t0.044596 -0.005390 0.216366 0.044407 0.004860 0.216389\n",
-            "\t\t0.044202 -0.005597 0.216402 0.044099 0.005061 0.216416\n",
-            "\t\t0.043794 -0.005776 0.216432 0.043790 0.005263 0.216439\n",
-            "\t\t0.043375 -0.005924 0.216458 0.043482 0.005464 0.216459\n",
-            "\t\t0.042945 -0.006041 0.216481 0.043174 0.005666 0.216478\n",
-            "\t\t0.042508 -0.006124 0.216505 0.042866 0.005868 0.216496\n",
-            "\t\t0.042065 -0.006173 0.216531 0.042558 0.006071 0.216514\n",
-            "\t\t0.041620 -0.006189 0.216557 0.042251 0.006274 0.216533\n",
-            "\t\t0.041175 -0.006171 0.216583 0.041945 0.006478 0.216552\n",
-            "\t\t0.040733 -0.006123 0.216610 0.041639 0.006684 0.216571\n",
-            "\t\t0.040295 -0.006045 0.216637 0.041334 0.006890 0.216590\n",
-            "\t\t0.039862 -0.005940 0.216663 0.041030 0.007098 0.216609\n",
-            "\t\t0.039436 -0.005810 0.216690 0.040727 0.007307 0.216628\n",
-            "\t\t0.039018 -0.005657 0.216716 0.040424 0.007518 0.216648\n",
-            "\t\t0.038608 -0.005484 0.216742 0.040123 0.007730 0.216667\n",
-            "\t\t0.038206 -0.005293 0.216768 0.039823 0.007943 0.216686\n",
-            "\t\t0.037812 -0.005085 0.216793 0.039524 0.008158 0.216706\n",
-            "\t\t0.037427 -0.004863 0.216817 0.039226 0.008375 0.216725\n",
-            "\t\t0.037049 -0.004627 0.216841 0.038930 0.008593 0.216744\n",
-            "\t\t0.036679 -0.004379 0.216865 0.038634 0.008813 0.216763\n",
-            "\t\t0.036317 -0.004121 0.216888 0.038340 0.009035 0.216783\n",
-            "\t\t0.035962 -0.003852 0.216910 0.038047 0.009259 0.216802\n",
-            "\t\t0.035613 -0.003575 0.216932 0.037756 0.009484 0.216821\n",
-            "\t\t0.035271 -0.003290 0.216953 0.037466 0.009711 0.216839\n",
-            "\t\t0.034936 -0.002998 0.216974 0.037177 0.009940 0.216858\n",
-            "\t\t0.034606 -0.002699 0.216994 0.036890 0.010171 0.216876\n",
-            "\t\t0.034282 -0.002394 0.217014 0.036604 0.010403 0.216895\n",
-            "\t\t0.033963 -0.002083 0.217033 0.036320 0.010637 0.216913\n",
-            "\t\t0.033649 -0.001767 0.217051 0.036037 0.010873 0.216931\n",
-            "\t\t0.033340 -0.001447 0.217069 0.035756 0.011111 0.216949\n",
-            "\t\t0.033036 -0.001122 0.217087 0.035476 0.011351 0.216967\n",
-            "\t\t0.032736 -0.000793 0.217104 0.035198 0.011592 0.216984\n",
-            "\t\t0.032440 -0.000460 0.217120 0.034921 0.011835 0.217001\n",
-            "\t\t0.032149 -0.000124 0.217136 0.034646 0.012080 0.217018\n",
-            "\t\t0.031861 0.000216 0.217151 0.034373 0.012327 0.217035\n",
-            "\t\t0.031577 0.000559 0.217166 0.034101 0.012576 0.217051\n",
-            "\t\t0.031296 0.000904 0.217181 0.033830 0.012826 0.217067\n",
-            "\t\t0.031019 0.001253 0.217195 0.033562 0.013078 0.217083\n",
-            "\t\t0.030745 0.001603 0.217208 0.033295 0.013331 0.217099\n",
-            "\t\t0.030474 0.001957 0.217221 0.033029 0.013587 0.217114\n",
-            "\t\t0.030206 0.002312 0.217233 0.032765 0.013844 0.217129\n",
-            "\t\t0.029941 0.002670 0.217245 0.032503 0.014102 0.217144\n",
-            "\t\t0.029679 0.003030 0.217256 0.032242 0.014362 0.217158\n",
-            "\t\t0.029420 0.003391 0.217267 0.031983 0.014624 0.217172\n",
-            "\t\t0.029163 0.003755 0.217277 0.031726 0.014888 0.217186\n",
-            "\t\t0.028908 0.004120 0.217287 0.031470 0.015153 0.217199\n",
-            "\t\t0.028656 0.004487 0.217297 0.031215 0.015419 0.217212\n",
-            "\t\t0.028406 0.004856 0.217305 0.030963 0.015687 0.217224\n",
-            "\t\t0.028159 0.005226 0.217314 0.030712 0.015957 0.217236\n",
-            "\t\t0.027914 0.005597 0.217321 0.030462 0.016228 0.217248\n",
-            "\t\t0.027670 0.005970 0.217328 0.030214 0.016500 0.217260\n",
-            "\t\t0.027429 0.006344 0.217335 0.029968 0.016774 0.217271\n",
-            "\t\t0.027190 0.006720 0.217341 0.029723 0.017049 0.217281\n",
-            "\t\t0.026953 0.007096 0.217347 0.029480 0.017326 0.217291\n",
-            "\t\t0.026718 0.007474 0.217352 0.029238 0.017604 0.217301\n",
-            "\t\t0.026484 0.007853 0.217356 0.028998 0.017883 0.217310\n",
-            "\t\t0.026252 0.008233 0.217360 0.028760 0.018164 0.217319\n",
-            "\t\t0.026022 0.008614 0.217363 0.028523 0.018446 0.217327\n",
-            "\t\t0.025794 0.008996 0.217366 0.028287 0.018729 0.217335\n",
-            "\t\t0.025567 0.009379 0.217368 0.028053 0.019013 0.217342\n",
-            "\t\t0.025342 0.009763 0.217370 0.027820 0.019299 0.217349\n",
-            "\t\t0.025118 0.010148 0.217371 0.027589 0.019586 0.217356\n",
-            "\t\t0.024896 0.010534 0.217371 0.027360 0.019874 0.217361\n",
-            "\t\t0.024676 0.010921 0.217371 0.027132 0.020163 0.217367\n",
-            "\t\t0.024457 0.011308 0.217370 0.026905 0.020454 0.217372\n",
-            "\t\t0.024239 0.011697 0.217369 0.026680 0.020745 0.217376\n",
-            "\t\t0.024023 0.012086 0.217367 0.026456 0.021038 0.217380\n",
-            "\t\t0.023808 0.012476 0.217364 0.026234 0.021332 0.217383\n",
-            "\t\t0.023594 0.012866 0.217361 0.026013 0.021626 0.217386\n",
-            "\t\t0.023382 0.013258 0.217357 0.025794 0.021922 0.217388\n",
-            "\t\t0.023171 0.013650 0.217352 0.025576 0.022219 0.217389\n",
-            "\t\t0.022961 0.014042 0.217347 0.025359 0.022517 0.217390\n",
-            "\t\t0.022753 0.014436 0.217341 0.025144 0.022816 0.217390\n",
-            "\t\t0.022546 0.014830 0.217335 0.024930 0.023116 0.217390\n",
-            "\t\t0.022340 0.015224 0.217328 0.024717 0.023417 0.217389\n",
-            "\t\t0.022135 0.015619 0.217320 0.024506 0.023718 0.217388\n",
-            "\t\t0.021931 0.016015 0.217311 0.024296 0.024021 0.217386\n",
-            "\t\t0.021729 0.016412 0.217302 0.024087 0.024325 0.217383\n",
-            "\t\t0.021528 0.016809 0.217293 0.023880 0.024629 0.217380\n",
-            "\t\t0.021327 0.017206 0.217282 0.023674 0.024934 0.217376\n",
-            "\t\t0.021128 0.017604 0.217271 0.023469 0.025240 0.217371\n",
-            "\t\t0.020930 0.018003 0.217259 0.023266 0.025548 0.217366\n",
-            "\t\t0.020733 0.018402 0.217247 0.023063 0.025855 0.217360\n",
-            "\t\t0.020537 0.018802 0.217235 0.022862 0.026164 0.217354\n",
-            "\t\t0.020343 0.019202 0.217221 0.022663 0.026474 0.217346\n",
-            "\t\t0.020149 0.019603 0.217207 0.022464 0.026784 0.217338\n",
-            "\t\t0.019956 0.020004 0.217193 0.022267 0.027095 0.217330\n",
-            "\t\t0.019764 0.020406 0.217177 0.022071 0.027407 0.217321\n",
-            "\t\t0.019574 0.020809 0.217162 0.021876 0.027719 0.217311\n",
-            "\t\t0.019384 0.021211 0.217145 0.021682 0.028033 0.217300\n",
-            "\t\t0.019196 0.021615 0.217129 0.021490 0.028347 0.217289\n",
-            "\t\t0.019008 0.022018 0.217112 0.021298 0.028661 0.217277\n",
-            "\t\t0.018821 0.022422 0.217094 0.021108 0.028977 0.217265\n",
-            "\t\t0.018636 0.022827 0.217076 0.020919 0.029293 0.217252\n",
-            "\t\t0.018451 0.023232 0.217058 0.020731 0.029610 0.217238\n",
-            "\t\t0.018268 0.023638 0.217039 0.020544 0.029927 0.217224\n",
-            "\t\t0.018085 0.024044 0.217020 0.020358 0.030245 0.217209\n",
-            "\t\t0.017903 0.024450 0.217001 0.020174 0.030564 0.217194\n",
-            "\t\t0.017723 0.024857 0.216981 0.019990 0.030883 0.217177\n",
-            "\t\t0.017543 0.025264 0.216961 0.019808 0.031203 0.217161\n",
-            "\t\t0.017365 0.025672 0.216941 0.019627 0.031524 0.217144\n",
-            "\t\t0.017187 0.026080 0.216921 0.019446 0.031845 0.217126\n",
-            "\t\t0.017010 0.026489 0.216901 0.019267 0.032167 0.217108\n",
-            "\t\t0.016835 0.026898 0.216881 0.019089 0.032489 0.217090\n",
-            "\t\t0.016660 0.027307 0.216860 0.018912 0.032812 0.217071\n",
-            "\t\t0.016487 0.027717 0.216840 0.018736 0.033136 0.217051\n",
-            "\t\t0.016314 0.028128 0.216819 0.018561 0.033460 0.217031\n",
-            "\t\t0.016143 0.028539 0.216799 0.018387 0.033785 0.217011\n",
-            "\t\t0.015973 0.028950 0.216778 0.018214 0.034110 0.216991\n",
-            "\t\t0.015804 0.029362 0.216758 0.018042 0.034436 0.216971\n",
-            "\t\t0.015636 0.029774 0.216738 0.017871 0.034762 0.216950\n",
-            "\t\t0.015469 0.030187 0.216718 0.017701 0.035089 0.216929\n",
-            "\t\t0.015303 0.030600 0.216698 0.017532 0.035416 0.216907\n",
-            "\t\t0.015138 0.031013 0.216678 0.017364 0.035744 0.216886\n",
-            "\t\t0.014975 0.031427 0.216659 0.017197 0.036072 0.216865\n",
-            "\t\t0.014813 0.031842 0.216640 0.017030 0.036401 0.216844\n",
-            "\t\t0.014652 0.032257 0.216621 0.016865 0.036730 0.216822\n",
-            "\t\t0.014492 0.032673 0.216603 0.016701 0.037060 0.216800\n",
-            "\t\t0.014334 0.033089 0.216584 0.016538 0.037390 0.216779\n",
-            "\t\t0.014177 0.033505 0.216566 0.016376 0.037721 0.216758\n",
-            "\t\t0.014022 0.033923 0.216548 0.016214 0.038052 0.216736\n",
-            "\t\t0.013868 0.034340 0.216530 0.016054 0.038383 0.216715\n",
-            "\t\t0.013716 0.034758 0.216513 0.015894 0.038715 0.216695\n",
-            "\t\t0.013565 0.035177 0.216496 0.015736 0.039048 0.216674\n",
-            "\t\t0.013415 0.035597 0.216479 0.015578 0.039381 0.216653\n",
-            "\t\t0.013268 0.036017 0.216463 0.015421 0.039714 0.216633\n",
-            "\t\t0.013122 0.036437 0.216447 0.015265 0.040048 0.216612\n",
-            "\t\t0.012978 0.036858 0.216431 0.015110 0.040382 0.216593\n",
-            "\t\t0.012835 0.037280 0.216415 0.014956 0.040717 0.216573\n",
-            "\t\t0.012694 0.037702 0.216400 0.014803 0.041052 0.216554\n",
-            "\t\t0.012555 0.038125 0.216385 0.014651 0.041387 0.216535\n",
-            "\t\t0.012418 0.038549 0.216370 0.014499 0.041723 0.216517\n",
-            "\t\t0.012282 0.038973 0.216355 0.014349 0.042059 0.216498\n",
-            "\t\t0.012147 0.039397 0.216341 0.014199 0.042395 0.216481\n",
-            "\t\t0.012014 0.039822 0.216327 0.014051 0.042732 0.216463\n",
-            "\t\t0.011882 0.040247 0.216313 0.013903 0.043070 0.216446\n",
-            "\t\t0.011751 0.040672 0.216299 0.013756 0.043408 0.216429\n",
-            "\t\t0.011621 0.041098 0.216285 0.013609 0.043746 0.216413\n",
-            "\t\t0.011491 0.041524 0.216272 0.013464 0.044084 0.216397\n",
-            "\t\t0.011362 0.041950 0.216259 0.013320 0.044423 0.216381\n",
-            "\t\t0.011234 0.042376 0.216247 0.013176 0.044762 0.216366\n",
-            "\t\t0.011105 0.042802 0.216234 0.013033 0.045102 0.216351\n",
-            "\t\t0.010977 0.043228 0.216222 0.012891 0.045442 0.216336\n",
-            "\t\t0.010849 0.043655 0.216211 0.012750 0.045782 0.216322\n",
-            "\t\t0.010720 0.044081 0.216199 0.012610 0.046122 0.216308\n",
-            "\t\t0.010592 0.044507 0.216188 0.012471 0.046463 0.216295\n",
-            "\t\t0.010464 0.044934 0.216177 0.012332 0.046805 0.216282\n",
-            "\t\t0.010336 0.045360 0.216167 0.012194 0.047146 0.216269\n",
-            "\t\t0.010208 0.045786 0.216156 0.012057 0.047488 0.216256\n",
-            "\t\t0.010080 0.046213 0.216146 0.011921 0.047831 0.216244\n",
-            "\t\t0.009952 0.046639 0.216137 0.011786 0.048173 0.216232\n",
-            "\t\t0.009824 0.047066 0.216127 0.011651 0.048516 0.216220\n",
-            "\t\t0.009696 0.047492 0.216118 0.011517 0.048859 0.216209\n",
-            "\t\t0.009568 0.047918 0.216109 0.011384 0.049202 0.216198\n",
-            "\t\t0.009440 0.048345 0.216101 0.011251 0.049546 0.216187\n",
-            "\t\t0.009312 0.048771 0.216092 0.011118 0.049889 0.216177\n",
-            "\t\t0.009183 0.049197 0.216084 0.010987 0.050234 0.216167\n",
-            "\t\t0.009052 0.049623 0.216076 0.010848 0.050575 0.216156\n",
-            "\t\t0.008946 0.050054 0.216070 0.010636 0.050874 0.216140\n",
-            "\t\t0.008999 0.050492 0.216070 0.010331 0.051076 0.216122\n",
-            "\t\t0.009236 0.050865 0.216077 0.009973 0.051154 0.216105\n",
-            "\t\t0.009611 0.051099 0.216090 0.009611 0.051099 0.216090\n",
-            "\tsection 8\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048683 0.000654 0.219550 0.048683 0.000654 0.219550\n",
-            "\t\t0.048628 0.000214 0.219557 0.048633 0.001018 0.219557\n",
-            "\t\t0.048514 -0.000215 0.219573 0.048503 0.001360 0.219576\n",
-            "\t\t0.048368 -0.000634 0.219593 0.048315 0.001675 0.219602\n",
-            "\t\t0.048199 -0.001043 0.219617 0.048091 0.001966 0.219634\n",
-            "\t\t0.048010 -0.001445 0.219644 0.047843 0.002237 0.219670\n",
-            "\t\t0.047803 -0.001837 0.219674 0.047580 0.002492 0.219709\n",
-            "\t\t0.047581 -0.002221 0.219707 0.047305 0.002735 0.219749\n",
-            "\t\t0.047343 -0.002595 0.219742 0.047022 0.002969 0.219792\n",
-            "\t\t0.047090 -0.002959 0.219779 0.046733 0.003195 0.219836\n",
-            "\t\t0.046821 -0.003312 0.219820 0.046439 0.003415 0.219880\n",
-            "\t\t0.046537 -0.003653 0.219863 0.046142 0.003631 0.219924\n",
-            "\t\t0.046238 -0.003980 0.219908 0.045842 0.003843 0.219967\n",
-            "\t\t0.045923 -0.004292 0.219953 0.045540 0.004051 0.220007\n",
-            "\t\t0.045592 -0.004587 0.219998 0.045237 0.004258 0.220045\n",
-            "\t\t0.045245 -0.004864 0.220041 0.044932 0.004463 0.220080\n",
-            "\t\t0.044883 -0.005119 0.220082 0.044627 0.004666 0.220111\n",
-            "\t\t0.044505 -0.005351 0.220117 0.044321 0.004869 0.220138\n",
-            "\t\t0.044112 -0.005557 0.220148 0.044015 0.005071 0.220161\n",
-            "\t\t0.043706 -0.005735 0.220172 0.043708 0.005272 0.220180\n",
-            "\t\t0.043288 -0.005882 0.220193 0.043401 0.005474 0.220196\n",
-            "\t\t0.042860 -0.005997 0.220210 0.043095 0.005676 0.220211\n",
-            "\t\t0.042424 -0.006079 0.220228 0.042789 0.005879 0.220225\n",
-            "\t\t0.041983 -0.006126 0.220247 0.042483 0.006082 0.220239\n",
-            "\t\t0.041540 -0.006141 0.220267 0.042178 0.006286 0.220254\n",
-            "\t\t0.041096 -0.006121 0.220287 0.041874 0.006491 0.220268\n",
-            "\t\t0.040656 -0.006071 0.220307 0.041570 0.006696 0.220283\n",
-            "\t\t0.040220 -0.005992 0.220327 0.041267 0.006903 0.220298\n",
-            "\t\t0.039789 -0.005885 0.220347 0.040964 0.007112 0.220312\n",
-            "\t\t0.039366 -0.005754 0.220367 0.040663 0.007321 0.220327\n",
-            "\t\t0.038950 -0.005600 0.220387 0.040363 0.007532 0.220342\n",
-            "\t\t0.038542 -0.005426 0.220407 0.040063 0.007744 0.220357\n",
-            "\t\t0.038142 -0.005234 0.220426 0.039765 0.007958 0.220372\n",
-            "\t\t0.037751 -0.005025 0.220445 0.039468 0.008174 0.220387\n",
-            "\t\t0.037368 -0.004802 0.220463 0.039172 0.008391 0.220402\n",
-            "\t\t0.036993 -0.004565 0.220481 0.038877 0.008609 0.220416\n",
-            "\t\t0.036626 -0.004317 0.220498 0.038584 0.008830 0.220431\n",
-            "\t\t0.036266 -0.004058 0.220515 0.038291 0.009052 0.220446\n",
-            "\t\t0.035913 -0.003789 0.220532 0.038001 0.009275 0.220460\n",
-            "\t\t0.035567 -0.003512 0.220548 0.037711 0.009501 0.220474\n",
-            "\t\t0.035227 -0.003227 0.220563 0.037423 0.009728 0.220489\n",
-            "\t\t0.034894 -0.002934 0.220578 0.037136 0.009957 0.220503\n",
-            "\t\t0.034566 -0.002635 0.220592 0.036851 0.010188 0.220517\n",
-            "\t\t0.034244 -0.002330 0.220606 0.036567 0.010420 0.220530\n",
-            "\t\t0.033928 -0.002020 0.220619 0.036284 0.010655 0.220544\n",
-            "\t\t0.033616 -0.001704 0.220632 0.036003 0.010891 0.220557\n",
-            "\t\t0.033310 -0.001384 0.220644 0.035724 0.011129 0.220570\n",
-            "\t\t0.033007 -0.001059 0.220656 0.035446 0.011368 0.220583\n",
-            "\t\t0.032710 -0.000731 0.220668 0.035169 0.011610 0.220596\n",
-            "\t\t0.032416 -0.000398 0.220678 0.034894 0.011853 0.220608\n",
-            "\t\t0.032127 -0.000063 0.220689 0.034621 0.012098 0.220620\n",
-            "\t\t0.031841 0.000276 0.220698 0.034349 0.012344 0.220632\n",
-            "\t\t0.031559 0.000619 0.220708 0.034079 0.012593 0.220644\n",
-            "\t\t0.031280 0.000963 0.220716 0.033810 0.012843 0.220655\n",
-            "\t\t0.031005 0.001311 0.220725 0.033543 0.013095 0.220666\n",
-            "\t\t0.030733 0.001661 0.220732 0.033278 0.013348 0.220677\n",
-            "\t\t0.030464 0.002014 0.220740 0.033014 0.013603 0.220687\n",
-            "\t\t0.030198 0.002369 0.220746 0.032752 0.013860 0.220697\n",
-            "\t\t0.029934 0.002725 0.220752 0.032491 0.014118 0.220707\n",
-            "\t\t0.029674 0.003084 0.220758 0.032232 0.014378 0.220716\n",
-            "\t\t0.029416 0.003445 0.220763 0.031974 0.014639 0.220725\n",
-            "\t\t0.029161 0.003808 0.220768 0.031718 0.014902 0.220734\n",
-            "\t\t0.028908 0.004172 0.220772 0.031464 0.015167 0.220742\n",
-            "\t\t0.028658 0.004538 0.220776 0.031211 0.015433 0.220750\n",
-            "\t\t0.028410 0.004906 0.220779 0.030960 0.015700 0.220757\n",
-            "\t\t0.028164 0.005275 0.220781 0.030710 0.015969 0.220764\n",
-            "\t\t0.027920 0.005645 0.220783 0.030462 0.016240 0.220771\n",
-            "\t\t0.027678 0.006017 0.220784 0.030215 0.016512 0.220777\n",
-            "\t\t0.027439 0.006390 0.220785 0.029970 0.016785 0.220783\n",
-            "\t\t0.027201 0.006764 0.220785 0.029727 0.017060 0.220788\n",
-            "\t\t0.026965 0.007140 0.220785 0.029485 0.017336 0.220793\n",
-            "\t\t0.026731 0.007517 0.220784 0.029245 0.017613 0.220797\n",
-            "\t\t0.026499 0.007894 0.220782 0.029006 0.017892 0.220801\n",
-            "\t\t0.026269 0.008273 0.220780 0.028769 0.018172 0.220804\n",
-            "\t\t0.026040 0.008653 0.220777 0.028533 0.018453 0.220807\n",
-            "\t\t0.025813 0.009034 0.220774 0.028298 0.018735 0.220810\n",
-            "\t\t0.025588 0.009416 0.220769 0.028066 0.019019 0.220812\n",
-            "\t\t0.025364 0.009799 0.220765 0.027834 0.019304 0.220813\n",
-            "\t\t0.025142 0.010183 0.220759 0.027604 0.019590 0.220814\n",
-            "\t\t0.024921 0.010567 0.220753 0.027376 0.019877 0.220814\n",
-            "\t\t0.024702 0.010953 0.220747 0.027149 0.020166 0.220813\n",
-            "\t\t0.024484 0.011339 0.220739 0.026923 0.020455 0.220813\n",
-            "\t\t0.024267 0.011726 0.220731 0.026699 0.020746 0.220811\n",
-            "\t\t0.024052 0.012114 0.220723 0.026477 0.021038 0.220809\n",
-            "\t\t0.023839 0.012502 0.220713 0.026255 0.021330 0.220806\n",
-            "\t\t0.023626 0.012892 0.220703 0.026035 0.021624 0.220803\n",
-            "\t\t0.023415 0.013282 0.220693 0.025817 0.021919 0.220799\n",
-            "\t\t0.023205 0.013672 0.220681 0.025600 0.022215 0.220795\n",
-            "\t\t0.022997 0.014064 0.220669 0.025384 0.022512 0.220789\n",
-            "\t\t0.022790 0.014456 0.220656 0.025169 0.022810 0.220784\n",
-            "\t\t0.022583 0.014848 0.220642 0.024956 0.023108 0.220777\n",
-            "\t\t0.022379 0.015241 0.220628 0.024745 0.023408 0.220770\n",
-            "\t\t0.022175 0.015635 0.220613 0.024534 0.023709 0.220762\n",
-            "\t\t0.021972 0.016030 0.220597 0.024325 0.024010 0.220754\n",
-            "\t\t0.021771 0.016425 0.220581 0.024117 0.024313 0.220745\n",
-            "\t\t0.021570 0.016820 0.220564 0.023910 0.024616 0.220735\n",
-            "\t\t0.021371 0.017216 0.220546 0.023705 0.024920 0.220724\n",
-            "\t\t0.021173 0.017613 0.220527 0.023501 0.025225 0.220713\n",
-            "\t\t0.020976 0.018010 0.220508 0.023298 0.025531 0.220701\n",
-            "\t\t0.020780 0.018408 0.220488 0.023097 0.025838 0.220688\n",
-            "\t\t0.020585 0.018806 0.220468 0.022896 0.026146 0.220675\n",
-            "\t\t0.020391 0.019205 0.220447 0.022697 0.026454 0.220661\n",
-            "\t\t0.020198 0.019605 0.220425 0.022499 0.026763 0.220646\n",
-            "\t\t0.020006 0.020004 0.220402 0.022303 0.027073 0.220630\n",
-            "\t\t0.019816 0.020405 0.220379 0.022107 0.027383 0.220614\n",
-            "\t\t0.019626 0.020805 0.220355 0.021913 0.027695 0.220597\n",
-            "\t\t0.019437 0.021207 0.220331 0.021720 0.028007 0.220579\n",
-            "\t\t0.019249 0.021608 0.220306 0.021528 0.028319 0.220560\n",
-            "\t\t0.019062 0.022010 0.220281 0.021337 0.028633 0.220541\n",
-            "\t\t0.018876 0.022413 0.220255 0.021147 0.028947 0.220521\n",
-            "\t\t0.018692 0.022816 0.220229 0.020958 0.029262 0.220500\n",
-            "\t\t0.018508 0.023220 0.220202 0.020771 0.029577 0.220479\n",
-            "\t\t0.018325 0.023624 0.220175 0.020584 0.029894 0.220457\n",
-            "\t\t0.018143 0.024028 0.220148 0.020399 0.030210 0.220435\n",
-            "\t\t0.017962 0.024433 0.220121 0.020215 0.030528 0.220411\n",
-            "\t\t0.017782 0.024838 0.220093 0.020032 0.030846 0.220387\n",
-            "\t\t0.017603 0.025244 0.220064 0.019850 0.031164 0.220363\n",
-            "\t\t0.017425 0.025650 0.220036 0.019669 0.031484 0.220338\n",
-            "\t\t0.017248 0.026057 0.220007 0.019489 0.031804 0.220312\n",
-            "\t\t0.017072 0.026464 0.219979 0.019310 0.032124 0.220286\n",
-            "\t\t0.016897 0.026871 0.219951 0.019132 0.032445 0.220260\n",
-            "\t\t0.016723 0.027279 0.219922 0.018955 0.032767 0.220233\n",
-            "\t\t0.016550 0.027687 0.219894 0.018779 0.033089 0.220205\n",
-            "\t\t0.016378 0.028096 0.219865 0.018604 0.033412 0.220177\n",
-            "\t\t0.016207 0.028505 0.219836 0.018431 0.033735 0.220149\n",
-            "\t\t0.016037 0.028915 0.219808 0.018258 0.034059 0.220121\n",
-            "\t\t0.015869 0.029325 0.219780 0.018086 0.034383 0.220092\n",
-            "\t\t0.015701 0.029735 0.219752 0.017915 0.034708 0.220063\n",
-            "\t\t0.015534 0.030146 0.219724 0.017745 0.035033 0.220033\n",
-            "\t\t0.015369 0.030558 0.219697 0.017576 0.035359 0.220004\n",
-            "\t\t0.015205 0.030970 0.219670 0.017408 0.035685 0.219974\n",
-            "\t\t0.015042 0.031382 0.219643 0.017242 0.036012 0.219945\n",
-            "\t\t0.014880 0.031795 0.219616 0.017075 0.036339 0.219916\n",
-            "\t\t0.014719 0.032208 0.219590 0.016910 0.036667 0.219886\n",
-            "\t\t0.014560 0.032622 0.219564 0.016746 0.036995 0.219857\n",
-            "\t\t0.014401 0.033036 0.219539 0.016583 0.037324 0.219827\n",
-            "\t\t0.014245 0.033451 0.219513 0.016421 0.037653 0.219798\n",
-            "\t\t0.014089 0.033866 0.219488 0.016259 0.037983 0.219769\n",
-            "\t\t0.013935 0.034282 0.219464 0.016099 0.038313 0.219740\n",
-            "\t\t0.013783 0.034699 0.219440 0.015939 0.038644 0.219711\n",
-            "\t\t0.013632 0.035116 0.219416 0.015781 0.038975 0.219683\n",
-            "\t\t0.013483 0.035533 0.219393 0.015623 0.039306 0.219655\n",
-            "\t\t0.013335 0.035951 0.219371 0.015466 0.039638 0.219627\n",
-            "\t\t0.013189 0.036370 0.219348 0.015310 0.039970 0.219599\n",
-            "\t\t0.013044 0.036789 0.219326 0.015155 0.040303 0.219572\n",
-            "\t\t0.012901 0.037209 0.219304 0.015001 0.040636 0.219545\n",
-            "\t\t0.012760 0.037629 0.219283 0.014848 0.040969 0.219519\n",
-            "\t\t0.012620 0.038050 0.219262 0.014695 0.041303 0.219493\n",
-            "\t\t0.012482 0.038471 0.219241 0.014544 0.041637 0.219468\n",
-            "\t\t0.012346 0.038893 0.219221 0.014393 0.041972 0.219442\n",
-            "\t\t0.012211 0.039316 0.219201 0.014243 0.042307 0.219418\n",
-            "\t\t0.012077 0.039738 0.219182 0.014094 0.042642 0.219393\n",
-            "\t\t0.011944 0.040161 0.219163 0.013946 0.042978 0.219370\n",
-            "\t\t0.011812 0.040585 0.219144 0.013799 0.043314 0.219347\n",
-            "\t\t0.011681 0.041008 0.219125 0.013653 0.043651 0.219324\n",
-            "\t\t0.011550 0.041432 0.219107 0.013507 0.043988 0.219302\n",
-            "\t\t0.011420 0.041856 0.219089 0.013362 0.044325 0.219280\n",
-            "\t\t0.011290 0.042280 0.219072 0.013219 0.044663 0.219258\n",
-            "\t\t0.011161 0.042704 0.219054 0.013076 0.045001 0.219237\n",
-            "\t\t0.011031 0.043128 0.219038 0.012933 0.045339 0.219217\n",
-            "\t\t0.010902 0.043552 0.219022 0.012792 0.045678 0.219197\n",
-            "\t\t0.010773 0.043977 0.219006 0.012651 0.046017 0.219177\n",
-            "\t\t0.010644 0.044401 0.218990 0.012512 0.046356 0.219158\n",
-            "\t\t0.010514 0.044825 0.218975 0.012373 0.046696 0.219140\n",
-            "\t\t0.010385 0.045249 0.218960 0.012234 0.047036 0.219122\n",
-            "\t\t0.010256 0.045674 0.218945 0.012097 0.047376 0.219104\n",
-            "\t\t0.010127 0.046098 0.218931 0.011961 0.047717 0.219086\n",
-            "\t\t0.009998 0.046522 0.218917 0.011825 0.048058 0.219069\n",
-            "\t\t0.009869 0.046946 0.218903 0.011689 0.048399 0.219052\n",
-            "\t\t0.009740 0.047370 0.218890 0.011555 0.048740 0.219036\n",
-            "\t\t0.009611 0.047795 0.218877 0.011421 0.049082 0.219020\n",
-            "\t\t0.009482 0.048219 0.218865 0.011287 0.049424 0.219005\n",
-            "\t\t0.009352 0.048643 0.218853 0.011154 0.049766 0.218990\n",
-            "\t\t0.009222 0.049067 0.218841 0.011022 0.050109 0.218975\n",
-            "\t\t0.009091 0.049491 0.218829 0.010882 0.050448 0.218959\n",
-            "\t\t0.008984 0.049920 0.218819 0.010669 0.050744 0.218937\n",
-            "\t\t0.009037 0.050357 0.218821 0.010363 0.050943 0.218909\n",
-            "\t\t0.009273 0.050728 0.218834 0.010006 0.051019 0.218881\n",
-            "\t\t0.009645 0.050963 0.218857 0.009645 0.050963 0.218857\n",
-            "\tsection 9\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048618 0.000643 0.223354 0.048618 0.000643 0.223354\n",
-            "\t\t0.048562 0.000205 0.223361 0.048567 0.001006 0.223361\n",
-            "\t\t0.048449 -0.000222 0.223375 0.048436 0.001347 0.223378\n",
-            "\t\t0.048303 -0.000639 0.223394 0.048247 0.001661 0.223403\n",
-            "\t\t0.048133 -0.001047 0.223416 0.048024 0.001950 0.223432\n",
-            "\t\t0.047945 -0.001447 0.223441 0.047776 0.002220 0.223465\n",
-            "\t\t0.047739 -0.001838 0.223469 0.047514 0.002475 0.223501\n",
-            "\t\t0.047517 -0.002221 0.223499 0.047240 0.002717 0.223538\n",
-            "\t\t0.047280 -0.002594 0.223531 0.046958 0.002951 0.223577\n",
-            "\t\t0.047028 -0.002956 0.223566 0.046671 0.003177 0.223617\n",
-            "\t\t0.046760 -0.003308 0.223603 0.046379 0.003397 0.223658\n",
-            "\t\t0.046477 -0.003648 0.223643 0.046083 0.003613 0.223697\n",
-            "\t\t0.046179 -0.003974 0.223683 0.045785 0.003825 0.223736\n",
-            "\t\t0.045865 -0.004285 0.223724 0.045485 0.004034 0.223772\n",
-            "\t\t0.045535 -0.004579 0.223764 0.045183 0.004241 0.223807\n",
-            "\t\t0.045190 -0.004855 0.223803 0.044880 0.004446 0.223837\n",
-            "\t\t0.044828 -0.005109 0.223838 0.044576 0.004650 0.223864\n",
-            "\t\t0.044451 -0.005340 0.223869 0.044272 0.004853 0.223887\n",
-            "\t\t0.044060 -0.005545 0.223894 0.043967 0.005056 0.223906\n",
-            "\t\t0.043655 -0.005721 0.223913 0.043663 0.005259 0.223921\n",
-            "\t\t0.043237 -0.005867 0.223928 0.043358 0.005461 0.223933\n",
-            "\t\t0.042810 -0.005981 0.223940 0.043053 0.005664 0.223944\n",
-            "\t\t0.042376 -0.006061 0.223951 0.042749 0.005867 0.223954\n",
-            "\t\t0.041936 -0.006107 0.223964 0.042445 0.006071 0.223964\n",
-            "\t\t0.041494 -0.006119 0.223977 0.042142 0.006275 0.223974\n",
-            "\t\t0.041053 -0.006098 0.223990 0.041839 0.006481 0.223985\n",
-            "\t\t0.040614 -0.006046 0.224004 0.041537 0.006687 0.223995\n",
-            "\t\t0.040180 -0.005965 0.224018 0.041236 0.006895 0.224005\n",
-            "\t\t0.039751 -0.005857 0.224031 0.040936 0.007104 0.224016\n",
-            "\t\t0.039330 -0.005724 0.224045 0.040636 0.007314 0.224026\n",
-            "\t\t0.038916 -0.005568 0.224058 0.040338 0.007526 0.224036\n",
-            "\t\t0.038510 -0.005393 0.224071 0.040040 0.007739 0.224047\n",
-            "\t\t0.038113 -0.005199 0.224084 0.039744 0.007953 0.224057\n",
-            "\t\t0.037724 -0.004989 0.224097 0.039448 0.008169 0.224068\n",
-            "\t\t0.037344 -0.004765 0.224109 0.039154 0.008387 0.224078\n",
-            "\t\t0.036971 -0.004527 0.224121 0.038861 0.008606 0.224088\n",
-            "\t\t0.036606 -0.004278 0.224132 0.038570 0.008827 0.224099\n",
-            "\t\t0.036248 -0.004018 0.224143 0.038279 0.009049 0.224109\n",
-            "\t\t0.035898 -0.003749 0.224153 0.037990 0.009274 0.224119\n",
-            "\t\t0.035554 -0.003471 0.224163 0.037702 0.009500 0.224128\n",
-            "\t\t0.035217 -0.003186 0.224173 0.037416 0.009727 0.224138\n",
-            "\t\t0.034886 -0.002893 0.224182 0.037131 0.009957 0.224147\n",
-            "\t\t0.034560 -0.002594 0.224190 0.036848 0.010188 0.224157\n",
-            "\t\t0.034241 -0.002288 0.224198 0.036565 0.010421 0.224166\n",
-            "\t\t0.033926 -0.001978 0.224206 0.036285 0.010655 0.224175\n",
-            "\t\t0.033617 -0.001662 0.224213 0.036005 0.010892 0.224183\n",
-            "\t\t0.033312 -0.001342 0.224220 0.035728 0.011130 0.224192\n",
-            "\t\t0.033012 -0.001018 0.224226 0.035451 0.011370 0.224200\n",
-            "\t\t0.032717 -0.000689 0.224231 0.035177 0.011612 0.224208\n",
-            "\t\t0.032425 -0.000357 0.224237 0.034903 0.011855 0.224215\n",
-            "\t\t0.032137 -0.000021 0.224241 0.034632 0.012100 0.224223\n",
-            "\t\t0.031854 0.000317 0.224245 0.034362 0.012347 0.224230\n",
-            "\t\t0.031573 0.000659 0.224249 0.034093 0.012595 0.224237\n",
-            "\t\t0.031297 0.001004 0.224252 0.033826 0.012845 0.224243\n",
-            "\t\t0.031023 0.001351 0.224255 0.033561 0.013097 0.224249\n",
-            "\t\t0.030753 0.001701 0.224257 0.033297 0.013350 0.224255\n",
-            "\t\t0.030486 0.002053 0.224259 0.033034 0.013606 0.224260\n",
-            "\t\t0.030222 0.002407 0.224260 0.032774 0.013862 0.224266\n",
-            "\t\t0.029960 0.002763 0.224260 0.032514 0.014120 0.224270\n",
-            "\t\t0.029701 0.003122 0.224260 0.032257 0.014380 0.224275\n",
-            "\t\t0.029445 0.003482 0.224259 0.032001 0.014641 0.224279\n",
-            "\t\t0.029192 0.003844 0.224258 0.031746 0.014904 0.224282\n",
-            "\t\t0.028941 0.004207 0.224257 0.031493 0.015169 0.224285\n",
-            "\t\t0.028692 0.004573 0.224255 0.031242 0.015434 0.224288\n",
-            "\t\t0.028445 0.004939 0.224252 0.030992 0.015702 0.224290\n",
-            "\t\t0.028201 0.005308 0.224248 0.030744 0.015971 0.224292\n",
-            "\t\t0.027959 0.005677 0.224244 0.030497 0.016241 0.224294\n",
-            "\t\t0.027719 0.006048 0.224240 0.030252 0.016512 0.224295\n",
-            "\t\t0.027481 0.006421 0.224235 0.030008 0.016785 0.224295\n",
-            "\t\t0.027244 0.006794 0.224229 0.029766 0.017059 0.224295\n",
-            "\t\t0.027010 0.007169 0.224222 0.029525 0.017335 0.224295\n",
-            "\t\t0.026778 0.007545 0.224215 0.029286 0.017612 0.224294\n",
-            "\t\t0.026547 0.007922 0.224208 0.029049 0.017890 0.224292\n",
-            "\t\t0.026318 0.008300 0.224200 0.028812 0.018170 0.224290\n",
-            "\t\t0.026091 0.008679 0.224191 0.028578 0.018450 0.224288\n",
-            "\t\t0.025865 0.009059 0.224181 0.028345 0.018732 0.224285\n",
-            "\t\t0.025641 0.009440 0.224170 0.028113 0.019015 0.224281\n",
-            "\t\t0.025418 0.009822 0.224159 0.027883 0.019300 0.224277\n",
-            "\t\t0.025197 0.010204 0.224148 0.027654 0.019585 0.224272\n",
-            "\t\t0.024978 0.010588 0.224135 0.027426 0.019872 0.224266\n",
-            "\t\t0.024760 0.010972 0.224122 0.027200 0.020160 0.224260\n",
-            "\t\t0.024543 0.011358 0.224109 0.026976 0.020448 0.224253\n",
-            "\t\t0.024328 0.011744 0.224094 0.026753 0.020738 0.224246\n",
-            "\t\t0.024114 0.012130 0.224079 0.026531 0.021029 0.224238\n",
-            "\t\t0.023902 0.012518 0.224062 0.026311 0.021321 0.224230\n",
-            "\t\t0.023691 0.012906 0.224046 0.026092 0.021615 0.224221\n",
-            "\t\t0.023481 0.013295 0.224028 0.025874 0.021909 0.224211\n",
-            "\t\t0.023272 0.013685 0.224010 0.025658 0.022204 0.224200\n",
-            "\t\t0.023064 0.014075 0.223991 0.025443 0.022500 0.224189\n",
-            "\t\t0.022858 0.014466 0.223971 0.025229 0.022797 0.224177\n",
-            "\t\t0.022653 0.014857 0.223950 0.025017 0.023095 0.224164\n",
-            "\t\t0.022449 0.015249 0.223929 0.024806 0.023394 0.224151\n",
-            "\t\t0.022247 0.015642 0.223906 0.024596 0.023694 0.224137\n",
-            "\t\t0.022045 0.016035 0.223883 0.024388 0.023994 0.224122\n",
-            "\t\t0.021845 0.016429 0.223860 0.024181 0.024296 0.224106\n",
-            "\t\t0.021645 0.016824 0.223835 0.023975 0.024598 0.224089\n",
-            "\t\t0.021447 0.017219 0.223810 0.023770 0.024902 0.224072\n",
-            "\t\t0.021250 0.017614 0.223783 0.023567 0.025206 0.224054\n",
-            "\t\t0.021054 0.018010 0.223757 0.023364 0.025511 0.224036\n",
-            "\t\t0.020858 0.018407 0.223729 0.023163 0.025816 0.224016\n",
-            "\t\t0.020664 0.018804 0.223701 0.022964 0.026123 0.223996\n",
-            "\t\t0.020471 0.019201 0.223672 0.022765 0.026430 0.223975\n",
-            "\t\t0.020279 0.019599 0.223642 0.022568 0.026738 0.223953\n",
-            "\t\t0.020088 0.019998 0.223612 0.022372 0.027047 0.223930\n",
-            "\t\t0.019898 0.020397 0.223580 0.022177 0.027357 0.223906\n",
-            "\t\t0.019709 0.020796 0.223549 0.021983 0.027667 0.223882\n",
-            "\t\t0.019521 0.021196 0.223516 0.021790 0.027978 0.223857\n",
-            "\t\t0.019334 0.021597 0.223484 0.021598 0.028290 0.223831\n",
-            "\t\t0.019148 0.021998 0.223450 0.021408 0.028602 0.223805\n",
-            "\t\t0.018963 0.022399 0.223416 0.021219 0.028915 0.223777\n",
-            "\t\t0.018779 0.022801 0.223382 0.021030 0.029229 0.223749\n",
-            "\t\t0.018596 0.023203 0.223347 0.020843 0.029543 0.223720\n",
-            "\t\t0.018414 0.023606 0.223311 0.020657 0.029858 0.223691\n",
-            "\t\t0.018232 0.024009 0.223276 0.020472 0.030174 0.223660\n",
-            "\t\t0.018052 0.024412 0.223240 0.020288 0.030490 0.223629\n",
-            "\t\t0.017873 0.024816 0.223204 0.020105 0.030807 0.223597\n",
-            "\t\t0.017694 0.025220 0.223168 0.019924 0.031125 0.223565\n",
-            "\t\t0.017517 0.025625 0.223131 0.019743 0.031443 0.223532\n",
-            "\t\t0.017341 0.026030 0.223094 0.019563 0.031761 0.223498\n",
-            "\t\t0.017165 0.026436 0.223057 0.019385 0.032081 0.223464\n",
-            "\t\t0.016991 0.026842 0.223021 0.019207 0.032401 0.223430\n",
-            "\t\t0.016817 0.027249 0.222984 0.019030 0.032721 0.223394\n",
-            "\t\t0.016645 0.027655 0.222947 0.018855 0.033042 0.223359\n",
-            "\t\t0.016473 0.028063 0.222911 0.018680 0.033363 0.223322\n",
-            "\t\t0.016303 0.028471 0.222874 0.018506 0.033685 0.223286\n",
-            "\t\t0.016133 0.028879 0.222838 0.018334 0.034008 0.223250\n",
-            "\t\t0.015965 0.029287 0.222802 0.018162 0.034331 0.223213\n",
-            "\t\t0.015797 0.029696 0.222766 0.017991 0.034655 0.223176\n",
-            "\t\t0.015631 0.030106 0.222731 0.017821 0.034979 0.223138\n",
-            "\t\t0.015466 0.030516 0.222696 0.017653 0.035303 0.223100\n",
-            "\t\t0.015302 0.030926 0.222661 0.017485 0.035629 0.223063\n",
-            "\t\t0.015139 0.031337 0.222626 0.017318 0.035954 0.223025\n",
-            "\t\t0.014978 0.031748 0.222592 0.017152 0.036280 0.222988\n",
-            "\t\t0.014817 0.032160 0.222559 0.016987 0.036607 0.222950\n",
-            "\t\t0.014658 0.032572 0.222526 0.016823 0.036934 0.222913\n",
-            "\t\t0.014500 0.032985 0.222493 0.016659 0.037261 0.222875\n",
-            "\t\t0.014343 0.033398 0.222461 0.016497 0.037589 0.222838\n",
-            "\t\t0.014188 0.033812 0.222429 0.016336 0.037917 0.222801\n",
-            "\t\t0.014034 0.034226 0.222398 0.016175 0.038246 0.222764\n",
-            "\t\t0.013881 0.034641 0.222367 0.016016 0.038575 0.222728\n",
-            "\t\t0.013730 0.035056 0.222337 0.015857 0.038905 0.222692\n",
-            "\t\t0.013581 0.035472 0.222307 0.015699 0.039235 0.222656\n",
-            "\t\t0.013432 0.035889 0.222278 0.015542 0.039566 0.222621\n",
-            "\t\t0.013286 0.036306 0.222250 0.015386 0.039897 0.222585\n",
-            "\t\t0.013141 0.036723 0.222221 0.015231 0.040228 0.222551\n",
-            "\t\t0.012998 0.037141 0.222194 0.015077 0.040560 0.222517\n",
-            "\t\t0.012856 0.037560 0.222166 0.014923 0.040892 0.222484\n",
-            "\t\t0.012716 0.037979 0.222140 0.014771 0.041224 0.222451\n",
-            "\t\t0.012577 0.038399 0.222113 0.014619 0.041557 0.222418\n",
-            "\t\t0.012440 0.038819 0.222087 0.014468 0.041890 0.222386\n",
-            "\t\t0.012304 0.039239 0.222062 0.014318 0.042224 0.222355\n",
-            "\t\t0.012169 0.039660 0.222037 0.014169 0.042558 0.222324\n",
-            "\t\t0.012035 0.040081 0.222013 0.014020 0.042893 0.222293\n",
-            "\t\t0.011902 0.040503 0.221989 0.013873 0.043227 0.222264\n",
-            "\t\t0.011770 0.040925 0.221965 0.013726 0.043563 0.222235\n",
-            "\t\t0.011639 0.041346 0.221942 0.013580 0.043898 0.222206\n",
-            "\t\t0.011507 0.041768 0.221919 0.013435 0.044234 0.222178\n",
-            "\t\t0.011376 0.042191 0.221896 0.013291 0.044570 0.222151\n",
-            "\t\t0.011246 0.042613 0.221875 0.013148 0.044907 0.222124\n",
-            "\t\t0.011115 0.043035 0.221853 0.013005 0.045244 0.222097\n",
-            "\t\t0.010985 0.043457 0.221832 0.012863 0.045581 0.222071\n",
-            "\t\t0.010855 0.043880 0.221812 0.012722 0.045919 0.222046\n",
-            "\t\t0.010724 0.044302 0.221792 0.012582 0.046257 0.222022\n",
-            "\t\t0.010594 0.044724 0.221772 0.012443 0.046595 0.221998\n",
-            "\t\t0.010464 0.045146 0.221752 0.012304 0.046934 0.221974\n",
-            "\t\t0.010333 0.045569 0.221733 0.012166 0.047273 0.221951\n",
-            "\t\t0.010203 0.045991 0.221715 0.012029 0.047612 0.221928\n",
-            "\t\t0.010073 0.046413 0.221697 0.011893 0.047951 0.221906\n",
-            "\t\t0.009943 0.046836 0.221679 0.011757 0.048291 0.221885\n",
-            "\t\t0.009812 0.047258 0.221662 0.011622 0.048631 0.221863\n",
-            "\t\t0.009682 0.047680 0.221645 0.011487 0.048971 0.221843\n",
-            "\t\t0.009552 0.048103 0.221629 0.011353 0.049312 0.221823\n",
-            "\t\t0.009422 0.048525 0.221613 0.011219 0.049652 0.221803\n",
-            "\t\t0.009290 0.048947 0.221597 0.011086 0.049993 0.221783\n",
-            "\t\t0.009158 0.049369 0.221582 0.010946 0.050331 0.221763\n",
-            "\t\t0.009050 0.049797 0.221569 0.010730 0.050624 0.221734\n",
-            "\t\t0.009104 0.050232 0.221572 0.010424 0.050821 0.221697\n",
-            "\t\t0.009338 0.050602 0.221591 0.010068 0.050895 0.221658\n",
-            "\t\t0.009709 0.050837 0.221623 0.009709 0.050837 0.221623\n",
-            "\tsection 10\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048595 0.000607 0.227158 0.048595 0.000607 0.227158\n",
-            "\t\t0.048539 0.000170 0.227164 0.048542 0.000969 0.227164\n",
-            "\t\t0.048424 -0.000255 0.227178 0.048409 0.001308 0.227180\n",
-            "\t\t0.048278 -0.000671 0.227195 0.048220 0.001620 0.227203\n",
-            "\t\t0.048109 -0.001078 0.227215 0.047995 0.001908 0.227230\n",
-            "\t\t0.047920 -0.001476 0.227238 0.047749 0.002177 0.227260\n",
-            "\t\t0.047715 -0.001866 0.227263 0.047487 0.002431 0.227293\n",
-            "\t\t0.047494 -0.002247 0.227291 0.047214 0.002673 0.227327\n",
-            "\t\t0.047257 -0.002619 0.227320 0.046933 0.002907 0.227362\n",
-            "\t\t0.047005 -0.002981 0.227352 0.046647 0.003133 0.227399\n",
-            "\t\t0.046738 -0.003331 0.227386 0.046356 0.003353 0.227436\n",
-            "\t\t0.046456 -0.003670 0.227422 0.046062 0.003569 0.227471\n",
-            "\t\t0.046158 -0.003995 0.227458 0.045765 0.003782 0.227506\n",
-            "\t\t0.045845 -0.004305 0.227495 0.045467 0.003992 0.227538\n",
-            "\t\t0.045516 -0.004598 0.227531 0.045167 0.004199 0.227568\n",
-            "\t\t0.045171 -0.004873 0.227564 0.044865 0.004405 0.227594\n",
-            "\t\t0.044811 -0.005126 0.227595 0.044563 0.004610 0.227617\n",
-            "\t\t0.044435 -0.005356 0.227620 0.044261 0.004814 0.227636\n",
-            "\t\t0.044044 -0.005560 0.227640 0.043958 0.005017 0.227651\n",
-            "\t\t0.043640 -0.005735 0.227654 0.043655 0.005221 0.227662\n",
-            "\t\t0.043224 -0.005880 0.227663 0.043352 0.005424 0.227670\n",
-            "\t\t0.042797 -0.005992 0.227669 0.043049 0.005628 0.227677\n",
-            "\t\t0.042364 -0.006070 0.227674 0.042746 0.005832 0.227683\n",
-            "\t\t0.041925 -0.006114 0.227680 0.042444 0.006037 0.227689\n",
-            "\t\t0.041485 -0.006125 0.227687 0.042143 0.006242 0.227695\n",
-            "\t\t0.041044 -0.006102 0.227694 0.041842 0.006449 0.227701\n",
-            "\t\t0.040607 -0.006048 0.227701 0.041542 0.006656 0.227707\n",
-            "\t\t0.040174 -0.005965 0.227708 0.041242 0.006865 0.227713\n",
-            "\t\t0.039748 -0.005854 0.227715 0.040944 0.007075 0.227719\n",
-            "\t\t0.039328 -0.005719 0.227722 0.040646 0.007286 0.227725\n",
-            "\t\t0.038917 -0.005562 0.227729 0.040349 0.007499 0.227731\n",
-            "\t\t0.038513 -0.005385 0.227736 0.040054 0.007712 0.227737\n",
-            "\t\t0.038118 -0.005189 0.227742 0.039759 0.007928 0.227743\n",
-            "\t\t0.037731 -0.004978 0.227749 0.039466 0.008145 0.227749\n",
-            "\t\t0.037353 -0.004752 0.227755 0.039173 0.008363 0.227755\n",
-            "\t\t0.036983 -0.004513 0.227760 0.038882 0.008583 0.227761\n",
-            "\t\t0.036620 -0.004263 0.227765 0.038592 0.008805 0.227766\n",
-            "\t\t0.036265 -0.004002 0.227770 0.038304 0.009028 0.227772\n",
-            "\t\t0.035916 -0.003732 0.227775 0.038016 0.009253 0.227777\n",
-            "\t\t0.035575 -0.003453 0.227779 0.037730 0.009480 0.227782\n",
-            "\t\t0.035240 -0.003167 0.227782 0.037446 0.009709 0.227787\n",
-            "\t\t0.034911 -0.002874 0.227786 0.037163 0.009939 0.227792\n",
-            "\t\t0.034588 -0.002574 0.227788 0.036881 0.010171 0.227797\n",
-            "\t\t0.034270 -0.002268 0.227791 0.036600 0.010404 0.227801\n",
-            "\t\t0.033958 -0.001958 0.227793 0.036321 0.010639 0.227805\n",
-            "\t\t0.033651 -0.001642 0.227794 0.036044 0.010876 0.227809\n",
-            "\t\t0.033348 -0.001321 0.227795 0.035768 0.011115 0.227813\n",
-            "\t\t0.033050 -0.000997 0.227795 0.035493 0.011355 0.227816\n",
-            "\t\t0.032757 -0.000668 0.227795 0.035220 0.011598 0.227820\n",
-            "\t\t0.032467 -0.000336 0.227795 0.034949 0.011841 0.227822\n",
-            "\t\t0.032181 -0.000000 0.227794 0.034679 0.012087 0.227825\n",
-            "\t\t0.031899 0.000339 0.227792 0.034410 0.012334 0.227827\n",
-            "\t\t0.031621 0.000680 0.227790 0.034143 0.012583 0.227829\n",
-            "\t\t0.031346 0.001025 0.227788 0.033878 0.012833 0.227831\n",
-            "\t\t0.031075 0.001372 0.227785 0.033614 0.013085 0.227832\n",
-            "\t\t0.030806 0.001721 0.227781 0.033351 0.013339 0.227833\n",
-            "\t\t0.030541 0.002073 0.227777 0.033091 0.013594 0.227834\n",
-            "\t\t0.030278 0.002427 0.227773 0.032831 0.013851 0.227834\n",
-            "\t\t0.030019 0.002783 0.227768 0.032574 0.014109 0.227834\n",
-            "\t\t0.029762 0.003141 0.227762 0.032317 0.014369 0.227833\n",
-            "\t\t0.029507 0.003501 0.227756 0.032063 0.014631 0.227832\n",
-            "\t\t0.029255 0.003862 0.227749 0.031810 0.014894 0.227831\n",
-            "\t\t0.029006 0.004226 0.227741 0.031558 0.015158 0.227829\n",
-            "\t\t0.028758 0.004591 0.227734 0.031308 0.015424 0.227826\n",
-            "\t\t0.028514 0.004957 0.227725 0.031060 0.015691 0.227824\n",
-            "\t\t0.028271 0.005325 0.227716 0.030813 0.015960 0.227820\n",
-            "\t\t0.028030 0.005694 0.227706 0.030567 0.016230 0.227817\n",
-            "\t\t0.027791 0.006064 0.227696 0.030323 0.016501 0.227812\n",
-            "\t\t0.027555 0.006436 0.227684 0.030081 0.016774 0.227808\n",
-            "\t\t0.027320 0.006809 0.227673 0.029840 0.017048 0.227802\n",
-            "\t\t0.027087 0.007183 0.227660 0.029601 0.017324 0.227797\n",
-            "\t\t0.026856 0.007559 0.227647 0.029363 0.017600 0.227790\n",
-            "\t\t0.026627 0.007935 0.227634 0.029126 0.017878 0.227783\n",
-            "\t\t0.026399 0.008312 0.227619 0.028891 0.018158 0.227776\n",
-            "\t\t0.026173 0.008691 0.227604 0.028658 0.018438 0.227768\n",
-            "\t\t0.025949 0.009070 0.227588 0.028426 0.018720 0.227759\n",
-            "\t\t0.025726 0.009450 0.227572 0.028195 0.019002 0.227750\n",
-            "\t\t0.025505 0.009831 0.227554 0.027966 0.019286 0.227740\n",
-            "\t\t0.025285 0.010213 0.227536 0.027738 0.019572 0.227730\n",
-            "\t\t0.025067 0.010596 0.227518 0.027512 0.019858 0.227719\n",
-            "\t\t0.024850 0.010980 0.227498 0.027287 0.020145 0.227707\n",
-            "\t\t0.024635 0.011364 0.227478 0.027063 0.020434 0.227694\n",
-            "\t\t0.024421 0.011750 0.227457 0.026841 0.020723 0.227681\n",
-            "\t\t0.024208 0.012136 0.227434 0.026620 0.021014 0.227668\n",
-            "\t\t0.023997 0.012522 0.227412 0.026400 0.021305 0.227653\n",
-            "\t\t0.023787 0.012910 0.227388 0.026182 0.021598 0.227638\n",
-            "\t\t0.023578 0.013298 0.227364 0.025965 0.021891 0.227622\n",
-            "\t\t0.023370 0.013686 0.227339 0.025750 0.022186 0.227605\n",
-            "\t\t0.023164 0.014076 0.227313 0.025536 0.022481 0.227588\n",
-            "\t\t0.022959 0.014466 0.227286 0.025323 0.022778 0.227570\n",
-            "\t\t0.022755 0.014857 0.227258 0.025111 0.023075 0.227551\n",
-            "\t\t0.022552 0.015248 0.227229 0.024901 0.023373 0.227531\n",
-            "\t\t0.022350 0.015640 0.227200 0.024692 0.023672 0.227511\n",
-            "\t\t0.022150 0.016032 0.227169 0.024484 0.023972 0.227490\n",
-            "\t\t0.021950 0.016425 0.227138 0.024278 0.024273 0.227467\n",
-            "\t\t0.021752 0.016818 0.227106 0.024073 0.024575 0.227444\n",
-            "\t\t0.021554 0.017212 0.227073 0.023869 0.024878 0.227420\n",
-            "\t\t0.021358 0.017607 0.227040 0.023666 0.025181 0.227396\n",
-            "\t\t0.021163 0.018002 0.227005 0.023464 0.025485 0.227370\n",
-            "\t\t0.020969 0.018398 0.226970 0.023264 0.025790 0.227344\n",
-            "\t\t0.020776 0.018794 0.226934 0.023064 0.026096 0.227317\n",
-            "\t\t0.020583 0.019190 0.226897 0.022866 0.026403 0.227289\n",
-            "\t\t0.020392 0.019587 0.226859 0.022670 0.026710 0.227260\n",
-            "\t\t0.020202 0.019985 0.226821 0.022474 0.027018 0.227230\n",
-            "\t\t0.020013 0.020383 0.226782 0.022279 0.027327 0.227199\n",
-            "\t\t0.019825 0.020782 0.226742 0.022086 0.027636 0.227168\n",
-            "\t\t0.019637 0.021180 0.226702 0.021893 0.027946 0.227136\n",
-            "\t\t0.019451 0.021580 0.226661 0.021702 0.028257 0.227103\n",
-            "\t\t0.019266 0.021980 0.226619 0.021512 0.028569 0.227068\n",
-            "\t\t0.019081 0.022380 0.226577 0.021323 0.028881 0.227033\n",
-            "\t\t0.018898 0.022781 0.226534 0.021135 0.029194 0.226997\n",
-            "\t\t0.018715 0.023182 0.226491 0.020948 0.029507 0.226961\n",
-            "\t\t0.018534 0.023583 0.226448 0.020763 0.029821 0.226924\n",
-            "\t\t0.018353 0.023985 0.226404 0.020578 0.030136 0.226886\n",
-            "\t\t0.018174 0.024388 0.226360 0.020394 0.030451 0.226847\n",
-            "\t\t0.017995 0.024791 0.226316 0.020212 0.030767 0.226807\n",
-            "\t\t0.017817 0.025194 0.226271 0.020030 0.031084 0.226767\n",
-            "\t\t0.017640 0.025597 0.226226 0.019850 0.031401 0.226726\n",
-            "\t\t0.017464 0.026001 0.226181 0.019670 0.031719 0.226684\n",
-            "\t\t0.017289 0.026406 0.226136 0.019492 0.032037 0.226642\n",
-            "\t\t0.017115 0.026811 0.226091 0.019314 0.032356 0.226600\n",
-            "\t\t0.016942 0.027216 0.226046 0.019138 0.032675 0.226556\n",
-            "\t\t0.016770 0.027622 0.226001 0.018962 0.032995 0.226512\n",
-            "\t\t0.016599 0.028028 0.225957 0.018788 0.033316 0.226468\n",
-            "\t\t0.016429 0.028435 0.225912 0.018614 0.033637 0.226424\n",
-            "\t\t0.016260 0.028842 0.225868 0.018441 0.033958 0.226379\n",
-            "\t\t0.016092 0.029249 0.225824 0.018270 0.034280 0.226334\n",
-            "\t\t0.015925 0.029657 0.225781 0.018099 0.034603 0.226288\n",
-            "\t\t0.015759 0.030065 0.225737 0.017929 0.034926 0.226243\n",
-            "\t\t0.015594 0.030474 0.225694 0.017761 0.035250 0.226197\n",
-            "\t\t0.015431 0.030883 0.225652 0.017593 0.035574 0.226151\n",
-            "\t\t0.015268 0.031292 0.225610 0.017426 0.035898 0.226105\n",
-            "\t\t0.015106 0.031702 0.225568 0.017260 0.036223 0.226060\n",
-            "\t\t0.014946 0.032113 0.225528 0.017095 0.036549 0.226014\n",
-            "\t\t0.014787 0.032524 0.225487 0.016930 0.036874 0.225969\n",
-            "\t\t0.014629 0.032935 0.225448 0.016767 0.037201 0.225923\n",
-            "\t\t0.014472 0.033347 0.225408 0.016605 0.037528 0.225878\n",
-            "\t\t0.014317 0.033760 0.225370 0.016443 0.037855 0.225833\n",
-            "\t\t0.014163 0.034173 0.225331 0.016283 0.038183 0.225789\n",
-            "\t\t0.014010 0.034586 0.225294 0.016123 0.038511 0.225745\n",
-            "\t\t0.013859 0.035000 0.225257 0.015964 0.038839 0.225701\n",
-            "\t\t0.013709 0.035414 0.225221 0.015806 0.039168 0.225658\n",
-            "\t\t0.013561 0.035829 0.225186 0.015649 0.039498 0.225615\n",
-            "\t\t0.013414 0.036245 0.225151 0.015493 0.039827 0.225572\n",
-            "\t\t0.013269 0.036661 0.225117 0.015337 0.040158 0.225530\n",
-            "\t\t0.013125 0.037077 0.225083 0.015183 0.040488 0.225489\n",
-            "\t\t0.012983 0.037494 0.225050 0.015029 0.040819 0.225449\n",
-            "\t\t0.012842 0.037912 0.225017 0.014876 0.041150 0.225409\n",
-            "\t\t0.012702 0.038330 0.224985 0.014724 0.041482 0.225369\n",
-            "\t\t0.012564 0.038749 0.224954 0.014573 0.041814 0.225330\n",
-            "\t\t0.012427 0.039168 0.224923 0.014423 0.042147 0.225292\n",
-            "\t\t0.012292 0.039587 0.224893 0.014273 0.042480 0.225254\n",
-            "\t\t0.012157 0.040006 0.224863 0.014124 0.042813 0.225217\n",
-            "\t\t0.012023 0.040426 0.224834 0.013976 0.043147 0.225181\n",
-            "\t\t0.011890 0.040846 0.224805 0.013829 0.043481 0.225146\n",
-            "\t\t0.011757 0.041267 0.224776 0.013683 0.043815 0.225111\n",
-            "\t\t0.011625 0.041687 0.224749 0.013538 0.044150 0.225077\n",
-            "\t\t0.011493 0.042107 0.224721 0.013393 0.044485 0.225043\n",
-            "\t\t0.011361 0.042528 0.224695 0.013249 0.044820 0.225010\n",
-            "\t\t0.011229 0.042948 0.224669 0.013106 0.045156 0.224978\n",
-            "\t\t0.011097 0.043369 0.224643 0.012964 0.045492 0.224946\n",
-            "\t\t0.010966 0.043790 0.224618 0.012823 0.045829 0.224915\n",
-            "\t\t0.010834 0.044210 0.224593 0.012682 0.046165 0.224886\n",
-            "\t\t0.010703 0.044631 0.224569 0.012542 0.046502 0.224856\n",
-            "\t\t0.010571 0.045051 0.224545 0.012403 0.046840 0.224827\n",
-            "\t\t0.010440 0.045472 0.224522 0.012265 0.047177 0.224799\n",
-            "\t\t0.010309 0.045893 0.224499 0.012127 0.047515 0.224771\n",
-            "\t\t0.010177 0.046313 0.224477 0.011990 0.047854 0.224743\n",
-            "\t\t0.010046 0.046734 0.224455 0.011854 0.048192 0.224717\n",
-            "\t\t0.009914 0.047155 0.224434 0.011718 0.048531 0.224691\n",
-            "\t\t0.009783 0.047575 0.224413 0.011583 0.048870 0.224665\n",
-            "\t\t0.009651 0.047996 0.224393 0.011448 0.049209 0.224640\n",
-            "\t\t0.009520 0.048416 0.224374 0.011313 0.049548 0.224616\n",
-            "\t\t0.009387 0.048837 0.224354 0.011180 0.049888 0.224592\n",
-            "\t\t0.009253 0.049257 0.224335 0.011038 0.050224 0.224567\n",
-            "\t\t0.009145 0.049683 0.224319 0.010821 0.050515 0.224530\n",
-            "\t\t0.009199 0.050117 0.224323 0.010514 0.050710 0.224484\n",
-            "\t\t0.009432 0.050487 0.224347 0.010159 0.050781 0.224435\n",
-            "\t\t0.009800 0.050722 0.224390 0.009800 0.050722 0.224390\n",
-            "\tsection 11\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048614 0.000545 0.230962 0.048614 0.000545 0.230962\n",
-            "\t\t0.048556 0.000109 0.230968 0.048558 0.000906 0.230968\n",
-            "\t\t0.048441 -0.000315 0.230980 0.048423 0.001243 0.230982\n",
-            "\t\t0.048295 -0.000729 0.230996 0.048232 0.001553 0.231003\n",
-            "\t\t0.048125 -0.001135 0.231014 0.048007 0.001840 0.231028\n",
-            "\t\t0.047936 -0.001532 0.231035 0.047760 0.002108 0.231056\n",
-            "\t\t0.047731 -0.001921 0.231058 0.047498 0.002361 0.231085\n",
-            "\t\t0.047510 -0.002301 0.231083 0.047226 0.002603 0.231115\n",
-            "\t\t0.047273 -0.002672 0.231110 0.046947 0.002836 0.231147\n",
-            "\t\t0.047022 -0.003032 0.231138 0.046661 0.003063 0.231180\n",
-            "\t\t0.046755 -0.003382 0.231168 0.046372 0.003284 0.231213\n",
-            "\t\t0.046474 -0.003719 0.231201 0.046079 0.003500 0.231245\n",
-            "\t\t0.046176 -0.004044 0.231233 0.045784 0.003713 0.231275\n",
-            "\t\t0.045864 -0.004353 0.231266 0.045486 0.003924 0.231303\n",
-            "\t\t0.045535 -0.004645 0.231297 0.045188 0.004132 0.231329\n",
-            "\t\t0.045191 -0.004919 0.231326 0.044888 0.004339 0.231352\n",
-            "\t\t0.044831 -0.005171 0.231352 0.044587 0.004545 0.231370\n",
-            "\t\t0.044456 -0.005400 0.231372 0.044286 0.004750 0.231385\n",
-            "\t\t0.044066 -0.005603 0.231386 0.043985 0.004955 0.231396\n",
-            "\t\t0.043662 -0.005777 0.231394 0.043684 0.005159 0.231403\n",
-            "\t\t0.043246 -0.005920 0.231398 0.043383 0.005364 0.231407\n",
-            "\t\t0.042821 -0.006030 0.231398 0.043081 0.005569 0.231410\n",
-            "\t\t0.042388 -0.006107 0.231397 0.042781 0.005774 0.231412\n",
-            "\t\t0.041950 -0.006149 0.231397 0.042480 0.005980 0.231414\n",
-            "\t\t0.041510 -0.006157 0.231397 0.042181 0.006187 0.231416\n",
-            "\t\t0.041071 -0.006132 0.231397 0.041881 0.006395 0.231417\n",
-            "\t\t0.040635 -0.006076 0.231398 0.041583 0.006604 0.231418\n",
-            "\t\t0.040204 -0.005990 0.231398 0.041285 0.006814 0.231420\n",
-            "\t\t0.039779 -0.005878 0.231399 0.040989 0.007025 0.231422\n",
-            "\t\t0.039361 -0.005740 0.231400 0.040693 0.007237 0.231424\n",
-            "\t\t0.038952 -0.005581 0.231400 0.040398 0.007451 0.231425\n",
-            "\t\t0.038550 -0.005401 0.231401 0.040104 0.007666 0.231427\n",
-            "\t\t0.038157 -0.005204 0.231401 0.039811 0.007882 0.231428\n",
-            "\t\t0.037773 -0.004991 0.231401 0.039519 0.008101 0.231430\n",
-            "\t\t0.037396 -0.004764 0.231400 0.039229 0.008320 0.231431\n",
-            "\t\t0.037028 -0.004523 0.231400 0.038940 0.008541 0.231433\n",
-            "\t\t0.036668 -0.004272 0.231399 0.038651 0.008764 0.231434\n",
-            "\t\t0.036315 -0.004010 0.231398 0.038365 0.008989 0.231435\n",
-            "\t\t0.035969 -0.003738 0.231396 0.038079 0.009215 0.231436\n",
-            "\t\t0.035629 -0.003459 0.231395 0.037795 0.009442 0.231436\n",
-            "\t\t0.035297 -0.003171 0.231392 0.037512 0.009672 0.231436\n",
-            "\t\t0.034970 -0.002877 0.231390 0.037230 0.009903 0.231437\n",
-            "\t\t0.034649 -0.002577 0.231386 0.036950 0.010136 0.231437\n",
-            "\t\t0.034333 -0.002270 0.231383 0.036672 0.010370 0.231437\n",
-            "\t\t0.034023 -0.001959 0.231379 0.036394 0.010606 0.231436\n",
-            "\t\t0.033718 -0.001642 0.231375 0.036119 0.010844 0.231435\n",
-            "\t\t0.033417 -0.001321 0.231370 0.035844 0.011084 0.231434\n",
-            "\t\t0.033121 -0.000996 0.231365 0.035571 0.011325 0.231433\n",
-            "\t\t0.032830 -0.000667 0.231359 0.035300 0.011568 0.231431\n",
-            "\t\t0.032542 -0.000335 0.231353 0.035030 0.011812 0.231430\n",
-            "\t\t0.032258 0.000001 0.231346 0.034761 0.012058 0.231427\n",
-            "\t\t0.031978 0.000340 0.231339 0.034495 0.012306 0.231425\n",
-            "\t\t0.031702 0.000682 0.231332 0.034229 0.012556 0.231422\n",
-            "\t\t0.031429 0.001027 0.231324 0.033965 0.012807 0.231419\n",
-            "\t\t0.031159 0.001374 0.231315 0.033703 0.013059 0.231415\n",
-            "\t\t0.030892 0.001723 0.231306 0.033442 0.013313 0.231411\n",
-            "\t\t0.030629 0.002075 0.231296 0.033183 0.013569 0.231407\n",
-            "\t\t0.030368 0.002429 0.231286 0.032925 0.013826 0.231402\n",
-            "\t\t0.030110 0.002785 0.231275 0.032669 0.014085 0.231397\n",
-            "\t\t0.029855 0.003143 0.231264 0.032414 0.014345 0.231391\n",
-            "\t\t0.029602 0.003503 0.231252 0.032161 0.014607 0.231385\n",
-            "\t\t0.029351 0.003864 0.231239 0.031909 0.014870 0.231379\n",
-            "\t\t0.029104 0.004227 0.231226 0.031659 0.015135 0.231372\n",
-            "\t\t0.028858 0.004592 0.231213 0.031410 0.015401 0.231364\n",
-            "\t\t0.028614 0.004958 0.231198 0.031163 0.015669 0.231357\n",
-            "\t\t0.028373 0.005326 0.231183 0.030917 0.015938 0.231348\n",
-            "\t\t0.028134 0.005695 0.231168 0.030673 0.016208 0.231339\n",
-            "\t\t0.027897 0.006065 0.231151 0.030430 0.016479 0.231330\n",
-            "\t\t0.027662 0.006436 0.231134 0.030189 0.016752 0.231320\n",
-            "\t\t0.027428 0.006809 0.231117 0.029949 0.017026 0.231309\n",
-            "\t\t0.027197 0.007183 0.231098 0.029711 0.017302 0.231298\n",
-            "\t\t0.026967 0.007558 0.231079 0.029474 0.017579 0.231287\n",
-            "\t\t0.026739 0.007934 0.231060 0.029239 0.017857 0.231274\n",
-            "\t\t0.026513 0.008311 0.231039 0.029005 0.018136 0.231261\n",
-            "\t\t0.026288 0.008689 0.231018 0.028773 0.018416 0.231248\n",
-            "\t\t0.026065 0.009068 0.230996 0.028542 0.018698 0.231234\n",
-            "\t\t0.025844 0.009447 0.230973 0.028312 0.018980 0.231219\n",
-            "\t\t0.025624 0.009828 0.230949 0.028084 0.019264 0.231204\n",
-            "\t\t0.025405 0.010210 0.230925 0.027857 0.019549 0.231188\n",
-            "\t\t0.025188 0.010592 0.230900 0.027631 0.019835 0.231171\n",
-            "\t\t0.024973 0.010975 0.230874 0.027407 0.020122 0.231154\n",
-            "\t\t0.024759 0.011359 0.230847 0.027185 0.020410 0.231135\n",
-            "\t\t0.024546 0.011744 0.230819 0.026963 0.020700 0.231117\n",
-            "\t\t0.024334 0.012129 0.230790 0.026743 0.020990 0.231097\n",
-            "\t\t0.024124 0.012515 0.230761 0.026525 0.021281 0.231077\n",
-            "\t\t0.023915 0.012902 0.230730 0.026307 0.021573 0.231056\n",
-            "\t\t0.023707 0.013290 0.230699 0.026091 0.021867 0.231034\n",
-            "\t\t0.023501 0.013678 0.230667 0.025876 0.022161 0.231011\n",
-            "\t\t0.023296 0.014067 0.230634 0.025663 0.022456 0.230987\n",
-            "\t\t0.023091 0.014456 0.230600 0.025451 0.022752 0.230963\n",
-            "\t\t0.022888 0.014846 0.230565 0.025240 0.023049 0.230938\n",
-            "\t\t0.022687 0.015237 0.230530 0.025030 0.023347 0.230912\n",
-            "\t\t0.022486 0.015628 0.230493 0.024822 0.023645 0.230885\n",
-            "\t\t0.022286 0.016020 0.230455 0.024615 0.023945 0.230857\n",
-            "\t\t0.022088 0.016412 0.230417 0.024409 0.024245 0.230829\n",
-            "\t\t0.021890 0.016805 0.230378 0.024204 0.024547 0.230799\n",
-            "\t\t0.021694 0.017198 0.230337 0.024001 0.024849 0.230769\n",
-            "\t\t0.021498 0.017592 0.230296 0.023799 0.025152 0.230737\n",
-            "\t\t0.021304 0.017986 0.230254 0.023597 0.025455 0.230705\n",
-            "\t\t0.021111 0.018381 0.230211 0.023397 0.025760 0.230672\n",
-            "\t\t0.020918 0.018777 0.230167 0.023199 0.026065 0.230638\n",
-            "\t\t0.020727 0.019173 0.230122 0.023001 0.026371 0.230603\n",
-            "\t\t0.020537 0.019569 0.230077 0.022805 0.026677 0.230567\n",
-            "\t\t0.020347 0.019966 0.230030 0.022609 0.026985 0.230530\n",
-            "\t\t0.020159 0.020363 0.229983 0.022415 0.027293 0.230492\n",
-            "\t\t0.019972 0.020761 0.229935 0.022222 0.027602 0.230454\n",
-            "\t\t0.019785 0.021159 0.229887 0.022030 0.027911 0.230414\n",
-            "\t\t0.019599 0.021557 0.229838 0.021839 0.028222 0.230374\n",
-            "\t\t0.019415 0.021956 0.229788 0.021649 0.028532 0.230332\n",
-            "\t\t0.019231 0.022356 0.229738 0.021461 0.028844 0.230289\n",
-            "\t\t0.019048 0.022756 0.229687 0.021273 0.029156 0.230246\n",
-            "\t\t0.018867 0.023156 0.229636 0.021087 0.029469 0.230202\n",
-            "\t\t0.018686 0.023557 0.229584 0.020901 0.029782 0.230157\n",
-            "\t\t0.018506 0.023958 0.229532 0.020717 0.030096 0.230111\n",
-            "\t\t0.018327 0.024359 0.229480 0.020533 0.030411 0.230065\n",
-            "\t\t0.018148 0.024761 0.229427 0.020351 0.030726 0.230017\n",
-            "\t\t0.017971 0.025164 0.229374 0.020169 0.031042 0.229969\n",
-            "\t\t0.017795 0.025567 0.229321 0.019989 0.031358 0.229920\n",
-            "\t\t0.017620 0.025970 0.229267 0.019809 0.031675 0.229870\n",
-            "\t\t0.017445 0.026373 0.229214 0.019631 0.031993 0.229820\n",
-            "\t\t0.017272 0.026777 0.229161 0.019454 0.032311 0.229770\n",
-            "\t\t0.017099 0.027182 0.229108 0.019277 0.032630 0.229718\n",
-            "\t\t0.016927 0.027587 0.229055 0.019102 0.032949 0.229666\n",
-            "\t\t0.016757 0.027992 0.229002 0.018927 0.033268 0.229614\n",
-            "\t\t0.016587 0.028397 0.228950 0.018754 0.033589 0.229561\n",
-            "\t\t0.016418 0.028803 0.228898 0.018581 0.033909 0.229508\n",
-            "\t\t0.016251 0.029210 0.228846 0.018410 0.034231 0.229455\n",
-            "\t\t0.016084 0.029617 0.228795 0.018239 0.034552 0.229401\n",
-            "\t\t0.015918 0.030024 0.228744 0.018069 0.034874 0.229347\n",
-            "\t\t0.015754 0.030432 0.228693 0.017900 0.035197 0.229293\n",
-            "\t\t0.015590 0.030840 0.228643 0.017732 0.035520 0.229239\n",
-            "\t\t0.015428 0.031248 0.228593 0.017565 0.035844 0.229186\n",
-            "\t\t0.015266 0.031657 0.228544 0.017399 0.036168 0.229132\n",
-            "\t\t0.015106 0.032067 0.228496 0.017234 0.036493 0.229078\n",
-            "\t\t0.014947 0.032477 0.228449 0.017070 0.036818 0.229025\n",
-            "\t\t0.014789 0.032887 0.228402 0.016906 0.037143 0.228971\n",
-            "\t\t0.014632 0.033298 0.228356 0.016744 0.037469 0.228918\n",
-            "\t\t0.014477 0.033709 0.228310 0.016582 0.037795 0.228865\n",
-            "\t\t0.014323 0.034121 0.228265 0.016421 0.038122 0.228813\n",
-            "\t\t0.014170 0.034533 0.228221 0.016261 0.038449 0.228762\n",
-            "\t\t0.014018 0.034946 0.228178 0.016102 0.038777 0.228710\n",
-            "\t\t0.013868 0.035359 0.228135 0.015944 0.039105 0.228659\n",
-            "\t\t0.013720 0.035773 0.228094 0.015786 0.039434 0.228608\n",
-            "\t\t0.013572 0.036187 0.228053 0.015630 0.039762 0.228559\n",
-            "\t\t0.013427 0.036602 0.228012 0.015474 0.040092 0.228509\n",
-            "\t\t0.013282 0.037017 0.227972 0.015319 0.040421 0.228461\n",
-            "\t\t0.013139 0.037433 0.227933 0.015165 0.040751 0.228414\n",
-            "\t\t0.012998 0.037849 0.227895 0.015012 0.041082 0.228366\n",
-            "\t\t0.012858 0.038266 0.227857 0.014860 0.041413 0.228320\n",
-            "\t\t0.012719 0.038683 0.227820 0.014708 0.041744 0.228274\n",
-            "\t\t0.012581 0.039101 0.227784 0.014558 0.042075 0.228229\n",
-            "\t\t0.012444 0.039519 0.227748 0.014408 0.042407 0.228184\n",
-            "\t\t0.012309 0.039937 0.227713 0.014259 0.042740 0.228141\n",
-            "\t\t0.012174 0.040355 0.227679 0.014110 0.043072 0.228099\n",
-            "\t\t0.012039 0.040774 0.227645 0.013963 0.043405 0.228057\n",
-            "\t\t0.011905 0.041193 0.227611 0.013816 0.043739 0.228016\n",
-            "\t\t0.011772 0.041611 0.227578 0.013670 0.044072 0.227975\n",
-            "\t\t0.011638 0.042030 0.227546 0.013525 0.044406 0.227935\n",
-            "\t\t0.011505 0.042450 0.227515 0.013381 0.044741 0.227896\n",
-            "\t\t0.011372 0.042869 0.227484 0.013237 0.045076 0.227858\n",
-            "\t\t0.011240 0.043288 0.227454 0.013095 0.045411 0.227821\n",
-            "\t\t0.011107 0.043707 0.227424 0.012953 0.045746 0.227785\n",
-            "\t\t0.010974 0.044126 0.227395 0.012812 0.046082 0.227749\n",
-            "\t\t0.010841 0.044545 0.227366 0.012671 0.046418 0.227714\n",
-            "\t\t0.010709 0.044964 0.227338 0.012531 0.046754 0.227680\n",
-            "\t\t0.010576 0.045383 0.227311 0.012392 0.047091 0.227646\n",
-            "\t\t0.010443 0.045803 0.227284 0.012254 0.047428 0.227613\n",
-            "\t\t0.010310 0.046222 0.227257 0.012116 0.047765 0.227581\n",
-            "\t\t0.010178 0.046641 0.227231 0.011979 0.048102 0.227549\n",
-            "\t\t0.010045 0.047060 0.227206 0.011843 0.048440 0.227518\n",
-            "\t\t0.009912 0.047479 0.227182 0.011707 0.048778 0.227488\n",
-            "\t\t0.009780 0.047898 0.227158 0.011571 0.049116 0.227458\n",
-            "\t\t0.009647 0.048318 0.227134 0.011436 0.049454 0.227429\n",
-            "\t\t0.009513 0.048736 0.227111 0.011302 0.049793 0.227400\n",
-            "\t\t0.009378 0.049155 0.227088 0.011159 0.050127 0.227370\n",
-            "\t\t0.009269 0.049580 0.227069 0.010940 0.050417 0.227327\n",
-            "\t\t0.009322 0.050013 0.227074 0.010633 0.050609 0.227271\n",
-            "\t\t0.009554 0.050383 0.227104 0.010278 0.050679 0.227211\n",
-            "\t\t0.009921 0.050619 0.227156 0.009921 0.050619 0.227156\n",
-            "\tsection 12\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048674 0.000458 0.234766 0.048674 0.000458 0.234766\n",
-            "\t\t0.048616 0.000022 0.234771 0.048616 0.000817 0.234771\n",
-            "\t\t0.048499 -0.000401 0.234782 0.048477 0.001153 0.234784\n",
-            "\t\t0.048352 -0.000814 0.234797 0.048283 0.001460 0.234803\n",
-            "\t\t0.048182 -0.001219 0.234813 0.048057 0.001745 0.234826\n",
-            "\t\t0.047993 -0.001615 0.234832 0.047810 0.002012 0.234851\n",
-            "\t\t0.047787 -0.002002 0.234853 0.047549 0.002265 0.234877\n",
-            "\t\t0.047566 -0.002381 0.234875 0.047277 0.002507 0.234904\n",
-            "\t\t0.047329 -0.002751 0.234899 0.046998 0.002740 0.234932\n",
-            "\t\t0.047078 -0.003111 0.234924 0.046714 0.002967 0.234962\n",
-            "\t\t0.046811 -0.003460 0.234951 0.046425 0.003188 0.234991\n",
-            "\t\t0.046530 -0.003796 0.234980 0.046134 0.003405 0.235018\n",
-            "\t\t0.046233 -0.004120 0.235008 0.045840 0.003619 0.235045\n",
-            "\t\t0.045921 -0.004428 0.235036 0.045544 0.003831 0.235069\n",
-            "\t\t0.045593 -0.004720 0.235063 0.045246 0.004040 0.235090\n",
-            "\t\t0.045249 -0.004992 0.235088 0.044948 0.004249 0.235109\n",
-            "\t\t0.044889 -0.005244 0.235108 0.044649 0.004456 0.235123\n",
-            "\t\t0.044514 -0.005472 0.235123 0.044350 0.004662 0.235134\n",
-            "\t\t0.044124 -0.005673 0.235133 0.044050 0.004868 0.235141\n",
-            "\t\t0.043721 -0.005846 0.235135 0.043750 0.005074 0.235144\n",
-            "\t\t0.043305 -0.005988 0.235133 0.043451 0.005280 0.235145\n",
-            "\t\t0.042880 -0.006096 0.235127 0.043151 0.005487 0.235143\n",
-            "\t\t0.042448 -0.006171 0.235120 0.042852 0.005693 0.235141\n",
-            "\t\t0.042010 -0.006210 0.235114 0.042553 0.005901 0.235139\n",
-            "\t\t0.041572 -0.006217 0.235107 0.042255 0.006109 0.235136\n",
-            "\t\t0.041133 -0.006189 0.235101 0.041958 0.006319 0.235133\n",
-            "\t\t0.040699 -0.006130 0.235095 0.041661 0.006529 0.235130\n",
-            "\t\t0.040269 -0.006042 0.235089 0.041365 0.006740 0.235128\n",
-            "\t\t0.039845 -0.005927 0.235083 0.041070 0.006953 0.235125\n",
-            "\t\t0.039429 -0.005787 0.235077 0.040776 0.007167 0.235122\n",
-            "\t\t0.039021 -0.005625 0.235071 0.040483 0.007382 0.235120\n",
-            "\t\t0.038622 -0.005444 0.235065 0.040191 0.007599 0.235117\n",
-            "\t\t0.038231 -0.005244 0.235059 0.039900 0.007817 0.235114\n",
-            "\t\t0.037848 -0.005029 0.235053 0.039610 0.008036 0.235111\n",
-            "\t\t0.037474 -0.004799 0.235046 0.039321 0.008257 0.235108\n",
-            "\t\t0.037108 -0.004557 0.235040 0.039034 0.008480 0.235105\n",
-            "\t\t0.036749 -0.004304 0.235033 0.038747 0.008704 0.235101\n",
-            "\t\t0.036399 -0.004041 0.235025 0.038462 0.008930 0.235098\n",
-            "\t\t0.036055 -0.003768 0.235018 0.038178 0.009157 0.235094\n",
-            "\t\t0.035718 -0.003487 0.235010 0.037896 0.009387 0.235090\n",
-            "\t\t0.035387 -0.003198 0.235002 0.037615 0.009617 0.235086\n",
-            "\t\t0.035062 -0.002903 0.234993 0.037335 0.009850 0.235081\n",
-            "\t\t0.034743 -0.002601 0.234985 0.037056 0.010084 0.235077\n",
-            "\t\t0.034430 -0.002294 0.234975 0.036779 0.010319 0.235072\n",
-            "\t\t0.034122 -0.001982 0.234966 0.036504 0.010556 0.235067\n",
-            "\t\t0.033819 -0.001664 0.234956 0.036230 0.010795 0.235061\n",
-            "\t\t0.033520 -0.001343 0.234945 0.035957 0.011036 0.235056\n",
-            "\t\t0.033226 -0.001017 0.234934 0.035686 0.011278 0.235050\n",
-            "\t\t0.032936 -0.000687 0.234923 0.035416 0.011522 0.235043\n",
-            "\t\t0.032650 -0.000354 0.234911 0.035147 0.011767 0.235037\n",
-            "\t\t0.032369 -0.000018 0.234899 0.034881 0.012015 0.235030\n",
-            "\t\t0.032090 0.000322 0.234886 0.034615 0.012263 0.235022\n",
-            "\t\t0.031816 0.000664 0.234873 0.034351 0.012513 0.235015\n",
-            "\t\t0.031544 0.001009 0.234859 0.034089 0.012765 0.235007\n",
-            "\t\t0.031276 0.001357 0.234845 0.033828 0.013019 0.234998\n",
-            "\t\t0.031012 0.001707 0.234830 0.033569 0.013274 0.234989\n",
-            "\t\t0.030750 0.002059 0.234815 0.033311 0.013530 0.234980\n",
-            "\t\t0.030490 0.002413 0.234799 0.033054 0.013788 0.234970\n",
-            "\t\t0.030234 0.002769 0.234783 0.032799 0.014047 0.234960\n",
-            "\t\t0.029980 0.003127 0.234766 0.032546 0.014308 0.234950\n",
-            "\t\t0.029729 0.003487 0.234748 0.032294 0.014571 0.234939\n",
-            "\t\t0.029480 0.003849 0.234730 0.032044 0.014834 0.234927\n",
-            "\t\t0.029234 0.004212 0.234711 0.031795 0.015100 0.234915\n",
-            "\t\t0.028990 0.004577 0.234692 0.031548 0.015366 0.234903\n",
-            "\t\t0.028748 0.004943 0.234671 0.031302 0.015634 0.234890\n",
-            "\t\t0.028508 0.005311 0.234651 0.031057 0.015903 0.234876\n",
-            "\t\t0.028271 0.005679 0.234629 0.030814 0.016174 0.234862\n",
-            "\t\t0.028035 0.006050 0.234607 0.030573 0.016446 0.234847\n",
-            "\t\t0.027801 0.006421 0.234584 0.030333 0.016719 0.234832\n",
-            "\t\t0.027569 0.006794 0.234560 0.030094 0.016994 0.234816\n",
-            "\t\t0.027339 0.007167 0.234536 0.029857 0.017269 0.234800\n",
-            "\t\t0.027111 0.007542 0.234511 0.029621 0.017546 0.234783\n",
-            "\t\t0.026884 0.007918 0.234485 0.029387 0.017824 0.234765\n",
-            "\t\t0.026659 0.008295 0.234459 0.029154 0.018104 0.234747\n",
-            "\t\t0.026436 0.008673 0.234431 0.028923 0.018384 0.234728\n",
-            "\t\t0.026214 0.009052 0.234403 0.028692 0.018666 0.234709\n",
-            "\t\t0.025994 0.009431 0.234374 0.028464 0.018949 0.234689\n",
-            "\t\t0.025775 0.009812 0.234344 0.028236 0.019233 0.234668\n",
-            "\t\t0.025558 0.010193 0.234313 0.028011 0.019518 0.234646\n",
-            "\t\t0.025342 0.010575 0.234282 0.027786 0.019804 0.234623\n",
-            "\t\t0.025128 0.010958 0.234249 0.027563 0.020091 0.234600\n",
-            "\t\t0.024915 0.011342 0.234216 0.027341 0.020379 0.234576\n",
-            "\t\t0.024703 0.011726 0.234182 0.027120 0.020668 0.234552\n",
-            "\t\t0.024493 0.012111 0.234146 0.026901 0.020958 0.234526\n",
-            "\t\t0.024283 0.012497 0.234110 0.026683 0.021250 0.234500\n",
-            "\t\t0.024076 0.012884 0.234073 0.026467 0.021542 0.234473\n",
-            "\t\t0.023869 0.013271 0.234035 0.026251 0.021835 0.234445\n",
-            "\t\t0.023663 0.013659 0.233996 0.026037 0.022129 0.234416\n",
-            "\t\t0.023459 0.014047 0.233956 0.025825 0.022424 0.234387\n",
-            "\t\t0.023256 0.014436 0.233915 0.025613 0.022720 0.234356\n",
-            "\t\t0.023054 0.014826 0.233873 0.025403 0.023016 0.234325\n",
-            "\t\t0.022853 0.015216 0.233830 0.025194 0.023314 0.234293\n",
-            "\t\t0.022653 0.015607 0.233786 0.024986 0.023612 0.234259\n",
-            "\t\t0.022455 0.015998 0.233741 0.024779 0.023912 0.234225\n",
-            "\t\t0.022257 0.016390 0.233696 0.024574 0.024212 0.234190\n",
-            "\t\t0.022061 0.016783 0.233649 0.024370 0.024513 0.234154\n",
-            "\t\t0.021865 0.017176 0.233601 0.024167 0.024815 0.234117\n",
-            "\t\t0.021671 0.017569 0.233552 0.023965 0.025117 0.234079\n",
-            "\t\t0.021477 0.017963 0.233502 0.023764 0.025420 0.234040\n",
-            "\t\t0.021285 0.018357 0.233451 0.023565 0.025725 0.234000\n",
-            "\t\t0.021093 0.018752 0.233400 0.023366 0.026029 0.233959\n",
-            "\t\t0.020903 0.019148 0.233348 0.023169 0.026335 0.233917\n",
-            "\t\t0.020713 0.019544 0.233294 0.022973 0.026641 0.233874\n",
-            "\t\t0.020525 0.019940 0.233240 0.022778 0.026948 0.233830\n",
-            "\t\t0.020337 0.020337 0.233185 0.022584 0.027256 0.233785\n",
-            "\t\t0.020150 0.020734 0.233129 0.022392 0.027564 0.233739\n",
-            "\t\t0.019964 0.021131 0.233072 0.022200 0.027873 0.233693\n",
-            "\t\t0.019780 0.021529 0.233016 0.022009 0.028183 0.233645\n",
-            "\t\t0.019596 0.021928 0.232958 0.021820 0.028493 0.233596\n",
-            "\t\t0.019413 0.022327 0.232899 0.021631 0.028804 0.233546\n",
-            "\t\t0.019230 0.022726 0.232840 0.021444 0.029116 0.233495\n",
-            "\t\t0.019049 0.023126 0.232780 0.021257 0.029428 0.233443\n",
-            "\t\t0.018869 0.023526 0.232720 0.021072 0.029741 0.233390\n",
-            "\t\t0.018690 0.023927 0.232660 0.020888 0.030055 0.233337\n",
-            "\t\t0.018511 0.024328 0.232599 0.020704 0.030369 0.233282\n",
-            "\t\t0.018333 0.024729 0.232538 0.020522 0.030684 0.233227\n",
-            "\t\t0.018157 0.025131 0.232477 0.020341 0.030999 0.233171\n",
-            "\t\t0.017981 0.025533 0.232415 0.020160 0.031315 0.233114\n",
-            "\t\t0.017806 0.025935 0.232354 0.019981 0.031631 0.233056\n",
-            "\t\t0.017632 0.026338 0.232293 0.019803 0.031948 0.232998\n",
-            "\t\t0.017459 0.026742 0.232232 0.019625 0.032266 0.232939\n",
-            "\t\t0.017287 0.027145 0.232170 0.019449 0.032584 0.232880\n",
-            "\t\t0.017116 0.027549 0.232109 0.019274 0.032902 0.232820\n",
-            "\t\t0.016946 0.027954 0.232048 0.019099 0.033221 0.232759\n",
-            "\t\t0.016776 0.028359 0.231988 0.018925 0.033541 0.232698\n",
-            "\t\t0.016608 0.028764 0.231927 0.018753 0.033861 0.232637\n",
-            "\t\t0.016440 0.029170 0.231868 0.018581 0.034182 0.232576\n",
-            "\t\t0.016274 0.029576 0.231809 0.018410 0.034503 0.232514\n",
-            "\t\t0.016109 0.029982 0.231750 0.018240 0.034824 0.232452\n",
-            "\t\t0.015944 0.030389 0.231692 0.018071 0.035146 0.232390\n",
-            "\t\t0.015781 0.030797 0.231634 0.017903 0.035469 0.232328\n",
-            "\t\t0.015618 0.031204 0.231577 0.017736 0.035792 0.232266\n",
-            "\t\t0.015457 0.031613 0.231521 0.017570 0.036115 0.232204\n",
-            "\t\t0.015297 0.032021 0.231465 0.017405 0.036439 0.232142\n",
-            "\t\t0.015138 0.032430 0.231411 0.017240 0.036763 0.232081\n",
-            "\t\t0.014980 0.032840 0.231357 0.017076 0.037088 0.232019\n",
-            "\t\t0.014823 0.033250 0.231303 0.016914 0.037413 0.231958\n",
-            "\t\t0.014668 0.033660 0.231251 0.016752 0.037739 0.231898\n",
-            "\t\t0.014513 0.034071 0.231199 0.016591 0.038065 0.231838\n",
-            "\t\t0.014360 0.034482 0.231148 0.016430 0.038392 0.231778\n",
-            "\t\t0.014209 0.034894 0.231098 0.016271 0.038719 0.231719\n",
-            "\t\t0.014058 0.035306 0.231049 0.016112 0.039046 0.231661\n",
-            "\t\t0.013909 0.035719 0.231001 0.015955 0.039374 0.231602\n",
-            "\t\t0.013762 0.036133 0.230954 0.015798 0.039702 0.231545\n",
-            "\t\t0.013615 0.036546 0.230907 0.015642 0.040030 0.231489\n",
-            "\t\t0.013470 0.036961 0.230861 0.015487 0.040359 0.231433\n",
-            "\t\t0.013327 0.037375 0.230816 0.015332 0.040688 0.231378\n",
-            "\t\t0.013185 0.037791 0.230772 0.015179 0.041018 0.231324\n",
-            "\t\t0.013044 0.038206 0.230729 0.015026 0.041348 0.231271\n",
-            "\t\t0.012904 0.038622 0.230686 0.014874 0.041679 0.231218\n",
-            "\t\t0.012765 0.039039 0.230645 0.014723 0.042009 0.231166\n",
-            "\t\t0.012627 0.039455 0.230604 0.014573 0.042340 0.231115\n",
-            "\t\t0.012490 0.039872 0.230563 0.014423 0.042672 0.231065\n",
-            "\t\t0.012354 0.040290 0.230524 0.014274 0.043004 0.231016\n",
-            "\t\t0.012219 0.040707 0.230484 0.014126 0.043336 0.230968\n",
-            "\t\t0.012084 0.041125 0.230446 0.013979 0.043669 0.230920\n",
-            "\t\t0.011949 0.041542 0.230408 0.013833 0.044002 0.230874\n",
-            "\t\t0.011814 0.041960 0.230371 0.013687 0.044335 0.230828\n",
-            "\t\t0.011680 0.042378 0.230335 0.013542 0.044668 0.230783\n",
-            "\t\t0.011546 0.042796 0.230299 0.013398 0.045002 0.230739\n",
-            "\t\t0.011411 0.043213 0.230265 0.013255 0.045337 0.230696\n",
-            "\t\t0.011277 0.043631 0.230230 0.013112 0.045671 0.230654\n",
-            "\t\t0.011143 0.044049 0.230197 0.012971 0.046006 0.230613\n",
-            "\t\t0.011009 0.044467 0.230164 0.012830 0.046341 0.230572\n",
-            "\t\t0.010875 0.044885 0.230131 0.012689 0.046677 0.230533\n",
-            "\t\t0.010741 0.045303 0.230099 0.012550 0.047013 0.230494\n",
-            "\t\t0.010607 0.045721 0.230068 0.012411 0.047349 0.230455\n",
-            "\t\t0.010473 0.046139 0.230037 0.012272 0.047685 0.230418\n",
-            "\t\t0.010339 0.046557 0.230007 0.012134 0.048022 0.230381\n",
-            "\t\t0.010205 0.046975 0.229978 0.011997 0.048358 0.230345\n",
-            "\t\t0.010071 0.047393 0.229950 0.011861 0.048695 0.230310\n",
-            "\t\t0.009937 0.047810 0.229922 0.011724 0.049033 0.230276\n",
-            "\t\t0.009803 0.048228 0.229894 0.011588 0.049370 0.230242\n",
-            "\t\t0.009667 0.048646 0.229867 0.011452 0.049707 0.230209\n",
-            "\t\t0.009531 0.049063 0.229840 0.011308 0.050041 0.230174\n",
-            "\t\t0.009422 0.049487 0.229819 0.011089 0.050329 0.230124\n",
-            "\t\t0.009473 0.049920 0.229824 0.010781 0.050519 0.230058\n",
-            "\t\t0.009704 0.050289 0.229861 0.010426 0.050587 0.229988\n",
-            "\t\t0.010070 0.050526 0.229923 0.010070 0.050526 0.229923\n",
-            "\tsection 13\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048776 0.000344 0.238570 0.048776 0.000344 0.238570\n",
-            "\t\t0.048717 -0.000091 0.238575 0.048715 0.000703 0.238575\n",
-            "\t\t0.048599 -0.000513 0.238585 0.048571 0.001036 0.238587\n",
-            "\t\t0.048450 -0.000925 0.238597 0.048375 0.001342 0.238603\n",
-            "\t\t0.048279 -0.001329 0.238612 0.048148 0.001625 0.238623\n",
-            "\t\t0.048089 -0.001724 0.238629 0.047900 0.001890 0.238646\n",
-            "\t\t0.047883 -0.002111 0.238648 0.047638 0.002142 0.238669\n",
-            "\t\t0.047662 -0.002489 0.238667 0.047366 0.002384 0.238693\n",
-            "\t\t0.047425 -0.002858 0.238688 0.047088 0.002617 0.238718\n",
-            "\t\t0.047173 -0.003217 0.238710 0.046804 0.002845 0.238743\n",
-            "\t\t0.046907 -0.003565 0.238734 0.046517 0.003067 0.238769\n",
-            "\t\t0.046625 -0.003901 0.238759 0.046226 0.003285 0.238792\n",
-            "\t\t0.046328 -0.004223 0.238784 0.045933 0.003500 0.238814\n",
-            "\t\t0.046016 -0.004531 0.238807 0.045639 0.003713 0.238834\n",
-            "\t\t0.045688 -0.004822 0.238830 0.045343 0.003923 0.238852\n",
-            "\t\t0.045344 -0.005094 0.238849 0.045046 0.004133 0.238866\n",
-            "\t\t0.044984 -0.005344 0.238865 0.044748 0.004342 0.238876\n",
-            "\t\t0.044609 -0.005571 0.238875 0.044450 0.004550 0.238883\n",
-            "\t\t0.044219 -0.005771 0.238879 0.044152 0.004757 0.238886\n",
-            "\t\t0.043816 -0.005943 0.238875 0.043854 0.004965 0.238885\n",
-            "\t\t0.043401 -0.006083 0.238868 0.043556 0.005173 0.238882\n",
-            "\t\t0.042976 -0.006190 0.238856 0.043258 0.005381 0.238877\n",
-            "\t\t0.042543 -0.006262 0.238843 0.042961 0.005590 0.238870\n",
-            "\t\t0.042107 -0.006299 0.238830 0.042664 0.005799 0.238864\n",
-            "\t\t0.041668 -0.006303 0.238817 0.042367 0.006009 0.238857\n",
-            "\t\t0.041231 -0.006273 0.238804 0.042072 0.006220 0.238849\n",
-            "\t\t0.040797 -0.006211 0.238792 0.041777 0.006432 0.238842\n",
-            "\t\t0.040368 -0.006120 0.238779 0.041482 0.006646 0.238835\n",
-            "\t\t0.039946 -0.006002 0.238767 0.041189 0.006860 0.238828\n",
-            "\t\t0.039532 -0.005859 0.238755 0.040897 0.007076 0.238821\n",
-            "\t\t0.039125 -0.005695 0.238742 0.040605 0.007293 0.238814\n",
-            "\t\t0.038728 -0.005511 0.238730 0.040315 0.007511 0.238807\n",
-            "\t\t0.038338 -0.005309 0.238717 0.040025 0.007731 0.238800\n",
-            "\t\t0.037958 -0.005091 0.238705 0.039737 0.007952 0.238792\n",
-            "\t\t0.037586 -0.004860 0.238692 0.039450 0.008175 0.238785\n",
-            "\t\t0.037222 -0.004616 0.238679 0.039164 0.008399 0.238777\n",
-            "\t\t0.036865 -0.004360 0.238666 0.038880 0.008625 0.238769\n",
-            "\t\t0.036516 -0.004095 0.238653 0.038596 0.008853 0.238761\n",
-            "\t\t0.036175 -0.003821 0.238640 0.038314 0.009082 0.238752\n",
-            "\t\t0.035840 -0.003538 0.238626 0.038033 0.009312 0.238744\n",
-            "\t\t0.035511 -0.003248 0.238612 0.037754 0.009544 0.238735\n",
-            "\t\t0.035188 -0.002951 0.238597 0.037476 0.009778 0.238726\n",
-            "\t\t0.034871 -0.002648 0.238583 0.037199 0.010014 0.238717\n",
-            "\t\t0.034560 -0.002340 0.238568 0.036924 0.010251 0.238707\n",
-            "\t\t0.034254 -0.002026 0.238552 0.036650 0.010489 0.238698\n",
-            "\t\t0.033953 -0.001708 0.238537 0.036377 0.010730 0.238687\n",
-            "\t\t0.033656 -0.001385 0.238521 0.036106 0.010972 0.238677\n",
-            "\t\t0.033364 -0.001058 0.238504 0.035836 0.011215 0.238666\n",
-            "\t\t0.033076 -0.000728 0.238487 0.035568 0.011460 0.238655\n",
-            "\t\t0.032792 -0.000394 0.238470 0.035301 0.011707 0.238644\n",
-            "\t\t0.032512 -0.000056 0.238452 0.035036 0.011955 0.238632\n",
-            "\t\t0.032236 0.000284 0.238433 0.034772 0.012205 0.238620\n",
-            "\t\t0.031963 0.000627 0.238414 0.034510 0.012456 0.238607\n",
-            "\t\t0.031693 0.000973 0.238395 0.034249 0.012709 0.238595\n",
-            "\t\t0.031427 0.001321 0.238375 0.033989 0.012964 0.238581\n",
-            "\t\t0.031164 0.001671 0.238355 0.033731 0.013220 0.238567\n",
-            "\t\t0.030903 0.002024 0.238334 0.033475 0.013477 0.238553\n",
-            "\t\t0.030646 0.002379 0.238312 0.033220 0.013736 0.238539\n",
-            "\t\t0.030391 0.002735 0.238290 0.032966 0.013996 0.238524\n",
-            "\t\t0.030139 0.003094 0.238268 0.032714 0.014258 0.238508\n",
-            "\t\t0.029889 0.003454 0.238244 0.032464 0.014521 0.238492\n",
-            "\t\t0.029642 0.003816 0.238220 0.032214 0.014786 0.238476\n",
-            "\t\t0.029397 0.004180 0.238196 0.031967 0.015051 0.238458\n",
-            "\t\t0.029155 0.004545 0.238171 0.031721 0.015319 0.238441\n",
-            "\t\t0.028914 0.004911 0.238145 0.031476 0.015587 0.238423\n",
-            "\t\t0.028676 0.005279 0.238118 0.031233 0.015857 0.238404\n",
-            "\t\t0.028440 0.005648 0.238091 0.030991 0.016128 0.238385\n",
-            "\t\t0.028205 0.006019 0.238063 0.030750 0.016401 0.238365\n",
-            "\t\t0.027973 0.006391 0.238034 0.030512 0.016675 0.238345\n",
-            "\t\t0.027743 0.006763 0.238004 0.030274 0.016950 0.238324\n",
-            "\t\t0.027514 0.007137 0.237974 0.030038 0.017226 0.238302\n",
-            "\t\t0.027287 0.007512 0.237943 0.029803 0.017503 0.238279\n",
-            "\t\t0.027061 0.007888 0.237911 0.029570 0.017782 0.238256\n",
-            "\t\t0.026838 0.008265 0.237878 0.029338 0.018062 0.238233\n",
-            "\t\t0.026616 0.008643 0.237845 0.029108 0.018343 0.238208\n",
-            "\t\t0.026395 0.009022 0.237810 0.028878 0.018625 0.238184\n",
-            "\t\t0.026176 0.009402 0.237775 0.028651 0.018908 0.238158\n",
-            "\t\t0.025959 0.009782 0.237739 0.028424 0.019192 0.238131\n",
-            "\t\t0.025743 0.010164 0.237702 0.028199 0.019477 0.238104\n",
-            "\t\t0.025528 0.010546 0.237664 0.027975 0.019763 0.238076\n",
-            "\t\t0.025315 0.010929 0.237625 0.027753 0.020051 0.238047\n",
-            "\t\t0.025103 0.011313 0.237585 0.027532 0.020339 0.238017\n",
-            "\t\t0.024892 0.011697 0.237544 0.027312 0.020628 0.237987\n",
-            "\t\t0.024683 0.012082 0.237502 0.027094 0.020919 0.237956\n",
-            "\t\t0.024475 0.012468 0.237459 0.026876 0.021210 0.237924\n",
-            "\t\t0.024268 0.012854 0.237415 0.026661 0.021502 0.237891\n",
-            "\t\t0.024063 0.013241 0.237371 0.026446 0.021796 0.237857\n",
-            "\t\t0.023858 0.013629 0.237325 0.026232 0.022090 0.237822\n",
-            "\t\t0.023655 0.014018 0.237278 0.026020 0.022385 0.237786\n",
-            "\t\t0.023453 0.014407 0.237230 0.025809 0.022681 0.237749\n",
-            "\t\t0.023252 0.014796 0.237181 0.025600 0.022977 0.237712\n",
-            "\t\t0.023052 0.015186 0.237131 0.025391 0.023275 0.237673\n",
-            "\t\t0.022853 0.015577 0.237079 0.025184 0.023573 0.237634\n",
-            "\t\t0.022655 0.015968 0.237027 0.024978 0.023873 0.237593\n",
-            "\t\t0.022459 0.016360 0.236974 0.024773 0.024173 0.237551\n",
-            "\t\t0.022263 0.016752 0.236920 0.024569 0.024474 0.237509\n",
-            "\t\t0.022068 0.017145 0.236865 0.024367 0.024775 0.237465\n",
-            "\t\t0.021875 0.017538 0.236808 0.024165 0.025078 0.237420\n",
-            "\t\t0.021682 0.017932 0.236751 0.023965 0.025381 0.237375\n",
-            "\t\t0.021490 0.018326 0.236692 0.023766 0.025685 0.237328\n",
-            "\t\t0.021300 0.018721 0.236633 0.023568 0.025989 0.237281\n",
-            "\t\t0.021110 0.019116 0.236573 0.023371 0.026295 0.237232\n",
-            "\t\t0.020921 0.019511 0.236512 0.023175 0.026601 0.237181\n",
-            "\t\t0.020733 0.019907 0.236449 0.022980 0.026908 0.237130\n",
-            "\t\t0.020547 0.020304 0.236386 0.022787 0.027215 0.237078\n",
-            "\t\t0.020361 0.020701 0.236322 0.022594 0.027523 0.237025\n",
-            "\t\t0.020175 0.021098 0.236258 0.022403 0.027832 0.236971\n",
-            "\t\t0.019991 0.021496 0.236193 0.022212 0.028142 0.236916\n",
-            "\t\t0.019808 0.021894 0.236127 0.022023 0.028452 0.236859\n",
-            "\t\t0.019626 0.022293 0.236060 0.021835 0.028763 0.236802\n",
-            "\t\t0.019444 0.022692 0.235992 0.021647 0.029074 0.236743\n",
-            "\t\t0.019264 0.023091 0.235925 0.021461 0.029386 0.236684\n",
-            "\t\t0.019084 0.023491 0.235856 0.021276 0.029698 0.236624\n",
-            "\t\t0.018905 0.023891 0.235788 0.021092 0.030012 0.236563\n",
-            "\t\t0.018727 0.024292 0.235719 0.020908 0.030325 0.236500\n",
-            "\t\t0.018550 0.024693 0.235650 0.020726 0.030640 0.236437\n",
-            "\t\t0.018374 0.025094 0.235580 0.020545 0.030955 0.236373\n",
-            "\t\t0.018199 0.025496 0.235510 0.020365 0.031270 0.236308\n",
-            "\t\t0.018024 0.025898 0.235440 0.020185 0.031586 0.236242\n",
-            "\t\t0.017851 0.026301 0.235371 0.020007 0.031903 0.236176\n",
-            "\t\t0.017678 0.026703 0.235302 0.019830 0.032220 0.236109\n",
-            "\t\t0.017506 0.027107 0.235232 0.019653 0.032538 0.236042\n",
-            "\t\t0.017335 0.027510 0.235163 0.019478 0.032856 0.235973\n",
-            "\t\t0.017166 0.027914 0.235094 0.019303 0.033174 0.235905\n",
-            "\t\t0.016997 0.028319 0.235025 0.019129 0.033494 0.235836\n",
-            "\t\t0.016829 0.028724 0.234957 0.018956 0.033813 0.235767\n",
-            "\t\t0.016661 0.029129 0.234890 0.018785 0.034133 0.235697\n",
-            "\t\t0.016495 0.029535 0.234823 0.018614 0.034454 0.235627\n",
-            "\t\t0.016330 0.029941 0.234756 0.018444 0.034775 0.235557\n",
-            "\t\t0.016166 0.030347 0.234690 0.018274 0.035097 0.235486\n",
-            "\t\t0.016002 0.030754 0.234625 0.018106 0.035419 0.235416\n",
-            "\t\t0.015840 0.031161 0.234560 0.017939 0.035741 0.235346\n",
-            "\t\t0.015679 0.031569 0.234497 0.017772 0.036064 0.235276\n",
-            "\t\t0.015519 0.031977 0.234434 0.017607 0.036388 0.235206\n",
-            "\t\t0.015360 0.032385 0.234372 0.017442 0.036712 0.235137\n",
-            "\t\t0.015202 0.032794 0.234311 0.017278 0.037036 0.235067\n",
-            "\t\t0.015045 0.033203 0.234251 0.017115 0.037361 0.234998\n",
-            "\t\t0.014889 0.033613 0.234191 0.016953 0.037686 0.234930\n",
-            "\t\t0.014735 0.034023 0.234133 0.016791 0.038011 0.234862\n",
-            "\t\t0.014582 0.034434 0.234075 0.016631 0.038337 0.234795\n",
-            "\t\t0.014430 0.034845 0.234019 0.016471 0.038664 0.234728\n",
-            "\t\t0.014279 0.035257 0.233963 0.016312 0.038990 0.234662\n",
-            "\t\t0.014129 0.035669 0.233909 0.016154 0.039318 0.234596\n",
-            "\t\t0.013981 0.036081 0.233855 0.015997 0.039645 0.234532\n",
-            "\t\t0.013834 0.036494 0.233803 0.015840 0.039973 0.234468\n",
-            "\t\t0.013689 0.036908 0.233751 0.015685 0.040301 0.234405\n",
-            "\t\t0.013545 0.037322 0.233700 0.015530 0.040630 0.234343\n",
-            "\t\t0.013402 0.037736 0.233650 0.015376 0.040959 0.234282\n",
-            "\t\t0.013260 0.038151 0.233601 0.015223 0.041289 0.234221\n",
-            "\t\t0.013119 0.038566 0.233552 0.015070 0.041619 0.234162\n",
-            "\t\t0.012979 0.038981 0.233505 0.014919 0.041949 0.234103\n",
-            "\t\t0.012840 0.039397 0.233459 0.014768 0.042279 0.234045\n",
-            "\t\t0.012702 0.039813 0.233413 0.014618 0.042610 0.233989\n",
-            "\t\t0.012565 0.040229 0.233368 0.014469 0.042942 0.233933\n",
-            "\t\t0.012428 0.040646 0.233324 0.014320 0.043273 0.233879\n",
-            "\t\t0.012292 0.041062 0.233281 0.014172 0.043605 0.233825\n",
-            "\t\t0.012156 0.041479 0.233238 0.014025 0.043938 0.233772\n",
-            "\t\t0.012020 0.041896 0.233196 0.013879 0.044270 0.233720\n",
-            "\t\t0.011884 0.042312 0.233155 0.013734 0.044603 0.233669\n",
-            "\t\t0.011748 0.042729 0.233115 0.013589 0.044936 0.233619\n",
-            "\t\t0.011613 0.043146 0.233075 0.013445 0.045270 0.233571\n",
-            "\t\t0.011477 0.043563 0.233037 0.013302 0.045604 0.233523\n",
-            "\t\t0.011342 0.043980 0.232998 0.013159 0.045938 0.233476\n",
-            "\t\t0.011206 0.044397 0.232961 0.013018 0.046273 0.233430\n",
-            "\t\t0.011071 0.044814 0.232924 0.012876 0.046608 0.233385\n",
-            "\t\t0.010935 0.045231 0.232888 0.012736 0.046943 0.233341\n",
-            "\t\t0.010800 0.045647 0.232852 0.012596 0.047278 0.233298\n",
-            "\t\t0.010665 0.046064 0.232817 0.012457 0.047614 0.233255\n",
-            "\t\t0.010529 0.046481 0.232783 0.012319 0.047950 0.233213\n",
-            "\t\t0.010394 0.046898 0.232750 0.012181 0.048286 0.233172\n",
-            "\t\t0.010258 0.047315 0.232718 0.012043 0.048622 0.233132\n",
-            "\t\t0.010123 0.047732 0.232686 0.011906 0.048959 0.233093\n",
-            "\t\t0.009987 0.048149 0.232655 0.011768 0.049295 0.233055\n",
-            "\t\t0.009850 0.048565 0.232624 0.011632 0.049632 0.233017\n",
-            "\t\t0.009713 0.048982 0.232593 0.011487 0.049965 0.232977\n",
-            "\t\t0.009602 0.049405 0.232569 0.011266 0.050251 0.232920\n",
-            "\t\t0.009653 0.049837 0.232575 0.010958 0.050440 0.232845\n",
-            "\t\t0.009882 0.050207 0.232617 0.010603 0.050507 0.232765\n",
-            "\t\t0.010247 0.050444 0.232689 0.010247 0.050444 0.232689\n",
-            "\tsection 14\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.048920 0.000204 0.242374 0.048920 0.000204 0.242374\n",
-            "\t\t0.048859 -0.000230 0.242378 0.048855 0.000562 0.242378\n",
-            "\t\t0.048739 -0.000651 0.242387 0.048707 0.000893 0.242389\n",
-            "\t\t0.048589 -0.001063 0.242398 0.048507 0.001197 0.242404\n",
-            "\t\t0.048417 -0.001465 0.242411 0.048277 0.001478 0.242421\n",
-            "\t\t0.048226 -0.001860 0.242426 0.048028 0.001742 0.242441\n",
-            "\t\t0.048019 -0.002246 0.242442 0.047766 0.001994 0.242461\n",
-            "\t\t0.047797 -0.002623 0.242460 0.047494 0.002235 0.242481\n",
-            "\t\t0.047560 -0.002991 0.242477 0.047216 0.002469 0.242503\n",
-            "\t\t0.047308 -0.003349 0.242496 0.046933 0.002696 0.242525\n",
-            "\t\t0.047041 -0.003697 0.242517 0.046646 0.002919 0.242546\n",
-            "\t\t0.046759 -0.004032 0.242538 0.046357 0.003139 0.242566\n",
-            "\t\t0.046462 -0.004354 0.242559 0.046065 0.003355 0.242584\n",
-            "\t\t0.046150 -0.004661 0.242578 0.045772 0.003569 0.242600\n",
-            "\t\t0.045821 -0.004951 0.242596 0.045477 0.003781 0.242613\n",
-            "\t\t0.045477 -0.005222 0.242611 0.045181 0.003993 0.242623\n",
-            "\t\t0.045117 -0.005472 0.242622 0.044885 0.004203 0.242629\n",
-            "\t\t0.044742 -0.005698 0.242626 0.044589 0.004413 0.242632\n",
-            "\t\t0.044352 -0.005897 0.242625 0.044292 0.004622 0.242631\n",
-            "\t\t0.043948 -0.006067 0.242616 0.043995 0.004832 0.242626\n",
-            "\t\t0.043533 -0.006205 0.242603 0.043699 0.005042 0.242619\n",
-            "\t\t0.043108 -0.006310 0.242585 0.043402 0.005252 0.242610\n",
-            "\t\t0.042675 -0.006381 0.242566 0.043107 0.005463 0.242599\n",
-            "\t\t0.042239 -0.006415 0.242547 0.042811 0.005674 0.242588\n",
-            "\t\t0.041800 -0.006416 0.242527 0.042516 0.005886 0.242577\n",
-            "\t\t0.041364 -0.006383 0.242508 0.042222 0.006100 0.242566\n",
-            "\t\t0.040930 -0.006318 0.242489 0.041929 0.006314 0.242554\n",
-            "\t\t0.040503 -0.006224 0.242470 0.041636 0.006529 0.242543\n",
-            "\t\t0.040082 -0.006103 0.242451 0.041345 0.006746 0.242531\n",
-            "\t\t0.039669 -0.005958 0.242432 0.041054 0.006963 0.242520\n",
-            "\t\t0.039264 -0.005790 0.242413 0.040764 0.007183 0.242508\n",
-            "\t\t0.038868 -0.005603 0.242394 0.040476 0.007403 0.242497\n",
-            "\t\t0.038480 -0.005398 0.242376 0.040188 0.007625 0.242485\n",
-            "\t\t0.038102 -0.005178 0.242357 0.039901 0.007848 0.242473\n",
-            "\t\t0.037731 -0.004944 0.242338 0.039616 0.008073 0.242461\n",
-            "\t\t0.037369 -0.004698 0.242319 0.039332 0.008299 0.242449\n",
-            "\t\t0.037015 -0.004440 0.242300 0.039049 0.008527 0.242437\n",
-            "\t\t0.036668 -0.004173 0.242281 0.038767 0.008756 0.242424\n",
-            "\t\t0.036328 -0.003897 0.242261 0.038487 0.008987 0.242411\n",
-            "\t\t0.035995 -0.003612 0.242241 0.038208 0.009220 0.242398\n",
-            "\t\t0.035669 -0.003320 0.242222 0.037930 0.009454 0.242384\n",
-            "\t\t0.035348 -0.003022 0.242201 0.037653 0.009689 0.242371\n",
-            "\t\t0.035033 -0.002717 0.242181 0.037378 0.009926 0.242357\n",
-            "\t\t0.034724 -0.002407 0.242160 0.037104 0.010165 0.242343\n",
-            "\t\t0.034419 -0.002092 0.242139 0.036832 0.010405 0.242328\n",
-            "\t\t0.034120 -0.001772 0.242118 0.036561 0.010647 0.242314\n",
-            "\t\t0.033825 -0.001448 0.242096 0.036291 0.010891 0.242298\n",
-            "\t\t0.033535 -0.001120 0.242074 0.036023 0.011136 0.242283\n",
-            "\t\t0.033249 -0.000789 0.242051 0.035757 0.011382 0.242267\n",
-            "\t\t0.032967 -0.000454 0.242028 0.035491 0.011631 0.242251\n",
-            "\t\t0.032689 -0.000115 0.242004 0.035227 0.011880 0.242234\n",
-            "\t\t0.032414 0.000226 0.241980 0.034965 0.012131 0.242217\n",
-            "\t\t0.032143 0.000570 0.241956 0.034704 0.012384 0.242200\n",
-            "\t\t0.031875 0.000917 0.241931 0.034445 0.012638 0.242182\n",
-            "\t\t0.031610 0.001266 0.241905 0.034186 0.012894 0.242164\n",
-            "\t\t0.031349 0.001617 0.241879 0.033930 0.013151 0.242146\n",
-            "\t\t0.031090 0.001970 0.241853 0.033675 0.013410 0.242127\n",
-            "\t\t0.030834 0.002326 0.241826 0.033421 0.013670 0.242107\n",
-            "\t\t0.030581 0.002683 0.241798 0.033169 0.013931 0.242087\n",
-            "\t\t0.030331 0.003043 0.241769 0.032918 0.014194 0.242066\n",
-            "\t\t0.030083 0.003404 0.241740 0.032669 0.014458 0.242045\n",
-            "\t\t0.029837 0.003766 0.241711 0.032421 0.014724 0.242024\n",
-            "\t\t0.029593 0.004130 0.241680 0.032175 0.014991 0.242002\n",
-            "\t\t0.029352 0.004496 0.241650 0.031930 0.015259 0.241979\n",
-            "\t\t0.029113 0.004863 0.241618 0.031686 0.015528 0.241956\n",
-            "\t\t0.028877 0.005232 0.241586 0.031444 0.015799 0.241932\n",
-            "\t\t0.028642 0.005601 0.241552 0.031203 0.016071 0.241908\n",
-            "\t\t0.028409 0.005972 0.241518 0.030964 0.016344 0.241883\n",
-            "\t\t0.028178 0.006344 0.241484 0.030726 0.016619 0.241857\n",
-            "\t\t0.027948 0.006718 0.241448 0.030490 0.016895 0.241831\n",
-            "\t\t0.027721 0.007092 0.241412 0.030254 0.017172 0.241804\n",
-            "\t\t0.027495 0.007467 0.241375 0.030021 0.017450 0.241776\n",
-            "\t\t0.027271 0.007844 0.241337 0.029788 0.017729 0.241748\n",
-            "\t\t0.027049 0.008221 0.241298 0.029557 0.018009 0.241718\n",
-            "\t\t0.026828 0.008600 0.241258 0.029328 0.018291 0.241689\n",
-            "\t\t0.026609 0.008979 0.241218 0.029100 0.018573 0.241658\n",
-            "\t\t0.026391 0.009359 0.241176 0.028873 0.018857 0.241627\n",
-            "\t\t0.026175 0.009740 0.241133 0.028647 0.019142 0.241595\n",
-            "\t\t0.025960 0.010121 0.241090 0.028423 0.019427 0.241562\n",
-            "\t\t0.025746 0.010504 0.241046 0.028200 0.019714 0.241528\n",
-            "\t\t0.025534 0.010887 0.241001 0.027978 0.020002 0.241494\n",
-            "\t\t0.025324 0.011271 0.240954 0.027758 0.020291 0.241458\n",
-            "\t\t0.025114 0.011656 0.240907 0.027539 0.020580 0.241422\n",
-            "\t\t0.024906 0.012041 0.240858 0.027321 0.020871 0.241385\n",
-            "\t\t0.024699 0.012427 0.240808 0.027104 0.021163 0.241347\n",
-            "\t\t0.024493 0.012814 0.240758 0.026889 0.021455 0.241308\n",
-            "\t\t0.024288 0.013201 0.240706 0.026675 0.021749 0.241268\n",
-            "\t\t0.024085 0.013589 0.240654 0.026462 0.022043 0.241227\n",
-            "\t\t0.023883 0.013977 0.240600 0.026251 0.022339 0.241185\n",
-            "\t\t0.023682 0.014367 0.240545 0.026040 0.022635 0.241142\n",
-            "\t\t0.023482 0.014756 0.240488 0.025831 0.022932 0.241098\n",
-            "\t\t0.023283 0.015146 0.240431 0.025623 0.023229 0.241054\n",
-            "\t\t0.023085 0.015537 0.240373 0.025416 0.023528 0.241008\n",
-            "\t\t0.022888 0.015929 0.240313 0.025210 0.023827 0.240961\n",
-            "\t\t0.022692 0.016320 0.240253 0.025006 0.024128 0.240913\n",
-            "\t\t0.022497 0.016713 0.240191 0.024803 0.024429 0.240864\n",
-            "\t\t0.022304 0.017106 0.240128 0.024600 0.024730 0.240813\n",
-            "\t\t0.022111 0.017499 0.240064 0.024399 0.025033 0.240762\n",
-            "\t\t0.021919 0.017893 0.239999 0.024199 0.025336 0.240710\n",
-            "\t\t0.021728 0.018287 0.239933 0.024001 0.025640 0.240656\n",
-            "\t\t0.021538 0.018682 0.239866 0.023803 0.025945 0.240602\n",
-            "\t\t0.021349 0.019077 0.239798 0.023606 0.026250 0.240546\n",
-            "\t\t0.021161 0.019472 0.239729 0.023411 0.026557 0.240489\n",
-            "\t\t0.020974 0.019868 0.239659 0.023216 0.026863 0.240430\n",
-            "\t\t0.020788 0.020265 0.239588 0.023023 0.027171 0.240371\n",
-            "\t\t0.020603 0.020662 0.239516 0.022830 0.027479 0.240311\n",
-            "\t\t0.020418 0.021059 0.239443 0.022639 0.027788 0.240250\n",
-            "\t\t0.020235 0.021457 0.239370 0.022449 0.028097 0.240187\n",
-            "\t\t0.020052 0.021855 0.239296 0.022259 0.028407 0.240123\n",
-            "\t\t0.019870 0.022253 0.239221 0.022071 0.028718 0.240058\n",
-            "\t\t0.019690 0.022652 0.239145 0.021884 0.029029 0.239992\n",
-            "\t\t0.019510 0.023052 0.239069 0.021698 0.029341 0.239925\n",
-            "\t\t0.019330 0.023451 0.238993 0.021513 0.029654 0.239857\n",
-            "\t\t0.019152 0.023852 0.238916 0.021328 0.029967 0.239788\n",
-            "\t\t0.018975 0.024252 0.238839 0.021145 0.030280 0.239718\n",
-            "\t\t0.018798 0.024653 0.238761 0.020963 0.030595 0.239647\n",
-            "\t\t0.018622 0.025054 0.238683 0.020782 0.030909 0.239575\n",
-            "\t\t0.018448 0.025456 0.238605 0.020601 0.031225 0.239502\n",
-            "\t\t0.018274 0.025858 0.238527 0.020422 0.031540 0.239428\n",
-            "\t\t0.018101 0.026260 0.238449 0.020243 0.031857 0.239354\n",
-            "\t\t0.017928 0.026663 0.238372 0.020066 0.032174 0.239279\n",
-            "\t\t0.017757 0.027066 0.238295 0.019889 0.032491 0.239203\n",
-            "\t\t0.017587 0.027469 0.238217 0.019714 0.032809 0.239127\n",
-            "\t\t0.017417 0.027873 0.238140 0.019539 0.033128 0.239050\n",
-            "\t\t0.017248 0.028278 0.238063 0.019365 0.033447 0.238973\n",
-            "\t\t0.017080 0.028682 0.237987 0.019192 0.033766 0.238896\n",
-            "\t\t0.016914 0.029087 0.237912 0.019020 0.034086 0.238818\n",
-            "\t\t0.016748 0.029492 0.237837 0.018849 0.034406 0.238740\n",
-            "\t\t0.016583 0.029898 0.237763 0.018679 0.034727 0.238661\n",
-            "\t\t0.016418 0.030304 0.237689 0.018509 0.035049 0.238583\n",
-            "\t\t0.016255 0.030711 0.237616 0.018341 0.035370 0.238504\n",
-            "\t\t0.016093 0.031118 0.237544 0.018173 0.035693 0.238426\n",
-            "\t\t0.015932 0.031525 0.237473 0.018006 0.036015 0.238348\n",
-            "\t\t0.015772 0.031933 0.237403 0.017840 0.036338 0.238271\n",
-            "\t\t0.015613 0.032341 0.237334 0.017675 0.036662 0.238193\n",
-            "\t\t0.015455 0.032749 0.237266 0.017511 0.036986 0.238115\n",
-            "\t\t0.015298 0.033158 0.237198 0.017348 0.037310 0.238038\n",
-            "\t\t0.015142 0.033568 0.237132 0.017185 0.037635 0.237962\n",
-            "\t\t0.014987 0.033977 0.237066 0.017023 0.037960 0.237887\n",
-            "\t\t0.014834 0.034388 0.237002 0.016862 0.038286 0.237812\n",
-            "\t\t0.014681 0.034798 0.236939 0.016702 0.038612 0.237737\n",
-            "\t\t0.014530 0.035209 0.236877 0.016543 0.038939 0.237664\n",
-            "\t\t0.014380 0.035621 0.236817 0.016384 0.039265 0.237590\n",
-            "\t\t0.014232 0.036033 0.236757 0.016227 0.039593 0.237518\n",
-            "\t\t0.014084 0.036445 0.236698 0.016070 0.039920 0.237447\n",
-            "\t\t0.013938 0.036858 0.236640 0.015914 0.040248 0.237377\n",
-            "\t\t0.013793 0.037272 0.236583 0.015758 0.040577 0.237308\n",
-            "\t\t0.013649 0.037685 0.236527 0.015604 0.040905 0.237240\n",
-            "\t\t0.013506 0.038099 0.236472 0.015450 0.041235 0.237172\n",
-            "\t\t0.013364 0.038514 0.236419 0.015297 0.041564 0.237105\n",
-            "\t\t0.013224 0.038929 0.236366 0.015145 0.041894 0.237040\n",
-            "\t\t0.013084 0.039344 0.236315 0.014993 0.042224 0.236975\n",
-            "\t\t0.012944 0.039759 0.236264 0.014843 0.042555 0.236912\n",
-            "\t\t0.012806 0.040175 0.236213 0.014693 0.042885 0.236851\n",
-            "\t\t0.012668 0.040590 0.236164 0.014544 0.043217 0.236790\n",
-            "\t\t0.012530 0.041006 0.236115 0.014395 0.043548 0.236730\n",
-            "\t\t0.012392 0.041422 0.236068 0.014248 0.043880 0.236671\n",
-            "\t\t0.012255 0.041838 0.236021 0.014101 0.044212 0.236613\n",
-            "\t\t0.012118 0.042254 0.235975 0.013955 0.044545 0.236556\n",
-            "\t\t0.011981 0.042670 0.235930 0.013809 0.044878 0.236500\n",
-            "\t\t0.011844 0.043086 0.235886 0.013665 0.045211 0.236445\n",
-            "\t\t0.011707 0.043502 0.235843 0.013521 0.045545 0.236392\n",
-            "\t\t0.011570 0.043918 0.235800 0.013378 0.045878 0.236340\n",
-            "\t\t0.011433 0.044334 0.235758 0.013235 0.046213 0.236289\n",
-            "\t\t0.011296 0.044750 0.235717 0.013093 0.046547 0.236238\n",
-            "\t\t0.011159 0.045166 0.235676 0.012952 0.046882 0.236189\n",
-            "\t\t0.011022 0.045582 0.235636 0.012811 0.047217 0.236140\n",
-            "\t\t0.010885 0.045998 0.235597 0.012671 0.047552 0.236092\n",
-            "\t\t0.010749 0.046414 0.235559 0.012532 0.047887 0.236045\n",
-            "\t\t0.010612 0.046830 0.235522 0.012393 0.048223 0.236000\n",
-            "\t\t0.010475 0.047247 0.235486 0.012255 0.048559 0.235955\n",
-            "\t\t0.010338 0.047663 0.235450 0.012116 0.048895 0.235911\n",
-            "\t\t0.010201 0.048079 0.235415 0.011978 0.049230 0.235868\n",
-            "\t\t0.010063 0.048494 0.235381 0.011840 0.049567 0.235825\n",
-            "\t\t0.009924 0.048910 0.235346 0.011694 0.049899 0.235781\n",
-            "\t\t0.009812 0.049333 0.235318 0.011472 0.050184 0.235717\n",
-            "\t\t0.009861 0.049764 0.235326 0.011163 0.050372 0.235633\n",
-            "\t\t0.010089 0.050135 0.235374 0.010808 0.050437 0.235541\n",
-            "\t\t0.010452 0.050373 0.235456 0.010452 0.050373 0.235456\n",
-            "\tsection 15\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049105 0.000039 0.246178 0.049105 0.000039 0.246178\n",
-            "\t\t0.049043 -0.000395 0.246182 0.049036 0.000396 0.246182\n",
-            "\t\t0.048921 -0.000816 0.246189 0.048883 0.000725 0.246191\n",
-            "\t\t0.048769 -0.001226 0.246199 0.048679 0.001025 0.246204\n",
-            "\t\t0.048596 -0.001628 0.246210 0.048447 0.001305 0.246219\n",
-            "\t\t0.048404 -0.002022 0.246223 0.048196 0.001568 0.246236\n",
-            "\t\t0.048196 -0.002407 0.246237 0.047933 0.001818 0.246253\n",
-            "\t\t0.047973 -0.002784 0.246252 0.047661 0.002060 0.246270\n",
-            "\t\t0.047735 -0.003152 0.246267 0.047383 0.002294 0.246288\n",
-            "\t\t0.047482 -0.003509 0.246283 0.047100 0.002522 0.246306\n",
-            "\t\t0.047214 -0.003856 0.246300 0.046814 0.002746 0.246324\n",
-            "\t\t0.046932 -0.004191 0.246318 0.046525 0.002966 0.246339\n",
-            "\t\t0.046635 -0.004512 0.246334 0.046235 0.003184 0.246354\n",
-            "\t\t0.046322 -0.004819 0.246349 0.045942 0.003400 0.246365\n",
-            "\t\t0.045993 -0.005108 0.246363 0.045649 0.003614 0.246374\n",
-            "\t\t0.045648 -0.005379 0.246373 0.045354 0.003827 0.246380\n",
-            "\t\t0.045288 -0.005628 0.246378 0.045060 0.004039 0.246382\n",
-            "\t\t0.044912 -0.005852 0.246378 0.044764 0.004251 0.246381\n",
-            "\t\t0.044521 -0.006050 0.246371 0.044469 0.004463 0.246376\n",
-            "\t\t0.044117 -0.006219 0.246357 0.044174 0.004675 0.246367\n",
-            "\t\t0.043701 -0.006356 0.246338 0.043879 0.004887 0.246356\n",
-            "\t\t0.043276 -0.006458 0.246314 0.043584 0.005099 0.246343\n",
-            "\t\t0.042843 -0.006526 0.246289 0.043290 0.005313 0.246328\n",
-            "\t\t0.042406 -0.006558 0.246263 0.042996 0.005526 0.246313\n",
-            "\t\t0.041968 -0.006556 0.246237 0.042703 0.005741 0.246298\n",
-            "\t\t0.041532 -0.006520 0.246211 0.042410 0.005957 0.246282\n",
-            "\t\t0.041099 -0.006452 0.246186 0.042119 0.006173 0.246266\n",
-            "\t\t0.040672 -0.006355 0.246160 0.041828 0.006391 0.246250\n",
-            "\t\t0.040252 -0.006230 0.246135 0.041538 0.006610 0.246234\n",
-            "\t\t0.039840 -0.006081 0.246109 0.041249 0.006830 0.246219\n",
-            "\t\t0.039437 -0.005911 0.246084 0.040961 0.007051 0.246203\n",
-            "\t\t0.039043 -0.005721 0.246059 0.040673 0.007274 0.246187\n",
-            "\t\t0.038657 -0.005513 0.246034 0.040388 0.007498 0.246171\n",
-            "\t\t0.038280 -0.005290 0.246009 0.040103 0.007724 0.246154\n",
-            "\t\t0.037911 -0.005053 0.245984 0.039819 0.007951 0.246138\n",
-            "\t\t0.037551 -0.004804 0.245959 0.039536 0.008179 0.246121\n",
-            "\t\t0.037199 -0.004544 0.245933 0.039255 0.008409 0.246104\n",
-            "\t\t0.036854 -0.004275 0.245908 0.038975 0.008641 0.246087\n",
-            "\t\t0.036516 -0.003996 0.245883 0.038696 0.008874 0.246069\n",
-            "\t\t0.036185 -0.003709 0.245857 0.038419 0.009108 0.246052\n",
-            "\t\t0.035860 -0.003415 0.245831 0.038142 0.009344 0.246034\n",
-            "\t\t0.035541 -0.003115 0.245805 0.037868 0.009582 0.246015\n",
-            "\t\t0.035228 -0.002809 0.245779 0.037594 0.009821 0.245997\n",
-            "\t\t0.034921 -0.002497 0.245753 0.037322 0.010062 0.245978\n",
-            "\t\t0.034618 -0.002180 0.245726 0.037051 0.010304 0.245959\n",
-            "\t\t0.034321 -0.001859 0.245699 0.036782 0.010548 0.245940\n",
-            "\t\t0.034028 -0.001533 0.245671 0.036514 0.010793 0.245920\n",
-            "\t\t0.033740 -0.001204 0.245643 0.036247 0.011040 0.245900\n",
-            "\t\t0.033455 -0.000871 0.245615 0.035982 0.011288 0.245879\n",
-            "\t\t0.033175 -0.000534 0.245586 0.035718 0.011538 0.245858\n",
-            "\t\t0.032899 -0.000194 0.245557 0.035455 0.011790 0.245837\n",
-            "\t\t0.032626 0.000148 0.245527 0.035194 0.012042 0.245815\n",
-            "\t\t0.032356 0.000493 0.245497 0.034935 0.012297 0.245793\n",
-            "\t\t0.032090 0.000841 0.245467 0.034677 0.012552 0.245770\n",
-            "\t\t0.031827 0.001191 0.245436 0.034420 0.012810 0.245747\n",
-            "\t\t0.031567 0.001544 0.245404 0.034165 0.013068 0.245724\n",
-            "\t\t0.031310 0.001898 0.245372 0.033911 0.013328 0.245700\n",
-            "\t\t0.031056 0.002255 0.245339 0.033659 0.013590 0.245675\n",
-            "\t\t0.030804 0.002613 0.245305 0.033408 0.013852 0.245650\n",
-            "\t\t0.030555 0.002974 0.245271 0.033158 0.014116 0.245625\n",
-            "\t\t0.030309 0.003335 0.245237 0.032910 0.014382 0.245599\n",
-            "\t\t0.030064 0.003699 0.245201 0.032663 0.014649 0.245572\n",
-            "\t\t0.029822 0.004064 0.245165 0.032418 0.014917 0.245545\n",
-            "\t\t0.029583 0.004431 0.245129 0.032174 0.015186 0.245517\n",
-            "\t\t0.029345 0.004799 0.245091 0.031932 0.015457 0.245489\n",
-            "\t\t0.029110 0.005168 0.245053 0.031691 0.015729 0.245460\n",
-            "\t\t0.028876 0.005538 0.245014 0.031451 0.016002 0.245430\n",
-            "\t\t0.028645 0.005910 0.244974 0.031213 0.016276 0.245400\n",
-            "\t\t0.028415 0.006283 0.244933 0.030976 0.016552 0.245369\n",
-            "\t\t0.028187 0.006657 0.244892 0.030741 0.016828 0.245338\n",
-            "\t\t0.027961 0.007032 0.244850 0.030506 0.017106 0.245305\n",
-            "\t\t0.027737 0.007408 0.244807 0.030274 0.017385 0.245272\n",
-            "\t\t0.027514 0.007785 0.244763 0.030042 0.017665 0.245239\n",
-            "\t\t0.027293 0.008163 0.244718 0.029812 0.017946 0.245204\n",
-            "\t\t0.027073 0.008542 0.244672 0.029583 0.018229 0.245169\n",
-            "\t\t0.026855 0.008922 0.244625 0.029356 0.018512 0.245133\n",
-            "\t\t0.026638 0.009302 0.244577 0.029130 0.018797 0.245096\n",
-            "\t\t0.026423 0.009684 0.244528 0.028905 0.019082 0.245059\n",
-            "\t\t0.026210 0.010066 0.244479 0.028681 0.019368 0.245020\n",
-            "\t\t0.025997 0.010449 0.244428 0.028459 0.019656 0.244981\n",
-            "\t\t0.025786 0.010833 0.244376 0.028238 0.019944 0.244940\n",
-            "\t\t0.025576 0.011217 0.244323 0.028018 0.020234 0.244899\n",
-            "\t\t0.025368 0.011602 0.244269 0.027800 0.020524 0.244857\n",
-            "\t\t0.025161 0.011988 0.244214 0.027583 0.020815 0.244814\n",
-            "\t\t0.024955 0.012375 0.244158 0.027367 0.021108 0.244770\n",
-            "\t\t0.024750 0.012762 0.244100 0.027152 0.021401 0.244726\n",
-            "\t\t0.024547 0.013150 0.244042 0.026939 0.021695 0.244680\n",
-            "\t\t0.024344 0.013538 0.243982 0.026726 0.021990 0.244632\n",
-            "\t\t0.024143 0.013927 0.243922 0.026515 0.022285 0.244584\n",
-            "\t\t0.023943 0.014316 0.243859 0.026305 0.022582 0.244535\n",
-            "\t\t0.023744 0.014706 0.243796 0.026096 0.022879 0.244485\n",
-            "\t\t0.023546 0.015097 0.243732 0.025889 0.023177 0.244434\n",
-            "\t\t0.023349 0.015488 0.243666 0.025682 0.023476 0.244382\n",
-            "\t\t0.023153 0.015880 0.243599 0.025477 0.023776 0.244329\n",
-            "\t\t0.022958 0.016272 0.243532 0.025273 0.024077 0.244274\n",
-            "\t\t0.022764 0.016665 0.243463 0.025070 0.024378 0.244218\n",
-            "\t\t0.022571 0.017058 0.243392 0.024868 0.024680 0.244162\n",
-            "\t\t0.022379 0.017451 0.243320 0.024667 0.024983 0.244104\n",
-            "\t\t0.022188 0.017846 0.243248 0.024468 0.025287 0.244045\n",
-            "\t\t0.021998 0.018240 0.243174 0.024269 0.025591 0.243984\n",
-            "\t\t0.021809 0.018635 0.243099 0.024071 0.025896 0.243923\n",
-            "\t\t0.021620 0.019031 0.243024 0.023875 0.026202 0.243860\n",
-            "\t\t0.021433 0.019426 0.242947 0.023680 0.026508 0.243796\n",
-            "\t\t0.021247 0.019823 0.242868 0.023485 0.026815 0.243730\n",
-            "\t\t0.021061 0.020219 0.242789 0.023292 0.027123 0.243664\n",
-            "\t\t0.020877 0.020617 0.242709 0.023100 0.027431 0.243597\n",
-            "\t\t0.020693 0.021014 0.242629 0.022909 0.027740 0.243528\n",
-            "\t\t0.020510 0.021412 0.242547 0.022718 0.028049 0.243458\n",
-            "\t\t0.020328 0.021810 0.242465 0.022529 0.028360 0.243387\n",
-            "\t\t0.020147 0.022209 0.242382 0.022341 0.028670 0.243314\n",
-            "\t\t0.019967 0.022608 0.242298 0.022154 0.028982 0.243240\n",
-            "\t\t0.019787 0.023008 0.242213 0.021968 0.029294 0.243166\n",
-            "\t\t0.019609 0.023408 0.242129 0.021782 0.029606 0.243090\n",
-            "\t\t0.019431 0.023808 0.242044 0.021598 0.029920 0.243014\n",
-            "\t\t0.019254 0.024208 0.241959 0.021415 0.030233 0.242936\n",
-            "\t\t0.019078 0.024609 0.241873 0.021232 0.030548 0.242857\n",
-            "\t\t0.018903 0.025011 0.241786 0.021051 0.030862 0.242777\n",
-            "\t\t0.018728 0.025412 0.241700 0.020871 0.031178 0.242696\n",
-            "\t\t0.018555 0.025815 0.241614 0.020691 0.031494 0.242614\n",
-            "\t\t0.018382 0.026217 0.241528 0.020512 0.031810 0.242532\n",
-            "\t\t0.018210 0.026620 0.241442 0.020335 0.032127 0.242449\n",
-            "\t\t0.018039 0.027023 0.241357 0.020158 0.032445 0.242365\n",
-            "\t\t0.017869 0.027427 0.241271 0.019982 0.032763 0.242281\n",
-            "\t\t0.017700 0.027830 0.241186 0.019807 0.033081 0.242196\n",
-            "\t\t0.017531 0.028235 0.241101 0.019633 0.033400 0.242110\n",
-            "\t\t0.017364 0.028639 0.241017 0.019460 0.033719 0.242025\n",
-            "\t\t0.017197 0.029044 0.240934 0.019288 0.034039 0.241939\n",
-            "\t\t0.017031 0.029450 0.240851 0.019116 0.034360 0.241853\n",
-            "\t\t0.016866 0.029855 0.240769 0.018946 0.034680 0.241766\n",
-            "\t\t0.016702 0.030261 0.240688 0.018776 0.035002 0.241679\n",
-            "\t\t0.016539 0.030668 0.240607 0.018607 0.035323 0.241593\n",
-            "\t\t0.016377 0.031075 0.240527 0.018439 0.035646 0.241506\n",
-            "\t\t0.016216 0.031482 0.240449 0.018272 0.035968 0.241421\n",
-            "\t\t0.016056 0.031890 0.240372 0.018105 0.036291 0.241335\n",
-            "\t\t0.015897 0.032298 0.240296 0.017940 0.036615 0.241249\n",
-            "\t\t0.015739 0.032706 0.240220 0.017775 0.036939 0.241163\n",
-            "\t\t0.015582 0.033115 0.240146 0.017611 0.037263 0.241078\n",
-            "\t\t0.015426 0.033524 0.240072 0.017448 0.037588 0.240994\n",
-            "\t\t0.015271 0.033934 0.240000 0.017286 0.037913 0.240911\n",
-            "\t\t0.015117 0.034344 0.239929 0.017125 0.038238 0.240829\n",
-            "\t\t0.014964 0.034754 0.239859 0.016964 0.038564 0.240747\n",
-            "\t\t0.014812 0.035165 0.239791 0.016804 0.038891 0.240665\n",
-            "\t\t0.014662 0.035576 0.239724 0.016645 0.039217 0.240584\n",
-            "\t\t0.014513 0.035988 0.239658 0.016487 0.039544 0.240505\n",
-            "\t\t0.014365 0.036400 0.239593 0.016330 0.039872 0.240426\n",
-            "\t\t0.014218 0.036813 0.239529 0.016173 0.040200 0.240349\n",
-            "\t\t0.014072 0.037226 0.239466 0.016017 0.040528 0.240273\n",
-            "\t\t0.013927 0.037639 0.239405 0.015862 0.040856 0.240197\n",
-            "\t\t0.013783 0.038052 0.239344 0.015708 0.041185 0.240123\n",
-            "\t\t0.013640 0.038466 0.239285 0.015554 0.041515 0.240049\n",
-            "\t\t0.013498 0.038881 0.239227 0.015401 0.041844 0.239977\n",
-            "\t\t0.013357 0.039295 0.239170 0.015249 0.042174 0.239906\n",
-            "\t\t0.013217 0.039710 0.239114 0.015098 0.042505 0.239836\n",
-            "\t\t0.013077 0.040125 0.239058 0.014947 0.042835 0.239768\n",
-            "\t\t0.012937 0.040540 0.239004 0.014798 0.043166 0.239701\n",
-            "\t\t0.012798 0.040955 0.238950 0.014649 0.043498 0.239634\n",
-            "\t\t0.012659 0.041371 0.238897 0.014500 0.043830 0.239569\n",
-            "\t\t0.012520 0.041786 0.238846 0.014353 0.044162 0.239505\n",
-            "\t\t0.012382 0.042202 0.238795 0.014206 0.044494 0.239442\n",
-            "\t\t0.012243 0.042617 0.238745 0.014060 0.044827 0.239380\n",
-            "\t\t0.012104 0.043032 0.238697 0.013914 0.045160 0.239320\n",
-            "\t\t0.011966 0.043448 0.238649 0.013769 0.045493 0.239261\n",
-            "\t\t0.011828 0.043863 0.238602 0.013625 0.045826 0.239203\n",
-            "\t\t0.011689 0.044279 0.238555 0.013482 0.046160 0.239147\n",
-            "\t\t0.011551 0.044694 0.238510 0.013339 0.046494 0.239091\n",
-            "\t\t0.011412 0.045110 0.238465 0.013197 0.046829 0.239036\n",
-            "\t\t0.011274 0.045525 0.238421 0.013056 0.047164 0.238982\n",
-            "\t\t0.011136 0.045941 0.238378 0.012915 0.047498 0.238929\n",
-            "\t\t0.010997 0.046356 0.238335 0.012775 0.047834 0.238877\n",
-            "\t\t0.010859 0.046772 0.238294 0.012635 0.048169 0.238827\n",
-            "\t\t0.010720 0.047187 0.238254 0.012495 0.048504 0.238777\n",
-            "\t\t0.010582 0.047603 0.238215 0.012356 0.048840 0.238729\n",
-            "\t\t0.010444 0.048018 0.238176 0.012216 0.049176 0.238681\n",
-            "\t\t0.010304 0.048433 0.238137 0.012078 0.049511 0.238634\n",
-            "\t\t0.010163 0.048848 0.238099 0.011930 0.049843 0.238585\n",
-            "\t\t0.010050 0.049270 0.238068 0.011707 0.050128 0.238514\n",
-            "\t\t0.010098 0.049702 0.238077 0.011398 0.050315 0.238420\n",
-            "\t\t0.010324 0.050073 0.238131 0.011042 0.050379 0.238318\n",
-            "\t\t0.010687 0.050313 0.238222 0.010687 0.050313 0.238222\n",
-            "\tsection 16\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049333 -0.000153 0.249982 0.049333 -0.000153 0.249982\n",
-            "\t\t0.049269 -0.000586 0.249985 0.049259 0.000204 0.249985\n",
-            "\t\t0.049144 -0.001006 0.249992 0.049099 0.000530 0.249993\n",
-            "\t\t0.048990 -0.001416 0.250000 0.048891 0.000828 0.250004\n",
-            "\t\t0.048815 -0.001818 0.250009 0.048655 0.001105 0.250017\n",
-            "\t\t0.048621 -0.002211 0.250020 0.048403 0.001367 0.250031\n",
-            "\t\t0.048412 -0.002596 0.250032 0.048139 0.001617 0.250045\n",
-            "\t\t0.048188 -0.002972 0.250044 0.047867 0.001858 0.250059\n",
-            "\t\t0.047949 -0.003339 0.250056 0.047588 0.002092 0.250073\n",
-            "\t\t0.047695 -0.003697 0.250069 0.047306 0.002322 0.250088\n",
-            "\t\t0.047427 -0.004043 0.250082 0.047020 0.002547 0.250102\n",
-            "\t\t0.047144 -0.004377 0.250097 0.046732 0.002768 0.250113\n",
-            "\t\t0.046846 -0.004698 0.250109 0.046442 0.002988 0.250123\n",
-            "\t\t0.046532 -0.005004 0.250120 0.046151 0.003205 0.250131\n",
-            "\t\t0.046202 -0.005293 0.250129 0.045858 0.003422 0.250136\n",
-            "\t\t0.045857 -0.005563 0.250134 0.045565 0.003637 0.250138\n",
-            "\t\t0.045496 -0.005811 0.250135 0.045272 0.003851 0.250135\n",
-            "\t\t0.045119 -0.006035 0.250129 0.044978 0.004066 0.250130\n",
-            "\t\t0.044728 -0.006231 0.250117 0.044684 0.004280 0.250121\n",
-            "\t\t0.044323 -0.006398 0.250097 0.044390 0.004494 0.250108\n",
-            "\t\t0.043906 -0.006533 0.250073 0.044096 0.004709 0.250093\n",
-            "\t\t0.043480 -0.006634 0.250044 0.043803 0.004924 0.250076\n",
-            "\t\t0.043047 -0.006699 0.250012 0.043510 0.005139 0.250058\n",
-            "\t\t0.042610 -0.006728 0.249980 0.043218 0.005356 0.250038\n",
-            "\t\t0.042171 -0.006723 0.249947 0.042926 0.005573 0.250018\n",
-            "\t\t0.041735 -0.006684 0.249915 0.042636 0.005791 0.249998\n",
-            "\t\t0.041303 -0.006612 0.249883 0.042345 0.006011 0.249978\n",
-            "\t\t0.040877 -0.006511 0.249851 0.042056 0.006231 0.249958\n",
-            "\t\t0.040458 -0.006383 0.249819 0.041768 0.006452 0.249938\n",
-            "\t\t0.040047 -0.006231 0.249787 0.041480 0.006675 0.249917\n",
-            "\t\t0.039645 -0.006057 0.249755 0.041194 0.006899 0.249897\n",
-            "\t\t0.039252 -0.005863 0.249724 0.040908 0.007125 0.249877\n",
-            "\t\t0.038868 -0.005653 0.249692 0.040624 0.007351 0.249856\n",
-            "\t\t0.038492 -0.005426 0.249661 0.040341 0.007579 0.249835\n",
-            "\t\t0.038126 -0.005187 0.249629 0.040059 0.007809 0.249814\n",
-            "\t\t0.037767 -0.004935 0.249598 0.039778 0.008040 0.249793\n",
-            "\t\t0.037417 -0.004672 0.249567 0.039498 0.008272 0.249772\n",
-            "\t\t0.037073 -0.004400 0.249536 0.039220 0.008506 0.249750\n",
-            "\t\t0.036737 -0.004119 0.249504 0.038943 0.008742 0.249728\n",
-            "\t\t0.036408 -0.003830 0.249473 0.038667 0.008979 0.249706\n",
-            "\t\t0.036085 -0.003534 0.249441 0.038392 0.009217 0.249683\n",
-            "\t\t0.035769 -0.003231 0.249409 0.038119 0.009457 0.249660\n",
-            "\t\t0.035457 -0.002922 0.249377 0.037847 0.009698 0.249637\n",
-            "\t\t0.035152 -0.002609 0.249345 0.037576 0.009941 0.249614\n",
-            "\t\t0.034851 -0.002290 0.249312 0.037307 0.010185 0.249590\n",
-            "\t\t0.034555 -0.001967 0.249279 0.037039 0.010431 0.249566\n",
-            "\t\t0.034264 -0.001639 0.249246 0.036772 0.010679 0.249541\n",
-            "\t\t0.033978 -0.001308 0.249213 0.036507 0.010928 0.249516\n",
-            "\t\t0.033695 -0.000973 0.249179 0.036243 0.011178 0.249491\n",
-            "\t\t0.033417 -0.000635 0.249144 0.035981 0.011430 0.249465\n",
-            "\t\t0.033142 -0.000294 0.249110 0.035720 0.011683 0.249439\n",
-            "\t\t0.032871 0.000050 0.249074 0.035460 0.011938 0.249413\n",
-            "\t\t0.032603 0.000397 0.249039 0.035202 0.012194 0.249386\n",
-            "\t\t0.032338 0.000746 0.249002 0.034945 0.012451 0.249358\n",
-            "\t\t0.032077 0.001098 0.248966 0.034690 0.012710 0.249330\n",
-            "\t\t0.031818 0.001452 0.248928 0.034436 0.012971 0.249302\n",
-            "\t\t0.031563 0.001807 0.248891 0.034184 0.013232 0.249273\n",
-            "\t\t0.031310 0.002165 0.248852 0.033933 0.013495 0.249244\n",
-            "\t\t0.031060 0.002525 0.248813 0.033683 0.013760 0.249214\n",
-            "\t\t0.030813 0.002886 0.248773 0.033434 0.014025 0.249183\n",
-            "\t\t0.030568 0.003250 0.248733 0.033188 0.014292 0.249152\n",
-            "\t\t0.030325 0.003614 0.248692 0.032942 0.014561 0.249120\n",
-            "\t\t0.030084 0.003981 0.248650 0.032698 0.014830 0.249088\n",
-            "\t\t0.029846 0.004348 0.248607 0.032455 0.015101 0.249055\n",
-            "\t\t0.029610 0.004717 0.248564 0.032214 0.015373 0.249022\n",
-            "\t\t0.029376 0.005087 0.248520 0.031974 0.015646 0.248988\n",
-            "\t\t0.029144 0.005459 0.248475 0.031735 0.015920 0.248953\n",
-            "\t\t0.028913 0.005832 0.248430 0.031498 0.016196 0.248918\n",
-            "\t\t0.028685 0.006206 0.248383 0.031262 0.016473 0.248882\n",
-            "\t\t0.028458 0.006581 0.248336 0.031027 0.016751 0.248845\n",
-            "\t\t0.028234 0.006957 0.248288 0.030794 0.017030 0.248807\n",
-            "\t\t0.028010 0.007334 0.248239 0.030562 0.017310 0.248769\n",
-            "\t\t0.027789 0.007711 0.248189 0.030332 0.017591 0.248730\n",
-            "\t\t0.027569 0.008090 0.248138 0.030102 0.017873 0.248690\n",
-            "\t\t0.027350 0.008470 0.248086 0.029874 0.018157 0.248649\n",
-            "\t\t0.027134 0.008851 0.248032 0.029648 0.018441 0.248608\n",
-            "\t\t0.026918 0.009232 0.247978 0.029422 0.018726 0.248565\n",
-            "\t\t0.026704 0.009615 0.247923 0.029198 0.019013 0.248522\n",
-            "\t\t0.026492 0.009998 0.247867 0.028975 0.019300 0.248478\n",
-            "\t\t0.026280 0.010381 0.247810 0.028754 0.019588 0.248433\n",
-            "\t\t0.026070 0.010766 0.247752 0.028533 0.019878 0.248387\n",
-            "\t\t0.025862 0.011151 0.247692 0.028314 0.020168 0.248340\n",
-            "\t\t0.025654 0.011537 0.247632 0.028096 0.020459 0.248292\n",
-            "\t\t0.025448 0.011924 0.247570 0.027880 0.020751 0.248244\n",
-            "\t\t0.025243 0.012311 0.247507 0.027664 0.021044 0.248194\n",
-            "\t\t0.025039 0.012699 0.247443 0.027450 0.021338 0.248143\n",
-            "\t\t0.024837 0.013087 0.247377 0.027237 0.021633 0.248091\n",
-            "\t\t0.024635 0.013476 0.247311 0.027025 0.021928 0.248038\n",
-            "\t\t0.024435 0.013866 0.247243 0.026814 0.022225 0.247984\n",
-            "\t\t0.024236 0.014256 0.247174 0.026605 0.022522 0.247929\n",
-            "\t\t0.024038 0.014647 0.247104 0.026396 0.022820 0.247872\n",
-            "\t\t0.023840 0.015038 0.247032 0.026189 0.023119 0.247815\n",
-            "\t\t0.023644 0.015430 0.246959 0.025983 0.023418 0.247757\n",
-            "\t\t0.023449 0.015822 0.246885 0.025778 0.023719 0.247697\n",
-            "\t\t0.023255 0.016215 0.246810 0.025574 0.024020 0.247636\n",
-            "\t\t0.023062 0.016608 0.246734 0.025371 0.024322 0.247573\n",
-            "\t\t0.022870 0.017002 0.246656 0.025170 0.024624 0.247510\n",
-            "\t\t0.022679 0.017396 0.246577 0.024969 0.024928 0.247445\n",
-            "\t\t0.022489 0.017790 0.246496 0.024770 0.025232 0.247379\n",
-            "\t\t0.022299 0.018186 0.246415 0.024571 0.025537 0.247312\n",
-            "\t\t0.022111 0.018581 0.246333 0.024374 0.025842 0.247244\n",
-            "\t\t0.021923 0.018977 0.246249 0.024178 0.026148 0.247174\n",
-            "\t\t0.021737 0.019373 0.246164 0.023982 0.026455 0.247103\n",
-            "\t\t0.021551 0.019770 0.246078 0.023788 0.026762 0.247031\n",
-            "\t\t0.021366 0.020167 0.245991 0.023595 0.027070 0.246957\n",
-            "\t\t0.021182 0.020565 0.245903 0.023403 0.027379 0.246882\n",
-            "\t\t0.020999 0.020963 0.245814 0.023211 0.027688 0.246806\n",
-            "\t\t0.020817 0.021361 0.245725 0.023021 0.027998 0.246729\n",
-            "\t\t0.020636 0.021760 0.245634 0.022832 0.028309 0.246650\n",
-            "\t\t0.020455 0.022159 0.245543 0.022644 0.028620 0.246570\n",
-            "\t\t0.020275 0.022559 0.245451 0.022457 0.028932 0.246489\n",
-            "\t\t0.020096 0.022959 0.245358 0.022270 0.029244 0.246407\n",
-            "\t\t0.019918 0.023359 0.245265 0.022085 0.029557 0.246324\n",
-            "\t\t0.019741 0.023760 0.245172 0.021901 0.029871 0.246239\n",
-            "\t\t0.019565 0.024161 0.245078 0.021717 0.030185 0.246153\n",
-            "\t\t0.019389 0.024562 0.244984 0.021535 0.030499 0.246066\n",
-            "\t\t0.019214 0.024964 0.244889 0.021353 0.030814 0.245979\n",
-            "\t\t0.019040 0.025366 0.244795 0.021172 0.031130 0.245890\n",
-            "\t\t0.018867 0.025768 0.244700 0.020993 0.031446 0.245800\n",
-            "\t\t0.018695 0.026171 0.244606 0.020814 0.031763 0.245710\n",
-            "\t\t0.018523 0.026574 0.244513 0.020636 0.032080 0.245619\n",
-            "\t\t0.018353 0.026978 0.244419 0.020459 0.032397 0.245527\n",
-            "\t\t0.018183 0.027382 0.244325 0.020283 0.032716 0.245434\n",
-            "\t\t0.018014 0.027786 0.244232 0.020108 0.033034 0.245341\n",
-            "\t\t0.017846 0.028190 0.244139 0.019933 0.033353 0.245248\n",
-            "\t\t0.017678 0.028595 0.244047 0.019760 0.033673 0.245154\n",
-            "\t\t0.017512 0.029000 0.243956 0.019587 0.033993 0.245060\n",
-            "\t\t0.017346 0.029406 0.243865 0.019415 0.034314 0.244965\n",
-            "\t\t0.017181 0.029812 0.243776 0.019244 0.034635 0.244870\n",
-            "\t\t0.017018 0.030218 0.243686 0.019074 0.034956 0.244776\n",
-            "\t\t0.016855 0.030625 0.243598 0.018905 0.035278 0.244681\n",
-            "\t\t0.016693 0.031032 0.243511 0.018737 0.035600 0.244587\n",
-            "\t\t0.016531 0.031439 0.243425 0.018569 0.035923 0.244493\n",
-            "\t\t0.016371 0.031847 0.243341 0.018402 0.036246 0.244399\n",
-            "\t\t0.016212 0.032255 0.243257 0.018236 0.036570 0.244305\n",
-            "\t\t0.016054 0.032664 0.243175 0.018071 0.036894 0.244211\n",
-            "\t\t0.015896 0.033073 0.243093 0.017907 0.037218 0.244119\n",
-            "\t\t0.015740 0.033482 0.243013 0.017743 0.037543 0.244027\n",
-            "\t\t0.015585 0.033892 0.242934 0.017580 0.037868 0.243936\n",
-            "\t\t0.015431 0.034302 0.242856 0.017419 0.038194 0.243845\n",
-            "\t\t0.015277 0.034712 0.242780 0.017257 0.038520 0.243756\n",
-            "\t\t0.015125 0.035123 0.242705 0.017097 0.038846 0.243667\n",
-            "\t\t0.014974 0.035534 0.242632 0.016937 0.039173 0.243578\n",
-            "\t\t0.014824 0.035946 0.242560 0.016779 0.039500 0.243491\n",
-            "\t\t0.014676 0.036358 0.242488 0.016621 0.039828 0.243405\n",
-            "\t\t0.014528 0.036770 0.242418 0.016463 0.040155 0.243321\n",
-            "\t\t0.014381 0.037183 0.242350 0.016307 0.040484 0.243238\n",
-            "\t\t0.014235 0.037596 0.242282 0.016151 0.040812 0.243155\n",
-            "\t\t0.014090 0.038010 0.242216 0.015996 0.041141 0.243074\n",
-            "\t\t0.013947 0.038424 0.242151 0.015842 0.041471 0.242993\n",
-            "\t\t0.013803 0.038838 0.242088 0.015688 0.041800 0.242914\n",
-            "\t\t0.013661 0.039252 0.242025 0.015536 0.042130 0.242836\n",
-            "\t\t0.013519 0.039666 0.241964 0.015384 0.042461 0.242760\n",
-            "\t\t0.013378 0.040081 0.241903 0.015232 0.042791 0.242685\n",
-            "\t\t0.013237 0.040496 0.241844 0.015082 0.043122 0.242612\n",
-            "\t\t0.013096 0.040911 0.241785 0.014932 0.043454 0.242539\n",
-            "\t\t0.012955 0.041326 0.241727 0.014783 0.043785 0.242468\n",
-            "\t\t0.012815 0.041741 0.241671 0.014634 0.044117 0.242398\n",
-            "\t\t0.012675 0.042156 0.241615 0.014487 0.044450 0.242329\n",
-            "\t\t0.012535 0.042571 0.241561 0.014340 0.044782 0.242261\n",
-            "\t\t0.012395 0.042986 0.241508 0.014193 0.045115 0.242195\n",
-            "\t\t0.012255 0.043401 0.241455 0.014048 0.045449 0.242130\n",
-            "\t\t0.012115 0.043816 0.241403 0.013903 0.045782 0.242067\n",
-            "\t\t0.011975 0.044231 0.241353 0.013759 0.046116 0.242005\n",
-            "\t\t0.011835 0.044647 0.241302 0.013615 0.046450 0.241944\n",
-            "\t\t0.011695 0.045062 0.241253 0.013472 0.046784 0.241883\n",
-            "\t\t0.011555 0.045477 0.241205 0.013330 0.047119 0.241824\n",
-            "\t\t0.011415 0.045892 0.241158 0.013188 0.047454 0.241766\n",
-            "\t\t0.011275 0.046307 0.241111 0.013046 0.047789 0.241710\n",
-            "\t\t0.011135 0.046722 0.241066 0.012905 0.048124 0.241654\n",
-            "\t\t0.010995 0.047137 0.241022 0.012765 0.048460 0.241600\n",
-            "\t\t0.010855 0.047552 0.240979 0.012624 0.048795 0.241546\n",
-            "\t\t0.010715 0.047968 0.240936 0.012484 0.049130 0.241494\n",
-            "\t\t0.010573 0.048382 0.240894 0.012344 0.049466 0.241442\n",
-            "\t\t0.010432 0.048797 0.240852 0.012195 0.049798 0.241388\n",
-            "\t\t0.010317 0.049219 0.240818 0.011971 0.050082 0.241311\n",
-            "\t\t0.010363 0.049651 0.240828 0.011661 0.050268 0.241207\n",
-            "\t\t0.010588 0.050023 0.240887 0.011305 0.050331 0.241094\n",
-            "\t\t0.010949 0.050264 0.240989 0.010949 0.050264 0.240989\n",
-            "\tsection 17\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049602 -0.000370 0.253786 0.049602 -0.000370 0.253786\n",
-            "\t\t0.049536 -0.000803 0.253789 0.049523 -0.000014 0.253789\n",
-            "\t\t0.049408 -0.001223 0.253794 0.049356 0.000309 0.253795\n",
-            "\t\t0.049252 -0.001633 0.253801 0.049143 0.000604 0.253804\n",
-            "\t\t0.049075 -0.002034 0.253808 0.048904 0.000879 0.253815\n",
-            "\t\t0.048880 -0.002427 0.253817 0.048649 0.001139 0.253826\n",
-            "\t\t0.048669 -0.002811 0.253826 0.048384 0.001389 0.253837\n",
-            "\t\t0.048443 -0.003187 0.253836 0.048111 0.001630 0.253847\n",
-            "\t\t0.048203 -0.003554 0.253845 0.047832 0.001865 0.253858\n",
-            "\t\t0.047948 -0.003911 0.253855 0.047550 0.002095 0.253869\n",
-            "\t\t0.047679 -0.004257 0.253865 0.047265 0.002321 0.253879\n",
-            "\t\t0.047394 -0.004591 0.253876 0.046977 0.002545 0.253887\n",
-            "\t\t0.047095 -0.004911 0.253885 0.046688 0.002766 0.253893\n",
-            "\t\t0.046780 -0.005217 0.253891 0.046397 0.002985 0.253896\n",
-            "\t\t0.046450 -0.005505 0.253896 0.046106 0.003204 0.253897\n",
-            "\t\t0.046104 -0.005774 0.253896 0.045814 0.003421 0.253895\n",
-            "\t\t0.045742 -0.006021 0.253892 0.045521 0.003638 0.253889\n",
-            "\t\t0.045364 -0.006244 0.253881 0.045229 0.003855 0.253879\n",
-            "\t\t0.044972 -0.006440 0.253863 0.044936 0.004072 0.253866\n",
-            "\t\t0.044566 -0.006605 0.253838 0.044644 0.004289 0.253849\n",
-            "\t\t0.044148 -0.006738 0.253808 0.044351 0.004506 0.253830\n",
-            "\t\t0.043720 -0.006837 0.253773 0.044060 0.004724 0.253809\n",
-            "\t\t0.043286 -0.006899 0.253735 0.043768 0.004943 0.253787\n",
-            "\t\t0.042849 -0.006926 0.253696 0.043478 0.005162 0.253763\n",
-            "\t\t0.042410 -0.006917 0.253657 0.043188 0.005382 0.253739\n",
-            "\t\t0.041974 -0.006874 0.253618 0.042898 0.005603 0.253714\n",
-            "\t\t0.041542 -0.006799 0.253580 0.042610 0.005826 0.253690\n",
-            "\t\t0.041116 -0.006694 0.253541 0.042322 0.006049 0.253665\n",
-            "\t\t0.040698 -0.006562 0.253503 0.042035 0.006273 0.253641\n",
-            "\t\t0.040288 -0.006406 0.253464 0.041749 0.006499 0.253616\n",
-            "\t\t0.039887 -0.006228 0.253426 0.041464 0.006726 0.253592\n",
-            "\t\t0.039496 -0.006031 0.253388 0.041181 0.006954 0.253567\n",
-            "\t\t0.039113 -0.005817 0.253350 0.040898 0.007184 0.253542\n",
-            "\t\t0.038739 -0.005588 0.253313 0.040616 0.007415 0.253517\n",
-            "\t\t0.038374 -0.005345 0.253275 0.040336 0.007647 0.253491\n",
-            "\t\t0.038017 -0.005090 0.253238 0.040057 0.007881 0.253465\n",
-            "\t\t0.037669 -0.004824 0.253201 0.039779 0.008116 0.253439\n",
-            "\t\t0.037327 -0.004549 0.253163 0.039502 0.008352 0.253413\n",
-            "\t\t0.036993 -0.004265 0.253126 0.039226 0.008590 0.253386\n",
-            "\t\t0.036666 -0.003973 0.253088 0.038952 0.008830 0.253359\n",
-            "\t\t0.036345 -0.003674 0.253051 0.038679 0.009071 0.253332\n",
-            "\t\t0.036029 -0.003369 0.253013 0.038407 0.009313 0.253305\n",
-            "\t\t0.035720 -0.003059 0.252975 0.038136 0.009557 0.253277\n",
-            "\t\t0.035416 -0.002742 0.252937 0.037867 0.009803 0.253249\n",
-            "\t\t0.035117 -0.002422 0.252899 0.037599 0.010049 0.253221\n",
-            "\t\t0.034824 -0.002096 0.252860 0.037333 0.010298 0.253192\n",
-            "\t\t0.034534 -0.001767 0.252822 0.037068 0.010547 0.253162\n",
-            "\t\t0.034249 -0.001433 0.252782 0.036804 0.010799 0.253133\n",
-            "\t\t0.033968 -0.001097 0.252743 0.036542 0.011051 0.253103\n",
-            "\t\t0.033691 -0.000757 0.252703 0.036281 0.011305 0.253072\n",
-            "\t\t0.033418 -0.000414 0.252662 0.036021 0.011561 0.253041\n",
-            "\t\t0.033149 -0.000068 0.252621 0.035763 0.011817 0.253010\n",
-            "\t\t0.032883 0.000281 0.252580 0.035506 0.012076 0.252978\n",
-            "\t\t0.032620 0.000632 0.252538 0.035251 0.012335 0.252946\n",
-            "\t\t0.032360 0.000985 0.252496 0.034997 0.012596 0.252913\n",
-            "\t\t0.032103 0.001340 0.252453 0.034744 0.012858 0.252880\n",
-            "\t\t0.031849 0.001698 0.252409 0.034493 0.013122 0.252846\n",
-            "\t\t0.031598 0.002057 0.252365 0.034243 0.013387 0.252812\n",
-            "\t\t0.031349 0.002418 0.252321 0.033994 0.013653 0.252777\n",
-            "\t\t0.031103 0.002781 0.252275 0.033747 0.013920 0.252742\n",
-            "\t\t0.030859 0.003146 0.252229 0.033501 0.014189 0.252705\n",
-            "\t\t0.030618 0.003512 0.252182 0.033257 0.014459 0.252669\n",
-            "\t\t0.030379 0.003880 0.252135 0.033014 0.014730 0.252632\n",
-            "\t\t0.030142 0.004249 0.252086 0.032772 0.015003 0.252594\n",
-            "\t\t0.029907 0.004619 0.252038 0.032532 0.015276 0.252555\n",
-            "\t\t0.029675 0.004991 0.251988 0.032293 0.015551 0.252516\n",
-            "\t\t0.029444 0.005363 0.251937 0.032055 0.015827 0.252476\n",
-            "\t\t0.029215 0.005737 0.251885 0.031819 0.016104 0.252435\n",
-            "\t\t0.028988 0.006113 0.251833 0.031584 0.016382 0.252394\n",
-            "\t\t0.028762 0.006489 0.251780 0.031350 0.016661 0.252352\n",
-            "\t\t0.028539 0.006866 0.251725 0.031117 0.016942 0.252309\n",
-            "\t\t0.028317 0.007244 0.251670 0.030886 0.017223 0.252265\n",
-            "\t\t0.028097 0.007623 0.251614 0.030656 0.017506 0.252221\n",
-            "\t\t0.027878 0.008003 0.251557 0.030428 0.017789 0.252175\n",
-            "\t\t0.027661 0.008384 0.251499 0.030201 0.018074 0.252129\n",
-            "\t\t0.027445 0.008766 0.251440 0.029975 0.018359 0.252083\n",
-            "\t\t0.027230 0.009149 0.251379 0.029750 0.018646 0.252035\n",
-            "\t\t0.027018 0.009532 0.251318 0.029527 0.018934 0.251986\n",
-            "\t\t0.026806 0.009916 0.251256 0.029304 0.019222 0.251936\n",
-            "\t\t0.026596 0.010301 0.251192 0.029083 0.019512 0.251885\n",
-            "\t\t0.026387 0.010686 0.251127 0.028864 0.019802 0.251834\n",
-            "\t\t0.026179 0.011073 0.251061 0.028645 0.020093 0.251781\n",
-            "\t\t0.025973 0.011460 0.250994 0.028428 0.020385 0.251727\n",
-            "\t\t0.025768 0.011847 0.250926 0.028211 0.020679 0.251673\n",
-            "\t\t0.025564 0.012235 0.250856 0.027996 0.020973 0.251617\n",
-            "\t\t0.025361 0.012624 0.250785 0.027783 0.021267 0.251560\n",
-            "\t\t0.025160 0.013013 0.250713 0.027570 0.021563 0.251502\n",
-            "\t\t0.024959 0.013403 0.250640 0.027359 0.021859 0.251443\n",
-            "\t\t0.024760 0.013794 0.250565 0.027148 0.022157 0.251383\n",
-            "\t\t0.024561 0.014185 0.250489 0.026939 0.022455 0.251322\n",
-            "\t\t0.024364 0.014577 0.250411 0.026731 0.022754 0.251259\n",
-            "\t\t0.024168 0.014969 0.250333 0.026524 0.023053 0.251196\n",
-            "\t\t0.023972 0.015361 0.250253 0.026318 0.023354 0.251131\n",
-            "\t\t0.023778 0.015755 0.250171 0.026113 0.023655 0.251065\n",
-            "\t\t0.023585 0.016148 0.250089 0.025910 0.023957 0.250997\n",
-            "\t\t0.023393 0.016542 0.250005 0.025707 0.024260 0.250928\n",
-            "\t\t0.023201 0.016937 0.249920 0.025506 0.024563 0.250858\n",
-            "\t\t0.023011 0.017332 0.249833 0.025305 0.024867 0.250787\n",
-            "\t\t0.022821 0.017727 0.249745 0.025106 0.025172 0.250714\n",
-            "\t\t0.022633 0.018123 0.249656 0.024908 0.025477 0.250640\n",
-            "\t\t0.022445 0.018519 0.249566 0.024710 0.025783 0.250565\n",
-            "\t\t0.022258 0.018916 0.249474 0.024514 0.026090 0.250488\n",
-            "\t\t0.022072 0.019313 0.249382 0.024319 0.026398 0.250410\n",
-            "\t\t0.021887 0.019711 0.249287 0.024125 0.026706 0.250331\n",
-            "\t\t0.021703 0.020109 0.249192 0.023931 0.027014 0.250250\n",
-            "\t\t0.021520 0.020507 0.249096 0.023739 0.027324 0.250168\n",
-            "\t\t0.021337 0.020906 0.249000 0.023548 0.027634 0.250085\n",
-            "\t\t0.021156 0.021305 0.248902 0.023358 0.027944 0.250000\n",
-            "\t\t0.020975 0.021704 0.248804 0.023168 0.028255 0.249914\n",
-            "\t\t0.020795 0.022104 0.248704 0.022980 0.028567 0.249826\n",
-            "\t\t0.020616 0.022505 0.248603 0.022793 0.028879 0.249737\n",
-            "\t\t0.020437 0.022905 0.248502 0.022606 0.029192 0.249648\n",
-            "\t\t0.020260 0.023306 0.248401 0.022421 0.029505 0.249557\n",
-            "\t\t0.020083 0.023707 0.248300 0.022236 0.029819 0.249465\n",
-            "\t\t0.019907 0.024109 0.248198 0.022052 0.030134 0.249371\n",
-            "\t\t0.019732 0.024511 0.248095 0.021870 0.030449 0.249276\n",
-            "\t\t0.019558 0.024913 0.247993 0.021688 0.030764 0.249180\n",
-            "\t\t0.019384 0.025316 0.247890 0.021507 0.031081 0.249084\n",
-            "\t\t0.019211 0.025719 0.247787 0.021327 0.031397 0.248986\n",
-            "\t\t0.019039 0.026122 0.247685 0.021148 0.031714 0.248888\n",
-            "\t\t0.018868 0.026526 0.247583 0.020970 0.032032 0.248789\n",
-            "\t\t0.018698 0.026930 0.247481 0.020792 0.032350 0.248689\n",
-            "\t\t0.018528 0.027335 0.247379 0.020616 0.032668 0.248588\n",
-            "\t\t0.018359 0.027739 0.247277 0.020440 0.032987 0.248487\n",
-            "\t\t0.018191 0.028144 0.247176 0.020266 0.033307 0.248385\n",
-            "\t\t0.018024 0.028550 0.247076 0.020092 0.033627 0.248283\n",
-            "\t\t0.017858 0.028956 0.246978 0.019919 0.033947 0.248181\n",
-            "\t\t0.017692 0.029362 0.246880 0.019746 0.034268 0.248078\n",
-            "\t\t0.017528 0.029768 0.246782 0.019575 0.034590 0.247975\n",
-            "\t\t0.017364 0.030175 0.246685 0.019405 0.034911 0.247872\n",
-            "\t\t0.017201 0.030582 0.246589 0.019235 0.035234 0.247769\n",
-            "\t\t0.017039 0.030989 0.246495 0.019066 0.035556 0.247667\n",
-            "\t\t0.016878 0.031397 0.246401 0.018898 0.035879 0.247565\n",
-            "\t\t0.016717 0.031805 0.246309 0.018731 0.036203 0.247463\n",
-            "\t\t0.016558 0.032214 0.246219 0.018564 0.036527 0.247361\n",
-            "\t\t0.016400 0.032623 0.246129 0.018398 0.036851 0.247259\n",
-            "\t\t0.016242 0.033032 0.246041 0.018233 0.037176 0.247159\n",
-            "\t\t0.016085 0.033441 0.245953 0.018069 0.037501 0.247059\n",
-            "\t\t0.015930 0.033851 0.245868 0.017906 0.037826 0.246960\n",
-            "\t\t0.015775 0.034262 0.245783 0.017744 0.038152 0.246862\n",
-            "\t\t0.015622 0.034672 0.245700 0.017582 0.038479 0.246765\n",
-            "\t\t0.015469 0.035084 0.245619 0.017421 0.038805 0.246668\n",
-            "\t\t0.015317 0.035495 0.245540 0.017261 0.039132 0.246572\n",
-            "\t\t0.015167 0.035907 0.245461 0.017101 0.039460 0.246478\n",
-            "\t\t0.015017 0.036319 0.245384 0.016942 0.039787 0.246385\n",
-            "\t\t0.014869 0.036732 0.245308 0.016784 0.040116 0.246293\n",
-            "\t\t0.014721 0.037144 0.245233 0.016627 0.040444 0.246202\n",
-            "\t\t0.014574 0.037558 0.245160 0.016471 0.040773 0.246113\n",
-            "\t\t0.014428 0.037971 0.245088 0.016315 0.041102 0.246024\n",
-            "\t\t0.014283 0.038385 0.245017 0.016160 0.041432 0.245937\n",
-            "\t\t0.014139 0.038799 0.244949 0.016006 0.041762 0.245851\n",
-            "\t\t0.013995 0.039213 0.244881 0.015852 0.042092 0.245767\n",
-            "\t\t0.013852 0.039628 0.244814 0.015699 0.042422 0.245684\n",
-            "\t\t0.013709 0.040042 0.244748 0.015547 0.042753 0.245603\n",
-            "\t\t0.013566 0.040457 0.244683 0.015396 0.043085 0.245523\n",
-            "\t\t0.013424 0.040872 0.244620 0.015245 0.043416 0.245444\n",
-            "\t\t0.013282 0.041287 0.244557 0.015095 0.043748 0.245366\n",
-            "\t\t0.013140 0.041702 0.244495 0.014946 0.044080 0.245290\n",
-            "\t\t0.012998 0.042116 0.244435 0.014798 0.044413 0.245215\n",
-            "\t\t0.012857 0.042531 0.244376 0.014650 0.044745 0.245142\n",
-            "\t\t0.012715 0.042946 0.244318 0.014502 0.045079 0.245070\n",
-            "\t\t0.012573 0.043361 0.244261 0.014356 0.045412 0.244999\n",
-            "\t\t0.012432 0.043776 0.244205 0.014210 0.045746 0.244931\n",
-            "\t\t0.012290 0.044191 0.244150 0.014065 0.046080 0.244863\n",
-            "\t\t0.012148 0.044606 0.244095 0.013920 0.046414 0.244796\n",
-            "\t\t0.012007 0.045021 0.244042 0.013776 0.046748 0.244731\n",
-            "\t\t0.011865 0.045436 0.243989 0.013633 0.047083 0.244667\n",
-            "\t\t0.011723 0.045851 0.243938 0.013490 0.047418 0.244604\n",
-            "\t\t0.011582 0.046266 0.243887 0.013347 0.047753 0.244542\n",
-            "\t\t0.011440 0.046681 0.243838 0.013205 0.048089 0.244481\n",
-            "\t\t0.011299 0.047096 0.243790 0.013064 0.048424 0.244422\n",
-            "\t\t0.011157 0.047511 0.243743 0.012922 0.048760 0.244364\n",
-            "\t\t0.011015 0.047926 0.243697 0.012780 0.049095 0.244307\n",
-            "\t\t0.010872 0.048341 0.243651 0.012639 0.049431 0.244251\n",
-            "\t\t0.010729 0.048755 0.243605 0.012489 0.049763 0.244192\n",
-            "\t\t0.010612 0.049177 0.243568 0.012264 0.050047 0.244107\n",
-            "\t\t0.010656 0.049610 0.243579 0.011953 0.050232 0.243994\n",
-            "\t\t0.010880 0.049983 0.243644 0.011596 0.050294 0.243871\n",
-            "\t\t0.011241 0.050226 0.243755 0.011241 0.050226 0.243755\n",
-            "\tsection 18\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.049913 -0.000613 0.257590 0.049913 -0.000613 0.257590\n",
-            "\t\t0.049844 -0.001047 0.257592 0.049828 -0.000257 0.257592\n",
-            "\t\t0.049714 -0.001466 0.257596 0.049654 0.000062 0.257598\n",
-            "\t\t0.049555 -0.001876 0.257601 0.049435 0.000354 0.257604\n",
-            "\t\t0.049375 -0.002276 0.257607 0.049192 0.000627 0.257613\n",
-            "\t\t0.049178 -0.002669 0.257614 0.048935 0.000886 0.257621\n",
-            "\t\t0.048966 -0.003053 0.257621 0.048668 0.001134 0.257629\n",
-            "\t\t0.048738 -0.003429 0.257628 0.048394 0.001375 0.257636\n",
-            "\t\t0.048496 -0.003795 0.257635 0.048115 0.001611 0.257643\n",
-            "\t\t0.048240 -0.004152 0.257641 0.047833 0.001842 0.257651\n",
-            "\t\t0.047969 -0.004498 0.257648 0.047548 0.002070 0.257657\n",
-            "\t\t0.047684 -0.004831 0.257655 0.047260 0.002295 0.257660\n",
-            "\t\t0.047383 -0.005152 0.257660 0.046972 0.002518 0.257662\n",
-            "\t\t0.047067 -0.005457 0.257662 0.046682 0.002740 0.257662\n",
-            "\t\t0.046736 -0.005745 0.257662 0.046391 0.002961 0.257658\n",
-            "\t\t0.046388 -0.006013 0.257657 0.046100 0.003181 0.257652\n",
-            "\t\t0.046025 -0.006260 0.257648 0.045809 0.003401 0.257642\n",
-            "\t\t0.045646 -0.006482 0.257632 0.045518 0.003620 0.257628\n",
-            "\t\t0.045252 -0.006676 0.257609 0.045226 0.003840 0.257611\n",
-            "\t\t0.044845 -0.006840 0.257579 0.044935 0.004060 0.257590\n",
-            "\t\t0.044426 -0.006971 0.257543 0.044644 0.004280 0.257567\n",
-            "\t\t0.043997 -0.007067 0.257502 0.044354 0.004501 0.257542\n",
-            "\t\t0.043562 -0.007127 0.257458 0.044064 0.004723 0.257516\n",
-            "\t\t0.043124 -0.007150 0.257413 0.043775 0.004945 0.257488\n",
-            "\t\t0.042685 -0.007138 0.257367 0.043486 0.005169 0.257459\n",
-            "\t\t0.042248 -0.007091 0.257322 0.043198 0.005393 0.257430\n",
-            "\t\t0.041816 -0.007012 0.257277 0.042911 0.005618 0.257401\n",
-            "\t\t0.041391 -0.006903 0.257232 0.042625 0.005845 0.257373\n",
-            "\t\t0.040973 -0.006767 0.257187 0.042340 0.006073 0.257344\n",
-            "\t\t0.040564 -0.006607 0.257142 0.042056 0.006301 0.257315\n",
-            "\t\t0.040164 -0.006425 0.257097 0.041772 0.006531 0.257286\n",
-            "\t\t0.039774 -0.006224 0.257053 0.041490 0.006763 0.257257\n",
-            "\t\t0.039393 -0.006006 0.257009 0.041209 0.006995 0.257227\n",
-            "\t\t0.039020 -0.005773 0.256965 0.040929 0.007230 0.257198\n",
-            "\t\t0.038657 -0.005527 0.256921 0.040650 0.007465 0.257168\n",
-            "\t\t0.038302 -0.005269 0.256878 0.040372 0.007702 0.257137\n",
-            "\t\t0.037955 -0.005000 0.256834 0.040096 0.007940 0.257107\n",
-            "\t\t0.037615 -0.004721 0.256791 0.039821 0.008179 0.257076\n",
-            "\t\t0.037283 -0.004434 0.256747 0.039547 0.008420 0.257045\n",
-            "\t\t0.036957 -0.004140 0.256704 0.039274 0.008663 0.257013\n",
-            "\t\t0.036638 -0.003838 0.256661 0.039002 0.008906 0.256982\n",
-            "\t\t0.036324 -0.003531 0.256617 0.038732 0.009152 0.256950\n",
-            "\t\t0.036017 -0.003217 0.256573 0.038463 0.009398 0.256917\n",
-            "\t\t0.035715 -0.002899 0.256530 0.038195 0.009646 0.256884\n",
-            "\t\t0.035418 -0.002575 0.256486 0.037929 0.009896 0.256851\n",
-            "\t\t0.035125 -0.002247 0.256441 0.037664 0.010147 0.256818\n",
-            "\t\t0.034838 -0.001915 0.256397 0.037400 0.010399 0.256784\n",
-            "\t\t0.034554 -0.001580 0.256352 0.037138 0.010653 0.256749\n",
-            "\t\t0.034275 -0.001241 0.256307 0.036877 0.010908 0.256715\n",
-            "\t\t0.034000 -0.000899 0.256261 0.036618 0.011164 0.256679\n",
-            "\t\t0.033728 -0.000554 0.256215 0.036359 0.011422 0.256644\n",
-            "\t\t0.033460 -0.000206 0.256168 0.036102 0.011681 0.256608\n",
-            "\t\t0.033196 0.000145 0.256121 0.035847 0.011942 0.256571\n",
-            "\t\t0.032934 0.000498 0.256074 0.035593 0.012203 0.256534\n",
-            "\t\t0.032676 0.000853 0.256026 0.035340 0.012467 0.256496\n",
-            "\t\t0.032421 0.001210 0.255977 0.035088 0.012731 0.256458\n",
-            "\t\t0.032168 0.001569 0.255928 0.034838 0.012997 0.256419\n",
-            "\t\t0.031919 0.001931 0.255879 0.034589 0.013264 0.256380\n",
-            "\t\t0.031671 0.002294 0.255828 0.034342 0.013532 0.256340\n",
-            "\t\t0.031427 0.002658 0.255777 0.034096 0.013801 0.256300\n",
-            "\t\t0.031185 0.003025 0.255725 0.033851 0.014072 0.256259\n",
-            "\t\t0.030945 0.003392 0.255673 0.033608 0.014344 0.256217\n",
-            "\t\t0.030707 0.003762 0.255619 0.033366 0.014617 0.256175\n",
-            "\t\t0.030471 0.004132 0.255565 0.033125 0.014891 0.256132\n",
-            "\t\t0.030238 0.004504 0.255511 0.032886 0.015167 0.256088\n",
-            "\t\t0.030006 0.004877 0.255455 0.032648 0.015443 0.256044\n",
-            "\t\t0.029777 0.005252 0.255399 0.032411 0.015721 0.255999\n",
-            "\t\t0.029549 0.005627 0.255341 0.032175 0.016000 0.255953\n",
-            "\t\t0.029323 0.006004 0.255283 0.031941 0.016280 0.255906\n",
-            "\t\t0.029099 0.006381 0.255223 0.031708 0.016560 0.255859\n",
-            "\t\t0.028877 0.006760 0.255163 0.031477 0.016842 0.255811\n",
-            "\t\t0.028656 0.007140 0.255102 0.031246 0.017125 0.255762\n",
-            "\t\t0.028437 0.007520 0.255040 0.031017 0.017410 0.255712\n",
-            "\t\t0.028219 0.007902 0.254977 0.030789 0.017695 0.255661\n",
-            "\t\t0.028003 0.008284 0.254913 0.030563 0.017981 0.255610\n",
-            "\t\t0.027789 0.008667 0.254847 0.030337 0.018268 0.255557\n",
-            "\t\t0.027575 0.009051 0.254780 0.030113 0.018556 0.255504\n",
-            "\t\t0.027364 0.009436 0.254713 0.029890 0.018845 0.255450\n",
-            "\t\t0.027153 0.009821 0.254644 0.029669 0.019134 0.255394\n",
-            "\t\t0.026944 0.010207 0.254574 0.029448 0.019425 0.255338\n",
-            "\t\t0.026736 0.010594 0.254503 0.029229 0.019717 0.255280\n",
-            "\t\t0.026530 0.010982 0.254431 0.029011 0.020010 0.255222\n",
-            "\t\t0.026324 0.011370 0.254357 0.028794 0.020303 0.255163\n",
-            "\t\t0.026120 0.011759 0.254282 0.028578 0.020597 0.255102\n",
-            "\t\t0.025917 0.012148 0.254205 0.028364 0.020892 0.255041\n",
-            "\t\t0.025715 0.012538 0.254127 0.028150 0.021188 0.254978\n",
-            "\t\t0.025515 0.012929 0.254049 0.027938 0.021485 0.254914\n",
-            "\t\t0.025315 0.013320 0.253969 0.027727 0.021783 0.254849\n",
-            "\t\t0.025116 0.013712 0.253887 0.027517 0.022081 0.254782\n",
-            "\t\t0.024919 0.014104 0.253804 0.027308 0.022380 0.254715\n",
-            "\t\t0.024722 0.014496 0.253719 0.027100 0.022680 0.254646\n",
-            "\t\t0.024527 0.014890 0.253633 0.026893 0.022981 0.254576\n",
-            "\t\t0.024333 0.015284 0.253546 0.026688 0.023283 0.254505\n",
-            "\t\t0.024139 0.015678 0.253457 0.026483 0.023585 0.254432\n",
-            "\t\t0.023947 0.016072 0.253368 0.026280 0.023888 0.254358\n",
-            "\t\t0.023755 0.016468 0.253276 0.026077 0.024191 0.254283\n",
-            "\t\t0.023565 0.016863 0.253183 0.025876 0.024496 0.254206\n",
-            "\t\t0.023375 0.017259 0.253089 0.025675 0.024801 0.254128\n",
-            "\t\t0.023186 0.017656 0.252993 0.025476 0.025106 0.254049\n",
-            "\t\t0.022998 0.018053 0.252896 0.025278 0.025413 0.253969\n",
-            "\t\t0.022811 0.018450 0.252799 0.025080 0.025720 0.253886\n",
-            "\t\t0.022625 0.018848 0.252700 0.024884 0.026027 0.253803\n",
-            "\t\t0.022440 0.019246 0.252599 0.024689 0.026336 0.253717\n",
-            "\t\t0.022256 0.019645 0.252497 0.024495 0.026644 0.253631\n",
-            "\t\t0.022072 0.020044 0.252394 0.024301 0.026954 0.253543\n",
-            "\t\t0.021889 0.020443 0.252290 0.024109 0.027264 0.253454\n",
-            "\t\t0.021707 0.020843 0.252185 0.023918 0.027575 0.253363\n",
-            "\t\t0.021526 0.021243 0.252079 0.023727 0.027886 0.253271\n",
-            "\t\t0.021346 0.021643 0.251973 0.023538 0.028198 0.253178\n",
-            "\t\t0.021167 0.022044 0.251865 0.023349 0.028510 0.253082\n",
-            "\t\t0.020988 0.022445 0.251756 0.023162 0.028823 0.252986\n",
-            "\t\t0.020810 0.022847 0.251647 0.022975 0.029137 0.252889\n",
-            "\t\t0.020633 0.023248 0.251537 0.022789 0.029451 0.252790\n",
-            "\t\t0.020457 0.023651 0.251428 0.022605 0.029766 0.252690\n",
-            "\t\t0.020281 0.024053 0.251318 0.022421 0.030081 0.252589\n",
-            "\t\t0.020106 0.024456 0.251207 0.022238 0.030397 0.252486\n",
-            "\t\t0.019932 0.024859 0.251096 0.022056 0.030713 0.252382\n",
-            "\t\t0.019759 0.025263 0.250985 0.021874 0.031030 0.252278\n",
-            "\t\t0.019587 0.025667 0.250873 0.021694 0.031347 0.252172\n",
-            "\t\t0.019415 0.026071 0.250763 0.021515 0.031665 0.252066\n",
-            "\t\t0.019244 0.026475 0.250653 0.021336 0.031983 0.251959\n",
-            "\t\t0.019074 0.026880 0.250543 0.021158 0.032302 0.251851\n",
-            "\t\t0.018905 0.027285 0.250433 0.020981 0.032621 0.251742\n",
-            "\t\t0.018736 0.027691 0.250323 0.020805 0.032941 0.251632\n",
-            "\t\t0.018568 0.028097 0.250214 0.020630 0.033261 0.251522\n",
-            "\t\t0.018402 0.028503 0.250106 0.020456 0.033581 0.251413\n",
-            "\t\t0.018235 0.028909 0.250000 0.020282 0.033902 0.251302\n",
-            "\t\t0.018070 0.029316 0.249894 0.020110 0.034224 0.251191\n",
-            "\t\t0.017905 0.029723 0.249788 0.019938 0.034546 0.251080\n",
-            "\t\t0.017742 0.030131 0.249684 0.019767 0.034868 0.250968\n",
-            "\t\t0.017579 0.030539 0.249580 0.019596 0.035191 0.250857\n",
-            "\t\t0.017416 0.030947 0.249478 0.019427 0.035514 0.250747\n",
-            "\t\t0.017255 0.031355 0.249377 0.019258 0.035837 0.250637\n",
-            "\t\t0.017095 0.031764 0.249278 0.019091 0.036161 0.250527\n",
-            "\t\t0.016935 0.032173 0.249181 0.018923 0.036486 0.250417\n",
-            "\t\t0.016777 0.032583 0.249084 0.018757 0.036811 0.250307\n",
-            "\t\t0.016619 0.032992 0.248988 0.018592 0.037136 0.250199\n",
-            "\t\t0.016462 0.033402 0.248894 0.018427 0.037462 0.250091\n",
-            "\t\t0.016306 0.033813 0.248801 0.018263 0.037788 0.249985\n",
-            "\t\t0.016151 0.034224 0.248710 0.018100 0.038114 0.249879\n",
-            "\t\t0.015997 0.034635 0.248621 0.017937 0.038441 0.249774\n",
-            "\t\t0.015843 0.035047 0.248533 0.017776 0.038768 0.249670\n",
-            "\t\t0.015691 0.035458 0.248447 0.017615 0.039095 0.249566\n",
-            "\t\t0.015540 0.035871 0.248363 0.017454 0.039423 0.249464\n",
-            "\t\t0.015389 0.036283 0.248279 0.017295 0.039751 0.249364\n",
-            "\t\t0.015240 0.036696 0.248197 0.017136 0.040080 0.249265\n",
-            "\t\t0.015091 0.037109 0.248116 0.016978 0.040409 0.249167\n",
-            "\t\t0.014943 0.037523 0.248037 0.016821 0.040738 0.249071\n",
-            "\t\t0.014796 0.037937 0.247960 0.016665 0.041068 0.248975\n",
-            "\t\t0.014650 0.038351 0.247884 0.016509 0.041398 0.248881\n",
-            "\t\t0.014504 0.038765 0.247809 0.016354 0.041728 0.248788\n",
-            "\t\t0.014359 0.039179 0.247736 0.016199 0.042059 0.248697\n",
-            "\t\t0.014214 0.039594 0.247664 0.016046 0.042390 0.248607\n",
-            "\t\t0.014070 0.040009 0.247593 0.015893 0.042721 0.248520\n",
-            "\t\t0.013926 0.040424 0.247523 0.015740 0.043053 0.248434\n",
-            "\t\t0.013782 0.040839 0.247454 0.015589 0.043385 0.248349\n",
-            "\t\t0.013638 0.041254 0.247387 0.015438 0.043717 0.248265\n",
-            "\t\t0.013495 0.041669 0.247320 0.015288 0.044050 0.248182\n",
-            "\t\t0.013351 0.042084 0.247255 0.015138 0.044383 0.248101\n",
-            "\t\t0.013208 0.042499 0.247192 0.014989 0.044716 0.248022\n",
-            "\t\t0.013065 0.042914 0.247129 0.014841 0.045049 0.247944\n",
-            "\t\t0.012921 0.043329 0.247068 0.014694 0.045383 0.247868\n",
-            "\t\t0.012778 0.043744 0.247007 0.014547 0.045717 0.247794\n",
-            "\t\t0.012635 0.044159 0.246947 0.014401 0.046051 0.247721\n",
-            "\t\t0.012491 0.044574 0.246888 0.014255 0.046386 0.247649\n",
-            "\t\t0.012348 0.044989 0.246830 0.014110 0.046721 0.247578\n",
-            "\t\t0.012205 0.045404 0.246774 0.013965 0.047056 0.247509\n",
-            "\t\t0.012061 0.045819 0.246718 0.013821 0.047391 0.247441\n",
-            "\t\t0.011918 0.046235 0.246663 0.013678 0.047727 0.247374\n",
-            "\t\t0.011775 0.046650 0.246610 0.013535 0.048062 0.247308\n",
-            "\t\t0.011631 0.047065 0.246558 0.013392 0.048398 0.247244\n",
-            "\t\t0.011488 0.047480 0.246507 0.013249 0.048734 0.247182\n",
-            "\t\t0.011345 0.047895 0.246457 0.013105 0.049069 0.247120\n",
-            "\t\t0.011200 0.048310 0.246407 0.012963 0.049406 0.247059\n",
-            "\t\t0.011055 0.048724 0.246358 0.012812 0.049737 0.246996\n",
-            "\t\t0.010936 0.049146 0.246318 0.012586 0.050022 0.246904\n",
-            "\t\t0.010977 0.049580 0.246329 0.012274 0.050207 0.246782\n",
-            "\t\t0.011200 0.049954 0.246401 0.011916 0.050269 0.246648\n",
-            "\t\t0.011560 0.050199 0.246522 0.011560 0.050199 0.246522\n",
-            "\tsection 19\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.050265 -0.000882 0.261394 0.050265 -0.000882 0.261394\n",
-            "\t\t0.050194 -0.001316 0.261395 0.050174 -0.000527 0.261396\n",
-            "\t\t0.050060 -0.001736 0.261399 0.049992 -0.000211 0.261400\n",
-            "\t\t0.049898 -0.002145 0.261402 0.049767 0.000078 0.261405\n",
-            "\t\t0.049716 -0.002545 0.261406 0.049520 0.000348 0.261410\n",
-            "\t\t0.049517 -0.002938 0.261411 0.049260 0.000605 0.261416\n",
-            "\t\t0.049303 -0.003322 0.261416 0.048991 0.000853 0.261421\n",
-            "\t\t0.049073 -0.003698 0.261420 0.048716 0.001094 0.261425\n",
-            "\t\t0.048830 -0.004064 0.261424 0.048437 0.001331 0.261428\n",
-            "\t\t0.048572 -0.004420 0.261427 0.048154 0.001563 0.261432\n",
-            "\t\t0.048299 -0.004766 0.261431 0.047869 0.001792 0.261435\n",
-            "\t\t0.048012 -0.005100 0.261434 0.047582 0.002019 0.261434\n",
-            "\t\t0.047710 -0.005420 0.261435 0.047294 0.002245 0.261432\n",
-            "\t\t0.047393 -0.005724 0.261433 0.047005 0.002469 0.261427\n",
-            "\t\t0.047060 -0.006012 0.261428 0.046715 0.002692 0.261420\n",
-            "\t\t0.046711 -0.006280 0.261419 0.046425 0.002915 0.261409\n",
-            "\t\t0.046346 -0.006526 0.261405 0.046135 0.003138 0.261395\n",
-            "\t\t0.045965 -0.006747 0.261384 0.045844 0.003361 0.261377\n",
-            "\t\t0.045570 -0.006940 0.261356 0.045554 0.003583 0.261356\n",
-            "\t\t0.045161 -0.007102 0.261319 0.045264 0.003807 0.261331\n",
-            "\t\t0.044740 -0.007231 0.261278 0.044975 0.004030 0.261304\n",
-            "\t\t0.044310 -0.007325 0.261231 0.044686 0.004255 0.261275\n",
-            "\t\t0.043874 -0.007381 0.261181 0.044397 0.004480 0.261245\n",
-            "\t\t0.043434 -0.007402 0.261129 0.044109 0.004706 0.261213\n",
-            "\t\t0.042995 -0.007386 0.261077 0.043822 0.004932 0.261180\n",
-            "\t\t0.042557 -0.007335 0.261025 0.043536 0.005160 0.261147\n",
-            "\t\t0.042125 -0.007252 0.260974 0.043250 0.005389 0.261113\n",
-            "\t\t0.041700 -0.007139 0.260922 0.042966 0.005619 0.261080\n",
-            "\t\t0.041283 -0.006998 0.260870 0.042682 0.005850 0.261047\n",
-            "\t\t0.040875 -0.006834 0.260819 0.042399 0.006082 0.261014\n",
-            "\t\t0.040476 -0.006648 0.260768 0.042118 0.006316 0.260980\n",
-            "\t\t0.040087 -0.006443 0.260717 0.041837 0.006550 0.260947\n",
-            "\t\t0.039707 -0.006221 0.260667 0.041558 0.006786 0.260913\n",
-            "\t\t0.039336 -0.005984 0.260617 0.041279 0.007024 0.260879\n",
-            "\t\t0.038974 -0.005734 0.260567 0.041002 0.007262 0.260844\n",
-            "\t\t0.038621 -0.005472 0.260517 0.040726 0.007503 0.260810\n",
-            "\t\t0.038275 -0.005199 0.260468 0.040451 0.007744 0.260774\n",
-            "\t\t0.037937 -0.004918 0.260418 0.040177 0.007987 0.260739\n",
-            "\t\t0.037606 -0.004628 0.260369 0.039904 0.008231 0.260703\n",
-            "\t\t0.037282 -0.004330 0.260320 0.039633 0.008476 0.260667\n",
-            "\t\t0.036965 -0.004025 0.260270 0.039363 0.008723 0.260631\n",
-            "\t\t0.036653 -0.003715 0.260221 0.039094 0.008971 0.260594\n",
-            "\t\t0.036347 -0.003398 0.260172 0.038827 0.009221 0.260557\n",
-            "\t\t0.036047 -0.003077 0.260122 0.038561 0.009472 0.260520\n",
-            "\t\t0.035751 -0.002751 0.260072 0.038296 0.009724 0.260482\n",
-            "\t\t0.035461 -0.002420 0.260022 0.038032 0.009978 0.260444\n",
-            "\t\t0.035175 -0.002086 0.259972 0.037770 0.010233 0.260405\n",
-            "\t\t0.034893 -0.001748 0.259921 0.037509 0.010490 0.260366\n",
-            "\t\t0.034615 -0.001406 0.259871 0.037249 0.010748 0.260327\n",
-            "\t\t0.034342 -0.001062 0.259819 0.036991 0.011007 0.260287\n",
-            "\t\t0.034072 -0.000714 0.259768 0.036734 0.011267 0.260246\n",
-            "\t\t0.033805 -0.000364 0.259715 0.036479 0.011529 0.260205\n",
-            "\t\t0.033542 -0.000011 0.259663 0.036224 0.011792 0.260164\n",
-            "\t\t0.033282 0.000344 0.259610 0.035971 0.012056 0.260122\n",
-            "\t\t0.033026 0.000701 0.259556 0.035720 0.012322 0.260079\n",
-            "\t\t0.032772 0.001060 0.259502 0.035469 0.012589 0.260036\n",
-            "\t\t0.032521 0.001422 0.259447 0.035220 0.012857 0.259993\n",
-            "\t\t0.032272 0.001785 0.259392 0.034973 0.013126 0.259948\n",
-            "\t\t0.032027 0.002150 0.259336 0.034726 0.013397 0.259904\n",
-            "\t\t0.031784 0.002517 0.259279 0.034481 0.013668 0.259858\n",
-            "\t\t0.031543 0.002885 0.259221 0.034238 0.013941 0.259812\n",
-            "\t\t0.031304 0.003255 0.259163 0.033995 0.014215 0.259765\n",
-            "\t\t0.031068 0.003626 0.259104 0.033754 0.014490 0.259718\n",
-            "\t\t0.030833 0.003998 0.259044 0.033514 0.014767 0.259670\n",
-            "\t\t0.030601 0.004372 0.258984 0.033276 0.015044 0.259621\n",
-            "\t\t0.030371 0.004747 0.258923 0.033039 0.015323 0.259572\n",
-            "\t\t0.030143 0.005123 0.258860 0.032803 0.015602 0.259521\n",
-            "\t\t0.029916 0.005501 0.258797 0.032568 0.015883 0.259471\n",
-            "\t\t0.029692 0.005879 0.258733 0.032335 0.016165 0.259419\n",
-            "\t\t0.029469 0.006258 0.258667 0.032103 0.016448 0.259366\n",
-            "\t\t0.029248 0.006639 0.258601 0.031872 0.016731 0.259313\n",
-            "\t\t0.029028 0.007020 0.258534 0.031642 0.017016 0.259258\n",
-            "\t\t0.028810 0.007402 0.258466 0.031414 0.017302 0.259203\n",
-            "\t\t0.028594 0.007785 0.258397 0.031186 0.017589 0.259147\n",
-            "\t\t0.028379 0.008169 0.258326 0.030960 0.017877 0.259090\n",
-            "\t\t0.028165 0.008554 0.258254 0.030736 0.018165 0.259032\n",
-            "\t\t0.027953 0.008940 0.258182 0.030512 0.018455 0.258973\n",
-            "\t\t0.027742 0.009326 0.258108 0.030290 0.018745 0.258913\n",
-            "\t\t0.027533 0.009713 0.258032 0.030069 0.019037 0.258852\n",
-            "\t\t0.027325 0.010101 0.257956 0.029849 0.019329 0.258790\n",
-            "\t\t0.027118 0.010489 0.257879 0.029630 0.019622 0.258727\n",
-            "\t\t0.026912 0.010878 0.257800 0.029412 0.019917 0.258663\n",
-            "\t\t0.026708 0.011268 0.257719 0.029196 0.020211 0.258598\n",
-            "\t\t0.026505 0.011658 0.257637 0.028980 0.020507 0.258531\n",
-            "\t\t0.026303 0.012049 0.257554 0.028766 0.020804 0.258464\n",
-            "\t\t0.026102 0.012440 0.257470 0.028553 0.021101 0.258395\n",
-            "\t\t0.025902 0.012832 0.257384 0.028341 0.021399 0.258325\n",
-            "\t\t0.025703 0.013225 0.257297 0.028130 0.021698 0.258254\n",
-            "\t\t0.025505 0.013618 0.257209 0.027920 0.021998 0.258182\n",
-            "\t\t0.025309 0.014012 0.257118 0.027711 0.022299 0.258108\n",
-            "\t\t0.025113 0.014406 0.257027 0.027504 0.022600 0.258033\n",
-            "\t\t0.024919 0.014801 0.256934 0.027297 0.022902 0.257957\n",
-            "\t\t0.024725 0.015196 0.256839 0.027092 0.023204 0.257879\n",
-            "\t\t0.024532 0.015591 0.256743 0.026887 0.023508 0.257800\n",
-            "\t\t0.024341 0.015988 0.256646 0.026684 0.023812 0.257720\n",
-            "\t\t0.024150 0.016384 0.256547 0.026481 0.024117 0.257638\n",
-            "\t\t0.023960 0.016781 0.256447 0.026280 0.024422 0.257554\n",
-            "\t\t0.023771 0.017178 0.256345 0.026080 0.024728 0.257470\n",
-            "\t\t0.023583 0.017576 0.256242 0.025880 0.025035 0.257384\n",
-            "\t\t0.023396 0.017974 0.256137 0.025682 0.025343 0.257297\n",
-            "\t\t0.023210 0.018373 0.256032 0.025485 0.025651 0.257207\n",
-            "\t\t0.023024 0.018772 0.255925 0.025288 0.025959 0.257117\n",
-            "\t\t0.022840 0.019172 0.255816 0.025093 0.026269 0.257024\n",
-            "\t\t0.022656 0.019571 0.255706 0.024899 0.026579 0.256931\n",
-            "\t\t0.022473 0.019972 0.255595 0.024705 0.026889 0.256836\n",
-            "\t\t0.022291 0.020372 0.255483 0.024513 0.027200 0.256740\n",
-            "\t\t0.022109 0.020773 0.255370 0.024321 0.027512 0.256642\n",
-            "\t\t0.021929 0.021174 0.255257 0.024131 0.027825 0.256542\n",
-            "\t\t0.021749 0.021576 0.255142 0.023941 0.028137 0.256441\n",
-            "\t\t0.021570 0.021978 0.255026 0.023752 0.028451 0.256339\n",
-            "\t\t0.021392 0.022380 0.254909 0.023564 0.028765 0.256235\n",
-            "\t\t0.021215 0.022783 0.254791 0.023377 0.029079 0.256130\n",
-            "\t\t0.021038 0.023186 0.254674 0.023191 0.029394 0.256023\n",
-            "\t\t0.020862 0.023589 0.254556 0.023006 0.029710 0.255916\n",
-            "\t\t0.020687 0.023993 0.254437 0.022822 0.030026 0.255807\n",
-            "\t\t0.020513 0.024397 0.254318 0.022639 0.030343 0.255696\n",
-            "\t\t0.020339 0.024801 0.254199 0.022456 0.030660 0.255584\n",
-            "\t\t0.020166 0.025206 0.254079 0.022275 0.030977 0.255472\n",
-            "\t\t0.019994 0.025611 0.253960 0.022094 0.031296 0.255359\n",
-            "\t\t0.019823 0.026016 0.253841 0.021914 0.031614 0.255244\n",
-            "\t\t0.019652 0.026422 0.253723 0.021735 0.031933 0.255129\n",
-            "\t\t0.019482 0.026828 0.253605 0.021557 0.032253 0.255013\n",
-            "\t\t0.019313 0.027234 0.253487 0.021379 0.032573 0.254895\n",
-            "\t\t0.019145 0.027641 0.253369 0.021203 0.032893 0.254778\n",
-            "\t\t0.018977 0.028047 0.253252 0.021027 0.033214 0.254660\n",
-            "\t\t0.018810 0.028455 0.253136 0.020852 0.033536 0.254542\n",
-            "\t\t0.018644 0.028862 0.253022 0.020678 0.033857 0.254423\n",
-            "\t\t0.018479 0.029270 0.252908 0.020505 0.034180 0.254304\n",
-            "\t\t0.018314 0.029678 0.252795 0.020333 0.034502 0.254184\n",
-            "\t\t0.018150 0.030086 0.252683 0.020161 0.034825 0.254065\n",
-            "\t\t0.017987 0.030495 0.252571 0.019990 0.035149 0.253946\n",
-            "\t\t0.017825 0.030904 0.252462 0.019820 0.035473 0.253827\n",
-            "\t\t0.017664 0.031313 0.252353 0.019651 0.035797 0.253709\n",
-            "\t\t0.017503 0.031723 0.252247 0.019482 0.036122 0.253591\n",
-            "\t\t0.017343 0.032133 0.252142 0.019314 0.036447 0.253473\n",
-            "\t\t0.017185 0.032543 0.252038 0.019148 0.036773 0.253356\n",
-            "\t\t0.017026 0.032954 0.251936 0.018981 0.037099 0.253239\n",
-            "\t\t0.016869 0.033365 0.251835 0.018816 0.037425 0.253123\n",
-            "\t\t0.016713 0.033776 0.251735 0.018651 0.037752 0.253009\n",
-            "\t\t0.016557 0.034188 0.251637 0.018487 0.038079 0.252896\n",
-            "\t\t0.016403 0.034600 0.251541 0.018324 0.038406 0.252783\n",
-            "\t\t0.016249 0.035012 0.251447 0.018162 0.038734 0.252671\n",
-            "\t\t0.016096 0.035425 0.251355 0.018000 0.039062 0.252560\n",
-            "\t\t0.015944 0.035838 0.251264 0.017839 0.039391 0.252451\n",
-            "\t\t0.015792 0.036251 0.251174 0.017679 0.039720 0.252343\n",
-            "\t\t0.015642 0.036664 0.251086 0.017519 0.040049 0.252237\n",
-            "\t\t0.015492 0.037078 0.251000 0.017360 0.040378 0.252132\n",
-            "\t\t0.015343 0.037492 0.250915 0.017202 0.040708 0.252028\n",
-            "\t\t0.015195 0.037906 0.250831 0.017045 0.041039 0.251926\n",
-            "\t\t0.015047 0.038321 0.250750 0.016888 0.041369 0.251825\n",
-            "\t\t0.014900 0.038736 0.250670 0.016732 0.041700 0.251725\n",
-            "\t\t0.014754 0.039151 0.250592 0.016577 0.042031 0.251627\n",
-            "\t\t0.014607 0.039566 0.250514 0.016422 0.042363 0.251531\n",
-            "\t\t0.014461 0.039981 0.250438 0.016268 0.042695 0.251437\n",
-            "\t\t0.014316 0.040396 0.250363 0.016115 0.043027 0.251345\n",
-            "\t\t0.014170 0.040811 0.250289 0.015963 0.043360 0.251253\n",
-            "\t\t0.014025 0.041226 0.250216 0.015811 0.043693 0.251163\n",
-            "\t\t0.013880 0.041642 0.250145 0.015659 0.044026 0.251075\n",
-            "\t\t0.013734 0.042057 0.250075 0.015509 0.044359 0.250988\n",
-            "\t\t0.013589 0.042473 0.250007 0.015359 0.044693 0.250903\n",
-            "\t\t0.013444 0.042888 0.249940 0.015210 0.045027 0.250819\n",
-            "\t\t0.013299 0.043303 0.249874 0.015061 0.045361 0.250738\n",
-            "\t\t0.013154 0.043719 0.249809 0.014913 0.045696 0.250658\n",
-            "\t\t0.013009 0.044134 0.249744 0.014766 0.046031 0.250579\n",
-            "\t\t0.012864 0.044550 0.249681 0.014619 0.046366 0.250502\n",
-            "\t\t0.012719 0.044965 0.249619 0.014473 0.046701 0.250426\n",
-            "\t\t0.012573 0.045380 0.249558 0.014327 0.047037 0.250351\n",
-            "\t\t0.012428 0.045796 0.249498 0.014182 0.047373 0.250278\n",
-            "\t\t0.012283 0.046211 0.249440 0.014037 0.047709 0.250206\n",
-            "\t\t0.012138 0.046627 0.249382 0.013893 0.048045 0.250136\n",
-            "\t\t0.011993 0.047042 0.249326 0.013749 0.048381 0.250067\n",
-            "\t\t0.011848 0.047458 0.249272 0.013604 0.048718 0.249999\n",
-            "\t\t0.011703 0.047873 0.249218 0.013460 0.049054 0.249933\n",
-            "\t\t0.011556 0.048288 0.249164 0.013316 0.049390 0.249867\n",
-            "\t\t0.011409 0.048703 0.249111 0.013163 0.049723 0.249799\n",
-            "\t\t0.011288 0.049125 0.249068 0.012937 0.050008 0.249701\n",
-            "\t\t0.011327 0.049560 0.249080 0.012624 0.050193 0.249569\n",
-            "\t\t0.011548 0.049936 0.249158 0.012265 0.050254 0.249424\n",
-            "\t\t0.011908 0.050183 0.249288 0.011908 0.050183 0.249288\n",
-            "\tsection 20\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.050660 -0.001177 0.265198 0.050660 -0.001177 0.265198\n",
-            "\t\t0.050585 -0.001612 0.265199 0.050562 -0.000822 0.265199\n",
-            "\t\t0.050447 -0.002031 0.265201 0.050371 -0.000510 0.265202\n",
-            "\t\t0.050283 -0.002440 0.265203 0.050140 -0.000225 0.265205\n",
-            "\t\t0.050098 -0.002841 0.265205 0.049888 0.000042 0.265208\n",
-            "\t\t0.049897 -0.003233 0.265208 0.049625 0.000298 0.265211\n",
-            "\t\t0.049680 -0.003618 0.265211 0.049354 0.000545 0.265213\n",
-            "\t\t0.049448 -0.003993 0.265213 0.049077 0.000787 0.265213\n",
-            "\t\t0.049202 -0.004359 0.265213 0.048797 0.001024 0.265214\n",
-            "\t\t0.048942 -0.004716 0.265213 0.048514 0.001257 0.265214\n",
-            "\t\t0.048668 -0.005061 0.265214 0.048229 0.001488 0.265212\n",
-            "\t\t0.048379 -0.005395 0.265213 0.047942 0.001717 0.265208\n",
-            "\t\t0.048076 -0.005715 0.265210 0.047654 0.001945 0.265202\n",
-            "\t\t0.047756 -0.006020 0.265204 0.047366 0.002172 0.265193\n",
-            "\t\t0.047422 -0.006307 0.265195 0.047077 0.002398 0.265181\n",
-            "\t\t0.047071 -0.006574 0.265181 0.046787 0.002624 0.265166\n",
-            "\t\t0.046704 -0.006820 0.265162 0.046498 0.002850 0.265148\n",
-            "\t\t0.046322 -0.007040 0.265135 0.046209 0.003076 0.265126\n",
-            "\t\t0.045925 -0.007232 0.265102 0.045920 0.003302 0.265101\n",
-            "\t\t0.045514 -0.007392 0.265060 0.045631 0.003529 0.265072\n",
-            "\t\t0.045091 -0.007519 0.265013 0.045343 0.003756 0.265041\n",
-            "\t\t0.044660 -0.007610 0.264960 0.045055 0.003984 0.265009\n",
-            "\t\t0.044222 -0.007663 0.264904 0.044768 0.004213 0.264974\n",
-            "\t\t0.043781 -0.007681 0.264846 0.044482 0.004443 0.264938\n",
-            "\t\t0.043340 -0.007661 0.264787 0.044196 0.004673 0.264901\n",
-            "\t\t0.042902 -0.007606 0.264729 0.043911 0.004904 0.264863\n",
-            "\t\t0.042470 -0.007518 0.264671 0.043627 0.005137 0.264825\n",
-            "\t\t0.042045 -0.007400 0.264612 0.043344 0.005371 0.264788\n",
-            "\t\t0.041628 -0.007256 0.264554 0.043062 0.005605 0.264750\n",
-            "\t\t0.041221 -0.007087 0.264497 0.042781 0.005841 0.264713\n",
-            "\t\t0.040823 -0.006896 0.264439 0.042501 0.006078 0.264675\n",
-            "\t\t0.040434 -0.006687 0.264382 0.042222 0.006317 0.264637\n",
-            "\t\t0.040056 -0.006461 0.264325 0.041944 0.006557 0.264598\n",
-            "\t\t0.039686 -0.006220 0.264269 0.041667 0.006797 0.264560\n",
-            "\t\t0.039326 -0.005965 0.264213 0.041391 0.007040 0.264521\n",
-            "\t\t0.038974 -0.005700 0.264157 0.041116 0.007283 0.264482\n",
-            "\t\t0.038630 -0.005423 0.264101 0.040843 0.007528 0.264442\n",
-            "\t\t0.038293 -0.005138 0.264046 0.040571 0.007774 0.264402\n",
-            "\t\t0.037964 -0.004844 0.263991 0.040300 0.008022 0.264362\n",
-            "\t\t0.037642 -0.004543 0.263935 0.040030 0.008271 0.264321\n",
-            "\t\t0.037326 -0.004235 0.263880 0.039761 0.008521 0.264280\n",
-            "\t\t0.037016 -0.003921 0.263825 0.039494 0.008773 0.264239\n",
-            "\t\t0.036711 -0.003602 0.263770 0.039228 0.009025 0.264197\n",
-            "\t\t0.036413 -0.003277 0.263714 0.038963 0.009280 0.264155\n",
-            "\t\t0.036119 -0.002948 0.263659 0.038700 0.009535 0.264113\n",
-            "\t\t0.035830 -0.002615 0.263603 0.038438 0.009792 0.264070\n",
-            "\t\t0.035545 -0.002278 0.263547 0.038177 0.010050 0.264027\n",
-            "\t\t0.035265 -0.001937 0.263491 0.037917 0.010310 0.263983\n",
-            "\t\t0.034989 -0.001593 0.263434 0.037659 0.010570 0.263938\n",
-            "\t\t0.034717 -0.001246 0.263378 0.037402 0.010833 0.263894\n",
-            "\t\t0.034449 -0.000895 0.263320 0.037146 0.011096 0.263848\n",
-            "\t\t0.034184 -0.000543 0.263262 0.036892 0.011360 0.263803\n",
-            "\t\t0.033922 -0.000188 0.263204 0.036639 0.011626 0.263756\n",
-            "\t\t0.033664 0.000170 0.263145 0.036387 0.011893 0.263710\n",
-            "\t\t0.033409 0.000530 0.263086 0.036136 0.012162 0.263662\n",
-            "\t\t0.033156 0.000892 0.263026 0.035887 0.012431 0.263614\n",
-            "\t\t0.032907 0.001255 0.262966 0.035639 0.012702 0.263566\n",
-            "\t\t0.032660 0.001621 0.262905 0.035393 0.012974 0.263517\n",
-            "\t\t0.032415 0.001988 0.262843 0.035147 0.013247 0.263467\n",
-            "\t\t0.032173 0.002357 0.262781 0.034903 0.013521 0.263417\n",
-            "\t\t0.031934 0.002728 0.262718 0.034661 0.013796 0.263366\n",
-            "\t\t0.031697 0.003100 0.262654 0.034419 0.014073 0.263314\n",
-            "\t\t0.031462 0.003473 0.262589 0.034179 0.014350 0.263261\n",
-            "\t\t0.031229 0.003847 0.262523 0.033940 0.014629 0.263208\n",
-            "\t\t0.030998 0.004223 0.262457 0.033703 0.014909 0.263154\n",
-            "\t\t0.030769 0.004600 0.262390 0.033466 0.015189 0.263100\n",
-            "\t\t0.030542 0.004979 0.262322 0.033231 0.015471 0.263044\n",
-            "\t\t0.030316 0.005358 0.262253 0.032997 0.015754 0.262988\n",
-            "\t\t0.030093 0.005738 0.262182 0.032764 0.016038 0.262931\n",
-            "\t\t0.029871 0.006120 0.262111 0.032533 0.016323 0.262873\n",
-            "\t\t0.029651 0.006502 0.262039 0.032303 0.016609 0.262814\n",
-            "\t\t0.029433 0.006885 0.261966 0.032074 0.016895 0.262755\n",
-            "\t\t0.029216 0.007270 0.261892 0.031846 0.017183 0.262694\n",
-            "\t\t0.029000 0.007655 0.261816 0.031619 0.017472 0.262632\n",
-            "\t\t0.028787 0.008040 0.261740 0.031394 0.017762 0.262570\n",
-            "\t\t0.028574 0.008427 0.261662 0.031170 0.018052 0.262507\n",
-            "\t\t0.028363 0.008814 0.261583 0.030947 0.018344 0.262442\n",
-            "\t\t0.028153 0.009202 0.261502 0.030725 0.018636 0.262377\n",
-            "\t\t0.027945 0.009591 0.261421 0.030504 0.018929 0.262310\n",
-            "\t\t0.027738 0.009981 0.261338 0.030285 0.019223 0.262243\n",
-            "\t\t0.027532 0.010371 0.261254 0.030066 0.019518 0.262174\n",
-            "\t\t0.027327 0.010762 0.261169 0.029849 0.019814 0.262104\n",
-            "\t\t0.027124 0.011153 0.261082 0.029633 0.020111 0.262033\n",
-            "\t\t0.026922 0.011545 0.260993 0.029417 0.020408 0.261961\n",
-            "\t\t0.026721 0.011938 0.260903 0.029203 0.020706 0.261888\n",
-            "\t\t0.026520 0.012331 0.260812 0.028991 0.021005 0.261813\n",
-            "\t\t0.026322 0.012725 0.260720 0.028779 0.021305 0.261737\n",
-            "\t\t0.026124 0.013119 0.260626 0.028568 0.021606 0.261660\n",
-            "\t\t0.025927 0.013514 0.260531 0.028358 0.021907 0.261581\n",
-            "\t\t0.025731 0.013909 0.260433 0.028150 0.022209 0.261501\n",
-            "\t\t0.025536 0.014305 0.260334 0.027942 0.022512 0.261420\n",
-            "\t\t0.025343 0.014701 0.260234 0.027736 0.022815 0.261338\n",
-            "\t\t0.025150 0.015098 0.260132 0.027530 0.023119 0.261254\n",
-            "\t\t0.024958 0.015495 0.260029 0.027326 0.023424 0.261168\n",
-            "\t\t0.024767 0.015893 0.259925 0.027123 0.023730 0.261081\n",
-            "\t\t0.024577 0.016291 0.259819 0.026920 0.024036 0.260993\n",
-            "\t\t0.024388 0.016690 0.259711 0.026719 0.024343 0.260903\n",
-            "\t\t0.024199 0.017089 0.259601 0.026518 0.024650 0.260811\n",
-            "\t\t0.024012 0.017488 0.259490 0.026319 0.024958 0.260719\n",
-            "\t\t0.023826 0.017888 0.259378 0.026121 0.025267 0.260625\n",
-            "\t\t0.023640 0.018288 0.259265 0.025923 0.025577 0.260529\n",
-            "\t\t0.023455 0.018689 0.259150 0.025727 0.025887 0.260431\n",
-            "\t\t0.023271 0.019090 0.259034 0.025531 0.026197 0.260332\n",
-            "\t\t0.023088 0.019491 0.258916 0.025336 0.026509 0.260231\n",
-            "\t\t0.022906 0.019893 0.258797 0.025143 0.026820 0.260129\n",
-            "\t\t0.022724 0.020295 0.258677 0.024950 0.027133 0.260025\n",
-            "\t\t0.022543 0.020697 0.258556 0.024758 0.027446 0.259920\n",
-            "\t\t0.022363 0.021100 0.258434 0.024567 0.027759 0.259813\n",
-            "\t\t0.022184 0.021503 0.258311 0.024378 0.028073 0.259705\n",
-            "\t\t0.022005 0.021906 0.258187 0.024188 0.028388 0.259595\n",
-            "\t\t0.021828 0.022310 0.258062 0.024000 0.028703 0.259483\n",
-            "\t\t0.021651 0.022714 0.257936 0.023813 0.029019 0.259371\n",
-            "\t\t0.021475 0.023119 0.257810 0.023627 0.029335 0.259257\n",
-            "\t\t0.021299 0.023523 0.257684 0.023441 0.029652 0.259141\n",
-            "\t\t0.021124 0.023929 0.257557 0.023257 0.029969 0.259024\n",
-            "\t\t0.020950 0.024334 0.257430 0.023073 0.030286 0.258906\n",
-            "\t\t0.020777 0.024740 0.257302 0.022890 0.030605 0.258786\n",
-            "\t\t0.020605 0.025146 0.257174 0.022708 0.030923 0.258666\n",
-            "\t\t0.020433 0.025552 0.257047 0.022527 0.031243 0.258545\n",
-            "\t\t0.020262 0.025959 0.256920 0.022346 0.031562 0.258422\n",
-            "\t\t0.020091 0.026366 0.256793 0.022167 0.031882 0.258299\n",
-            "\t\t0.019922 0.026773 0.256667 0.021988 0.032203 0.258174\n",
-            "\t\t0.019753 0.027180 0.256541 0.021810 0.032524 0.258049\n",
-            "\t\t0.019585 0.027588 0.256415 0.021633 0.032846 0.257923\n",
-            "\t\t0.019417 0.027996 0.256290 0.021457 0.033167 0.257797\n",
-            "\t\t0.019250 0.028405 0.256166 0.021281 0.033490 0.257671\n",
-            "\t\t0.019084 0.028813 0.256044 0.021107 0.033813 0.257544\n",
-            "\t\t0.018919 0.029222 0.255922 0.020933 0.034136 0.257417\n",
-            "\t\t0.018754 0.029632 0.255801 0.020760 0.034460 0.257289\n",
-            "\t\t0.018591 0.030041 0.255681 0.020587 0.034784 0.257161\n",
-            "\t\t0.018428 0.030451 0.255563 0.020416 0.035108 0.257034\n",
-            "\t\t0.018265 0.030861 0.255445 0.020245 0.035433 0.256907\n",
-            "\t\t0.018104 0.031272 0.255330 0.020075 0.035758 0.256781\n",
-            "\t\t0.017943 0.031683 0.255216 0.019906 0.036084 0.256655\n",
-            "\t\t0.017783 0.032094 0.255104 0.019737 0.036410 0.256529\n",
-            "\t\t0.017624 0.032505 0.254993 0.019569 0.036737 0.256404\n",
-            "\t\t0.017465 0.032917 0.254883 0.019402 0.037063 0.256279\n",
-            "\t\t0.017308 0.033329 0.254775 0.019236 0.037391 0.256156\n",
-            "\t\t0.017151 0.033741 0.254669 0.019071 0.037718 0.256034\n",
-            "\t\t0.016995 0.034154 0.254564 0.018906 0.038046 0.255913\n",
-            "\t\t0.016839 0.034567 0.254462 0.018742 0.038375 0.255792\n",
-            "\t\t0.016685 0.034980 0.254361 0.018579 0.038703 0.255673\n",
-            "\t\t0.016531 0.035394 0.254263 0.018416 0.039032 0.255554\n",
-            "\t\t0.016378 0.035807 0.254165 0.018254 0.039362 0.255437\n",
-            "\t\t0.016226 0.036221 0.254070 0.018093 0.039692 0.255322\n",
-            "\t\t0.016075 0.036636 0.253975 0.017933 0.040022 0.255209\n",
-            "\t\t0.015924 0.037050 0.253883 0.017773 0.040352 0.255097\n",
-            "\t\t0.015774 0.037465 0.253792 0.017614 0.040683 0.254986\n",
-            "\t\t0.015624 0.037880 0.253703 0.017456 0.041014 0.254877\n",
-            "\t\t0.015475 0.038295 0.253616 0.017298 0.041346 0.254769\n",
-            "\t\t0.015327 0.038711 0.253531 0.017141 0.041677 0.254662\n",
-            "\t\t0.015178 0.039126 0.253447 0.016985 0.042009 0.254558\n",
-            "\t\t0.015031 0.039542 0.253364 0.016829 0.042342 0.254455\n",
-            "\t\t0.014883 0.039958 0.253283 0.016674 0.042675 0.254355\n",
-            "\t\t0.014736 0.040374 0.253203 0.016520 0.043008 0.254256\n",
-            "\t\t0.014588 0.040789 0.253124 0.016366 0.043341 0.254158\n",
-            "\t\t0.014441 0.041205 0.253046 0.016214 0.043675 0.254062\n",
-            "\t\t0.014294 0.041621 0.252970 0.016061 0.044009 0.253967\n",
-            "\t\t0.014147 0.042037 0.252895 0.015910 0.044343 0.253874\n",
-            "\t\t0.014000 0.042453 0.252822 0.015759 0.044678 0.253783\n",
-            "\t\t0.013853 0.042869 0.252751 0.015608 0.045012 0.253694\n",
-            "\t\t0.013706 0.043285 0.252680 0.015459 0.045348 0.253607\n",
-            "\t\t0.013559 0.043701 0.252610 0.015309 0.045683 0.253521\n",
-            "\t\t0.013412 0.044117 0.252542 0.015161 0.046019 0.253437\n",
-            "\t\t0.013266 0.044533 0.252474 0.015013 0.046354 0.253355\n",
-            "\t\t0.013119 0.044949 0.252407 0.014866 0.046691 0.253273\n",
-            "\t\t0.012972 0.045365 0.252342 0.014719 0.047027 0.253194\n",
-            "\t\t0.012825 0.045781 0.252278 0.014572 0.047363 0.253115\n",
-            "\t\t0.012678 0.046197 0.252216 0.014426 0.047700 0.253038\n",
-            "\t\t0.012531 0.046613 0.252154 0.014280 0.048037 0.252963\n",
-            "\t\t0.012384 0.047029 0.252094 0.014135 0.048374 0.252889\n",
-            "\t\t0.012237 0.047445 0.252036 0.013989 0.048711 0.252817\n",
-            "\t\t0.012090 0.047861 0.251978 0.013843 0.049048 0.252746\n",
-            "\t\t0.011942 0.048276 0.251921 0.013698 0.049385 0.252676\n",
-            "\t\t0.011793 0.048691 0.251864 0.013544 0.049718 0.252603\n",
-            "\t\t0.011669 0.049114 0.251818 0.013317 0.050004 0.252498\n",
-            "\t\t0.011706 0.049550 0.251831 0.013003 0.050190 0.252356\n",
-            "\t\t0.011925 0.049929 0.251914 0.012643 0.050250 0.252201\n",
-            "\t\t0.012285 0.050178 0.252055 0.012285 0.050178 0.252055\n",
-            "\tsection 21\n",
-            "\t\txss rth_ss r xps rth_ps r\n",
-            "\t\t0.050660 -0.001177 0.265198 0.050660 -0.001177 0.265198\n",
-            "\t\t0.050585 -0.001612 0.265199 0.050562 -0.000822 0.265199\n",
-            "\t\t0.050447 -0.002031 0.265201 0.050371 -0.000510 0.265202\n",
-            "\t\t0.050283 -0.002440 0.265203 0.050140 -0.000225 0.265205\n",
-            "\t\t0.050098 -0.002841 0.265205 0.049888 0.000042 0.265208\n",
-            "\t\t0.049897 -0.003233 0.265208 0.049625 0.000298 0.265211\n",
-            "\t\t0.049680 -0.003618 0.265211 0.049354 0.000545 0.265213\n",
-            "\t\t0.049448 -0.003993 0.265213 0.049077 0.000787 0.265213\n",
-            "\t\t0.049202 -0.004359 0.265213 0.048797 0.001024 0.265214\n",
-            "\t\t0.048942 -0.004716 0.265213 0.048514 0.001257 0.265214\n",
-            "\t\t0.048668 -0.005061 0.265214 0.048229 0.001488 0.265212\n",
-            "\t\t0.048379 -0.005395 0.265213 0.047942 0.001717 0.265208\n",
-            "\t\t0.048076 -0.005715 0.265210 0.047654 0.001945 0.265202\n",
-            "\t\t0.047756 -0.006020 0.265204 0.047366 0.002172 0.265193\n",
-            "\t\t0.047422 -0.006307 0.265195 0.047077 0.002398 0.265181\n",
-            "\t\t0.047071 -0.006574 0.265181 0.046787 0.002624 0.265166\n",
-            "\t\t0.046704 -0.006820 0.265162 0.046498 0.002850 0.265148\n",
-            "\t\t0.046322 -0.007040 0.265135 0.046209 0.003076 0.265126\n",
-            "\t\t0.045925 -0.007232 0.265102 0.045920 0.003302 0.265101\n",
-            "\t\t0.045514 -0.007392 0.265060 0.045631 0.003529 0.265072\n",
-            "\t\t0.045091 -0.007519 0.265013 0.045343 0.003756 0.265041\n",
-            "\t\t0.044660 -0.007610 0.264960 0.045055 0.003984 0.265009\n",
-            "\t\t0.044222 -0.007663 0.264904 0.044768 0.004213 0.264974\n",
-            "\t\t0.043781 -0.007681 0.264846 0.044482 0.004443 0.264938\n",
-            "\t\t0.043340 -0.007661 0.264787 0.044196 0.004673 0.264901\n",
-            "\t\t0.042902 -0.007606 0.264729 0.043911 0.004904 0.264863\n",
-            "\t\t0.042470 -0.007518 0.264671 0.043627 0.005137 0.264825\n",
-            "\t\t0.042045 -0.007400 0.264612 0.043344 0.005371 0.264788\n",
-            "\t\t0.041628 -0.007256 0.264554 0.043062 0.005605 0.264750\n",
-            "\t\t0.041221 -0.007087 0.264497 0.042781 0.005841 0.264713\n",
-            "\t\t0.040823 -0.006896 0.264439 0.042501 0.006078 0.264675\n",
-            "\t\t0.040434 -0.006687 0.264382 0.042222 0.006317 0.264637\n",
-            "\t\t0.040056 -0.006461 0.264325 0.041944 0.006557 0.264598\n",
-            "\t\t0.039686 -0.006220 0.264269 0.041667 0.006797 0.264560\n",
-            "\t\t0.039326 -0.005965 0.264213 0.041391 0.007040 0.264521\n",
-            "\t\t0.038974 -0.005700 0.264157 0.041116 0.007283 0.264482\n",
-            "\t\t0.038630 -0.005423 0.264101 0.040843 0.007528 0.264442\n",
-            "\t\t0.038293 -0.005138 0.264046 0.040571 0.007774 0.264402\n",
-            "\t\t0.037964 -0.004844 0.263991 0.040300 0.008022 0.264362\n",
-            "\t\t0.037642 -0.004543 0.263935 0.040030 0.008271 0.264321\n",
-            "\t\t0.037326 -0.004235 0.263880 0.039761 0.008521 0.264280\n",
-            "\t\t0.037016 -0.003921 0.263825 0.039494 0.008773 0.264239\n",
-            "\t\t0.036711 -0.003602 0.263770 0.039228 0.009025 0.264197\n",
-            "\t\t0.036413 -0.003277 0.263714 0.038963 0.009280 0.264155\n",
-            "\t\t0.036119 -0.002948 0.263659 0.038700 0.009535 0.264113\n",
-            "\t\t0.035830 -0.002615 0.263603 0.038438 0.009792 0.264070\n",
-            "\t\t0.035545 -0.002278 0.263547 0.038177 0.010050 0.264027\n",
-            "\t\t0.035265 -0.001937 0.263491 0.037917 0.010310 0.263983\n",
-            "\t\t0.034989 -0.001593 0.263434 0.037659 0.010570 0.263938\n",
-            "\t\t0.034717 -0.001246 0.263378 0.037402 0.010833 0.263894\n",
-            "\t\t0.034449 -0.000895 0.263320 0.037146 0.011096 0.263848\n",
-            "\t\t0.034184 -0.000543 0.263262 0.036892 0.011360 0.263803\n",
-            "\t\t0.033922 -0.000188 0.263204 0.036639 0.011626 0.263756\n",
-            "\t\t0.033664 0.000170 0.263145 0.036387 0.011893 0.263710\n",
-            "\t\t0.033409 0.000530 0.263086 0.036136 0.012162 0.263662\n",
-            "\t\t0.033156 0.000892 0.263026 0.035887 0.012431 0.263614\n",
-            "\t\t0.032907 0.001255 0.262966 0.035639 0.012702 0.263566\n",
-            "\t\t0.032660 0.001621 0.262905 0.035393 0.012974 0.263517\n",
-            "\t\t0.032415 0.001988 0.262843 0.035147 0.013247 0.263467\n",
-            "\t\t0.032173 0.002357 0.262781 0.034903 0.013521 0.263417\n",
-            "\t\t0.031934 0.002728 0.262718 0.034661 0.013796 0.263366\n",
-            "\t\t0.031697 0.003100 0.262654 0.034419 0.014073 0.263314\n",
-            "\t\t0.031462 0.003473 0.262589 0.034179 0.014350 0.263261\n",
-            "\t\t0.031229 0.003847 0.262523 0.033940 0.014629 0.263208\n",
-            "\t\t0.030998 0.004223 0.262457 0.033703 0.014909 0.263154\n",
-            "\t\t0.030769 0.004600 0.262390 0.033466 0.015189 0.263100\n",
-            "\t\t0.030542 0.004979 0.262322 0.033231 0.015471 0.263044\n",
-            "\t\t0.030316 0.005358 0.262253 0.032997 0.015754 0.262988\n",
-            "\t\t0.030093 0.005738 0.262182 0.032764 0.016038 0.262931\n",
-            "\t\t0.029871 0.006120 0.262111 0.032533 0.016323 0.262873\n",
-            "\t\t0.029651 0.006502 0.262039 0.032303 0.016609 0.262814\n",
-            "\t\t0.029433 0.006885 0.261966 0.032074 0.016895 0.262755\n",
-            "\t\t0.029216 0.007270 0.261892 0.031846 0.017183 0.262694\n",
-            "\t\t0.029000 0.007655 0.261816 0.031619 0.017472 0.262632\n",
-            "\t\t0.028787 0.008040 0.261740 0.031394 0.017762 0.262570\n",
-            "\t\t0.028574 0.008427 0.261662 0.031170 0.018052 0.262507\n",
-            "\t\t0.028363 0.008814 0.261583 0.030947 0.018344 0.262442\n",
-            "\t\t0.028153 0.009202 0.261502 0.030725 0.018636 0.262377\n",
-            "\t\t0.027945 0.009591 0.261421 0.030504 0.018929 0.262310\n",
-            "\t\t0.027738 0.009981 0.261338 0.030285 0.019223 0.262243\n",
-            "\t\t0.027532 0.010371 0.261254 0.030066 0.019518 0.262174\n",
-            "\t\t0.027327 0.010762 0.261169 0.029849 0.019814 0.262104\n",
-            "\t\t0.027124 0.011153 0.261082 0.029633 0.020111 0.262033\n",
-            "\t\t0.026922 0.011545 0.260993 0.029417 0.020408 0.261961\n",
-            "\t\t0.026721 0.011938 0.260903 0.029203 0.020706 0.261888\n",
-            "\t\t0.026520 0.012331 0.260812 0.028991 0.021005 0.261813\n",
-            "\t\t0.026322 0.012725 0.260720 0.028779 0.021305 0.261737\n",
-            "\t\t0.026124 0.013119 0.260626 0.028568 0.021606 0.261660\n",
-            "\t\t0.025927 0.013514 0.260531 0.028358 0.021907 0.261581\n",
-            "\t\t0.025731 0.013909 0.260433 0.028150 0.022209 0.261501\n",
-            "\t\t0.025536 0.014305 0.260334 0.027942 0.022512 0.261420\n",
-            "\t\t0.025343 0.014701 0.260234 0.027736 0.022815 0.261338\n",
-            "\t\t0.025150 0.015098 0.260132 0.027530 0.023119 0.261254\n",
-            "\t\t0.024958 0.015495 0.260029 0.027326 0.023424 0.261168\n",
-            "\t\t0.024767 0.015893 0.259925 0.027123 0.023730 0.261081\n",
-            "\t\t0.024577 0.016291 0.259819 0.026920 0.024036 0.260993\n",
-            "\t\t0.024388 0.016690 0.259711 0.026719 0.024343 0.260903\n",
-            "\t\t0.024199 0.017089 0.259601 0.026518 0.024650 0.260811\n",
-            "\t\t0.024012 0.017488 0.259490 0.026319 0.024958 0.260719\n",
-            "\t\t0.023826 0.017888 0.259378 0.026121 0.025267 0.260625\n",
-            "\t\t0.023640 0.018288 0.259265 0.025923 0.025577 0.260529\n",
-            "\t\t0.023455 0.018689 0.259150 0.025727 0.025887 0.260431\n",
-            "\t\t0.023271 0.019090 0.259034 0.025531 0.026197 0.260332\n",
-            "\t\t0.023088 0.019491 0.258916 0.025336 0.026509 0.260231\n",
-            "\t\t0.022906 0.019893 0.258797 0.025143 0.026820 0.260129\n",
-            "\t\t0.022724 0.020295 0.258677 0.024950 0.027133 0.260025\n",
-            "\t\t0.022543 0.020697 0.258556 0.024758 0.027446 0.259920\n",
-            "\t\t0.022363 0.021100 0.258434 0.024567 0.027759 0.259813\n",
-            "\t\t0.022184 0.021503 0.258311 0.024378 0.028073 0.259705\n",
-            "\t\t0.022005 0.021906 0.258187 0.024188 0.028388 0.259595\n",
-            "\t\t0.021828 0.022310 0.258062 0.024000 0.028703 0.259483\n",
-            "\t\t0.021651 0.022714 0.257936 0.023813 0.029019 0.259371\n",
-            "\t\t0.021475 0.023119 0.257810 0.023627 0.029335 0.259257\n",
-            "\t\t0.021299 0.023523 0.257684 0.023441 0.029652 0.259141\n",
-            "\t\t0.021124 0.023929 0.257557 0.023257 0.029969 0.259024\n",
-            "\t\t0.020950 0.024334 0.257430 0.023073 0.030286 0.258906\n",
-            "\t\t0.020777 0.024740 0.257302 0.022890 0.030605 0.258786\n",
-            "\t\t0.020605 0.025146 0.257174 0.022708 0.030923 0.258666\n",
-            "\t\t0.020433 0.025552 0.257047 0.022527 0.031243 0.258545\n",
-            "\t\t0.020262 0.025959 0.256920 0.022346 0.031562 0.258422\n",
-            "\t\t0.020091 0.026366 0.256793 0.022167 0.031882 0.258299\n",
-            "\t\t0.019922 0.026773 0.256667 0.021988 0.032203 0.258174\n",
-            "\t\t0.019753 0.027180 0.256541 0.021810 0.032524 0.258049\n",
-            "\t\t0.019585 0.027588 0.256415 0.021633 0.032846 0.257923\n",
-            "\t\t0.019417 0.027996 0.256290 0.021457 0.033167 0.257797\n",
-            "\t\t0.019250 0.028405 0.256166 0.021281 0.033490 0.257671\n",
-            "\t\t0.019084 0.028813 0.256044 0.021107 0.033813 0.257544\n",
-            "\t\t0.018919 0.029222 0.255922 0.020933 0.034136 0.257417\n",
-            "\t\t0.018754 0.029632 0.255801 0.020760 0.034460 0.257289\n",
-            "\t\t0.018591 0.030041 0.255681 0.020587 0.034784 0.257161\n",
-            "\t\t0.018428 0.030451 0.255563 0.020416 0.035108 0.257034\n",
-            "\t\t0.018265 0.030861 0.255445 0.020245 0.035433 0.256907\n",
-            "\t\t0.018104 0.031272 0.255330 0.020075 0.035758 0.256781\n",
-            "\t\t0.017943 0.031683 0.255216 0.019906 0.036084 0.256655\n",
-            "\t\t0.017783 0.032094 0.255104 0.019737 0.036410 0.256529\n",
-            "\t\t0.017624 0.032505 0.254993 0.019569 0.036737 0.256404\n",
-            "\t\t0.017465 0.032917 0.254883 0.019402 0.037063 0.256279\n",
-            "\t\t0.017308 0.033329 0.254775 0.019236 0.037391 0.256156\n",
-            "\t\t0.017151 0.033741 0.254669 0.019071 0.037718 0.256034\n",
-            "\t\t0.016995 0.034154 0.254564 0.018906 0.038046 0.255913\n",
-            "\t\t0.016839 0.034567 0.254462 0.018742 0.038375 0.255792\n",
-            "\t\t0.016685 0.034980 0.254361 0.018579 0.038703 0.255673\n",
-            "\t\t0.016531 0.035394 0.254263 0.018416 0.039032 0.255554\n",
-            "\t\t0.016378 0.035807 0.254165 0.018254 0.039362 0.255437\n",
-            "\t\t0.016226 0.036221 0.254070 0.018093 0.039692 0.255322\n",
-            "\t\t0.016075 0.036636 0.253975 0.017933 0.040022 0.255209\n",
-            "\t\t0.015924 0.037050 0.253883 0.017773 0.040352 0.255097\n",
-            "\t\t0.015774 0.037465 0.253792 0.017614 0.040683 0.254986\n",
-            "\t\t0.015624 0.037880 0.253703 0.017456 0.041014 0.254877\n",
-            "\t\t0.015475 0.038295 0.253616 0.017298 0.041346 0.254769\n",
-            "\t\t0.015327 0.038711 0.253531 0.017141 0.041677 0.254662\n",
-            "\t\t0.015178 0.039126 0.253447 0.016985 0.042009 0.254558\n",
-            "\t\t0.015031 0.039542 0.253364 0.016829 0.042342 0.254455\n",
-            "\t\t0.014883 0.039958 0.253283 0.016674 0.042675 0.254355\n",
-            "\t\t0.014736 0.040374 0.253203 0.016520 0.043008 0.254256\n",
-            "\t\t0.014588 0.040789 0.253124 0.016366 0.043341 0.254158\n",
-            "\t\t0.014441 0.041205 0.253046 0.016214 0.043675 0.254062\n",
-            "\t\t0.014294 0.041621 0.252970 0.016061 0.044009 0.253967\n",
-            "\t\t0.014147 0.042037 0.252895 0.015910 0.044343 0.253874\n",
-            "\t\t0.014000 0.042453 0.252822 0.015759 0.044678 0.253783\n",
-            "\t\t0.013853 0.042869 0.252751 0.015608 0.045012 0.253694\n",
-            "\t\t0.013706 0.043285 0.252680 0.015459 0.045348 0.253607\n",
-            "\t\t0.013559 0.043701 0.252610 0.015309 0.045683 0.253521\n",
-            "\t\t0.013412 0.044117 0.252542 0.015161 0.046019 0.253437\n",
-            "\t\t0.013266 0.044533 0.252474 0.015013 0.046354 0.253355\n",
-            "\t\t0.013119 0.044949 0.252407 0.014866 0.046691 0.253273\n",
-            "\t\t0.012972 0.045365 0.252342 0.014719 0.047027 0.253194\n",
-            "\t\t0.012825 0.045781 0.252278 0.014572 0.047363 0.253115\n",
-            "\t\t0.012678 0.046197 0.252216 0.014426 0.047700 0.253038\n",
-            "\t\t0.012531 0.046613 0.252154 0.014280 0.048037 0.252963\n",
-            "\t\t0.012384 0.047029 0.252094 0.014135 0.048374 0.252889\n",
-            "\t\t0.012237 0.047445 0.252036 0.013989 0.048711 0.252817\n",
-            "\t\t0.012090 0.047861 0.251978 0.013843 0.049048 0.252746\n",
-            "\t\t0.011942 0.048276 0.251921 0.013698 0.049385 0.252676\n",
-            "\t\t0.011793 0.048691 0.251864 0.013544 0.049718 0.252603\n",
-            "\t\t0.011669 0.049114 0.251818 0.013317 0.050004 0.252498\n",
-            "\t\t0.011706 0.049550 0.251831 0.013003 0.050190 0.252356\n",
-            "\t\t0.011925 0.049929 0.251914 0.012643 0.050250 0.252201\n",
-            "\t\t0.012285 0.050178 0.252055 0.012285 0.050178 0.252055\n",
-            "2D Passage\n",
-            "Points 200\thub\n",
-            "\t\t-0.060000 0.200000\n",
-            "\t\t-0.058894 0.200000\n",
-            "\t\t-0.057789 0.200000\n",
-            "\t\t-0.056683 0.200000\n",
-            "\t\t-0.055578 0.200000\n",
-            "\t\t-0.054472 0.200000\n",
-            "\t\t-0.053367 0.200000\n",
-            "\t\t-0.052261 0.200000\n",
-            "\t\t-0.051156 0.200000\n",
-            "\t\t-0.050050 0.200000\n",
-            "\t\t-0.048945 0.200000\n",
-            "\t\t-0.047839 0.200000\n",
-            "\t\t-0.046734 0.200000\n",
-            "\t\t-0.045628 0.200000\n",
-            "\t\t-0.044523 0.200000\n",
-            "\t\t-0.043417 0.200000\n",
-            "\t\t-0.042312 0.200000\n",
-            "\t\t-0.041206 0.200000\n",
-            "\t\t-0.040101 0.200000\n",
-            "\t\t-0.038995 0.200000\n",
-            "\t\t-0.037889 0.200000\n",
-            "\t\t-0.036784 0.200000\n",
-            "\t\t-0.035678 0.200000\n",
-            "\t\t-0.034573 0.200000\n",
-            "\t\t-0.033467 0.200000\n",
-            "\t\t-0.032362 0.200000\n",
-            "\t\t-0.031256 0.200000\n",
-            "\t\t-0.030151 0.200000\n",
-            "\t\t-0.029045 0.200000\n",
-            "\t\t-0.027940 0.200000\n",
-            "\t\t-0.026834 0.200000\n",
-            "\t\t-0.025729 0.200000\n",
-            "\t\t-0.024623 0.200000\n",
-            "\t\t-0.023518 0.200000\n",
-            "\t\t-0.022412 0.200000\n",
-            "\t\t-0.021307 0.200000\n",
-            "\t\t-0.020201 0.200000\n",
-            "\t\t-0.019095 0.200000\n",
-            "\t\t-0.017990 0.200000\n",
-            "\t\t-0.016884 0.200000\n",
-            "\t\t-0.015779 0.200000\n",
-            "\t\t-0.014673 0.200000\n",
-            "\t\t-0.013568 0.200000\n",
-            "\t\t-0.012462 0.200000\n",
-            "\t\t-0.011357 0.200000\n",
-            "\t\t-0.010251 0.200000\n",
-            "\t\t-0.009146 0.200000\n",
-            "\t\t-0.008040 0.200000\n",
-            "\t\t-0.006935 0.200000\n",
-            "\t\t-0.005829 0.200000\n",
-            "\t\t-0.004724 0.200000\n",
-            "\t\t-0.003618 0.200000\n",
-            "\t\t-0.002513 0.200000\n",
-            "\t\t-0.001407 0.200000\n",
-            "\t\t-0.000302 0.200000\n",
-            "\t\t0.000804 0.200000\n",
-            "\t\t0.001910 0.199996\n",
-            "\t\t0.003015 0.199984\n",
-            "\t\t0.004121 0.199958\n",
-            "\t\t0.005226 0.199912\n",
-            "\t\t0.006332 0.199846\n",
-            "\t\t0.007437 0.199760\n",
-            "\t\t0.008543 0.199654\n",
-            "\t\t0.009648 0.199533\n",
-            "\t\t0.010754 0.199397\n",
-            "\t\t0.011859 0.199251\n",
-            "\t\t0.012965 0.199096\n",
-            "\t\t0.014070 0.198934\n",
-            "\t\t0.015176 0.198765\n",
-            "\t\t0.016281 0.198593\n",
-            "\t\t0.017387 0.198416\n",
-            "\t\t0.018492 0.198237\n",
-            "\t\t0.019598 0.198055\n",
-            "\t\t0.020704 0.197872\n",
-            "\t\t0.021809 0.197687\n",
-            "\t\t0.022915 0.197501\n",
-            "\t\t0.024020 0.197315\n",
-            "\t\t0.025126 0.197129\n",
-            "\t\t0.026231 0.196943\n",
-            "\t\t0.027337 0.196757\n",
-            "\t\t0.028442 0.196571\n",
-            "\t\t0.029548 0.196386\n",
-            "\t\t0.030653 0.196202\n",
-            "\t\t0.031759 0.196020\n",
-            "\t\t0.032864 0.195838\n",
-            "\t\t0.033970 0.195658\n",
-            "\t\t0.035075 0.195480\n",
-            "\t\t0.036181 0.195304\n",
-            "\t\t0.037286 0.195130\n",
-            "\t\t0.038392 0.194958\n",
-            "\t\t0.039497 0.194789\n",
-            "\t\t0.040603 0.194623\n",
-            "\t\t0.041709 0.194460\n",
-            "\t\t0.042814 0.194302\n",
-            "\t\t0.043920 0.194146\n",
-            "\t\t0.045025 0.193998\n",
-            "\t\t0.046131 0.193820\n",
-            "\t\t0.047236 0.193594\n",
-            "\t\t0.048342 0.193341\n",
-            "\t\t0.049447 0.193095\n",
-            "\t\t0.050553 0.192875\n",
-            "\t\t0.051658 0.192686\n",
-            "\t\t0.052764 0.192526\n",
-            "\t\t0.053869 0.192395\n",
-            "\t\t0.054975 0.192289\n",
-            "\t\t0.056080 0.192205\n",
-            "\t\t0.057186 0.192143\n",
-            "\t\t0.058291 0.192102\n",
-            "\t\t0.059397 0.192077\n",
-            "\t\t0.060503 0.192077\n",
-            "\t\t0.061608 0.192082\n",
-            "\t\t0.062714 0.192109\n",
-            "\t\t0.063819 0.192150\n",
-            "\t\t0.064925 0.192206\n",
-            "\t\t0.066030 0.192273\n",
-            "\t\t0.067136 0.192354\n",
-            "\t\t0.068241 0.192445\n",
-            "\t\t0.069347 0.192547\n",
-            "\t\t0.070452 0.192657\n",
-            "\t\t0.071558 0.192776\n",
-            "\t\t0.072663 0.192901\n",
-            "\t\t0.073769 0.193030\n",
-            "\t\t0.074874 0.193163\n",
-            "\t\t0.075980 0.193295\n",
-            "\t\t0.077085 0.193426\n",
-            "\t\t0.078191 0.193550\n",
-            "\t\t0.079296 0.193668\n",
-            "\t\t0.080402 0.193772\n",
-            "\t\t0.081508 0.193865\n",
-            "\t\t0.082613 0.193931\n",
-            "\t\t0.083719 0.193981\n",
-            "\t\t0.084824 0.193998\n",
-            "\t\t0.085930 0.194000\n",
-            "\t\t0.087035 0.194000\n",
-            "\t\t0.088141 0.194000\n",
-            "\t\t0.089246 0.194000\n",
-            "\t\t0.090352 0.194000\n",
-            "\t\t0.091457 0.194000\n",
-            "\t\t0.092563 0.194000\n",
-            "\t\t0.093668 0.194000\n",
-            "\t\t0.094774 0.194000\n",
-            "\t\t0.095879 0.194000\n",
-            "\t\t0.096985 0.194000\n",
-            "\t\t0.098090 0.194000\n",
-            "\t\t0.099196 0.194000\n",
-            "\t\t0.100302 0.194000\n",
-            "\t\t0.101407 0.194000\n",
-            "\t\t0.102513 0.194000\n",
-            "\t\t0.103618 0.194000\n",
-            "\t\t0.104724 0.194000\n",
-            "\t\t0.105829 0.194000\n",
-            "\t\t0.106935 0.194000\n",
-            "\t\t0.108040 0.194000\n",
-            "\t\t0.109146 0.194000\n",
-            "\t\t0.110251 0.194000\n",
-            "\t\t0.111357 0.194000\n",
-            "\t\t0.112462 0.194000\n",
-            "\t\t0.113568 0.194000\n",
-            "\t\t0.114673 0.194000\n",
-            "\t\t0.115779 0.194000\n",
-            "\t\t0.116884 0.194000\n",
-            "\t\t0.117990 0.194000\n",
-            "\t\t0.119095 0.194000\n",
-            "\t\t0.120201 0.194000\n",
-            "\t\t0.121307 0.194000\n",
-            "\t\t0.122412 0.194000\n",
-            "\t\t0.123518 0.194000\n",
-            "\t\t0.124623 0.194000\n",
-            "\t\t0.125729 0.194000\n",
-            "\t\t0.126834 0.194000\n",
-            "\t\t0.127940 0.194000\n",
-            "\t\t0.129045 0.194000\n",
-            "\t\t0.130151 0.194000\n",
-            "\t\t0.131256 0.194000\n",
-            "\t\t0.132362 0.194000\n",
-            "\t\t0.133467 0.194000\n",
-            "\t\t0.134573 0.194000\n",
-            "\t\t0.135678 0.194000\n",
-            "\t\t0.136784 0.194000\n",
-            "\t\t0.137889 0.194000\n",
-            "\t\t0.138995 0.194000\n",
-            "\t\t0.140101 0.194000\n",
-            "\t\t0.141206 0.194000\n",
-            "\t\t0.142312 0.194000\n",
-            "\t\t0.143417 0.194000\n",
-            "\t\t0.144523 0.194000\n",
-            "\t\t0.145628 0.194000\n",
-            "\t\t0.146734 0.194000\n",
-            "\t\t0.147839 0.194000\n",
-            "\t\t0.148945 0.194000\n",
-            "\t\t0.150050 0.194000\n",
-            "\t\t0.151156 0.194000\n",
-            "\t\t0.152261 0.194000\n",
-            "\t\t0.153367 0.194000\n",
-            "\t\t0.154472 0.194000\n",
-            "\t\t0.155578 0.194000\n",
-            "\t\t0.156683 0.194000\n",
-            "\t\t0.157789 0.194000\n",
-            "\t\t0.158894 0.194000\n",
-            "\t\t0.160000 0.194000\n",
-            "\tshroud\n",
-            "\t\t-0.060000 0.250000\n",
-            "\t\t-0.058894 0.250000\n",
-            "\t\t-0.057789 0.250000\n",
-            "\t\t-0.056683 0.250000\n",
-            "\t\t-0.055578 0.250000\n",
-            "\t\t-0.054472 0.250000\n",
-            "\t\t-0.053367 0.250000\n",
-            "\t\t-0.052261 0.250000\n",
-            "\t\t-0.051156 0.250000\n",
-            "\t\t-0.050050 0.250000\n",
-            "\t\t-0.048945 0.250000\n",
-            "\t\t-0.047839 0.250000\n",
-            "\t\t-0.046734 0.250000\n",
-            "\t\t-0.045628 0.250000\n",
-            "\t\t-0.044523 0.250000\n",
-            "\t\t-0.043417 0.250000\n",
-            "\t\t-0.042312 0.250000\n",
-            "\t\t-0.041206 0.250000\n",
-            "\t\t-0.040101 0.250000\n",
-            "\t\t-0.038995 0.250000\n",
-            "\t\t-0.037889 0.250000\n",
-            "\t\t-0.036784 0.250000\n",
-            "\t\t-0.035678 0.250000\n",
-            "\t\t-0.034573 0.250000\n",
-            "\t\t-0.033467 0.250000\n",
-            "\t\t-0.032362 0.250000\n",
-            "\t\t-0.031256 0.250000\n",
-            "\t\t-0.030151 0.250000\n",
-            "\t\t-0.029045 0.250000\n",
-            "\t\t-0.027940 0.250000\n",
-            "\t\t-0.026834 0.250000\n",
-            "\t\t-0.025729 0.250000\n",
-            "\t\t-0.024623 0.250000\n",
-            "\t\t-0.023518 0.250000\n",
-            "\t\t-0.022412 0.250000\n",
-            "\t\t-0.021307 0.250000\n",
-            "\t\t-0.020201 0.250000\n",
-            "\t\t-0.019095 0.250000\n",
-            "\t\t-0.017990 0.250000\n",
-            "\t\t-0.016884 0.250000\n",
-            "\t\t-0.015779 0.250000\n",
-            "\t\t-0.014673 0.250000\n",
-            "\t\t-0.013568 0.250000\n",
-            "\t\t-0.012462 0.250000\n",
-            "\t\t-0.011357 0.250000\n",
-            "\t\t-0.010251 0.250000\n",
-            "\t\t-0.009146 0.250000\n",
-            "\t\t-0.008040 0.250000\n",
-            "\t\t-0.006935 0.250000\n",
-            "\t\t-0.005829 0.250000\n",
-            "\t\t-0.004724 0.250000\n",
-            "\t\t-0.003618 0.250000\n",
-            "\t\t-0.002513 0.250000\n",
-            "\t\t-0.001407 0.250000\n",
-            "\t\t-0.000302 0.250002\n",
-            "\t\t0.000804 0.250006\n",
-            "\t\t0.001910 0.250036\n",
-            "\t\t0.003015 0.250099\n",
-            "\t\t0.004121 0.250178\n",
-            "\t\t0.005226 0.250301\n",
-            "\t\t0.006332 0.250455\n",
-            "\t\t0.007437 0.250648\n",
-            "\t\t0.008543 0.250884\n",
-            "\t\t0.009648 0.251166\n",
-            "\t\t0.010754 0.251498\n",
-            "\t\t0.011859 0.251889\n",
-            "\t\t0.012965 0.252339\n",
-            "\t\t0.014070 0.252857\n",
-            "\t\t0.015176 0.253446\n",
-            "\t\t0.016281 0.254104\n",
-            "\t\t0.017387 0.254829\n",
-            "\t\t0.018492 0.255610\n",
-            "\t\t0.019598 0.256425\n",
-            "\t\t0.020704 0.257248\n",
-            "\t\t0.021809 0.258048\n",
-            "\t\t0.022915 0.258803\n",
-            "\t\t0.024020 0.259495\n",
-            "\t\t0.025126 0.260120\n",
-            "\t\t0.026231 0.260677\n",
-            "\t\t0.027337 0.261173\n",
-            "\t\t0.028442 0.261613\n",
-            "\t\t0.029548 0.262005\n",
-            "\t\t0.030653 0.262355\n",
-            "\t\t0.031759 0.262670\n",
-            "\t\t0.032864 0.262956\n",
-            "\t\t0.033970 0.263215\n",
-            "\t\t0.035075 0.263452\n",
-            "\t\t0.036181 0.263671\n",
-            "\t\t0.037286 0.263873\n",
-            "\t\t0.038392 0.264062\n",
-            "\t\t0.039497 0.264239\n",
-            "\t\t0.040603 0.264407\n",
-            "\t\t0.041709 0.264566\n",
-            "\t\t0.042814 0.264717\n",
-            "\t\t0.043920 0.264864\n",
-            "\t\t0.045025 0.265005\n",
-            "\t\t0.046131 0.265120\n",
-            "\t\t0.047236 0.265188\n",
-            "\t\t0.048342 0.265213\n",
-            "\t\t0.049447 0.265213\n",
-            "\t\t0.050553 0.265199\n",
-            "\t\t0.051658 0.265182\n",
-            "\t\t0.052764 0.265163\n",
-            "\t\t0.053869 0.265144\n",
-            "\t\t0.054975 0.265126\n",
-            "\t\t0.056080 0.265110\n",
-            "\t\t0.057186 0.265095\n",
-            "\t\t0.058291 0.265082\n",
-            "\t\t0.059397 0.265070\n",
-            "\t\t0.060503 0.265060\n",
-            "\t\t0.061608 0.265050\n",
-            "\t\t0.062714 0.265042\n",
-            "\t\t0.063819 0.265035\n",
-            "\t\t0.064925 0.265029\n",
-            "\t\t0.066030 0.265023\n",
-            "\t\t0.067136 0.265019\n",
-            "\t\t0.068241 0.265015\n",
-            "\t\t0.069347 0.265011\n",
-            "\t\t0.070452 0.265009\n",
-            "\t\t0.071558 0.265007\n",
-            "\t\t0.072663 0.265005\n",
-            "\t\t0.073769 0.265003\n",
-            "\t\t0.074874 0.265002\n",
-            "\t\t0.075980 0.265001\n",
-            "\t\t0.077085 0.265001\n",
-            "\t\t0.078191 0.265001\n",
-            "\t\t0.079296 0.265000\n",
-            "\t\t0.080402 0.265000\n",
-            "\t\t0.081508 0.265000\n",
-            "\t\t0.082613 0.265000\n",
-            "\t\t0.083719 0.265000\n",
-            "\t\t0.084824 0.265000\n",
-            "\t\t0.085930 0.265000\n",
-            "\t\t0.087035 0.265000\n",
-            "\t\t0.088141 0.265000\n",
-            "\t\t0.089246 0.265000\n",
-            "\t\t0.090352 0.265000\n",
-            "\t\t0.091457 0.265000\n",
-            "\t\t0.092563 0.265000\n",
-            "\t\t0.093668 0.265000\n",
-            "\t\t0.094774 0.265000\n",
-            "\t\t0.095879 0.265000\n",
-            "\t\t0.096985 0.265000\n",
-            "\t\t0.098090 0.265000\n",
-            "\t\t0.099196 0.265000\n",
-            "\t\t0.100302 0.265000\n",
-            "\t\t0.101407 0.265000\n",
-            "\t\t0.102513 0.265000\n",
-            "\t\t0.103618 0.265000\n",
-            "\t\t0.104724 0.265000\n",
-            "\t\t0.105829 0.265000\n",
-            "\t\t0.106935 0.265000\n",
-            "\t\t0.108040 0.265000\n",
-            "\t\t0.109146 0.265000\n",
-            "\t\t0.110251 0.265000\n",
-            "\t\t0.111357 0.265000\n",
-            "\t\t0.112462 0.265000\n",
-            "\t\t0.113568 0.265000\n",
-            "\t\t0.114673 0.265000\n",
-            "\t\t0.115779 0.265000\n",
-            "\t\t0.116884 0.265000\n",
-            "\t\t0.117990 0.265000\n",
-            "\t\t0.119095 0.265000\n",
-            "\t\t0.120201 0.265000\n",
-            "\t\t0.121307 0.265000\n",
-            "\t\t0.122412 0.265000\n",
-            "\t\t0.123518 0.265000\n",
-            "\t\t0.124623 0.265000\n",
-            "\t\t0.125729 0.265000\n",
-            "\t\t0.126834 0.265000\n",
-            "\t\t0.127940 0.265000\n",
-            "\t\t0.129045 0.265000\n",
-            "\t\t0.130151 0.265000\n",
-            "\t\t0.131256 0.265000\n",
-            "\t\t0.132362 0.265000\n",
-            "\t\t0.133467 0.265000\n",
-            "\t\t0.134573 0.265000\n",
-            "\t\t0.135678 0.265000\n",
-            "\t\t0.136784 0.265000\n",
-            "\t\t0.137889 0.265000\n",
-            "\t\t0.138995 0.265000\n",
-            "\t\t0.140101 0.265000\n",
-            "\t\t0.141206 0.265000\n",
-            "\t\t0.142312 0.265000\n",
-            "\t\t0.143417 0.265000\n",
-            "\t\t0.144523 0.265000\n",
-            "\t\t0.145628 0.265000\n",
-            "\t\t0.146734 0.265000\n",
-            "\t\t0.147839 0.265000\n",
-            "\t\t0.148945 0.265000\n",
-            "\t\t0.150050 0.265000\n",
-            "\t\t0.151156 0.265000\n",
-            "\t\t0.152261 0.265000\n",
-            "\t\t0.153367 0.265000\n",
-            "\t\t0.154472 0.265000\n",
-            "\t\t0.155578 0.265000\n",
-            "\t\t0.156683 0.265000\n",
-            "\t\t0.157789 0.265000\n",
-            "\t\t0.158894 0.265000\n",
-            "\t\t0.160000 0.265000\n"
-          ]
-        }
-      ],
-      "source": [
-        "!cat aero_geometry.dat"
+     "data": {
+      "image/png": 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",
+      "text/plain": [
+       "<Figure size 640x480 with 1 Axes>"
       ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
     }
-  ],
-  "metadata": {
-    "kernelspec": {
-      "display_name": "Python 3.10.6 64-bit",
-      "language": "python",
-      "name": "python3"
-    },
-    "language_info": {
-      "codemirror_mode": {
-        "name": "ipython",
-        "version": 3
-      },
-      "file_extension": ".py",
-      "mimetype": "text/x-python",
-      "name": "python",
-      "nbconvert_exporter": "python",
-      "pygments_lexer": "ipython3",
-      "version": "3.11.5"
-    },
-    "orig_nbformat": 4,
-    "vscode": {
-      "interpreter": {
-        "hash": "b0fa6594d8f4cbf19f97940f81e996739fb7646882a419484c72d19e05852a7e"
-      }
-    },
+   ],
+   "source": [
+    "fig = passage.plot3D()"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {
+    "id": "c0lE7UTbX-sF"
+   },
+   "source": [
+    "The passage data can now be exported to a json or a dat file. If you are using a CFD Program like Numeca or ADS, I encourage you to look at the code for export_dat or json and create your own code to export to the CFD's specific format. Please share the code with others and/or contact me and we can work on including your code in the codebase."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
+    "id": "vZK12wmfX-sM"
+   },
+   "outputs": [],
+   "source": [
+    "passage.export_json()\n",
+    "passage.export_dat()"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": null,
+   "metadata": {
     "colab": {
-      "provenance": []
+     "base_uri": "https://localhost:8080/"
+    },
+    "id": "-MuLADrkX-sM",
+    "outputId": "3cd941d9-6a58-47ef-828b-62ff4266eb23"
+   },
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "NBlades 2\n",
+      "Blade 0\n",
+      "\tnpoints 179\n",
+      "\tnsections 22\n",
+      "\tsection 0\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000000 0.000000 0.200000 0.000000 0.000000 0.200000\n",
+      "\t\t0.000060 0.000456 0.200000 0.000057 -0.000377 0.200000\n",
+      "\t\t0.000182 0.000900 0.200000 0.000201 -0.000729 0.200000\n",
+      "\t\t0.000337 0.001334 0.200000 0.000404 -0.001051 0.200000\n",
+      "\t\t0.000516 0.001758 0.200000 0.000643 -0.001347 0.200000\n",
+      "\t\t0.000716 0.002173 0.200000 0.000905 -0.001622 0.199999\n",
+      "\t\t0.000933 0.002578 0.199999 0.001184 -0.001882 0.199999\n",
+      "\t\t0.001168 0.002975 0.199999 0.001473 -0.002129 0.199998\n",
+      "\t\t0.001418 0.003361 0.199998 0.001771 -0.002366 0.199997\n",
+      "\t\t0.001684 0.003737 0.199998 0.002075 -0.002596 0.199995\n",
+      "\t\t0.001965 0.004101 0.199996 0.002383 -0.002819 0.199992\n",
+      "\t\t0.002263 0.004452 0.199993 0.002694 -0.003038 0.199989\n",
+      "\t\t0.002576 0.004790 0.199990 0.003008 -0.003253 0.199984\n",
+      "\t\t0.002906 0.005111 0.199986 0.003324 -0.003465 0.199978\n",
+      "\t\t0.003251 0.005416 0.199980 0.003642 -0.003675 0.199971\n",
+      "\t\t0.003613 0.005701 0.199971 0.003961 -0.003882 0.199962\n",
+      "\t\t0.003990 0.005964 0.199962 0.004281 -0.004089 0.199952\n",
+      "\t\t0.004383 0.006204 0.199948 0.004601 -0.004295 0.199940\n",
+      "\t\t0.004791 0.006417 0.199932 0.004922 -0.004500 0.199927\n",
+      "\t\t0.005213 0.006602 0.199913 0.005242 -0.004704 0.199912\n",
+      "\t\t0.005646 0.006756 0.199890 0.005563 -0.004909 0.199894\n",
+      "\t\t0.006090 0.006878 0.199863 0.005884 -0.005114 0.199875\n",
+      "\t\t0.006542 0.006967 0.199831 0.006204 -0.005320 0.199855\n",
+      "\t\t0.006999 0.007022 0.199796 0.006524 -0.005526 0.199833\n",
+      "\t\t0.007459 0.007043 0.199758 0.006844 -0.005733 0.199808\n",
+      "\t\t0.007919 0.007030 0.199716 0.007162 -0.005941 0.199783\n",
+      "\t\t0.008378 0.006986 0.199671 0.007481 -0.006150 0.199756\n",
+      "\t\t0.008832 0.006913 0.199624 0.007798 -0.006360 0.199727\n",
+      "\t\t0.009281 0.006811 0.199575 0.008114 -0.006572 0.199697\n",
+      "\t\t0.009723 0.006684 0.199524 0.008430 -0.006784 0.199666\n",
+      "\t\t0.010158 0.006533 0.199472 0.008744 -0.006999 0.199633\n",
+      "\t\t0.010585 0.006362 0.199419 0.009058 -0.007215 0.199599\n",
+      "\t\t0.011004 0.006171 0.199365 0.009370 -0.007432 0.199564\n",
+      "\t\t0.011415 0.005963 0.199311 0.009682 -0.007651 0.199529\n",
+      "\t\t0.011817 0.005739 0.199257 0.009992 -0.007872 0.199492\n",
+      "\t\t0.012212 0.005501 0.199203 0.010300 -0.008094 0.199454\n",
+      "\t\t0.012598 0.005251 0.199148 0.010608 -0.008319 0.199416\n",
+      "\t\t0.012977 0.004989 0.199094 0.010914 -0.008545 0.199377\n",
+      "\t\t0.013348 0.004717 0.199040 0.011219 -0.008773 0.199337\n",
+      "\t\t0.013712 0.004435 0.198987 0.011522 -0.009003 0.199297\n",
+      "\t\t0.014070 0.004145 0.198934 0.011824 -0.009234 0.199256\n",
+      "\t\t0.014421 0.003848 0.198881 0.012125 -0.009468 0.199215\n",
+      "\t\t0.014766 0.003543 0.198828 0.012424 -0.009704 0.199173\n",
+      "\t\t0.015105 0.003231 0.198776 0.012721 -0.009941 0.199131\n",
+      "\t\t0.015438 0.002914 0.198725 0.013017 -0.010180 0.199089\n",
+      "\t\t0.015766 0.002591 0.198674 0.013311 -0.010422 0.199046\n",
+      "\t\t0.016089 0.002263 0.198623 0.013604 -0.010665 0.199003\n",
+      "\t\t0.016407 0.001930 0.198573 0.013895 -0.010910 0.198960\n",
+      "\t\t0.016721 0.001593 0.198523 0.014185 -0.011157 0.198916\n",
+      "\t\t0.017030 0.001252 0.198473 0.014473 -0.011406 0.198873\n",
+      "\t\t0.017335 0.000907 0.198424 0.014759 -0.011657 0.198829\n",
+      "\t\t0.017635 0.000558 0.198376 0.015044 -0.011910 0.198786\n",
+      "\t\t0.017932 0.000206 0.198328 0.015326 -0.012164 0.198742\n",
+      "\t\t0.018225 -0.000149 0.198280 0.015608 -0.012421 0.198698\n",
+      "\t\t0.018514 -0.000507 0.198233 0.015887 -0.012679 0.198655\n",
+      "\t\t0.018800 -0.000868 0.198186 0.016165 -0.012939 0.198611\n",
+      "\t\t0.019083 -0.001231 0.198140 0.016441 -0.013201 0.198567\n",
+      "\t\t0.019363 -0.001597 0.198094 0.016715 -0.013465 0.198524\n",
+      "\t\t0.019639 -0.001965 0.198048 0.016988 -0.013731 0.198480\n",
+      "\t\t0.019912 -0.002335 0.198003 0.017259 -0.013998 0.198437\n",
+      "\t\t0.020183 -0.002708 0.197958 0.017528 -0.014267 0.198393\n",
+      "\t\t0.020451 -0.003082 0.197914 0.017796 -0.014538 0.198350\n",
+      "\t\t0.020716 -0.003458 0.197870 0.018062 -0.014810 0.198307\n",
+      "\t\t0.020979 -0.003836 0.197826 0.018326 -0.015085 0.198264\n",
+      "\t\t0.021239 -0.004216 0.197782 0.018588 -0.015360 0.198221\n",
+      "\t\t0.021496 -0.004598 0.197739 0.018849 -0.015638 0.198178\n",
+      "\t\t0.021752 -0.004981 0.197697 0.019107 -0.015917 0.198136\n",
+      "\t\t0.022005 -0.005365 0.197654 0.019365 -0.016197 0.198093\n",
+      "\t\t0.022256 -0.005751 0.197612 0.019620 -0.016479 0.198051\n",
+      "\t\t0.022504 -0.006139 0.197570 0.019874 -0.016763 0.198009\n",
+      "\t\t0.022751 -0.006527 0.197529 0.020126 -0.017048 0.197968\n",
+      "\t\t0.022996 -0.006917 0.197488 0.020376 -0.017335 0.197926\n",
+      "\t\t0.023238 -0.007308 0.197447 0.020625 -0.017623 0.197885\n",
+      "\t\t0.023479 -0.007701 0.197406 0.020872 -0.017913 0.197843\n",
+      "\t\t0.023718 -0.008094 0.197366 0.021118 -0.018203 0.197802\n",
+      "\t\t0.023955 -0.008489 0.197326 0.021361 -0.018496 0.197762\n",
+      "\t\t0.024191 -0.008884 0.197287 0.021603 -0.018789 0.197721\n",
+      "\t\t0.024424 -0.009281 0.197247 0.021844 -0.019085 0.197681\n",
+      "\t\t0.024656 -0.009679 0.197208 0.022083 -0.019381 0.197641\n",
+      "\t\t0.024886 -0.010077 0.197169 0.022320 -0.019678 0.197601\n",
+      "\t\t0.025115 -0.010477 0.197131 0.022556 -0.019977 0.197562\n",
+      "\t\t0.025342 -0.010877 0.197092 0.022790 -0.020278 0.197522\n",
+      "\t\t0.025568 -0.011279 0.197054 0.023022 -0.020579 0.197483\n",
+      "\t\t0.025792 -0.011681 0.197017 0.023253 -0.020881 0.197444\n",
+      "\t\t0.026014 -0.012084 0.196979 0.023483 -0.021185 0.197406\n",
+      "\t\t0.026235 -0.012488 0.196942 0.023710 -0.021490 0.197367\n",
+      "\t\t0.026455 -0.012892 0.196905 0.023937 -0.021796 0.197329\n",
+      "\t\t0.026673 -0.013298 0.196868 0.024161 -0.022103 0.197292\n",
+      "\t\t0.026890 -0.013704 0.196832 0.024385 -0.022412 0.197254\n",
+      "\t\t0.027106 -0.014110 0.196796 0.024606 -0.022721 0.197217\n",
+      "\t\t0.027320 -0.014518 0.196760 0.024827 -0.023031 0.197179\n",
+      "\t\t0.027533 -0.014926 0.196724 0.025045 -0.023343 0.197142\n",
+      "\t\t0.027744 -0.015335 0.196688 0.025263 -0.023655 0.197106\n",
+      "\t\t0.027954 -0.015744 0.196653 0.025479 -0.023969 0.197069\n",
+      "\t\t0.028163 -0.016155 0.196618 0.025693 -0.024283 0.197033\n",
+      "\t\t0.028371 -0.016565 0.196583 0.025906 -0.024599 0.196997\n",
+      "\t\t0.028578 -0.016977 0.196548 0.026118 -0.024915 0.196962\n",
+      "\t\t0.028783 -0.017389 0.196514 0.026328 -0.025232 0.196926\n",
+      "\t\t0.028987 -0.017801 0.196480 0.026537 -0.025551 0.196891\n",
+      "\t\t0.029190 -0.018215 0.196446 0.026744 -0.025870 0.196856\n",
+      "\t\t0.029392 -0.018628 0.196412 0.026950 -0.026190 0.196822\n",
+      "\t\t0.029593 -0.019043 0.196379 0.027155 -0.026511 0.196787\n",
+      "\t\t0.029792 -0.019458 0.196346 0.027358 -0.026832 0.196753\n",
+      "\t\t0.029990 -0.019873 0.196313 0.027560 -0.027155 0.196719\n",
+      "\t\t0.030187 -0.020289 0.196280 0.027761 -0.027478 0.196685\n",
+      "\t\t0.030384 -0.020706 0.196247 0.027961 -0.027802 0.196652\n",
+      "\t\t0.030578 -0.021123 0.196215 0.028159 -0.028127 0.196619\n",
+      "\t\t0.030772 -0.021540 0.196183 0.028356 -0.028453 0.196586\n",
+      "\t\t0.030965 -0.021958 0.196151 0.028551 -0.028780 0.196553\n",
+      "\t\t0.031157 -0.022377 0.196119 0.028745 -0.029107 0.196520\n",
+      "\t\t0.031347 -0.022796 0.196088 0.028939 -0.029435 0.196488\n",
+      "\t\t0.031536 -0.023216 0.196056 0.029130 -0.029764 0.196456\n",
+      "\t\t0.031725 -0.023636 0.196025 0.029321 -0.030093 0.196424\n",
+      "\t\t0.031912 -0.024056 0.195994 0.029510 -0.030423 0.196393\n",
+      "\t\t0.032098 -0.024477 0.195964 0.029698 -0.030754 0.196361\n",
+      "\t\t0.032283 -0.024899 0.195933 0.029885 -0.031086 0.196330\n",
+      "\t\t0.032467 -0.025321 0.195903 0.030071 -0.031418 0.196299\n",
+      "\t\t0.032649 -0.025743 0.195873 0.030256 -0.031751 0.196268\n",
+      "\t\t0.032831 -0.026167 0.195844 0.030439 -0.032084 0.196238\n",
+      "\t\t0.033011 -0.026590 0.195814 0.030621 -0.032418 0.196208\n",
+      "\t\t0.033191 -0.027014 0.195785 0.030803 -0.032753 0.196178\n",
+      "\t\t0.033369 -0.027439 0.195756 0.030983 -0.033089 0.196148\n",
+      "\t\t0.033546 -0.027863 0.195727 0.031161 -0.033425 0.196118\n",
+      "\t\t0.033722 -0.028289 0.195698 0.031339 -0.033761 0.196089\n",
+      "\t\t0.033896 -0.028715 0.195670 0.031516 -0.034098 0.196060\n",
+      "\t\t0.034070 -0.029141 0.195642 0.031691 -0.034436 0.196031\n",
+      "\t\t0.034242 -0.029568 0.195614 0.031866 -0.034774 0.196002\n",
+      "\t\t0.034413 -0.029996 0.195587 0.032039 -0.035113 0.195974\n",
+      "\t\t0.034582 -0.030424 0.195559 0.032211 -0.035453 0.195945\n",
+      "\t\t0.034751 -0.030852 0.195532 0.032382 -0.035793 0.195917\n",
+      "\t\t0.034917 -0.031281 0.195505 0.032552 -0.036133 0.195889\n",
+      "\t\t0.035083 -0.031711 0.195479 0.032721 -0.036474 0.195862\n",
+      "\t\t0.035247 -0.032141 0.195452 0.032889 -0.036816 0.195834\n",
+      "\t\t0.035410 -0.032571 0.195426 0.033056 -0.037158 0.195807\n",
+      "\t\t0.035571 -0.033003 0.195401 0.033222 -0.037501 0.195780\n",
+      "\t\t0.035731 -0.033434 0.195375 0.033387 -0.037844 0.195753\n",
+      "\t\t0.035889 -0.033867 0.195350 0.033551 -0.038187 0.195726\n",
+      "\t\t0.036045 -0.034300 0.195325 0.033713 -0.038531 0.195700\n",
+      "\t\t0.036200 -0.034733 0.195301 0.033875 -0.038876 0.195674\n",
+      "\t\t0.036353 -0.035167 0.195276 0.034036 -0.039221 0.195648\n",
+      "\t\t0.036504 -0.035602 0.195253 0.034196 -0.039566 0.195622\n",
+      "\t\t0.036654 -0.036038 0.195229 0.034354 -0.039912 0.195596\n",
+      "\t\t0.036801 -0.036474 0.195206 0.034512 -0.040259 0.195571\n",
+      "\t\t0.036946 -0.036911 0.195183 0.034669 -0.040605 0.195545\n",
+      "\t\t0.037090 -0.037348 0.195160 0.034825 -0.040953 0.195520\n",
+      "\t\t0.037231 -0.037786 0.195138 0.034979 -0.041300 0.195495\n",
+      "\t\t0.037370 -0.038225 0.195116 0.035133 -0.041649 0.195471\n",
+      "\t\t0.037507 -0.038664 0.195095 0.035286 -0.041997 0.195446\n",
+      "\t\t0.037642 -0.039105 0.195074 0.035438 -0.042346 0.195422\n",
+      "\t\t0.037775 -0.039545 0.195053 0.035589 -0.042696 0.195398\n",
+      "\t\t0.037907 -0.039986 0.195033 0.035739 -0.043045 0.195374\n",
+      "\t\t0.038036 -0.040428 0.195013 0.035888 -0.043396 0.195350\n",
+      "\t\t0.038165 -0.040870 0.194993 0.036036 -0.043746 0.195327\n",
+      "\t\t0.038291 -0.041313 0.194973 0.036183 -0.044097 0.195303\n",
+      "\t\t0.038417 -0.041756 0.194954 0.036329 -0.044449 0.195280\n",
+      "\t\t0.038542 -0.042199 0.194935 0.036474 -0.044801 0.195257\n",
+      "\t\t0.038667 -0.042642 0.194916 0.036618 -0.045153 0.195235\n",
+      "\t\t0.038791 -0.043085 0.194897 0.036762 -0.045506 0.195212\n",
+      "\t\t0.038914 -0.043529 0.194878 0.036904 -0.045859 0.195190\n",
+      "\t\t0.039037 -0.043972 0.194859 0.037045 -0.046212 0.195167\n",
+      "\t\t0.039160 -0.044416 0.194840 0.037186 -0.046566 0.195145\n",
+      "\t\t0.039283 -0.044860 0.194821 0.037325 -0.046920 0.195123\n",
+      "\t\t0.039406 -0.045303 0.194803 0.037464 -0.047274 0.195102\n",
+      "\t\t0.039529 -0.045747 0.194784 0.037602 -0.047629 0.195080\n",
+      "\t\t0.039652 -0.046191 0.194765 0.037739 -0.047984 0.195059\n",
+      "\t\t0.039775 -0.046634 0.194747 0.037874 -0.048340 0.195038\n",
+      "\t\t0.039897 -0.047078 0.194728 0.038009 -0.048696 0.195017\n",
+      "\t\t0.040020 -0.047522 0.194710 0.038144 -0.049052 0.194996\n",
+      "\t\t0.040143 -0.047965 0.194691 0.038277 -0.049408 0.194975\n",
+      "\t\t0.040266 -0.048409 0.194673 0.038409 -0.049765 0.194955\n",
+      "\t\t0.040389 -0.048853 0.194655 0.038541 -0.050122 0.194935\n",
+      "\t\t0.040511 -0.049296 0.194636 0.038672 -0.050480 0.194915\n",
+      "\t\t0.040634 -0.049740 0.194618 0.038802 -0.050837 0.194895\n",
+      "\t\t0.040758 -0.050183 0.194600 0.038931 -0.051196 0.194875\n",
+      "\t\t0.040884 -0.050626 0.194581 0.039065 -0.051552 0.194855\n",
+      "\t\t0.040992 -0.051073 0.194565 0.039263 -0.051874 0.194824\n",
+      "\t\t0.040944 -0.051527 0.194572 0.039567 -0.052099 0.194778\n",
+      "\t\t0.040699 -0.051912 0.194608 0.039933 -0.052195 0.194723\n",
+      "\t\t0.040309 -0.052149 0.194667 0.040309 -0.052149 0.194667\n",
+      "\tsection 1\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000000 0.000000 0.200000 0.000000 0.000000 0.200000\n",
+      "\t\t0.000060 0.000456 0.200000 0.000057 -0.000377 0.200000\n",
+      "\t\t0.000182 0.000900 0.200000 0.000201 -0.000729 0.200000\n",
+      "\t\t0.000337 0.001334 0.200000 0.000404 -0.001051 0.200000\n",
+      "\t\t0.000516 0.001758 0.200000 0.000643 -0.001347 0.200000\n",
+      "\t\t0.000716 0.002173 0.200000 0.000905 -0.001622 0.199999\n",
+      "\t\t0.000933 0.002578 0.199999 0.001184 -0.001882 0.199999\n",
+      "\t\t0.001168 0.002975 0.199999 0.001473 -0.002129 0.199998\n",
+      "\t\t0.001418 0.003361 0.199998 0.001771 -0.002366 0.199997\n",
+      "\t\t0.001684 0.003737 0.199998 0.002075 -0.002596 0.199995\n",
+      "\t\t0.001965 0.004101 0.199996 0.002383 -0.002819 0.199992\n",
+      "\t\t0.002263 0.004452 0.199993 0.002694 -0.003038 0.199989\n",
+      "\t\t0.002576 0.004790 0.199990 0.003008 -0.003253 0.199984\n",
+      "\t\t0.002906 0.005111 0.199986 0.003324 -0.003465 0.199978\n",
+      "\t\t0.003251 0.005416 0.199980 0.003642 -0.003675 0.199971\n",
+      "\t\t0.003613 0.005701 0.199971 0.003961 -0.003882 0.199962\n",
+      "\t\t0.003990 0.005964 0.199962 0.004281 -0.004089 0.199952\n",
+      "\t\t0.004383 0.006204 0.199948 0.004601 -0.004295 0.199940\n",
+      "\t\t0.004791 0.006417 0.199932 0.004922 -0.004500 0.199927\n",
+      "\t\t0.005213 0.006602 0.199913 0.005242 -0.004704 0.199912\n",
+      "\t\t0.005646 0.006756 0.199890 0.005563 -0.004909 0.199894\n",
+      "\t\t0.006090 0.006878 0.199863 0.005884 -0.005114 0.199875\n",
+      "\t\t0.006542 0.006967 0.199831 0.006204 -0.005320 0.199855\n",
+      "\t\t0.006999 0.007022 0.199796 0.006524 -0.005526 0.199833\n",
+      "\t\t0.007459 0.007043 0.199758 0.006844 -0.005733 0.199808\n",
+      "\t\t0.007919 0.007030 0.199716 0.007162 -0.005941 0.199783\n",
+      "\t\t0.008378 0.006986 0.199671 0.007481 -0.006150 0.199756\n",
+      "\t\t0.008832 0.006913 0.199624 0.007798 -0.006360 0.199727\n",
+      "\t\t0.009281 0.006811 0.199575 0.008114 -0.006572 0.199697\n",
+      "\t\t0.009723 0.006684 0.199524 0.008430 -0.006784 0.199666\n",
+      "\t\t0.010158 0.006533 0.199472 0.008744 -0.006999 0.199633\n",
+      "\t\t0.010585 0.006362 0.199419 0.009058 -0.007215 0.199599\n",
+      "\t\t0.011004 0.006171 0.199365 0.009370 -0.007432 0.199564\n",
+      "\t\t0.011415 0.005963 0.199311 0.009682 -0.007651 0.199529\n",
+      "\t\t0.011817 0.005739 0.199257 0.009992 -0.007872 0.199492\n",
+      "\t\t0.012212 0.005501 0.199203 0.010300 -0.008094 0.199454\n",
+      "\t\t0.012598 0.005251 0.199148 0.010608 -0.008319 0.199416\n",
+      "\t\t0.012977 0.004989 0.199094 0.010914 -0.008545 0.199377\n",
+      "\t\t0.013348 0.004717 0.199040 0.011219 -0.008773 0.199337\n",
+      "\t\t0.013712 0.004435 0.198987 0.011522 -0.009003 0.199297\n",
+      "\t\t0.014070 0.004145 0.198934 0.011824 -0.009234 0.199256\n",
+      "\t\t0.014421 0.003848 0.198881 0.012125 -0.009468 0.199215\n",
+      "\t\t0.014766 0.003543 0.198828 0.012424 -0.009704 0.199173\n",
+      "\t\t0.015105 0.003231 0.198776 0.012721 -0.009941 0.199131\n",
+      "\t\t0.015438 0.002914 0.198725 0.013017 -0.010180 0.199089\n",
+      "\t\t0.015766 0.002591 0.198674 0.013311 -0.010422 0.199046\n",
+      "\t\t0.016089 0.002263 0.198623 0.013604 -0.010665 0.199003\n",
+      "\t\t0.016407 0.001930 0.198573 0.013895 -0.010910 0.198960\n",
+      "\t\t0.016721 0.001593 0.198523 0.014185 -0.011157 0.198916\n",
+      "\t\t0.017030 0.001252 0.198473 0.014473 -0.011406 0.198873\n",
+      "\t\t0.017335 0.000907 0.198424 0.014759 -0.011657 0.198829\n",
+      "\t\t0.017635 0.000558 0.198376 0.015044 -0.011910 0.198786\n",
+      "\t\t0.017932 0.000206 0.198328 0.015326 -0.012164 0.198742\n",
+      "\t\t0.018225 -0.000149 0.198280 0.015608 -0.012421 0.198698\n",
+      "\t\t0.018514 -0.000507 0.198233 0.015887 -0.012679 0.198655\n",
+      "\t\t0.018800 -0.000868 0.198186 0.016165 -0.012939 0.198611\n",
+      "\t\t0.019083 -0.001231 0.198140 0.016441 -0.013201 0.198567\n",
+      "\t\t0.019363 -0.001597 0.198094 0.016715 -0.013465 0.198524\n",
+      "\t\t0.019639 -0.001965 0.198048 0.016988 -0.013731 0.198480\n",
+      "\t\t0.019912 -0.002335 0.198003 0.017259 -0.013998 0.198437\n",
+      "\t\t0.020183 -0.002708 0.197958 0.017528 -0.014267 0.198393\n",
+      "\t\t0.020451 -0.003082 0.197914 0.017796 -0.014538 0.198350\n",
+      "\t\t0.020716 -0.003458 0.197870 0.018062 -0.014810 0.198307\n",
+      "\t\t0.020979 -0.003836 0.197826 0.018326 -0.015085 0.198264\n",
+      "\t\t0.021239 -0.004216 0.197782 0.018588 -0.015360 0.198221\n",
+      "\t\t0.021496 -0.004598 0.197739 0.018849 -0.015638 0.198178\n",
+      "\t\t0.021752 -0.004981 0.197697 0.019107 -0.015917 0.198136\n",
+      "\t\t0.022005 -0.005365 0.197654 0.019365 -0.016197 0.198093\n",
+      "\t\t0.022256 -0.005751 0.197612 0.019620 -0.016479 0.198051\n",
+      "\t\t0.022504 -0.006139 0.197570 0.019874 -0.016763 0.198009\n",
+      "\t\t0.022751 -0.006527 0.197529 0.020126 -0.017048 0.197968\n",
+      "\t\t0.022996 -0.006917 0.197488 0.020376 -0.017335 0.197926\n",
+      "\t\t0.023238 -0.007308 0.197447 0.020625 -0.017623 0.197885\n",
+      "\t\t0.023479 -0.007701 0.197406 0.020872 -0.017913 0.197843\n",
+      "\t\t0.023718 -0.008094 0.197366 0.021118 -0.018203 0.197802\n",
+      "\t\t0.023955 -0.008489 0.197326 0.021361 -0.018496 0.197762\n",
+      "\t\t0.024191 -0.008884 0.197287 0.021603 -0.018789 0.197721\n",
+      "\t\t0.024424 -0.009281 0.197247 0.021844 -0.019085 0.197681\n",
+      "\t\t0.024656 -0.009679 0.197208 0.022083 -0.019381 0.197641\n",
+      "\t\t0.024886 -0.010077 0.197169 0.022320 -0.019678 0.197601\n",
+      "\t\t0.025115 -0.010477 0.197131 0.022556 -0.019977 0.197562\n",
+      "\t\t0.025342 -0.010877 0.197092 0.022790 -0.020278 0.197522\n",
+      "\t\t0.025568 -0.011279 0.197054 0.023022 -0.020579 0.197483\n",
+      "\t\t0.025792 -0.011681 0.197017 0.023253 -0.020881 0.197444\n",
+      "\t\t0.026014 -0.012084 0.196979 0.023483 -0.021185 0.197406\n",
+      "\t\t0.026235 -0.012488 0.196942 0.023710 -0.021490 0.197367\n",
+      "\t\t0.026455 -0.012892 0.196905 0.023937 -0.021796 0.197329\n",
+      "\t\t0.026673 -0.013298 0.196868 0.024161 -0.022103 0.197292\n",
+      "\t\t0.026890 -0.013704 0.196832 0.024385 -0.022412 0.197254\n",
+      "\t\t0.027106 -0.014110 0.196796 0.024606 -0.022721 0.197217\n",
+      "\t\t0.027320 -0.014518 0.196760 0.024827 -0.023031 0.197179\n",
+      "\t\t0.027533 -0.014926 0.196724 0.025045 -0.023343 0.197142\n",
+      "\t\t0.027744 -0.015335 0.196688 0.025263 -0.023655 0.197106\n",
+      "\t\t0.027954 -0.015744 0.196653 0.025479 -0.023969 0.197069\n",
+      "\t\t0.028163 -0.016155 0.196618 0.025693 -0.024283 0.197033\n",
+      "\t\t0.028371 -0.016565 0.196583 0.025906 -0.024599 0.196997\n",
+      "\t\t0.028578 -0.016977 0.196548 0.026118 -0.024915 0.196962\n",
+      "\t\t0.028783 -0.017389 0.196514 0.026328 -0.025232 0.196926\n",
+      "\t\t0.028987 -0.017801 0.196480 0.026537 -0.025551 0.196891\n",
+      "\t\t0.029190 -0.018215 0.196446 0.026744 -0.025870 0.196856\n",
+      "\t\t0.029392 -0.018628 0.196412 0.026950 -0.026190 0.196822\n",
+      "\t\t0.029593 -0.019043 0.196379 0.027155 -0.026511 0.196787\n",
+      "\t\t0.029792 -0.019458 0.196346 0.027358 -0.026832 0.196753\n",
+      "\t\t0.029990 -0.019873 0.196313 0.027560 -0.027155 0.196719\n",
+      "\t\t0.030187 -0.020289 0.196280 0.027761 -0.027478 0.196685\n",
+      "\t\t0.030384 -0.020706 0.196247 0.027961 -0.027802 0.196652\n",
+      "\t\t0.030578 -0.021123 0.196215 0.028159 -0.028127 0.196619\n",
+      "\t\t0.030772 -0.021540 0.196183 0.028356 -0.028453 0.196586\n",
+      "\t\t0.030965 -0.021958 0.196151 0.028551 -0.028780 0.196553\n",
+      "\t\t0.031157 -0.022377 0.196119 0.028745 -0.029107 0.196520\n",
+      "\t\t0.031347 -0.022796 0.196088 0.028939 -0.029435 0.196488\n",
+      "\t\t0.031536 -0.023216 0.196056 0.029130 -0.029764 0.196456\n",
+      "\t\t0.031725 -0.023636 0.196025 0.029321 -0.030093 0.196424\n",
+      "\t\t0.031912 -0.024056 0.195994 0.029510 -0.030423 0.196393\n",
+      "\t\t0.032098 -0.024477 0.195964 0.029698 -0.030754 0.196361\n",
+      "\t\t0.032283 -0.024899 0.195933 0.029885 -0.031086 0.196330\n",
+      "\t\t0.032467 -0.025321 0.195903 0.030071 -0.031418 0.196299\n",
+      "\t\t0.032649 -0.025743 0.195873 0.030256 -0.031751 0.196268\n",
+      "\t\t0.032831 -0.026167 0.195844 0.030439 -0.032084 0.196238\n",
+      "\t\t0.033011 -0.026590 0.195814 0.030621 -0.032418 0.196208\n",
+      "\t\t0.033191 -0.027014 0.195785 0.030803 -0.032753 0.196178\n",
+      "\t\t0.033369 -0.027439 0.195756 0.030983 -0.033089 0.196148\n",
+      "\t\t0.033546 -0.027863 0.195727 0.031161 -0.033425 0.196118\n",
+      "\t\t0.033722 -0.028289 0.195698 0.031339 -0.033761 0.196089\n",
+      "\t\t0.033896 -0.028715 0.195670 0.031516 -0.034098 0.196060\n",
+      "\t\t0.034070 -0.029141 0.195642 0.031691 -0.034436 0.196031\n",
+      "\t\t0.034242 -0.029568 0.195614 0.031866 -0.034774 0.196002\n",
+      "\t\t0.034413 -0.029996 0.195587 0.032039 -0.035113 0.195974\n",
+      "\t\t0.034582 -0.030424 0.195559 0.032211 -0.035453 0.195945\n",
+      "\t\t0.034751 -0.030852 0.195532 0.032382 -0.035793 0.195917\n",
+      "\t\t0.034917 -0.031281 0.195505 0.032552 -0.036133 0.195889\n",
+      "\t\t0.035083 -0.031711 0.195479 0.032721 -0.036474 0.195862\n",
+      "\t\t0.035247 -0.032141 0.195452 0.032889 -0.036816 0.195834\n",
+      "\t\t0.035410 -0.032571 0.195426 0.033056 -0.037158 0.195807\n",
+      "\t\t0.035571 -0.033003 0.195401 0.033222 -0.037501 0.195780\n",
+      "\t\t0.035731 -0.033434 0.195375 0.033387 -0.037844 0.195753\n",
+      "\t\t0.035889 -0.033867 0.195350 0.033551 -0.038187 0.195726\n",
+      "\t\t0.036045 -0.034300 0.195325 0.033713 -0.038531 0.195700\n",
+      "\t\t0.036200 -0.034733 0.195301 0.033875 -0.038876 0.195674\n",
+      "\t\t0.036353 -0.035167 0.195276 0.034036 -0.039221 0.195648\n",
+      "\t\t0.036504 -0.035602 0.195253 0.034196 -0.039566 0.195622\n",
+      "\t\t0.036654 -0.036038 0.195229 0.034354 -0.039912 0.195596\n",
+      "\t\t0.036801 -0.036474 0.195206 0.034512 -0.040259 0.195571\n",
+      "\t\t0.036946 -0.036911 0.195183 0.034669 -0.040605 0.195545\n",
+      "\t\t0.037090 -0.037348 0.195160 0.034825 -0.040953 0.195520\n",
+      "\t\t0.037231 -0.037786 0.195138 0.034979 -0.041300 0.195495\n",
+      "\t\t0.037370 -0.038225 0.195116 0.035133 -0.041649 0.195471\n",
+      "\t\t0.037507 -0.038664 0.195095 0.035286 -0.041997 0.195446\n",
+      "\t\t0.037642 -0.039105 0.195074 0.035438 -0.042346 0.195422\n",
+      "\t\t0.037775 -0.039545 0.195053 0.035589 -0.042696 0.195398\n",
+      "\t\t0.037907 -0.039986 0.195033 0.035739 -0.043045 0.195374\n",
+      "\t\t0.038036 -0.040428 0.195013 0.035888 -0.043396 0.195350\n",
+      "\t\t0.038165 -0.040870 0.194993 0.036036 -0.043746 0.195327\n",
+      "\t\t0.038291 -0.041313 0.194973 0.036183 -0.044097 0.195303\n",
+      "\t\t0.038417 -0.041756 0.194954 0.036329 -0.044449 0.195280\n",
+      "\t\t0.038542 -0.042199 0.194935 0.036474 -0.044801 0.195257\n",
+      "\t\t0.038667 -0.042642 0.194916 0.036618 -0.045153 0.195235\n",
+      "\t\t0.038791 -0.043085 0.194897 0.036762 -0.045506 0.195212\n",
+      "\t\t0.038914 -0.043529 0.194878 0.036904 -0.045859 0.195190\n",
+      "\t\t0.039037 -0.043972 0.194859 0.037045 -0.046212 0.195167\n",
+      "\t\t0.039160 -0.044416 0.194840 0.037186 -0.046566 0.195145\n",
+      "\t\t0.039283 -0.044860 0.194821 0.037325 -0.046920 0.195123\n",
+      "\t\t0.039406 -0.045303 0.194803 0.037464 -0.047274 0.195102\n",
+      "\t\t0.039529 -0.045747 0.194784 0.037602 -0.047629 0.195080\n",
+      "\t\t0.039652 -0.046191 0.194765 0.037739 -0.047984 0.195059\n",
+      "\t\t0.039775 -0.046634 0.194747 0.037874 -0.048340 0.195038\n",
+      "\t\t0.039897 -0.047078 0.194728 0.038009 -0.048696 0.195017\n",
+      "\t\t0.040020 -0.047522 0.194710 0.038144 -0.049052 0.194996\n",
+      "\t\t0.040143 -0.047965 0.194691 0.038277 -0.049408 0.194975\n",
+      "\t\t0.040266 -0.048409 0.194673 0.038409 -0.049765 0.194955\n",
+      "\t\t0.040389 -0.048853 0.194655 0.038541 -0.050122 0.194935\n",
+      "\t\t0.040511 -0.049296 0.194636 0.038672 -0.050480 0.194915\n",
+      "\t\t0.040634 -0.049740 0.194618 0.038802 -0.050837 0.194895\n",
+      "\t\t0.040758 -0.050183 0.194600 0.038931 -0.051196 0.194875\n",
+      "\t\t0.040884 -0.050626 0.194581 0.039065 -0.051552 0.194855\n",
+      "\t\t0.040992 -0.051073 0.194565 0.039263 -0.051874 0.194824\n",
+      "\t\t0.040944 -0.051527 0.194572 0.039567 -0.052099 0.194778\n",
+      "\t\t0.040699 -0.051912 0.194608 0.039933 -0.052195 0.194723\n",
+      "\t\t0.040309 -0.052149 0.194667 0.040309 -0.052149 0.194667\n",
+      "\tsection 2\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000194 -0.000038 0.202632 0.000194 -0.000038 0.202632\n",
+      "\t\t0.000253 0.000416 0.202632 0.000249 -0.000413 0.202632\n",
+      "\t\t0.000372 0.000857 0.202632 0.000388 -0.000763 0.202632\n",
+      "\t\t0.000525 0.001288 0.202632 0.000587 -0.001085 0.202632\n",
+      "\t\t0.000702 0.001710 0.202632 0.000822 -0.001380 0.202631\n",
+      "\t\t0.000900 0.002122 0.202631 0.001082 -0.001655 0.202631\n",
+      "\t\t0.001115 0.002526 0.202631 0.001357 -0.001914 0.202631\n",
+      "\t\t0.001346 0.002920 0.202631 0.001644 -0.002161 0.202630\n",
+      "\t\t0.001594 0.003304 0.202630 0.001939 -0.002397 0.202629\n",
+      "\t\t0.001858 0.003678 0.202629 0.002240 -0.002626 0.202627\n",
+      "\t\t0.002137 0.004040 0.202628 0.002545 -0.002849 0.202624\n",
+      "\t\t0.002431 0.004390 0.202625 0.002854 -0.003067 0.202621\n",
+      "\t\t0.002742 0.004725 0.202622 0.003166 -0.003281 0.202617\n",
+      "\t\t0.003069 0.005045 0.202619 0.003480 -0.003491 0.202612\n",
+      "\t\t0.003411 0.005348 0.202613 0.003795 -0.003700 0.202605\n",
+      "\t\t0.003770 0.005632 0.202606 0.004112 -0.003906 0.202598\n",
+      "\t\t0.004144 0.005894 0.202597 0.004430 -0.004112 0.202589\n",
+      "\t\t0.004535 0.006132 0.202586 0.004748 -0.004316 0.202578\n",
+      "\t\t0.004940 0.006345 0.202572 0.005066 -0.004520 0.202566\n",
+      "\t\t0.005358 0.006529 0.202555 0.005385 -0.004724 0.202553\n",
+      "\t\t0.005789 0.006682 0.202534 0.005703 -0.004927 0.202538\n",
+      "\t\t0.006230 0.006804 0.202510 0.006022 -0.005131 0.202521\n",
+      "\t\t0.006678 0.006892 0.202483 0.006340 -0.005335 0.202503\n",
+      "\t\t0.007132 0.006946 0.202452 0.006657 -0.005540 0.202483\n",
+      "\t\t0.007589 0.006967 0.202419 0.006975 -0.005746 0.202461\n",
+      "\t\t0.008046 0.006953 0.202382 0.007291 -0.005952 0.202439\n",
+      "\t\t0.008501 0.006910 0.202343 0.007607 -0.006160 0.202415\n",
+      "\t\t0.008953 0.006836 0.202302 0.007922 -0.006369 0.202390\n",
+      "\t\t0.009398 0.006734 0.202259 0.008237 -0.006579 0.202363\n",
+      "\t\t0.009838 0.006607 0.202215 0.008550 -0.006791 0.202335\n",
+      "\t\t0.010269 0.006457 0.202170 0.008862 -0.007004 0.202307\n",
+      "\t\t0.010693 0.006286 0.202124 0.009174 -0.007218 0.202277\n",
+      "\t\t0.011109 0.006096 0.202077 0.009484 -0.007434 0.202246\n",
+      "\t\t0.011517 0.005888 0.202031 0.009793 -0.007652 0.202215\n",
+      "\t\t0.011916 0.005666 0.201984 0.010101 -0.007871 0.202183\n",
+      "\t\t0.012307 0.005429 0.201938 0.010408 -0.008092 0.202150\n",
+      "\t\t0.012691 0.005180 0.201892 0.010713 -0.008315 0.202116\n",
+      "\t\t0.013066 0.004919 0.201846 0.011017 -0.008540 0.202082\n",
+      "\t\t0.013435 0.004648 0.201800 0.011320 -0.008766 0.202048\n",
+      "\t\t0.013796 0.004368 0.201755 0.011621 -0.008995 0.202013\n",
+      "\t\t0.014151 0.004080 0.201711 0.011921 -0.009225 0.201978\n",
+      "\t\t0.014499 0.003784 0.201667 0.012219 -0.009457 0.201942\n",
+      "\t\t0.014842 0.003481 0.201623 0.012516 -0.009691 0.201906\n",
+      "\t\t0.015178 0.003171 0.201580 0.012812 -0.009927 0.201870\n",
+      "\t\t0.015509 0.002855 0.201537 0.013106 -0.010165 0.201834\n",
+      "\t\t0.015835 0.002534 0.201495 0.013398 -0.010405 0.201798\n",
+      "\t\t0.016155 0.002208 0.201454 0.013689 -0.010646 0.201761\n",
+      "\t\t0.016471 0.001877 0.201413 0.013978 -0.010890 0.201725\n",
+      "\t\t0.016782 0.001542 0.201372 0.014265 -0.011135 0.201688\n",
+      "\t\t0.017088 0.001203 0.201332 0.014551 -0.011383 0.201652\n",
+      "\t\t0.017391 0.000860 0.201293 0.014836 -0.011632 0.201615\n",
+      "\t\t0.017689 0.000514 0.201254 0.015118 -0.011883 0.201579\n",
+      "\t\t0.017984 0.000164 0.201216 0.015399 -0.012136 0.201543\n",
+      "\t\t0.018275 -0.000189 0.201178 0.015678 -0.012391 0.201506\n",
+      "\t\t0.018562 -0.000545 0.201141 0.015956 -0.012648 0.201470\n",
+      "\t\t0.018846 -0.000903 0.201104 0.016232 -0.012906 0.201434\n",
+      "\t\t0.019126 -0.001264 0.201068 0.016506 -0.013166 0.201399\n",
+      "\t\t0.019404 -0.001627 0.201033 0.016779 -0.013428 0.201363\n",
+      "\t\t0.019678 -0.001993 0.200997 0.017050 -0.013692 0.201328\n",
+      "\t\t0.019950 -0.002361 0.200963 0.017319 -0.013958 0.201293\n",
+      "\t\t0.020218 -0.002731 0.200928 0.017586 -0.014225 0.201258\n",
+      "\t\t0.020484 -0.003103 0.200894 0.017852 -0.014494 0.201223\n",
+      "\t\t0.020748 -0.003477 0.200861 0.018116 -0.014765 0.201189\n",
+      "\t\t0.021008 -0.003852 0.200828 0.018378 -0.015037 0.201155\n",
+      "\t\t0.021267 -0.004230 0.200795 0.018639 -0.015311 0.201121\n",
+      "\t\t0.021523 -0.004609 0.200762 0.018898 -0.015586 0.201088\n",
+      "\t\t0.021776 -0.004989 0.200730 0.019155 -0.015863 0.201054\n",
+      "\t\t0.022028 -0.005371 0.200699 0.019410 -0.016142 0.201021\n",
+      "\t\t0.022277 -0.005754 0.200667 0.019664 -0.016422 0.200989\n",
+      "\t\t0.022524 -0.006139 0.200636 0.019916 -0.016704 0.200957\n",
+      "\t\t0.022769 -0.006525 0.200606 0.020167 -0.016987 0.200925\n",
+      "\t\t0.023012 -0.006912 0.200575 0.020416 -0.017272 0.200893\n",
+      "\t\t0.023253 -0.007301 0.200545 0.020663 -0.017558 0.200861\n",
+      "\t\t0.023492 -0.007691 0.200515 0.020908 -0.017845 0.200830\n",
+      "\t\t0.023730 -0.008081 0.200485 0.021152 -0.018134 0.200800\n",
+      "\t\t0.023965 -0.008473 0.200456 0.021395 -0.018425 0.200769\n",
+      "\t\t0.024199 -0.008866 0.200427 0.021635 -0.018716 0.200739\n",
+      "\t\t0.024431 -0.009260 0.200397 0.021874 -0.019009 0.200709\n",
+      "\t\t0.024662 -0.009655 0.200369 0.022112 -0.019303 0.200679\n",
+      "\t\t0.024891 -0.010051 0.200340 0.022347 -0.019599 0.200650\n",
+      "\t\t0.025118 -0.010448 0.200311 0.022582 -0.019896 0.200621\n",
+      "\t\t0.025344 -0.010845 0.200283 0.022814 -0.020193 0.200592\n",
+      "\t\t0.025568 -0.011244 0.200254 0.023045 -0.020493 0.200563\n",
+      "\t\t0.025791 -0.011643 0.200226 0.023275 -0.020793 0.200535\n",
+      "\t\t0.026012 -0.012043 0.200198 0.023503 -0.021095 0.200506\n",
+      "\t\t0.026232 -0.012444 0.200170 0.023730 -0.021397 0.200479\n",
+      "\t\t0.026450 -0.012846 0.200142 0.023955 -0.021701 0.200451\n",
+      "\t\t0.026667 -0.013248 0.200115 0.024178 -0.022006 0.200423\n",
+      "\t\t0.026882 -0.013652 0.200087 0.024400 -0.022312 0.200396\n",
+      "\t\t0.027097 -0.014056 0.200060 0.024621 -0.022619 0.200368\n",
+      "\t\t0.027310 -0.014460 0.200032 0.024840 -0.022927 0.200341\n",
+      "\t\t0.027521 -0.014865 0.200005 0.025057 -0.023236 0.200314\n",
+      "\t\t0.027732 -0.015271 0.199977 0.025274 -0.023547 0.200288\n",
+      "\t\t0.027941 -0.015678 0.199950 0.025488 -0.023858 0.200261\n",
+      "\t\t0.028149 -0.016085 0.199923 0.025702 -0.024170 0.200234\n",
+      "\t\t0.028355 -0.016493 0.199896 0.025914 -0.024483 0.200208\n",
+      "\t\t0.028561 -0.016902 0.199869 0.026124 -0.024797 0.200182\n",
+      "\t\t0.028765 -0.017311 0.199842 0.026333 -0.025112 0.200156\n",
+      "\t\t0.028968 -0.017720 0.199816 0.026541 -0.025428 0.200130\n",
+      "\t\t0.029170 -0.018131 0.199789 0.026748 -0.025745 0.200104\n",
+      "\t\t0.029371 -0.018542 0.199762 0.026953 -0.026062 0.200078\n",
+      "\t\t0.029570 -0.018953 0.199736 0.027156 -0.026381 0.200052\n",
+      "\t\t0.029769 -0.019365 0.199709 0.027359 -0.026700 0.200026\n",
+      "\t\t0.029966 -0.019777 0.199683 0.027560 -0.027020 0.200001\n",
+      "\t\t0.030162 -0.020190 0.199657 0.027760 -0.027341 0.199975\n",
+      "\t\t0.030357 -0.020604 0.199631 0.027958 -0.027663 0.199950\n",
+      "\t\t0.030551 -0.021018 0.199605 0.028155 -0.027985 0.199924\n",
+      "\t\t0.030744 -0.021432 0.199579 0.028351 -0.028309 0.199899\n",
+      "\t\t0.030936 -0.021847 0.199553 0.028546 -0.028633 0.199874\n",
+      "\t\t0.031127 -0.022263 0.199527 0.028740 -0.028958 0.199849\n",
+      "\t\t0.031316 -0.022679 0.199502 0.028932 -0.029283 0.199824\n",
+      "\t\t0.031505 -0.023096 0.199476 0.029123 -0.029609 0.199799\n",
+      "\t\t0.031692 -0.023513 0.199451 0.029313 -0.029936 0.199774\n",
+      "\t\t0.031879 -0.023930 0.199425 0.029501 -0.030264 0.199749\n",
+      "\t\t0.032064 -0.024348 0.199400 0.029689 -0.030592 0.199725\n",
+      "\t\t0.032248 -0.024767 0.199375 0.029875 -0.030921 0.199700\n",
+      "\t\t0.032431 -0.025186 0.199350 0.030060 -0.031251 0.199676\n",
+      "\t\t0.032613 -0.025605 0.199325 0.030244 -0.031581 0.199651\n",
+      "\t\t0.032794 -0.026025 0.199301 0.030427 -0.031912 0.199627\n",
+      "\t\t0.032974 -0.026446 0.199276 0.030608 -0.032244 0.199603\n",
+      "\t\t0.033152 -0.026867 0.199252 0.030789 -0.032576 0.199579\n",
+      "\t\t0.033330 -0.027288 0.199228 0.030968 -0.032909 0.199555\n",
+      "\t\t0.033506 -0.027710 0.199204 0.031146 -0.033242 0.199531\n",
+      "\t\t0.033681 -0.028132 0.199180 0.031323 -0.033576 0.199507\n",
+      "\t\t0.033855 -0.028555 0.199156 0.031499 -0.033911 0.199484\n",
+      "\t\t0.034028 -0.028978 0.199132 0.031674 -0.034246 0.199460\n",
+      "\t\t0.034200 -0.029402 0.199109 0.031848 -0.034582 0.199437\n",
+      "\t\t0.034370 -0.029826 0.199086 0.032021 -0.034918 0.199414\n",
+      "\t\t0.034539 -0.030251 0.199063 0.032193 -0.035255 0.199390\n",
+      "\t\t0.034707 -0.030677 0.199040 0.032363 -0.035592 0.199367\n",
+      "\t\t0.034874 -0.031102 0.199017 0.032533 -0.035930 0.199344\n",
+      "\t\t0.035039 -0.031529 0.198994 0.032701 -0.036269 0.199322\n",
+      "\t\t0.035202 -0.031956 0.198972 0.032869 -0.036608 0.199299\n",
+      "\t\t0.035365 -0.032383 0.198950 0.033035 -0.036947 0.199276\n",
+      "\t\t0.035526 -0.032811 0.198928 0.033201 -0.037287 0.199254\n",
+      "\t\t0.035685 -0.033240 0.198906 0.033365 -0.037628 0.199232\n",
+      "\t\t0.035843 -0.033669 0.198885 0.033529 -0.037969 0.199209\n",
+      "\t\t0.035999 -0.034099 0.198864 0.033691 -0.038310 0.199187\n",
+      "\t\t0.036154 -0.034529 0.198843 0.033852 -0.038652 0.199165\n",
+      "\t\t0.036306 -0.034960 0.198822 0.034013 -0.038994 0.199144\n",
+      "\t\t0.036457 -0.035391 0.198802 0.034172 -0.039337 0.199122\n",
+      "\t\t0.036607 -0.035824 0.198782 0.034330 -0.039680 0.199100\n",
+      "\t\t0.036754 -0.036257 0.198762 0.034488 -0.040024 0.199079\n",
+      "\t\t0.036899 -0.036690 0.198742 0.034644 -0.040368 0.199058\n",
+      "\t\t0.037042 -0.037124 0.198723 0.034800 -0.040713 0.199036\n",
+      "\t\t0.037184 -0.037559 0.198704 0.034954 -0.041058 0.199015\n",
+      "\t\t0.037323 -0.037995 0.198685 0.035108 -0.041403 0.198995\n",
+      "\t\t0.037460 -0.038431 0.198667 0.035260 -0.041749 0.198974\n",
+      "\t\t0.037596 -0.038868 0.198649 0.035412 -0.042096 0.198953\n",
+      "\t\t0.037729 -0.039305 0.198631 0.035563 -0.042442 0.198933\n",
+      "\t\t0.037861 -0.039743 0.198614 0.035713 -0.042790 0.198912\n",
+      "\t\t0.037991 -0.040181 0.198596 0.035861 -0.043137 0.198892\n",
+      "\t\t0.038120 -0.040620 0.198579 0.036009 -0.043485 0.198872\n",
+      "\t\t0.038247 -0.041059 0.198563 0.036156 -0.043833 0.198852\n",
+      "\t\t0.038374 -0.041498 0.198546 0.036302 -0.044182 0.198832\n",
+      "\t\t0.038499 -0.041938 0.198529 0.036447 -0.044531 0.198813\n",
+      "\t\t0.038624 -0.042378 0.198513 0.036591 -0.044881 0.198793\n",
+      "\t\t0.038749 -0.042818 0.198497 0.036734 -0.045231 0.198774\n",
+      "\t\t0.038873 -0.043258 0.198481 0.036877 -0.045581 0.198755\n",
+      "\t\t0.038997 -0.043698 0.198464 0.037018 -0.045932 0.198736\n",
+      "\t\t0.039121 -0.044138 0.198448 0.037158 -0.046283 0.198717\n",
+      "\t\t0.039244 -0.044578 0.198432 0.037298 -0.046634 0.198698\n",
+      "\t\t0.039368 -0.045019 0.198416 0.037437 -0.046986 0.198679\n",
+      "\t\t0.039491 -0.045459 0.198400 0.037574 -0.047338 0.198661\n",
+      "\t\t0.039615 -0.045899 0.198384 0.037711 -0.047690 0.198642\n",
+      "\t\t0.039738 -0.046339 0.198368 0.037847 -0.048043 0.198624\n",
+      "\t\t0.039862 -0.046779 0.198352 0.037982 -0.048396 0.198606\n",
+      "\t\t0.039985 -0.047220 0.198336 0.038116 -0.048750 0.198588\n",
+      "\t\t0.040109 -0.047660 0.198320 0.038249 -0.049104 0.198570\n",
+      "\t\t0.040232 -0.048100 0.198304 0.038382 -0.049458 0.198552\n",
+      "\t\t0.040356 -0.048540 0.198288 0.038514 -0.049812 0.198535\n",
+      "\t\t0.040479 -0.048981 0.198272 0.038645 -0.050167 0.198517\n",
+      "\t\t0.040603 -0.049421 0.198256 0.038776 -0.050521 0.198500\n",
+      "\t\t0.040728 -0.049861 0.198240 0.038904 -0.050877 0.198483\n",
+      "\t\t0.040854 -0.050300 0.198224 0.039039 -0.051230 0.198465\n",
+      "\t\t0.040962 -0.050744 0.198210 0.039240 -0.051548 0.198439\n",
+      "\t\t0.040912 -0.051195 0.198216 0.039544 -0.051769 0.198399\n",
+      "\t\t0.040669 -0.051577 0.198249 0.039909 -0.051861 0.198350\n",
+      "\t\t0.040281 -0.051813 0.198300 0.040281 -0.051813 0.198300\n",
+      "\tsection 3\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000355 -0.000066 0.205263 0.000355 -0.000066 0.205263\n",
+      "\t\t0.000413 0.000384 0.205263 0.000407 -0.000439 0.205263\n",
+      "\t\t0.000530 0.000823 0.205263 0.000543 -0.000789 0.205263\n",
+      "\t\t0.000681 0.001252 0.205263 0.000739 -0.001109 0.205263\n",
+      "\t\t0.000856 0.001671 0.205263 0.000971 -0.001405 0.205263\n",
+      "\t\t0.001051 0.002081 0.205263 0.001228 -0.001679 0.205263\n",
+      "\t\t0.001264 0.002483 0.205263 0.001500 -0.001937 0.205262\n",
+      "\t\t0.001494 0.002875 0.205262 0.001785 -0.002183 0.205262\n",
+      "\t\t0.001739 0.003257 0.205262 0.002077 -0.002419 0.205261\n",
+      "\t\t0.002001 0.003629 0.205261 0.002376 -0.002647 0.205259\n",
+      "\t\t0.002277 0.003989 0.205260 0.002679 -0.002869 0.205257\n",
+      "\t\t0.002570 0.004337 0.205258 0.002986 -0.003086 0.205254\n",
+      "\t\t0.002878 0.004671 0.205255 0.003295 -0.003299 0.205250\n",
+      "\t\t0.003202 0.004990 0.205251 0.003607 -0.003509 0.205245\n",
+      "\t\t0.003542 0.005291 0.205246 0.003920 -0.003717 0.205239\n",
+      "\t\t0.003898 0.005573 0.205240 0.004234 -0.003923 0.205233\n",
+      "\t\t0.004270 0.005834 0.205233 0.004549 -0.004127 0.205225\n",
+      "\t\t0.004657 0.006072 0.205223 0.004865 -0.004330 0.205216\n",
+      "\t\t0.005059 0.006283 0.205211 0.005182 -0.004533 0.205206\n",
+      "\t\t0.005475 0.006466 0.205197 0.005498 -0.004736 0.205195\n",
+      "\t\t0.005903 0.006619 0.205179 0.005814 -0.004939 0.205181\n",
+      "\t\t0.006341 0.006739 0.205158 0.006131 -0.005141 0.205166\n",
+      "\t\t0.006787 0.006827 0.205134 0.006447 -0.005345 0.205150\n",
+      "\t\t0.007238 0.006880 0.205108 0.006762 -0.005548 0.205133\n",
+      "\t\t0.007692 0.006900 0.205079 0.007077 -0.005753 0.205114\n",
+      "\t\t0.008146 0.006886 0.205048 0.007392 -0.005959 0.205095\n",
+      "\t\t0.008599 0.006842 0.205015 0.007706 -0.006165 0.205074\n",
+      "\t\t0.009047 0.006768 0.204979 0.008019 -0.006373 0.205052\n",
+      "\t\t0.009490 0.006667 0.204943 0.008331 -0.006582 0.205029\n",
+      "\t\t0.009926 0.006540 0.204905 0.008642 -0.006793 0.205005\n",
+      "\t\t0.010355 0.006390 0.204867 0.008952 -0.007005 0.204980\n",
+      "\t\t0.010776 0.006219 0.204829 0.009262 -0.007218 0.204954\n",
+      "\t\t0.011188 0.006029 0.204790 0.009570 -0.007433 0.204928\n",
+      "\t\t0.011593 0.005822 0.204751 0.009877 -0.007650 0.204901\n",
+      "\t\t0.011989 0.005600 0.204712 0.010183 -0.007868 0.204873\n",
+      "\t\t0.012378 0.005364 0.204673 0.010487 -0.008088 0.204845\n",
+      "\t\t0.012758 0.005115 0.204635 0.010790 -0.008310 0.204817\n",
+      "\t\t0.013131 0.004856 0.204598 0.011092 -0.008533 0.204788\n",
+      "\t\t0.013497 0.004586 0.204560 0.011393 -0.008759 0.204759\n",
+      "\t\t0.013855 0.004307 0.204524 0.011692 -0.008986 0.204729\n",
+      "\t\t0.014208 0.004020 0.204488 0.011990 -0.009215 0.204699\n",
+      "\t\t0.014553 0.003725 0.204452 0.012286 -0.009446 0.204669\n",
+      "\t\t0.014893 0.003423 0.204417 0.012581 -0.009679 0.204640\n",
+      "\t\t0.015227 0.003115 0.204383 0.012875 -0.009913 0.204610\n",
+      "\t\t0.015555 0.002801 0.204349 0.013167 -0.010150 0.204580\n",
+      "\t\t0.015878 0.002482 0.204316 0.013457 -0.010388 0.204550\n",
+      "\t\t0.016196 0.002157 0.204284 0.013746 -0.010629 0.204520\n",
+      "\t\t0.016510 0.001828 0.204253 0.014033 -0.010871 0.204490\n",
+      "\t\t0.016818 0.001495 0.204222 0.014319 -0.011115 0.204460\n",
+      "\t\t0.017123 0.001157 0.204191 0.014603 -0.011361 0.204430\n",
+      "\t\t0.017423 0.000816 0.204162 0.014885 -0.011609 0.204401\n",
+      "\t\t0.017719 0.000472 0.204133 0.015166 -0.011859 0.204372\n",
+      "\t\t0.018011 0.000124 0.204104 0.015445 -0.012110 0.204343\n",
+      "\t\t0.018300 -0.000227 0.204077 0.015722 -0.012364 0.204314\n",
+      "\t\t0.018585 -0.000581 0.204049 0.015998 -0.012619 0.204286\n",
+      "\t\t0.018867 -0.000937 0.204023 0.016272 -0.012876 0.204258\n",
+      "\t\t0.019146 -0.001296 0.203997 0.016544 -0.013135 0.204230\n",
+      "\t\t0.019421 -0.001657 0.203971 0.016815 -0.013395 0.204203\n",
+      "\t\t0.019694 -0.002021 0.203946 0.017084 -0.013658 0.204176\n",
+      "\t\t0.019963 -0.002387 0.203922 0.017351 -0.013922 0.204149\n",
+      "\t\t0.020230 -0.002754 0.203898 0.017617 -0.014187 0.204123\n",
+      "\t\t0.020494 -0.003124 0.203875 0.017881 -0.014455 0.204097\n",
+      "\t\t0.020756 -0.003496 0.203852 0.018143 -0.014724 0.204071\n",
+      "\t\t0.021015 -0.003869 0.203829 0.018404 -0.014994 0.204046\n",
+      "\t\t0.021271 -0.004244 0.203807 0.018663 -0.015267 0.204021\n",
+      "\t\t0.021525 -0.004621 0.203786 0.018920 -0.015540 0.203997\n",
+      "\t\t0.021777 -0.004999 0.203764 0.019176 -0.015816 0.203973\n",
+      "\t\t0.022027 -0.005378 0.203743 0.019430 -0.016093 0.203949\n",
+      "\t\t0.022274 -0.005759 0.203723 0.019682 -0.016371 0.203926\n",
+      "\t\t0.022520 -0.006142 0.203703 0.019932 -0.016651 0.203904\n",
+      "\t\t0.022763 -0.006525 0.203682 0.020181 -0.016933 0.203882\n",
+      "\t\t0.023005 -0.006910 0.203663 0.020429 -0.017216 0.203860\n",
+      "\t\t0.023244 -0.007296 0.203643 0.020674 -0.017500 0.203838\n",
+      "\t\t0.023482 -0.007684 0.203624 0.020918 -0.017785 0.203817\n",
+      "\t\t0.023718 -0.008072 0.203604 0.021161 -0.018073 0.203797\n",
+      "\t\t0.023952 -0.008461 0.203585 0.021402 -0.018361 0.203776\n",
+      "\t\t0.024184 -0.008852 0.203566 0.021641 -0.018651 0.203756\n",
+      "\t\t0.024415 -0.009243 0.203548 0.021878 -0.018942 0.203737\n",
+      "\t\t0.024644 -0.009636 0.203529 0.022114 -0.019234 0.203717\n",
+      "\t\t0.024872 -0.010029 0.203510 0.022349 -0.019528 0.203698\n",
+      "\t\t0.025097 -0.010423 0.203492 0.022582 -0.019822 0.203680\n",
+      "\t\t0.025322 -0.010818 0.203473 0.022813 -0.020119 0.203661\n",
+      "\t\t0.025545 -0.011214 0.203454 0.023043 -0.020416 0.203643\n",
+      "\t\t0.025766 -0.011611 0.203436 0.023271 -0.020714 0.203625\n",
+      "\t\t0.025986 -0.012009 0.203417 0.023498 -0.021014 0.203607\n",
+      "\t\t0.026204 -0.012407 0.203399 0.023723 -0.021314 0.203590\n",
+      "\t\t0.026421 -0.012806 0.203380 0.023947 -0.021616 0.203572\n",
+      "\t\t0.026637 -0.013206 0.203361 0.024169 -0.021919 0.203555\n",
+      "\t\t0.026851 -0.013607 0.203342 0.024390 -0.022223 0.203538\n",
+      "\t\t0.027065 -0.014008 0.203324 0.024610 -0.022528 0.203520\n",
+      "\t\t0.027276 -0.014410 0.203305 0.024828 -0.022834 0.203503\n",
+      "\t\t0.027487 -0.014813 0.203286 0.025044 -0.023141 0.203486\n",
+      "\t\t0.027696 -0.015216 0.203267 0.025259 -0.023449 0.203470\n",
+      "\t\t0.027904 -0.015620 0.203248 0.025473 -0.023758 0.203453\n",
+      "\t\t0.028111 -0.016025 0.203228 0.025685 -0.024068 0.203436\n",
+      "\t\t0.028316 -0.016430 0.203209 0.025896 -0.024379 0.203419\n",
+      "\t\t0.028521 -0.016836 0.203190 0.026106 -0.024691 0.203402\n",
+      "\t\t0.028724 -0.017242 0.203171 0.026314 -0.025004 0.203385\n",
+      "\t\t0.028926 -0.017649 0.203151 0.026521 -0.025318 0.203368\n",
+      "\t\t0.029127 -0.018057 0.203132 0.026726 -0.025632 0.203351\n",
+      "\t\t0.029326 -0.018465 0.203112 0.026930 -0.025948 0.203334\n",
+      "\t\t0.029525 -0.018873 0.203093 0.027133 -0.026264 0.203316\n",
+      "\t\t0.029722 -0.019282 0.203073 0.027335 -0.026581 0.203299\n",
+      "\t\t0.029919 -0.019692 0.203054 0.027535 -0.026899 0.203282\n",
+      "\t\t0.030114 -0.020102 0.203034 0.027734 -0.027218 0.203265\n",
+      "\t\t0.030308 -0.020513 0.203014 0.027931 -0.027537 0.203247\n",
+      "\t\t0.030501 -0.020925 0.202995 0.028128 -0.027857 0.203230\n",
+      "\t\t0.030693 -0.021336 0.202975 0.028323 -0.028179 0.203212\n",
+      "\t\t0.030884 -0.021749 0.202955 0.028517 -0.028500 0.203195\n",
+      "\t\t0.031074 -0.022161 0.202935 0.028710 -0.028823 0.203177\n",
+      "\t\t0.031263 -0.022575 0.202916 0.028901 -0.029146 0.203159\n",
+      "\t\t0.031451 -0.022989 0.202896 0.029091 -0.029470 0.203142\n",
+      "\t\t0.031637 -0.023403 0.202876 0.029281 -0.029795 0.203124\n",
+      "\t\t0.031823 -0.023818 0.202856 0.029468 -0.030120 0.203106\n",
+      "\t\t0.032007 -0.024233 0.202837 0.029655 -0.030446 0.203088\n",
+      "\t\t0.032191 -0.024648 0.202817 0.029841 -0.030773 0.203070\n",
+      "\t\t0.032373 -0.025065 0.202797 0.030025 -0.031100 0.203052\n",
+      "\t\t0.032554 -0.025481 0.202778 0.030208 -0.031428 0.203034\n",
+      "\t\t0.032734 -0.025898 0.202758 0.030391 -0.031757 0.203016\n",
+      "\t\t0.032913 -0.026316 0.202738 0.030572 -0.032086 0.202998\n",
+      "\t\t0.033091 -0.026734 0.202719 0.030751 -0.032416 0.202980\n",
+      "\t\t0.033268 -0.027153 0.202700 0.030930 -0.032746 0.202962\n",
+      "\t\t0.033444 -0.027572 0.202680 0.031108 -0.033077 0.202944\n",
+      "\t\t0.033619 -0.027991 0.202661 0.031284 -0.033409 0.202926\n",
+      "\t\t0.033792 -0.028411 0.202642 0.031460 -0.033741 0.202908\n",
+      "\t\t0.033964 -0.028831 0.202623 0.031634 -0.034074 0.202890\n",
+      "\t\t0.034135 -0.029252 0.202604 0.031808 -0.034408 0.202872\n",
+      "\t\t0.034305 -0.029674 0.202585 0.031980 -0.034741 0.202854\n",
+      "\t\t0.034474 -0.030096 0.202566 0.032151 -0.035076 0.202836\n",
+      "\t\t0.034641 -0.030518 0.202547 0.032321 -0.035411 0.202818\n",
+      "\t\t0.034807 -0.030941 0.202529 0.032491 -0.035746 0.202800\n",
+      "\t\t0.034972 -0.031365 0.202510 0.032659 -0.036082 0.202782\n",
+      "\t\t0.035135 -0.031788 0.202492 0.032826 -0.036419 0.202764\n",
+      "\t\t0.035297 -0.032213 0.202473 0.032992 -0.036756 0.202746\n",
+      "\t\t0.035458 -0.032638 0.202455 0.033157 -0.037093 0.202728\n",
+      "\t\t0.035617 -0.033064 0.202438 0.033321 -0.037431 0.202710\n",
+      "\t\t0.035774 -0.033490 0.202420 0.033484 -0.037770 0.202693\n",
+      "\t\t0.035930 -0.033917 0.202402 0.033646 -0.038109 0.202675\n",
+      "\t\t0.036085 -0.034344 0.202385 0.033807 -0.038448 0.202657\n",
+      "\t\t0.036237 -0.034772 0.202368 0.033967 -0.038788 0.202640\n",
+      "\t\t0.036388 -0.035200 0.202351 0.034126 -0.039129 0.202622\n",
+      "\t\t0.036537 -0.035630 0.202334 0.034284 -0.039469 0.202605\n",
+      "\t\t0.036685 -0.036059 0.202318 0.034442 -0.039811 0.202587\n",
+      "\t\t0.036830 -0.036490 0.202301 0.034598 -0.040152 0.202570\n",
+      "\t\t0.036973 -0.036921 0.202285 0.034753 -0.040495 0.202553\n",
+      "\t\t0.037115 -0.037353 0.202270 0.034907 -0.040837 0.202536\n",
+      "\t\t0.037254 -0.037785 0.202254 0.035061 -0.041180 0.202518\n",
+      "\t\t0.037392 -0.038218 0.202239 0.035213 -0.041524 0.202501\n",
+      "\t\t0.037528 -0.038652 0.202224 0.035365 -0.041867 0.202484\n",
+      "\t\t0.037661 -0.039086 0.202209 0.035515 -0.042212 0.202468\n",
+      "\t\t0.037794 -0.039521 0.202194 0.035665 -0.042556 0.202451\n",
+      "\t\t0.037924 -0.039956 0.202180 0.035813 -0.042901 0.202434\n",
+      "\t\t0.038053 -0.040392 0.202166 0.035961 -0.043247 0.202418\n",
+      "\t\t0.038181 -0.040828 0.202152 0.036108 -0.043593 0.202401\n",
+      "\t\t0.038308 -0.041264 0.202138 0.036254 -0.043939 0.202385\n",
+      "\t\t0.038435 -0.041700 0.202124 0.036399 -0.044286 0.202368\n",
+      "\t\t0.038560 -0.042137 0.202111 0.036543 -0.044633 0.202352\n",
+      "\t\t0.038686 -0.042574 0.202097 0.036686 -0.044980 0.202336\n",
+      "\t\t0.038811 -0.043011 0.202084 0.036828 -0.045328 0.202320\n",
+      "\t\t0.038935 -0.043447 0.202070 0.036970 -0.045676 0.202304\n",
+      "\t\t0.039060 -0.043884 0.202057 0.037110 -0.046024 0.202288\n",
+      "\t\t0.039184 -0.044321 0.202043 0.037249 -0.046373 0.202272\n",
+      "\t\t0.039309 -0.044758 0.202030 0.037388 -0.046722 0.202257\n",
+      "\t\t0.039433 -0.045195 0.202016 0.037526 -0.047072 0.202241\n",
+      "\t\t0.039557 -0.045632 0.202002 0.037663 -0.047422 0.202225\n",
+      "\t\t0.039681 -0.046069 0.201989 0.037799 -0.047772 0.202210\n",
+      "\t\t0.039806 -0.046506 0.201975 0.037934 -0.048123 0.202195\n",
+      "\t\t0.039930 -0.046944 0.201962 0.038068 -0.048474 0.202180\n",
+      "\t\t0.040054 -0.047381 0.201948 0.038202 -0.048825 0.202165\n",
+      "\t\t0.040179 -0.047818 0.201935 0.038334 -0.049176 0.202150\n",
+      "\t\t0.040303 -0.048255 0.201921 0.038466 -0.049528 0.202135\n",
+      "\t\t0.040427 -0.048692 0.201908 0.038598 -0.049880 0.202120\n",
+      "\t\t0.040552 -0.049129 0.201894 0.038729 -0.050232 0.202106\n",
+      "\t\t0.040677 -0.049565 0.201881 0.038858 -0.050585 0.202091\n",
+      "\t\t0.040804 -0.050002 0.201867 0.038993 -0.050936 0.202076\n",
+      "\t\t0.040911 -0.050443 0.201855 0.039197 -0.051249 0.202054\n",
+      "\t\t0.040861 -0.050890 0.201861 0.039501 -0.051466 0.202019\n",
+      "\t\t0.040618 -0.051270 0.201889 0.039864 -0.051555 0.201977\n",
+      "\t\t0.040234 -0.051505 0.201934 0.040234 -0.051505 0.201934\n",
+      "\tsection 4\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000482 -0.000086 0.207895 0.000482 -0.000086 0.207895\n",
+      "\t\t0.000539 0.000362 0.207895 0.000533 -0.000457 0.207895\n",
+      "\t\t0.000655 0.000798 0.207895 0.000666 -0.000805 0.207895\n",
+      "\t\t0.000805 0.001224 0.207895 0.000859 -0.001125 0.207895\n",
+      "\t\t0.000978 0.001642 0.207895 0.001089 -0.001420 0.207895\n",
+      "\t\t0.001171 0.002050 0.207895 0.001343 -0.001694 0.207894\n",
+      "\t\t0.001383 0.002449 0.207894 0.001613 -0.001952 0.207894\n",
+      "\t\t0.001610 0.002839 0.207894 0.001895 -0.002197 0.207894\n",
+      "\t\t0.001854 0.003220 0.207894 0.002185 -0.002432 0.207893\n",
+      "\t\t0.002113 0.003590 0.207893 0.002482 -0.002660 0.207891\n",
+      "\t\t0.002387 0.003949 0.207892 0.002783 -0.002881 0.207889\n",
+      "\t\t0.002677 0.004295 0.207890 0.003087 -0.003097 0.207886\n",
+      "\t\t0.002983 0.004627 0.207887 0.003395 -0.003310 0.207883\n",
+      "\t\t0.003305 0.004944 0.207884 0.003704 -0.003519 0.207878\n",
+      "\t\t0.003643 0.005245 0.207880 0.004015 -0.003726 0.207874\n",
+      "\t\t0.003996 0.005526 0.207874 0.004327 -0.003931 0.207869\n",
+      "\t\t0.004366 0.005785 0.207868 0.004640 -0.004135 0.207862\n",
+      "\t\t0.004751 0.006022 0.207860 0.004954 -0.004337 0.207854\n",
+      "\t\t0.005151 0.006232 0.207850 0.005268 -0.004540 0.207846\n",
+      "\t\t0.005564 0.006414 0.207838 0.005583 -0.004742 0.207836\n",
+      "\t\t0.005989 0.006566 0.207823 0.005897 -0.004943 0.207824\n",
+      "\t\t0.006425 0.006685 0.207805 0.006211 -0.005146 0.207812\n",
+      "\t\t0.006868 0.006772 0.207786 0.006525 -0.005348 0.207798\n",
+      "\t\t0.007317 0.006824 0.207764 0.006839 -0.005551 0.207783\n",
+      "\t\t0.007768 0.006844 0.207740 0.007152 -0.005755 0.207767\n",
+      "\t\t0.008220 0.006829 0.207714 0.007464 -0.005960 0.207750\n",
+      "\t\t0.008669 0.006785 0.207686 0.007776 -0.006166 0.207733\n",
+      "\t\t0.009115 0.006710 0.207657 0.008087 -0.006373 0.207714\n",
+      "\t\t0.009555 0.006608 0.207627 0.008397 -0.006581 0.207695\n",
+      "\t\t0.009988 0.006481 0.207596 0.008706 -0.006791 0.207675\n",
+      "\t\t0.010414 0.006330 0.207565 0.009014 -0.007002 0.207654\n",
+      "\t\t0.010832 0.006159 0.207534 0.009321 -0.007215 0.207632\n",
+      "\t\t0.011242 0.005969 0.207502 0.009627 -0.007429 0.207609\n",
+      "\t\t0.011644 0.005763 0.207471 0.009932 -0.007645 0.207587\n",
+      "\t\t0.012037 0.005541 0.207439 0.010236 -0.007862 0.207564\n",
+      "\t\t0.012423 0.005305 0.207409 0.010539 -0.008081 0.207541\n",
+      "\t\t0.012800 0.005057 0.207379 0.010840 -0.008302 0.207517\n",
+      "\t\t0.013171 0.004799 0.207349 0.011140 -0.008525 0.207494\n",
+      "\t\t0.013534 0.004530 0.207320 0.011438 -0.008749 0.207470\n",
+      "\t\t0.013890 0.004252 0.207292 0.011736 -0.008976 0.207445\n",
+      "\t\t0.014239 0.003965 0.207264 0.012031 -0.009204 0.207421\n",
+      "\t\t0.014582 0.003672 0.207238 0.012326 -0.009434 0.207397\n",
+      "\t\t0.014919 0.003371 0.207212 0.012619 -0.009666 0.207373\n",
+      "\t\t0.015251 0.003064 0.207186 0.012910 -0.009900 0.207349\n",
+      "\t\t0.015576 0.002751 0.207162 0.013200 -0.010135 0.207325\n",
+      "\t\t0.015897 0.002433 0.207138 0.013488 -0.010373 0.207302\n",
+      "\t\t0.016213 0.002110 0.207115 0.013775 -0.010612 0.207278\n",
+      "\t\t0.016524 0.001782 0.207093 0.014061 -0.010853 0.207255\n",
+      "\t\t0.016830 0.001450 0.207071 0.014344 -0.011096 0.207232\n",
+      "\t\t0.017132 0.001115 0.207050 0.014626 -0.011341 0.207209\n",
+      "\t\t0.017430 0.000775 0.207030 0.014907 -0.011588 0.207187\n",
+      "\t\t0.017724 0.000432 0.207011 0.015186 -0.011837 0.207165\n",
+      "\t\t0.018015 0.000086 0.206993 0.015463 -0.012087 0.207143\n",
+      "\t\t0.018301 -0.000263 0.206975 0.015738 -0.012339 0.207122\n",
+      "\t\t0.018584 -0.000615 0.206958 0.016012 -0.012593 0.207101\n",
+      "\t\t0.018864 -0.000970 0.206941 0.016285 -0.012849 0.207081\n",
+      "\t\t0.019141 -0.001327 0.206925 0.016555 -0.013107 0.207061\n",
+      "\t\t0.019414 -0.001686 0.206910 0.016824 -0.013366 0.207042\n",
+      "\t\t0.019685 -0.002048 0.206896 0.017092 -0.013627 0.207023\n",
+      "\t\t0.019953 -0.002412 0.206882 0.017357 -0.013889 0.207005\n",
+      "\t\t0.020217 -0.002778 0.206868 0.017621 -0.014154 0.206987\n",
+      "\t\t0.020480 -0.003145 0.206855 0.017883 -0.014420 0.206970\n",
+      "\t\t0.020739 -0.003515 0.206843 0.018144 -0.014688 0.206953\n",
+      "\t\t0.020997 -0.003886 0.206831 0.018403 -0.014957 0.206937\n",
+      "\t\t0.021251 -0.004259 0.206820 0.018660 -0.015228 0.206921\n",
+      "\t\t0.021504 -0.004634 0.206809 0.018916 -0.015500 0.206906\n",
+      "\t\t0.021754 -0.005010 0.206798 0.019170 -0.015774 0.206892\n",
+      "\t\t0.022002 -0.005388 0.206788 0.019422 -0.016049 0.206878\n",
+      "\t\t0.022248 -0.005767 0.206778 0.019673 -0.016326 0.206864\n",
+      "\t\t0.022492 -0.006147 0.206769 0.019922 -0.016605 0.206851\n",
+      "\t\t0.022734 -0.006528 0.206759 0.020169 -0.016885 0.206839\n",
+      "\t\t0.022974 -0.006911 0.206750 0.020415 -0.017166 0.206827\n",
+      "\t\t0.023212 -0.007295 0.206741 0.020659 -0.017449 0.206815\n",
+      "\t\t0.023448 -0.007680 0.206732 0.020902 -0.017733 0.206804\n",
+      "\t\t0.023682 -0.008066 0.206724 0.021143 -0.018018 0.206794\n",
+      "\t\t0.023915 -0.008453 0.206715 0.021382 -0.018305 0.206784\n",
+      "\t\t0.024146 -0.008842 0.206706 0.021620 -0.018593 0.206774\n",
+      "\t\t0.024375 -0.009231 0.206698 0.021857 -0.018883 0.206765\n",
+      "\t\t0.024603 -0.009621 0.206689 0.022091 -0.019173 0.206756\n",
+      "\t\t0.024829 -0.010012 0.206681 0.022324 -0.019465 0.206747\n",
+      "\t\t0.025053 -0.010404 0.206672 0.022556 -0.019758 0.206739\n",
+      "\t\t0.025276 -0.010797 0.206663 0.022786 -0.020053 0.206731\n",
+      "\t\t0.025498 -0.011190 0.206654 0.023015 -0.020348 0.206723\n",
+      "\t\t0.025718 -0.011585 0.206645 0.023242 -0.020645 0.206715\n",
+      "\t\t0.025936 -0.011980 0.206636 0.023467 -0.020943 0.206708\n",
+      "\t\t0.026154 -0.012376 0.206627 0.023691 -0.021241 0.206701\n",
+      "\t\t0.026369 -0.012773 0.206617 0.023914 -0.021541 0.206694\n",
+      "\t\t0.026584 -0.013171 0.206608 0.024135 -0.021842 0.206687\n",
+      "\t\t0.026797 -0.013569 0.206598 0.024355 -0.022145 0.206679\n",
+      "\t\t0.027009 -0.013968 0.206588 0.024573 -0.022448 0.206672\n",
+      "\t\t0.027220 -0.014367 0.206577 0.024790 -0.022752 0.206665\n",
+      "\t\t0.027429 -0.014768 0.206567 0.025006 -0.023057 0.206658\n",
+      "\t\t0.027637 -0.015169 0.206556 0.025220 -0.023363 0.206651\n",
+      "\t\t0.027844 -0.015570 0.206545 0.025432 -0.023670 0.206644\n",
+      "\t\t0.028050 -0.015972 0.206534 0.025644 -0.023979 0.206637\n",
+      "\t\t0.028254 -0.016375 0.206522 0.025853 -0.024288 0.206629\n",
+      "\t\t0.028457 -0.016779 0.206511 0.026062 -0.024598 0.206622\n",
+      "\t\t0.028659 -0.017183 0.206499 0.026269 -0.024908 0.206614\n",
+      "\t\t0.028860 -0.017587 0.206487 0.026475 -0.025220 0.206606\n",
+      "\t\t0.029060 -0.017992 0.206475 0.026680 -0.025533 0.206598\n",
+      "\t\t0.029259 -0.018398 0.206462 0.026883 -0.025846 0.206590\n",
+      "\t\t0.029457 -0.018804 0.206450 0.027085 -0.026160 0.206581\n",
+      "\t\t0.029653 -0.019211 0.206437 0.027286 -0.026475 0.206572\n",
+      "\t\t0.029849 -0.019618 0.206424 0.027485 -0.026791 0.206563\n",
+      "\t\t0.030043 -0.020026 0.206411 0.027683 -0.027108 0.206554\n",
+      "\t\t0.030236 -0.020434 0.206398 0.027880 -0.027426 0.206545\n",
+      "\t\t0.030428 -0.020843 0.206384 0.028076 -0.027744 0.206535\n",
+      "\t\t0.030619 -0.021252 0.206371 0.028270 -0.028063 0.206525\n",
+      "\t\t0.030809 -0.021662 0.206357 0.028463 -0.028383 0.206516\n",
+      "\t\t0.030998 -0.022072 0.206343 0.028655 -0.028703 0.206505\n",
+      "\t\t0.031186 -0.022483 0.206330 0.028846 -0.029024 0.206495\n",
+      "\t\t0.031373 -0.022894 0.206316 0.029036 -0.029346 0.206484\n",
+      "\t\t0.031559 -0.023306 0.206302 0.029224 -0.029669 0.206474\n",
+      "\t\t0.031744 -0.023718 0.206287 0.029412 -0.029992 0.206463\n",
+      "\t\t0.031928 -0.024131 0.206273 0.029598 -0.030316 0.206451\n",
+      "\t\t0.032110 -0.024544 0.206259 0.029783 -0.030640 0.206440\n",
+      "\t\t0.032292 -0.024957 0.206244 0.029966 -0.030966 0.206429\n",
+      "\t\t0.032472 -0.025371 0.206230 0.030149 -0.031291 0.206417\n",
+      "\t\t0.032652 -0.025786 0.206215 0.030331 -0.031618 0.206405\n",
+      "\t\t0.032830 -0.026201 0.206201 0.030511 -0.031945 0.206393\n",
+      "\t\t0.033008 -0.026616 0.206186 0.030691 -0.032273 0.206381\n",
+      "\t\t0.033184 -0.027032 0.206172 0.030869 -0.032601 0.206369\n",
+      "\t\t0.033359 -0.027449 0.206157 0.031046 -0.032930 0.206357\n",
+      "\t\t0.033533 -0.027866 0.206142 0.031222 -0.033259 0.206344\n",
+      "\t\t0.033706 -0.028283 0.206128 0.031397 -0.033589 0.206332\n",
+      "\t\t0.033878 -0.028701 0.206113 0.031571 -0.033920 0.206319\n",
+      "\t\t0.034048 -0.029119 0.206098 0.031744 -0.034251 0.206306\n",
+      "\t\t0.034218 -0.029538 0.206084 0.031916 -0.034583 0.206294\n",
+      "\t\t0.034386 -0.029957 0.206069 0.032087 -0.034915 0.206281\n",
+      "\t\t0.034553 -0.030377 0.206055 0.032256 -0.035248 0.206268\n",
+      "\t\t0.034718 -0.030797 0.206040 0.032425 -0.035581 0.206255\n",
+      "\t\t0.034883 -0.031218 0.206026 0.032593 -0.035915 0.206242\n",
+      "\t\t0.035046 -0.031639 0.206011 0.032760 -0.036249 0.206229\n",
+      "\t\t0.035207 -0.032061 0.205997 0.032925 -0.036584 0.206215\n",
+      "\t\t0.035368 -0.032483 0.205983 0.033090 -0.036919 0.206202\n",
+      "\t\t0.035526 -0.032906 0.205969 0.033254 -0.037255 0.206189\n",
+      "\t\t0.035684 -0.033329 0.205955 0.033417 -0.037591 0.206176\n",
+      "\t\t0.035839 -0.033753 0.205941 0.033579 -0.037928 0.206162\n",
+      "\t\t0.035994 -0.034178 0.205927 0.033739 -0.038265 0.206149\n",
+      "\t\t0.036146 -0.034603 0.205914 0.033899 -0.038603 0.206136\n",
+      "\t\t0.036297 -0.035029 0.205900 0.034058 -0.038941 0.206122\n",
+      "\t\t0.036446 -0.035455 0.205887 0.034216 -0.039280 0.206109\n",
+      "\t\t0.036593 -0.035882 0.205874 0.034373 -0.039619 0.206096\n",
+      "\t\t0.036739 -0.036310 0.205861 0.034529 -0.039958 0.206082\n",
+      "\t\t0.036882 -0.036738 0.205848 0.034684 -0.040298 0.206069\n",
+      "\t\t0.037024 -0.037167 0.205835 0.034838 -0.040638 0.206056\n",
+      "\t\t0.037164 -0.037597 0.205823 0.034991 -0.040979 0.206042\n",
+      "\t\t0.037302 -0.038027 0.205811 0.035144 -0.041320 0.206029\n",
+      "\t\t0.037438 -0.038458 0.205799 0.035295 -0.041662 0.206016\n",
+      "\t\t0.037572 -0.038889 0.205787 0.035446 -0.042004 0.206002\n",
+      "\t\t0.037704 -0.039321 0.205775 0.035595 -0.042346 0.205989\n",
+      "\t\t0.037836 -0.039753 0.205764 0.035744 -0.042689 0.205976\n",
+      "\t\t0.037965 -0.040186 0.205752 0.035891 -0.043032 0.205963\n",
+      "\t\t0.038094 -0.040619 0.205741 0.036038 -0.043375 0.205950\n",
+      "\t\t0.038222 -0.041052 0.205730 0.036184 -0.043719 0.205937\n",
+      "\t\t0.038349 -0.041486 0.205719 0.036329 -0.044064 0.205924\n",
+      "\t\t0.038475 -0.041919 0.205708 0.036473 -0.044408 0.205911\n",
+      "\t\t0.038601 -0.042353 0.205697 0.036616 -0.044753 0.205898\n",
+      "\t\t0.038727 -0.042787 0.205687 0.036758 -0.045099 0.205885\n",
+      "\t\t0.038853 -0.043221 0.205676 0.036900 -0.045445 0.205872\n",
+      "\t\t0.038978 -0.043655 0.205665 0.037040 -0.045791 0.205859\n",
+      "\t\t0.039103 -0.044089 0.205654 0.037180 -0.046137 0.205847\n",
+      "\t\t0.039228 -0.044523 0.205643 0.037319 -0.046484 0.205834\n",
+      "\t\t0.039354 -0.044957 0.205632 0.037456 -0.046831 0.205821\n",
+      "\t\t0.039479 -0.045391 0.205621 0.037593 -0.047179 0.205809\n",
+      "\t\t0.039604 -0.045825 0.205610 0.037730 -0.047527 0.205796\n",
+      "\t\t0.039729 -0.046259 0.205599 0.037865 -0.047875 0.205784\n",
+      "\t\t0.039854 -0.046693 0.205588 0.037999 -0.048224 0.205772\n",
+      "\t\t0.039979 -0.047127 0.205577 0.038133 -0.048572 0.205759\n",
+      "\t\t0.040104 -0.047561 0.205566 0.038266 -0.048921 0.205747\n",
+      "\t\t0.040230 -0.047995 0.205555 0.038398 -0.049271 0.205735\n",
+      "\t\t0.040355 -0.048429 0.205544 0.038530 -0.049620 0.205723\n",
+      "\t\t0.040480 -0.048863 0.205533 0.038661 -0.049970 0.205711\n",
+      "\t\t0.040606 -0.049297 0.205521 0.038791 -0.050321 0.205699\n",
+      "\t\t0.040734 -0.049730 0.205510 0.038927 -0.050669 0.205687\n",
+      "\t\t0.040841 -0.050168 0.205500 0.039133 -0.050978 0.205669\n",
+      "\t\t0.040789 -0.050613 0.205505 0.039437 -0.051190 0.205640\n",
+      "\t\t0.040548 -0.050991 0.205529 0.039799 -0.051277 0.205604\n",
+      "\t\t0.040167 -0.051226 0.205568 0.040167 -0.051226 0.205568\n",
+      "\tsection 5\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000576 -0.000098 0.210526 0.000576 -0.000098 0.210526\n",
+      "\t\t0.000633 0.000348 0.210526 0.000626 -0.000466 0.210526\n",
+      "\t\t0.000748 0.000783 0.210526 0.000758 -0.000813 0.210526\n",
+      "\t\t0.000896 0.001207 0.210526 0.000948 -0.001132 0.210526\n",
+      "\t\t0.001068 0.001622 0.210526 0.001176 -0.001426 0.210526\n",
+      "\t\t0.001260 0.002028 0.210526 0.001428 -0.001699 0.210526\n",
+      "\t\t0.001469 0.002426 0.210526 0.001696 -0.001956 0.210526\n",
+      "\t\t0.001695 0.002814 0.210526 0.001976 -0.002201 0.210525\n",
+      "\t\t0.001937 0.003193 0.210525 0.002264 -0.002436 0.210525\n",
+      "\t\t0.002194 0.003561 0.210525 0.002558 -0.002663 0.210523\n",
+      "\t\t0.002467 0.003918 0.210524 0.002857 -0.002884 0.210521\n",
+      "\t\t0.002755 0.004263 0.210522 0.003160 -0.003100 0.210519\n",
+      "\t\t0.003059 0.004594 0.210520 0.003465 -0.003312 0.210516\n",
+      "\t\t0.003378 0.004910 0.210517 0.003772 -0.003520 0.210512\n",
+      "\t\t0.003714 0.005208 0.210513 0.004081 -0.003727 0.210508\n",
+      "\t\t0.004065 0.005488 0.210509 0.004391 -0.003931 0.210504\n",
+      "\t\t0.004433 0.005747 0.210504 0.004703 -0.004135 0.210499\n",
+      "\t\t0.004816 0.005982 0.210498 0.005014 -0.004337 0.210492\n",
+      "\t\t0.005213 0.006191 0.210490 0.005326 -0.004539 0.210486\n",
+      "\t\t0.005625 0.006372 0.210480 0.005639 -0.004740 0.210477\n",
+      "\t\t0.006048 0.006523 0.210468 0.005951 -0.004942 0.210468\n",
+      "\t\t0.006481 0.006642 0.210453 0.006263 -0.005144 0.210457\n",
+      "\t\t0.006922 0.006727 0.210437 0.006575 -0.005346 0.210445\n",
+      "\t\t0.007369 0.006779 0.210420 0.006886 -0.005548 0.210433\n",
+      "\t\t0.007817 0.006797 0.210401 0.007197 -0.005752 0.210420\n",
+      "\t\t0.008267 0.006782 0.210380 0.007508 -0.005956 0.210406\n",
+      "\t\t0.008714 0.006736 0.210358 0.007817 -0.006162 0.210392\n",
+      "\t\t0.009156 0.006661 0.210335 0.008126 -0.006368 0.210377\n",
+      "\t\t0.009594 0.006558 0.210311 0.008434 -0.006576 0.210361\n",
+      "\t\t0.010024 0.006430 0.210287 0.008742 -0.006785 0.210345\n",
+      "\t\t0.010448 0.006279 0.210263 0.009048 -0.006996 0.210327\n",
+      "\t\t0.010863 0.006108 0.210239 0.009353 -0.007208 0.210309\n",
+      "\t\t0.011270 0.005918 0.210214 0.009657 -0.007422 0.210291\n",
+      "\t\t0.011669 0.005711 0.210190 0.009960 -0.007637 0.210273\n",
+      "\t\t0.012060 0.005489 0.210167 0.010262 -0.007854 0.210255\n",
+      "\t\t0.012443 0.005254 0.210144 0.010562 -0.008073 0.210236\n",
+      "\t\t0.012817 0.005006 0.210123 0.010861 -0.008293 0.210218\n",
+      "\t\t0.013185 0.004748 0.210101 0.011159 -0.008515 0.210199\n",
+      "\t\t0.013545 0.004479 0.210080 0.011456 -0.008739 0.210180\n",
+      "\t\t0.013899 0.004202 0.210060 0.011751 -0.008965 0.210162\n",
+      "\t\t0.014246 0.003916 0.210041 0.012045 -0.009192 0.210143\n",
+      "\t\t0.014586 0.003623 0.210023 0.012338 -0.009421 0.210124\n",
+      "\t\t0.014921 0.003324 0.210006 0.012629 -0.009653 0.210106\n",
+      "\t\t0.015250 0.003017 0.209990 0.012918 -0.009886 0.210088\n",
+      "\t\t0.015573 0.002706 0.209974 0.013206 -0.010121 0.210071\n",
+      "\t\t0.015892 0.002389 0.209959 0.013493 -0.010357 0.210054\n",
+      "\t\t0.016205 0.002067 0.209946 0.013777 -0.010596 0.210036\n",
+      "\t\t0.016514 0.001740 0.209933 0.014061 -0.010836 0.210020\n",
+      "\t\t0.016818 0.001409 0.209921 0.014343 -0.011079 0.210003\n",
+      "\t\t0.017118 0.001075 0.209909 0.014623 -0.011323 0.209988\n",
+      "\t\t0.017414 0.000737 0.209899 0.014902 -0.011569 0.209973\n",
+      "\t\t0.017705 0.000395 0.209889 0.015179 -0.011816 0.209958\n",
+      "\t\t0.017994 0.000051 0.209881 0.015454 -0.012066 0.209944\n",
+      "\t\t0.018278 -0.000297 0.209873 0.015728 -0.012317 0.209930\n",
+      "\t\t0.018559 -0.000648 0.209866 0.016000 -0.012570 0.209917\n",
+      "\t\t0.018837 -0.001001 0.209859 0.016270 -0.012825 0.209905\n",
+      "\t\t0.019112 -0.001356 0.209854 0.016539 -0.013082 0.209893\n",
+      "\t\t0.019383 -0.001714 0.209849 0.016807 -0.013340 0.209882\n",
+      "\t\t0.019652 -0.002074 0.209845 0.017072 -0.013600 0.209871\n",
+      "\t\t0.019918 -0.002437 0.209841 0.017336 -0.013861 0.209861\n",
+      "\t\t0.020181 -0.002801 0.209838 0.017598 -0.014125 0.209852\n",
+      "\t\t0.020441 -0.003167 0.209836 0.017859 -0.014390 0.209843\n",
+      "\t\t0.020699 -0.003535 0.209834 0.018118 -0.014656 0.209835\n",
+      "\t\t0.020955 -0.003904 0.209833 0.018375 -0.014924 0.209828\n",
+      "\t\t0.021208 -0.004276 0.209832 0.018631 -0.015194 0.209822\n",
+      "\t\t0.021459 -0.004648 0.209832 0.018885 -0.015465 0.209816\n",
+      "\t\t0.021707 -0.005023 0.209832 0.019138 -0.015738 0.209810\n",
+      "\t\t0.021954 -0.005398 0.209833 0.019388 -0.016012 0.209806\n",
+      "\t\t0.022198 -0.005776 0.209834 0.019638 -0.016288 0.209802\n",
+      "\t\t0.022440 -0.006154 0.209835 0.019885 -0.016565 0.209798\n",
+      "\t\t0.022680 -0.006534 0.209836 0.020131 -0.016844 0.209796\n",
+      "\t\t0.022919 -0.006914 0.209837 0.020375 -0.017124 0.209794\n",
+      "\t\t0.023155 -0.007296 0.209839 0.020618 -0.017405 0.209792\n",
+      "\t\t0.023390 -0.007680 0.209841 0.020859 -0.017688 0.209791\n",
+      "\t\t0.023623 -0.008064 0.209843 0.021099 -0.017972 0.209791\n",
+      "\t\t0.023854 -0.008449 0.209845 0.021337 -0.018257 0.209791\n",
+      "\t\t0.024084 -0.008835 0.209846 0.021574 -0.018544 0.209792\n",
+      "\t\t0.024311 -0.009222 0.209848 0.021809 -0.018832 0.209792\n",
+      "\t\t0.024538 -0.009611 0.209850 0.022042 -0.019121 0.209794\n",
+      "\t\t0.024762 -0.010000 0.209851 0.022274 -0.019411 0.209796\n",
+      "\t\t0.024986 -0.010390 0.209853 0.022504 -0.019703 0.209798\n",
+      "\t\t0.025207 -0.010780 0.209854 0.022733 -0.019996 0.209800\n",
+      "\t\t0.025427 -0.011172 0.209854 0.022961 -0.020290 0.209803\n",
+      "\t\t0.025646 -0.011565 0.209855 0.023186 -0.020585 0.209806\n",
+      "\t\t0.025864 -0.011958 0.209855 0.023411 -0.020881 0.209809\n",
+      "\t\t0.026080 -0.012352 0.209855 0.023634 -0.021178 0.209812\n",
+      "\t\t0.026294 -0.012746 0.209855 0.023855 -0.021477 0.209815\n",
+      "\t\t0.026507 -0.013142 0.209854 0.024075 -0.021776 0.209818\n",
+      "\t\t0.026719 -0.013538 0.209853 0.024294 -0.022077 0.209821\n",
+      "\t\t0.026930 -0.013935 0.209852 0.024511 -0.022378 0.209824\n",
+      "\t\t0.027140 -0.014332 0.209850 0.024727 -0.022681 0.209827\n",
+      "\t\t0.027348 -0.014731 0.209848 0.024942 -0.022984 0.209830\n",
+      "\t\t0.027555 -0.015129 0.209845 0.025155 -0.023289 0.209833\n",
+      "\t\t0.027760 -0.015529 0.209842 0.025366 -0.023594 0.209836\n",
+      "\t\t0.027965 -0.015929 0.209839 0.025577 -0.023901 0.209838\n",
+      "\t\t0.028168 -0.016329 0.209835 0.025786 -0.024208 0.209840\n",
+      "\t\t0.028371 -0.016731 0.209832 0.025993 -0.024516 0.209842\n",
+      "\t\t0.028572 -0.017132 0.209827 0.026200 -0.024825 0.209843\n",
+      "\t\t0.028772 -0.017535 0.209823 0.026405 -0.025135 0.209844\n",
+      "\t\t0.028971 -0.017938 0.209818 0.026609 -0.025446 0.209845\n",
+      "\t\t0.029168 -0.018341 0.209812 0.026811 -0.025758 0.209846\n",
+      "\t\t0.029365 -0.018745 0.209807 0.027012 -0.026070 0.209846\n",
+      "\t\t0.029561 -0.019149 0.209801 0.027212 -0.026383 0.209845\n",
+      "\t\t0.029755 -0.019554 0.209795 0.027411 -0.026697 0.209845\n",
+      "\t\t0.029949 -0.019960 0.209788 0.027608 -0.027012 0.209844\n",
+      "\t\t0.030141 -0.020366 0.209781 0.027804 -0.027328 0.209843\n",
+      "\t\t0.030332 -0.020773 0.209774 0.027999 -0.027644 0.209841\n",
+      "\t\t0.030523 -0.021180 0.209767 0.028193 -0.027961 0.209839\n",
+      "\t\t0.030712 -0.021587 0.209759 0.028386 -0.028279 0.209836\n",
+      "\t\t0.030900 -0.021995 0.209752 0.028577 -0.028598 0.209834\n",
+      "\t\t0.031087 -0.022404 0.209744 0.028767 -0.028917 0.209831\n",
+      "\t\t0.031273 -0.022812 0.209735 0.028956 -0.029237 0.209827\n",
+      "\t\t0.031458 -0.023222 0.209727 0.029144 -0.029558 0.209823\n",
+      "\t\t0.031642 -0.023632 0.209718 0.029331 -0.029879 0.209819\n",
+      "\t\t0.031825 -0.024042 0.209710 0.029516 -0.030201 0.209815\n",
+      "\t\t0.032007 -0.024453 0.209700 0.029701 -0.030524 0.209810\n",
+      "\t\t0.032188 -0.024864 0.209691 0.029884 -0.030847 0.209805\n",
+      "\t\t0.032368 -0.025276 0.209682 0.030066 -0.031171 0.209800\n",
+      "\t\t0.032547 -0.025688 0.209672 0.030247 -0.031496 0.209794\n",
+      "\t\t0.032725 -0.026101 0.209663 0.030427 -0.031821 0.209788\n",
+      "\t\t0.032901 -0.026514 0.209653 0.030606 -0.032146 0.209782\n",
+      "\t\t0.033077 -0.026927 0.209643 0.030784 -0.032473 0.209776\n",
+      "\t\t0.033251 -0.027341 0.209634 0.030961 -0.032800 0.209769\n",
+      "\t\t0.033425 -0.027756 0.209624 0.031136 -0.033127 0.209763\n",
+      "\t\t0.033597 -0.028171 0.209614 0.031311 -0.033455 0.209756\n",
+      "\t\t0.033768 -0.028586 0.209603 0.031484 -0.033784 0.209749\n",
+      "\t\t0.033939 -0.029002 0.209593 0.031657 -0.034113 0.209741\n",
+      "\t\t0.034107 -0.029418 0.209583 0.031829 -0.034443 0.209734\n",
+      "\t\t0.034275 -0.029835 0.209572 0.031999 -0.034773 0.209726\n",
+      "\t\t0.034442 -0.030252 0.209562 0.032169 -0.035104 0.209718\n",
+      "\t\t0.034607 -0.030670 0.209552 0.032337 -0.035435 0.209710\n",
+      "\t\t0.034771 -0.031089 0.209541 0.032504 -0.035767 0.209702\n",
+      "\t\t0.034934 -0.031507 0.209531 0.032671 -0.036099 0.209693\n",
+      "\t\t0.035095 -0.031927 0.209521 0.032836 -0.036432 0.209685\n",
+      "\t\t0.035255 -0.032346 0.209510 0.033001 -0.036765 0.209676\n",
+      "\t\t0.035414 -0.032767 0.209500 0.033164 -0.037099 0.209668\n",
+      "\t\t0.035571 -0.033188 0.209490 0.033327 -0.037433 0.209659\n",
+      "\t\t0.035726 -0.033609 0.209479 0.033489 -0.037768 0.209650\n",
+      "\t\t0.035880 -0.034031 0.209469 0.033649 -0.038103 0.209641\n",
+      "\t\t0.036033 -0.034454 0.209459 0.033809 -0.038438 0.209632\n",
+      "\t\t0.036184 -0.034877 0.209449 0.033968 -0.038774 0.209623\n",
+      "\t\t0.036333 -0.035301 0.209439 0.034125 -0.039111 0.209613\n",
+      "\t\t0.036480 -0.035725 0.209430 0.034282 -0.039448 0.209604\n",
+      "\t\t0.036626 -0.036151 0.209420 0.034438 -0.039785 0.209595\n",
+      "\t\t0.036769 -0.036576 0.209410 0.034593 -0.040123 0.209585\n",
+      "\t\t0.036911 -0.037003 0.209401 0.034747 -0.040461 0.209576\n",
+      "\t\t0.037051 -0.037429 0.209392 0.034900 -0.040800 0.209566\n",
+      "\t\t0.037189 -0.037857 0.209383 0.035053 -0.041139 0.209557\n",
+      "\t\t0.037326 -0.038285 0.209374 0.035204 -0.041478 0.209547\n",
+      "\t\t0.037461 -0.038714 0.209365 0.035354 -0.041818 0.209537\n",
+      "\t\t0.037594 -0.039143 0.209356 0.035504 -0.042158 0.209528\n",
+      "\t\t0.037726 -0.039572 0.209348 0.035652 -0.042499 0.209518\n",
+      "\t\t0.037856 -0.040002 0.209339 0.035800 -0.042840 0.209508\n",
+      "\t\t0.037986 -0.040432 0.209331 0.035947 -0.043181 0.209499\n",
+      "\t\t0.038114 -0.040863 0.209322 0.036093 -0.043523 0.209489\n",
+      "\t\t0.038242 -0.041294 0.209314 0.036238 -0.043865 0.209479\n",
+      "\t\t0.038369 -0.041725 0.209306 0.036382 -0.044208 0.209470\n",
+      "\t\t0.038496 -0.042156 0.209298 0.036525 -0.044551 0.209460\n",
+      "\t\t0.038623 -0.042587 0.209290 0.036667 -0.044894 0.209450\n",
+      "\t\t0.038749 -0.043018 0.209281 0.036809 -0.045238 0.209440\n",
+      "\t\t0.038875 -0.043449 0.209273 0.036950 -0.045582 0.209431\n",
+      "\t\t0.039001 -0.043880 0.209265 0.037089 -0.045926 0.209421\n",
+      "\t\t0.039127 -0.044312 0.209256 0.037228 -0.046271 0.209411\n",
+      "\t\t0.039254 -0.044743 0.209248 0.037366 -0.046616 0.209402\n",
+      "\t\t0.039380 -0.045174 0.209239 0.037503 -0.046961 0.209392\n",
+      "\t\t0.039506 -0.045605 0.209231 0.037640 -0.047307 0.209382\n",
+      "\t\t0.039632 -0.046037 0.209222 0.037775 -0.047653 0.209373\n",
+      "\t\t0.039758 -0.046468 0.209214 0.037910 -0.047999 0.209363\n",
+      "\t\t0.039884 -0.046899 0.209205 0.038044 -0.048346 0.209354\n",
+      "\t\t0.040010 -0.047330 0.209197 0.038177 -0.048693 0.209345\n",
+      "\t\t0.040136 -0.047762 0.209188 0.038310 -0.049040 0.209335\n",
+      "\t\t0.040262 -0.048193 0.209179 0.038442 -0.049387 0.209326\n",
+      "\t\t0.040388 -0.048624 0.209171 0.038574 -0.049735 0.209317\n",
+      "\t\t0.040515 -0.049055 0.209162 0.038704 -0.050083 0.209307\n",
+      "\t\t0.040644 -0.049486 0.209153 0.038840 -0.050429 0.209298\n",
+      "\t\t0.040751 -0.049921 0.209145 0.039048 -0.050734 0.209284\n",
+      "\t\t0.040698 -0.050364 0.209149 0.039353 -0.050943 0.209261\n",
+      "\t\t0.040458 -0.050740 0.209170 0.039713 -0.051026 0.209232\n",
+      "\t\t0.040079 -0.050974 0.209201 0.040079 -0.050974 0.209201\n",
+      "\tsection 6\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000637 -0.000100 0.213158 0.000637 -0.000100 0.213158\n",
+      "\t\t0.000693 0.000344 0.213158 0.000687 -0.000467 0.213158\n",
+      "\t\t0.000807 0.000776 0.213158 0.000817 -0.000812 0.213158\n",
+      "\t\t0.000955 0.001198 0.213158 0.001006 -0.001130 0.213158\n",
+      "\t\t0.001125 0.001612 0.213158 0.001232 -0.001423 0.213158\n",
+      "\t\t0.001316 0.002016 0.213158 0.001482 -0.001695 0.213158\n",
+      "\t\t0.001524 0.002412 0.213158 0.001749 -0.001952 0.213157\n",
+      "\t\t0.001749 0.002798 0.213157 0.002026 -0.002196 0.213157\n",
+      "\t\t0.001989 0.003175 0.213157 0.002313 -0.002431 0.213156\n",
+      "\t\t0.002244 0.003542 0.213157 0.002605 -0.002657 0.213155\n",
+      "\t\t0.002515 0.003898 0.213156 0.002902 -0.002878 0.213153\n",
+      "\t\t0.002802 0.004241 0.213154 0.003203 -0.003093 0.213151\n",
+      "\t\t0.003104 0.004571 0.213152 0.003506 -0.003305 0.213148\n",
+      "\t\t0.003422 0.004885 0.213149 0.003811 -0.003514 0.213145\n",
+      "\t\t0.003756 0.005183 0.213146 0.004118 -0.003720 0.213142\n",
+      "\t\t0.004105 0.005462 0.213143 0.004427 -0.003924 0.213139\n",
+      "\t\t0.004471 0.005719 0.213140 0.004736 -0.004127 0.213135\n",
+      "\t\t0.004852 0.005953 0.213135 0.005046 -0.004330 0.213131\n",
+      "\t\t0.005248 0.006161 0.213129 0.005356 -0.004531 0.213125\n",
+      "\t\t0.005657 0.006341 0.213122 0.005666 -0.004732 0.213119\n",
+      "\t\t0.006078 0.006491 0.213112 0.005976 -0.004934 0.213111\n",
+      "\t\t0.006509 0.006608 0.213101 0.006286 -0.005135 0.213103\n",
+      "\t\t0.006949 0.006693 0.213089 0.006596 -0.005337 0.213093\n",
+      "\t\t0.007393 0.006743 0.213076 0.006906 -0.005540 0.213083\n",
+      "\t\t0.007840 0.006761 0.213062 0.007215 -0.005743 0.213072\n",
+      "\t\t0.008287 0.006744 0.213047 0.007523 -0.005947 0.213062\n",
+      "\t\t0.008731 0.006697 0.213030 0.007831 -0.006153 0.213051\n",
+      "\t\t0.009172 0.006621 0.213012 0.008138 -0.006359 0.213039\n",
+      "\t\t0.009607 0.006517 0.212995 0.008444 -0.006567 0.213027\n",
+      "\t\t0.010035 0.006388 0.212978 0.008749 -0.006776 0.213014\n",
+      "\t\t0.010455 0.006237 0.212961 0.009053 -0.006986 0.213001\n",
+      "\t\t0.010868 0.006064 0.212944 0.009356 -0.007198 0.212987\n",
+      "\t\t0.011272 0.005874 0.212926 0.009659 -0.007412 0.212973\n",
+      "\t\t0.011669 0.005667 0.212910 0.009960 -0.007627 0.212959\n",
+      "\t\t0.012057 0.005445 0.212895 0.010259 -0.007843 0.212946\n",
+      "\t\t0.012437 0.005209 0.212880 0.010558 -0.008062 0.212932\n",
+      "\t\t0.012809 0.004962 0.212866 0.010855 -0.008282 0.212918\n",
+      "\t\t0.013174 0.004703 0.212853 0.011151 -0.008504 0.212905\n",
+      "\t\t0.013532 0.004435 0.212840 0.011446 -0.008727 0.212891\n",
+      "\t\t0.013883 0.004158 0.212829 0.011739 -0.008952 0.212878\n",
+      "\t\t0.014227 0.003873 0.212818 0.012031 -0.009180 0.212864\n",
+      "\t\t0.014565 0.003580 0.212809 0.012322 -0.009409 0.212852\n",
+      "\t\t0.014898 0.003281 0.212801 0.012611 -0.009639 0.212840\n",
+      "\t\t0.015224 0.002976 0.212793 0.012898 -0.009872 0.212828\n",
+      "\t\t0.015545 0.002665 0.212786 0.013184 -0.010106 0.212817\n",
+      "\t\t0.015861 0.002348 0.212781 0.013469 -0.010343 0.212806\n",
+      "\t\t0.016172 0.002027 0.212776 0.013752 -0.010581 0.212795\n",
+      "\t\t0.016479 0.001702 0.212773 0.014034 -0.010821 0.212785\n",
+      "\t\t0.016781 0.001372 0.212770 0.014314 -0.011062 0.212775\n",
+      "\t\t0.017079 0.001038 0.212768 0.014592 -0.011306 0.212767\n",
+      "\t\t0.017372 0.000701 0.212767 0.014869 -0.011551 0.212759\n",
+      "\t\t0.017662 0.000361 0.212768 0.015144 -0.011798 0.212751\n",
+      "\t\t0.017948 0.000017 0.212769 0.015418 -0.012047 0.212744\n",
+      "\t\t0.018231 -0.000329 0.212771 0.015690 -0.012298 0.212738\n",
+      "\t\t0.018510 -0.000679 0.212774 0.015960 -0.012550 0.212733\n",
+      "\t\t0.018786 -0.001030 0.212777 0.016229 -0.012804 0.212728\n",
+      "\t\t0.019058 -0.001385 0.212782 0.016496 -0.013060 0.212724\n",
+      "\t\t0.019328 -0.001741 0.212787 0.016762 -0.013318 0.212721\n",
+      "\t\t0.019595 -0.002100 0.212794 0.017026 -0.013577 0.212719\n",
+      "\t\t0.019859 -0.002461 0.212801 0.017288 -0.013838 0.212717\n",
+      "\t\t0.020120 -0.002824 0.212808 0.017549 -0.014100 0.212716\n",
+      "\t\t0.020379 -0.003188 0.212816 0.017808 -0.014364 0.212716\n",
+      "\t\t0.020635 -0.003555 0.212825 0.018065 -0.014630 0.212717\n",
+      "\t\t0.020889 -0.003923 0.212835 0.018321 -0.014897 0.212719\n",
+      "\t\t0.021140 -0.004293 0.212845 0.018575 -0.015166 0.212722\n",
+      "\t\t0.021389 -0.004664 0.212855 0.018828 -0.015436 0.212725\n",
+      "\t\t0.021636 -0.005037 0.212866 0.019079 -0.015708 0.212729\n",
+      "\t\t0.021881 -0.005411 0.212877 0.019328 -0.015981 0.212734\n",
+      "\t\t0.022124 -0.005786 0.212889 0.019576 -0.016255 0.212739\n",
+      "\t\t0.022364 -0.006163 0.212901 0.019822 -0.016532 0.212746\n",
+      "\t\t0.022603 -0.006541 0.212913 0.020066 -0.016809 0.212753\n",
+      "\t\t0.022840 -0.006920 0.212925 0.020309 -0.017088 0.212761\n",
+      "\t\t0.023075 -0.007301 0.212937 0.020551 -0.017368 0.212769\n",
+      "\t\t0.023308 -0.007682 0.212950 0.020791 -0.017650 0.212778\n",
+      "\t\t0.023540 -0.008065 0.212962 0.021029 -0.017933 0.212788\n",
+      "\t\t0.023770 -0.008448 0.212974 0.021266 -0.018217 0.212798\n",
+      "\t\t0.023998 -0.008833 0.212986 0.021501 -0.018502 0.212809\n",
+      "\t\t0.024224 -0.009218 0.212998 0.021735 -0.018789 0.212820\n",
+      "\t\t0.024449 -0.009605 0.213010 0.021967 -0.019077 0.212832\n",
+      "\t\t0.024672 -0.009992 0.213022 0.022198 -0.019366 0.212844\n",
+      "\t\t0.024894 -0.010380 0.213033 0.022427 -0.019656 0.212857\n",
+      "\t\t0.025115 -0.010769 0.213044 0.022654 -0.019948 0.212870\n",
+      "\t\t0.025334 -0.011159 0.213054 0.022881 -0.020240 0.212883\n",
+      "\t\t0.025551 -0.011550 0.213064 0.023106 -0.020534 0.212896\n",
+      "\t\t0.025767 -0.011941 0.213074 0.023329 -0.020829 0.212909\n",
+      "\t\t0.025982 -0.012333 0.213084 0.023551 -0.021125 0.212923\n",
+      "\t\t0.026195 -0.012726 0.213092 0.023771 -0.021422 0.212937\n",
+      "\t\t0.026407 -0.013120 0.213101 0.023990 -0.021720 0.212950\n",
+      "\t\t0.026618 -0.013514 0.213108 0.024208 -0.022019 0.212963\n",
+      "\t\t0.026828 -0.013909 0.213116 0.024424 -0.022319 0.212976\n",
+      "\t\t0.027036 -0.014305 0.213122 0.024639 -0.022620 0.212990\n",
+      "\t\t0.027243 -0.014701 0.213129 0.024853 -0.022922 0.213002\n",
+      "\t\t0.027449 -0.015098 0.213135 0.025065 -0.023225 0.213015\n",
+      "\t\t0.027654 -0.015495 0.213140 0.025275 -0.023529 0.213027\n",
+      "\t\t0.027857 -0.015894 0.213144 0.025485 -0.023834 0.213039\n",
+      "\t\t0.028060 -0.016292 0.213149 0.025693 -0.024140 0.213050\n",
+      "\t\t0.028261 -0.016692 0.213152 0.025900 -0.024447 0.213062\n",
+      "\t\t0.028461 -0.017091 0.213156 0.026105 -0.024754 0.213072\n",
+      "\t\t0.028660 -0.017492 0.213159 0.026310 -0.025063 0.213083\n",
+      "\t\t0.028858 -0.017893 0.213161 0.026513 -0.025372 0.213092\n",
+      "\t\t0.029055 -0.018294 0.213162 0.026714 -0.025682 0.213101\n",
+      "\t\t0.029250 -0.018696 0.213164 0.026915 -0.025993 0.213110\n",
+      "\t\t0.029445 -0.019099 0.213165 0.027114 -0.026304 0.213119\n",
+      "\t\t0.029639 -0.019502 0.213165 0.027312 -0.026617 0.213126\n",
+      "\t\t0.029831 -0.019905 0.213165 0.027509 -0.026930 0.213134\n",
+      "\t\t0.030023 -0.020309 0.213165 0.027704 -0.027244 0.213140\n",
+      "\t\t0.030213 -0.020714 0.213164 0.027898 -0.027559 0.213146\n",
+      "\t\t0.030403 -0.021119 0.213163 0.028091 -0.027874 0.213152\n",
+      "\t\t0.030591 -0.021524 0.213162 0.028283 -0.028191 0.213157\n",
+      "\t\t0.030778 -0.021930 0.213160 0.028474 -0.028508 0.213162\n",
+      "\t\t0.030965 -0.022337 0.213158 0.028664 -0.028825 0.213166\n",
+      "\t\t0.031150 -0.022744 0.213155 0.028852 -0.029143 0.213170\n",
+      "\t\t0.031334 -0.023151 0.213152 0.029040 -0.029462 0.213173\n",
+      "\t\t0.031518 -0.023559 0.213149 0.029226 -0.029782 0.213176\n",
+      "\t\t0.031700 -0.023967 0.213146 0.029411 -0.030102 0.213178\n",
+      "\t\t0.031881 -0.024376 0.213142 0.029595 -0.030423 0.213180\n",
+      "\t\t0.032061 -0.024785 0.213138 0.029777 -0.030745 0.213182\n",
+      "\t\t0.032241 -0.025194 0.213134 0.029959 -0.031067 0.213183\n",
+      "\t\t0.032419 -0.025605 0.213130 0.030140 -0.031390 0.213183\n",
+      "\t\t0.032596 -0.026015 0.213125 0.030319 -0.031713 0.213184\n",
+      "\t\t0.032772 -0.026426 0.213120 0.030498 -0.032037 0.213183\n",
+      "\t\t0.032947 -0.026837 0.213115 0.030675 -0.032362 0.213183\n",
+      "\t\t0.033121 -0.027249 0.213110 0.030852 -0.032687 0.213182\n",
+      "\t\t0.033294 -0.027662 0.213105 0.031027 -0.033012 0.213181\n",
+      "\t\t0.033466 -0.028074 0.213099 0.031201 -0.033339 0.213180\n",
+      "\t\t0.033637 -0.028488 0.213094 0.031375 -0.033666 0.213178\n",
+      "\t\t0.033806 -0.028901 0.213088 0.031547 -0.033993 0.213176\n",
+      "\t\t0.033975 -0.029315 0.213082 0.031718 -0.034321 0.213174\n",
+      "\t\t0.034142 -0.029730 0.213076 0.031888 -0.034649 0.213171\n",
+      "\t\t0.034308 -0.030145 0.213070 0.032058 -0.034978 0.213168\n",
+      "\t\t0.034473 -0.030561 0.213063 0.032226 -0.035307 0.213165\n",
+      "\t\t0.034637 -0.030977 0.213057 0.032393 -0.035637 0.213162\n",
+      "\t\t0.034799 -0.031393 0.213051 0.032559 -0.035968 0.213158\n",
+      "\t\t0.034960 -0.031810 0.213044 0.032725 -0.036299 0.213154\n",
+      "\t\t0.035120 -0.032228 0.213038 0.032889 -0.036630 0.213151\n",
+      "\t\t0.035278 -0.032646 0.213031 0.033052 -0.036962 0.213146\n",
+      "\t\t0.035435 -0.033065 0.213025 0.033215 -0.037294 0.213142\n",
+      "\t\t0.035591 -0.033484 0.213018 0.033376 -0.037627 0.213137\n",
+      "\t\t0.035745 -0.033904 0.213012 0.033537 -0.037960 0.213133\n",
+      "\t\t0.035897 -0.034324 0.213005 0.033696 -0.038294 0.213128\n",
+      "\t\t0.036048 -0.034745 0.212998 0.033855 -0.038628 0.213123\n",
+      "\t\t0.036197 -0.035167 0.212992 0.034012 -0.038963 0.213118\n",
+      "\t\t0.036345 -0.035589 0.212986 0.034169 -0.039298 0.213112\n",
+      "\t\t0.036490 -0.036011 0.212979 0.034325 -0.039633 0.213107\n",
+      "\t\t0.036634 -0.036435 0.212973 0.034480 -0.039969 0.213102\n",
+      "\t\t0.036777 -0.036859 0.212967 0.034634 -0.040305 0.213096\n",
+      "\t\t0.036917 -0.037283 0.212961 0.034787 -0.040642 0.213090\n",
+      "\t\t0.037056 -0.037708 0.212954 0.034939 -0.040979 0.213084\n",
+      "\t\t0.037192 -0.038134 0.212949 0.035091 -0.041317 0.213078\n",
+      "\t\t0.037328 -0.038560 0.212943 0.035241 -0.041655 0.213072\n",
+      "\t\t0.037462 -0.038987 0.212937 0.035391 -0.041993 0.213066\n",
+      "\t\t0.037594 -0.039414 0.212931 0.035539 -0.042332 0.213060\n",
+      "\t\t0.037725 -0.039841 0.212926 0.035687 -0.042671 0.213054\n",
+      "\t\t0.037855 -0.040269 0.212920 0.035834 -0.043010 0.213048\n",
+      "\t\t0.037985 -0.040697 0.212915 0.035980 -0.043350 0.213041\n",
+      "\t\t0.038113 -0.041125 0.212909 0.036125 -0.043690 0.213035\n",
+      "\t\t0.038242 -0.041553 0.212904 0.036269 -0.044031 0.213028\n",
+      "\t\t0.038369 -0.041982 0.212898 0.036413 -0.044372 0.213022\n",
+      "\t\t0.038497 -0.042410 0.212892 0.036555 -0.044713 0.213015\n",
+      "\t\t0.038624 -0.042839 0.212887 0.036697 -0.045055 0.213009\n",
+      "\t\t0.038751 -0.043267 0.212881 0.036838 -0.045397 0.213002\n",
+      "\t\t0.038879 -0.043696 0.212875 0.036978 -0.045739 0.212995\n",
+      "\t\t0.039006 -0.044125 0.212870 0.037117 -0.046082 0.212989\n",
+      "\t\t0.039133 -0.044554 0.212864 0.037255 -0.046425 0.212982\n",
+      "\t\t0.039260 -0.044982 0.212858 0.037393 -0.046769 0.212975\n",
+      "\t\t0.039387 -0.045411 0.212852 0.037529 -0.047112 0.212969\n",
+      "\t\t0.039514 -0.045840 0.212846 0.037665 -0.047456 0.212962\n",
+      "\t\t0.039641 -0.046268 0.212840 0.037800 -0.047801 0.212955\n",
+      "\t\t0.039768 -0.046697 0.212834 0.037934 -0.048145 0.212949\n",
+      "\t\t0.039895 -0.047126 0.212828 0.038068 -0.048490 0.212942\n",
+      "\t\t0.040022 -0.047554 0.212821 0.038201 -0.048836 0.212935\n",
+      "\t\t0.040149 -0.047983 0.212815 0.038333 -0.049181 0.212929\n",
+      "\t\t0.040276 -0.048412 0.212809 0.038466 -0.049526 0.212922\n",
+      "\t\t0.040404 -0.048840 0.212803 0.038596 -0.049873 0.212916\n",
+      "\t\t0.040533 -0.049268 0.212796 0.038734 -0.050216 0.212909\n",
+      "\t\t0.040640 -0.049702 0.212790 0.038944 -0.050518 0.212899\n",
+      "\t\t0.040587 -0.050142 0.212794 0.039249 -0.050723 0.212881\n",
+      "\t\t0.040349 -0.050516 0.212810 0.039608 -0.050804 0.212859\n",
+      "\t\t0.039972 -0.050750 0.212835 0.039972 -0.050750 0.212835\n",
+      "\tsection 7\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000665 -0.000093 0.215789 0.000665 -0.000093 0.215789\n",
+      "\t\t0.000721 0.000349 0.215789 0.000714 -0.000459 0.215789\n",
+      "\t\t0.000834 0.000779 0.215789 0.000844 -0.000803 0.215789\n",
+      "\t\t0.000981 0.001199 0.215789 0.001032 -0.001119 0.215789\n",
+      "\t\t0.001151 0.001611 0.215789 0.001257 -0.001411 0.215789\n",
+      "\t\t0.001340 0.002014 0.215789 0.001506 -0.001683 0.215789\n",
+      "\t\t0.001548 0.002408 0.215789 0.001771 -0.001939 0.215789\n",
+      "\t\t0.001771 0.002793 0.215789 0.002047 -0.002182 0.215789\n",
+      "\t\t0.002010 0.003168 0.215789 0.002332 -0.002416 0.215788\n",
+      "\t\t0.002264 0.003534 0.215788 0.002622 -0.002643 0.215787\n",
+      "\t\t0.002534 0.003888 0.215788 0.002917 -0.002863 0.215786\n",
+      "\t\t0.002819 0.004230 0.215786 0.003216 -0.003078 0.215784\n",
+      "\t\t0.003119 0.004558 0.215784 0.003518 -0.003290 0.215781\n",
+      "\t\t0.003436 0.004871 0.215782 0.003821 -0.003499 0.215779\n",
+      "\t\t0.003768 0.005168 0.215779 0.004127 -0.003705 0.215777\n",
+      "\t\t0.004116 0.005445 0.215777 0.004433 -0.003909 0.215775\n",
+      "\t\t0.004480 0.005702 0.215775 0.004740 -0.004112 0.215772\n",
+      "\t\t0.004859 0.005935 0.215772 0.005048 -0.004315 0.215769\n",
+      "\t\t0.005253 0.006142 0.215769 0.005356 -0.004516 0.215765\n",
+      "\t\t0.005661 0.006321 0.215764 0.005665 -0.004718 0.215760\n",
+      "\t\t0.006080 0.006469 0.215757 0.005973 -0.004919 0.215755\n",
+      "\t\t0.006510 0.006586 0.215748 0.006281 -0.005121 0.215748\n",
+      "\t\t0.006948 0.006669 0.215740 0.006589 -0.005323 0.215741\n",
+      "\t\t0.007390 0.006718 0.215731 0.006897 -0.005526 0.215733\n",
+      "\t\t0.007835 0.006734 0.215723 0.007204 -0.005729 0.215725\n",
+      "\t\t0.008280 0.006716 0.215713 0.007510 -0.005934 0.215718\n",
+      "\t\t0.008722 0.006668 0.215702 0.007816 -0.006139 0.215710\n",
+      "\t\t0.009161 0.006590 0.215690 0.008121 -0.006346 0.215702\n",
+      "\t\t0.009593 0.006485 0.215679 0.008425 -0.006553 0.215693\n",
+      "\t\t0.010019 0.006355 0.215668 0.008728 -0.006762 0.215684\n",
+      "\t\t0.010437 0.006202 0.215658 0.009031 -0.006973 0.215674\n",
+      "\t\t0.010847 0.006029 0.215648 0.009332 -0.007185 0.215664\n",
+      "\t\t0.011249 0.005838 0.215639 0.009632 -0.007398 0.215655\n",
+      "\t\t0.011643 0.005630 0.215630 0.009931 -0.007614 0.215645\n",
+      "\t\t0.012028 0.005408 0.215622 0.010229 -0.007830 0.215636\n",
+      "\t\t0.012406 0.005172 0.215615 0.010526 -0.008049 0.215628\n",
+      "\t\t0.012776 0.004924 0.215610 0.010821 -0.008269 0.215619\n",
+      "\t\t0.013138 0.004665 0.215605 0.011115 -0.008490 0.215610\n",
+      "\t\t0.013493 0.004397 0.215600 0.011408 -0.008714 0.215602\n",
+      "\t\t0.013842 0.004120 0.215597 0.011699 -0.008939 0.215594\n",
+      "\t\t0.014184 0.003835 0.215595 0.011989 -0.009166 0.215586\n",
+      "\t\t0.014520 0.003543 0.215595 0.012278 -0.009395 0.215579\n",
+      "\t\t0.014849 0.003244 0.215595 0.012565 -0.009626 0.215573\n",
+      "\t\t0.015174 0.002939 0.215596 0.012851 -0.009858 0.215567\n",
+      "\t\t0.015492 0.002628 0.215599 0.013135 -0.010092 0.215562\n",
+      "\t\t0.015806 0.002312 0.215602 0.013418 -0.010328 0.215558\n",
+      "\t\t0.016115 0.001992 0.215607 0.013699 -0.010566 0.215553\n",
+      "\t\t0.016419 0.001667 0.215613 0.013979 -0.010806 0.215550\n",
+      "\t\t0.016719 0.001338 0.215620 0.014257 -0.011047 0.215547\n",
+      "\t\t0.017015 0.001005 0.215627 0.014534 -0.011291 0.215545\n",
+      "\t\t0.017306 0.000669 0.215636 0.014809 -0.011536 0.215544\n",
+      "\t\t0.017594 0.000329 0.215646 0.015083 -0.011782 0.215544\n",
+      "\t\t0.017878 -0.000014 0.215657 0.015354 -0.012031 0.215545\n",
+      "\t\t0.018159 -0.000359 0.215669 0.015625 -0.012281 0.215546\n",
+      "\t\t0.018436 -0.000708 0.215682 0.015893 -0.012533 0.215548\n",
+      "\t\t0.018710 -0.001059 0.215696 0.016161 -0.012787 0.215551\n",
+      "\t\t0.018981 -0.001412 0.215710 0.016426 -0.013042 0.215556\n",
+      "\t\t0.019249 -0.001767 0.215726 0.016690 -0.013299 0.215561\n",
+      "\t\t0.019514 -0.002125 0.215743 0.016952 -0.013557 0.215567\n",
+      "\t\t0.019776 -0.002485 0.215760 0.017213 -0.013818 0.215574\n",
+      "\t\t0.020036 -0.002847 0.215778 0.017472 -0.014079 0.215581\n",
+      "\t\t0.020292 -0.003210 0.215797 0.017730 -0.014343 0.215590\n",
+      "\t\t0.020547 -0.003575 0.215816 0.017986 -0.014608 0.215600\n",
+      "\t\t0.020799 -0.003942 0.215836 0.018240 -0.014874 0.215610\n",
+      "\t\t0.021049 -0.004311 0.215857 0.018492 -0.015142 0.215622\n",
+      "\t\t0.021296 -0.004681 0.215878 0.018744 -0.015412 0.215634\n",
+      "\t\t0.021542 -0.005052 0.215900 0.018993 -0.015683 0.215647\n",
+      "\t\t0.021785 -0.005425 0.215922 0.019241 -0.015955 0.215662\n",
+      "\t\t0.022026 -0.005799 0.215944 0.019487 -0.016229 0.215677\n",
+      "\t\t0.022265 -0.006175 0.215967 0.019732 -0.016504 0.215693\n",
+      "\t\t0.022502 -0.006551 0.215990 0.019975 -0.016781 0.215710\n",
+      "\t\t0.022738 -0.006929 0.216012 0.020217 -0.017059 0.215728\n",
+      "\t\t0.022971 -0.007308 0.216035 0.020457 -0.017338 0.215746\n",
+      "\t\t0.023203 -0.007688 0.216058 0.020696 -0.017619 0.215765\n",
+      "\t\t0.023433 -0.008069 0.216081 0.020933 -0.017901 0.215785\n",
+      "\t\t0.023661 -0.008451 0.216104 0.021168 -0.018184 0.215806\n",
+      "\t\t0.023888 -0.008835 0.216126 0.021402 -0.018469 0.215827\n",
+      "\t\t0.024113 -0.009219 0.216149 0.021635 -0.018754 0.215848\n",
+      "\t\t0.024337 -0.009604 0.216171 0.021866 -0.019041 0.215870\n",
+      "\t\t0.024559 -0.009989 0.216192 0.022095 -0.019329 0.215893\n",
+      "\t\t0.024779 -0.010376 0.216214 0.022323 -0.019619 0.215916\n",
+      "\t\t0.024999 -0.010764 0.216234 0.022550 -0.019909 0.215939\n",
+      "\t\t0.025216 -0.011152 0.216254 0.022775 -0.020201 0.215963\n",
+      "\t\t0.025432 -0.011541 0.216274 0.022999 -0.020493 0.215986\n",
+      "\t\t0.025647 -0.011931 0.216293 0.023221 -0.020787 0.216010\n",
+      "\t\t0.025861 -0.012321 0.216312 0.023442 -0.021082 0.216034\n",
+      "\t\t0.026073 -0.012713 0.216330 0.023661 -0.021378 0.216058\n",
+      "\t\t0.026284 -0.013105 0.216347 0.023879 -0.021674 0.216082\n",
+      "\t\t0.026494 -0.013497 0.216364 0.024096 -0.021972 0.216105\n",
+      "\t\t0.026702 -0.013891 0.216380 0.024311 -0.022271 0.216128\n",
+      "\t\t0.026909 -0.014285 0.216395 0.024525 -0.022571 0.216152\n",
+      "\t\t0.027115 -0.014679 0.216410 0.024738 -0.022872 0.216174\n",
+      "\t\t0.027320 -0.015075 0.216424 0.024949 -0.023173 0.216197\n",
+      "\t\t0.027524 -0.015470 0.216437 0.025159 -0.023476 0.216219\n",
+      "\t\t0.027726 -0.015867 0.216450 0.025368 -0.023780 0.216240\n",
+      "\t\t0.027928 -0.016264 0.216462 0.025575 -0.024084 0.216261\n",
+      "\t\t0.028128 -0.016662 0.216473 0.025781 -0.024389 0.216282\n",
+      "\t\t0.028327 -0.017060 0.216484 0.025986 -0.024696 0.216302\n",
+      "\t\t0.028525 -0.017458 0.216494 0.026190 -0.025003 0.216321\n",
+      "\t\t0.028722 -0.017858 0.216504 0.026392 -0.025311 0.216339\n",
+      "\t\t0.028918 -0.018257 0.216512 0.026593 -0.025619 0.216357\n",
+      "\t\t0.029113 -0.018658 0.216521 0.026792 -0.025929 0.216375\n",
+      "\t\t0.029306 -0.019058 0.216528 0.026991 -0.026239 0.216392\n",
+      "\t\t0.029499 -0.019460 0.216536 0.027188 -0.026550 0.216408\n",
+      "\t\t0.029691 -0.019861 0.216542 0.027384 -0.026862 0.216423\n",
+      "\t\t0.029881 -0.020264 0.216549 0.027579 -0.027174 0.216438\n",
+      "\t\t0.030071 -0.020666 0.216554 0.027773 -0.027488 0.216452\n",
+      "\t\t0.030260 -0.021070 0.216559 0.027966 -0.027802 0.216465\n",
+      "\t\t0.030447 -0.021473 0.216564 0.028157 -0.028117 0.216478\n",
+      "\t\t0.030634 -0.021878 0.216568 0.028347 -0.028432 0.216490\n",
+      "\t\t0.030819 -0.022282 0.216572 0.028536 -0.028748 0.216502\n",
+      "\t\t0.031004 -0.022687 0.216575 0.028724 -0.029065 0.216513\n",
+      "\t\t0.031188 -0.023093 0.216578 0.028911 -0.029382 0.216523\n",
+      "\t\t0.031370 -0.023499 0.216580 0.029097 -0.029700 0.216532\n",
+      "\t\t0.031552 -0.023905 0.216582 0.029281 -0.030019 0.216542\n",
+      "\t\t0.031732 -0.024312 0.216584 0.029465 -0.030339 0.216550\n",
+      "\t\t0.031912 -0.024719 0.216585 0.029647 -0.030659 0.216558\n",
+      "\t\t0.032091 -0.025127 0.216586 0.029829 -0.030979 0.216566\n",
+      "\t\t0.032268 -0.025535 0.216587 0.030009 -0.031300 0.216572\n",
+      "\t\t0.032445 -0.025944 0.216587 0.030188 -0.031622 0.216579\n",
+      "\t\t0.032620 -0.026353 0.216587 0.030366 -0.031945 0.216585\n",
+      "\t\t0.032795 -0.026763 0.216587 0.030543 -0.032268 0.216590\n",
+      "\t\t0.032968 -0.027173 0.216587 0.030719 -0.032591 0.216595\n",
+      "\t\t0.033141 -0.027583 0.216586 0.030894 -0.032915 0.216600\n",
+      "\t\t0.033312 -0.027994 0.216585 0.031068 -0.033240 0.216604\n",
+      "\t\t0.033482 -0.028405 0.216584 0.031241 -0.033565 0.216608\n",
+      "\t\t0.033652 -0.028817 0.216583 0.031413 -0.033891 0.216611\n",
+      "\t\t0.033820 -0.029229 0.216581 0.031584 -0.034217 0.216614\n",
+      "\t\t0.033987 -0.029642 0.216579 0.031754 -0.034544 0.216616\n",
+      "\t\t0.034152 -0.030055 0.216577 0.031923 -0.034871 0.216618\n",
+      "\t\t0.034317 -0.030469 0.216575 0.032092 -0.035199 0.216620\n",
+      "\t\t0.034480 -0.030883 0.216573 0.032259 -0.035527 0.216622\n",
+      "\t\t0.034642 -0.031297 0.216570 0.032425 -0.035856 0.216623\n",
+      "\t\t0.034803 -0.031712 0.216568 0.032590 -0.036185 0.216624\n",
+      "\t\t0.034963 -0.032128 0.216565 0.032754 -0.036515 0.216625\n",
+      "\t\t0.035121 -0.032544 0.216562 0.032917 -0.036845 0.216625\n",
+      "\t\t0.035278 -0.032961 0.216560 0.033080 -0.037176 0.216625\n",
+      "\t\t0.035433 -0.033378 0.216557 0.033241 -0.037507 0.216625\n",
+      "\t\t0.035587 -0.033795 0.216554 0.033401 -0.037839 0.216625\n",
+      "\t\t0.035740 -0.034214 0.216551 0.033561 -0.038171 0.216624\n",
+      "\t\t0.035891 -0.034632 0.216548 0.033719 -0.038503 0.216623\n",
+      "\t\t0.036040 -0.035052 0.216545 0.033877 -0.038836 0.216622\n",
+      "\t\t0.036187 -0.035472 0.216542 0.034034 -0.039169 0.216621\n",
+      "\t\t0.036333 -0.035892 0.216538 0.034190 -0.039503 0.216619\n",
+      "\t\t0.036478 -0.036314 0.216535 0.034345 -0.039837 0.216618\n",
+      "\t\t0.036620 -0.036735 0.216532 0.034499 -0.040172 0.216616\n",
+      "\t\t0.036761 -0.037158 0.216529 0.034652 -0.040507 0.216614\n",
+      "\t\t0.036900 -0.037580 0.216526 0.034804 -0.040842 0.216612\n",
+      "\t\t0.037037 -0.038004 0.216523 0.034956 -0.041178 0.216610\n",
+      "\t\t0.037173 -0.038428 0.216521 0.035106 -0.041514 0.216607\n",
+      "\t\t0.037308 -0.038852 0.216518 0.035256 -0.041851 0.216605\n",
+      "\t\t0.037441 -0.039277 0.216515 0.035405 -0.042188 0.216602\n",
+      "\t\t0.037573 -0.039702 0.216512 0.035553 -0.042525 0.216599\n",
+      "\t\t0.037704 -0.040127 0.216509 0.035700 -0.042863 0.216596\n",
+      "\t\t0.037834 -0.040553 0.216507 0.035846 -0.043201 0.216593\n",
+      "\t\t0.037964 -0.040979 0.216504 0.035991 -0.043539 0.216590\n",
+      "\t\t0.038093 -0.041405 0.216501 0.036136 -0.043878 0.216587\n",
+      "\t\t0.038222 -0.041831 0.216498 0.036279 -0.044217 0.216584\n",
+      "\t\t0.038350 -0.042257 0.216495 0.036422 -0.044557 0.216580\n",
+      "\t\t0.038478 -0.042684 0.216492 0.036564 -0.044897 0.216577\n",
+      "\t\t0.038607 -0.043110 0.216489 0.036705 -0.045237 0.216573\n",
+      "\t\t0.038735 -0.043536 0.216486 0.036845 -0.045578 0.216570\n",
+      "\t\t0.038863 -0.043963 0.216483 0.036984 -0.045919 0.216566\n",
+      "\t\t0.038991 -0.044389 0.216480 0.037123 -0.046260 0.216562\n",
+      "\t\t0.039119 -0.044815 0.216476 0.037261 -0.046602 0.216559\n",
+      "\t\t0.039247 -0.045242 0.216473 0.037398 -0.046943 0.216555\n",
+      "\t\t0.039375 -0.045668 0.216470 0.037534 -0.047286 0.216551\n",
+      "\t\t0.039503 -0.046094 0.216466 0.037669 -0.047628 0.216547\n",
+      "\t\t0.039631 -0.046521 0.216462 0.037804 -0.047971 0.216543\n",
+      "\t\t0.039759 -0.046947 0.216459 0.037938 -0.048314 0.216539\n",
+      "\t\t0.039887 -0.047373 0.216455 0.038072 -0.048658 0.216535\n",
+      "\t\t0.040015 -0.047800 0.216451 0.038205 -0.049001 0.216531\n",
+      "\t\t0.040143 -0.048226 0.216447 0.038337 -0.049345 0.216527\n",
+      "\t\t0.040273 -0.048652 0.216443 0.038468 -0.049689 0.216524\n",
+      "\t\t0.040403 -0.049078 0.216439 0.038607 -0.050030 0.216520\n",
+      "\t\t0.040510 -0.049509 0.216435 0.038819 -0.050329 0.216514\n",
+      "\t\t0.040456 -0.049948 0.216438 0.039125 -0.050531 0.216502\n",
+      "\t\t0.040219 -0.050320 0.216450 0.039482 -0.050609 0.216486\n",
+      "\t\t0.039845 -0.050554 0.216469 0.039845 -0.050554 0.216469\n",
+      "\tsection 8\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000659 -0.000078 0.218421 0.000659 -0.000078 0.218421\n",
+      "\t\t0.000715 0.000362 0.218421 0.000709 -0.000442 0.218421\n",
+      "\t\t0.000829 0.000791 0.218421 0.000840 -0.000784 0.218421\n",
+      "\t\t0.000975 0.001210 0.218421 0.001028 -0.001099 0.218421\n",
+      "\t\t0.001144 0.001620 0.218421 0.001252 -0.001390 0.218421\n",
+      "\t\t0.001333 0.002021 0.218421 0.001499 -0.001661 0.218421\n",
+      "\t\t0.001539 0.002413 0.218421 0.001763 -0.001916 0.218421\n",
+      "\t\t0.001762 0.002797 0.218421 0.002038 -0.002159 0.218421\n",
+      "\t\t0.002000 0.003171 0.218421 0.002321 -0.002393 0.218420\n",
+      "\t\t0.002253 0.003535 0.218420 0.002610 -0.002619 0.218419\n",
+      "\t\t0.002522 0.003888 0.218420 0.002904 -0.002839 0.218418\n",
+      "\t\t0.002805 0.004229 0.218418 0.003201 -0.003055 0.218416\n",
+      "\t\t0.003105 0.004556 0.218417 0.003500 -0.003267 0.218414\n",
+      "\t\t0.003420 0.004868 0.218415 0.003802 -0.003475 0.218412\n",
+      "\t\t0.003751 0.005163 0.218413 0.004106 -0.003682 0.218411\n",
+      "\t\t0.004097 0.005440 0.218411 0.004410 -0.003887 0.218410\n",
+      "\t\t0.004460 0.005695 0.218411 0.004716 -0.004090 0.218409\n",
+      "\t\t0.004838 0.005927 0.218410 0.005022 -0.004293 0.218407\n",
+      "\t\t0.005230 0.006133 0.218408 0.005328 -0.004495 0.218405\n",
+      "\t\t0.005637 0.006311 0.218406 0.005635 -0.004696 0.218402\n",
+      "\t\t0.006055 0.006458 0.218401 0.005941 -0.004898 0.218398\n",
+      "\t\t0.006483 0.006573 0.218396 0.006248 -0.005100 0.218393\n",
+      "\t\t0.006919 0.006655 0.218392 0.006554 -0.005303 0.218388\n",
+      "\t\t0.007360 0.006702 0.218387 0.006859 -0.005506 0.218383\n",
+      "\t\t0.007803 0.006717 0.218383 0.007165 -0.005710 0.218378\n",
+      "\t\t0.008246 0.006697 0.218379 0.007469 -0.005915 0.218373\n",
+      "\t\t0.008687 0.006647 0.218373 0.007773 -0.006120 0.218369\n",
+      "\t\t0.009123 0.006568 0.218368 0.008076 -0.006327 0.218364\n",
+      "\t\t0.009554 0.006461 0.218363 0.008378 -0.006536 0.218359\n",
+      "\t\t0.009977 0.006330 0.218359 0.008680 -0.006745 0.218354\n",
+      "\t\t0.010393 0.006176 0.218356 0.008980 -0.006956 0.218348\n",
+      "\t\t0.010801 0.006002 0.218353 0.009279 -0.007168 0.218342\n",
+      "\t\t0.011200 0.005810 0.218351 0.009578 -0.007382 0.218336\n",
+      "\t\t0.011592 0.005601 0.218350 0.009875 -0.007598 0.218331\n",
+      "\t\t0.011975 0.005378 0.218350 0.010171 -0.007815 0.218327\n",
+      "\t\t0.012350 0.005141 0.218351 0.010466 -0.008033 0.218323\n",
+      "\t\t0.012717 0.004893 0.218353 0.010759 -0.008254 0.218319\n",
+      "\t\t0.013077 0.004634 0.218356 0.011051 -0.008476 0.218316\n",
+      "\t\t0.013430 0.004365 0.218360 0.011342 -0.008699 0.218313\n",
+      "\t\t0.013776 0.004088 0.218365 0.011632 -0.008925 0.218310\n",
+      "\t\t0.014115 0.003803 0.218372 0.011920 -0.009152 0.218308\n",
+      "\t\t0.014449 0.003510 0.218380 0.012207 -0.009381 0.218307\n",
+      "\t\t0.014776 0.003211 0.218390 0.012492 -0.009612 0.218306\n",
+      "\t\t0.015098 0.002906 0.218400 0.012776 -0.009844 0.218307\n",
+      "\t\t0.015415 0.002596 0.218411 0.013059 -0.010079 0.218308\n",
+      "\t\t0.015726 0.002280 0.218423 0.013340 -0.010315 0.218309\n",
+      "\t\t0.016033 0.001960 0.218438 0.013619 -0.010553 0.218312\n",
+      "\t\t0.016335 0.001635 0.218453 0.013897 -0.010792 0.218315\n",
+      "\t\t0.016633 0.001307 0.218469 0.014173 -0.011034 0.218319\n",
+      "\t\t0.016927 0.000974 0.218486 0.014448 -0.011277 0.218324\n",
+      "\t\t0.017216 0.000639 0.218505 0.014722 -0.011522 0.218330\n",
+      "\t\t0.017502 0.000300 0.218524 0.014994 -0.011768 0.218337\n",
+      "\t\t0.017784 -0.000043 0.218545 0.015264 -0.012017 0.218345\n",
+      "\t\t0.018063 -0.000387 0.218567 0.015532 -0.012267 0.218354\n",
+      "\t\t0.018338 -0.000735 0.218590 0.015800 -0.012518 0.218364\n",
+      "\t\t0.018610 -0.001085 0.218614 0.016065 -0.012772 0.218375\n",
+      "\t\t0.018879 -0.001438 0.218639 0.016329 -0.013027 0.218387\n",
+      "\t\t0.019145 -0.001793 0.218665 0.016591 -0.013284 0.218400\n",
+      "\t\t0.019408 -0.002149 0.218692 0.016852 -0.013542 0.218415\n",
+      "\t\t0.019669 -0.002508 0.218720 0.017111 -0.013802 0.218430\n",
+      "\t\t0.019927 -0.002869 0.218748 0.017369 -0.014063 0.218446\n",
+      "\t\t0.020182 -0.003232 0.218777 0.017625 -0.014326 0.218463\n",
+      "\t\t0.020435 -0.003596 0.218807 0.017879 -0.014591 0.218482\n",
+      "\t\t0.020685 -0.003962 0.218838 0.018132 -0.014857 0.218501\n",
+      "\t\t0.020933 -0.004330 0.218870 0.018383 -0.015124 0.218522\n",
+      "\t\t0.021179 -0.004699 0.218901 0.018633 -0.015393 0.218544\n",
+      "\t\t0.021423 -0.005069 0.218934 0.018881 -0.015664 0.218566\n",
+      "\t\t0.021664 -0.005441 0.218966 0.019127 -0.015936 0.218590\n",
+      "\t\t0.021904 -0.005814 0.219000 0.019372 -0.016209 0.218614\n",
+      "\t\t0.022142 -0.006188 0.219033 0.019616 -0.016484 0.218640\n",
+      "\t\t0.022378 -0.006564 0.219066 0.019858 -0.016760 0.218667\n",
+      "\t\t0.022611 -0.006941 0.219100 0.020098 -0.017037 0.218695\n",
+      "\t\t0.022844 -0.007318 0.219133 0.020337 -0.017316 0.218723\n",
+      "\t\t0.023074 -0.007697 0.219167 0.020574 -0.017596 0.218752\n",
+      "\t\t0.023303 -0.008077 0.219200 0.020810 -0.017877 0.218782\n",
+      "\t\t0.023530 -0.008458 0.219234 0.021044 -0.018159 0.218813\n",
+      "\t\t0.023755 -0.008840 0.219266 0.021277 -0.018443 0.218844\n",
+      "\t\t0.023979 -0.009223 0.219299 0.021509 -0.018728 0.218876\n",
+      "\t\t0.024201 -0.009607 0.219331 0.021738 -0.019014 0.218908\n",
+      "\t\t0.024422 -0.009991 0.219363 0.021967 -0.019301 0.218941\n",
+      "\t\t0.024641 -0.010377 0.219394 0.022194 -0.019590 0.218975\n",
+      "\t\t0.024859 -0.010763 0.219424 0.022419 -0.019879 0.219009\n",
+      "\t\t0.025075 -0.011150 0.219454 0.022644 -0.020170 0.219043\n",
+      "\t\t0.025290 -0.011538 0.219483 0.022866 -0.020462 0.219076\n",
+      "\t\t0.025504 -0.011926 0.219512 0.023088 -0.020754 0.219111\n",
+      "\t\t0.025716 -0.012316 0.219540 0.023307 -0.021048 0.219145\n",
+      "\t\t0.025927 -0.012706 0.219567 0.023526 -0.021343 0.219179\n",
+      "\t\t0.026137 -0.013096 0.219593 0.023743 -0.021639 0.219213\n",
+      "\t\t0.026346 -0.013488 0.219619 0.023959 -0.021936 0.219247\n",
+      "\t\t0.026553 -0.013880 0.219644 0.024173 -0.022234 0.219280\n",
+      "\t\t0.026759 -0.014272 0.219668 0.024386 -0.022532 0.219314\n",
+      "\t\t0.026964 -0.014665 0.219691 0.024598 -0.022832 0.219346\n",
+      "\t\t0.027168 -0.015059 0.219713 0.024809 -0.023133 0.219379\n",
+      "\t\t0.027371 -0.015454 0.219734 0.025018 -0.023434 0.219410\n",
+      "\t\t0.027572 -0.015849 0.219755 0.025226 -0.023737 0.219441\n",
+      "\t\t0.027772 -0.016244 0.219775 0.025432 -0.024040 0.219472\n",
+      "\t\t0.027972 -0.016640 0.219794 0.025638 -0.024344 0.219502\n",
+      "\t\t0.028170 -0.017037 0.219812 0.025842 -0.024649 0.219531\n",
+      "\t\t0.028367 -0.017434 0.219830 0.026044 -0.024955 0.219559\n",
+      "\t\t0.028563 -0.017832 0.219847 0.026246 -0.025262 0.219587\n",
+      "\t\t0.028758 -0.018230 0.219863 0.026446 -0.025570 0.219613\n",
+      "\t\t0.028952 -0.018629 0.219878 0.026645 -0.025878 0.219639\n",
+      "\t\t0.029145 -0.019029 0.219892 0.026843 -0.026187 0.219665\n",
+      "\t\t0.029336 -0.019428 0.219906 0.027040 -0.026497 0.219689\n",
+      "\t\t0.029527 -0.019829 0.219919 0.027236 -0.026807 0.219713\n",
+      "\t\t0.029717 -0.020229 0.219932 0.027430 -0.027119 0.219736\n",
+      "\t\t0.029906 -0.020631 0.219944 0.027623 -0.027431 0.219757\n",
+      "\t\t0.030094 -0.021032 0.219955 0.027815 -0.027743 0.219779\n",
+      "\t\t0.030280 -0.021434 0.219966 0.028006 -0.028057 0.219799\n",
+      "\t\t0.030466 -0.021837 0.219976 0.028196 -0.028371 0.219819\n",
+      "\t\t0.030651 -0.022240 0.219986 0.028385 -0.028686 0.219838\n",
+      "\t\t0.030835 -0.022644 0.219995 0.028572 -0.029001 0.219856\n",
+      "\t\t0.031018 -0.023048 0.220003 0.028758 -0.029318 0.219873\n",
+      "\t\t0.031200 -0.023452 0.220011 0.028944 -0.029634 0.219889\n",
+      "\t\t0.031381 -0.023857 0.220019 0.029128 -0.029952 0.219905\n",
+      "\t\t0.031561 -0.024262 0.220026 0.029311 -0.030270 0.219920\n",
+      "\t\t0.031740 -0.024668 0.220032 0.029493 -0.030588 0.219935\n",
+      "\t\t0.031918 -0.025074 0.220038 0.029674 -0.030908 0.219948\n",
+      "\t\t0.032095 -0.025481 0.220044 0.029854 -0.031228 0.219962\n",
+      "\t\t0.032271 -0.025888 0.220050 0.030033 -0.031548 0.219974\n",
+      "\t\t0.032446 -0.026295 0.220055 0.030211 -0.031869 0.219986\n",
+      "\t\t0.032620 -0.026703 0.220059 0.030388 -0.032191 0.219997\n",
+      "\t\t0.032793 -0.027111 0.220063 0.030564 -0.032513 0.220008\n",
+      "\t\t0.032965 -0.027520 0.220067 0.030738 -0.032836 0.220018\n",
+      "\t\t0.033135 -0.027929 0.220071 0.030912 -0.033159 0.220028\n",
+      "\t\t0.033305 -0.028339 0.220074 0.031085 -0.033483 0.220037\n",
+      "\t\t0.033474 -0.028749 0.220077 0.031257 -0.033807 0.220046\n",
+      "\t\t0.033642 -0.029159 0.220080 0.031428 -0.034132 0.220054\n",
+      "\t\t0.033808 -0.029570 0.220082 0.031597 -0.034457 0.220061\n",
+      "\t\t0.033974 -0.029982 0.220085 0.031766 -0.034783 0.220069\n",
+      "\t\t0.034138 -0.030394 0.220087 0.031934 -0.035109 0.220075\n",
+      "\t\t0.034301 -0.030806 0.220088 0.032101 -0.035436 0.220082\n",
+      "\t\t0.034463 -0.031219 0.220090 0.032267 -0.035763 0.220088\n",
+      "\t\t0.034624 -0.031632 0.220091 0.032432 -0.036091 0.220094\n",
+      "\t\t0.034783 -0.032046 0.220093 0.032596 -0.036419 0.220099\n",
+      "\t\t0.034941 -0.032460 0.220094 0.032760 -0.036748 0.220104\n",
+      "\t\t0.035098 -0.032875 0.220095 0.032922 -0.037077 0.220108\n",
+      "\t\t0.035253 -0.033290 0.220095 0.033083 -0.037407 0.220113\n",
+      "\t\t0.035407 -0.033706 0.220096 0.033244 -0.037737 0.220116\n",
+      "\t\t0.035560 -0.034123 0.220096 0.033403 -0.038068 0.220120\n",
+      "\t\t0.035711 -0.034540 0.220097 0.033562 -0.038399 0.220123\n",
+      "\t\t0.035860 -0.034957 0.220097 0.033720 -0.038730 0.220126\n",
+      "\t\t0.036008 -0.035375 0.220097 0.033876 -0.039062 0.220129\n",
+      "\t\t0.036154 -0.035794 0.220098 0.034032 -0.039394 0.220132\n",
+      "\t\t0.036299 -0.036213 0.220098 0.034187 -0.039727 0.220134\n",
+      "\t\t0.036442 -0.036633 0.220098 0.034342 -0.040060 0.220136\n",
+      "\t\t0.036583 -0.037053 0.220098 0.034495 -0.040393 0.220138\n",
+      "\t\t0.036722 -0.037474 0.220098 0.034647 -0.040727 0.220140\n",
+      "\t\t0.036860 -0.037895 0.220098 0.034799 -0.041061 0.220141\n",
+      "\t\t0.036997 -0.038317 0.220098 0.034950 -0.041396 0.220142\n",
+      "\t\t0.037132 -0.038740 0.220099 0.035099 -0.041731 0.220143\n",
+      "\t\t0.037266 -0.039162 0.220099 0.035248 -0.042066 0.220144\n",
+      "\t\t0.037399 -0.039585 0.220099 0.035396 -0.042402 0.220145\n",
+      "\t\t0.037531 -0.040009 0.220099 0.035544 -0.042738 0.220145\n",
+      "\t\t0.037662 -0.040432 0.220099 0.035690 -0.043075 0.220146\n",
+      "\t\t0.037793 -0.040856 0.220099 0.035836 -0.043412 0.220146\n",
+      "\t\t0.037923 -0.041280 0.220099 0.035980 -0.043749 0.220146\n",
+      "\t\t0.038053 -0.041704 0.220099 0.036124 -0.044087 0.220146\n",
+      "\t\t0.038182 -0.042128 0.220098 0.036267 -0.044425 0.220146\n",
+      "\t\t0.038312 -0.042552 0.220098 0.036409 -0.044763 0.220145\n",
+      "\t\t0.038441 -0.042976 0.220098 0.036551 -0.045102 0.220145\n",
+      "\t\t0.038570 -0.043401 0.220097 0.036691 -0.045441 0.220144\n",
+      "\t\t0.038699 -0.043825 0.220097 0.036831 -0.045780 0.220144\n",
+      "\t\t0.038828 -0.044249 0.220096 0.036970 -0.046120 0.220143\n",
+      "\t\t0.038957 -0.044673 0.220095 0.037108 -0.046460 0.220142\n",
+      "\t\t0.039087 -0.045098 0.220094 0.037246 -0.046800 0.220141\n",
+      "\t\t0.039216 -0.045522 0.220093 0.037382 -0.047141 0.220140\n",
+      "\t\t0.039345 -0.045946 0.220092 0.037518 -0.047482 0.220139\n",
+      "\t\t0.039474 -0.046370 0.220091 0.037653 -0.047823 0.220138\n",
+      "\t\t0.039603 -0.046794 0.220090 0.037788 -0.048164 0.220137\n",
+      "\t\t0.039732 -0.047219 0.220088 0.037922 -0.048506 0.220135\n",
+      "\t\t0.039861 -0.047643 0.220087 0.038055 -0.048848 0.220134\n",
+      "\t\t0.039990 -0.048067 0.220085 0.038189 -0.049190 0.220133\n",
+      "\t\t0.040121 -0.048491 0.220084 0.038321 -0.049532 0.220132\n",
+      "\t\t0.040252 -0.048915 0.220082 0.038460 -0.049872 0.220130\n",
+      "\t\t0.040359 -0.049344 0.220080 0.038674 -0.050168 0.220128\n",
+      "\t\t0.040305 -0.049781 0.220082 0.038980 -0.050367 0.220122\n",
+      "\t\t0.040070 -0.050152 0.220090 0.039337 -0.050443 0.220113\n",
+      "\t\t0.039697 -0.050387 0.220103 0.039697 -0.050387 0.220103\n",
+      "\tsection 9\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000620 -0.000053 0.221053 0.000620 -0.000053 0.221053\n",
+      "\t\t0.000677 0.000385 0.221053 0.000672 -0.000416 0.221053\n",
+      "\t\t0.000790 0.000812 0.221053 0.000803 -0.000757 0.221053\n",
+      "\t\t0.000936 0.001229 0.221053 0.000991 -0.001070 0.221053\n",
+      "\t\t0.001105 0.001638 0.221053 0.001215 -0.001360 0.221053\n",
+      "\t\t0.001294 0.002037 0.221053 0.001462 -0.001630 0.221053\n",
+      "\t\t0.001500 0.002429 0.221053 0.001725 -0.001884 0.221053\n",
+      "\t\t0.001721 0.002811 0.221052 0.001999 -0.002127 0.221052\n",
+      "\t\t0.001959 0.003184 0.221052 0.002280 -0.002361 0.221052\n",
+      "\t\t0.002211 0.003546 0.221052 0.002568 -0.002587 0.221051\n",
+      "\t\t0.002479 0.003898 0.221052 0.002860 -0.002807 0.221050\n",
+      "\t\t0.002762 0.004238 0.221050 0.003156 -0.003023 0.221049\n",
+      "\t\t0.003060 0.004564 0.221049 0.003454 -0.003235 0.221047\n",
+      "\t\t0.003374 0.004875 0.221047 0.003754 -0.003444 0.221046\n",
+      "\t\t0.003704 0.005169 0.221046 0.004056 -0.003651 0.221045\n",
+      "\t\t0.004049 0.005445 0.221046 0.004359 -0.003856 0.221045\n",
+      "\t\t0.004411 0.005699 0.221046 0.004663 -0.004060 0.221045\n",
+      "\t\t0.004788 0.005930 0.221047 0.004967 -0.004263 0.221045\n",
+      "\t\t0.005179 0.006135 0.221047 0.005271 -0.004466 0.221044\n",
+      "\t\t0.005584 0.006311 0.221048 0.005576 -0.004668 0.221043\n",
+      "\t\t0.006001 0.006457 0.221046 0.005881 -0.004871 0.221041\n",
+      "\t\t0.006428 0.006571 0.221044 0.006185 -0.005074 0.221039\n",
+      "\t\t0.006863 0.006651 0.221043 0.006490 -0.005277 0.221036\n",
+      "\t\t0.007303 0.006697 0.221043 0.006794 -0.005481 0.221033\n",
+      "\t\t0.007745 0.006710 0.221044 0.007097 -0.005685 0.221031\n",
+      "\t\t0.008186 0.006688 0.221045 0.007400 -0.005891 0.221029\n",
+      "\t\t0.008625 0.006637 0.221045 0.007702 -0.006097 0.221028\n",
+      "\t\t0.009059 0.006555 0.221045 0.008003 -0.006305 0.221026\n",
+      "\t\t0.009488 0.006447 0.221047 0.008303 -0.006514 0.221025\n",
+      "\t\t0.009909 0.006314 0.221050 0.008603 -0.006724 0.221023\n",
+      "\t\t0.010323 0.006159 0.221054 0.008901 -0.006935 0.221021\n",
+      "\t\t0.010728 0.005983 0.221058 0.009199 -0.007148 0.221019\n",
+      "\t\t0.011126 0.005789 0.221063 0.009495 -0.007363 0.221018\n",
+      "\t\t0.011515 0.005579 0.221069 0.009790 -0.007579 0.221017\n",
+      "\t\t0.011895 0.005355 0.221077 0.010085 -0.007797 0.221018\n",
+      "\t\t0.012268 0.005117 0.221086 0.010377 -0.008016 0.221019\n",
+      "\t\t0.012633 0.004868 0.221097 0.010669 -0.008237 0.221020\n",
+      "\t\t0.012991 0.004608 0.221108 0.010960 -0.008459 0.221022\n",
+      "\t\t0.013341 0.004339 0.221120 0.011249 -0.008683 0.221024\n",
+      "\t\t0.013685 0.004061 0.221134 0.011536 -0.008909 0.221026\n",
+      "\t\t0.014022 0.003776 0.221149 0.011823 -0.009137 0.221029\n",
+      "\t\t0.014353 0.003483 0.221166 0.012108 -0.009366 0.221034\n",
+      "\t\t0.014678 0.003184 0.221184 0.012391 -0.009598 0.221039\n",
+      "\t\t0.014998 0.002879 0.221203 0.012674 -0.009831 0.221046\n",
+      "\t\t0.015313 0.002568 0.221223 0.012954 -0.010065 0.221053\n",
+      "\t\t0.015622 0.002253 0.221245 0.013233 -0.010302 0.221061\n",
+      "\t\t0.015927 0.001932 0.221268 0.013511 -0.010540 0.221070\n",
+      "\t\t0.016227 0.001608 0.221293 0.013787 -0.010780 0.221080\n",
+      "\t\t0.016522 0.001279 0.221319 0.014062 -0.011021 0.221091\n",
+      "\t\t0.016814 0.000947 0.221345 0.014335 -0.011265 0.221103\n",
+      "\t\t0.017101 0.000612 0.221373 0.014607 -0.011510 0.221116\n",
+      "\t\t0.017385 0.000273 0.221403 0.014877 -0.011757 0.221131\n",
+      "\t\t0.017666 -0.000069 0.221434 0.015146 -0.012005 0.221146\n",
+      "\t\t0.017942 -0.000413 0.221466 0.015413 -0.012255 0.221162\n",
+      "\t\t0.018216 -0.000761 0.221498 0.015678 -0.012507 0.221179\n",
+      "\t\t0.018486 -0.001110 0.221532 0.015942 -0.012760 0.221198\n",
+      "\t\t0.018753 -0.001462 0.221567 0.016205 -0.013015 0.221218\n",
+      "\t\t0.019017 -0.001817 0.221604 0.016465 -0.013272 0.221240\n",
+      "\t\t0.019279 -0.002173 0.221641 0.016725 -0.013530 0.221262\n",
+      "\t\t0.019538 -0.002531 0.221679 0.016982 -0.013790 0.221286\n",
+      "\t\t0.019794 -0.002891 0.221718 0.017238 -0.014051 0.221310\n",
+      "\t\t0.020047 -0.003253 0.221758 0.017493 -0.014314 0.221336\n",
+      "\t\t0.020298 -0.003617 0.221798 0.017746 -0.014578 0.221364\n",
+      "\t\t0.020547 -0.003982 0.221840 0.017997 -0.014844 0.221392\n",
+      "\t\t0.020794 -0.004349 0.221882 0.018247 -0.015112 0.221422\n",
+      "\t\t0.021038 -0.004717 0.221925 0.018495 -0.015380 0.221453\n",
+      "\t\t0.021280 -0.005087 0.221967 0.018742 -0.015650 0.221485\n",
+      "\t\t0.021520 -0.005458 0.222011 0.018987 -0.015922 0.221518\n",
+      "\t\t0.021758 -0.005830 0.222055 0.019231 -0.016195 0.221552\n",
+      "\t\t0.021995 -0.006204 0.222099 0.019473 -0.016469 0.221588\n",
+      "\t\t0.022229 -0.006579 0.222143 0.019714 -0.016745 0.221624\n",
+      "\t\t0.022461 -0.006955 0.222187 0.019953 -0.017022 0.221662\n",
+      "\t\t0.022692 -0.007332 0.222231 0.020190 -0.017300 0.221700\n",
+      "\t\t0.022921 -0.007710 0.222276 0.020426 -0.017579 0.221739\n",
+      "\t\t0.023148 -0.008089 0.222320 0.020661 -0.017860 0.221779\n",
+      "\t\t0.023374 -0.008469 0.222363 0.020894 -0.018142 0.221820\n",
+      "\t\t0.023598 -0.008850 0.222406 0.021126 -0.018425 0.221862\n",
+      "\t\t0.023820 -0.009231 0.222449 0.021356 -0.018709 0.221904\n",
+      "\t\t0.024041 -0.009614 0.222491 0.021585 -0.018995 0.221947\n",
+      "\t\t0.024261 -0.009998 0.222533 0.021812 -0.019282 0.221990\n",
+      "\t\t0.024479 -0.010382 0.222574 0.022038 -0.019569 0.222034\n",
+      "\t\t0.024696 -0.010767 0.222615 0.022263 -0.019858 0.222078\n",
+      "\t\t0.024911 -0.011153 0.222654 0.022486 -0.020148 0.222123\n",
+      "\t\t0.025125 -0.011540 0.222693 0.022708 -0.020439 0.222167\n",
+      "\t\t0.025337 -0.011928 0.222731 0.022928 -0.020731 0.222211\n",
+      "\t\t0.025548 -0.012316 0.222769 0.023147 -0.021024 0.222256\n",
+      "\t\t0.025758 -0.012705 0.222805 0.023365 -0.021318 0.222301\n",
+      "\t\t0.025967 -0.013094 0.222840 0.023581 -0.021614 0.222345\n",
+      "\t\t0.026174 -0.013485 0.222874 0.023796 -0.021910 0.222389\n",
+      "\t\t0.026381 -0.013875 0.222908 0.024010 -0.022207 0.222432\n",
+      "\t\t0.026586 -0.014267 0.222940 0.024222 -0.022505 0.222476\n",
+      "\t\t0.026790 -0.014659 0.222972 0.024433 -0.022804 0.222518\n",
+      "\t\t0.026992 -0.015052 0.223002 0.024643 -0.023103 0.222561\n",
+      "\t\t0.027194 -0.015445 0.223032 0.024851 -0.023404 0.222602\n",
+      "\t\t0.027394 -0.015839 0.223060 0.025058 -0.023706 0.222642\n",
+      "\t\t0.027594 -0.016233 0.223088 0.025264 -0.024008 0.222682\n",
+      "\t\t0.027792 -0.016628 0.223115 0.025469 -0.024311 0.222722\n",
+      "\t\t0.027989 -0.017024 0.223141 0.025672 -0.024615 0.222760\n",
+      "\t\t0.028185 -0.017420 0.223166 0.025874 -0.024920 0.222798\n",
+      "\t\t0.028380 -0.017816 0.223190 0.026075 -0.025226 0.222834\n",
+      "\t\t0.028574 -0.018214 0.223213 0.026275 -0.025533 0.222869\n",
+      "\t\t0.028768 -0.018611 0.223235 0.026474 -0.025840 0.222904\n",
+      "\t\t0.028960 -0.019009 0.223256 0.026671 -0.026148 0.222938\n",
+      "\t\t0.029151 -0.019408 0.223277 0.026867 -0.026457 0.222971\n",
+      "\t\t0.029341 -0.019807 0.223297 0.027062 -0.026766 0.223003\n",
+      "\t\t0.029530 -0.020206 0.223316 0.027256 -0.027077 0.223033\n",
+      "\t\t0.029718 -0.020606 0.223334 0.027449 -0.027388 0.223063\n",
+      "\t\t0.029905 -0.021007 0.223351 0.027640 -0.027699 0.223092\n",
+      "\t\t0.030091 -0.021407 0.223368 0.027831 -0.028012 0.223120\n",
+      "\t\t0.030276 -0.021809 0.223384 0.028020 -0.028325 0.223147\n",
+      "\t\t0.030460 -0.022210 0.223400 0.028209 -0.028639 0.223173\n",
+      "\t\t0.030643 -0.022613 0.223414 0.028396 -0.028953 0.223198\n",
+      "\t\t0.030825 -0.023015 0.223429 0.028582 -0.029268 0.223222\n",
+      "\t\t0.031007 -0.023418 0.223442 0.028767 -0.029584 0.223246\n",
+      "\t\t0.031187 -0.023822 0.223455 0.028951 -0.029900 0.223268\n",
+      "\t\t0.031366 -0.024226 0.223468 0.029133 -0.030217 0.223290\n",
+      "\t\t0.031545 -0.024630 0.223479 0.029315 -0.030534 0.223311\n",
+      "\t\t0.031722 -0.025035 0.223491 0.029496 -0.030853 0.223331\n",
+      "\t\t0.031898 -0.025440 0.223501 0.029676 -0.031171 0.223351\n",
+      "\t\t0.032074 -0.025846 0.223512 0.029854 -0.031491 0.223369\n",
+      "\t\t0.032248 -0.026252 0.223522 0.030032 -0.031810 0.223387\n",
+      "\t\t0.032422 -0.026658 0.223531 0.030209 -0.032131 0.223404\n",
+      "\t\t0.032594 -0.027065 0.223540 0.030384 -0.032452 0.223421\n",
+      "\t\t0.032766 -0.027473 0.223549 0.030559 -0.032773 0.223437\n",
+      "\t\t0.032936 -0.027880 0.223557 0.030733 -0.033095 0.223452\n",
+      "\t\t0.033106 -0.028288 0.223565 0.030905 -0.033418 0.223466\n",
+      "\t\t0.033274 -0.028697 0.223572 0.031077 -0.033741 0.223480\n",
+      "\t\t0.033441 -0.029106 0.223579 0.031248 -0.034065 0.223494\n",
+      "\t\t0.033608 -0.029516 0.223586 0.031417 -0.034389 0.223506\n",
+      "\t\t0.033773 -0.029926 0.223592 0.031586 -0.034713 0.223519\n",
+      "\t\t0.033937 -0.030336 0.223598 0.031754 -0.035038 0.223531\n",
+      "\t\t0.034100 -0.030747 0.223604 0.031921 -0.035364 0.223542\n",
+      "\t\t0.034261 -0.031158 0.223610 0.032087 -0.035690 0.223553\n",
+      "\t\t0.034422 -0.031570 0.223615 0.032252 -0.036016 0.223563\n",
+      "\t\t0.034581 -0.031982 0.223620 0.032416 -0.036343 0.223573\n",
+      "\t\t0.034739 -0.032395 0.223625 0.032579 -0.036671 0.223582\n",
+      "\t\t0.034896 -0.032808 0.223629 0.032742 -0.036999 0.223591\n",
+      "\t\t0.035051 -0.033222 0.223634 0.032903 -0.037327 0.223600\n",
+      "\t\t0.035205 -0.033636 0.223638 0.033064 -0.037656 0.223608\n",
+      "\t\t0.035358 -0.034051 0.223642 0.033223 -0.037985 0.223616\n",
+      "\t\t0.035509 -0.034466 0.223646 0.033382 -0.038315 0.223624\n",
+      "\t\t0.035658 -0.034882 0.223650 0.033540 -0.038645 0.223631\n",
+      "\t\t0.035806 -0.035298 0.223653 0.033697 -0.038975 0.223638\n",
+      "\t\t0.035953 -0.035715 0.223657 0.033853 -0.039306 0.223644\n",
+      "\t\t0.036098 -0.036133 0.223660 0.034008 -0.039638 0.223650\n",
+      "\t\t0.036241 -0.036551 0.223664 0.034162 -0.039969 0.223656\n",
+      "\t\t0.036383 -0.036970 0.223667 0.034316 -0.040301 0.223662\n",
+      "\t\t0.036523 -0.037389 0.223670 0.034468 -0.040634 0.223667\n",
+      "\t\t0.036662 -0.037808 0.223673 0.034620 -0.040967 0.223672\n",
+      "\t\t0.036799 -0.038228 0.223676 0.034771 -0.041300 0.223677\n",
+      "\t\t0.036935 -0.038649 0.223679 0.034921 -0.041634 0.223682\n",
+      "\t\t0.037070 -0.039070 0.223682 0.035070 -0.041968 0.223686\n",
+      "\t\t0.037204 -0.039491 0.223685 0.035219 -0.042302 0.223690\n",
+      "\t\t0.037336 -0.039913 0.223688 0.035366 -0.042637 0.223694\n",
+      "\t\t0.037469 -0.040334 0.223691 0.035513 -0.042972 0.223698\n",
+      "\t\t0.037600 -0.040756 0.223694 0.035659 -0.043308 0.223701\n",
+      "\t\t0.037732 -0.041178 0.223696 0.035804 -0.043644 0.223705\n",
+      "\t\t0.037862 -0.041600 0.223699 0.035948 -0.043980 0.223708\n",
+      "\t\t0.037993 -0.042022 0.223701 0.036091 -0.044317 0.223711\n",
+      "\t\t0.038124 -0.042445 0.223704 0.036234 -0.044654 0.223714\n",
+      "\t\t0.038254 -0.042867 0.223706 0.036376 -0.044991 0.223716\n",
+      "\t\t0.038384 -0.043289 0.223708 0.036517 -0.045329 0.223719\n",
+      "\t\t0.038515 -0.043712 0.223710 0.036657 -0.045667 0.223721\n",
+      "\t\t0.038645 -0.044134 0.223712 0.036796 -0.046005 0.223723\n",
+      "\t\t0.038775 -0.044556 0.223713 0.036935 -0.046343 0.223725\n",
+      "\t\t0.038905 -0.044979 0.223715 0.037073 -0.046682 0.223727\n",
+      "\t\t0.039036 -0.045401 0.223717 0.037210 -0.047022 0.223729\n",
+      "\t\t0.039166 -0.045823 0.223718 0.037346 -0.047361 0.223731\n",
+      "\t\t0.039296 -0.046245 0.223719 0.037482 -0.047701 0.223732\n",
+      "\t\t0.039426 -0.046668 0.223721 0.037617 -0.048041 0.223734\n",
+      "\t\t0.039557 -0.047090 0.223722 0.037752 -0.048381 0.223736\n",
+      "\t\t0.039687 -0.047512 0.223723 0.037886 -0.048721 0.223737\n",
+      "\t\t0.039817 -0.047935 0.223724 0.038020 -0.049062 0.223738\n",
+      "\t\t0.039949 -0.048357 0.223724 0.038152 -0.049403 0.223740\n",
+      "\t\t0.040081 -0.048778 0.223725 0.038293 -0.049741 0.223741\n",
+      "\t\t0.040189 -0.049206 0.223725 0.038509 -0.050034 0.223743\n",
+      "\t\t0.040135 -0.049642 0.223727 0.038815 -0.050231 0.223743\n",
+      "\t\t0.039901 -0.050012 0.223731 0.039171 -0.050304 0.223740\n",
+      "\t\t0.039530 -0.050247 0.223736 0.039530 -0.050247 0.223736\n",
+      "\tsection 10\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000548 -0.000020 0.223684 0.000548 -0.000020 0.223684\n",
+      "\t\t0.000605 0.000417 0.223684 0.000601 -0.000382 0.223684\n",
+      "\t\t0.000719 0.000843 0.223684 0.000735 -0.000721 0.223684\n",
+      "\t\t0.000865 0.001258 0.223684 0.000924 -0.001033 0.223684\n",
+      "\t\t0.001035 0.001665 0.223684 0.001148 -0.001320 0.223684\n",
+      "\t\t0.001223 0.002064 0.223684 0.001395 -0.001589 0.223684\n",
+      "\t\t0.001429 0.002454 0.223684 0.001657 -0.001843 0.223684\n",
+      "\t\t0.001650 0.002835 0.223684 0.001930 -0.002086 0.223684\n",
+      "\t\t0.001887 0.003206 0.223684 0.002210 -0.002319 0.223684\n",
+      "\t\t0.002138 0.003568 0.223684 0.002497 -0.002545 0.223683\n",
+      "\t\t0.002405 0.003919 0.223683 0.002787 -0.002766 0.223682\n",
+      "\t\t0.002688 0.004257 0.223683 0.003081 -0.002982 0.223681\n",
+      "\t\t0.002985 0.004582 0.223681 0.003378 -0.003195 0.223680\n",
+      "\t\t0.003298 0.004893 0.223680 0.003677 -0.003404 0.223679\n",
+      "\t\t0.003627 0.005186 0.223679 0.003977 -0.003612 0.223680\n",
+      "\t\t0.003972 0.005460 0.223680 0.004278 -0.003818 0.223681\n",
+      "\t\t0.004333 0.005714 0.223682 0.004580 -0.004023 0.223682\n",
+      "\t\t0.004709 0.005943 0.223684 0.004883 -0.004227 0.223683\n",
+      "\t\t0.005099 0.006147 0.223687 0.005186 -0.004430 0.223684\n",
+      "\t\t0.005504 0.006323 0.223689 0.005489 -0.004633 0.223685\n",
+      "\t\t0.005920 0.006467 0.223690 0.005792 -0.004837 0.223685\n",
+      "\t\t0.006346 0.006579 0.223691 0.006095 -0.005041 0.223684\n",
+      "\t\t0.006780 0.006658 0.223694 0.006397 -0.005245 0.223683\n",
+      "\t\t0.007218 0.006701 0.223699 0.006699 -0.005449 0.223683\n",
+      "\t\t0.007659 0.006712 0.223705 0.007001 -0.005655 0.223684\n",
+      "\t\t0.008099 0.006689 0.223711 0.007302 -0.005862 0.223685\n",
+      "\t\t0.008536 0.006635 0.223717 0.007602 -0.006069 0.223687\n",
+      "\t\t0.008969 0.006552 0.223723 0.007901 -0.006278 0.223689\n",
+      "\t\t0.009396 0.006442 0.223731 0.008200 -0.006487 0.223691\n",
+      "\t\t0.009815 0.006307 0.223741 0.008498 -0.006699 0.223693\n",
+      "\t\t0.010227 0.006149 0.223752 0.008794 -0.006911 0.223695\n",
+      "\t\t0.010630 0.005972 0.223763 0.009090 -0.007125 0.223697\n",
+      "\t\t0.011025 0.005777 0.223775 0.009384 -0.007340 0.223700\n",
+      "\t\t0.011412 0.005565 0.223789 0.009678 -0.007557 0.223704\n",
+      "\t\t0.011791 0.005339 0.223805 0.009970 -0.007776 0.223708\n",
+      "\t\t0.012161 0.005101 0.223822 0.010261 -0.007996 0.223714\n",
+      "\t\t0.012524 0.004850 0.223840 0.010551 -0.008218 0.223720\n",
+      "\t\t0.012879 0.004590 0.223860 0.010840 -0.008441 0.223727\n",
+      "\t\t0.013227 0.004319 0.223880 0.011127 -0.008666 0.223735\n",
+      "\t\t0.013569 0.004041 0.223902 0.011413 -0.008893 0.223742\n",
+      "\t\t0.013904 0.003755 0.223926 0.011698 -0.009121 0.223751\n",
+      "\t\t0.014233 0.003461 0.223952 0.011981 -0.009351 0.223761\n",
+      "\t\t0.014556 0.003161 0.223979 0.012263 -0.009583 0.223773\n",
+      "\t\t0.014873 0.002856 0.224006 0.012543 -0.009817 0.223785\n",
+      "\t\t0.015185 0.002545 0.224035 0.012822 -0.010052 0.223799\n",
+      "\t\t0.015493 0.002229 0.224066 0.013100 -0.010289 0.223813\n",
+      "\t\t0.015795 0.001909 0.224099 0.013376 -0.010528 0.223829\n",
+      "\t\t0.016093 0.001584 0.224133 0.013650 -0.010768 0.223845\n",
+      "\t\t0.016387 0.001255 0.224168 0.013923 -0.011010 0.223862\n",
+      "\t\t0.016677 0.000923 0.224204 0.014195 -0.011254 0.223881\n",
+      "\t\t0.016962 0.000588 0.224242 0.014465 -0.011499 0.223902\n",
+      "\t\t0.017244 0.000249 0.224281 0.014733 -0.011747 0.223924\n",
+      "\t\t0.017522 -0.000093 0.224322 0.015000 -0.011995 0.223946\n",
+      "\t\t0.017797 -0.000437 0.224364 0.015266 -0.012246 0.223970\n",
+      "\t\t0.018069 -0.000784 0.224407 0.015530 -0.012498 0.223995\n",
+      "\t\t0.018337 -0.001134 0.224450 0.015792 -0.012752 0.224022\n",
+      "\t\t0.018603 -0.001486 0.224496 0.016053 -0.013007 0.224050\n",
+      "\t\t0.018865 -0.001840 0.224542 0.016312 -0.013264 0.224079\n",
+      "\t\t0.019125 -0.002196 0.224590 0.016570 -0.013522 0.224110\n",
+      "\t\t0.019382 -0.002554 0.224639 0.016826 -0.013782 0.224142\n",
+      "\t\t0.019636 -0.002914 0.224688 0.017081 -0.014043 0.224175\n",
+      "\t\t0.019888 -0.003275 0.224738 0.017334 -0.014306 0.224210\n",
+      "\t\t0.020138 -0.003638 0.224790 0.017585 -0.014571 0.224246\n",
+      "\t\t0.020385 -0.004003 0.224842 0.017835 -0.014837 0.224283\n",
+      "\t\t0.020630 -0.004370 0.224895 0.018084 -0.015104 0.224322\n",
+      "\t\t0.020873 -0.004737 0.224948 0.018331 -0.015373 0.224362\n",
+      "\t\t0.021113 -0.005106 0.225001 0.018576 -0.015643 0.224403\n",
+      "\t\t0.021352 -0.005477 0.225056 0.018820 -0.015914 0.224446\n",
+      "\t\t0.021589 -0.005849 0.225110 0.019063 -0.016187 0.224490\n",
+      "\t\t0.021823 -0.006222 0.225165 0.019303 -0.016461 0.224535\n",
+      "\t\t0.022056 -0.006596 0.225220 0.019543 -0.016736 0.224581\n",
+      "\t\t0.022287 -0.006971 0.225275 0.019781 -0.017013 0.224628\n",
+      "\t\t0.022517 -0.007347 0.225329 0.020017 -0.017291 0.224676\n",
+      "\t\t0.022744 -0.007725 0.225384 0.020252 -0.017570 0.224726\n",
+      "\t\t0.022970 -0.008103 0.225439 0.020486 -0.017851 0.224776\n",
+      "\t\t0.023195 -0.008483 0.225493 0.020718 -0.018132 0.224827\n",
+      "\t\t0.023417 -0.008863 0.225546 0.020949 -0.018415 0.224879\n",
+      "\t\t0.023639 -0.009244 0.225599 0.021178 -0.018699 0.224932\n",
+      "\t\t0.023858 -0.009626 0.225652 0.021406 -0.018984 0.224985\n",
+      "\t\t0.024076 -0.010009 0.225704 0.021632 -0.019270 0.225039\n",
+      "\t\t0.024293 -0.010392 0.225755 0.021857 -0.019558 0.225093\n",
+      "\t\t0.024509 -0.010777 0.225805 0.022081 -0.019846 0.225148\n",
+      "\t\t0.024723 -0.011162 0.225854 0.022303 -0.020136 0.225202\n",
+      "\t\t0.024935 -0.011548 0.225903 0.022524 -0.020426 0.225257\n",
+      "\t\t0.025147 -0.011935 0.225950 0.022743 -0.020718 0.225312\n",
+      "\t\t0.025357 -0.012322 0.225997 0.022961 -0.021010 0.225367\n",
+      "\t\t0.025566 -0.012710 0.226042 0.023178 -0.021304 0.225422\n",
+      "\t\t0.025773 -0.013099 0.226086 0.023394 -0.021598 0.225477\n",
+      "\t\t0.025980 -0.013488 0.226129 0.023608 -0.021894 0.225531\n",
+      "\t\t0.026185 -0.013878 0.226172 0.023821 -0.022190 0.225584\n",
+      "\t\t0.026389 -0.014269 0.226213 0.024032 -0.022488 0.225638\n",
+      "\t\t0.026592 -0.014660 0.226253 0.024242 -0.022786 0.225690\n",
+      "\t\t0.026793 -0.015052 0.226292 0.024451 -0.023085 0.225742\n",
+      "\t\t0.026994 -0.015445 0.226329 0.024659 -0.023385 0.225793\n",
+      "\t\t0.027193 -0.015838 0.226366 0.024866 -0.023686 0.225843\n",
+      "\t\t0.027392 -0.016231 0.226401 0.025071 -0.023988 0.225893\n",
+      "\t\t0.027589 -0.016625 0.226436 0.025275 -0.024290 0.225942\n",
+      "\t\t0.027785 -0.017020 0.226469 0.025478 -0.024594 0.225989\n",
+      "\t\t0.027981 -0.017415 0.226501 0.025679 -0.024898 0.226036\n",
+      "\t\t0.028175 -0.017810 0.226533 0.025880 -0.025203 0.226081\n",
+      "\t\t0.028368 -0.018206 0.226563 0.026079 -0.025509 0.226125\n",
+      "\t\t0.028560 -0.018603 0.226592 0.026277 -0.025815 0.226169\n",
+      "\t\t0.028751 -0.019000 0.226620 0.026474 -0.026122 0.226211\n",
+      "\t\t0.028942 -0.019398 0.226647 0.026670 -0.026430 0.226252\n",
+      "\t\t0.029131 -0.019796 0.226674 0.026864 -0.026739 0.226292\n",
+      "\t\t0.029319 -0.020194 0.226699 0.027058 -0.027049 0.226331\n",
+      "\t\t0.029506 -0.020593 0.226724 0.027250 -0.027359 0.226368\n",
+      "\t\t0.029692 -0.020992 0.226747 0.027441 -0.027670 0.226405\n",
+      "\t\t0.029878 -0.021392 0.226770 0.027631 -0.027981 0.226441\n",
+      "\t\t0.030062 -0.021792 0.226792 0.027820 -0.028293 0.226475\n",
+      "\t\t0.030246 -0.022193 0.226814 0.028008 -0.028606 0.226509\n",
+      "\t\t0.030428 -0.022594 0.226834 0.028195 -0.028920 0.226541\n",
+      "\t\t0.030610 -0.022996 0.226854 0.028381 -0.029234 0.226572\n",
+      "\t\t0.030790 -0.023398 0.226873 0.028566 -0.029549 0.226602\n",
+      "\t\t0.030970 -0.023800 0.226892 0.028749 -0.029864 0.226632\n",
+      "\t\t0.031149 -0.024203 0.226909 0.028932 -0.030180 0.226660\n",
+      "\t\t0.031326 -0.024606 0.226926 0.029113 -0.030496 0.226688\n",
+      "\t\t0.031503 -0.025010 0.226943 0.029294 -0.030814 0.226714\n",
+      "\t\t0.031679 -0.025414 0.226959 0.029473 -0.031131 0.226740\n",
+      "\t\t0.031854 -0.025819 0.226974 0.029652 -0.031450 0.226764\n",
+      "\t\t0.032028 -0.026223 0.226989 0.029829 -0.031768 0.226788\n",
+      "\t\t0.032201 -0.026629 0.227003 0.030006 -0.032088 0.226811\n",
+      "\t\t0.032373 -0.027034 0.227017 0.030181 -0.032408 0.226833\n",
+      "\t\t0.032544 -0.027441 0.227030 0.030356 -0.032728 0.226855\n",
+      "\t\t0.032714 -0.027847 0.227043 0.030529 -0.033049 0.226876\n",
+      "\t\t0.032883 -0.028254 0.227055 0.030702 -0.033371 0.226896\n",
+      "\t\t0.033051 -0.028662 0.227067 0.030874 -0.033693 0.226915\n",
+      "\t\t0.033218 -0.029069 0.227078 0.031044 -0.034016 0.226934\n",
+      "\t\t0.033384 -0.029478 0.227089 0.031214 -0.034339 0.226952\n",
+      "\t\t0.033549 -0.029886 0.227100 0.031383 -0.034662 0.226969\n",
+      "\t\t0.033713 -0.030295 0.227110 0.031551 -0.034986 0.226986\n",
+      "\t\t0.033876 -0.030705 0.227120 0.031718 -0.035311 0.227002\n",
+      "\t\t0.034037 -0.031115 0.227129 0.031884 -0.035636 0.227017\n",
+      "\t\t0.034198 -0.031526 0.227139 0.032049 -0.035961 0.227033\n",
+      "\t\t0.034357 -0.031936 0.227148 0.032213 -0.036287 0.227047\n",
+      "\t\t0.034515 -0.032348 0.227156 0.032376 -0.036613 0.227061\n",
+      "\t\t0.034671 -0.032760 0.227164 0.032539 -0.036940 0.227075\n",
+      "\t\t0.034827 -0.033172 0.227172 0.032700 -0.037267 0.227088\n",
+      "\t\t0.034981 -0.033585 0.227180 0.032861 -0.037595 0.227100\n",
+      "\t\t0.035133 -0.033999 0.227188 0.033021 -0.037923 0.227112\n",
+      "\t\t0.035285 -0.034412 0.227195 0.033180 -0.038252 0.227124\n",
+      "\t\t0.035434 -0.034827 0.227202 0.033338 -0.038581 0.227135\n",
+      "\t\t0.035583 -0.035242 0.227209 0.033495 -0.038910 0.227146\n",
+      "\t\t0.035730 -0.035657 0.227216 0.033651 -0.039240 0.227157\n",
+      "\t\t0.035875 -0.036073 0.227223 0.033806 -0.039570 0.227167\n",
+      "\t\t0.036019 -0.036490 0.227229 0.033961 -0.039901 0.227176\n",
+      "\t\t0.036161 -0.036907 0.227236 0.034115 -0.040232 0.227186\n",
+      "\t\t0.036302 -0.037325 0.227242 0.034267 -0.040563 0.227195\n",
+      "\t\t0.036441 -0.037743 0.227248 0.034419 -0.040895 0.227204\n",
+      "\t\t0.036579 -0.038161 0.227254 0.034571 -0.041227 0.227212\n",
+      "\t\t0.036716 -0.038580 0.227260 0.034721 -0.041560 0.227220\n",
+      "\t\t0.036852 -0.038999 0.227266 0.034871 -0.041892 0.227228\n",
+      "\t\t0.036987 -0.039419 0.227272 0.035019 -0.042226 0.227236\n",
+      "\t\t0.037121 -0.039839 0.227278 0.035167 -0.042559 0.227243\n",
+      "\t\t0.037254 -0.040259 0.227283 0.035314 -0.042893 0.227250\n",
+      "\t\t0.037387 -0.040679 0.227289 0.035460 -0.043228 0.227257\n",
+      "\t\t0.037519 -0.041099 0.227294 0.035606 -0.043562 0.227263\n",
+      "\t\t0.037651 -0.041520 0.227299 0.035750 -0.043897 0.227270\n",
+      "\t\t0.037783 -0.041940 0.227304 0.035894 -0.044233 0.227276\n",
+      "\t\t0.037914 -0.042361 0.227309 0.036037 -0.044569 0.227282\n",
+      "\t\t0.038046 -0.042782 0.227314 0.036179 -0.044905 0.227288\n",
+      "\t\t0.038178 -0.043202 0.227319 0.036321 -0.045241 0.227293\n",
+      "\t\t0.038309 -0.043623 0.227323 0.036462 -0.045578 0.227298\n",
+      "\t\t0.038441 -0.044043 0.227328 0.036601 -0.045915 0.227304\n",
+      "\t\t0.038572 -0.044464 0.227332 0.036741 -0.046252 0.227309\n",
+      "\t\t0.038704 -0.044885 0.227336 0.036879 -0.046590 0.227313\n",
+      "\t\t0.038835 -0.045305 0.227340 0.037017 -0.046928 0.227318\n",
+      "\t\t0.038966 -0.045726 0.227344 0.037154 -0.047266 0.227323\n",
+      "\t\t0.039098 -0.046147 0.227348 0.037290 -0.047605 0.227327\n",
+      "\t\t0.039229 -0.046567 0.227351 0.037426 -0.047944 0.227331\n",
+      "\t\t0.039361 -0.046988 0.227355 0.037561 -0.048282 0.227336\n",
+      "\t\t0.039492 -0.047408 0.227358 0.037696 -0.048622 0.227340\n",
+      "\t\t0.039624 -0.047829 0.227362 0.037830 -0.048961 0.227344\n",
+      "\t\t0.039757 -0.048249 0.227365 0.037964 -0.049301 0.227348\n",
+      "\t\t0.039890 -0.048669 0.227368 0.038106 -0.049637 0.227352\n",
+      "\t\t0.039998 -0.049096 0.227370 0.038323 -0.049928 0.227358\n",
+      "\t\t0.039945 -0.049530 0.227371 0.038629 -0.050122 0.227363\n",
+      "\t\t0.039712 -0.049900 0.227371 0.038985 -0.050194 0.227368\n",
+      "\t\t0.039343 -0.050135 0.227370 0.039343 -0.050135 0.227370\n",
+      "\tsection 11\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000443 0.000022 0.226316 0.000443 0.000022 0.226316\n",
+      "\t\t0.000500 0.000458 0.226316 0.000498 -0.000339 0.226316\n",
+      "\t\t0.000615 0.000882 0.226316 0.000634 -0.000676 0.226316\n",
+      "\t\t0.000762 0.001297 0.226316 0.000825 -0.000986 0.226316\n",
+      "\t\t0.000932 0.001703 0.226316 0.001050 -0.001272 0.226316\n",
+      "\t\t0.001120 0.002100 0.226316 0.001297 -0.001540 0.226316\n",
+      "\t\t0.001326 0.002489 0.226316 0.001559 -0.001793 0.226316\n",
+      "\t\t0.001547 0.002868 0.226316 0.001831 -0.002035 0.226316\n",
+      "\t\t0.001783 0.003239 0.226316 0.002110 -0.002269 0.226316\n",
+      "\t\t0.002035 0.003600 0.226316 0.002396 -0.002495 0.226315\n",
+      "\t\t0.002302 0.003949 0.226315 0.002685 -0.002716 0.226314\n",
+      "\t\t0.002583 0.004287 0.226315 0.002978 -0.002933 0.226313\n",
+      "\t\t0.002880 0.004611 0.226314 0.003273 -0.003146 0.226313\n",
+      "\t\t0.003193 0.004920 0.226313 0.003570 -0.003356 0.226313\n",
+      "\t\t0.003521 0.005213 0.226313 0.003869 -0.003565 0.226314\n",
+      "\t\t0.003866 0.005486 0.226314 0.004169 -0.003772 0.226316\n",
+      "\t\t0.004226 0.005739 0.226318 0.004469 -0.003978 0.226318\n",
+      "\t\t0.004601 0.005968 0.226322 0.004770 -0.004183 0.226321\n",
+      "\t\t0.004991 0.006170 0.226326 0.005072 -0.004387 0.226324\n",
+      "\t\t0.005395 0.006344 0.226331 0.005373 -0.004592 0.226326\n",
+      "\t\t0.005811 0.006487 0.226335 0.005674 -0.004796 0.226328\n",
+      "\t\t0.006236 0.006598 0.226339 0.005975 -0.005001 0.226330\n",
+      "\t\t0.006669 0.006674 0.226346 0.006276 -0.005207 0.226331\n",
+      "\t\t0.007107 0.006716 0.226355 0.006576 -0.005413 0.226333\n",
+      "\t\t0.007546 0.006725 0.226366 0.006876 -0.005620 0.226336\n",
+      "\t\t0.007985 0.006700 0.226377 0.007175 -0.005827 0.226341\n",
+      "\t\t0.008421 0.006643 0.226389 0.007474 -0.006036 0.226346\n",
+      "\t\t0.008853 0.006558 0.226401 0.007771 -0.006246 0.226351\n",
+      "\t\t0.009278 0.006445 0.226415 0.008068 -0.006457 0.226357\n",
+      "\t\t0.009695 0.006308 0.226432 0.008364 -0.006669 0.226363\n",
+      "\t\t0.010105 0.006148 0.226450 0.008659 -0.006883 0.226368\n",
+      "\t\t0.010507 0.005969 0.226468 0.008953 -0.007098 0.226374\n",
+      "\t\t0.010899 0.005772 0.226488 0.009246 -0.007315 0.226381\n",
+      "\t\t0.011284 0.005559 0.226509 0.009537 -0.007533 0.226390\n",
+      "\t\t0.011660 0.005331 0.226532 0.009828 -0.007753 0.226399\n",
+      "\t\t0.012029 0.005091 0.226557 0.010117 -0.007974 0.226410\n",
+      "\t\t0.012389 0.004839 0.226584 0.010405 -0.008197 0.226421\n",
+      "\t\t0.012742 0.004577 0.226611 0.010692 -0.008421 0.226433\n",
+      "\t\t0.013088 0.004306 0.226640 0.010978 -0.008647 0.226445\n",
+      "\t\t0.013427 0.004026 0.226670 0.011262 -0.008875 0.226458\n",
+      "\t\t0.013760 0.003739 0.226703 0.011545 -0.009104 0.226473\n",
+      "\t\t0.014087 0.003445 0.226737 0.011826 -0.009335 0.226489\n",
+      "\t\t0.014408 0.003144 0.226773 0.012106 -0.009568 0.226506\n",
+      "\t\t0.014723 0.002838 0.226810 0.012385 -0.009803 0.226525\n",
+      "\t\t0.015034 0.002526 0.226848 0.012662 -0.010039 0.226545\n",
+      "\t\t0.015339 0.002210 0.226888 0.012938 -0.010277 0.226565\n",
+      "\t\t0.015639 0.001889 0.226930 0.013213 -0.010516 0.226587\n",
+      "\t\t0.015935 0.001564 0.226973 0.013485 -0.010757 0.226610\n",
+      "\t\t0.016227 0.001235 0.227018 0.013757 -0.011000 0.226634\n",
+      "\t\t0.016515 0.000902 0.227063 0.014027 -0.011245 0.226660\n",
+      "\t\t0.016798 0.000566 0.227110 0.014295 -0.011491 0.226688\n",
+      "\t\t0.017078 0.000227 0.227159 0.014562 -0.011739 0.226717\n",
+      "\t\t0.017355 -0.000114 0.227210 0.014828 -0.011988 0.226747\n",
+      "\t\t0.017628 -0.000459 0.227262 0.015091 -0.012239 0.226778\n",
+      "\t\t0.017898 -0.000806 0.227315 0.015354 -0.012492 0.226811\n",
+      "\t\t0.018164 -0.001156 0.227369 0.015615 -0.012746 0.226845\n",
+      "\t\t0.018428 -0.001508 0.227424 0.015874 -0.013002 0.226881\n",
+      "\t\t0.018689 -0.001862 0.227481 0.016132 -0.013259 0.226919\n",
+      "\t\t0.018947 -0.002218 0.227539 0.016388 -0.013518 0.226958\n",
+      "\t\t0.019202 -0.002575 0.227598 0.016643 -0.013778 0.226998\n",
+      "\t\t0.019455 -0.002935 0.227658 0.016896 -0.014040 0.227040\n",
+      "\t\t0.019705 -0.003297 0.227719 0.017148 -0.014303 0.227083\n",
+      "\t\t0.019953 -0.003660 0.227781 0.017398 -0.014568 0.227128\n",
+      "\t\t0.020199 -0.004024 0.227844 0.017647 -0.014834 0.227174\n",
+      "\t\t0.020442 -0.004391 0.227907 0.017894 -0.015101 0.227222\n",
+      "\t\t0.020684 -0.004758 0.227971 0.018140 -0.015370 0.227272\n",
+      "\t\t0.020923 -0.005127 0.228035 0.018384 -0.015640 0.227322\n",
+      "\t\t0.021160 -0.005497 0.228100 0.018626 -0.015912 0.227374\n",
+      "\t\t0.021395 -0.005869 0.228166 0.018868 -0.016185 0.227427\n",
+      "\t\t0.021628 -0.006241 0.228231 0.019107 -0.016459 0.227482\n",
+      "\t\t0.021860 -0.006615 0.228297 0.019346 -0.016734 0.227538\n",
+      "\t\t0.022090 -0.006990 0.228362 0.019582 -0.017011 0.227595\n",
+      "\t\t0.022317 -0.007366 0.228427 0.019818 -0.017289 0.227653\n",
+      "\t\t0.022544 -0.007743 0.228493 0.020052 -0.017568 0.227713\n",
+      "\t\t0.022768 -0.008121 0.228558 0.020284 -0.017849 0.227773\n",
+      "\t\t0.022991 -0.008500 0.228623 0.020515 -0.018130 0.227835\n",
+      "\t\t0.023213 -0.008880 0.228686 0.020745 -0.018413 0.227897\n",
+      "\t\t0.023433 -0.009260 0.228749 0.020973 -0.018697 0.227960\n",
+      "\t\t0.023651 -0.009642 0.228812 0.021200 -0.018982 0.228023\n",
+      "\t\t0.023868 -0.010024 0.228874 0.021425 -0.019268 0.228087\n",
+      "\t\t0.024084 -0.010408 0.228935 0.021649 -0.019555 0.228152\n",
+      "\t\t0.024298 -0.010792 0.228995 0.021872 -0.019843 0.228217\n",
+      "\t\t0.024511 -0.011176 0.229054 0.022093 -0.020132 0.228282\n",
+      "\t\t0.024722 -0.011562 0.229112 0.022313 -0.020422 0.228347\n",
+      "\t\t0.024933 -0.011948 0.229169 0.022532 -0.020714 0.228413\n",
+      "\t\t0.025142 -0.012335 0.229225 0.022749 -0.021006 0.228478\n",
+      "\t\t0.025349 -0.012722 0.229280 0.022966 -0.021299 0.228544\n",
+      "\t\t0.025556 -0.013110 0.229333 0.023180 -0.021593 0.228608\n",
+      "\t\t0.025761 -0.013499 0.229385 0.023394 -0.021888 0.228672\n",
+      "\t\t0.025965 -0.013889 0.229436 0.023606 -0.022184 0.228736\n",
+      "\t\t0.026168 -0.014279 0.229485 0.023817 -0.022481 0.228800\n",
+      "\t\t0.026370 -0.014669 0.229534 0.024026 -0.022779 0.228862\n",
+      "\t\t0.026571 -0.015060 0.229581 0.024235 -0.023078 0.228924\n",
+      "\t\t0.026770 -0.015452 0.229627 0.024442 -0.023377 0.228985\n",
+      "\t\t0.026969 -0.015844 0.229671 0.024648 -0.023678 0.229045\n",
+      "\t\t0.027166 -0.016237 0.229714 0.024852 -0.023979 0.229104\n",
+      "\t\t0.027363 -0.016631 0.229756 0.025056 -0.024281 0.229162\n",
+      "\t\t0.027558 -0.017024 0.229797 0.025258 -0.024584 0.229219\n",
+      "\t\t0.027753 -0.017419 0.229837 0.025459 -0.024888 0.229274\n",
+      "\t\t0.027946 -0.017814 0.229876 0.025659 -0.025192 0.229328\n",
+      "\t\t0.028138 -0.018209 0.229913 0.025858 -0.025497 0.229381\n",
+      "\t\t0.028330 -0.018605 0.229949 0.026056 -0.025803 0.229433\n",
+      "\t\t0.028520 -0.019001 0.229984 0.026252 -0.026110 0.229484\n",
+      "\t\t0.028709 -0.019398 0.230018 0.026447 -0.026417 0.229534\n",
+      "\t\t0.028898 -0.019795 0.230051 0.026642 -0.026725 0.229582\n",
+      "\t\t0.029085 -0.020193 0.230083 0.026835 -0.027034 0.229629\n",
+      "\t\t0.029272 -0.020591 0.230114 0.027027 -0.027344 0.229674\n",
+      "\t\t0.029457 -0.020990 0.230143 0.027218 -0.027654 0.229718\n",
+      "\t\t0.029642 -0.021389 0.230172 0.027407 -0.027965 0.229762\n",
+      "\t\t0.029826 -0.021788 0.230200 0.027596 -0.028276 0.229804\n",
+      "\t\t0.030008 -0.022188 0.230228 0.027784 -0.028588 0.229844\n",
+      "\t\t0.030190 -0.022589 0.230254 0.027970 -0.028901 0.229884\n",
+      "\t\t0.030371 -0.022989 0.230279 0.028156 -0.029215 0.229922\n",
+      "\t\t0.030551 -0.023390 0.230304 0.028340 -0.029529 0.229959\n",
+      "\t\t0.030730 -0.023792 0.230328 0.028524 -0.029843 0.229995\n",
+      "\t\t0.030908 -0.024194 0.230351 0.028706 -0.030159 0.230030\n",
+      "\t\t0.031086 -0.024596 0.230373 0.028887 -0.030474 0.230064\n",
+      "\t\t0.031262 -0.024999 0.230395 0.029068 -0.030791 0.230097\n",
+      "\t\t0.031437 -0.025402 0.230416 0.029247 -0.031108 0.230129\n",
+      "\t\t0.031612 -0.025806 0.230436 0.029426 -0.031425 0.230159\n",
+      "\t\t0.031785 -0.026210 0.230456 0.029603 -0.031743 0.230189\n",
+      "\t\t0.031958 -0.026614 0.230475 0.029779 -0.032062 0.230218\n",
+      "\t\t0.032129 -0.027019 0.230493 0.029955 -0.032381 0.230246\n",
+      "\t\t0.032300 -0.027424 0.230511 0.030129 -0.032701 0.230273\n",
+      "\t\t0.032470 -0.027830 0.230529 0.030303 -0.033021 0.230300\n",
+      "\t\t0.032638 -0.028236 0.230545 0.030476 -0.033342 0.230325\n",
+      "\t\t0.032806 -0.028642 0.230561 0.030647 -0.033663 0.230350\n",
+      "\t\t0.032973 -0.029049 0.230577 0.030818 -0.033985 0.230374\n",
+      "\t\t0.033138 -0.029456 0.230592 0.030988 -0.034307 0.230397\n",
+      "\t\t0.033303 -0.029864 0.230607 0.031157 -0.034630 0.230419\n",
+      "\t\t0.033467 -0.030272 0.230622 0.031324 -0.034953 0.230441\n",
+      "\t\t0.033629 -0.030681 0.230636 0.031491 -0.035276 0.230462\n",
+      "\t\t0.033791 -0.031090 0.230649 0.031658 -0.035601 0.230482\n",
+      "\t\t0.033951 -0.031499 0.230662 0.031823 -0.035925 0.230502\n",
+      "\t\t0.034110 -0.031909 0.230675 0.031987 -0.036250 0.230521\n",
+      "\t\t0.034268 -0.032319 0.230687 0.032151 -0.036576 0.230540\n",
+      "\t\t0.034424 -0.032730 0.230699 0.032313 -0.036902 0.230558\n",
+      "\t\t0.034580 -0.033141 0.230711 0.032475 -0.037228 0.230575\n",
+      "\t\t0.034734 -0.033553 0.230722 0.032636 -0.037555 0.230592\n",
+      "\t\t0.034887 -0.033965 0.230734 0.032796 -0.037882 0.230608\n",
+      "\t\t0.035038 -0.034378 0.230744 0.032955 -0.038209 0.230624\n",
+      "\t\t0.035188 -0.034791 0.230755 0.033113 -0.038538 0.230639\n",
+      "\t\t0.035337 -0.035205 0.230765 0.033270 -0.038866 0.230654\n",
+      "\t\t0.035484 -0.035620 0.230775 0.033427 -0.039195 0.230669\n",
+      "\t\t0.035630 -0.036034 0.230785 0.033583 -0.039524 0.230683\n",
+      "\t\t0.035774 -0.036450 0.230795 0.033737 -0.039854 0.230697\n",
+      "\t\t0.035917 -0.036865 0.230805 0.033891 -0.040184 0.230710\n",
+      "\t\t0.036059 -0.037282 0.230814 0.034045 -0.040514 0.230722\n",
+      "\t\t0.036199 -0.037698 0.230823 0.034197 -0.040845 0.230735\n",
+      "\t\t0.036338 -0.038116 0.230832 0.034348 -0.041176 0.230747\n",
+      "\t\t0.036476 -0.038533 0.230841 0.034499 -0.041508 0.230759\n",
+      "\t\t0.036612 -0.038951 0.230850 0.034649 -0.041840 0.230770\n",
+      "\t\t0.036748 -0.039369 0.230858 0.034798 -0.042172 0.230781\n",
+      "\t\t0.036883 -0.039788 0.230867 0.034946 -0.042505 0.230792\n",
+      "\t\t0.037018 -0.040206 0.230875 0.035094 -0.042838 0.230802\n",
+      "\t\t0.037151 -0.040625 0.230883 0.035241 -0.043171 0.230812\n",
+      "\t\t0.037285 -0.041044 0.230892 0.035386 -0.043505 0.230822\n",
+      "\t\t0.037418 -0.041463 0.230899 0.035532 -0.043839 0.230832\n",
+      "\t\t0.037551 -0.041882 0.230907 0.035676 -0.044173 0.230841\n",
+      "\t\t0.037684 -0.042301 0.230915 0.035819 -0.044508 0.230850\n",
+      "\t\t0.037817 -0.042720 0.230922 0.035962 -0.044843 0.230859\n",
+      "\t\t0.037950 -0.043139 0.230930 0.036104 -0.045178 0.230867\n",
+      "\t\t0.038083 -0.043558 0.230937 0.036245 -0.045514 0.230876\n",
+      "\t\t0.038215 -0.043978 0.230944 0.036386 -0.045850 0.230884\n",
+      "\t\t0.038348 -0.044397 0.230950 0.036525 -0.046187 0.230892\n",
+      "\t\t0.038481 -0.044816 0.230957 0.036664 -0.046523 0.230900\n",
+      "\t\t0.038614 -0.045235 0.230964 0.036803 -0.046860 0.230907\n",
+      "\t\t0.038746 -0.045654 0.230970 0.036940 -0.047197 0.230914\n",
+      "\t\t0.038879 -0.046073 0.230976 0.037077 -0.047535 0.230922\n",
+      "\t\t0.039012 -0.046493 0.230982 0.037214 -0.047872 0.230929\n",
+      "\t\t0.039145 -0.046912 0.230988 0.037350 -0.048210 0.230936\n",
+      "\t\t0.039277 -0.047331 0.230994 0.037485 -0.048548 0.230943\n",
+      "\t\t0.039410 -0.047750 0.231000 0.037621 -0.048886 0.230949\n",
+      "\t\t0.039544 -0.048169 0.231006 0.037755 -0.049225 0.230956\n",
+      "\t\t0.039679 -0.048587 0.231011 0.037898 -0.049560 0.230963\n",
+      "\t\t0.039787 -0.049013 0.231015 0.038116 -0.049849 0.230973\n",
+      "\t\t0.039735 -0.049446 0.231015 0.038423 -0.050041 0.230984\n",
+      "\t\t0.039503 -0.049815 0.231011 0.038779 -0.050111 0.230995\n",
+      "\t\t0.039136 -0.050051 0.231004 0.039136 -0.050051 0.231004\n",
+      "\tsection 12\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000305 0.000073 0.228947 0.000305 0.000073 0.228947\n",
+      "\t\t0.000363 0.000508 0.228947 0.000362 -0.000287 0.228947\n",
+      "\t\t0.000479 0.000931 0.228947 0.000502 -0.000622 0.228947\n",
+      "\t\t0.000627 0.001345 0.228947 0.000695 -0.000930 0.228947\n",
+      "\t\t0.000797 0.001749 0.228947 0.000921 -0.001215 0.228947\n",
+      "\t\t0.000986 0.002145 0.228947 0.001168 -0.001481 0.228948\n",
+      "\t\t0.001191 0.002533 0.228947 0.001430 -0.001734 0.228948\n",
+      "\t\t0.001413 0.002912 0.228948 0.001701 -0.001976 0.228948\n",
+      "\t\t0.001649 0.003282 0.228948 0.001980 -0.002209 0.228948\n",
+      "\t\t0.001901 0.003642 0.228948 0.002265 -0.002436 0.228947\n",
+      "\t\t0.002167 0.003990 0.228947 0.002553 -0.002657 0.228947\n",
+      "\t\t0.002449 0.004327 0.228947 0.002845 -0.002875 0.228946\n",
+      "\t\t0.002745 0.004650 0.228946 0.003139 -0.003089 0.228945\n",
+      "\t\t0.003058 0.004959 0.228945 0.003435 -0.003300 0.228946\n",
+      "\t\t0.003386 0.005250 0.228946 0.003732 -0.003510 0.228948\n",
+      "\t\t0.003730 0.005523 0.228949 0.004030 -0.003718 0.228951\n",
+      "\t\t0.004089 0.005775 0.228953 0.004329 -0.003925 0.228955\n",
+      "\t\t0.004465 0.006002 0.228959 0.004629 -0.004131 0.228959\n",
+      "\t\t0.004854 0.006204 0.228966 0.004928 -0.004337 0.228964\n",
+      "\t\t0.005258 0.006377 0.228973 0.005228 -0.004543 0.228968\n",
+      "\t\t0.005673 0.006518 0.228980 0.005528 -0.004749 0.228972\n",
+      "\t\t0.006098 0.006627 0.228987 0.005827 -0.004956 0.228975\n",
+      "\t\t0.006531 0.006702 0.228997 0.006126 -0.005163 0.228978\n",
+      "\t\t0.006968 0.006741 0.229011 0.006425 -0.005370 0.228983\n",
+      "\t\t0.007407 0.006747 0.229027 0.006723 -0.005579 0.228989\n",
+      "\t\t0.007845 0.006720 0.229043 0.007021 -0.005788 0.228997\n",
+      "\t\t0.008280 0.006661 0.229060 0.007317 -0.005998 0.229005\n",
+      "\t\t0.008710 0.006573 0.229078 0.007613 -0.006210 0.229013\n",
+      "\t\t0.009133 0.006457 0.229099 0.007908 -0.006422 0.229023\n",
+      "\t\t0.009549 0.006318 0.229122 0.008202 -0.006636 0.229032\n",
+      "\t\t0.009957 0.006156 0.229147 0.008495 -0.006851 0.229042\n",
+      "\t\t0.010357 0.005974 0.229173 0.008788 -0.007068 0.229052\n",
+      "\t\t0.010748 0.005775 0.229200 0.009079 -0.007286 0.229063\n",
+      "\t\t0.011130 0.005560 0.229229 0.009369 -0.007506 0.229076\n",
+      "\t\t0.011504 0.005330 0.229260 0.009657 -0.007727 0.229090\n",
+      "\t\t0.011871 0.005088 0.229293 0.009945 -0.007949 0.229105\n",
+      "\t\t0.012229 0.004835 0.229327 0.010231 -0.008174 0.229121\n",
+      "\t\t0.012580 0.004571 0.229363 0.010516 -0.008399 0.229138\n",
+      "\t\t0.012924 0.004298 0.229400 0.010800 -0.008627 0.229156\n",
+      "\t\t0.013261 0.004017 0.229439 0.011083 -0.008856 0.229175\n",
+      "\t\t0.013592 0.003729 0.229480 0.011364 -0.009087 0.229195\n",
+      "\t\t0.013916 0.003434 0.229523 0.011644 -0.009319 0.229216\n",
+      "\t\t0.014235 0.003132 0.229568 0.011922 -0.009553 0.229239\n",
+      "\t\t0.014549 0.002825 0.229613 0.012199 -0.009788 0.229264\n",
+      "\t\t0.014857 0.002512 0.229660 0.012475 -0.010026 0.229290\n",
+      "\t\t0.015160 0.002195 0.229709 0.012749 -0.010265 0.229317\n",
+      "\t\t0.015458 0.001873 0.229760 0.013022 -0.010505 0.229345\n",
+      "\t\t0.015752 0.001547 0.229813 0.013293 -0.010747 0.229375\n",
+      "\t\t0.016042 0.001218 0.229867 0.013563 -0.010991 0.229406\n",
+      "\t\t0.016328 0.000885 0.229922 0.013831 -0.011237 0.229439\n",
+      "\t\t0.016610 0.000548 0.229979 0.014098 -0.011484 0.229474\n",
+      "\t\t0.016888 0.000209 0.230038 0.014363 -0.011733 0.229510\n",
+      "\t\t0.017163 -0.000133 0.230098 0.014627 -0.011983 0.229547\n",
+      "\t\t0.017434 -0.000479 0.230160 0.014890 -0.012235 0.229586\n",
+      "\t\t0.017702 -0.000826 0.230223 0.015150 -0.012488 0.229626\n",
+      "\t\t0.017967 -0.001176 0.230287 0.015410 -0.012743 0.229669\n",
+      "\t\t0.018229 -0.001528 0.230352 0.015668 -0.012999 0.229713\n",
+      "\t\t0.018488 -0.001882 0.230420 0.015924 -0.013257 0.229758\n",
+      "\t\t0.018744 -0.002239 0.230488 0.016179 -0.013517 0.229806\n",
+      "\t\t0.018998 -0.002597 0.230558 0.016432 -0.013778 0.229854\n",
+      "\t\t0.019249 -0.002957 0.230628 0.016684 -0.014040 0.229904\n",
+      "\t\t0.019498 -0.003318 0.230699 0.016935 -0.014304 0.229956\n",
+      "\t\t0.019744 -0.003681 0.230772 0.017184 -0.014569 0.230010\n",
+      "\t\t0.019989 -0.004046 0.230845 0.017431 -0.014835 0.230066\n",
+      "\t\t0.020230 -0.004412 0.230920 0.017677 -0.015103 0.230123\n",
+      "\t\t0.020470 -0.004780 0.230994 0.017921 -0.015373 0.230181\n",
+      "\t\t0.020708 -0.005149 0.231069 0.018164 -0.015643 0.230241\n",
+      "\t\t0.020944 -0.005519 0.231145 0.018406 -0.015915 0.230302\n",
+      "\t\t0.021177 -0.005890 0.231221 0.018646 -0.016188 0.230365\n",
+      "\t\t0.021409 -0.006263 0.231297 0.018884 -0.016463 0.230429\n",
+      "\t\t0.021639 -0.006637 0.231374 0.019122 -0.016739 0.230495\n",
+      "\t\t0.021868 -0.007012 0.231449 0.019357 -0.017016 0.230562\n",
+      "\t\t0.022094 -0.007387 0.231525 0.019592 -0.017294 0.230630\n",
+      "\t\t0.022319 -0.007764 0.231602 0.019824 -0.017573 0.230699\n",
+      "\t\t0.022543 -0.008142 0.231677 0.020056 -0.017854 0.230770\n",
+      "\t\t0.022764 -0.008521 0.231752 0.020286 -0.018135 0.230842\n",
+      "\t\t0.022985 -0.008901 0.231826 0.020515 -0.018418 0.230915\n",
+      "\t\t0.023203 -0.009281 0.231900 0.020742 -0.018702 0.230987\n",
+      "\t\t0.023421 -0.009662 0.231973 0.020968 -0.018987 0.231061\n",
+      "\t\t0.023636 -0.010045 0.232045 0.021192 -0.019273 0.231136\n",
+      "\t\t0.023851 -0.010427 0.232116 0.021416 -0.019560 0.231211\n",
+      "\t\t0.024064 -0.010811 0.232186 0.021638 -0.019848 0.231287\n",
+      "\t\t0.024276 -0.011196 0.232254 0.021858 -0.020137 0.231362\n",
+      "\t\t0.024486 -0.011581 0.232322 0.022077 -0.020428 0.231438\n",
+      "\t\t0.024695 -0.011967 0.232388 0.022295 -0.020719 0.231513\n",
+      "\t\t0.024903 -0.012353 0.232453 0.022512 -0.021011 0.231589\n",
+      "\t\t0.025110 -0.012740 0.232517 0.022727 -0.021304 0.231665\n",
+      "\t\t0.025315 -0.013128 0.232579 0.022941 -0.021598 0.231740\n",
+      "\t\t0.025519 -0.013517 0.232640 0.023154 -0.021893 0.231814\n",
+      "\t\t0.025722 -0.013906 0.232700 0.023365 -0.022189 0.231888\n",
+      "\t\t0.025924 -0.014295 0.232758 0.023576 -0.022486 0.231962\n",
+      "\t\t0.026125 -0.014686 0.232815 0.023785 -0.022783 0.232034\n",
+      "\t\t0.026325 -0.015076 0.232870 0.023993 -0.023082 0.232106\n",
+      "\t\t0.026524 -0.015468 0.232924 0.024199 -0.023381 0.232176\n",
+      "\t\t0.026721 -0.015860 0.232976 0.024404 -0.023681 0.232246\n",
+      "\t\t0.026918 -0.016252 0.233027 0.024609 -0.023982 0.232314\n",
+      "\t\t0.027113 -0.016645 0.233077 0.024812 -0.024284 0.232382\n",
+      "\t\t0.027308 -0.017038 0.233126 0.025013 -0.024586 0.232448\n",
+      "\t\t0.027501 -0.017432 0.233173 0.025214 -0.024890 0.232512\n",
+      "\t\t0.027694 -0.017827 0.233218 0.025414 -0.025194 0.232575\n",
+      "\t\t0.027885 -0.018222 0.233263 0.025612 -0.025499 0.232637\n",
+      "\t\t0.028076 -0.018617 0.233306 0.025809 -0.025804 0.232698\n",
+      "\t\t0.028265 -0.019013 0.233348 0.026005 -0.026111 0.232757\n",
+      "\t\t0.028454 -0.019409 0.233388 0.026200 -0.026418 0.232815\n",
+      "\t\t0.028642 -0.019806 0.233428 0.026394 -0.026725 0.232872\n",
+      "\t\t0.028828 -0.020203 0.233466 0.026587 -0.027034 0.232926\n",
+      "\t\t0.029014 -0.020601 0.233504 0.026779 -0.027343 0.232980\n",
+      "\t\t0.029199 -0.020999 0.233540 0.026969 -0.027652 0.233032\n",
+      "\t\t0.029383 -0.021397 0.233574 0.027159 -0.027963 0.233083\n",
+      "\t\t0.029566 -0.021796 0.233608 0.027347 -0.028274 0.233132\n",
+      "\t\t0.029748 -0.022195 0.233642 0.027535 -0.028585 0.233180\n",
+      "\t\t0.029929 -0.022595 0.233674 0.027721 -0.028898 0.233227\n",
+      "\t\t0.030109 -0.022995 0.233705 0.027906 -0.029211 0.233272\n",
+      "\t\t0.030289 -0.023396 0.233735 0.028091 -0.029524 0.233316\n",
+      "\t\t0.030467 -0.023797 0.233764 0.028274 -0.029838 0.233359\n",
+      "\t\t0.030645 -0.024198 0.233793 0.028456 -0.030153 0.233400\n",
+      "\t\t0.030822 -0.024600 0.233820 0.028638 -0.030468 0.233441\n",
+      "\t\t0.030997 -0.025002 0.233847 0.028818 -0.030784 0.233480\n",
+      "\t\t0.031172 -0.025405 0.233873 0.028997 -0.031100 0.233518\n",
+      "\t\t0.031346 -0.025808 0.233898 0.029176 -0.031417 0.233555\n",
+      "\t\t0.031519 -0.026211 0.233923 0.029353 -0.031735 0.233590\n",
+      "\t\t0.031691 -0.026615 0.233947 0.029529 -0.032053 0.233625\n",
+      "\t\t0.031863 -0.027019 0.233970 0.029705 -0.032371 0.233659\n",
+      "\t\t0.032033 -0.027423 0.233993 0.029879 -0.032691 0.233692\n",
+      "\t\t0.032202 -0.027828 0.234014 0.030053 -0.033010 0.233724\n",
+      "\t\t0.032371 -0.028233 0.234036 0.030226 -0.033330 0.233755\n",
+      "\t\t0.032538 -0.028639 0.234056 0.030397 -0.033651 0.233785\n",
+      "\t\t0.032704 -0.029045 0.234076 0.030568 -0.033972 0.233814\n",
+      "\t\t0.032870 -0.029452 0.234096 0.030738 -0.034293 0.233842\n",
+      "\t\t0.033034 -0.029859 0.234115 0.030907 -0.034616 0.233869\n",
+      "\t\t0.033198 -0.030266 0.234133 0.031075 -0.034938 0.233896\n",
+      "\t\t0.033360 -0.030674 0.234151 0.031242 -0.035261 0.233922\n",
+      "\t\t0.033521 -0.031082 0.234169 0.031409 -0.035584 0.233947\n",
+      "\t\t0.033682 -0.031491 0.234186 0.031574 -0.035908 0.233972\n",
+      "\t\t0.033841 -0.031900 0.234202 0.031738 -0.036233 0.233995\n",
+      "\t\t0.033999 -0.032309 0.234219 0.031902 -0.036557 0.234019\n",
+      "\t\t0.034155 -0.032719 0.234234 0.032065 -0.036883 0.234041\n",
+      "\t\t0.034311 -0.033129 0.234250 0.032227 -0.037208 0.234063\n",
+      "\t\t0.034465 -0.033540 0.234265 0.032388 -0.037534 0.234084\n",
+      "\t\t0.034618 -0.033952 0.234279 0.032548 -0.037861 0.234104\n",
+      "\t\t0.034770 -0.034363 0.234294 0.032707 -0.038188 0.234124\n",
+      "\t\t0.034920 -0.034776 0.234308 0.032866 -0.038515 0.234144\n",
+      "\t\t0.035069 -0.035189 0.234321 0.033024 -0.038843 0.234163\n",
+      "\t\t0.035217 -0.035602 0.234335 0.033181 -0.039171 0.234181\n",
+      "\t\t0.035363 -0.036016 0.234348 0.033337 -0.039499 0.234199\n",
+      "\t\t0.035508 -0.036430 0.234361 0.033492 -0.039828 0.234217\n",
+      "\t\t0.035652 -0.036845 0.234373 0.033646 -0.040158 0.234234\n",
+      "\t\t0.035794 -0.037260 0.234386 0.033800 -0.040487 0.234250\n",
+      "\t\t0.035935 -0.037676 0.234398 0.033952 -0.040817 0.234266\n",
+      "\t\t0.036075 -0.038092 0.234410 0.034104 -0.041148 0.234282\n",
+      "\t\t0.036213 -0.038508 0.234422 0.034256 -0.041479 0.234297\n",
+      "\t\t0.036351 -0.038925 0.234433 0.034406 -0.041810 0.234312\n",
+      "\t\t0.036488 -0.039342 0.234445 0.034555 -0.042141 0.234326\n",
+      "\t\t0.036624 -0.039759 0.234456 0.034704 -0.042473 0.234341\n",
+      "\t\t0.036760 -0.040176 0.234467 0.034852 -0.042805 0.234354\n",
+      "\t\t0.036895 -0.040594 0.234478 0.034999 -0.043138 0.234368\n",
+      "\t\t0.037030 -0.041011 0.234489 0.035146 -0.043471 0.234381\n",
+      "\t\t0.037164 -0.041429 0.234500 0.035291 -0.043804 0.234394\n",
+      "\t\t0.037299 -0.041847 0.234510 0.035436 -0.044138 0.234406\n",
+      "\t\t0.037433 -0.042265 0.234520 0.035580 -0.044472 0.234418\n",
+      "\t\t0.037567 -0.042683 0.234531 0.035723 -0.044806 0.234430\n",
+      "\t\t0.037701 -0.043101 0.234540 0.035866 -0.045140 0.234442\n",
+      "\t\t0.037835 -0.043519 0.234550 0.036008 -0.045475 0.234453\n",
+      "\t\t0.037969 -0.043936 0.234560 0.036149 -0.045811 0.234464\n",
+      "\t\t0.038103 -0.044354 0.234569 0.036289 -0.046146 0.234475\n",
+      "\t\t0.038237 -0.044772 0.234578 0.036429 -0.046482 0.234486\n",
+      "\t\t0.038372 -0.045190 0.234587 0.036568 -0.046818 0.234496\n",
+      "\t\t0.038506 -0.045608 0.234596 0.036706 -0.047154 0.234506\n",
+      "\t\t0.038640 -0.046026 0.234605 0.036844 -0.047491 0.234516\n",
+      "\t\t0.038774 -0.046444 0.234613 0.036981 -0.047828 0.234526\n",
+      "\t\t0.038908 -0.046862 0.234622 0.037118 -0.048165 0.234536\n",
+      "\t\t0.039042 -0.047280 0.234630 0.037254 -0.048502 0.234545\n",
+      "\t\t0.039176 -0.047698 0.234638 0.037391 -0.048839 0.234555\n",
+      "\t\t0.039311 -0.048115 0.234646 0.037526 -0.049177 0.234564\n",
+      "\t\t0.039447 -0.048533 0.234654 0.037670 -0.049510 0.234574\n",
+      "\t\t0.039557 -0.048957 0.234660 0.037890 -0.049798 0.234588\n",
+      "\t\t0.039505 -0.049389 0.234659 0.038197 -0.049989 0.234605\n",
+      "\t\t0.039275 -0.049759 0.234652 0.038553 -0.050057 0.234622\n",
+      "\t\t0.038909 -0.049995 0.234638 0.038909 -0.049995 0.234638\n",
+      "\tsection 13\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.000133 0.000133 0.231579 0.000133 0.000133 0.231579\n",
+      "\t\t0.000192 0.000567 0.231579 0.000194 -0.000226 0.231579\n",
+      "\t\t0.000310 0.000990 0.231579 0.000337 -0.000559 0.231579\n",
+      "\t\t0.000459 0.001402 0.231579 0.000533 -0.000865 0.231579\n",
+      "\t\t0.000630 0.001805 0.231579 0.000761 -0.001148 0.231579\n",
+      "\t\t0.000819 0.002201 0.231579 0.001009 -0.001413 0.231579\n",
+      "\t\t0.001026 0.002587 0.231579 0.001271 -0.001665 0.231579\n",
+      "\t\t0.001247 0.002966 0.231579 0.001542 -0.001907 0.231579\n",
+      "\t\t0.001484 0.003334 0.231579 0.001821 -0.002141 0.231580\n",
+      "\t\t0.001736 0.003693 0.231579 0.002104 -0.002368 0.231579\n",
+      "\t\t0.002002 0.004041 0.231579 0.002392 -0.002590 0.231579\n",
+      "\t\t0.002284 0.004377 0.231579 0.002683 -0.002808 0.231578\n",
+      "\t\t0.002580 0.004700 0.231579 0.002975 -0.003023 0.231578\n",
+      "\t\t0.002893 0.005008 0.231578 0.003270 -0.003236 0.231580\n",
+      "\t\t0.003221 0.005298 0.231579 0.003566 -0.003447 0.231582\n",
+      "\t\t0.003565 0.005570 0.231583 0.003863 -0.003656 0.231587\n",
+      "\t\t0.003924 0.005821 0.231589 0.004160 -0.003865 0.231592\n",
+      "\t\t0.004299 0.006048 0.231596 0.004458 -0.004073 0.231597\n",
+      "\t\t0.004689 0.006248 0.231605 0.004756 -0.004280 0.231603\n",
+      "\t\t0.005093 0.006419 0.231615 0.005055 -0.004488 0.231609\n",
+      "\t\t0.005508 0.006559 0.231624 0.005353 -0.004696 0.231615\n",
+      "\t\t0.005933 0.006666 0.231634 0.005651 -0.004904 0.231620\n",
+      "\t\t0.006365 0.006739 0.231649 0.005948 -0.005113 0.231626\n",
+      "\t\t0.006802 0.006776 0.231667 0.006245 -0.005322 0.231633\n",
+      "\t\t0.007241 0.006780 0.231687 0.006541 -0.005532 0.231642\n",
+      "\t\t0.007678 0.006749 0.231710 0.006837 -0.005743 0.231652\n",
+      "\t\t0.008112 0.006688 0.231732 0.007132 -0.005956 0.231664\n",
+      "\t\t0.008541 0.006597 0.231756 0.007426 -0.006169 0.231676\n",
+      "\t\t0.008963 0.006479 0.231783 0.007720 -0.006383 0.231689\n",
+      "\t\t0.009377 0.006336 0.231813 0.008012 -0.006599 0.231702\n",
+      "\t\t0.009783 0.006172 0.231845 0.008304 -0.006816 0.231715\n",
+      "\t\t0.010181 0.005987 0.231878 0.008594 -0.007034 0.231729\n",
+      "\t\t0.010570 0.005786 0.231912 0.008883 -0.007254 0.231745\n",
+      "\t\t0.010951 0.005568 0.231948 0.009172 -0.007475 0.231762\n",
+      "\t\t0.011323 0.005337 0.231987 0.009459 -0.007698 0.231781\n",
+      "\t\t0.011687 0.005092 0.232028 0.009744 -0.007923 0.231801\n",
+      "\t\t0.012043 0.004837 0.232071 0.010029 -0.008148 0.231822\n",
+      "\t\t0.012392 0.004572 0.232115 0.010312 -0.008376 0.231844\n",
+      "\t\t0.012734 0.004297 0.232160 0.010595 -0.008605 0.231867\n",
+      "\t\t0.013069 0.004015 0.232207 0.010875 -0.008835 0.231891\n",
+      "\t\t0.013398 0.003725 0.232257 0.011155 -0.009068 0.231916\n",
+      "\t\t0.013721 0.003428 0.232309 0.011433 -0.009301 0.231944\n",
+      "\t\t0.014037 0.003125 0.232362 0.011710 -0.009537 0.231973\n",
+      "\t\t0.014349 0.002817 0.232416 0.011985 -0.009774 0.232004\n",
+      "\t\t0.014655 0.002503 0.232472 0.012259 -0.010013 0.232036\n",
+      "\t\t0.014956 0.002184 0.232531 0.012532 -0.010253 0.232069\n",
+      "\t\t0.015253 0.001862 0.232591 0.012803 -0.010495 0.232104\n",
+      "\t\t0.015545 0.001535 0.232653 0.013073 -0.010738 0.232140\n",
+      "\t\t0.015833 0.001204 0.232716 0.013341 -0.010983 0.232178\n",
+      "\t\t0.016117 0.000870 0.232781 0.013608 -0.011230 0.232218\n",
+      "\t\t0.016397 0.000533 0.232847 0.013873 -0.011478 0.232259\n",
+      "\t\t0.016673 0.000193 0.232916 0.014137 -0.011728 0.232303\n",
+      "\t\t0.016946 -0.000150 0.232986 0.014399 -0.011980 0.232348\n",
+      "\t\t0.017216 -0.000496 0.233058 0.014660 -0.012232 0.232394\n",
+      "\t\t0.017482 -0.000844 0.233131 0.014920 -0.012487 0.232442\n",
+      "\t\t0.017745 -0.001194 0.233205 0.015178 -0.012743 0.232492\n",
+      "\t\t0.018005 -0.001547 0.233281 0.015434 -0.013000 0.232544\n",
+      "\t\t0.018263 -0.001902 0.233358 0.015689 -0.013259 0.232598\n",
+      "\t\t0.018518 -0.002259 0.233437 0.015943 -0.013519 0.232654\n",
+      "\t\t0.018770 -0.002617 0.233517 0.016195 -0.013781 0.232711\n",
+      "\t\t0.019019 -0.002977 0.233598 0.016445 -0.014044 0.232769\n",
+      "\t\t0.019267 -0.003339 0.233680 0.016694 -0.014309 0.232830\n",
+      "\t\t0.019511 -0.003703 0.233763 0.016942 -0.014575 0.232892\n",
+      "\t\t0.019754 -0.004068 0.233847 0.017188 -0.014842 0.232957\n",
+      "\t\t0.019994 -0.004435 0.233932 0.017433 -0.015111 0.233023\n",
+      "\t\t0.020233 -0.004802 0.234017 0.017676 -0.015380 0.233090\n",
+      "\t\t0.020469 -0.005172 0.234103 0.017918 -0.015652 0.233159\n",
+      "\t\t0.020703 -0.005542 0.234189 0.018158 -0.015924 0.233230\n",
+      "\t\t0.020936 -0.005914 0.234276 0.018397 -0.016198 0.233302\n",
+      "\t\t0.021166 -0.006287 0.234364 0.018635 -0.016473 0.233377\n",
+      "\t\t0.021395 -0.006660 0.234450 0.018871 -0.016749 0.233452\n",
+      "\t\t0.021622 -0.007035 0.234537 0.019105 -0.017026 0.233529\n",
+      "\t\t0.021847 -0.007411 0.234623 0.019339 -0.017305 0.233607\n",
+      "\t\t0.022071 -0.007788 0.234710 0.019571 -0.017585 0.233686\n",
+      "\t\t0.022293 -0.008166 0.234796 0.019801 -0.017866 0.233767\n",
+      "\t\t0.022513 -0.008545 0.234882 0.020030 -0.018148 0.233849\n",
+      "\t\t0.022732 -0.008925 0.234966 0.020258 -0.018431 0.233932\n",
+      "\t\t0.022950 -0.009305 0.235050 0.020485 -0.018715 0.234015\n",
+      "\t\t0.023166 -0.009687 0.235133 0.020710 -0.019000 0.234099\n",
+      "\t\t0.023381 -0.010069 0.235215 0.020933 -0.019287 0.234184\n",
+      "\t\t0.023594 -0.010452 0.235296 0.021156 -0.019574 0.234270\n",
+      "\t\t0.023806 -0.010836 0.235376 0.021377 -0.019862 0.234356\n",
+      "\t\t0.024016 -0.011220 0.235454 0.021597 -0.020152 0.234442\n",
+      "\t\t0.024226 -0.011605 0.235531 0.021815 -0.020442 0.234528\n",
+      "\t\t0.024434 -0.011991 0.235607 0.022032 -0.020733 0.234614\n",
+      "\t\t0.024641 -0.012378 0.235682 0.022248 -0.021026 0.234701\n",
+      "\t\t0.024846 -0.012765 0.235755 0.022463 -0.021319 0.234787\n",
+      "\t\t0.025051 -0.013152 0.235826 0.022676 -0.021613 0.234872\n",
+      "\t\t0.025254 -0.013541 0.235895 0.022888 -0.021908 0.234956\n",
+      "\t\t0.025456 -0.013930 0.235964 0.023099 -0.022204 0.235040\n",
+      "\t\t0.025657 -0.014319 0.236031 0.023309 -0.022500 0.235124\n",
+      "\t\t0.025857 -0.014709 0.236096 0.023518 -0.022798 0.235206\n",
+      "\t\t0.026056 -0.015100 0.236160 0.023725 -0.023097 0.235288\n",
+      "\t\t0.026253 -0.015491 0.236221 0.023931 -0.023396 0.235368\n",
+      "\t\t0.026450 -0.015883 0.236282 0.024136 -0.023696 0.235447\n",
+      "\t\t0.026646 -0.016275 0.236341 0.024340 -0.023997 0.235525\n",
+      "\t\t0.026840 -0.016668 0.236398 0.024542 -0.024298 0.235602\n",
+      "\t\t0.027034 -0.017061 0.236454 0.024744 -0.024601 0.235677\n",
+      "\t\t0.027227 -0.017455 0.236509 0.024944 -0.024904 0.235751\n",
+      "\t\t0.027418 -0.017849 0.236561 0.025143 -0.025208 0.235823\n",
+      "\t\t0.027609 -0.018244 0.236613 0.025341 -0.025513 0.235893\n",
+      "\t\t0.027799 -0.018639 0.236663 0.025538 -0.025818 0.235963\n",
+      "\t\t0.027987 -0.019035 0.236711 0.025734 -0.026124 0.236030\n",
+      "\t\t0.028175 -0.019431 0.236759 0.025928 -0.026431 0.236097\n",
+      "\t\t0.028362 -0.019827 0.236805 0.026122 -0.026738 0.236161\n",
+      "\t\t0.028548 -0.020224 0.236850 0.026314 -0.027047 0.236224\n",
+      "\t\t0.028733 -0.020621 0.236893 0.026506 -0.027355 0.236285\n",
+      "\t\t0.028917 -0.021019 0.236936 0.026696 -0.027665 0.236345\n",
+      "\t\t0.029101 -0.021417 0.236977 0.026886 -0.027975 0.236403\n",
+      "\t\t0.029283 -0.021816 0.237017 0.027074 -0.028286 0.236460\n",
+      "\t\t0.029465 -0.022215 0.237056 0.027261 -0.028597 0.236516\n",
+      "\t\t0.029645 -0.022614 0.237093 0.027448 -0.028909 0.236569\n",
+      "\t\t0.029825 -0.023014 0.237130 0.027633 -0.029222 0.236622\n",
+      "\t\t0.030004 -0.023414 0.237166 0.027817 -0.029535 0.236672\n",
+      "\t\t0.030182 -0.023815 0.237201 0.028000 -0.029849 0.236722\n",
+      "\t\t0.030359 -0.024216 0.237235 0.028183 -0.030163 0.236770\n",
+      "\t\t0.030535 -0.024617 0.237267 0.028364 -0.030478 0.236817\n",
+      "\t\t0.030710 -0.025019 0.237299 0.028544 -0.030793 0.236863\n",
+      "\t\t0.030885 -0.025421 0.237330 0.028723 -0.031109 0.236907\n",
+      "\t\t0.031058 -0.025824 0.237361 0.028902 -0.031426 0.236950\n",
+      "\t\t0.031231 -0.026227 0.237390 0.029079 -0.031743 0.236992\n",
+      "\t\t0.031402 -0.026630 0.237419 0.029256 -0.032061 0.237032\n",
+      "\t\t0.031573 -0.027034 0.237447 0.029431 -0.032379 0.237072\n",
+      "\t\t0.031743 -0.027438 0.237474 0.029606 -0.032698 0.237110\n",
+      "\t\t0.031912 -0.027842 0.237500 0.029780 -0.033017 0.237148\n",
+      "\t\t0.032080 -0.028247 0.237526 0.029952 -0.033336 0.237184\n",
+      "\t\t0.032247 -0.028652 0.237551 0.030124 -0.033657 0.237220\n",
+      "\t\t0.032414 -0.029058 0.237575 0.030295 -0.033977 0.237254\n",
+      "\t\t0.032579 -0.029464 0.237599 0.030465 -0.034298 0.237287\n",
+      "\t\t0.032743 -0.029870 0.237622 0.030634 -0.034620 0.237320\n",
+      "\t\t0.032906 -0.030277 0.237645 0.030803 -0.034942 0.237351\n",
+      "\t\t0.033068 -0.030684 0.237667 0.030970 -0.035264 0.237382\n",
+      "\t\t0.033230 -0.031092 0.237688 0.031136 -0.035587 0.237412\n",
+      "\t\t0.033390 -0.031500 0.237709 0.031302 -0.035911 0.237441\n",
+      "\t\t0.033549 -0.031908 0.237730 0.031467 -0.036235 0.237470\n",
+      "\t\t0.033707 -0.032317 0.237750 0.031631 -0.036559 0.237497\n",
+      "\t\t0.033864 -0.032726 0.237769 0.031794 -0.036884 0.237524\n",
+      "\t\t0.034019 -0.033136 0.237788 0.031956 -0.037209 0.237550\n",
+      "\t\t0.034174 -0.033546 0.237807 0.032117 -0.037534 0.237576\n",
+      "\t\t0.034327 -0.033957 0.237825 0.032278 -0.037860 0.237600\n",
+      "\t\t0.034479 -0.034368 0.237843 0.032438 -0.038187 0.237625\n",
+      "\t\t0.034630 -0.034780 0.237860 0.032597 -0.038514 0.237648\n",
+      "\t\t0.034779 -0.035192 0.237877 0.032755 -0.038841 0.237671\n",
+      "\t\t0.034927 -0.035604 0.237894 0.032912 -0.039168 0.237694\n",
+      "\t\t0.035074 -0.036017 0.237910 0.033068 -0.039496 0.237715\n",
+      "\t\t0.035220 -0.036431 0.237926 0.033224 -0.039825 0.237737\n",
+      "\t\t0.035364 -0.036845 0.237942 0.033379 -0.040153 0.237758\n",
+      "\t\t0.035507 -0.037259 0.237958 0.033533 -0.040482 0.237778\n",
+      "\t\t0.035649 -0.037674 0.237973 0.033686 -0.040812 0.237797\n",
+      "\t\t0.035790 -0.038089 0.237988 0.033838 -0.041142 0.237817\n",
+      "\t\t0.035929 -0.038504 0.238003 0.033990 -0.041472 0.237835\n",
+      "\t\t0.036068 -0.038920 0.238017 0.034141 -0.041803 0.237854\n",
+      "\t\t0.036206 -0.039336 0.238032 0.034291 -0.042134 0.237872\n",
+      "\t\t0.036344 -0.039753 0.238046 0.034440 -0.042465 0.237889\n",
+      "\t\t0.036481 -0.040169 0.238060 0.034589 -0.042796 0.237907\n",
+      "\t\t0.036617 -0.040586 0.238073 0.034736 -0.043128 0.237923\n",
+      "\t\t0.036753 -0.041002 0.238087 0.034883 -0.043461 0.237940\n",
+      "\t\t0.036889 -0.041419 0.238100 0.035030 -0.043793 0.237956\n",
+      "\t\t0.037025 -0.041836 0.238113 0.035175 -0.044126 0.237971\n",
+      "\t\t0.037160 -0.042253 0.238126 0.035320 -0.044460 0.237987\n",
+      "\t\t0.037296 -0.042669 0.238139 0.035464 -0.044793 0.238002\n",
+      "\t\t0.037431 -0.043086 0.238151 0.035607 -0.045127 0.238016\n",
+      "\t\t0.037567 -0.043503 0.238164 0.035749 -0.045462 0.238031\n",
+      "\t\t0.037702 -0.043920 0.238176 0.035891 -0.045796 0.238045\n",
+      "\t\t0.037838 -0.044337 0.238188 0.036032 -0.046131 0.238058\n",
+      "\t\t0.037973 -0.044754 0.238199 0.036173 -0.046466 0.238072\n",
+      "\t\t0.038109 -0.045171 0.238211 0.036312 -0.046802 0.238085\n",
+      "\t\t0.038244 -0.045588 0.238222 0.036452 -0.047137 0.238098\n",
+      "\t\t0.038380 -0.046004 0.238233 0.036590 -0.047473 0.238111\n",
+      "\t\t0.038515 -0.046421 0.238244 0.036728 -0.047809 0.238124\n",
+      "\t\t0.038650 -0.046838 0.238255 0.036866 -0.048146 0.238136\n",
+      "\t\t0.038786 -0.047255 0.238266 0.037003 -0.048482 0.238148\n",
+      "\t\t0.038921 -0.047672 0.238276 0.037140 -0.048818 0.238160\n",
+      "\t\t0.039058 -0.048088 0.238287 0.037277 -0.049155 0.238172\n",
+      "\t\t0.039196 -0.048505 0.238297 0.037422 -0.049488 0.238185\n",
+      "\t\t0.039306 -0.048928 0.238305 0.037643 -0.049774 0.238203\n",
+      "\t\t0.039256 -0.049360 0.238304 0.037951 -0.049963 0.238225\n",
+      "\t\t0.039026 -0.049730 0.238292 0.038306 -0.050030 0.238249\n",
+      "\t\t0.038662 -0.049967 0.238271 0.038662 -0.049967 0.238271\n",
+      "\tsection 14\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.000072 0.000202 0.234211 -0.000072 0.000202 0.234211\n",
+      "\t\t-0.000012 0.000635 0.234211 -0.000007 -0.000157 0.234211\n",
+      "\t\t0.000108 0.001057 0.234211 0.000141 -0.000487 0.234211\n",
+      "\t\t0.000258 0.001468 0.234211 0.000340 -0.000791 0.234211\n",
+      "\t\t0.000431 0.001871 0.234211 0.000570 -0.001072 0.234211\n",
+      "\t\t0.000621 0.002265 0.234211 0.000819 -0.001336 0.234211\n",
+      "\t\t0.000828 0.002652 0.234211 0.001082 -0.001588 0.234211\n",
+      "\t\t0.001050 0.003029 0.234211 0.001353 -0.001829 0.234211\n",
+      "\t\t0.001288 0.003397 0.234211 0.001631 -0.002063 0.234211\n",
+      "\t\t0.001540 0.003755 0.234211 0.001914 -0.002290 0.234211\n",
+      "\t\t0.001807 0.004103 0.234211 0.002201 -0.002513 0.234211\n",
+      "\t\t0.002088 0.004438 0.234211 0.002491 -0.002733 0.234211\n",
+      "\t\t0.002385 0.004760 0.234211 0.002783 -0.002949 0.234211\n",
+      "\t\t0.002698 0.005067 0.234211 0.003076 -0.003163 0.234213\n",
+      "\t\t0.003026 0.005357 0.234213 0.003371 -0.003375 0.234217\n",
+      "\t\t0.003370 0.005628 0.234217 0.003666 -0.003587 0.234222\n",
+      "\t\t0.003730 0.005878 0.234224 0.003962 -0.003797 0.234228\n",
+      "\t\t0.004105 0.006104 0.234234 0.004259 -0.004007 0.234235\n",
+      "\t\t0.004496 0.006303 0.234245 0.004556 -0.004216 0.234243\n",
+      "\t\t0.004899 0.006473 0.234257 0.004852 -0.004426 0.234251\n",
+      "\t\t0.005315 0.006611 0.234269 0.005149 -0.004636 0.234258\n",
+      "\t\t0.005740 0.006716 0.234282 0.005445 -0.004846 0.234266\n",
+      "\t\t0.006172 0.006786 0.234300 0.005741 -0.005057 0.234274\n",
+      "\t\t0.006609 0.006821 0.234323 0.006036 -0.005268 0.234283\n",
+      "\t\t0.007047 0.006822 0.234348 0.006331 -0.005480 0.234295\n",
+      "\t\t0.007484 0.006789 0.234376 0.006625 -0.005694 0.234308\n",
+      "\t\t0.007917 0.006724 0.234404 0.006919 -0.005908 0.234323\n",
+      "\t\t0.008345 0.006630 0.234434 0.007211 -0.006123 0.234338\n",
+      "\t\t0.008766 0.006509 0.234467 0.007503 -0.006340 0.234355\n",
+      "\t\t0.009179 0.006363 0.234504 0.007793 -0.006558 0.234372\n",
+      "\t\t0.009584 0.006196 0.234543 0.008083 -0.006777 0.234389\n",
+      "\t\t0.009980 0.006009 0.234583 0.008372 -0.006997 0.234407\n",
+      "\t\t0.010367 0.005804 0.234624 0.008660 -0.007219 0.234426\n",
+      "\t\t0.010746 0.005584 0.234668 0.008946 -0.007442 0.234448\n",
+      "\t\t0.011116 0.005350 0.234715 0.009231 -0.007667 0.234471\n",
+      "\t\t0.011478 0.005104 0.234764 0.009516 -0.007893 0.234496\n",
+      "\t\t0.011833 0.004846 0.234814 0.009799 -0.008121 0.234522\n",
+      "\t\t0.012179 0.004579 0.234867 0.010080 -0.008350 0.234550\n",
+      "\t\t0.012519 0.004302 0.234920 0.010361 -0.008581 0.234578\n",
+      "\t\t0.012852 0.004018 0.234976 0.010640 -0.008814 0.234607\n",
+      "\t\t0.013179 0.003726 0.235034 0.010918 -0.009048 0.234638\n",
+      "\t\t0.013500 0.003428 0.235094 0.011194 -0.009283 0.234671\n",
+      "\t\t0.013814 0.003123 0.235156 0.011469 -0.009520 0.234706\n",
+      "\t\t0.014124 0.002813 0.235220 0.011743 -0.009759 0.234743\n",
+      "\t\t0.014428 0.002498 0.235285 0.012016 -0.009999 0.234781\n",
+      "\t\t0.014728 0.002178 0.235352 0.012287 -0.010241 0.234821\n",
+      "\t\t0.015022 0.001854 0.235422 0.012556 -0.010485 0.234862\n",
+      "\t\t0.015313 0.001526 0.235493 0.012824 -0.010730 0.234905\n",
+      "\t\t0.015599 0.001195 0.235566 0.013091 -0.010976 0.234949\n",
+      "\t\t0.015881 0.000860 0.235640 0.013356 -0.011225 0.234996\n",
+      "\t\t0.016159 0.000521 0.235716 0.013620 -0.011474 0.235045\n",
+      "\t\t0.016434 0.000180 0.235794 0.013883 -0.011725 0.235096\n",
+      "\t\t0.016705 -0.000164 0.235875 0.014144 -0.011978 0.235148\n",
+      "\t\t0.016973 -0.000511 0.235956 0.014403 -0.012232 0.235202\n",
+      "\t\t0.017237 -0.000860 0.236039 0.014661 -0.012488 0.235258\n",
+      "\t\t0.017499 -0.001211 0.236123 0.014918 -0.012745 0.235315\n",
+      "\t\t0.017757 -0.001564 0.236209 0.015173 -0.013004 0.235375\n",
+      "\t\t0.018013 -0.001920 0.236297 0.015426 -0.013264 0.235437\n",
+      "\t\t0.018266 -0.002277 0.236387 0.015679 -0.013525 0.235501\n",
+      "\t\t0.018517 -0.002637 0.236477 0.015929 -0.013788 0.235567\n",
+      "\t\t0.018765 -0.002998 0.236568 0.016179 -0.014052 0.235634\n",
+      "\t\t0.019011 -0.003360 0.236660 0.016427 -0.014318 0.235703\n",
+      "\t\t0.019254 -0.003725 0.236754 0.016673 -0.014585 0.235774\n",
+      "\t\t0.019495 -0.004090 0.236849 0.016918 -0.014853 0.235848\n",
+      "\t\t0.019734 -0.004457 0.236945 0.017162 -0.015122 0.235923\n",
+      "\t\t0.019971 -0.004826 0.237040 0.017404 -0.015393 0.236000\n",
+      "\t\t0.020206 -0.005195 0.237137 0.017644 -0.015665 0.236078\n",
+      "\t\t0.020439 -0.005566 0.237234 0.017884 -0.015938 0.236158\n",
+      "\t\t0.020670 -0.005939 0.237332 0.018122 -0.016213 0.236240\n",
+      "\t\t0.020899 -0.006312 0.237430 0.018358 -0.016489 0.236324\n",
+      "\t\t0.021126 -0.006686 0.237527 0.018593 -0.016766 0.236410\n",
+      "\t\t0.021352 -0.007062 0.237624 0.018827 -0.017044 0.236496\n",
+      "\t\t0.021576 -0.007438 0.237722 0.019059 -0.017323 0.236584\n",
+      "\t\t0.021799 -0.007815 0.237819 0.019290 -0.017603 0.236673\n",
+      "\t\t0.022019 -0.008194 0.237916 0.019520 -0.017885 0.236764\n",
+      "\t\t0.022239 -0.008573 0.238011 0.019748 -0.018167 0.236857\n",
+      "\t\t0.022456 -0.008953 0.238106 0.019975 -0.018451 0.236950\n",
+      "\t\t0.022673 -0.009334 0.238200 0.020201 -0.018736 0.237043\n",
+      "\t\t0.022888 -0.009715 0.238293 0.020425 -0.019022 0.237138\n",
+      "\t\t0.023101 -0.010098 0.238386 0.020648 -0.019308 0.237233\n",
+      "\t\t0.023313 -0.010481 0.238477 0.020869 -0.019596 0.237329\n",
+      "\t\t0.023524 -0.010865 0.238566 0.021090 -0.019885 0.237426\n",
+      "\t\t0.023734 -0.011250 0.238654 0.021309 -0.020175 0.237522\n",
+      "\t\t0.023942 -0.011635 0.238741 0.021527 -0.020465 0.237618\n",
+      "\t\t0.024149 -0.012021 0.238826 0.021743 -0.020757 0.237715\n",
+      "\t\t0.024355 -0.012408 0.238910 0.021959 -0.021050 0.237812\n",
+      "\t\t0.024559 -0.012795 0.238992 0.022173 -0.021343 0.237908\n",
+      "\t\t0.024763 -0.013183 0.239072 0.022385 -0.021637 0.238004\n",
+      "\t\t0.024965 -0.013572 0.239151 0.022597 -0.021933 0.238098\n",
+      "\t\t0.025166 -0.013961 0.239228 0.022807 -0.022229 0.238192\n",
+      "\t\t0.025366 -0.014350 0.239303 0.023017 -0.022526 0.238286\n",
+      "\t\t0.025565 -0.014741 0.239377 0.023225 -0.022824 0.238378\n",
+      "\t\t0.025763 -0.015131 0.239449 0.023431 -0.023122 0.238470\n",
+      "\t\t0.025960 -0.015523 0.239519 0.023637 -0.023422 0.238560\n",
+      "\t\t0.026155 -0.015914 0.239587 0.023842 -0.023722 0.238648\n",
+      "\t\t0.026350 -0.016307 0.239654 0.024045 -0.024023 0.238735\n",
+      "\t\t0.026544 -0.016700 0.239719 0.024247 -0.024325 0.238822\n",
+      "\t\t0.026737 -0.017093 0.239782 0.024448 -0.024627 0.238906\n",
+      "\t\t0.026929 -0.017487 0.239844 0.024648 -0.024930 0.238989\n",
+      "\t\t0.027119 -0.017881 0.239904 0.024847 -0.025234 0.239070\n",
+      "\t\t0.027309 -0.018276 0.239963 0.025045 -0.025539 0.239149\n",
+      "\t\t0.027498 -0.018671 0.240020 0.025241 -0.025844 0.239227\n",
+      "\t\t0.027686 -0.019066 0.240075 0.025437 -0.026151 0.239304\n",
+      "\t\t0.027873 -0.019463 0.240129 0.025631 -0.026457 0.239378\n",
+      "\t\t0.028060 -0.019859 0.240182 0.025825 -0.026765 0.239451\n",
+      "\t\t0.028245 -0.020256 0.240233 0.026017 -0.027073 0.239522\n",
+      "\t\t0.028429 -0.020653 0.240283 0.026209 -0.027382 0.239591\n",
+      "\t\t0.028613 -0.021051 0.240332 0.026399 -0.027691 0.239658\n",
+      "\t\t0.028795 -0.021449 0.240379 0.026588 -0.028001 0.239724\n",
+      "\t\t0.028977 -0.021848 0.240425 0.026776 -0.028312 0.239789\n",
+      "\t\t0.029158 -0.022247 0.240470 0.026963 -0.028623 0.239851\n",
+      "\t\t0.029338 -0.022646 0.240513 0.027150 -0.028935 0.239912\n",
+      "\t\t0.029517 -0.023046 0.240556 0.027335 -0.029248 0.239971\n",
+      "\t\t0.029695 -0.023446 0.240597 0.027519 -0.029561 0.240029\n",
+      "\t\t0.029873 -0.023846 0.240637 0.027702 -0.029874 0.240085\n",
+      "\t\t0.030049 -0.024247 0.240676 0.027885 -0.030189 0.240140\n",
+      "\t\t0.030225 -0.024648 0.240714 0.028066 -0.030503 0.240194\n",
+      "\t\t0.030400 -0.025050 0.240751 0.028246 -0.030819 0.240246\n",
+      "\t\t0.030574 -0.025452 0.240787 0.028426 -0.031135 0.240296\n",
+      "\t\t0.030747 -0.025854 0.240823 0.028604 -0.031451 0.240345\n",
+      "\t\t0.030919 -0.026257 0.240857 0.028782 -0.031768 0.240393\n",
+      "\t\t0.031091 -0.026660 0.240891 0.028958 -0.032085 0.240439\n",
+      "\t\t0.031261 -0.027064 0.240923 0.029134 -0.032403 0.240485\n",
+      "\t\t0.031431 -0.027467 0.240955 0.029309 -0.032722 0.240529\n",
+      "\t\t0.031599 -0.027872 0.240986 0.029482 -0.033041 0.240572\n",
+      "\t\t0.031767 -0.028276 0.241016 0.029655 -0.033360 0.240614\n",
+      "\t\t0.031934 -0.028681 0.241046 0.029827 -0.033680 0.240654\n",
+      "\t\t0.032100 -0.029087 0.241074 0.029999 -0.034000 0.240694\n",
+      "\t\t0.032265 -0.029492 0.241102 0.030169 -0.034321 0.240732\n",
+      "\t\t0.032429 -0.029898 0.241130 0.030338 -0.034643 0.240770\n",
+      "\t\t0.032592 -0.030305 0.241156 0.030507 -0.034964 0.240806\n",
+      "\t\t0.032754 -0.030712 0.241183 0.030674 -0.035287 0.240842\n",
+      "\t\t0.032915 -0.031119 0.241208 0.030841 -0.035609 0.240877\n",
+      "\t\t0.033076 -0.031527 0.241233 0.031007 -0.035933 0.240911\n",
+      "\t\t0.033235 -0.031935 0.241257 0.031172 -0.036256 0.240944\n",
+      "\t\t0.033393 -0.032343 0.241281 0.031337 -0.036580 0.240976\n",
+      "\t\t0.033550 -0.032752 0.241304 0.031500 -0.036904 0.241007\n",
+      "\t\t0.033706 -0.033162 0.241327 0.031663 -0.037229 0.241038\n",
+      "\t\t0.033860 -0.033572 0.241349 0.031824 -0.037555 0.241067\n",
+      "\t\t0.034014 -0.033982 0.241371 0.031985 -0.037880 0.241096\n",
+      "\t\t0.034166 -0.034392 0.241392 0.032145 -0.038206 0.241125\n",
+      "\t\t0.034317 -0.034804 0.241413 0.032305 -0.038533 0.241152\n",
+      "\t\t0.034467 -0.035215 0.241433 0.032463 -0.038860 0.241180\n",
+      "\t\t0.034616 -0.035627 0.241453 0.032621 -0.039187 0.241206\n",
+      "\t\t0.034763 -0.036040 0.241473 0.032778 -0.039514 0.241232\n",
+      "\t\t0.034910 -0.036452 0.241492 0.032934 -0.039842 0.241257\n",
+      "\t\t0.035055 -0.036866 0.241511 0.033089 -0.040171 0.241281\n",
+      "\t\t0.035199 -0.037279 0.241530 0.033244 -0.040500 0.241305\n",
+      "\t\t0.035341 -0.037694 0.241548 0.033398 -0.040829 0.241329\n",
+      "\t\t0.035483 -0.038108 0.241566 0.033551 -0.041158 0.241352\n",
+      "\t\t0.035624 -0.038523 0.241583 0.033703 -0.041488 0.241374\n",
+      "\t\t0.035764 -0.038938 0.241601 0.033854 -0.041818 0.241396\n",
+      "\t\t0.035903 -0.039353 0.241618 0.034005 -0.042149 0.241417\n",
+      "\t\t0.036042 -0.039769 0.241635 0.034155 -0.042480 0.241438\n",
+      "\t\t0.036180 -0.040184 0.241652 0.034304 -0.042811 0.241459\n",
+      "\t\t0.036318 -0.040600 0.241668 0.034452 -0.043142 0.241479\n",
+      "\t\t0.036455 -0.041016 0.241684 0.034600 -0.043474 0.241498\n",
+      "\t\t0.036593 -0.041432 0.241700 0.034747 -0.043807 0.241518\n",
+      "\t\t0.036730 -0.041848 0.241716 0.034893 -0.044139 0.241537\n",
+      "\t\t0.036867 -0.042264 0.241732 0.035038 -0.044472 0.241555\n",
+      "\t\t0.037004 -0.042680 0.241747 0.035183 -0.044805 0.241573\n",
+      "\t\t0.037141 -0.043096 0.241762 0.035327 -0.045139 0.241591\n",
+      "\t\t0.037278 -0.043512 0.241777 0.035470 -0.045473 0.241608\n",
+      "\t\t0.037415 -0.043928 0.241792 0.035613 -0.045807 0.241625\n",
+      "\t\t0.037551 -0.044344 0.241806 0.035754 -0.046141 0.241642\n",
+      "\t\t0.037688 -0.044760 0.241820 0.035896 -0.046476 0.241658\n",
+      "\t\t0.037825 -0.045176 0.241834 0.036036 -0.046811 0.241674\n",
+      "\t\t0.037962 -0.045592 0.241848 0.036176 -0.047146 0.241690\n",
+      "\t\t0.038099 -0.046009 0.241862 0.036316 -0.047481 0.241706\n",
+      "\t\t0.038236 -0.046425 0.241875 0.036454 -0.047817 0.241721\n",
+      "\t\t0.038373 -0.046841 0.241888 0.036593 -0.048153 0.241736\n",
+      "\t\t0.038510 -0.047257 0.241902 0.036731 -0.048489 0.241751\n",
+      "\t\t0.038647 -0.047673 0.241915 0.036870 -0.048825 0.241766\n",
+      "\t\t0.038785 -0.048088 0.241927 0.037007 -0.049161 0.241780\n",
+      "\t\t0.038924 -0.048504 0.241940 0.037154 -0.049493 0.241796\n",
+      "\t\t0.039036 -0.048927 0.241950 0.037376 -0.049778 0.241818\n",
+      "\t\t0.038986 -0.049358 0.241948 0.037684 -0.049966 0.241846\n",
+      "\t\t0.038758 -0.049729 0.241932 0.038040 -0.050031 0.241876\n",
+      "\t\t0.038395 -0.049967 0.241905 0.038395 -0.049967 0.241905\n",
+      "\tsection 15\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.000310 0.000279 0.236842 -0.000310 0.000279 0.236842\n",
+      "\t\t-0.000248 0.000713 0.236842 -0.000241 -0.000078 0.236842\n",
+      "\t\t-0.000126 0.001133 0.236842 -0.000088 -0.000407 0.236842\n",
+      "\t\t0.000026 0.001544 0.236842 0.000116 -0.000707 0.236842\n",
+      "\t\t0.000199 0.001946 0.236842 0.000348 -0.000987 0.236842\n",
+      "\t\t0.000391 0.002340 0.236842 0.000599 -0.001250 0.236842\n",
+      "\t\t0.000599 0.002725 0.236842 0.000862 -0.001500 0.236843\n",
+      "\t\t0.000822 0.003102 0.236843 0.001134 -0.001742 0.236843\n",
+      "\t\t0.001060 0.003470 0.236843 0.001412 -0.001976 0.236843\n",
+      "\t\t0.001313 0.003827 0.236843 0.001694 -0.002204 0.236843\n",
+      "\t\t0.001580 0.004174 0.236843 0.001981 -0.002428 0.236843\n",
+      "\t\t0.001863 0.004509 0.236843 0.002269 -0.002648 0.236843\n",
+      "\t\t0.002160 0.004830 0.236843 0.002560 -0.002866 0.236844\n",
+      "\t\t0.002473 0.005137 0.236843 0.002853 -0.003082 0.236847\n",
+      "\t\t0.002802 0.005426 0.236846 0.003146 -0.003296 0.236851\n",
+      "\t\t0.003147 0.005697 0.236851 0.003441 -0.003509 0.236857\n",
+      "\t\t0.003507 0.005945 0.236860 0.003735 -0.003722 0.236865\n",
+      "\t\t0.003883 0.006170 0.236871 0.004031 -0.003933 0.236873\n",
+      "\t\t0.004273 0.006368 0.236884 0.004326 -0.004145 0.236883\n",
+      "\t\t0.004678 0.006537 0.236898 0.004621 -0.004357 0.236892\n",
+      "\t\t0.005094 0.006673 0.236913 0.004916 -0.004569 0.236902\n",
+      "\t\t0.005519 0.006776 0.236930 0.005211 -0.004782 0.236911\n",
+      "\t\t0.005952 0.006844 0.236952 0.005505 -0.004995 0.236921\n",
+      "\t\t0.006389 0.006876 0.236978 0.005799 -0.005208 0.236933\n",
+      "\t\t0.006827 0.006874 0.237009 0.006092 -0.005423 0.236948\n",
+      "\t\t0.007263 0.006838 0.237042 0.006385 -0.005639 0.236964\n",
+      "\t\t0.007696 0.006770 0.237076 0.006676 -0.005855 0.236982\n",
+      "\t\t0.008123 0.006672 0.237111 0.006967 -0.006073 0.237001\n",
+      "\t\t0.008543 0.006548 0.237151 0.007257 -0.006292 0.237021\n",
+      "\t\t0.008955 0.006399 0.237195 0.007546 -0.006512 0.237041\n",
+      "\t\t0.009358 0.006229 0.237241 0.007834 -0.006733 0.237062\n",
+      "\t\t0.009752 0.006038 0.237288 0.008121 -0.006956 0.237084\n",
+      "\t\t0.010138 0.005831 0.237337 0.008407 -0.007180 0.237108\n",
+      "\t\t0.010515 0.005608 0.237388 0.008692 -0.007406 0.237134\n",
+      "\t\t0.010883 0.005371 0.237442 0.008976 -0.007633 0.237162\n",
+      "\t\t0.011244 0.005122 0.237499 0.009258 -0.007861 0.237192\n",
+      "\t\t0.011596 0.004862 0.237558 0.009540 -0.008091 0.237223\n",
+      "\t\t0.011941 0.004592 0.237618 0.009820 -0.008323 0.237255\n",
+      "\t\t0.012279 0.004314 0.237680 0.010099 -0.008556 0.237289\n",
+      "\t\t0.012610 0.004027 0.237744 0.010376 -0.008790 0.237323\n",
+      "\t\t0.012935 0.003733 0.237811 0.010652 -0.009026 0.237360\n",
+      "\t\t0.013254 0.003433 0.237880 0.010927 -0.009264 0.237398\n",
+      "\t\t0.013567 0.003127 0.237951 0.011201 -0.009503 0.237439\n",
+      "\t\t0.013874 0.002815 0.238023 0.011473 -0.009744 0.237482\n",
+      "\t\t0.014176 0.002498 0.238097 0.011744 -0.009986 0.237527\n",
+      "\t\t0.014474 0.002177 0.238173 0.012013 -0.010230 0.237573\n",
+      "\t\t0.014767 0.001851 0.238252 0.012281 -0.010475 0.237621\n",
+      "\t\t0.015055 0.001522 0.238333 0.012548 -0.010722 0.237670\n",
+      "\t\t0.015340 0.001189 0.238415 0.012813 -0.010970 0.237721\n",
+      "\t\t0.015620 0.000852 0.238499 0.013077 -0.011220 0.237775\n",
+      "\t\t0.015896 0.000512 0.238585 0.013339 -0.011472 0.237831\n",
+      "\t\t0.016169 0.000170 0.238673 0.013600 -0.011724 0.237889\n",
+      "\t\t0.016439 -0.000175 0.238763 0.013860 -0.011979 0.237949\n",
+      "\t\t0.016705 -0.000523 0.238854 0.014118 -0.012234 0.238010\n",
+      "\t\t0.016968 -0.000873 0.238947 0.014375 -0.012492 0.238073\n",
+      "\t\t0.017228 -0.001226 0.239042 0.014630 -0.012750 0.238139\n",
+      "\t\t0.017485 -0.001580 0.239138 0.014884 -0.013010 0.238207\n",
+      "\t\t0.017739 -0.001937 0.239236 0.015136 -0.013272 0.238277\n",
+      "\t\t0.017991 -0.002295 0.239336 0.015387 -0.013534 0.238349\n",
+      "\t\t0.018240 -0.002656 0.239436 0.015637 -0.013798 0.238423\n",
+      "\t\t0.018486 -0.003018 0.239538 0.015885 -0.014064 0.238498\n",
+      "\t\t0.018731 -0.003381 0.239641 0.016131 -0.014331 0.238576\n",
+      "\t\t0.018972 -0.003746 0.239745 0.016377 -0.014599 0.238656\n",
+      "\t\t0.019212 -0.004113 0.239851 0.016621 -0.014868 0.238739\n",
+      "\t\t0.019450 -0.004481 0.239957 0.016863 -0.015139 0.238823\n",
+      "\t\t0.019685 -0.004850 0.240064 0.017104 -0.015411 0.238909\n",
+      "\t\t0.019919 -0.005220 0.240171 0.017344 -0.015684 0.238996\n",
+      "\t\t0.020150 -0.005592 0.240279 0.017582 -0.015958 0.239086\n",
+      "\t\t0.020380 -0.005965 0.240387 0.017819 -0.016234 0.239178\n",
+      "\t\t0.020608 -0.006339 0.240496 0.018054 -0.016510 0.239271\n",
+      "\t\t0.020834 -0.006714 0.240604 0.018288 -0.016788 0.239367\n",
+      "\t\t0.021058 -0.007090 0.240712 0.018521 -0.017067 0.239463\n",
+      "\t\t0.021281 -0.007467 0.240820 0.018753 -0.017347 0.239561\n",
+      "\t\t0.021502 -0.007845 0.240927 0.018983 -0.017629 0.239660\n",
+      "\t\t0.021722 -0.008224 0.241035 0.019212 -0.017911 0.239761\n",
+      "\t\t0.021940 -0.008604 0.241141 0.019439 -0.018194 0.239864\n",
+      "\t\t0.022157 -0.008984 0.241246 0.019665 -0.018479 0.239967\n",
+      "\t\t0.022372 -0.009366 0.241350 0.019890 -0.018764 0.240071\n",
+      "\t\t0.022585 -0.009748 0.241454 0.020113 -0.019050 0.240176\n",
+      "\t\t0.022798 -0.010131 0.241556 0.020336 -0.019338 0.240282\n",
+      "\t\t0.023009 -0.010515 0.241657 0.020557 -0.019626 0.240388\n",
+      "\t\t0.023218 -0.010899 0.241756 0.020776 -0.019916 0.240495\n",
+      "\t\t0.023427 -0.011284 0.241854 0.020995 -0.020206 0.240602\n",
+      "\t\t0.023634 -0.011670 0.241950 0.021212 -0.020497 0.240709\n",
+      "\t\t0.023840 -0.012057 0.242045 0.021428 -0.020790 0.240816\n",
+      "\t\t0.024045 -0.012444 0.242138 0.021643 -0.021083 0.240923\n",
+      "\t\t0.024248 -0.012832 0.242230 0.021856 -0.021377 0.241029\n",
+      "\t\t0.024451 -0.013220 0.242319 0.022069 -0.021672 0.241135\n",
+      "\t\t0.024652 -0.013609 0.242406 0.022280 -0.021967 0.241240\n",
+      "\t\t0.024852 -0.013998 0.242492 0.022490 -0.022264 0.241344\n",
+      "\t\t0.025051 -0.014389 0.242576 0.022698 -0.022561 0.241448\n",
+      "\t\t0.025249 -0.014779 0.242658 0.022906 -0.022859 0.241550\n",
+      "\t\t0.025446 -0.015170 0.242738 0.023112 -0.023158 0.241652\n",
+      "\t\t0.025642 -0.015562 0.242816 0.023318 -0.023458 0.241751\n",
+      "\t\t0.025837 -0.015954 0.242892 0.023522 -0.023759 0.241849\n",
+      "\t\t0.026031 -0.016347 0.242967 0.023725 -0.024060 0.241946\n",
+      "\t\t0.026224 -0.016740 0.243040 0.023927 -0.024362 0.242042\n",
+      "\t\t0.026416 -0.017134 0.243111 0.024128 -0.024665 0.242135\n",
+      "\t\t0.026607 -0.017528 0.243180 0.024327 -0.024969 0.242227\n",
+      "\t\t0.026797 -0.017922 0.243247 0.024526 -0.025273 0.242317\n",
+      "\t\t0.026986 -0.018317 0.243313 0.024723 -0.025578 0.242405\n",
+      "\t\t0.027175 -0.018713 0.243377 0.024920 -0.025884 0.242492\n",
+      "\t\t0.027362 -0.019108 0.243439 0.025115 -0.026190 0.242577\n",
+      "\t\t0.027548 -0.019505 0.243500 0.025310 -0.026497 0.242660\n",
+      "\t\t0.027734 -0.019901 0.243559 0.025503 -0.026805 0.242741\n",
+      "\t\t0.027918 -0.020299 0.243617 0.025695 -0.027113 0.242819\n",
+      "\t\t0.028102 -0.020696 0.243673 0.025886 -0.027422 0.242896\n",
+      "\t\t0.028285 -0.021094 0.243728 0.026077 -0.027731 0.242972\n",
+      "\t\t0.028467 -0.021492 0.243781 0.026266 -0.028042 0.243045\n",
+      "\t\t0.028648 -0.021891 0.243833 0.026454 -0.028353 0.243117\n",
+      "\t\t0.028828 -0.022290 0.243884 0.026641 -0.028664 0.243187\n",
+      "\t\t0.029008 -0.022690 0.243933 0.026827 -0.028976 0.243255\n",
+      "\t\t0.029186 -0.023090 0.243981 0.027013 -0.029289 0.243321\n",
+      "\t\t0.029364 -0.023490 0.244028 0.027197 -0.029602 0.243386\n",
+      "\t\t0.029541 -0.023890 0.244074 0.027380 -0.029915 0.243449\n",
+      "\t\t0.029717 -0.024291 0.244118 0.027562 -0.030230 0.243510\n",
+      "\t\t0.029892 -0.024693 0.244161 0.027744 -0.030545 0.243570\n",
+      "\t\t0.030067 -0.025095 0.244203 0.027924 -0.030860 0.243628\n",
+      "\t\t0.030240 -0.025497 0.244245 0.028104 -0.031176 0.243685\n",
+      "\t\t0.030413 -0.025899 0.244285 0.028282 -0.031492 0.243740\n",
+      "\t\t0.030585 -0.026302 0.244324 0.028460 -0.031809 0.243794\n",
+      "\t\t0.030756 -0.026705 0.244363 0.028637 -0.032127 0.243846\n",
+      "\t\t0.030926 -0.027109 0.244400 0.028813 -0.032445 0.243897\n",
+      "\t\t0.031095 -0.027513 0.244436 0.028988 -0.032763 0.243947\n",
+      "\t\t0.031264 -0.027917 0.244472 0.029162 -0.033082 0.243996\n",
+      "\t\t0.031431 -0.028321 0.244507 0.029335 -0.033401 0.244043\n",
+      "\t\t0.031598 -0.028726 0.244540 0.029507 -0.033721 0.244089\n",
+      "\t\t0.031764 -0.029132 0.244573 0.029679 -0.034042 0.244134\n",
+      "\t\t0.031929 -0.029537 0.244606 0.029849 -0.034362 0.244177\n",
+      "\t\t0.032092 -0.029944 0.244637 0.030019 -0.034684 0.244220\n",
+      "\t\t0.032256 -0.030350 0.244668 0.030188 -0.035005 0.244261\n",
+      "\t\t0.032418 -0.030757 0.244698 0.030356 -0.035328 0.244302\n",
+      "\t\t0.032579 -0.031164 0.244728 0.030523 -0.035650 0.244342\n",
+      "\t\t0.032739 -0.031572 0.244757 0.030689 -0.035973 0.244380\n",
+      "\t\t0.032898 -0.031980 0.244785 0.030855 -0.036297 0.244418\n",
+      "\t\t0.033056 -0.032388 0.244812 0.031020 -0.036621 0.244455\n",
+      "\t\t0.033213 -0.032797 0.244839 0.031183 -0.036945 0.244490\n",
+      "\t\t0.033369 -0.033206 0.244865 0.031346 -0.037270 0.244525\n",
+      "\t\t0.033524 -0.033616 0.244891 0.031509 -0.037595 0.244559\n",
+      "\t\t0.033678 -0.034026 0.244916 0.031670 -0.037920 0.244592\n",
+      "\t\t0.033831 -0.034436 0.244941 0.031831 -0.038246 0.244625\n",
+      "\t\t0.033983 -0.034847 0.244965 0.031991 -0.038573 0.244657\n",
+      "\t\t0.034133 -0.035258 0.244989 0.032150 -0.038899 0.244688\n",
+      "\t\t0.034282 -0.035670 0.245013 0.032308 -0.039226 0.244718\n",
+      "\t\t0.034430 -0.036082 0.245035 0.032465 -0.039554 0.244748\n",
+      "\t\t0.034577 -0.036495 0.245058 0.032622 -0.039882 0.244777\n",
+      "\t\t0.034723 -0.036908 0.245080 0.032778 -0.040210 0.244805\n",
+      "\t\t0.034868 -0.037321 0.245102 0.032933 -0.040539 0.244833\n",
+      "\t\t0.035012 -0.037735 0.245123 0.033087 -0.040867 0.244860\n",
+      "\t\t0.035155 -0.038149 0.245144 0.033241 -0.041197 0.244886\n",
+      "\t\t0.035297 -0.038563 0.245164 0.033394 -0.041526 0.244912\n",
+      "\t\t0.035438 -0.038977 0.245185 0.033546 -0.041856 0.244938\n",
+      "\t\t0.035578 -0.039392 0.245205 0.033697 -0.042187 0.244963\n",
+      "\t\t0.035718 -0.039807 0.245224 0.033847 -0.042517 0.244987\n",
+      "\t\t0.035858 -0.040222 0.245244 0.033997 -0.042848 0.245011\n",
+      "\t\t0.035997 -0.040637 0.245263 0.034146 -0.043180 0.245034\n",
+      "\t\t0.036136 -0.041053 0.245282 0.034295 -0.043512 0.245057\n",
+      "\t\t0.036275 -0.041468 0.245301 0.034442 -0.043844 0.245080\n",
+      "\t\t0.036413 -0.041884 0.245319 0.034589 -0.044176 0.245102\n",
+      "\t\t0.036552 -0.042299 0.245337 0.034735 -0.044509 0.245123\n",
+      "\t\t0.036690 -0.042714 0.245355 0.034881 -0.044842 0.245144\n",
+      "\t\t0.036829 -0.043130 0.245373 0.035025 -0.045175 0.245165\n",
+      "\t\t0.036967 -0.043545 0.245390 0.035169 -0.045508 0.245185\n",
+      "\t\t0.037106 -0.043961 0.245408 0.035313 -0.045842 0.245205\n",
+      "\t\t0.037244 -0.044376 0.245425 0.035456 -0.046176 0.245225\n",
+      "\t\t0.037383 -0.044792 0.245441 0.035598 -0.046511 0.245244\n",
+      "\t\t0.037521 -0.045207 0.245458 0.035739 -0.046846 0.245263\n",
+      "\t\t0.037659 -0.045623 0.245474 0.035880 -0.047180 0.245282\n",
+      "\t\t0.037798 -0.046038 0.245490 0.036020 -0.047516 0.245300\n",
+      "\t\t0.037936 -0.046454 0.245506 0.036160 -0.047851 0.245318\n",
+      "\t\t0.038075 -0.046869 0.245522 0.036300 -0.048186 0.245336\n",
+      "\t\t0.038213 -0.047285 0.245537 0.036439 -0.048522 0.245354\n",
+      "\t\t0.038351 -0.047700 0.245553 0.036579 -0.048858 0.245371\n",
+      "\t\t0.038491 -0.048115 0.245568 0.036717 -0.049194 0.245388\n",
+      "\t\t0.038632 -0.048530 0.245583 0.036865 -0.049525 0.245406\n",
+      "\t\t0.038745 -0.048953 0.245595 0.037088 -0.049810 0.245432\n",
+      "\t\t0.038697 -0.049384 0.245592 0.037397 -0.049997 0.245466\n",
+      "\t\t0.038471 -0.049755 0.245573 0.037753 -0.050061 0.245503\n",
+      "\t\t0.038108 -0.049995 0.245539 0.038108 -0.049995 0.245539\n",
+      "\tsection 16\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.000582 0.000366 0.239474 -0.000582 0.000366 0.239474\n",
+      "\t\t-0.000518 0.000799 0.239474 -0.000508 0.000009 0.239474\n",
+      "\t\t-0.000393 0.001219 0.239474 -0.000348 -0.000317 0.239474\n",
+      "\t\t-0.000240 0.001629 0.239474 -0.000140 -0.000615 0.239474\n",
+      "\t\t-0.000064 0.002031 0.239474 0.000095 -0.000892 0.239474\n",
+      "\t\t0.000129 0.002424 0.239474 0.000348 -0.001154 0.239474\n",
+      "\t\t0.000338 0.002809 0.239474 0.000612 -0.001404 0.239474\n",
+      "\t\t0.000563 0.003185 0.239474 0.000884 -0.001645 0.239475\n",
+      "\t\t0.000802 0.003552 0.239475 0.001162 -0.001879 0.239475\n",
+      "\t\t0.001056 0.003910 0.239475 0.001445 -0.002109 0.239475\n",
+      "\t\t0.001324 0.004256 0.239475 0.001730 -0.002334 0.239476\n",
+      "\t\t0.001607 0.004590 0.239475 0.002019 -0.002555 0.239476\n",
+      "\t\t0.001905 0.004911 0.239476 0.002309 -0.002775 0.239477\n",
+      "\t\t0.002219 0.005217 0.239476 0.002600 -0.002992 0.239480\n",
+      "\t\t0.002548 0.005506 0.239479 0.002892 -0.003209 0.239485\n",
+      "\t\t0.002894 0.005776 0.239486 0.003186 -0.003424 0.239493\n",
+      "\t\t0.003255 0.006024 0.239496 0.003479 -0.003638 0.239502\n",
+      "\t\t0.003631 0.006248 0.239508 0.003773 -0.003853 0.239512\n",
+      "\t\t0.004023 0.006444 0.239523 0.004067 -0.004067 0.239522\n",
+      "\t\t0.004428 0.006611 0.239540 0.004361 -0.004281 0.239534\n",
+      "\t\t0.004845 0.006746 0.239558 0.004654 -0.004496 0.239545\n",
+      "\t\t0.005271 0.006847 0.239577 0.004948 -0.004711 0.239557\n",
+      "\t\t0.005704 0.006912 0.239603 0.005240 -0.004926 0.239569\n",
+      "\t\t0.006141 0.006941 0.239634 0.005533 -0.005143 0.239583\n",
+      "\t\t0.006579 0.006936 0.239670 0.005824 -0.005360 0.239600\n",
+      "\t\t0.007016 0.006897 0.239708 0.006115 -0.005578 0.239620\n",
+      "\t\t0.007448 0.006825 0.239747 0.006405 -0.005798 0.239641\n",
+      "\t\t0.007874 0.006724 0.239789 0.006695 -0.006018 0.239663\n",
+      "\t\t0.008293 0.006596 0.239835 0.006983 -0.006239 0.239687\n",
+      "\t\t0.008704 0.006444 0.239885 0.007270 -0.006462 0.239711\n",
+      "\t\t0.009106 0.006270 0.239938 0.007557 -0.006686 0.239736\n",
+      "\t\t0.009499 0.006076 0.239993 0.007842 -0.006912 0.239762\n",
+      "\t\t0.009883 0.005866 0.240049 0.008127 -0.007138 0.239790\n",
+      "\t\t0.010258 0.005639 0.240108 0.008410 -0.007366 0.239820\n",
+      "\t\t0.010625 0.005400 0.240170 0.008692 -0.007596 0.239853\n",
+      "\t\t0.010984 0.005148 0.240235 0.008973 -0.007827 0.239887\n",
+      "\t\t0.011334 0.004885 0.240301 0.009253 -0.008059 0.239923\n",
+      "\t\t0.011677 0.004613 0.240370 0.009531 -0.008293 0.239961\n",
+      "\t\t0.012013 0.004332 0.240440 0.009808 -0.008529 0.240000\n",
+      "\t\t0.012343 0.004043 0.240512 0.010084 -0.008766 0.240039\n",
+      "\t\t0.012665 0.003746 0.240588 0.010359 -0.009004 0.240081\n",
+      "\t\t0.012982 0.003444 0.240666 0.010632 -0.009244 0.240126\n",
+      "\t\t0.013293 0.003135 0.240745 0.010904 -0.009485 0.240173\n",
+      "\t\t0.013599 0.002822 0.240827 0.011175 -0.009728 0.240222\n",
+      "\t\t0.013900 0.002503 0.240909 0.011444 -0.009972 0.240273\n",
+      "\t\t0.014195 0.002180 0.240995 0.011712 -0.010218 0.240325\n",
+      "\t\t0.014486 0.001852 0.241083 0.011978 -0.010466 0.240379\n",
+      "\t\t0.014773 0.001521 0.241173 0.012244 -0.010715 0.240435\n",
+      "\t\t0.015056 0.001186 0.241265 0.012507 -0.010965 0.240493\n",
+      "\t\t0.015334 0.000848 0.241358 0.012770 -0.011217 0.240554\n",
+      "\t\t0.015609 0.000507 0.241453 0.013031 -0.011470 0.240617\n",
+      "\t\t0.015880 0.000163 0.241551 0.013290 -0.011725 0.240682\n",
+      "\t\t0.016148 -0.000184 0.241651 0.013549 -0.011981 0.240749\n",
+      "\t\t0.016413 -0.000533 0.241753 0.013805 -0.012238 0.240818\n",
+      "\t\t0.016674 -0.000885 0.241856 0.014061 -0.012497 0.240889\n",
+      "\t\t0.016932 -0.001239 0.241960 0.014315 -0.012758 0.240962\n",
+      "\t\t0.017188 -0.001594 0.242066 0.014567 -0.013019 0.241038\n",
+      "\t\t0.017441 -0.001952 0.242175 0.014818 -0.013282 0.241116\n",
+      "\t\t0.017691 -0.002312 0.242285 0.015068 -0.013547 0.241197\n",
+      "\t\t0.017938 -0.002673 0.242396 0.015316 -0.013812 0.241279\n",
+      "\t\t0.018183 -0.003037 0.242508 0.015563 -0.014079 0.241363\n",
+      "\t\t0.018426 -0.003401 0.242621 0.015809 -0.014348 0.241449\n",
+      "\t\t0.018666 -0.003768 0.242736 0.016053 -0.014617 0.241538\n",
+      "\t\t0.018905 -0.004135 0.242853 0.016296 -0.014888 0.241630\n",
+      "\t\t0.019141 -0.004504 0.242970 0.016537 -0.015160 0.241723\n",
+      "\t\t0.019375 -0.004874 0.243087 0.016777 -0.015433 0.241818\n",
+      "\t\t0.019607 -0.005246 0.243204 0.017016 -0.015707 0.241915\n",
+      "\t\t0.019837 -0.005619 0.243323 0.017253 -0.015983 0.242014\n",
+      "\t\t0.020066 -0.005993 0.243442 0.017489 -0.016260 0.242115\n",
+      "\t\t0.020292 -0.006368 0.243562 0.017724 -0.016538 0.242219\n",
+      "\t\t0.020517 -0.006744 0.243681 0.017957 -0.016817 0.242324\n",
+      "\t\t0.020740 -0.007121 0.243799 0.018189 -0.017097 0.242430\n",
+      "\t\t0.020962 -0.007498 0.243918 0.018419 -0.017378 0.242538\n",
+      "\t\t0.021182 -0.007877 0.244036 0.018649 -0.017660 0.242647\n",
+      "\t\t0.021400 -0.008257 0.244154 0.018877 -0.017944 0.242758\n",
+      "\t\t0.021617 -0.008638 0.244271 0.019103 -0.018228 0.242871\n",
+      "\t\t0.021833 -0.009019 0.244386 0.019329 -0.018513 0.242985\n",
+      "\t\t0.022047 -0.009402 0.244501 0.019553 -0.018800 0.243099\n",
+      "\t\t0.022259 -0.009785 0.244614 0.019776 -0.019087 0.243214\n",
+      "\t\t0.022471 -0.010168 0.244727 0.019997 -0.019375 0.243330\n",
+      "\t\t0.022680 -0.010553 0.244838 0.020218 -0.019665 0.243447\n",
+      "\t\t0.022889 -0.010938 0.244947 0.020437 -0.019955 0.243565\n",
+      "\t\t0.023096 -0.011324 0.245054 0.020654 -0.020246 0.243682\n",
+      "\t\t0.023303 -0.011711 0.245160 0.020871 -0.020538 0.243799\n",
+      "\t\t0.023508 -0.012098 0.245264 0.021087 -0.020831 0.243916\n",
+      "\t\t0.023711 -0.012486 0.245367 0.021301 -0.021125 0.244034\n",
+      "\t\t0.023914 -0.012874 0.245467 0.021514 -0.021420 0.244151\n",
+      "\t\t0.024115 -0.013263 0.245565 0.021726 -0.021715 0.244267\n",
+      "\t\t0.024316 -0.013653 0.245661 0.021936 -0.022012 0.244382\n",
+      "\t\t0.024515 -0.014043 0.245756 0.022146 -0.022309 0.244496\n",
+      "\t\t0.024713 -0.014434 0.245848 0.022354 -0.022607 0.244610\n",
+      "\t\t0.024910 -0.014825 0.245939 0.022562 -0.022906 0.244722\n",
+      "\t\t0.025106 -0.015217 0.246027 0.022768 -0.023205 0.244833\n",
+      "\t\t0.025301 -0.015609 0.246113 0.022973 -0.023506 0.244943\n",
+      "\t\t0.025496 -0.016002 0.246198 0.023177 -0.023807 0.245050\n",
+      "\t\t0.025689 -0.016395 0.246280 0.023379 -0.024109 0.245157\n",
+      "\t\t0.025881 -0.016789 0.246360 0.023581 -0.024411 0.245262\n",
+      "\t\t0.026072 -0.017183 0.246439 0.023782 -0.024715 0.245365\n",
+      "\t\t0.026262 -0.017577 0.246516 0.023981 -0.025019 0.245466\n",
+      "\t\t0.026452 -0.017973 0.246590 0.024179 -0.025324 0.245564\n",
+      "\t\t0.026640 -0.018368 0.246663 0.024377 -0.025629 0.245661\n",
+      "\t\t0.026827 -0.018764 0.246734 0.024573 -0.025935 0.245756\n",
+      "\t\t0.027014 -0.019160 0.246803 0.024768 -0.026242 0.245850\n",
+      "\t\t0.027200 -0.019557 0.246870 0.024963 -0.026549 0.245941\n",
+      "\t\t0.027385 -0.019954 0.246936 0.025156 -0.026857 0.246030\n",
+      "\t\t0.027569 -0.020352 0.247001 0.025348 -0.027166 0.246117\n",
+      "\t\t0.027752 -0.020750 0.247063 0.025539 -0.027475 0.246202\n",
+      "\t\t0.027934 -0.021148 0.247124 0.025730 -0.027785 0.246285\n",
+      "\t\t0.028115 -0.021547 0.247183 0.025919 -0.028096 0.246366\n",
+      "\t\t0.028296 -0.021946 0.247241 0.026107 -0.028407 0.246445\n",
+      "\t\t0.028476 -0.022346 0.247297 0.026294 -0.028719 0.246523\n",
+      "\t\t0.028654 -0.022746 0.247353 0.026481 -0.029031 0.246598\n",
+      "\t\t0.028832 -0.023146 0.247407 0.026666 -0.029344 0.246671\n",
+      "\t\t0.029010 -0.023547 0.247459 0.026850 -0.029658 0.246742\n",
+      "\t\t0.029186 -0.023948 0.247510 0.027034 -0.029972 0.246812\n",
+      "\t\t0.029362 -0.024349 0.247560 0.027216 -0.030286 0.246880\n",
+      "\t\t0.029537 -0.024751 0.247608 0.027398 -0.030601 0.246947\n",
+      "\t\t0.029710 -0.025153 0.247656 0.027578 -0.030917 0.247011\n",
+      "\t\t0.029884 -0.025555 0.247702 0.027758 -0.031233 0.247074\n",
+      "\t\t0.030056 -0.025958 0.247747 0.027937 -0.031550 0.247135\n",
+      "\t\t0.030227 -0.026361 0.247791 0.028115 -0.031867 0.247195\n",
+      "\t\t0.030398 -0.026765 0.247834 0.028292 -0.032184 0.247253\n",
+      "\t\t0.030568 -0.027169 0.247877 0.028468 -0.032503 0.247310\n",
+      "\t\t0.030737 -0.027573 0.247918 0.028643 -0.032821 0.247366\n",
+      "\t\t0.030905 -0.027977 0.247958 0.028818 -0.033140 0.247420\n",
+      "\t\t0.031073 -0.028382 0.247997 0.028991 -0.033460 0.247473\n",
+      "\t\t0.031239 -0.028787 0.248035 0.029164 -0.033780 0.247524\n",
+      "\t\t0.031405 -0.029193 0.248072 0.029336 -0.034101 0.247574\n",
+      "\t\t0.031569 -0.029599 0.248109 0.029506 -0.034422 0.247623\n",
+      "\t\t0.031733 -0.030005 0.248145 0.029677 -0.034743 0.247670\n",
+      "\t\t0.031896 -0.030412 0.248180 0.029846 -0.035065 0.247717\n",
+      "\t\t0.032058 -0.030819 0.248214 0.030014 -0.035387 0.247762\n",
+      "\t\t0.032219 -0.031226 0.248247 0.030182 -0.035710 0.247806\n",
+      "\t\t0.032380 -0.031634 0.248280 0.030349 -0.036033 0.247850\n",
+      "\t\t0.032539 -0.032042 0.248312 0.030515 -0.036357 0.247892\n",
+      "\t\t0.032697 -0.032451 0.248343 0.030680 -0.036681 0.247933\n",
+      "\t\t0.032854 -0.032860 0.248374 0.030844 -0.037005 0.247974\n",
+      "\t\t0.033011 -0.033269 0.248404 0.031008 -0.037330 0.248013\n",
+      "\t\t0.033166 -0.033679 0.248433 0.031170 -0.037655 0.248051\n",
+      "\t\t0.033320 -0.034089 0.248462 0.031332 -0.037981 0.248089\n",
+      "\t\t0.033473 -0.034499 0.248490 0.031493 -0.038307 0.248125\n",
+      "\t\t0.033626 -0.034910 0.248518 0.031654 -0.038633 0.248161\n",
+      "\t\t0.033777 -0.035321 0.248545 0.031813 -0.038960 0.248196\n",
+      "\t\t0.033926 -0.035733 0.248572 0.031972 -0.039287 0.248231\n",
+      "\t\t0.034075 -0.036145 0.248598 0.032130 -0.039615 0.248264\n",
+      "\t\t0.034223 -0.036557 0.248624 0.032287 -0.039942 0.248297\n",
+      "\t\t0.034370 -0.036970 0.248649 0.032444 -0.040271 0.248329\n",
+      "\t\t0.034516 -0.037383 0.248673 0.032600 -0.040599 0.248361\n",
+      "\t\t0.034660 -0.037797 0.248698 0.032755 -0.040928 0.248391\n",
+      "\t\t0.034804 -0.038211 0.248722 0.032909 -0.041258 0.248421\n",
+      "\t\t0.034947 -0.038625 0.248745 0.033062 -0.041587 0.248451\n",
+      "\t\t0.035090 -0.039039 0.248768 0.033215 -0.041917 0.248480\n",
+      "\t\t0.035232 -0.039453 0.248791 0.033367 -0.042248 0.248508\n",
+      "\t\t0.035373 -0.039868 0.248814 0.033519 -0.042578 0.248536\n",
+      "\t\t0.035514 -0.040283 0.248836 0.033669 -0.042909 0.248563\n",
+      "\t\t0.035655 -0.040698 0.248858 0.033819 -0.043241 0.248590\n",
+      "\t\t0.035795 -0.041113 0.248880 0.033968 -0.043572 0.248616\n",
+      "\t\t0.035936 -0.041528 0.248901 0.034116 -0.043904 0.248642\n",
+      "\t\t0.036076 -0.041943 0.248922 0.034264 -0.044237 0.248667\n",
+      "\t\t0.036216 -0.042358 0.248943 0.034411 -0.044569 0.248692\n",
+      "\t\t0.036356 -0.042773 0.248963 0.034557 -0.044902 0.248716\n",
+      "\t\t0.036496 -0.043188 0.248984 0.034703 -0.045236 0.248740\n",
+      "\t\t0.036636 -0.043603 0.249004 0.034848 -0.045569 0.248763\n",
+      "\t\t0.036776 -0.044018 0.249024 0.034992 -0.045903 0.248786\n",
+      "\t\t0.036916 -0.044434 0.249043 0.035136 -0.046237 0.248808\n",
+      "\t\t0.037056 -0.044849 0.249062 0.035279 -0.046571 0.248830\n",
+      "\t\t0.037196 -0.045264 0.249081 0.035421 -0.046906 0.248852\n",
+      "\t\t0.037336 -0.045679 0.249100 0.035563 -0.047241 0.248874\n",
+      "\t\t0.037476 -0.046094 0.249119 0.035704 -0.047576 0.248895\n",
+      "\t\t0.037616 -0.046509 0.249137 0.035845 -0.047911 0.248916\n",
+      "\t\t0.037756 -0.046924 0.249155 0.035986 -0.048247 0.248936\n",
+      "\t\t0.037896 -0.047339 0.249173 0.036126 -0.048582 0.248957\n",
+      "\t\t0.038036 -0.047755 0.249191 0.036267 -0.048917 0.248977\n",
+      "\t\t0.038177 -0.048169 0.249209 0.036407 -0.049253 0.248996\n",
+      "\t\t0.038319 -0.048584 0.249226 0.036556 -0.049585 0.249017\n",
+      "\t\t0.038434 -0.049006 0.249240 0.036780 -0.049869 0.249047\n",
+      "\t\t0.038388 -0.049438 0.249237 0.037090 -0.050055 0.249087\n",
+      "\t\t0.038163 -0.049810 0.249213 0.037446 -0.050118 0.249131\n",
+      "\t\t0.037801 -0.050051 0.249172 0.037801 -0.050051 0.249172\n",
+      "\tsection 17\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.000886 0.000461 0.242105 -0.000886 0.000461 0.242105\n",
+      "\t\t-0.000820 0.000894 0.242105 -0.000807 0.000105 0.242105\n",
+      "\t\t-0.000693 0.001314 0.242105 -0.000641 -0.000218 0.242105\n",
+      "\t\t-0.000537 0.001724 0.242105 -0.000427 -0.000513 0.242105\n",
+      "\t\t-0.000359 0.002125 0.242105 -0.000189 -0.000788 0.242106\n",
+      "\t\t-0.000164 0.002518 0.242105 0.000066 -0.001048 0.242106\n",
+      "\t\t0.000046 0.002902 0.242106 0.000332 -0.001298 0.242106\n",
+      "\t\t0.000272 0.003278 0.242106 0.000604 -0.001539 0.242107\n",
+      "\t\t0.000512 0.003645 0.242106 0.000883 -0.001774 0.242107\n",
+      "\t\t0.000767 0.004002 0.242107 0.001165 -0.002004 0.242107\n",
+      "\t\t0.001037 0.004348 0.242107 0.001450 -0.002230 0.242108\n",
+      "\t\t0.001321 0.004682 0.242108 0.001738 -0.002454 0.242108\n",
+      "\t\t0.001620 0.005002 0.242108 0.002027 -0.002675 0.242110\n",
+      "\t\t0.001935 0.005308 0.242109 0.002318 -0.002894 0.242113\n",
+      "\t\t0.002265 0.005596 0.242113 0.002609 -0.003113 0.242120\n",
+      "\t\t0.002611 0.005865 0.242120 0.002901 -0.003330 0.242128\n",
+      "\t\t0.002974 0.006112 0.242131 0.003194 -0.003547 0.242138\n",
+      "\t\t0.003351 0.006335 0.242146 0.003486 -0.003764 0.242150\n",
+      "\t\t0.003744 0.006531 0.242163 0.003779 -0.003981 0.242162\n",
+      "\t\t0.004150 0.006696 0.242182 0.004072 -0.004198 0.242175\n",
+      "\t\t0.004567 0.006829 0.242202 0.004364 -0.004415 0.242189\n",
+      "\t\t0.004995 0.006928 0.242225 0.004656 -0.004633 0.242202\n",
+      "\t\t0.005429 0.006990 0.242255 0.004947 -0.004852 0.242216\n",
+      "\t\t0.005867 0.007017 0.242290 0.005238 -0.005071 0.242233\n",
+      "\t\t0.006305 0.007008 0.242331 0.005528 -0.005291 0.242253\n",
+      "\t\t0.006741 0.006965 0.242374 0.005817 -0.005512 0.242275\n",
+      "\t\t0.007173 0.006890 0.242419 0.006106 -0.005735 0.242300\n",
+      "\t\t0.007599 0.006785 0.242467 0.006393 -0.005958 0.242325\n",
+      "\t\t0.008017 0.006653 0.242519 0.006680 -0.006182 0.242353\n",
+      "\t\t0.008427 0.006497 0.242576 0.006966 -0.006408 0.242381\n",
+      "\t\t0.008828 0.006319 0.242636 0.007251 -0.006635 0.242409\n",
+      "\t\t0.009220 0.006122 0.242698 0.007535 -0.006863 0.242439\n",
+      "\t\t0.009602 0.005908 0.242761 0.007817 -0.007093 0.242471\n",
+      "\t\t0.009976 0.005679 0.242827 0.008099 -0.007324 0.242506\n",
+      "\t\t0.010341 0.005436 0.242897 0.008379 -0.007556 0.242543\n",
+      "\t\t0.010698 0.005181 0.242970 0.008659 -0.007790 0.242583\n",
+      "\t\t0.011047 0.004915 0.243045 0.008937 -0.008025 0.242624\n",
+      "\t\t0.011388 0.004640 0.243122 0.009214 -0.008261 0.242666\n",
+      "\t\t0.011722 0.004356 0.243200 0.009489 -0.008499 0.242710\n",
+      "\t\t0.012050 0.004064 0.243281 0.009764 -0.008739 0.242755\n",
+      "\t\t0.012371 0.003765 0.243365 0.010037 -0.008980 0.242803\n",
+      "\t\t0.012686 0.003460 0.243451 0.010308 -0.009222 0.242853\n",
+      "\t\t0.012995 0.003150 0.243540 0.010579 -0.009466 0.242906\n",
+      "\t\t0.013299 0.002834 0.243630 0.010848 -0.009712 0.242961\n",
+      "\t\t0.013598 0.002513 0.243722 0.011116 -0.009958 0.243018\n",
+      "\t\t0.013892 0.002187 0.243816 0.011382 -0.010207 0.243077\n",
+      "\t\t0.014181 0.001858 0.243914 0.011647 -0.010456 0.243137\n",
+      "\t\t0.014466 0.001524 0.244013 0.011911 -0.010708 0.243200\n",
+      "\t\t0.014747 0.001188 0.244114 0.012173 -0.010960 0.243265\n",
+      "\t\t0.015024 0.000848 0.244217 0.012434 -0.011214 0.243332\n",
+      "\t\t0.015297 0.000505 0.244322 0.012694 -0.011470 0.243403\n",
+      "\t\t0.015566 0.000159 0.244429 0.012952 -0.011726 0.243475\n",
+      "\t\t0.015833 -0.000190 0.244539 0.013209 -0.011984 0.243550\n",
+      "\t\t0.016096 -0.000541 0.244651 0.013464 -0.012244 0.243626\n",
+      "\t\t0.016355 -0.000894 0.244764 0.013719 -0.012505 0.243704\n",
+      "\t\t0.016612 -0.001249 0.244878 0.013971 -0.012767 0.243786\n",
+      "\t\t0.016866 -0.001607 0.244995 0.014223 -0.013031 0.243870\n",
+      "\t\t0.017117 -0.001966 0.245113 0.014472 -0.013296 0.243956\n",
+      "\t\t0.017366 -0.002327 0.245234 0.014721 -0.013562 0.244045\n",
+      "\t\t0.017612 -0.002690 0.245356 0.014968 -0.013829 0.244135\n",
+      "\t\t0.017856 -0.003055 0.245478 0.015214 -0.014098 0.244228\n",
+      "\t\t0.018097 -0.003421 0.245602 0.015458 -0.014368 0.244323\n",
+      "\t\t0.018336 -0.003789 0.245727 0.015702 -0.014639 0.244420\n",
+      "\t\t0.018573 -0.004158 0.245854 0.015943 -0.014912 0.244521\n",
+      "\t\t0.018808 -0.004528 0.245982 0.016184 -0.015185 0.244623\n",
+      "\t\t0.019041 -0.004900 0.246110 0.016423 -0.015460 0.244728\n",
+      "\t\t0.019271 -0.005272 0.246238 0.016660 -0.015736 0.244834\n",
+      "\t\t0.019500 -0.005646 0.246368 0.016897 -0.016013 0.244942\n",
+      "\t\t0.019727 -0.006022 0.246498 0.017132 -0.016291 0.245053\n",
+      "\t\t0.019953 -0.006398 0.246628 0.017365 -0.016570 0.245166\n",
+      "\t\t0.020176 -0.006775 0.246758 0.017598 -0.016851 0.245281\n",
+      "\t\t0.020398 -0.007153 0.246886 0.017829 -0.017132 0.245397\n",
+      "\t\t0.020619 -0.007532 0.247016 0.018059 -0.017415 0.245514\n",
+      "\t\t0.020837 -0.007912 0.247145 0.018287 -0.017698 0.245634\n",
+      "\t\t0.021055 -0.008293 0.247273 0.018515 -0.017983 0.245755\n",
+      "\t\t0.021270 -0.008675 0.247400 0.018741 -0.018268 0.245878\n",
+      "\t\t0.021485 -0.009058 0.247526 0.018965 -0.018555 0.246002\n",
+      "\t\t0.021698 -0.009441 0.247651 0.019189 -0.018843 0.246127\n",
+      "\t\t0.021909 -0.009825 0.247775 0.019411 -0.019131 0.246252\n",
+      "\t\t0.022119 -0.010210 0.247897 0.019632 -0.019421 0.246379\n",
+      "\t\t0.022328 -0.010595 0.248018 0.019852 -0.019711 0.246506\n",
+      "\t\t0.022536 -0.010982 0.248137 0.020070 -0.020002 0.246634\n",
+      "\t\t0.022742 -0.011369 0.248254 0.020288 -0.020294 0.246762\n",
+      "\t\t0.022947 -0.011756 0.248369 0.020504 -0.020588 0.246889\n",
+      "\t\t0.023151 -0.012144 0.248483 0.020719 -0.020882 0.247017\n",
+      "\t\t0.023354 -0.012533 0.248595 0.020933 -0.021176 0.247145\n",
+      "\t\t0.023556 -0.012922 0.248705 0.021145 -0.021472 0.247272\n",
+      "\t\t0.023756 -0.013312 0.248812 0.021357 -0.021768 0.247399\n",
+      "\t\t0.023956 -0.013703 0.248917 0.021567 -0.022066 0.247524\n",
+      "\t\t0.024154 -0.014094 0.249020 0.021776 -0.022364 0.247648\n",
+      "\t\t0.024351 -0.014486 0.249121 0.021984 -0.022663 0.247772\n",
+      "\t\t0.024548 -0.014878 0.249220 0.022191 -0.022962 0.247894\n",
+      "\t\t0.024743 -0.015270 0.249317 0.022397 -0.023263 0.248015\n",
+      "\t\t0.024937 -0.015664 0.249411 0.022602 -0.023564 0.248134\n",
+      "\t\t0.025130 -0.016057 0.249503 0.022806 -0.023866 0.248251\n",
+      "\t\t0.025323 -0.016451 0.249593 0.023008 -0.024169 0.248367\n",
+      "\t\t0.025514 -0.016846 0.249681 0.023210 -0.024472 0.248482\n",
+      "\t\t0.025704 -0.017241 0.249767 0.023410 -0.024776 0.248594\n",
+      "\t\t0.025894 -0.017636 0.249851 0.023609 -0.025081 0.248704\n",
+      "\t\t0.026082 -0.018032 0.249933 0.023808 -0.025386 0.248811\n",
+      "\t\t0.026270 -0.018428 0.250013 0.024005 -0.025692 0.248917\n",
+      "\t\t0.026457 -0.018825 0.250091 0.024201 -0.025999 0.249021\n",
+      "\t\t0.026643 -0.019222 0.250167 0.024396 -0.026307 0.249123\n",
+      "\t\t0.026828 -0.019620 0.250241 0.024591 -0.026615 0.249223\n",
+      "\t\t0.027012 -0.020018 0.250313 0.024784 -0.026923 0.249320\n",
+      "\t\t0.027195 -0.020416 0.250384 0.024976 -0.027233 0.249415\n",
+      "\t\t0.027378 -0.020815 0.250453 0.025167 -0.027543 0.249507\n",
+      "\t\t0.027559 -0.021214 0.250520 0.025358 -0.027853 0.249598\n",
+      "\t\t0.027740 -0.021613 0.250585 0.025547 -0.028164 0.249687\n",
+      "\t\t0.027920 -0.022013 0.250649 0.025735 -0.028476 0.249774\n",
+      "\t\t0.028099 -0.022414 0.250711 0.025923 -0.028788 0.249858\n",
+      "\t\t0.028278 -0.022814 0.250772 0.026109 -0.029101 0.249941\n",
+      "\t\t0.028455 -0.023215 0.250832 0.026295 -0.029414 0.250021\n",
+      "\t\t0.028632 -0.023616 0.250890 0.026479 -0.029728 0.250099\n",
+      "\t\t0.028808 -0.024018 0.250947 0.026663 -0.030043 0.250175\n",
+      "\t\t0.028983 -0.024420 0.251002 0.026845 -0.030358 0.250250\n",
+      "\t\t0.029158 -0.024822 0.251055 0.027027 -0.030673 0.250323\n",
+      "\t\t0.029331 -0.025225 0.251108 0.027208 -0.030990 0.250394\n",
+      "\t\t0.029504 -0.025628 0.251159 0.027388 -0.031306 0.250463\n",
+      "\t\t0.029676 -0.026031 0.251209 0.027567 -0.031623 0.250531\n",
+      "\t\t0.029847 -0.026435 0.251258 0.027745 -0.031941 0.250596\n",
+      "\t\t0.030018 -0.026839 0.251306 0.027923 -0.032259 0.250660\n",
+      "\t\t0.030187 -0.027244 0.251353 0.028099 -0.032577 0.250723\n",
+      "\t\t0.030356 -0.027648 0.251399 0.028275 -0.032896 0.250784\n",
+      "\t\t0.030524 -0.028053 0.251444 0.028450 -0.033216 0.250844\n",
+      "\t\t0.030691 -0.028459 0.251487 0.028624 -0.033536 0.250902\n",
+      "\t\t0.030857 -0.028864 0.251530 0.028797 -0.033856 0.250959\n",
+      "\t\t0.031023 -0.029271 0.251571 0.028969 -0.034177 0.251014\n",
+      "\t\t0.031187 -0.029677 0.251612 0.029140 -0.034499 0.251068\n",
+      "\t\t0.031351 -0.030084 0.251652 0.029311 -0.034820 0.251120\n",
+      "\t\t0.031514 -0.030491 0.251691 0.029480 -0.035143 0.251172\n",
+      "\t\t0.031676 -0.030898 0.251730 0.029649 -0.035465 0.251222\n",
+      "\t\t0.031838 -0.031306 0.251767 0.029817 -0.035788 0.251271\n",
+      "\t\t0.031998 -0.031714 0.251804 0.029985 -0.036112 0.251319\n",
+      "\t\t0.032157 -0.032123 0.251840 0.030151 -0.036436 0.251366\n",
+      "\t\t0.032316 -0.032532 0.251875 0.030317 -0.036760 0.251412\n",
+      "\t\t0.032473 -0.032941 0.251909 0.030482 -0.037085 0.251457\n",
+      "\t\t0.032630 -0.033350 0.251943 0.030646 -0.037410 0.251500\n",
+      "\t\t0.032785 -0.033760 0.251976 0.030809 -0.037735 0.251543\n",
+      "\t\t0.032940 -0.034171 0.252008 0.030972 -0.038061 0.251585\n",
+      "\t\t0.033094 -0.034581 0.252040 0.031133 -0.038388 0.251625\n",
+      "\t\t0.033246 -0.034993 0.252071 0.031294 -0.038714 0.251665\n",
+      "\t\t0.033398 -0.035404 0.252101 0.031455 -0.039041 0.251705\n",
+      "\t\t0.033548 -0.035816 0.252131 0.031614 -0.039369 0.251743\n",
+      "\t\t0.033698 -0.036228 0.252160 0.031773 -0.039696 0.251781\n",
+      "\t\t0.033847 -0.036641 0.252189 0.031931 -0.040025 0.251817\n",
+      "\t\t0.033994 -0.037053 0.252218 0.032088 -0.040353 0.251853\n",
+      "\t\t0.034141 -0.037467 0.252245 0.032245 -0.040682 0.251888\n",
+      "\t\t0.034287 -0.037880 0.252273 0.032400 -0.041011 0.251923\n",
+      "\t\t0.034432 -0.038294 0.252300 0.032555 -0.041341 0.251956\n",
+      "\t\t0.034577 -0.038708 0.252326 0.032710 -0.041671 0.251989\n",
+      "\t\t0.034720 -0.039122 0.252352 0.032863 -0.042001 0.252022\n",
+      "\t\t0.034864 -0.039537 0.252378 0.033016 -0.042331 0.252054\n",
+      "\t\t0.035006 -0.039951 0.252403 0.033168 -0.042662 0.252085\n",
+      "\t\t0.035149 -0.040366 0.252428 0.033319 -0.042994 0.252115\n",
+      "\t\t0.035291 -0.040781 0.252453 0.033470 -0.043325 0.252145\n",
+      "\t\t0.035433 -0.041196 0.252477 0.033620 -0.043657 0.252175\n",
+      "\t\t0.035575 -0.041611 0.252501 0.033769 -0.043989 0.252204\n",
+      "\t\t0.035717 -0.042025 0.252525 0.033918 -0.044322 0.252232\n",
+      "\t\t0.035859 -0.042440 0.252548 0.034066 -0.044654 0.252260\n",
+      "\t\t0.036000 -0.042855 0.252572 0.034213 -0.044988 0.252287\n",
+      "\t\t0.036142 -0.043270 0.252595 0.034359 -0.045321 0.252314\n",
+      "\t\t0.036284 -0.043685 0.252617 0.034505 -0.045655 0.252340\n",
+      "\t\t0.036425 -0.044100 0.252639 0.034650 -0.045989 0.252366\n",
+      "\t\t0.036567 -0.044515 0.252662 0.034795 -0.046323 0.252392\n",
+      "\t\t0.036709 -0.044930 0.252683 0.034939 -0.046657 0.252417\n",
+      "\t\t0.036850 -0.045345 0.252705 0.035082 -0.046992 0.252441\n",
+      "\t\t0.036992 -0.045760 0.252726 0.035225 -0.047327 0.252466\n",
+      "\t\t0.037133 -0.046175 0.252747 0.035368 -0.047662 0.252489\n",
+      "\t\t0.037275 -0.046590 0.252768 0.035510 -0.047998 0.252513\n",
+      "\t\t0.037417 -0.047005 0.252789 0.035652 -0.048333 0.252536\n",
+      "\t\t0.037558 -0.047420 0.252809 0.035793 -0.048669 0.252559\n",
+      "\t\t0.037700 -0.047835 0.252829 0.035935 -0.049004 0.252582\n",
+      "\t\t0.037843 -0.048250 0.252849 0.036076 -0.049340 0.252605\n",
+      "\t\t0.037986 -0.048664 0.252869 0.036226 -0.049672 0.252628\n",
+      "\t\t0.038103 -0.049086 0.252885 0.036451 -0.049956 0.252662\n",
+      "\t\t0.038059 -0.049519 0.252881 0.036762 -0.050141 0.252708\n",
+      "\t\t0.037836 -0.049892 0.252853 0.037119 -0.050203 0.252758\n",
+      "\t\t0.037475 -0.050135 0.252806 0.037475 -0.050135 0.252806\n",
+      "\tsection 18\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.001224 0.000565 0.244737 -0.001224 0.000565 0.244737\n",
+      "\t\t-0.001156 0.000999 0.244737 -0.001140 0.000209 0.244737\n",
+      "\t\t-0.001025 0.001418 0.244737 -0.000965 -0.000110 0.244737\n",
+      "\t\t-0.000867 0.001828 0.244737 -0.000746 -0.000402 0.244737\n",
+      "\t\t-0.000687 0.002228 0.244737 -0.000504 -0.000675 0.244737\n",
+      "\t\t-0.000490 0.002621 0.244737 -0.000247 -0.000934 0.244737\n",
+      "\t\t-0.000277 0.003005 0.244737 0.000020 -0.001182 0.244738\n",
+      "\t\t-0.000050 0.003381 0.244738 0.000294 -0.001423 0.244738\n",
+      "\t\t0.000192 0.003747 0.244738 0.000573 -0.001659 0.244739\n",
+      "\t\t0.000448 0.004104 0.244739 0.000856 -0.001890 0.244739\n",
+      "\t\t0.000719 0.004450 0.244739 0.001141 -0.002118 0.244740\n",
+      "\t\t0.001004 0.004783 0.244740 0.001428 -0.002343 0.244741\n",
+      "\t\t0.001305 0.005104 0.244740 0.001716 -0.002566 0.244742\n",
+      "\t\t0.001621 0.005409 0.244742 0.002006 -0.002788 0.244747\n",
+      "\t\t0.001952 0.005697 0.244746 0.002297 -0.003009 0.244754\n",
+      "\t\t0.002300 0.005965 0.244754 0.002588 -0.003229 0.244763\n",
+      "\t\t0.002663 0.006212 0.244767 0.002879 -0.003449 0.244775\n",
+      "\t\t0.003042 0.006434 0.244783 0.003171 -0.003668 0.244788\n",
+      "\t\t0.003436 0.006628 0.244802 0.003462 -0.003888 0.244802\n",
+      "\t\t0.003843 0.006792 0.244824 0.003753 -0.004108 0.244817\n",
+      "\t\t0.004262 0.006923 0.244847 0.004044 -0.004328 0.244832\n",
+      "\t\t0.004691 0.007019 0.244873 0.004334 -0.004549 0.244848\n",
+      "\t\t0.005126 0.007079 0.244906 0.004624 -0.004771 0.244864\n",
+      "\t\t0.005565 0.007103 0.244946 0.004914 -0.004993 0.244883\n",
+      "\t\t0.006004 0.007090 0.244991 0.005202 -0.005217 0.244906\n",
+      "\t\t0.006440 0.007043 0.245040 0.005490 -0.005441 0.244931\n",
+      "\t\t0.006872 0.006964 0.245091 0.005777 -0.005666 0.244959\n",
+      "\t\t0.007298 0.006855 0.245144 0.006063 -0.005893 0.244988\n",
+      "\t\t0.007715 0.006719 0.245203 0.006348 -0.006121 0.245018\n",
+      "\t\t0.008124 0.006559 0.245267 0.006633 -0.006349 0.245050\n",
+      "\t\t0.008524 0.006377 0.245334 0.006916 -0.006579 0.245083\n",
+      "\t\t0.008914 0.006176 0.245403 0.007198 -0.006811 0.245116\n",
+      "\t\t0.009295 0.005958 0.245473 0.007479 -0.007043 0.245153\n",
+      "\t\t0.009668 0.005725 0.245547 0.007759 -0.007277 0.245192\n",
+      "\t\t0.010031 0.005479 0.245625 0.008038 -0.007513 0.245234\n",
+      "\t\t0.010386 0.005221 0.245705 0.008316 -0.007750 0.245278\n",
+      "\t\t0.010734 0.004952 0.245789 0.008592 -0.007988 0.245324\n",
+      "\t\t0.011073 0.004673 0.245873 0.008868 -0.008227 0.245372\n",
+      "\t\t0.011406 0.004386 0.245960 0.009142 -0.008468 0.245421\n",
+      "\t\t0.011731 0.004092 0.246049 0.009414 -0.008711 0.245472\n",
+      "\t\t0.012051 0.003790 0.246142 0.009686 -0.008954 0.245525\n",
+      "\t\t0.012364 0.003483 0.246237 0.009956 -0.009200 0.245581\n",
+      "\t\t0.012671 0.003169 0.246334 0.010225 -0.009446 0.245639\n",
+      "\t\t0.012974 0.002851 0.246433 0.010493 -0.009694 0.245701\n",
+      "\t\t0.013271 0.002527 0.246534 0.010759 -0.009944 0.245764\n",
+      "\t\t0.013563 0.002199 0.246638 0.011024 -0.010195 0.245829\n",
+      "\t\t0.013851 0.001868 0.246744 0.011288 -0.010447 0.245896\n",
+      "\t\t0.014134 0.001532 0.246853 0.011550 -0.010701 0.245965\n",
+      "\t\t0.014413 0.001193 0.246964 0.011811 -0.010956 0.246036\n",
+      "\t\t0.014688 0.000851 0.247076 0.012071 -0.011212 0.246111\n",
+      "\t\t0.014960 0.000506 0.247190 0.012329 -0.011470 0.246189\n",
+      "\t\t0.015228 0.000158 0.247308 0.012586 -0.011729 0.246268\n",
+      "\t\t0.015492 -0.000193 0.247427 0.012841 -0.011990 0.246350\n",
+      "\t\t0.015754 -0.000546 0.247549 0.013096 -0.012251 0.246434\n",
+      "\t\t0.016012 -0.000901 0.247672 0.013348 -0.012515 0.246520\n",
+      "\t\t0.016267 -0.001258 0.247796 0.013600 -0.012779 0.246609\n",
+      "\t\t0.016520 -0.001617 0.247923 0.013850 -0.013045 0.246701\n",
+      "\t\t0.016770 -0.001979 0.248052 0.014099 -0.013312 0.246796\n",
+      "\t\t0.017017 -0.002342 0.248183 0.014346 -0.013580 0.246892\n",
+      "\t\t0.017261 -0.002706 0.248315 0.014592 -0.013849 0.246992\n",
+      "\t\t0.017504 -0.003072 0.248448 0.014837 -0.014120 0.247092\n",
+      "\t\t0.017744 -0.003440 0.248582 0.015080 -0.014392 0.247196\n",
+      "\t\t0.017981 -0.003810 0.248719 0.015322 -0.014665 0.247303\n",
+      "\t\t0.018217 -0.004180 0.248856 0.015563 -0.014939 0.247412\n",
+      "\t\t0.018450 -0.004552 0.248995 0.015803 -0.015215 0.247523\n",
+      "\t\t0.018682 -0.004925 0.249133 0.016041 -0.015491 0.247637\n",
+      "\t\t0.018911 -0.005300 0.249272 0.016277 -0.015769 0.247752\n",
+      "\t\t0.019139 -0.005675 0.249412 0.016513 -0.016048 0.247870\n",
+      "\t\t0.019365 -0.006052 0.249553 0.016747 -0.016328 0.247990\n",
+      "\t\t0.019589 -0.006429 0.249694 0.016980 -0.016608 0.248113\n",
+      "\t\t0.019811 -0.006808 0.249834 0.017212 -0.016890 0.248238\n",
+      "\t\t0.020032 -0.007188 0.249974 0.017442 -0.017173 0.248364\n",
+      "\t\t0.020251 -0.007568 0.250114 0.017671 -0.017458 0.248491\n",
+      "\t\t0.020469 -0.007950 0.250253 0.017899 -0.017743 0.248621\n",
+      "\t\t0.020685 -0.008332 0.250392 0.018125 -0.018029 0.248753\n",
+      "\t\t0.020900 -0.008715 0.250530 0.018351 -0.018316 0.248886\n",
+      "\t\t0.021113 -0.009099 0.250666 0.018575 -0.018604 0.249020\n",
+      "\t\t0.021325 -0.009484 0.250801 0.018798 -0.018893 0.249155\n",
+      "\t\t0.021535 -0.009869 0.250935 0.019019 -0.019182 0.249290\n",
+      "\t\t0.021744 -0.010255 0.251068 0.019240 -0.019473 0.249427\n",
+      "\t\t0.021952 -0.010642 0.251199 0.019459 -0.019765 0.249565\n",
+      "\t\t0.022159 -0.011030 0.251327 0.019677 -0.020058 0.249704\n",
+      "\t\t0.022364 -0.011418 0.251454 0.019894 -0.020351 0.249842\n",
+      "\t\t0.022568 -0.011807 0.251579 0.020110 -0.020645 0.249979\n",
+      "\t\t0.022771 -0.012196 0.251702 0.020325 -0.020940 0.250118\n",
+      "\t\t0.022973 -0.012586 0.251823 0.020538 -0.021236 0.250256\n",
+      "\t\t0.023174 -0.012977 0.251942 0.020750 -0.021533 0.250394\n",
+      "\t\t0.023373 -0.013368 0.252058 0.020961 -0.021831 0.250530\n",
+      "\t\t0.023572 -0.013760 0.252172 0.021171 -0.022129 0.250665\n",
+      "\t\t0.023769 -0.014152 0.252284 0.021380 -0.022428 0.250800\n",
+      "\t\t0.023966 -0.014544 0.252394 0.021588 -0.022728 0.250934\n",
+      "\t\t0.024161 -0.014938 0.252501 0.021795 -0.023029 0.251066\n",
+      "\t\t0.024356 -0.015332 0.252606 0.022001 -0.023331 0.251197\n",
+      "\t\t0.024549 -0.015726 0.252708 0.022205 -0.023633 0.251326\n",
+      "\t\t0.024741 -0.016120 0.252808 0.022409 -0.023936 0.251452\n",
+      "\t\t0.024933 -0.016516 0.252906 0.022611 -0.024239 0.251578\n",
+      "\t\t0.025124 -0.016911 0.253002 0.022812 -0.024544 0.251701\n",
+      "\t\t0.025313 -0.017307 0.253096 0.023013 -0.024849 0.251823\n",
+      "\t\t0.025502 -0.017704 0.253187 0.023212 -0.025154 0.251942\n",
+      "\t\t0.025690 -0.018101 0.253276 0.023410 -0.025461 0.252059\n",
+      "\t\t0.025877 -0.018498 0.253363 0.023608 -0.025768 0.252173\n",
+      "\t\t0.026063 -0.018896 0.253448 0.023804 -0.026075 0.252286\n",
+      "\t\t0.026248 -0.019294 0.253530 0.023999 -0.026384 0.252396\n",
+      "\t\t0.026433 -0.019693 0.253611 0.024194 -0.026692 0.252504\n",
+      "\t\t0.026616 -0.020092 0.253691 0.024387 -0.027002 0.252610\n",
+      "\t\t0.026799 -0.020491 0.253768 0.024579 -0.027312 0.252712\n",
+      "\t\t0.026981 -0.020891 0.253843 0.024770 -0.027623 0.252813\n",
+      "\t\t0.027162 -0.021291 0.253916 0.024961 -0.027934 0.252911\n",
+      "\t\t0.027342 -0.021691 0.253987 0.025150 -0.028246 0.253008\n",
+      "\t\t0.027522 -0.022092 0.254057 0.025339 -0.028558 0.253102\n",
+      "\t\t0.027700 -0.022493 0.254125 0.025526 -0.028871 0.253194\n",
+      "\t\t0.027878 -0.022895 0.254192 0.025713 -0.029185 0.253283\n",
+      "\t\t0.028055 -0.023296 0.254257 0.025899 -0.029499 0.253370\n",
+      "\t\t0.028232 -0.023699 0.254321 0.026084 -0.029814 0.253456\n",
+      "\t\t0.028407 -0.024101 0.254383 0.026267 -0.030129 0.253539\n",
+      "\t\t0.028582 -0.024504 0.254443 0.026450 -0.030445 0.253620\n",
+      "\t\t0.028756 -0.024907 0.254502 0.026633 -0.030761 0.253700\n",
+      "\t\t0.028929 -0.025311 0.254560 0.026814 -0.031078 0.253777\n",
+      "\t\t0.029101 -0.025715 0.254616 0.026994 -0.031395 0.253852\n",
+      "\t\t0.029273 -0.026119 0.254672 0.027174 -0.031713 0.253926\n",
+      "\t\t0.029444 -0.026523 0.254726 0.027352 -0.032031 0.253997\n",
+      "\t\t0.029614 -0.026928 0.254778 0.027530 -0.032350 0.254067\n",
+      "\t\t0.029783 -0.027333 0.254830 0.027707 -0.032669 0.254136\n",
+      "\t\t0.029952 -0.027739 0.254880 0.027883 -0.032989 0.254203\n",
+      "\t\t0.030120 -0.028145 0.254929 0.028058 -0.033309 0.254268\n",
+      "\t\t0.030287 -0.028551 0.254977 0.028232 -0.033629 0.254332\n",
+      "\t\t0.030453 -0.028957 0.255024 0.028406 -0.033950 0.254394\n",
+      "\t\t0.030618 -0.029364 0.255070 0.028579 -0.034272 0.254454\n",
+      "\t\t0.030783 -0.029771 0.255116 0.028750 -0.034594 0.254513\n",
+      "\t\t0.030947 -0.030179 0.255160 0.028921 -0.034916 0.254571\n",
+      "\t\t0.031110 -0.030587 0.255203 0.029092 -0.035239 0.254627\n",
+      "\t\t0.031272 -0.030995 0.255245 0.029261 -0.035562 0.254682\n",
+      "\t\t0.031433 -0.031403 0.255287 0.029430 -0.035885 0.254736\n",
+      "\t\t0.031593 -0.031812 0.255327 0.029598 -0.036209 0.254789\n",
+      "\t\t0.031753 -0.032221 0.255367 0.029765 -0.036534 0.254840\n",
+      "\t\t0.031912 -0.032631 0.255406 0.029931 -0.036859 0.254891\n",
+      "\t\t0.032069 -0.033040 0.255444 0.030097 -0.037184 0.254940\n",
+      "\t\t0.032226 -0.033450 0.255481 0.030261 -0.037510 0.254988\n",
+      "\t\t0.032382 -0.033861 0.255518 0.030425 -0.037836 0.255035\n",
+      "\t\t0.032537 -0.034272 0.255554 0.030588 -0.038162 0.255081\n",
+      "\t\t0.032692 -0.034683 0.255589 0.030751 -0.038489 0.255126\n",
+      "\t\t0.032845 -0.035095 0.255623 0.030913 -0.038816 0.255170\n",
+      "\t\t0.032997 -0.035506 0.255657 0.031074 -0.039143 0.255213\n",
+      "\t\t0.033148 -0.035919 0.255690 0.031234 -0.039471 0.255255\n",
+      "\t\t0.033299 -0.036331 0.255723 0.031393 -0.039799 0.255297\n",
+      "\t\t0.033448 -0.036744 0.255755 0.031552 -0.040128 0.255337\n",
+      "\t\t0.033597 -0.037157 0.255786 0.031710 -0.040457 0.255377\n",
+      "\t\t0.033745 -0.037571 0.255817 0.031867 -0.040786 0.255416\n",
+      "\t\t0.033892 -0.037985 0.255848 0.032024 -0.041116 0.255454\n",
+      "\t\t0.034038 -0.038399 0.255877 0.032179 -0.041446 0.255491\n",
+      "\t\t0.034184 -0.038813 0.255907 0.032335 -0.041776 0.255528\n",
+      "\t\t0.034329 -0.039227 0.255936 0.032489 -0.042107 0.255564\n",
+      "\t\t0.034474 -0.039642 0.255964 0.032643 -0.042438 0.255599\n",
+      "\t\t0.034618 -0.040057 0.255992 0.032796 -0.042769 0.255634\n",
+      "\t\t0.034762 -0.040472 0.256020 0.032948 -0.043101 0.255668\n",
+      "\t\t0.034906 -0.040887 0.256048 0.033099 -0.043433 0.255701\n",
+      "\t\t0.035050 -0.041302 0.256075 0.033250 -0.043765 0.255734\n",
+      "\t\t0.035193 -0.041717 0.256102 0.033400 -0.044098 0.255766\n",
+      "\t\t0.035337 -0.042132 0.256128 0.033550 -0.044431 0.255797\n",
+      "\t\t0.035480 -0.042547 0.256154 0.033699 -0.044764 0.255828\n",
+      "\t\t0.035624 -0.042962 0.256180 0.033847 -0.045097 0.255859\n",
+      "\t\t0.035767 -0.043377 0.256205 0.033994 -0.045431 0.255888\n",
+      "\t\t0.035910 -0.043792 0.256231 0.034141 -0.045765 0.255918\n",
+      "\t\t0.036054 -0.044207 0.256255 0.034288 -0.046099 0.255946\n",
+      "\t\t0.036197 -0.044622 0.256280 0.034433 -0.046434 0.255975\n",
+      "\t\t0.036340 -0.045037 0.256304 0.034578 -0.046769 0.256003\n",
+      "\t\t0.036484 -0.045452 0.256328 0.034723 -0.047104 0.256030\n",
+      "\t\t0.036627 -0.045867 0.256352 0.034867 -0.047439 0.256057\n",
+      "\t\t0.036770 -0.046283 0.256376 0.035010 -0.047775 0.256084\n",
+      "\t\t0.036914 -0.046698 0.256399 0.035154 -0.048110 0.256110\n",
+      "\t\t0.037057 -0.047113 0.256422 0.035297 -0.048446 0.256136\n",
+      "\t\t0.037200 -0.047528 0.256445 0.035440 -0.048782 0.256162\n",
+      "\t\t0.037344 -0.047943 0.256467 0.035583 -0.049117 0.256188\n",
+      "\t\t0.037488 -0.048358 0.256490 0.035725 -0.049454 0.256213\n",
+      "\t\t0.037634 -0.048772 0.256512 0.035877 -0.049785 0.256239\n",
+      "\t\t0.037753 -0.049194 0.256530 0.036102 -0.050070 0.256277\n",
+      "\t\t0.037711 -0.049628 0.256525 0.036414 -0.050255 0.256328\n",
+      "\t\t0.037488 -0.050002 0.256493 0.036772 -0.050317 0.256385\n",
+      "\t\t0.037128 -0.050247 0.256440 0.037128 -0.050247 0.256440\n",
+      "\tsection 19\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.001596 0.000678 0.247368 -0.001596 0.000678 0.247368\n",
+      "\t\t-0.001524 0.001112 0.247368 -0.001504 0.000323 0.247368\n",
+      "\t\t-0.001390 0.001532 0.247368 -0.001322 0.000007 0.247368\n",
+      "\t\t-0.001229 0.001941 0.247368 -0.001097 -0.000282 0.247369\n",
+      "\t\t-0.001047 0.002341 0.247369 -0.000850 -0.000552 0.247369\n",
+      "\t\t-0.000847 0.002734 0.247369 -0.000590 -0.000809 0.247369\n",
+      "\t\t-0.000633 0.003118 0.247369 -0.000321 -0.001057 0.247370\n",
+      "\t\t-0.000404 0.003494 0.247369 -0.000046 -0.001298 0.247370\n",
+      "\t\t-0.000160 0.003860 0.247370 0.000233 -0.001535 0.247371\n",
+      "\t\t0.000098 0.004216 0.247370 0.000516 -0.001767 0.247372\n",
+      "\t\t0.000370 0.004562 0.247371 0.000801 -0.001996 0.247372\n",
+      "\t\t0.000657 0.004896 0.247372 0.001088 -0.002223 0.247373\n",
+      "\t\t0.000960 0.005216 0.247373 0.001376 -0.002449 0.247375\n",
+      "\t\t0.001277 0.005520 0.247374 0.001665 -0.002673 0.247380\n",
+      "\t\t0.001610 0.005808 0.247379 0.001955 -0.002896 0.247388\n",
+      "\t\t0.001959 0.006076 0.247389 0.002245 -0.003119 0.247399\n",
+      "\t\t0.002324 0.006322 0.247402 0.002535 -0.003342 0.247411\n",
+      "\t\t0.002705 0.006543 0.247420 0.002826 -0.003565 0.247426\n",
+      "\t\t0.003100 0.006736 0.247442 0.003116 -0.003787 0.247442\n",
+      "\t\t0.003509 0.006898 0.247466 0.003406 -0.004011 0.247458\n",
+      "\t\t0.003929 0.007027 0.247491 0.003695 -0.004234 0.247476\n",
+      "\t\t0.004359 0.007121 0.247520 0.003984 -0.004459 0.247493\n",
+      "\t\t0.004796 0.007177 0.247557 0.004273 -0.004684 0.247512\n",
+      "\t\t0.005235 0.007198 0.247602 0.004560 -0.004910 0.247534\n",
+      "\t\t0.005675 0.007182 0.247652 0.004848 -0.005136 0.247559\n",
+      "\t\t0.006112 0.007131 0.247706 0.005134 -0.005364 0.247587\n",
+      "\t\t0.006544 0.007048 0.247763 0.005419 -0.005593 0.247618\n",
+      "\t\t0.006969 0.006935 0.247822 0.005704 -0.005823 0.247650\n",
+      "\t\t0.007387 0.006794 0.247887 0.005988 -0.006054 0.247684\n",
+      "\t\t0.007795 0.006630 0.247958 0.006270 -0.006286 0.247720\n",
+      "\t\t0.008193 0.006444 0.248032 0.006552 -0.006520 0.247756\n",
+      "\t\t0.008583 0.006239 0.248108 0.006833 -0.006754 0.247794\n",
+      "\t\t0.008963 0.006017 0.248186 0.007112 -0.006990 0.247835\n",
+      "\t\t0.009334 0.005780 0.248267 0.007391 -0.007228 0.247878\n",
+      "\t\t0.009696 0.005530 0.248352 0.007668 -0.007467 0.247925\n",
+      "\t\t0.010049 0.005268 0.248441 0.007944 -0.007707 0.247974\n",
+      "\t\t0.010395 0.004995 0.248532 0.008219 -0.007948 0.248025\n",
+      "\t\t0.010733 0.004714 0.248625 0.008493 -0.008191 0.248078\n",
+      "\t\t0.011063 0.004424 0.248720 0.008765 -0.008435 0.248132\n",
+      "\t\t0.011388 0.004126 0.248817 0.009037 -0.008680 0.248188\n",
+      "\t\t0.011705 0.003821 0.248919 0.009307 -0.008927 0.248246\n",
+      "\t\t0.012017 0.003511 0.249023 0.009575 -0.009175 0.248308\n",
+      "\t\t0.012323 0.003194 0.249129 0.009843 -0.009425 0.248373\n",
+      "\t\t0.012623 0.002873 0.249237 0.010109 -0.009676 0.248440\n",
+      "\t\t0.012918 0.002547 0.249346 0.010374 -0.009928 0.248509\n",
+      "\t\t0.013209 0.002216 0.249459 0.010637 -0.010182 0.248581\n",
+      "\t\t0.013495 0.001882 0.249575 0.010900 -0.010437 0.248654\n",
+      "\t\t0.013777 0.001544 0.249693 0.011161 -0.010694 0.248730\n",
+      "\t\t0.014054 0.001202 0.249813 0.011420 -0.010952 0.248808\n",
+      "\t\t0.014328 0.000858 0.249935 0.011679 -0.011211 0.248890\n",
+      "\t\t0.014598 0.000510 0.250059 0.011935 -0.011471 0.248974\n",
+      "\t\t0.014864 0.000160 0.250186 0.012191 -0.011733 0.249061\n",
+      "\t\t0.015127 -0.000193 0.250315 0.012445 -0.011996 0.249151\n",
+      "\t\t0.015387 -0.000548 0.250447 0.012698 -0.012260 0.249242\n",
+      "\t\t0.015644 -0.000905 0.250580 0.012950 -0.012526 0.249336\n",
+      "\t\t0.015898 -0.001265 0.250714 0.013200 -0.012793 0.249432\n",
+      "\t\t0.016149 -0.001626 0.250851 0.013449 -0.013061 0.249532\n",
+      "\t\t0.016397 -0.001989 0.250991 0.013697 -0.013330 0.249635\n",
+      "\t\t0.016643 -0.002354 0.251132 0.013943 -0.013601 0.249740\n",
+      "\t\t0.016886 -0.002721 0.251275 0.014188 -0.013872 0.249848\n",
+      "\t\t0.017127 -0.003089 0.251418 0.014432 -0.014145 0.249957\n",
+      "\t\t0.017366 -0.003459 0.251563 0.014674 -0.014419 0.250069\n",
+      "\t\t0.017602 -0.003830 0.251710 0.014916 -0.014694 0.250185\n",
+      "\t\t0.017836 -0.004202 0.251858 0.015155 -0.014971 0.250303\n",
+      "\t\t0.018068 -0.004576 0.252007 0.015394 -0.015248 0.250424\n",
+      "\t\t0.018299 -0.004951 0.252156 0.015631 -0.015527 0.250546\n",
+      "\t\t0.018527 -0.005327 0.252306 0.015867 -0.015806 0.250671\n",
+      "\t\t0.018753 -0.005705 0.252457 0.016102 -0.016087 0.250798\n",
+      "\t\t0.018978 -0.006083 0.252608 0.016335 -0.016369 0.250928\n",
+      "\t\t0.019201 -0.006463 0.252760 0.016567 -0.016652 0.251060\n",
+      "\t\t0.019422 -0.006843 0.252911 0.016798 -0.016935 0.251195\n",
+      "\t\t0.019642 -0.007224 0.253061 0.017028 -0.017220 0.251331\n",
+      "\t\t0.019860 -0.007606 0.253212 0.017256 -0.017506 0.251468\n",
+      "\t\t0.020076 -0.007990 0.253362 0.017483 -0.017793 0.251608\n",
+      "\t\t0.020291 -0.008373 0.253512 0.017709 -0.018081 0.251750\n",
+      "\t\t0.020505 -0.008758 0.253660 0.017934 -0.018369 0.251893\n",
+      "\t\t0.020717 -0.009144 0.253806 0.018158 -0.018659 0.252037\n",
+      "\t\t0.020928 -0.009530 0.253951 0.018380 -0.018950 0.252182\n",
+      "\t\t0.021137 -0.009917 0.254096 0.018601 -0.019241 0.252328\n",
+      "\t\t0.021345 -0.010305 0.254238 0.018821 -0.019533 0.252476\n",
+      "\t\t0.021552 -0.010693 0.254379 0.019040 -0.019827 0.252624\n",
+      "\t\t0.021758 -0.011082 0.254518 0.019258 -0.020121 0.252773\n",
+      "\t\t0.021962 -0.011472 0.254654 0.019474 -0.020416 0.252922\n",
+      "\t\t0.022165 -0.011862 0.254788 0.019689 -0.020711 0.253070\n",
+      "\t\t0.022367 -0.012253 0.254921 0.019904 -0.021008 0.253218\n",
+      "\t\t0.022568 -0.012644 0.255052 0.020117 -0.021305 0.253367\n",
+      "\t\t0.022768 -0.013037 0.255180 0.020329 -0.021603 0.253515\n",
+      "\t\t0.022967 -0.013429 0.255304 0.020540 -0.021902 0.253662\n",
+      "\t\t0.023164 -0.013822 0.255427 0.020750 -0.022202 0.253807\n",
+      "\t\t0.023361 -0.014216 0.255548 0.020958 -0.022503 0.253952\n",
+      "\t\t0.023556 -0.014610 0.255666 0.021166 -0.022804 0.254096\n",
+      "\t\t0.023751 -0.015005 0.255782 0.021373 -0.023106 0.254238\n",
+      "\t\t0.023945 -0.015400 0.255895 0.021578 -0.023409 0.254379\n",
+      "\t\t0.024137 -0.015795 0.256006 0.021782 -0.023712 0.254517\n",
+      "\t\t0.024329 -0.016192 0.256113 0.021986 -0.024016 0.254654\n",
+      "\t\t0.024520 -0.016588 0.256219 0.022188 -0.024321 0.254788\n",
+      "\t\t0.024710 -0.016985 0.256323 0.022390 -0.024626 0.254921\n",
+      "\t\t0.024899 -0.017382 0.256424 0.022590 -0.024932 0.255052\n",
+      "\t\t0.025087 -0.017780 0.256523 0.022789 -0.025239 0.255180\n",
+      "\t\t0.025274 -0.018178 0.256619 0.022988 -0.025547 0.255306\n",
+      "\t\t0.025460 -0.018577 0.256713 0.023185 -0.025855 0.255429\n",
+      "\t\t0.025646 -0.018976 0.256805 0.023381 -0.026164 0.255550\n",
+      "\t\t0.025830 -0.019376 0.256894 0.023577 -0.026473 0.255669\n",
+      "\t\t0.026014 -0.019775 0.256982 0.023771 -0.026783 0.255786\n",
+      "\t\t0.026197 -0.020176 0.257068 0.023965 -0.027093 0.255899\n",
+      "\t\t0.026379 -0.020576 0.257151 0.024157 -0.027405 0.256010\n",
+      "\t\t0.026560 -0.020977 0.257233 0.024349 -0.027716 0.256118\n",
+      "\t\t0.026741 -0.021378 0.257312 0.024539 -0.028029 0.256225\n",
+      "\t\t0.026921 -0.021780 0.257390 0.024729 -0.028341 0.256329\n",
+      "\t\t0.027100 -0.022182 0.257465 0.024918 -0.028655 0.256430\n",
+      "\t\t0.027278 -0.022584 0.257539 0.025105 -0.028969 0.256530\n",
+      "\t\t0.027455 -0.022987 0.257612 0.025292 -0.029283 0.256626\n",
+      "\t\t0.027632 -0.023390 0.257683 0.025478 -0.029598 0.256720\n",
+      "\t\t0.027808 -0.023793 0.257752 0.025663 -0.029914 0.256812\n",
+      "\t\t0.027983 -0.024197 0.257819 0.025848 -0.030230 0.256902\n",
+      "\t\t0.028157 -0.024601 0.257885 0.026031 -0.030547 0.256990\n",
+      "\t\t0.028331 -0.025005 0.257949 0.026213 -0.030864 0.257076\n",
+      "\t\t0.028504 -0.025410 0.258012 0.026395 -0.031181 0.257160\n",
+      "\t\t0.028676 -0.025815 0.258074 0.026576 -0.031500 0.257242\n",
+      "\t\t0.028847 -0.026220 0.258134 0.026756 -0.031818 0.257321\n",
+      "\t\t0.029018 -0.026626 0.258193 0.026935 -0.032137 0.257399\n",
+      "\t\t0.029188 -0.027032 0.258250 0.027113 -0.032457 0.257474\n",
+      "\t\t0.029357 -0.027438 0.258307 0.027290 -0.032777 0.257549\n",
+      "\t\t0.029525 -0.027845 0.258362 0.027467 -0.033097 0.257621\n",
+      "\t\t0.029693 -0.028251 0.258415 0.027642 -0.033418 0.257692\n",
+      "\t\t0.029860 -0.028659 0.258468 0.027817 -0.033740 0.257761\n",
+      "\t\t0.030026 -0.029066 0.258519 0.027991 -0.034061 0.257828\n",
+      "\t\t0.030191 -0.029474 0.258570 0.028165 -0.034384 0.257894\n",
+      "\t\t0.030355 -0.029882 0.258619 0.028337 -0.034706 0.257958\n",
+      "\t\t0.030519 -0.030290 0.258667 0.028509 -0.035029 0.258021\n",
+      "\t\t0.030682 -0.030699 0.258715 0.028680 -0.035353 0.258082\n",
+      "\t\t0.030844 -0.031108 0.258761 0.028850 -0.035677 0.258142\n",
+      "\t\t0.031006 -0.031517 0.258806 0.029019 -0.036001 0.258201\n",
+      "\t\t0.031166 -0.031927 0.258851 0.029187 -0.036326 0.258258\n",
+      "\t\t0.031326 -0.032337 0.258894 0.029355 -0.036651 0.258315\n",
+      "\t\t0.031485 -0.032747 0.258937 0.029522 -0.036977 0.258369\n",
+      "\t\t0.031643 -0.033158 0.258979 0.029688 -0.037303 0.258423\n",
+      "\t\t0.031801 -0.033569 0.259020 0.029854 -0.037629 0.258475\n",
+      "\t\t0.031957 -0.033980 0.259060 0.030019 -0.037956 0.258527\n",
+      "\t\t0.032112 -0.034392 0.259099 0.030183 -0.038283 0.258577\n",
+      "\t\t0.032267 -0.034804 0.259138 0.030346 -0.038610 0.258626\n",
+      "\t\t0.032421 -0.035216 0.259176 0.030508 -0.038938 0.258674\n",
+      "\t\t0.032574 -0.035629 0.259213 0.030670 -0.039266 0.258721\n",
+      "\t\t0.032726 -0.036042 0.259250 0.030831 -0.039595 0.258768\n",
+      "\t\t0.032877 -0.036455 0.259285 0.030991 -0.039924 0.258813\n",
+      "\t\t0.033028 -0.036868 0.259321 0.031151 -0.040253 0.258857\n",
+      "\t\t0.033177 -0.037282 0.259355 0.031310 -0.040582 0.258901\n",
+      "\t\t0.033326 -0.037696 0.259389 0.031468 -0.040912 0.258944\n",
+      "\t\t0.033475 -0.038110 0.259423 0.031625 -0.041243 0.258985\n",
+      "\t\t0.033622 -0.038525 0.259455 0.031782 -0.041573 0.259026\n",
+      "\t\t0.033769 -0.038940 0.259488 0.031938 -0.041904 0.259066\n",
+      "\t\t0.033916 -0.039355 0.259519 0.032093 -0.042236 0.259106\n",
+      "\t\t0.034062 -0.039770 0.259551 0.032248 -0.042567 0.259144\n",
+      "\t\t0.034208 -0.040185 0.259582 0.032401 -0.042899 0.259182\n",
+      "\t\t0.034354 -0.040600 0.259612 0.032555 -0.043231 0.259220\n",
+      "\t\t0.034500 -0.041015 0.259643 0.032707 -0.043564 0.259256\n",
+      "\t\t0.034645 -0.041430 0.259672 0.032859 -0.043897 0.259292\n",
+      "\t\t0.034790 -0.041846 0.259702 0.033010 -0.044230 0.259328\n",
+      "\t\t0.034935 -0.042261 0.259731 0.033161 -0.044563 0.259362\n",
+      "\t\t0.035081 -0.042677 0.259760 0.033311 -0.044897 0.259396\n",
+      "\t\t0.035226 -0.043092 0.259788 0.033460 -0.045231 0.259430\n",
+      "\t\t0.035371 -0.043507 0.259816 0.033608 -0.045566 0.259463\n",
+      "\t\t0.035516 -0.043923 0.259844 0.033756 -0.045900 0.259495\n",
+      "\t\t0.035661 -0.044338 0.259871 0.033904 -0.046235 0.259527\n",
+      "\t\t0.035806 -0.044754 0.259899 0.034051 -0.046570 0.259558\n",
+      "\t\t0.035951 -0.045169 0.259925 0.034197 -0.046906 0.259589\n",
+      "\t\t0.036096 -0.045584 0.259952 0.034342 -0.047241 0.259619\n",
+      "\t\t0.036241 -0.046000 0.259978 0.034488 -0.047577 0.259649\n",
+      "\t\t0.036386 -0.046415 0.260004 0.034632 -0.047913 0.259679\n",
+      "\t\t0.036531 -0.046831 0.260030 0.034777 -0.048249 0.259708\n",
+      "\t\t0.036677 -0.047246 0.260055 0.034921 -0.048585 0.259736\n",
+      "\t\t0.036822 -0.047662 0.260081 0.035065 -0.048922 0.259765\n",
+      "\t\t0.036967 -0.048077 0.260105 0.035210 -0.049258 0.259793\n",
+      "\t\t0.037113 -0.048492 0.260130 0.035354 -0.049594 0.259821\n",
+      "\t\t0.037260 -0.048907 0.260155 0.035506 -0.049927 0.259850\n",
+      "\t\t0.037382 -0.049329 0.260176 0.035732 -0.050212 0.259892\n",
+      "\t\t0.037342 -0.049764 0.260170 0.036046 -0.050397 0.259949\n",
+      "\t\t0.037121 -0.050140 0.260134 0.036404 -0.050458 0.260012\n",
+      "\t\t0.036761 -0.050387 0.260074 0.036761 -0.050387 0.260074\n",
+      "\tsection 20\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.002000 0.000800 0.250000 -0.002000 0.000800 0.250000\n",
+      "\t\t-0.001925 0.001235 0.250000 -0.001902 0.000445 0.250000\n",
+      "\t\t-0.001788 0.001654 0.250000 -0.001711 0.000133 0.250000\n",
+      "\t\t-0.001623 0.002063 0.250000 -0.001480 -0.000152 0.250000\n",
+      "\t\t-0.001438 0.002464 0.250000 -0.001228 -0.000419 0.250000\n",
+      "\t\t-0.001237 0.002856 0.250000 -0.000965 -0.000675 0.250001\n",
+      "\t\t-0.001020 0.003240 0.250001 -0.000694 -0.000922 0.250001\n",
+      "\t\t-0.000788 0.003616 0.250001 -0.000417 -0.001164 0.250002\n",
+      "\t\t-0.000543 0.003982 0.250002 -0.000137 -0.001401 0.250003\n",
+      "\t\t-0.000283 0.004339 0.250002 0.000146 -0.001634 0.250004\n",
+      "\t\t-0.000008 0.004684 0.250003 0.000431 -0.001865 0.250005\n",
+      "\t\t0.000280 0.005018 0.250004 0.000718 -0.002094 0.250006\n",
+      "\t\t0.000584 0.005338 0.250005 0.001006 -0.002322 0.250008\n",
+      "\t\t0.000903 0.005642 0.250007 0.001294 -0.002549 0.250014\n",
+      "\t\t0.001238 0.005930 0.250012 0.001583 -0.002775 0.250023\n",
+      "\t\t0.001589 0.006197 0.250023 0.001872 -0.003001 0.250034\n",
+      "\t\t0.001956 0.006443 0.250038 0.002162 -0.003227 0.250048\n",
+      "\t\t0.002338 0.006663 0.250058 0.002451 -0.003453 0.250064\n",
+      "\t\t0.002735 0.006854 0.250081 0.002740 -0.003680 0.250081\n",
+      "\t\t0.003146 0.007015 0.250107 0.003029 -0.003906 0.250100\n",
+      "\t\t0.003568 0.007142 0.250136 0.003317 -0.004133 0.250119\n",
+      "\t\t0.004000 0.007233 0.250168 0.003605 -0.004361 0.250138\n",
+      "\t\t0.004438 0.007286 0.250209 0.003892 -0.004590 0.250159\n",
+      "\t\t0.004879 0.007304 0.250258 0.004178 -0.004820 0.250184\n",
+      "\t\t0.005320 0.007284 0.250313 0.004464 -0.005050 0.250212\n",
+      "\t\t0.005757 0.007229 0.250373 0.004749 -0.005282 0.250243\n",
+      "\t\t0.006190 0.007141 0.250434 0.005033 -0.005514 0.250277\n",
+      "\t\t0.006615 0.007023 0.250500 0.005316 -0.005748 0.250313\n",
+      "\t\t0.007032 0.006878 0.250571 0.005598 -0.005982 0.250350\n",
+      "\t\t0.007439 0.006710 0.250649 0.005879 -0.006218 0.250390\n",
+      "\t\t0.007837 0.006519 0.250729 0.006159 -0.006456 0.250430\n",
+      "\t\t0.008225 0.006310 0.250813 0.006438 -0.006694 0.250471\n",
+      "\t\t0.008604 0.006084 0.250898 0.006716 -0.006934 0.250516\n",
+      "\t\t0.008974 0.005842 0.250987 0.006993 -0.007175 0.250565\n",
+      "\t\t0.009334 0.005588 0.251080 0.007269 -0.007417 0.250616\n",
+      "\t\t0.009686 0.005323 0.251176 0.007543 -0.007660 0.250669\n",
+      "\t\t0.010030 0.005046 0.251276 0.007817 -0.007905 0.250725\n",
+      "\t\t0.010367 0.004761 0.251377 0.008089 -0.008151 0.250783\n",
+      "\t\t0.010696 0.004467 0.251479 0.008360 -0.008399 0.250843\n",
+      "\t\t0.011018 0.004166 0.251586 0.008630 -0.008648 0.250904\n",
+      "\t\t0.011334 0.003858 0.251696 0.008898 -0.008898 0.250968\n",
+      "\t\t0.011644 0.003544 0.251808 0.009166 -0.009150 0.251036\n",
+      "\t\t0.011948 0.003225 0.251923 0.009432 -0.009403 0.251106\n",
+      "\t\t0.012247 0.002900 0.252040 0.009696 -0.009657 0.251179\n",
+      "\t\t0.012541 0.002571 0.252158 0.009960 -0.009912 0.251255\n",
+      "\t\t0.012830 0.002238 0.252280 0.010222 -0.010169 0.251333\n",
+      "\t\t0.013114 0.001901 0.252406 0.010483 -0.010427 0.251413\n",
+      "\t\t0.013394 0.001560 0.252533 0.010743 -0.010687 0.251495\n",
+      "\t\t0.013670 0.001216 0.252663 0.011001 -0.010948 0.251580\n",
+      "\t\t0.013943 0.000869 0.252794 0.011258 -0.011210 0.251669\n",
+      "\t\t0.014211 0.000518 0.252928 0.011514 -0.011473 0.251760\n",
+      "\t\t0.014476 0.000166 0.253064 0.011768 -0.011737 0.251855\n",
+      "\t\t0.014737 -0.000190 0.253204 0.012021 -0.012003 0.251951\n",
+      "\t\t0.014996 -0.000547 0.253345 0.012273 -0.012270 0.252050\n",
+      "\t\t0.015251 -0.000907 0.253488 0.012523 -0.012539 0.252151\n",
+      "\t\t0.015504 -0.001269 0.253633 0.012773 -0.012808 0.252256\n",
+      "\t\t0.015753 -0.001632 0.253780 0.013020 -0.013079 0.252364\n",
+      "\t\t0.016000 -0.001998 0.253930 0.013267 -0.013351 0.252475\n",
+      "\t\t0.016244 -0.002365 0.254081 0.013512 -0.013624 0.252588\n",
+      "\t\t0.016486 -0.002734 0.254234 0.013756 -0.013898 0.252704\n",
+      "\t\t0.016726 -0.003105 0.254388 0.013999 -0.014173 0.252822\n",
+      "\t\t0.016963 -0.003477 0.254543 0.014240 -0.014450 0.252943\n",
+      "\t\t0.017198 -0.003850 0.254701 0.014481 -0.014727 0.253067\n",
+      "\t\t0.017431 -0.004225 0.254860 0.014720 -0.015006 0.253194\n",
+      "\t\t0.017662 -0.004600 0.255020 0.014957 -0.015286 0.253324\n",
+      "\t\t0.017891 -0.004978 0.255180 0.015194 -0.015566 0.253456\n",
+      "\t\t0.018118 -0.005356 0.255340 0.015429 -0.015848 0.253589\n",
+      "\t\t0.018343 -0.005735 0.255502 0.015663 -0.016131 0.253726\n",
+      "\t\t0.018567 -0.006115 0.255664 0.015895 -0.016415 0.253866\n",
+      "\t\t0.018788 -0.006497 0.255826 0.016127 -0.016700 0.254008\n",
+      "\t\t0.019009 -0.006879 0.255988 0.016357 -0.016986 0.254152\n",
+      "\t\t0.019227 -0.007262 0.256149 0.016586 -0.017273 0.254298\n",
+      "\t\t0.019444 -0.007647 0.256310 0.016814 -0.017560 0.254445\n",
+      "\t\t0.019659 -0.008032 0.256471 0.017040 -0.017849 0.254595\n",
+      "\t\t0.019873 -0.008417 0.256631 0.017266 -0.018139 0.254747\n",
+      "\t\t0.020086 -0.008804 0.256789 0.017490 -0.018429 0.254900\n",
+      "\t\t0.020297 -0.009191 0.256946 0.017713 -0.018721 0.255055\n",
+      "\t\t0.020506 -0.009580 0.257101 0.017935 -0.019013 0.255210\n",
+      "\t\t0.020715 -0.009968 0.257256 0.018156 -0.019306 0.255367\n",
+      "\t\t0.020922 -0.010358 0.257409 0.018375 -0.019601 0.255525\n",
+      "\t\t0.021128 -0.010748 0.257560 0.018594 -0.019896 0.255684\n",
+      "\t\t0.021332 -0.011139 0.257708 0.018811 -0.020191 0.255843\n",
+      "\t\t0.021536 -0.011530 0.257854 0.019027 -0.020488 0.256002\n",
+      "\t\t0.021738 -0.011922 0.257998 0.019242 -0.020785 0.256160\n",
+      "\t\t0.021939 -0.012315 0.258140 0.019456 -0.021084 0.256319\n",
+      "\t\t0.022139 -0.012708 0.258280 0.019669 -0.021383 0.256478\n",
+      "\t\t0.022338 -0.013102 0.258417 0.019881 -0.021682 0.256637\n",
+      "\t\t0.022536 -0.013496 0.258551 0.020092 -0.021983 0.256794\n",
+      "\t\t0.022733 -0.013891 0.258682 0.020301 -0.022284 0.256949\n",
+      "\t\t0.022929 -0.014286 0.258812 0.020510 -0.022586 0.257104\n",
+      "\t\t0.023123 -0.014682 0.258939 0.020717 -0.022889 0.257258\n",
+      "\t\t0.023317 -0.015079 0.259063 0.020924 -0.023192 0.257410\n",
+      "\t\t0.023510 -0.015475 0.259185 0.021129 -0.023496 0.257561\n",
+      "\t\t0.023702 -0.015873 0.259303 0.021334 -0.023801 0.257709\n",
+      "\t\t0.023893 -0.016270 0.259419 0.021537 -0.024107 0.257855\n",
+      "\t\t0.024083 -0.016668 0.259532 0.021740 -0.024413 0.257999\n",
+      "\t\t0.024272 -0.017067 0.259644 0.021941 -0.024720 0.258141\n",
+      "\t\t0.024460 -0.017466 0.259752 0.022141 -0.025027 0.258281\n",
+      "\t\t0.024648 -0.017865 0.259859 0.022341 -0.025336 0.258419\n",
+      "\t\t0.024834 -0.018265 0.259962 0.022539 -0.025644 0.258553\n",
+      "\t\t0.025020 -0.018665 0.260063 0.022737 -0.025954 0.258685\n",
+      "\t\t0.025205 -0.019066 0.260161 0.022933 -0.026264 0.258815\n",
+      "\t\t0.025389 -0.019467 0.260258 0.023129 -0.026574 0.258942\n",
+      "\t\t0.025572 -0.019868 0.260353 0.023323 -0.026886 0.259067\n",
+      "\t\t0.025754 -0.020270 0.260445 0.023517 -0.027197 0.259189\n",
+      "\t\t0.025936 -0.020672 0.260535 0.023710 -0.027510 0.259308\n",
+      "\t\t0.026117 -0.021074 0.260623 0.023901 -0.027823 0.259424\n",
+      "\t\t0.026297 -0.021477 0.260708 0.024092 -0.028136 0.259538\n",
+      "\t\t0.026476 -0.021880 0.260792 0.024282 -0.028450 0.259650\n",
+      "\t\t0.026654 -0.022284 0.260873 0.024471 -0.028765 0.259759\n",
+      "\t\t0.026832 -0.022687 0.260953 0.024659 -0.029080 0.259865\n",
+      "\t\t0.027009 -0.023091 0.261032 0.024847 -0.029396 0.259969\n",
+      "\t\t0.027185 -0.023496 0.261108 0.025033 -0.029712 0.260070\n",
+      "\t\t0.027361 -0.023901 0.261183 0.025219 -0.030029 0.260169\n",
+      "\t\t0.027535 -0.024306 0.261256 0.025403 -0.030346 0.260266\n",
+      "\t\t0.027709 -0.024711 0.261327 0.025587 -0.030664 0.260360\n",
+      "\t\t0.027883 -0.025117 0.261396 0.025770 -0.030982 0.260453\n",
+      "\t\t0.028055 -0.025523 0.261464 0.025952 -0.031300 0.260543\n",
+      "\t\t0.028227 -0.025929 0.261531 0.026133 -0.031620 0.260631\n",
+      "\t\t0.028398 -0.026336 0.261596 0.026314 -0.031939 0.260716\n",
+      "\t\t0.028568 -0.026743 0.261660 0.026493 -0.032259 0.260800\n",
+      "\t\t0.028738 -0.027150 0.261722 0.026672 -0.032580 0.260881\n",
+      "\t\t0.028907 -0.027557 0.261783 0.026850 -0.032901 0.260961\n",
+      "\t\t0.029075 -0.027965 0.261843 0.027027 -0.033223 0.261040\n",
+      "\t\t0.029243 -0.028373 0.261901 0.027203 -0.033545 0.261116\n",
+      "\t\t0.029409 -0.028782 0.261958 0.027379 -0.033867 0.261190\n",
+      "\t\t0.029575 -0.029190 0.262014 0.027553 -0.034190 0.261263\n",
+      "\t\t0.029741 -0.029599 0.262069 0.027727 -0.034513 0.261334\n",
+      "\t\t0.029905 -0.030009 0.262122 0.027900 -0.034837 0.261403\n",
+      "\t\t0.030069 -0.030418 0.262175 0.028073 -0.035161 0.261471\n",
+      "\t\t0.030232 -0.030828 0.262226 0.028244 -0.035485 0.261537\n",
+      "\t\t0.030394 -0.031238 0.262277 0.028415 -0.035810 0.261602\n",
+      "\t\t0.030556 -0.031649 0.262326 0.028585 -0.036135 0.261666\n",
+      "\t\t0.030717 -0.032060 0.262375 0.028754 -0.036461 0.261728\n",
+      "\t\t0.030877 -0.032471 0.262422 0.028923 -0.036787 0.261789\n",
+      "\t\t0.031036 -0.032882 0.262468 0.029090 -0.037114 0.261848\n",
+      "\t\t0.031195 -0.033294 0.262514 0.029257 -0.037440 0.261906\n",
+      "\t\t0.031352 -0.033706 0.262558 0.029424 -0.037768 0.261963\n",
+      "\t\t0.031509 -0.034118 0.262602 0.029589 -0.038095 0.262018\n",
+      "\t\t0.031665 -0.034531 0.262645 0.029754 -0.038423 0.262073\n",
+      "\t\t0.031820 -0.034944 0.262687 0.029918 -0.038752 0.262126\n",
+      "\t\t0.031975 -0.035357 0.262728 0.030081 -0.039080 0.262179\n",
+      "\t\t0.032129 -0.035771 0.262769 0.030244 -0.039409 0.262230\n",
+      "\t\t0.032282 -0.036184 0.262809 0.030406 -0.039739 0.262280\n",
+      "\t\t0.032434 -0.036598 0.262848 0.030567 -0.040069 0.262329\n",
+      "\t\t0.032585 -0.037013 0.262886 0.030727 -0.040399 0.262378\n",
+      "\t\t0.032736 -0.037427 0.262924 0.030887 -0.040729 0.262425\n",
+      "\t\t0.032886 -0.037842 0.262961 0.031046 -0.041060 0.262471\n",
+      "\t\t0.033036 -0.038257 0.262997 0.031204 -0.041391 0.262517\n",
+      "\t\t0.033185 -0.038672 0.263033 0.031362 -0.041723 0.262561\n",
+      "\t\t0.033333 -0.039088 0.263068 0.031519 -0.042054 0.262605\n",
+      "\t\t0.033481 -0.039503 0.263103 0.031675 -0.042387 0.262648\n",
+      "\t\t0.033629 -0.039919 0.263137 0.031831 -0.042719 0.262690\n",
+      "\t\t0.033777 -0.040335 0.263171 0.031986 -0.043052 0.262731\n",
+      "\t\t0.033924 -0.040751 0.263205 0.032140 -0.043385 0.262772\n",
+      "\t\t0.034071 -0.041166 0.263237 0.032293 -0.043718 0.262812\n",
+      "\t\t0.034219 -0.041582 0.263270 0.032446 -0.044052 0.262851\n",
+      "\t\t0.034366 -0.041998 0.263302 0.032598 -0.044386 0.262890\n",
+      "\t\t0.034513 -0.042414 0.263334 0.032750 -0.044720 0.262928\n",
+      "\t\t0.034660 -0.042830 0.263365 0.032901 -0.045055 0.262965\n",
+      "\t\t0.034807 -0.043246 0.263396 0.033051 -0.045389 0.263001\n",
+      "\t\t0.034953 -0.043662 0.263427 0.033201 -0.045725 0.263037\n",
+      "\t\t0.035100 -0.044078 0.263457 0.033350 -0.046060 0.263072\n",
+      "\t\t0.035247 -0.044494 0.263487 0.033499 -0.046396 0.263107\n",
+      "\t\t0.035394 -0.044910 0.263517 0.033647 -0.046731 0.263141\n",
+      "\t\t0.035541 -0.045326 0.263546 0.033794 -0.047068 0.263175\n",
+      "\t\t0.035688 -0.045742 0.263575 0.033941 -0.047404 0.263208\n",
+      "\t\t0.035835 -0.046158 0.263604 0.034088 -0.047741 0.263241\n",
+      "\t\t0.035982 -0.046574 0.263633 0.034234 -0.048077 0.263273\n",
+      "\t\t0.036129 -0.046990 0.263661 0.034379 -0.048414 0.263305\n",
+      "\t\t0.036276 -0.047406 0.263689 0.034525 -0.048751 0.263337\n",
+      "\t\t0.036423 -0.047822 0.263716 0.034671 -0.049088 0.263368\n",
+      "\t\t0.036570 -0.048238 0.263744 0.034817 -0.049425 0.263398\n",
+      "\t\t0.036718 -0.048653 0.263771 0.034962 -0.049762 0.263429\n",
+      "\t\t0.036867 -0.049069 0.263798 0.035116 -0.050095 0.263461\n",
+      "\t\t0.036991 -0.049491 0.263821 0.035343 -0.050381 0.263507\n",
+      "\t\t0.036954 -0.049927 0.263814 0.035657 -0.050567 0.263569\n",
+      "\t\t0.036735 -0.050306 0.263774 0.036017 -0.050627 0.263639\n",
+      "\t\t0.036375 -0.050555 0.263707 0.036375 -0.050555 0.263707\n",
+      "\tsection 21\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t-0.002000 0.000800 0.250000 -0.002000 0.000800 0.250000\n",
+      "\t\t-0.001925 0.001235 0.250000 -0.001902 0.000445 0.250000\n",
+      "\t\t-0.001788 0.001654 0.250000 -0.001711 0.000133 0.250000\n",
+      "\t\t-0.001623 0.002063 0.250000 -0.001480 -0.000152 0.250000\n",
+      "\t\t-0.001438 0.002464 0.250000 -0.001228 -0.000419 0.250000\n",
+      "\t\t-0.001237 0.002856 0.250000 -0.000965 -0.000675 0.250001\n",
+      "\t\t-0.001020 0.003240 0.250001 -0.000694 -0.000922 0.250001\n",
+      "\t\t-0.000788 0.003616 0.250001 -0.000417 -0.001164 0.250002\n",
+      "\t\t-0.000543 0.003982 0.250002 -0.000137 -0.001401 0.250003\n",
+      "\t\t-0.000283 0.004339 0.250002 0.000146 -0.001634 0.250004\n",
+      "\t\t-0.000008 0.004684 0.250003 0.000431 -0.001865 0.250005\n",
+      "\t\t0.000280 0.005018 0.250004 0.000718 -0.002094 0.250006\n",
+      "\t\t0.000584 0.005338 0.250005 0.001006 -0.002322 0.250008\n",
+      "\t\t0.000903 0.005642 0.250007 0.001294 -0.002549 0.250014\n",
+      "\t\t0.001238 0.005930 0.250012 0.001583 -0.002775 0.250023\n",
+      "\t\t0.001589 0.006197 0.250023 0.001872 -0.003001 0.250034\n",
+      "\t\t0.001956 0.006443 0.250038 0.002162 -0.003227 0.250048\n",
+      "\t\t0.002338 0.006663 0.250058 0.002451 -0.003453 0.250064\n",
+      "\t\t0.002735 0.006854 0.250081 0.002740 -0.003680 0.250081\n",
+      "\t\t0.003146 0.007015 0.250107 0.003029 -0.003906 0.250100\n",
+      "\t\t0.003568 0.007142 0.250136 0.003317 -0.004133 0.250119\n",
+      "\t\t0.004000 0.007233 0.250168 0.003605 -0.004361 0.250138\n",
+      "\t\t0.004438 0.007286 0.250209 0.003892 -0.004590 0.250159\n",
+      "\t\t0.004879 0.007304 0.250258 0.004178 -0.004820 0.250184\n",
+      "\t\t0.005320 0.007284 0.250313 0.004464 -0.005050 0.250212\n",
+      "\t\t0.005757 0.007229 0.250373 0.004749 -0.005282 0.250243\n",
+      "\t\t0.006190 0.007141 0.250434 0.005033 -0.005514 0.250277\n",
+      "\t\t0.006615 0.007023 0.250500 0.005316 -0.005748 0.250313\n",
+      "\t\t0.007032 0.006878 0.250571 0.005598 -0.005982 0.250350\n",
+      "\t\t0.007439 0.006710 0.250649 0.005879 -0.006218 0.250390\n",
+      "\t\t0.007837 0.006519 0.250729 0.006159 -0.006456 0.250430\n",
+      "\t\t0.008225 0.006310 0.250813 0.006438 -0.006694 0.250471\n",
+      "\t\t0.008604 0.006084 0.250898 0.006716 -0.006934 0.250516\n",
+      "\t\t0.008974 0.005842 0.250987 0.006993 -0.007175 0.250565\n",
+      "\t\t0.009334 0.005588 0.251080 0.007269 -0.007417 0.250616\n",
+      "\t\t0.009686 0.005323 0.251176 0.007543 -0.007660 0.250669\n",
+      "\t\t0.010030 0.005046 0.251276 0.007817 -0.007905 0.250725\n",
+      "\t\t0.010367 0.004761 0.251377 0.008089 -0.008151 0.250783\n",
+      "\t\t0.010696 0.004467 0.251479 0.008360 -0.008399 0.250843\n",
+      "\t\t0.011018 0.004166 0.251586 0.008630 -0.008648 0.250904\n",
+      "\t\t0.011334 0.003858 0.251696 0.008898 -0.008898 0.250968\n",
+      "\t\t0.011644 0.003544 0.251808 0.009166 -0.009150 0.251036\n",
+      "\t\t0.011948 0.003225 0.251923 0.009432 -0.009403 0.251106\n",
+      "\t\t0.012247 0.002900 0.252040 0.009696 -0.009657 0.251179\n",
+      "\t\t0.012541 0.002571 0.252158 0.009960 -0.009912 0.251255\n",
+      "\t\t0.012830 0.002238 0.252280 0.010222 -0.010169 0.251333\n",
+      "\t\t0.013114 0.001901 0.252406 0.010483 -0.010427 0.251413\n",
+      "\t\t0.013394 0.001560 0.252533 0.010743 -0.010687 0.251495\n",
+      "\t\t0.013670 0.001216 0.252663 0.011001 -0.010948 0.251580\n",
+      "\t\t0.013943 0.000869 0.252794 0.011258 -0.011210 0.251669\n",
+      "\t\t0.014211 0.000518 0.252928 0.011514 -0.011473 0.251760\n",
+      "\t\t0.014476 0.000166 0.253064 0.011768 -0.011737 0.251855\n",
+      "\t\t0.014737 -0.000190 0.253204 0.012021 -0.012003 0.251951\n",
+      "\t\t0.014996 -0.000547 0.253345 0.012273 -0.012270 0.252050\n",
+      "\t\t0.015251 -0.000907 0.253488 0.012523 -0.012539 0.252151\n",
+      "\t\t0.015504 -0.001269 0.253633 0.012773 -0.012808 0.252256\n",
+      "\t\t0.015753 -0.001632 0.253780 0.013020 -0.013079 0.252364\n",
+      "\t\t0.016000 -0.001998 0.253930 0.013267 -0.013351 0.252475\n",
+      "\t\t0.016244 -0.002365 0.254081 0.013512 -0.013624 0.252588\n",
+      "\t\t0.016486 -0.002734 0.254234 0.013756 -0.013898 0.252704\n",
+      "\t\t0.016726 -0.003105 0.254388 0.013999 -0.014173 0.252822\n",
+      "\t\t0.016963 -0.003477 0.254543 0.014240 -0.014450 0.252943\n",
+      "\t\t0.017198 -0.003850 0.254701 0.014481 -0.014727 0.253067\n",
+      "\t\t0.017431 -0.004225 0.254860 0.014720 -0.015006 0.253194\n",
+      "\t\t0.017662 -0.004600 0.255020 0.014957 -0.015286 0.253324\n",
+      "\t\t0.017891 -0.004978 0.255180 0.015194 -0.015566 0.253456\n",
+      "\t\t0.018118 -0.005356 0.255340 0.015429 -0.015848 0.253589\n",
+      "\t\t0.018343 -0.005735 0.255502 0.015663 -0.016131 0.253726\n",
+      "\t\t0.018567 -0.006115 0.255664 0.015895 -0.016415 0.253866\n",
+      "\t\t0.018788 -0.006497 0.255826 0.016127 -0.016700 0.254008\n",
+      "\t\t0.019009 -0.006879 0.255988 0.016357 -0.016986 0.254152\n",
+      "\t\t0.019227 -0.007262 0.256149 0.016586 -0.017273 0.254298\n",
+      "\t\t0.019444 -0.007647 0.256310 0.016814 -0.017560 0.254445\n",
+      "\t\t0.019659 -0.008032 0.256471 0.017040 -0.017849 0.254595\n",
+      "\t\t0.019873 -0.008417 0.256631 0.017266 -0.018139 0.254747\n",
+      "\t\t0.020086 -0.008804 0.256789 0.017490 -0.018429 0.254900\n",
+      "\t\t0.020297 -0.009191 0.256946 0.017713 -0.018721 0.255055\n",
+      "\t\t0.020506 -0.009580 0.257101 0.017935 -0.019013 0.255210\n",
+      "\t\t0.020715 -0.009968 0.257256 0.018156 -0.019306 0.255367\n",
+      "\t\t0.020922 -0.010358 0.257409 0.018375 -0.019601 0.255525\n",
+      "\t\t0.021128 -0.010748 0.257560 0.018594 -0.019896 0.255684\n",
+      "\t\t0.021332 -0.011139 0.257708 0.018811 -0.020191 0.255843\n",
+      "\t\t0.021536 -0.011530 0.257854 0.019027 -0.020488 0.256002\n",
+      "\t\t0.021738 -0.011922 0.257998 0.019242 -0.020785 0.256160\n",
+      "\t\t0.021939 -0.012315 0.258140 0.019456 -0.021084 0.256319\n",
+      "\t\t0.022139 -0.012708 0.258280 0.019669 -0.021383 0.256478\n",
+      "\t\t0.022338 -0.013102 0.258417 0.019881 -0.021682 0.256637\n",
+      "\t\t0.022536 -0.013496 0.258551 0.020092 -0.021983 0.256794\n",
+      "\t\t0.022733 -0.013891 0.258682 0.020301 -0.022284 0.256949\n",
+      "\t\t0.022929 -0.014286 0.258812 0.020510 -0.022586 0.257104\n",
+      "\t\t0.023123 -0.014682 0.258939 0.020717 -0.022889 0.257258\n",
+      "\t\t0.023317 -0.015079 0.259063 0.020924 -0.023192 0.257410\n",
+      "\t\t0.023510 -0.015475 0.259185 0.021129 -0.023496 0.257561\n",
+      "\t\t0.023702 -0.015873 0.259303 0.021334 -0.023801 0.257709\n",
+      "\t\t0.023893 -0.016270 0.259419 0.021537 -0.024107 0.257855\n",
+      "\t\t0.024083 -0.016668 0.259532 0.021740 -0.024413 0.257999\n",
+      "\t\t0.024272 -0.017067 0.259644 0.021941 -0.024720 0.258141\n",
+      "\t\t0.024460 -0.017466 0.259752 0.022141 -0.025027 0.258281\n",
+      "\t\t0.024648 -0.017865 0.259859 0.022341 -0.025336 0.258419\n",
+      "\t\t0.024834 -0.018265 0.259962 0.022539 -0.025644 0.258553\n",
+      "\t\t0.025020 -0.018665 0.260063 0.022737 -0.025954 0.258685\n",
+      "\t\t0.025205 -0.019066 0.260161 0.022933 -0.026264 0.258815\n",
+      "\t\t0.025389 -0.019467 0.260258 0.023129 -0.026574 0.258942\n",
+      "\t\t0.025572 -0.019868 0.260353 0.023323 -0.026886 0.259067\n",
+      "\t\t0.025754 -0.020270 0.260445 0.023517 -0.027197 0.259189\n",
+      "\t\t0.025936 -0.020672 0.260535 0.023710 -0.027510 0.259308\n",
+      "\t\t0.026117 -0.021074 0.260623 0.023901 -0.027823 0.259424\n",
+      "\t\t0.026297 -0.021477 0.260708 0.024092 -0.028136 0.259538\n",
+      "\t\t0.026476 -0.021880 0.260792 0.024282 -0.028450 0.259650\n",
+      "\t\t0.026654 -0.022284 0.260873 0.024471 -0.028765 0.259759\n",
+      "\t\t0.026832 -0.022687 0.260953 0.024659 -0.029080 0.259865\n",
+      "\t\t0.027009 -0.023091 0.261032 0.024847 -0.029396 0.259969\n",
+      "\t\t0.027185 -0.023496 0.261108 0.025033 -0.029712 0.260070\n",
+      "\t\t0.027361 -0.023901 0.261183 0.025219 -0.030029 0.260169\n",
+      "\t\t0.027535 -0.024306 0.261256 0.025403 -0.030346 0.260266\n",
+      "\t\t0.027709 -0.024711 0.261327 0.025587 -0.030664 0.260360\n",
+      "\t\t0.027883 -0.025117 0.261396 0.025770 -0.030982 0.260453\n",
+      "\t\t0.028055 -0.025523 0.261464 0.025952 -0.031300 0.260543\n",
+      "\t\t0.028227 -0.025929 0.261531 0.026133 -0.031620 0.260631\n",
+      "\t\t0.028398 -0.026336 0.261596 0.026314 -0.031939 0.260716\n",
+      "\t\t0.028568 -0.026743 0.261660 0.026493 -0.032259 0.260800\n",
+      "\t\t0.028738 -0.027150 0.261722 0.026672 -0.032580 0.260881\n",
+      "\t\t0.028907 -0.027557 0.261783 0.026850 -0.032901 0.260961\n",
+      "\t\t0.029075 -0.027965 0.261843 0.027027 -0.033223 0.261040\n",
+      "\t\t0.029243 -0.028373 0.261901 0.027203 -0.033545 0.261116\n",
+      "\t\t0.029409 -0.028782 0.261958 0.027379 -0.033867 0.261190\n",
+      "\t\t0.029575 -0.029190 0.262014 0.027553 -0.034190 0.261263\n",
+      "\t\t0.029741 -0.029599 0.262069 0.027727 -0.034513 0.261334\n",
+      "\t\t0.029905 -0.030009 0.262122 0.027900 -0.034837 0.261403\n",
+      "\t\t0.030069 -0.030418 0.262175 0.028073 -0.035161 0.261471\n",
+      "\t\t0.030232 -0.030828 0.262226 0.028244 -0.035485 0.261537\n",
+      "\t\t0.030394 -0.031238 0.262277 0.028415 -0.035810 0.261602\n",
+      "\t\t0.030556 -0.031649 0.262326 0.028585 -0.036135 0.261666\n",
+      "\t\t0.030717 -0.032060 0.262375 0.028754 -0.036461 0.261728\n",
+      "\t\t0.030877 -0.032471 0.262422 0.028923 -0.036787 0.261789\n",
+      "\t\t0.031036 -0.032882 0.262468 0.029090 -0.037114 0.261848\n",
+      "\t\t0.031195 -0.033294 0.262514 0.029257 -0.037440 0.261906\n",
+      "\t\t0.031352 -0.033706 0.262558 0.029424 -0.037768 0.261963\n",
+      "\t\t0.031509 -0.034118 0.262602 0.029589 -0.038095 0.262018\n",
+      "\t\t0.031665 -0.034531 0.262645 0.029754 -0.038423 0.262073\n",
+      "\t\t0.031820 -0.034944 0.262687 0.029918 -0.038752 0.262126\n",
+      "\t\t0.031975 -0.035357 0.262728 0.030081 -0.039080 0.262179\n",
+      "\t\t0.032129 -0.035771 0.262769 0.030244 -0.039409 0.262230\n",
+      "\t\t0.032282 -0.036184 0.262809 0.030406 -0.039739 0.262280\n",
+      "\t\t0.032434 -0.036598 0.262848 0.030567 -0.040069 0.262329\n",
+      "\t\t0.032585 -0.037013 0.262886 0.030727 -0.040399 0.262378\n",
+      "\t\t0.032736 -0.037427 0.262924 0.030887 -0.040729 0.262425\n",
+      "\t\t0.032886 -0.037842 0.262961 0.031046 -0.041060 0.262471\n",
+      "\t\t0.033036 -0.038257 0.262997 0.031204 -0.041391 0.262517\n",
+      "\t\t0.033185 -0.038672 0.263033 0.031362 -0.041723 0.262561\n",
+      "\t\t0.033333 -0.039088 0.263068 0.031519 -0.042054 0.262605\n",
+      "\t\t0.033481 -0.039503 0.263103 0.031675 -0.042387 0.262648\n",
+      "\t\t0.033629 -0.039919 0.263137 0.031831 -0.042719 0.262690\n",
+      "\t\t0.033777 -0.040335 0.263171 0.031986 -0.043052 0.262731\n",
+      "\t\t0.033924 -0.040751 0.263205 0.032140 -0.043385 0.262772\n",
+      "\t\t0.034071 -0.041166 0.263237 0.032293 -0.043718 0.262812\n",
+      "\t\t0.034219 -0.041582 0.263270 0.032446 -0.044052 0.262851\n",
+      "\t\t0.034366 -0.041998 0.263302 0.032598 -0.044386 0.262890\n",
+      "\t\t0.034513 -0.042414 0.263334 0.032750 -0.044720 0.262928\n",
+      "\t\t0.034660 -0.042830 0.263365 0.032901 -0.045055 0.262965\n",
+      "\t\t0.034807 -0.043246 0.263396 0.033051 -0.045389 0.263001\n",
+      "\t\t0.034953 -0.043662 0.263427 0.033201 -0.045725 0.263037\n",
+      "\t\t0.035100 -0.044078 0.263457 0.033350 -0.046060 0.263072\n",
+      "\t\t0.035247 -0.044494 0.263487 0.033499 -0.046396 0.263107\n",
+      "\t\t0.035394 -0.044910 0.263517 0.033647 -0.046731 0.263141\n",
+      "\t\t0.035541 -0.045326 0.263546 0.033794 -0.047068 0.263175\n",
+      "\t\t0.035688 -0.045742 0.263575 0.033941 -0.047404 0.263208\n",
+      "\t\t0.035835 -0.046158 0.263604 0.034088 -0.047741 0.263241\n",
+      "\t\t0.035982 -0.046574 0.263633 0.034234 -0.048077 0.263273\n",
+      "\t\t0.036129 -0.046990 0.263661 0.034379 -0.048414 0.263305\n",
+      "\t\t0.036276 -0.047406 0.263689 0.034525 -0.048751 0.263337\n",
+      "\t\t0.036423 -0.047822 0.263716 0.034671 -0.049088 0.263368\n",
+      "\t\t0.036570 -0.048238 0.263744 0.034817 -0.049425 0.263398\n",
+      "\t\t0.036718 -0.048653 0.263771 0.034962 -0.049762 0.263429\n",
+      "\t\t0.036867 -0.049069 0.263798 0.035116 -0.050095 0.263461\n",
+      "\t\t0.036991 -0.049491 0.263821 0.035343 -0.050381 0.263507\n",
+      "\t\t0.036954 -0.049927 0.263814 0.035657 -0.050567 0.263569\n",
+      "\t\t0.036735 -0.050306 0.263774 0.036017 -0.050627 0.263639\n",
+      "\t\t0.036375 -0.050555 0.263707 0.036375 -0.050555 0.263707\n",
+      "Blade 1\n",
+      "\tnpoints 179\n",
+      "\tnsections 22\n",
+      "\tsection 0\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.050309 0.000000 0.192921 0.050309 0.000000 0.192921\n",
+      "\t\t0.050249 -0.000456 0.192933 0.050252 0.000377 0.192933\n",
+      "\t\t0.050127 -0.000900 0.192957 0.050108 0.000729 0.192961\n",
+      "\t\t0.049972 -0.001334 0.192988 0.049905 0.001051 0.193001\n",
+      "\t\t0.049793 -0.001758 0.193024 0.049666 0.001347 0.193049\n",
+      "\t\t0.049593 -0.002173 0.193065 0.049404 0.001622 0.193105\n",
+      "\t\t0.049376 -0.002578 0.193111 0.049125 0.001882 0.193165\n",
+      "\t\t0.049141 -0.002975 0.193161 0.048836 0.002129 0.193229\n",
+      "\t\t0.048891 -0.003361 0.193217 0.048538 0.002366 0.193296\n",
+      "\t\t0.048625 -0.003737 0.193276 0.048235 0.002596 0.193366\n",
+      "\t\t0.048344 -0.004101 0.193341 0.047926 0.002819 0.193436\n",
+      "\t\t0.048046 -0.004452 0.193409 0.047615 0.003038 0.193508\n",
+      "\t\t0.047733 -0.004790 0.193481 0.047301 0.003253 0.193579\n",
+      "\t\t0.047403 -0.005111 0.193556 0.046985 0.003465 0.193649\n",
+      "\t\t0.047058 -0.005416 0.193633 0.046667 0.003675 0.193716\n",
+      "\t\t0.046696 -0.005701 0.193710 0.046348 0.003882 0.193780\n",
+      "\t\t0.046319 -0.005964 0.193785 0.046028 0.004089 0.193839\n",
+      "\t\t0.045926 -0.006204 0.193857 0.045708 0.004295 0.193894\n",
+      "\t\t0.045518 -0.006417 0.193925 0.045387 0.004500 0.193945\n",
+      "\t\t0.045096 -0.006602 0.193988 0.045067 0.004704 0.193992\n",
+      "\t\t0.044663 -0.006756 0.194047 0.044746 0.004909 0.194036\n",
+      "\t\t0.044219 -0.006878 0.194106 0.044425 0.005114 0.194079\n",
+      "\t\t0.043767 -0.006967 0.194168 0.044105 0.005320 0.194121\n",
+      "\t\t0.043310 -0.007022 0.194232 0.043785 0.005526 0.194165\n",
+      "\t\t0.042850 -0.007043 0.194297 0.043465 0.005733 0.194210\n",
+      "\t\t0.042390 -0.007030 0.194362 0.043147 0.005941 0.194255\n",
+      "\t\t0.041931 -0.006986 0.194428 0.042828 0.006150 0.194300\n",
+      "\t\t0.041477 -0.006913 0.194494 0.042511 0.006360 0.194345\n",
+      "\t\t0.041028 -0.006811 0.194560 0.042195 0.006572 0.194390\n",
+      "\t\t0.040586 -0.006684 0.194625 0.041879 0.006784 0.194436\n",
+      "\t\t0.040151 -0.006533 0.194690 0.041565 0.006999 0.194481\n",
+      "\t\t0.039724 -0.006362 0.194755 0.041251 0.007215 0.194527\n",
+      "\t\t0.039305 -0.006171 0.194818 0.040939 0.007432 0.194573\n",
+      "\t\t0.038894 -0.005963 0.194881 0.040627 0.007651 0.194619\n",
+      "\t\t0.038492 -0.005739 0.194942 0.040317 0.007872 0.194665\n",
+      "\t\t0.038097 -0.005501 0.195003 0.040009 0.008094 0.194712\n",
+      "\t\t0.037711 -0.005251 0.195063 0.039701 0.008319 0.194758\n",
+      "\t\t0.037332 -0.004989 0.195122 0.039395 0.008545 0.194804\n",
+      "\t\t0.036961 -0.004717 0.195181 0.039090 0.008773 0.194851\n",
+      "\t\t0.036597 -0.004435 0.195238 0.038787 0.009003 0.194897\n",
+      "\t\t0.036239 -0.004145 0.195294 0.038485 0.009234 0.194943\n",
+      "\t\t0.035888 -0.003848 0.195350 0.038184 0.009468 0.194990\n",
+      "\t\t0.035543 -0.003543 0.195405 0.037885 0.009704 0.195036\n",
+      "\t\t0.035204 -0.003231 0.195459 0.037588 0.009941 0.195082\n",
+      "\t\t0.034871 -0.002914 0.195513 0.037292 0.010180 0.195129\n",
+      "\t\t0.034543 -0.002591 0.195566 0.036998 0.010422 0.195175\n",
+      "\t\t0.034220 -0.002263 0.195618 0.036705 0.010665 0.195221\n",
+      "\t\t0.033902 -0.001930 0.195669 0.036414 0.010910 0.195267\n",
+      "\t\t0.033588 -0.001593 0.195720 0.036124 0.011157 0.195313\n",
+      "\t\t0.033279 -0.001252 0.195770 0.035836 0.011406 0.195358\n",
+      "\t\t0.032974 -0.000907 0.195820 0.035550 0.011657 0.195404\n",
+      "\t\t0.032674 -0.000558 0.195869 0.035265 0.011910 0.195449\n",
+      "\t\t0.032377 -0.000206 0.195918 0.034983 0.012164 0.195495\n",
+      "\t\t0.032084 0.000149 0.195966 0.034701 0.012421 0.195540\n",
+      "\t\t0.031795 0.000507 0.196014 0.034422 0.012679 0.195585\n",
+      "\t\t0.031509 0.000868 0.196061 0.034144 0.012939 0.195630\n",
+      "\t\t0.031226 0.001231 0.196108 0.033868 0.013201 0.195675\n",
+      "\t\t0.030947 0.001597 0.196154 0.033594 0.013465 0.195719\n",
+      "\t\t0.030670 0.001965 0.196200 0.033321 0.013731 0.195764\n",
+      "\t\t0.030397 0.002335 0.196245 0.033050 0.013998 0.195808\n",
+      "\t\t0.030126 0.002708 0.196290 0.032781 0.014267 0.195852\n",
+      "\t\t0.029858 0.003082 0.196335 0.032513 0.014538 0.195896\n",
+      "\t\t0.029593 0.003458 0.196379 0.032247 0.014810 0.195939\n",
+      "\t\t0.029331 0.003836 0.196423 0.031983 0.015085 0.195983\n",
+      "\t\t0.029070 0.004216 0.196466 0.031721 0.015360 0.196026\n",
+      "\t\t0.028813 0.004598 0.196509 0.031461 0.015638 0.196069\n",
+      "\t\t0.028557 0.004981 0.196552 0.031202 0.015917 0.196112\n",
+      "\t\t0.028304 0.005365 0.196594 0.030944 0.016197 0.196154\n",
+      "\t\t0.028053 0.005751 0.196636 0.030689 0.016479 0.196196\n",
+      "\t\t0.027805 0.006139 0.196678 0.030435 0.016763 0.196239\n",
+      "\t\t0.027558 0.006527 0.196719 0.030183 0.017048 0.196280\n",
+      "\t\t0.027313 0.006917 0.196761 0.029933 0.017335 0.196322\n",
+      "\t\t0.027071 0.007308 0.196801 0.029684 0.017623 0.196364\n",
+      "\t\t0.026830 0.007701 0.196842 0.029437 0.017913 0.196405\n",
+      "\t\t0.026591 0.008094 0.196882 0.029191 0.018203 0.196446\n",
+      "\t\t0.026354 0.008489 0.196922 0.028948 0.018496 0.196487\n",
+      "\t\t0.026118 0.008884 0.196962 0.028706 0.018789 0.196527\n",
+      "\t\t0.025885 0.009281 0.197001 0.028465 0.019085 0.196567\n",
+      "\t\t0.025653 0.009679 0.197040 0.028226 0.019381 0.196607\n",
+      "\t\t0.025423 0.010077 0.197079 0.027989 0.019678 0.196647\n",
+      "\t\t0.025194 0.010477 0.197117 0.027753 0.019977 0.196687\n",
+      "\t\t0.024967 0.010877 0.197156 0.027519 0.020278 0.196726\n",
+      "\t\t0.024741 0.011279 0.197194 0.027287 0.020579 0.196765\n",
+      "\t\t0.024517 0.011681 0.197232 0.027056 0.020881 0.196804\n",
+      "\t\t0.024295 0.012084 0.197269 0.026827 0.021185 0.196842\n",
+      "\t\t0.024074 0.012488 0.197306 0.026599 0.021490 0.196881\n",
+      "\t\t0.023854 0.012892 0.197343 0.026372 0.021796 0.196919\n",
+      "\t\t0.023636 0.013298 0.197380 0.026148 0.022103 0.196957\n",
+      "\t\t0.023419 0.013704 0.197416 0.025924 0.022412 0.196994\n",
+      "\t\t0.023203 0.014110 0.197453 0.025703 0.022721 0.197032\n",
+      "\t\t0.022989 0.014518 0.197489 0.025482 0.023031 0.197069\n",
+      "\t\t0.022776 0.014926 0.197525 0.025264 0.023343 0.197106\n",
+      "\t\t0.022565 0.015335 0.197560 0.025046 0.023655 0.197142\n",
+      "\t\t0.022355 0.015744 0.197595 0.024830 0.023969 0.197179\n",
+      "\t\t0.022146 0.016155 0.197631 0.024616 0.024283 0.197215\n",
+      "\t\t0.021938 0.016565 0.197665 0.024403 0.024599 0.197251\n",
+      "\t\t0.021731 0.016977 0.197700 0.024191 0.024915 0.197286\n",
+      "\t\t0.021526 0.017389 0.197734 0.023981 0.025232 0.197322\n",
+      "\t\t0.021322 0.017801 0.197768 0.023772 0.025551 0.197357\n",
+      "\t\t0.021119 0.018215 0.197802 0.023565 0.025870 0.197392\n",
+      "\t\t0.020917 0.018628 0.197836 0.023359 0.026190 0.197427\n",
+      "\t\t0.020716 0.019043 0.197869 0.023154 0.026511 0.197461\n",
+      "\t\t0.020517 0.019458 0.197903 0.022951 0.026832 0.197495\n",
+      "\t\t0.020319 0.019873 0.197936 0.022749 0.027155 0.197529\n",
+      "\t\t0.020122 0.020289 0.197968 0.022548 0.027478 0.197563\n",
+      "\t\t0.019926 0.020706 0.198001 0.022348 0.027802 0.197597\n",
+      "\t\t0.019731 0.021123 0.198033 0.022150 0.028127 0.197630\n",
+      "\t\t0.019537 0.021540 0.198065 0.021953 0.028453 0.197663\n",
+      "\t\t0.019344 0.021958 0.198097 0.021758 0.028780 0.197695\n",
+      "\t\t0.019153 0.022377 0.198128 0.021564 0.029107 0.197728\n",
+      "\t\t0.018962 0.022796 0.198160 0.021370 0.029435 0.197760\n",
+      "\t\t0.018773 0.023216 0.198191 0.021179 0.029764 0.197792\n",
+      "\t\t0.018584 0.023636 0.198222 0.020988 0.030093 0.197824\n",
+      "\t\t0.018397 0.024056 0.198252 0.020799 0.030423 0.197856\n",
+      "\t\t0.018211 0.024477 0.198283 0.020611 0.030754 0.197887\n",
+      "\t\t0.018026 0.024899 0.198313 0.020424 0.031086 0.197918\n",
+      "\t\t0.017842 0.025321 0.198342 0.020238 0.031418 0.197949\n",
+      "\t\t0.017660 0.025743 0.198372 0.020053 0.031751 0.197980\n",
+      "\t\t0.017478 0.026167 0.198401 0.019870 0.032084 0.198010\n",
+      "\t\t0.017298 0.026590 0.198430 0.019688 0.032418 0.198040\n",
+      "\t\t0.017118 0.027014 0.198459 0.019506 0.032753 0.198070\n",
+      "\t\t0.016940 0.027439 0.198488 0.019326 0.033089 0.198100\n",
+      "\t\t0.016763 0.027863 0.198516 0.019148 0.033425 0.198129\n",
+      "\t\t0.016587 0.028289 0.198544 0.018970 0.033761 0.198158\n",
+      "\t\t0.016413 0.028715 0.198572 0.018793 0.034098 0.198187\n",
+      "\t\t0.016239 0.029141 0.198599 0.018618 0.034436 0.198216\n",
+      "\t\t0.016067 0.029568 0.198626 0.018443 0.034774 0.198245\n",
+      "\t\t0.015896 0.029996 0.198653 0.018270 0.035113 0.198273\n",
+      "\t\t0.015727 0.030424 0.198680 0.018098 0.035453 0.198301\n",
+      "\t\t0.015559 0.030852 0.198706 0.017927 0.035793 0.198329\n",
+      "\t\t0.015392 0.031281 0.198732 0.017757 0.036133 0.198356\n",
+      "\t\t0.015226 0.031711 0.198758 0.017588 0.036474 0.198384\n",
+      "\t\t0.015062 0.032141 0.198783 0.017420 0.036816 0.198411\n",
+      "\t\t0.014899 0.032571 0.198808 0.017253 0.037158 0.198438\n",
+      "\t\t0.014738 0.033003 0.198833 0.017087 0.037501 0.198464\n",
+      "\t\t0.014578 0.033434 0.198857 0.016922 0.037844 0.198491\n",
+      "\t\t0.014420 0.033867 0.198881 0.016758 0.038187 0.198517\n",
+      "\t\t0.014264 0.034300 0.198905 0.016596 0.038531 0.198543\n",
+      "\t\t0.014109 0.034733 0.198928 0.016434 0.038876 0.198568\n",
+      "\t\t0.013956 0.035167 0.198951 0.016273 0.039221 0.198594\n",
+      "\t\t0.013805 0.035602 0.198973 0.016113 0.039566 0.198619\n",
+      "\t\t0.013655 0.036038 0.198995 0.015955 0.039912 0.198644\n",
+      "\t\t0.013508 0.036474 0.199017 0.015797 0.040259 0.198669\n",
+      "\t\t0.013363 0.036911 0.199038 0.015640 0.040605 0.198693\n",
+      "\t\t0.013219 0.037348 0.199059 0.015484 0.040953 0.198718\n",
+      "\t\t0.013078 0.037786 0.199080 0.015330 0.041300 0.198742\n",
+      "\t\t0.012939 0.038225 0.199100 0.015176 0.041649 0.198765\n",
+      "\t\t0.012802 0.038664 0.199119 0.015023 0.041997 0.198789\n",
+      "\t\t0.012667 0.039105 0.199139 0.014871 0.042346 0.198812\n",
+      "\t\t0.012534 0.039545 0.199157 0.014720 0.042696 0.198835\n",
+      "\t\t0.012402 0.039986 0.199176 0.014570 0.043045 0.198858\n",
+      "\t\t0.012273 0.040428 0.199194 0.014421 0.043396 0.198881\n",
+      "\t\t0.012144 0.040870 0.199212 0.014273 0.043746 0.198903\n",
+      "\t\t0.012018 0.041313 0.199229 0.014126 0.044097 0.198925\n",
+      "\t\t0.011892 0.041756 0.199247 0.013980 0.044449 0.198947\n",
+      "\t\t0.011767 0.042199 0.199264 0.013835 0.044801 0.198969\n",
+      "\t\t0.011642 0.042642 0.199281 0.013691 0.045153 0.198990\n",
+      "\t\t0.011519 0.043085 0.199297 0.013547 0.045506 0.199011\n",
+      "\t\t0.011395 0.043529 0.199314 0.013405 0.045859 0.199032\n",
+      "\t\t0.011272 0.043972 0.199330 0.013264 0.046212 0.199053\n",
+      "\t\t0.011149 0.044416 0.199346 0.013123 0.046566 0.199073\n",
+      "\t\t0.011026 0.044860 0.199362 0.012984 0.046920 0.199093\n",
+      "\t\t0.010903 0.045303 0.199378 0.012845 0.047274 0.199113\n",
+      "\t\t0.010780 0.045747 0.199394 0.012707 0.047629 0.199133\n",
+      "\t\t0.010657 0.046191 0.199410 0.012570 0.047984 0.199152\n",
+      "\t\t0.010534 0.046634 0.199425 0.012435 0.048340 0.199171\n",
+      "\t\t0.010412 0.047078 0.199441 0.012300 0.048696 0.199190\n",
+      "\t\t0.010289 0.047522 0.199456 0.012165 0.049052 0.199209\n",
+      "\t\t0.010166 0.047965 0.199471 0.012032 0.049408 0.199227\n",
+      "\t\t0.010043 0.048409 0.199486 0.011900 0.049765 0.199246\n",
+      "\t\t0.009920 0.048853 0.199501 0.011768 0.050122 0.199264\n",
+      "\t\t0.009798 0.049296 0.199515 0.011637 0.050480 0.199281\n",
+      "\t\t0.009675 0.049740 0.199529 0.011507 0.050837 0.199299\n",
+      "\t\t0.009551 0.050183 0.199544 0.011378 0.051196 0.199316\n",
+      "\t\t0.009425 0.050626 0.199558 0.011244 0.051552 0.199334\n",
+      "\t\t0.009317 0.051073 0.199571 0.011046 0.051874 0.199360\n",
+      "\t\t0.009365 0.051527 0.199565 0.010742 0.052099 0.199399\n",
+      "\t\t0.009610 0.051912 0.199537 0.010376 0.052195 0.199445\n",
+      "\t\t0.010000 0.052149 0.199491 0.010000 0.052149 0.199491\n",
+      "\tsection 1\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.050309 0.000000 0.192921 0.050309 0.000000 0.192921\n",
+      "\t\t0.050249 -0.000456 0.192933 0.050252 0.000377 0.192933\n",
+      "\t\t0.050127 -0.000900 0.192957 0.050108 0.000729 0.192961\n",
+      "\t\t0.049972 -0.001334 0.192988 0.049905 0.001051 0.193001\n",
+      "\t\t0.049793 -0.001758 0.193024 0.049666 0.001347 0.193049\n",
+      "\t\t0.049593 -0.002173 0.193065 0.049404 0.001622 0.193105\n",
+      "\t\t0.049376 -0.002578 0.193111 0.049125 0.001882 0.193165\n",
+      "\t\t0.049141 -0.002975 0.193161 0.048836 0.002129 0.193229\n",
+      "\t\t0.048891 -0.003361 0.193217 0.048538 0.002366 0.193296\n",
+      "\t\t0.048625 -0.003737 0.193276 0.048235 0.002596 0.193366\n",
+      "\t\t0.048344 -0.004101 0.193341 0.047926 0.002819 0.193436\n",
+      "\t\t0.048046 -0.004452 0.193409 0.047615 0.003038 0.193508\n",
+      "\t\t0.047733 -0.004790 0.193481 0.047301 0.003253 0.193579\n",
+      "\t\t0.047403 -0.005111 0.193556 0.046985 0.003465 0.193649\n",
+      "\t\t0.047058 -0.005416 0.193633 0.046667 0.003675 0.193716\n",
+      "\t\t0.046696 -0.005701 0.193710 0.046348 0.003882 0.193780\n",
+      "\t\t0.046319 -0.005964 0.193785 0.046028 0.004089 0.193839\n",
+      "\t\t0.045926 -0.006204 0.193857 0.045708 0.004295 0.193894\n",
+      "\t\t0.045518 -0.006417 0.193925 0.045387 0.004500 0.193945\n",
+      "\t\t0.045096 -0.006602 0.193988 0.045067 0.004704 0.193992\n",
+      "\t\t0.044663 -0.006756 0.194047 0.044746 0.004909 0.194036\n",
+      "\t\t0.044219 -0.006878 0.194106 0.044425 0.005114 0.194079\n",
+      "\t\t0.043767 -0.006967 0.194168 0.044105 0.005320 0.194121\n",
+      "\t\t0.043310 -0.007022 0.194232 0.043785 0.005526 0.194165\n",
+      "\t\t0.042850 -0.007043 0.194297 0.043465 0.005733 0.194210\n",
+      "\t\t0.042390 -0.007030 0.194362 0.043147 0.005941 0.194255\n",
+      "\t\t0.041931 -0.006986 0.194428 0.042828 0.006150 0.194300\n",
+      "\t\t0.041477 -0.006913 0.194494 0.042511 0.006360 0.194345\n",
+      "\t\t0.041028 -0.006811 0.194560 0.042195 0.006572 0.194390\n",
+      "\t\t0.040586 -0.006684 0.194625 0.041879 0.006784 0.194436\n",
+      "\t\t0.040151 -0.006533 0.194690 0.041565 0.006999 0.194481\n",
+      "\t\t0.039724 -0.006362 0.194755 0.041251 0.007215 0.194527\n",
+      "\t\t0.039305 -0.006171 0.194818 0.040939 0.007432 0.194573\n",
+      "\t\t0.038894 -0.005963 0.194881 0.040627 0.007651 0.194619\n",
+      "\t\t0.038492 -0.005739 0.194942 0.040317 0.007872 0.194665\n",
+      "\t\t0.038097 -0.005501 0.195003 0.040009 0.008094 0.194712\n",
+      "\t\t0.037711 -0.005251 0.195063 0.039701 0.008319 0.194758\n",
+      "\t\t0.037332 -0.004989 0.195122 0.039395 0.008545 0.194804\n",
+      "\t\t0.036961 -0.004717 0.195181 0.039090 0.008773 0.194851\n",
+      "\t\t0.036597 -0.004435 0.195238 0.038787 0.009003 0.194897\n",
+      "\t\t0.036239 -0.004145 0.195294 0.038485 0.009234 0.194943\n",
+      "\t\t0.035888 -0.003848 0.195350 0.038184 0.009468 0.194990\n",
+      "\t\t0.035543 -0.003543 0.195405 0.037885 0.009704 0.195036\n",
+      "\t\t0.035204 -0.003231 0.195459 0.037588 0.009941 0.195082\n",
+      "\t\t0.034871 -0.002914 0.195513 0.037292 0.010180 0.195129\n",
+      "\t\t0.034543 -0.002591 0.195566 0.036998 0.010422 0.195175\n",
+      "\t\t0.034220 -0.002263 0.195618 0.036705 0.010665 0.195221\n",
+      "\t\t0.033902 -0.001930 0.195669 0.036414 0.010910 0.195267\n",
+      "\t\t0.033588 -0.001593 0.195720 0.036124 0.011157 0.195313\n",
+      "\t\t0.033279 -0.001252 0.195770 0.035836 0.011406 0.195358\n",
+      "\t\t0.032974 -0.000907 0.195820 0.035550 0.011657 0.195404\n",
+      "\t\t0.032674 -0.000558 0.195869 0.035265 0.011910 0.195449\n",
+      "\t\t0.032377 -0.000206 0.195918 0.034983 0.012164 0.195495\n",
+      "\t\t0.032084 0.000149 0.195966 0.034701 0.012421 0.195540\n",
+      "\t\t0.031795 0.000507 0.196014 0.034422 0.012679 0.195585\n",
+      "\t\t0.031509 0.000868 0.196061 0.034144 0.012939 0.195630\n",
+      "\t\t0.031226 0.001231 0.196108 0.033868 0.013201 0.195675\n",
+      "\t\t0.030947 0.001597 0.196154 0.033594 0.013465 0.195719\n",
+      "\t\t0.030670 0.001965 0.196200 0.033321 0.013731 0.195764\n",
+      "\t\t0.030397 0.002335 0.196245 0.033050 0.013998 0.195808\n",
+      "\t\t0.030126 0.002708 0.196290 0.032781 0.014267 0.195852\n",
+      "\t\t0.029858 0.003082 0.196335 0.032513 0.014538 0.195896\n",
+      "\t\t0.029593 0.003458 0.196379 0.032247 0.014810 0.195939\n",
+      "\t\t0.029331 0.003836 0.196423 0.031983 0.015085 0.195983\n",
+      "\t\t0.029070 0.004216 0.196466 0.031721 0.015360 0.196026\n",
+      "\t\t0.028813 0.004598 0.196509 0.031461 0.015638 0.196069\n",
+      "\t\t0.028557 0.004981 0.196552 0.031202 0.015917 0.196112\n",
+      "\t\t0.028304 0.005365 0.196594 0.030944 0.016197 0.196154\n",
+      "\t\t0.028053 0.005751 0.196636 0.030689 0.016479 0.196196\n",
+      "\t\t0.027805 0.006139 0.196678 0.030435 0.016763 0.196239\n",
+      "\t\t0.027558 0.006527 0.196719 0.030183 0.017048 0.196280\n",
+      "\t\t0.027313 0.006917 0.196761 0.029933 0.017335 0.196322\n",
+      "\t\t0.027071 0.007308 0.196801 0.029684 0.017623 0.196364\n",
+      "\t\t0.026830 0.007701 0.196842 0.029437 0.017913 0.196405\n",
+      "\t\t0.026591 0.008094 0.196882 0.029191 0.018203 0.196446\n",
+      "\t\t0.026354 0.008489 0.196922 0.028948 0.018496 0.196487\n",
+      "\t\t0.026118 0.008884 0.196962 0.028706 0.018789 0.196527\n",
+      "\t\t0.025885 0.009281 0.197001 0.028465 0.019085 0.196567\n",
+      "\t\t0.025653 0.009679 0.197040 0.028226 0.019381 0.196607\n",
+      "\t\t0.025423 0.010077 0.197079 0.027989 0.019678 0.196647\n",
+      "\t\t0.025194 0.010477 0.197117 0.027753 0.019977 0.196687\n",
+      "\t\t0.024967 0.010877 0.197156 0.027519 0.020278 0.196726\n",
+      "\t\t0.024741 0.011279 0.197194 0.027287 0.020579 0.196765\n",
+      "\t\t0.024517 0.011681 0.197232 0.027056 0.020881 0.196804\n",
+      "\t\t0.024295 0.012084 0.197269 0.026827 0.021185 0.196842\n",
+      "\t\t0.024074 0.012488 0.197306 0.026599 0.021490 0.196881\n",
+      "\t\t0.023854 0.012892 0.197343 0.026372 0.021796 0.196919\n",
+      "\t\t0.023636 0.013298 0.197380 0.026148 0.022103 0.196957\n",
+      "\t\t0.023419 0.013704 0.197416 0.025924 0.022412 0.196994\n",
+      "\t\t0.023203 0.014110 0.197453 0.025703 0.022721 0.197032\n",
+      "\t\t0.022989 0.014518 0.197489 0.025482 0.023031 0.197069\n",
+      "\t\t0.022776 0.014926 0.197525 0.025264 0.023343 0.197106\n",
+      "\t\t0.022565 0.015335 0.197560 0.025046 0.023655 0.197142\n",
+      "\t\t0.022355 0.015744 0.197595 0.024830 0.023969 0.197179\n",
+      "\t\t0.022146 0.016155 0.197631 0.024616 0.024283 0.197215\n",
+      "\t\t0.021938 0.016565 0.197665 0.024403 0.024599 0.197251\n",
+      "\t\t0.021731 0.016977 0.197700 0.024191 0.024915 0.197286\n",
+      "\t\t0.021526 0.017389 0.197734 0.023981 0.025232 0.197322\n",
+      "\t\t0.021322 0.017801 0.197768 0.023772 0.025551 0.197357\n",
+      "\t\t0.021119 0.018215 0.197802 0.023565 0.025870 0.197392\n",
+      "\t\t0.020917 0.018628 0.197836 0.023359 0.026190 0.197427\n",
+      "\t\t0.020716 0.019043 0.197869 0.023154 0.026511 0.197461\n",
+      "\t\t0.020517 0.019458 0.197903 0.022951 0.026832 0.197495\n",
+      "\t\t0.020319 0.019873 0.197936 0.022749 0.027155 0.197529\n",
+      "\t\t0.020122 0.020289 0.197968 0.022548 0.027478 0.197563\n",
+      "\t\t0.019926 0.020706 0.198001 0.022348 0.027802 0.197597\n",
+      "\t\t0.019731 0.021123 0.198033 0.022150 0.028127 0.197630\n",
+      "\t\t0.019537 0.021540 0.198065 0.021953 0.028453 0.197663\n",
+      "\t\t0.019344 0.021958 0.198097 0.021758 0.028780 0.197695\n",
+      "\t\t0.019153 0.022377 0.198128 0.021564 0.029107 0.197728\n",
+      "\t\t0.018962 0.022796 0.198160 0.021370 0.029435 0.197760\n",
+      "\t\t0.018773 0.023216 0.198191 0.021179 0.029764 0.197792\n",
+      "\t\t0.018584 0.023636 0.198222 0.020988 0.030093 0.197824\n",
+      "\t\t0.018397 0.024056 0.198252 0.020799 0.030423 0.197856\n",
+      "\t\t0.018211 0.024477 0.198283 0.020611 0.030754 0.197887\n",
+      "\t\t0.018026 0.024899 0.198313 0.020424 0.031086 0.197918\n",
+      "\t\t0.017842 0.025321 0.198342 0.020238 0.031418 0.197949\n",
+      "\t\t0.017660 0.025743 0.198372 0.020053 0.031751 0.197980\n",
+      "\t\t0.017478 0.026167 0.198401 0.019870 0.032084 0.198010\n",
+      "\t\t0.017298 0.026590 0.198430 0.019688 0.032418 0.198040\n",
+      "\t\t0.017118 0.027014 0.198459 0.019506 0.032753 0.198070\n",
+      "\t\t0.016940 0.027439 0.198488 0.019326 0.033089 0.198100\n",
+      "\t\t0.016763 0.027863 0.198516 0.019148 0.033425 0.198129\n",
+      "\t\t0.016587 0.028289 0.198544 0.018970 0.033761 0.198158\n",
+      "\t\t0.016413 0.028715 0.198572 0.018793 0.034098 0.198187\n",
+      "\t\t0.016239 0.029141 0.198599 0.018618 0.034436 0.198216\n",
+      "\t\t0.016067 0.029568 0.198626 0.018443 0.034774 0.198245\n",
+      "\t\t0.015896 0.029996 0.198653 0.018270 0.035113 0.198273\n",
+      "\t\t0.015727 0.030424 0.198680 0.018098 0.035453 0.198301\n",
+      "\t\t0.015559 0.030852 0.198706 0.017927 0.035793 0.198329\n",
+      "\t\t0.015392 0.031281 0.198732 0.017757 0.036133 0.198356\n",
+      "\t\t0.015226 0.031711 0.198758 0.017588 0.036474 0.198384\n",
+      "\t\t0.015062 0.032141 0.198783 0.017420 0.036816 0.198411\n",
+      "\t\t0.014899 0.032571 0.198808 0.017253 0.037158 0.198438\n",
+      "\t\t0.014738 0.033003 0.198833 0.017087 0.037501 0.198464\n",
+      "\t\t0.014578 0.033434 0.198857 0.016922 0.037844 0.198491\n",
+      "\t\t0.014420 0.033867 0.198881 0.016758 0.038187 0.198517\n",
+      "\t\t0.014264 0.034300 0.198905 0.016596 0.038531 0.198543\n",
+      "\t\t0.014109 0.034733 0.198928 0.016434 0.038876 0.198568\n",
+      "\t\t0.013956 0.035167 0.198951 0.016273 0.039221 0.198594\n",
+      "\t\t0.013805 0.035602 0.198973 0.016113 0.039566 0.198619\n",
+      "\t\t0.013655 0.036038 0.198995 0.015955 0.039912 0.198644\n",
+      "\t\t0.013508 0.036474 0.199017 0.015797 0.040259 0.198669\n",
+      "\t\t0.013363 0.036911 0.199038 0.015640 0.040605 0.198693\n",
+      "\t\t0.013219 0.037348 0.199059 0.015484 0.040953 0.198718\n",
+      "\t\t0.013078 0.037786 0.199080 0.015330 0.041300 0.198742\n",
+      "\t\t0.012939 0.038225 0.199100 0.015176 0.041649 0.198765\n",
+      "\t\t0.012802 0.038664 0.199119 0.015023 0.041997 0.198789\n",
+      "\t\t0.012667 0.039105 0.199139 0.014871 0.042346 0.198812\n",
+      "\t\t0.012534 0.039545 0.199157 0.014720 0.042696 0.198835\n",
+      "\t\t0.012402 0.039986 0.199176 0.014570 0.043045 0.198858\n",
+      "\t\t0.012273 0.040428 0.199194 0.014421 0.043396 0.198881\n",
+      "\t\t0.012144 0.040870 0.199212 0.014273 0.043746 0.198903\n",
+      "\t\t0.012018 0.041313 0.199229 0.014126 0.044097 0.198925\n",
+      "\t\t0.011892 0.041756 0.199247 0.013980 0.044449 0.198947\n",
+      "\t\t0.011767 0.042199 0.199264 0.013835 0.044801 0.198969\n",
+      "\t\t0.011642 0.042642 0.199281 0.013691 0.045153 0.198990\n",
+      "\t\t0.011519 0.043085 0.199297 0.013547 0.045506 0.199011\n",
+      "\t\t0.011395 0.043529 0.199314 0.013405 0.045859 0.199032\n",
+      "\t\t0.011272 0.043972 0.199330 0.013264 0.046212 0.199053\n",
+      "\t\t0.011149 0.044416 0.199346 0.013123 0.046566 0.199073\n",
+      "\t\t0.011026 0.044860 0.199362 0.012984 0.046920 0.199093\n",
+      "\t\t0.010903 0.045303 0.199378 0.012845 0.047274 0.199113\n",
+      "\t\t0.010780 0.045747 0.199394 0.012707 0.047629 0.199133\n",
+      "\t\t0.010657 0.046191 0.199410 0.012570 0.047984 0.199152\n",
+      "\t\t0.010534 0.046634 0.199425 0.012435 0.048340 0.199171\n",
+      "\t\t0.010412 0.047078 0.199441 0.012300 0.048696 0.199190\n",
+      "\t\t0.010289 0.047522 0.199456 0.012165 0.049052 0.199209\n",
+      "\t\t0.010166 0.047965 0.199471 0.012032 0.049408 0.199227\n",
+      "\t\t0.010043 0.048409 0.199486 0.011900 0.049765 0.199246\n",
+      "\t\t0.009920 0.048853 0.199501 0.011768 0.050122 0.199264\n",
+      "\t\t0.009798 0.049296 0.199515 0.011637 0.050480 0.199281\n",
+      "\t\t0.009675 0.049740 0.199529 0.011507 0.050837 0.199299\n",
+      "\t\t0.009551 0.050183 0.199544 0.011378 0.051196 0.199316\n",
+      "\t\t0.009425 0.050626 0.199558 0.011244 0.051552 0.199334\n",
+      "\t\t0.009317 0.051073 0.199571 0.011046 0.051874 0.199360\n",
+      "\t\t0.009365 0.051527 0.199565 0.010742 0.052099 0.199399\n",
+      "\t\t0.009610 0.051912 0.199537 0.010376 0.052195 0.199445\n",
+      "\t\t0.010000 0.052149 0.199491 0.010000 0.052149 0.199491\n",
+      "\tsection 2\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049951 0.000171 0.196725 0.049951 0.000171 0.196725\n",
+      "\t\t0.049892 -0.000283 0.196737 0.049897 0.000546 0.196736\n",
+      "\t\t0.049773 -0.000724 0.196759 0.049757 0.000897 0.196763\n",
+      "\t\t0.049620 -0.001155 0.196788 0.049559 0.001218 0.196801\n",
+      "\t\t0.049443 -0.001576 0.196823 0.049323 0.001514 0.196847\n",
+      "\t\t0.049246 -0.001989 0.196862 0.049064 0.001789 0.196900\n",
+      "\t\t0.049031 -0.002392 0.196905 0.048788 0.002048 0.196957\n",
+      "\t\t0.048799 -0.002786 0.196954 0.048501 0.002294 0.197017\n",
+      "\t\t0.048551 -0.003171 0.197006 0.048206 0.002531 0.197081\n",
+      "\t\t0.048288 -0.003544 0.197062 0.047905 0.002759 0.197147\n",
+      "\t\t0.048009 -0.003907 0.197123 0.047600 0.002982 0.197214\n",
+      "\t\t0.047714 -0.004256 0.197188 0.047291 0.003200 0.197282\n",
+      "\t\t0.047403 -0.004592 0.197256 0.046979 0.003414 0.197349\n",
+      "\t\t0.047077 -0.004912 0.197327 0.046665 0.003625 0.197414\n",
+      "\t\t0.046734 -0.005215 0.197399 0.046350 0.003833 0.197477\n",
+      "\t\t0.046375 -0.005498 0.197472 0.046033 0.004040 0.197537\n",
+      "\t\t0.046001 -0.005761 0.197542 0.045716 0.004245 0.197592\n",
+      "\t\t0.045611 -0.005999 0.197608 0.045398 0.004449 0.197643\n",
+      "\t\t0.045206 -0.006211 0.197671 0.045079 0.004653 0.197690\n",
+      "\t\t0.044787 -0.006395 0.197729 0.044761 0.004857 0.197733\n",
+      "\t\t0.044357 -0.006549 0.197782 0.044442 0.005060 0.197773\n",
+      "\t\t0.043916 -0.006670 0.197835 0.044124 0.005264 0.197812\n",
+      "\t\t0.043467 -0.006758 0.197891 0.043806 0.005469 0.197851\n",
+      "\t\t0.043013 -0.006812 0.197948 0.043488 0.005673 0.197890\n",
+      "\t\t0.042556 -0.006833 0.198007 0.043171 0.005879 0.197931\n",
+      "\t\t0.042099 -0.006820 0.198066 0.042854 0.006086 0.197971\n",
+      "\t\t0.041644 -0.006776 0.198125 0.042538 0.006293 0.198012\n",
+      "\t\t0.041193 -0.006703 0.198184 0.042223 0.006502 0.198053\n",
+      "\t\t0.040747 -0.006601 0.198244 0.041909 0.006712 0.198093\n",
+      "\t\t0.040308 -0.006474 0.198303 0.041595 0.006924 0.198134\n",
+      "\t\t0.039876 -0.006324 0.198361 0.041283 0.007137 0.198176\n",
+      "\t\t0.039452 -0.006153 0.198419 0.040972 0.007351 0.198217\n",
+      "\t\t0.039036 -0.005962 0.198476 0.040661 0.007567 0.198258\n",
+      "\t\t0.038629 -0.005755 0.198533 0.040352 0.007785 0.198300\n",
+      "\t\t0.038229 -0.005532 0.198588 0.040044 0.008005 0.198342\n",
+      "\t\t0.037838 -0.005295 0.198643 0.039738 0.008226 0.198384\n",
+      "\t\t0.037455 -0.005046 0.198697 0.039432 0.008449 0.198426\n",
+      "\t\t0.037079 -0.004786 0.198750 0.039128 0.008673 0.198467\n",
+      "\t\t0.036710 -0.004515 0.198802 0.038826 0.008900 0.198509\n",
+      "\t\t0.036349 -0.004235 0.198854 0.038524 0.009128 0.198551\n",
+      "\t\t0.035994 -0.003947 0.198904 0.038224 0.009358 0.198593\n",
+      "\t\t0.035646 -0.003650 0.198954 0.037926 0.009591 0.198634\n",
+      "\t\t0.035304 -0.003347 0.199003 0.037629 0.009825 0.198676\n",
+      "\t\t0.034967 -0.003038 0.199052 0.037334 0.010061 0.198718\n",
+      "\t\t0.034636 -0.002722 0.199099 0.037040 0.010298 0.198759\n",
+      "\t\t0.034311 -0.002401 0.199147 0.036747 0.010538 0.198801\n",
+      "\t\t0.033990 -0.002075 0.199193 0.036457 0.010780 0.198842\n",
+      "\t\t0.033675 -0.001744 0.199239 0.036168 0.011023 0.198883\n",
+      "\t\t0.033364 -0.001409 0.199284 0.035880 0.011269 0.198925\n",
+      "\t\t0.033057 -0.001070 0.199329 0.035594 0.011516 0.198965\n",
+      "\t\t0.032754 -0.000727 0.199373 0.035310 0.011765 0.199006\n",
+      "\t\t0.032456 -0.000380 0.199416 0.035027 0.012017 0.199047\n",
+      "\t\t0.032162 -0.000031 0.199459 0.034746 0.012270 0.199088\n",
+      "\t\t0.031871 0.000322 0.199502 0.034467 0.012524 0.199128\n",
+      "\t\t0.031583 0.000678 0.199544 0.034189 0.012781 0.199168\n",
+      "\t\t0.031299 0.001036 0.199585 0.033913 0.013040 0.199208\n",
+      "\t\t0.031019 0.001397 0.199626 0.033639 0.013300 0.199248\n",
+      "\t\t0.030741 0.001761 0.199667 0.033367 0.013562 0.199288\n",
+      "\t\t0.030467 0.002127 0.199707 0.033096 0.013826 0.199327\n",
+      "\t\t0.030196 0.002494 0.199747 0.032827 0.014091 0.199366\n",
+      "\t\t0.029927 0.002864 0.199786 0.032559 0.014358 0.199405\n",
+      "\t\t0.029661 0.003236 0.199825 0.032294 0.014627 0.199444\n",
+      "\t\t0.029398 0.003610 0.199864 0.032030 0.014898 0.199482\n",
+      "\t\t0.029137 0.003986 0.199902 0.031767 0.015170 0.199521\n",
+      "\t\t0.028879 0.004363 0.199939 0.031507 0.015444 0.199559\n",
+      "\t\t0.028623 0.004742 0.199977 0.031248 0.015720 0.199597\n",
+      "\t\t0.028369 0.005122 0.200013 0.030991 0.015997 0.199634\n",
+      "\t\t0.028118 0.005504 0.200050 0.030735 0.016275 0.199672\n",
+      "\t\t0.027868 0.005888 0.200086 0.030481 0.016556 0.199709\n",
+      "\t\t0.027621 0.006272 0.200122 0.030229 0.016837 0.199746\n",
+      "\t\t0.027376 0.006658 0.200157 0.029979 0.017120 0.199782\n",
+      "\t\t0.027133 0.007046 0.200192 0.029730 0.017405 0.199819\n",
+      "\t\t0.026892 0.007434 0.200227 0.029483 0.017691 0.199855\n",
+      "\t\t0.026653 0.007824 0.200262 0.029237 0.017979 0.199891\n",
+      "\t\t0.026416 0.008215 0.200296 0.028993 0.018268 0.199926\n",
+      "\t\t0.026180 0.008607 0.200329 0.028751 0.018558 0.199961\n",
+      "\t\t0.025946 0.009000 0.200363 0.028510 0.018849 0.199996\n",
+      "\t\t0.025714 0.009393 0.200396 0.028271 0.019142 0.200031\n",
+      "\t\t0.025483 0.009788 0.200429 0.028034 0.019437 0.200065\n",
+      "\t\t0.025255 0.010184 0.200461 0.027798 0.019732 0.200099\n",
+      "\t\t0.025027 0.010581 0.200493 0.027564 0.020029 0.200133\n",
+      "\t\t0.024802 0.010979 0.200525 0.027331 0.020327 0.200167\n",
+      "\t\t0.024578 0.011377 0.200556 0.027100 0.020626 0.200200\n",
+      "\t\t0.024355 0.011776 0.200587 0.026870 0.020926 0.200233\n",
+      "\t\t0.024134 0.012177 0.200618 0.026642 0.021228 0.200266\n",
+      "\t\t0.023914 0.012578 0.200649 0.026416 0.021531 0.200298\n",
+      "\t\t0.023695 0.012979 0.200679 0.026191 0.021835 0.200330\n",
+      "\t\t0.023479 0.013382 0.200709 0.025967 0.022139 0.200362\n",
+      "\t\t0.023263 0.013785 0.200738 0.025745 0.022445 0.200394\n",
+      "\t\t0.023049 0.014189 0.200768 0.025525 0.022753 0.200425\n",
+      "\t\t0.022836 0.014594 0.200796 0.025306 0.023061 0.200456\n",
+      "\t\t0.022624 0.014999 0.200825 0.025088 0.023370 0.200486\n",
+      "\t\t0.022414 0.015405 0.200853 0.024872 0.023680 0.200517\n",
+      "\t\t0.022205 0.015811 0.200881 0.024657 0.023991 0.200547\n",
+      "\t\t0.021997 0.016219 0.200909 0.024444 0.024303 0.200576\n",
+      "\t\t0.021790 0.016627 0.200937 0.024232 0.024616 0.200606\n",
+      "\t\t0.021585 0.017035 0.200964 0.024021 0.024930 0.200635\n",
+      "\t\t0.021380 0.017444 0.200990 0.023812 0.025245 0.200663\n",
+      "\t\t0.021177 0.017854 0.201017 0.023604 0.025561 0.200692\n",
+      "\t\t0.020975 0.018264 0.201043 0.023398 0.025878 0.200720\n",
+      "\t\t0.020775 0.018675 0.201069 0.023193 0.026196 0.200748\n",
+      "\t\t0.020575 0.019086 0.201095 0.022989 0.026514 0.200775\n",
+      "\t\t0.020377 0.019498 0.201120 0.022787 0.026833 0.200802\n",
+      "\t\t0.020179 0.019911 0.201145 0.022585 0.027153 0.200829\n",
+      "\t\t0.019983 0.020324 0.201170 0.022386 0.027474 0.200856\n",
+      "\t\t0.019788 0.020737 0.201194 0.022187 0.027796 0.200882\n",
+      "\t\t0.019594 0.021151 0.201218 0.021990 0.028119 0.200908\n",
+      "\t\t0.019401 0.021566 0.201242 0.021794 0.028442 0.200934\n",
+      "\t\t0.019209 0.021981 0.201266 0.021599 0.028766 0.200959\n",
+      "\t\t0.019019 0.022396 0.201289 0.021406 0.029091 0.200984\n",
+      "\t\t0.018829 0.022812 0.201312 0.021213 0.029416 0.201009\n",
+      "\t\t0.018640 0.023229 0.201335 0.021022 0.029743 0.201033\n",
+      "\t\t0.018453 0.023646 0.201358 0.020833 0.030070 0.201057\n",
+      "\t\t0.018267 0.024064 0.201380 0.020644 0.030397 0.201081\n",
+      "\t\t0.018081 0.024482 0.201402 0.020457 0.030726 0.201105\n",
+      "\t\t0.017897 0.024900 0.201424 0.020270 0.031055 0.201128\n",
+      "\t\t0.017714 0.025319 0.201446 0.020085 0.031384 0.201151\n",
+      "\t\t0.017532 0.025739 0.201467 0.019901 0.031715 0.201174\n",
+      "\t\t0.017351 0.026159 0.201488 0.019719 0.032046 0.201196\n",
+      "\t\t0.017172 0.026579 0.201509 0.019537 0.032377 0.201218\n",
+      "\t\t0.016993 0.027000 0.201529 0.019357 0.032709 0.201240\n",
+      "\t\t0.016816 0.027421 0.201550 0.019177 0.033042 0.201262\n",
+      "\t\t0.016639 0.027843 0.201570 0.018999 0.033376 0.201283\n",
+      "\t\t0.016464 0.028266 0.201590 0.018822 0.033710 0.201304\n",
+      "\t\t0.016290 0.028688 0.201610 0.018646 0.034044 0.201325\n",
+      "\t\t0.016117 0.029112 0.201629 0.018471 0.034380 0.201345\n",
+      "\t\t0.015946 0.029536 0.201648 0.018297 0.034715 0.201366\n",
+      "\t\t0.015775 0.029960 0.201667 0.018124 0.035052 0.201386\n",
+      "\t\t0.015606 0.030385 0.201686 0.017953 0.035388 0.201406\n",
+      "\t\t0.015438 0.030810 0.201705 0.017782 0.035726 0.201425\n",
+      "\t\t0.015272 0.031236 0.201723 0.017612 0.036064 0.201445\n",
+      "\t\t0.015107 0.031662 0.201741 0.017444 0.036402 0.201464\n",
+      "\t\t0.014943 0.032089 0.201759 0.017276 0.036741 0.201483\n",
+      "\t\t0.014781 0.032517 0.201777 0.017110 0.037081 0.201502\n",
+      "\t\t0.014620 0.032945 0.201794 0.016945 0.037421 0.201520\n",
+      "\t\t0.014460 0.033373 0.201812 0.016780 0.037761 0.201539\n",
+      "\t\t0.014303 0.033802 0.201828 0.016617 0.038102 0.201557\n",
+      "\t\t0.014146 0.034232 0.201845 0.016454 0.038443 0.201575\n",
+      "\t\t0.013992 0.034662 0.201862 0.016293 0.038785 0.201593\n",
+      "\t\t0.013839 0.035093 0.201878 0.016133 0.039128 0.201611\n",
+      "\t\t0.013688 0.035525 0.201894 0.015973 0.039470 0.201628\n",
+      "\t\t0.013539 0.035957 0.201909 0.015815 0.039814 0.201646\n",
+      "\t\t0.013392 0.036390 0.201925 0.015657 0.040157 0.201663\n",
+      "\t\t0.013246 0.036823 0.201940 0.015501 0.040502 0.201680\n",
+      "\t\t0.013103 0.037258 0.201955 0.015346 0.040846 0.201697\n",
+      "\t\t0.012962 0.037693 0.201969 0.015191 0.041191 0.201714\n",
+      "\t\t0.012822 0.038128 0.201983 0.015037 0.041537 0.201730\n",
+      "\t\t0.012685 0.038564 0.201997 0.014885 0.041883 0.201747\n",
+      "\t\t0.012550 0.039001 0.202010 0.014733 0.042229 0.201763\n",
+      "\t\t0.012416 0.039438 0.202024 0.014583 0.042576 0.201779\n",
+      "\t\t0.012284 0.039876 0.202037 0.014433 0.042923 0.201795\n",
+      "\t\t0.012154 0.040314 0.202049 0.014284 0.043270 0.201811\n",
+      "\t\t0.012026 0.040753 0.202062 0.014136 0.043618 0.201827\n",
+      "\t\t0.011898 0.041192 0.202074 0.013989 0.043967 0.201843\n",
+      "\t\t0.011772 0.041632 0.202087 0.013843 0.044316 0.201858\n",
+      "\t\t0.011646 0.042071 0.202099 0.013698 0.044665 0.201873\n",
+      "\t\t0.011521 0.042511 0.202110 0.013554 0.045014 0.201889\n",
+      "\t\t0.011397 0.042951 0.202122 0.013411 0.045364 0.201904\n",
+      "\t\t0.011273 0.043391 0.202134 0.013269 0.045714 0.201919\n",
+      "\t\t0.011149 0.043831 0.202146 0.013127 0.046065 0.201933\n",
+      "\t\t0.011025 0.044271 0.202157 0.012987 0.046416 0.201948\n",
+      "\t\t0.010901 0.044712 0.202169 0.012847 0.046767 0.201963\n",
+      "\t\t0.010778 0.045152 0.202180 0.012709 0.047119 0.201977\n",
+      "\t\t0.010654 0.045592 0.202191 0.012571 0.047471 0.201991\n",
+      "\t\t0.010531 0.046032 0.202202 0.012434 0.047824 0.202005\n",
+      "\t\t0.010407 0.046473 0.202214 0.012298 0.048177 0.202019\n",
+      "\t\t0.010283 0.046913 0.202225 0.012163 0.048530 0.202033\n",
+      "\t\t0.010160 0.047353 0.202236 0.012029 0.048883 0.202046\n",
+      "\t\t0.010036 0.047793 0.202247 0.011896 0.049237 0.202060\n",
+      "\t\t0.009913 0.048234 0.202258 0.011763 0.049591 0.202073\n",
+      "\t\t0.009789 0.048674 0.202269 0.011632 0.049945 0.202086\n",
+      "\t\t0.009666 0.049114 0.202279 0.011500 0.050300 0.202099\n",
+      "\t\t0.009542 0.049554 0.202290 0.011370 0.050655 0.202112\n",
+      "\t\t0.009418 0.049994 0.202300 0.011241 0.051010 0.202125\n",
+      "\t\t0.009292 0.050434 0.202311 0.011106 0.051364 0.202138\n",
+      "\t\t0.009183 0.050878 0.202320 0.010905 0.051681 0.202157\n",
+      "\t\t0.009233 0.051328 0.202316 0.010601 0.051902 0.202186\n",
+      "\t\t0.009477 0.051711 0.202294 0.010237 0.051994 0.202222\n",
+      "\t\t0.009864 0.051946 0.202258 0.009864 0.051946 0.202258\n",
+      "\tsection 3\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049636 0.000316 0.200529 0.049636 0.000316 0.200529\n",
+      "\t\t0.049578 -0.000135 0.200540 0.049583 0.000689 0.200540\n",
+      "\t\t0.049460 -0.000573 0.200561 0.049447 0.001038 0.200565\n",
+      "\t\t0.049309 -0.001002 0.200589 0.049252 0.001359 0.200601\n",
+      "\t\t0.049134 -0.001421 0.200622 0.049019 0.001654 0.200645\n",
+      "\t\t0.048939 -0.001832 0.200659 0.048763 0.001929 0.200695\n",
+      "\t\t0.048726 -0.002233 0.200700 0.048490 0.002187 0.200749\n",
+      "\t\t0.048496 -0.002625 0.200746 0.048206 0.002433 0.200806\n",
+      "\t\t0.048251 -0.003007 0.200795 0.047913 0.002669 0.200866\n",
+      "\t\t0.047990 -0.003379 0.200848 0.047615 0.002897 0.200929\n",
+      "\t\t0.047713 -0.003740 0.200906 0.047311 0.003119 0.200992\n",
+      "\t\t0.047421 -0.004087 0.200967 0.047005 0.003336 0.201055\n",
+      "\t\t0.047113 -0.004421 0.201031 0.046695 0.003549 0.201119\n",
+      "\t\t0.046789 -0.004740 0.201098 0.046384 0.003759 0.201180\n",
+      "\t\t0.046449 -0.005041 0.201166 0.046070 0.003967 0.201239\n",
+      "\t\t0.046093 -0.005324 0.201233 0.045756 0.004172 0.201294\n",
+      "\t\t0.045721 -0.005585 0.201298 0.045441 0.004377 0.201345\n",
+      "\t\t0.045333 -0.005822 0.201360 0.045125 0.004580 0.201392\n",
+      "\t\t0.044931 -0.006033 0.201417 0.044809 0.004783 0.201435\n",
+      "\t\t0.044515 -0.006216 0.201469 0.044492 0.004986 0.201474\n",
+      "\t\t0.044087 -0.006369 0.201517 0.044176 0.005188 0.201511\n",
+      "\t\t0.043649 -0.006490 0.201565 0.043860 0.005391 0.201545\n",
+      "\t\t0.043203 -0.006577 0.201614 0.043544 0.005594 0.201580\n",
+      "\t\t0.042752 -0.006630 0.201665 0.043228 0.005798 0.201615\n",
+      "\t\t0.042298 -0.006651 0.201717 0.042913 0.006003 0.201651\n",
+      "\t\t0.041844 -0.006637 0.201769 0.042598 0.006208 0.201687\n",
+      "\t\t0.041392 -0.006593 0.201822 0.042285 0.006415 0.201724\n",
+      "\t\t0.040943 -0.006519 0.201875 0.041972 0.006623 0.201760\n",
+      "\t\t0.040501 -0.006417 0.201928 0.041659 0.006832 0.201797\n",
+      "\t\t0.040064 -0.006290 0.201980 0.041348 0.007042 0.201833\n",
+      "\t\t0.039635 -0.006140 0.202032 0.041038 0.007254 0.201870\n",
+      "\t\t0.039215 -0.005969 0.202084 0.040729 0.007468 0.201907\n",
+      "\t\t0.038802 -0.005779 0.202135 0.040421 0.007683 0.201944\n",
+      "\t\t0.038397 -0.005572 0.202185 0.040114 0.007899 0.201981\n",
+      "\t\t0.038001 -0.005350 0.202234 0.039808 0.008118 0.202018\n",
+      "\t\t0.037613 -0.005114 0.202283 0.039503 0.008338 0.202056\n",
+      "\t\t0.037232 -0.004865 0.202330 0.039200 0.008559 0.202093\n",
+      "\t\t0.036859 -0.004606 0.202377 0.038898 0.008783 0.202130\n",
+      "\t\t0.036493 -0.004336 0.202424 0.038597 0.009008 0.202168\n",
+      "\t\t0.036135 -0.004057 0.202469 0.038298 0.009236 0.202205\n",
+      "\t\t0.035783 -0.003770 0.202514 0.038000 0.009465 0.202242\n",
+      "\t\t0.035437 -0.003475 0.202558 0.037704 0.009696 0.202279\n",
+      "\t\t0.035097 -0.003174 0.202601 0.037409 0.009928 0.202316\n",
+      "\t\t0.034764 -0.002865 0.202644 0.037115 0.010163 0.202353\n",
+      "\t\t0.034435 -0.002551 0.202686 0.036824 0.010400 0.202390\n",
+      "\t\t0.034112 -0.002232 0.202727 0.036533 0.010638 0.202427\n",
+      "\t\t0.033794 -0.001907 0.202768 0.036245 0.010878 0.202464\n",
+      "\t\t0.033481 -0.001578 0.202808 0.035957 0.011121 0.202500\n",
+      "\t\t0.033172 -0.001245 0.202848 0.035672 0.011365 0.202536\n",
+      "\t\t0.032868 -0.000908 0.202887 0.035388 0.011611 0.202573\n",
+      "\t\t0.032567 -0.000567 0.202925 0.035105 0.011859 0.202609\n",
+      "\t\t0.032271 -0.000222 0.202963 0.034825 0.012108 0.202645\n",
+      "\t\t0.031979 0.000126 0.203001 0.034546 0.012360 0.202680\n",
+      "\t\t0.031690 0.000477 0.203038 0.034268 0.012613 0.202716\n",
+      "\t\t0.031405 0.000830 0.203074 0.033992 0.012869 0.202751\n",
+      "\t\t0.031123 0.001187 0.203110 0.033718 0.013126 0.202786\n",
+      "\t\t0.030844 0.001546 0.203145 0.033446 0.013384 0.202821\n",
+      "\t\t0.030569 0.001907 0.203180 0.033175 0.013645 0.202856\n",
+      "\t\t0.030297 0.002271 0.203215 0.032906 0.013907 0.202890\n",
+      "\t\t0.030027 0.002636 0.203249 0.032639 0.014171 0.202924\n",
+      "\t\t0.029760 0.003004 0.203282 0.032373 0.014437 0.202958\n",
+      "\t\t0.029496 0.003374 0.203315 0.032109 0.014704 0.202992\n",
+      "\t\t0.029235 0.003745 0.203348 0.031847 0.014973 0.203026\n",
+      "\t\t0.028976 0.004119 0.203381 0.031586 0.015244 0.203059\n",
+      "\t\t0.028719 0.004494 0.203412 0.031327 0.015516 0.203092\n",
+      "\t\t0.028465 0.004870 0.203444 0.031070 0.015790 0.203125\n",
+      "\t\t0.028213 0.005249 0.203475 0.030815 0.016066 0.203157\n",
+      "\t\t0.027963 0.005628 0.203506 0.030561 0.016343 0.203189\n",
+      "\t\t0.027716 0.006009 0.203536 0.030308 0.016621 0.203221\n",
+      "\t\t0.027470 0.006392 0.203566 0.030058 0.016901 0.203253\n",
+      "\t\t0.027227 0.006775 0.203595 0.029809 0.017182 0.203284\n",
+      "\t\t0.026986 0.007160 0.203624 0.029562 0.017465 0.203315\n",
+      "\t\t0.026746 0.007546 0.203653 0.029316 0.017749 0.203346\n",
+      "\t\t0.026508 0.007933 0.203681 0.029072 0.018035 0.203376\n",
+      "\t\t0.026272 0.008322 0.203709 0.028830 0.018322 0.203406\n",
+      "\t\t0.026038 0.008711 0.203737 0.028589 0.018611 0.203436\n",
+      "\t\t0.025806 0.009102 0.203764 0.028350 0.018900 0.203465\n",
+      "\t\t0.025575 0.009493 0.203791 0.028112 0.019191 0.203495\n",
+      "\t\t0.025346 0.009885 0.203817 0.027876 0.019484 0.203523\n",
+      "\t\t0.025119 0.010279 0.203843 0.027641 0.019777 0.203552\n",
+      "\t\t0.024893 0.010673 0.203869 0.027408 0.020072 0.203580\n",
+      "\t\t0.024669 0.011068 0.203894 0.027177 0.020368 0.203608\n",
+      "\t\t0.024446 0.011464 0.203919 0.026947 0.020665 0.203635\n",
+      "\t\t0.024224 0.011861 0.203943 0.026719 0.020964 0.203663\n",
+      "\t\t0.024004 0.012258 0.203967 0.026492 0.021263 0.203689\n",
+      "\t\t0.023786 0.012657 0.203991 0.026267 0.021564 0.203716\n",
+      "\t\t0.023569 0.013056 0.204014 0.026043 0.021866 0.203742\n",
+      "\t\t0.023353 0.013456 0.204037 0.025821 0.022169 0.203768\n",
+      "\t\t0.023139 0.013856 0.204060 0.025600 0.022473 0.203793\n",
+      "\t\t0.022926 0.014258 0.204082 0.025381 0.022778 0.203818\n",
+      "\t\t0.022714 0.014660 0.204104 0.025163 0.023084 0.203843\n",
+      "\t\t0.022503 0.015062 0.204126 0.024946 0.023391 0.203867\n",
+      "\t\t0.022294 0.015466 0.204147 0.024731 0.023699 0.203891\n",
+      "\t\t0.022086 0.015870 0.204167 0.024517 0.024008 0.203914\n",
+      "\t\t0.021880 0.016274 0.204188 0.024305 0.024318 0.203938\n",
+      "\t\t0.021674 0.016679 0.204208 0.024094 0.024629 0.203960\n",
+      "\t\t0.021470 0.017085 0.204227 0.023885 0.024941 0.203983\n",
+      "\t\t0.021266 0.017492 0.204247 0.023677 0.025254 0.204005\n",
+      "\t\t0.021064 0.017899 0.204265 0.023470 0.025567 0.204027\n",
+      "\t\t0.020864 0.018306 0.204284 0.023264 0.025882 0.204048\n",
+      "\t\t0.020664 0.018714 0.204302 0.023060 0.026197 0.204069\n",
+      "\t\t0.020465 0.019123 0.204320 0.022857 0.026514 0.204089\n",
+      "\t\t0.020268 0.019532 0.204337 0.022656 0.026831 0.204110\n",
+      "\t\t0.020071 0.019942 0.204355 0.022455 0.027149 0.204129\n",
+      "\t\t0.019876 0.020352 0.204371 0.022257 0.027467 0.204149\n",
+      "\t\t0.019682 0.020763 0.204388 0.022059 0.027787 0.204168\n",
+      "\t\t0.019489 0.021174 0.204404 0.021862 0.028107 0.204187\n",
+      "\t\t0.019297 0.021586 0.204420 0.021667 0.028428 0.204205\n",
+      "\t\t0.019106 0.021998 0.204435 0.021473 0.028750 0.204223\n",
+      "\t\t0.018916 0.022411 0.204450 0.021281 0.029073 0.204240\n",
+      "\t\t0.018727 0.022824 0.204465 0.021089 0.029396 0.204257\n",
+      "\t\t0.018540 0.023238 0.204480 0.020899 0.029720 0.204274\n",
+      "\t\t0.018353 0.023653 0.204494 0.020710 0.030044 0.204291\n",
+      "\t\t0.018168 0.024067 0.204508 0.020522 0.030370 0.204307\n",
+      "\t\t0.017983 0.024482 0.204522 0.020335 0.030696 0.204323\n",
+      "\t\t0.017800 0.024898 0.204536 0.020149 0.031023 0.204338\n",
+      "\t\t0.017617 0.025314 0.204549 0.019965 0.031350 0.204353\n",
+      "\t\t0.017436 0.025731 0.204562 0.019782 0.031678 0.204368\n",
+      "\t\t0.017256 0.026148 0.204574 0.019600 0.032007 0.204382\n",
+      "\t\t0.017077 0.026566 0.204587 0.019419 0.032336 0.204396\n",
+      "\t\t0.016899 0.026984 0.204600 0.019239 0.032666 0.204410\n",
+      "\t\t0.016722 0.027402 0.204612 0.019060 0.032996 0.204423\n",
+      "\t\t0.016546 0.027821 0.204624 0.018882 0.033327 0.204437\n",
+      "\t\t0.016372 0.028241 0.204636 0.018706 0.033659 0.204449\n",
+      "\t\t0.016198 0.028661 0.204647 0.018530 0.033991 0.204462\n",
+      "\t\t0.016026 0.029081 0.204659 0.018356 0.034324 0.204475\n",
+      "\t\t0.015855 0.029502 0.204670 0.018183 0.034657 0.204487\n",
+      "\t\t0.015685 0.029924 0.204682 0.018010 0.034991 0.204499\n",
+      "\t\t0.015517 0.030345 0.204693 0.017839 0.035326 0.204510\n",
+      "\t\t0.015349 0.030768 0.204703 0.017669 0.035661 0.204522\n",
+      "\t\t0.015183 0.031191 0.204714 0.017500 0.035996 0.204533\n",
+      "\t\t0.015018 0.031614 0.204725 0.017332 0.036332 0.204544\n",
+      "\t\t0.014855 0.032038 0.204735 0.017165 0.036669 0.204555\n",
+      "\t\t0.014693 0.032463 0.204746 0.016998 0.037006 0.204566\n",
+      "\t\t0.014532 0.032888 0.204756 0.016833 0.037343 0.204576\n",
+      "\t\t0.014373 0.033313 0.204766 0.016669 0.037681 0.204587\n",
+      "\t\t0.014216 0.033740 0.204776 0.016506 0.038020 0.204597\n",
+      "\t\t0.014060 0.034166 0.204786 0.016344 0.038359 0.204607\n",
+      "\t\t0.013906 0.034594 0.204795 0.016183 0.038698 0.204617\n",
+      "\t\t0.013753 0.035022 0.204805 0.016023 0.039038 0.204627\n",
+      "\t\t0.013602 0.035450 0.204814 0.015864 0.039378 0.204637\n",
+      "\t\t0.013453 0.035879 0.204823 0.015706 0.039719 0.204647\n",
+      "\t\t0.013306 0.036309 0.204832 0.015549 0.040060 0.204657\n",
+      "\t\t0.013160 0.036740 0.204841 0.015392 0.040402 0.204666\n",
+      "\t\t0.013017 0.037171 0.204850 0.015237 0.040744 0.204676\n",
+      "\t\t0.012875 0.037603 0.204858 0.015083 0.041087 0.204685\n",
+      "\t\t0.012736 0.038035 0.204866 0.014930 0.041430 0.204695\n",
+      "\t\t0.012598 0.038468 0.204874 0.014777 0.041773 0.204704\n",
+      "\t\t0.012463 0.038902 0.204882 0.014626 0.042117 0.204714\n",
+      "\t\t0.012329 0.039336 0.204890 0.014475 0.042461 0.204723\n",
+      "\t\t0.012197 0.039771 0.204897 0.014326 0.042806 0.204732\n",
+      "\t\t0.012066 0.040206 0.204905 0.014177 0.043151 0.204742\n",
+      "\t\t0.011937 0.040641 0.204912 0.014029 0.043497 0.204751\n",
+      "\t\t0.011809 0.041077 0.204919 0.013882 0.043842 0.204760\n",
+      "\t\t0.011682 0.041514 0.204926 0.013736 0.044189 0.204769\n",
+      "\t\t0.011556 0.041950 0.204933 0.013592 0.044535 0.204778\n",
+      "\t\t0.011430 0.042387 0.204940 0.013447 0.044882 0.204787\n",
+      "\t\t0.011305 0.042823 0.204947 0.013304 0.045230 0.204796\n",
+      "\t\t0.011180 0.043260 0.204954 0.013162 0.045577 0.204805\n",
+      "\t\t0.011055 0.043697 0.204961 0.013021 0.045926 0.204814\n",
+      "\t\t0.010931 0.044134 0.204968 0.012880 0.046274 0.204823\n",
+      "\t\t0.010806 0.044571 0.204975 0.012741 0.046623 0.204832\n",
+      "\t\t0.010682 0.045008 0.204982 0.012602 0.046972 0.204840\n",
+      "\t\t0.010557 0.045445 0.204988 0.012464 0.047322 0.204849\n",
+      "\t\t0.010433 0.045882 0.204995 0.012328 0.047672 0.204858\n",
+      "\t\t0.010309 0.046319 0.205002 0.012192 0.048022 0.204866\n",
+      "\t\t0.010184 0.046756 0.205009 0.012056 0.048373 0.204875\n",
+      "\t\t0.010060 0.047193 0.205016 0.011922 0.048723 0.204883\n",
+      "\t\t0.009936 0.047630 0.205023 0.011789 0.049075 0.204892\n",
+      "\t\t0.009812 0.048067 0.205030 0.011656 0.049426 0.204900\n",
+      "\t\t0.009687 0.048504 0.205037 0.011524 0.049778 0.204908\n",
+      "\t\t0.009563 0.048941 0.205044 0.011393 0.050130 0.204917\n",
+      "\t\t0.009439 0.049378 0.205050 0.011262 0.050482 0.204925\n",
+      "\t\t0.009313 0.049815 0.205057 0.011133 0.050835 0.204933\n",
+      "\t\t0.009186 0.050251 0.205064 0.010997 0.051185 0.204941\n",
+      "\t\t0.009079 0.050692 0.205070 0.010794 0.051499 0.204953\n",
+      "\t\t0.009130 0.051140 0.205067 0.010489 0.051715 0.204973\n",
+      "\t\t0.009372 0.051520 0.205050 0.010127 0.051805 0.204998\n",
+      "\t\t0.009756 0.051755 0.205024 0.009756 0.051755 0.205024\n",
+      "\tsection 4\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049362 0.000435 0.204333 0.049362 0.000435 0.204333\n",
+      "\t\t0.049304 -0.000013 0.204343 0.049311 0.000806 0.204343\n",
+      "\t\t0.049188 -0.000449 0.204364 0.049177 0.001154 0.204367\n",
+      "\t\t0.049039 -0.000875 0.204390 0.048985 0.001474 0.204401\n",
+      "\t\t0.048866 -0.001293 0.204421 0.048755 0.001769 0.204443\n",
+      "\t\t0.048672 -0.001701 0.204456 0.048501 0.002043 0.204490\n",
+      "\t\t0.048461 -0.002100 0.204495 0.048230 0.002301 0.204541\n",
+      "\t\t0.048234 -0.002490 0.204538 0.047948 0.002546 0.204595\n",
+      "\t\t0.047990 -0.002871 0.204584 0.047658 0.002781 0.204651\n",
+      "\t\t0.047731 -0.003241 0.204635 0.047362 0.003009 0.204710\n",
+      "\t\t0.047456 -0.003600 0.204689 0.047061 0.003230 0.204769\n",
+      "\t\t0.047166 -0.003946 0.204747 0.046756 0.003446 0.204829\n",
+      "\t\t0.046861 -0.004278 0.204807 0.046449 0.003659 0.204888\n",
+      "\t\t0.046539 -0.004595 0.204869 0.046140 0.003868 0.204945\n",
+      "\t\t0.046201 -0.004896 0.204932 0.045829 0.004075 0.205000\n",
+      "\t\t0.045847 -0.005177 0.204995 0.045516 0.004280 0.205051\n",
+      "\t\t0.045478 -0.005436 0.205055 0.045203 0.004484 0.205098\n",
+      "\t\t0.045093 -0.005673 0.205111 0.044889 0.004686 0.205141\n",
+      "\t\t0.044693 -0.005883 0.205163 0.044575 0.004889 0.205180\n",
+      "\t\t0.044280 -0.006065 0.205210 0.044261 0.005091 0.205215\n",
+      "\t\t0.043854 -0.006217 0.205252 0.043947 0.005292 0.205248\n",
+      "\t\t0.043419 -0.006336 0.205294 0.043633 0.005495 0.205278\n",
+      "\t\t0.042975 -0.006423 0.205337 0.043319 0.005697 0.205309\n",
+      "\t\t0.042527 -0.006475 0.205381 0.043005 0.005900 0.205340\n",
+      "\t\t0.042075 -0.006495 0.205427 0.042692 0.006104 0.205372\n",
+      "\t\t0.041624 -0.006480 0.205473 0.042380 0.006309 0.205404\n",
+      "\t\t0.041174 -0.006436 0.205519 0.042068 0.006515 0.205435\n",
+      "\t\t0.040729 -0.006361 0.205565 0.041757 0.006722 0.205468\n",
+      "\t\t0.040289 -0.006259 0.205612 0.041447 0.006930 0.205500\n",
+      "\t\t0.039855 -0.006132 0.205658 0.041138 0.007140 0.205532\n",
+      "\t\t0.039430 -0.005981 0.205703 0.040830 0.007351 0.205564\n",
+      "\t\t0.039011 -0.005810 0.205748 0.040522 0.007564 0.205597\n",
+      "\t\t0.038602 -0.005620 0.205793 0.040216 0.007778 0.205630\n",
+      "\t\t0.038200 -0.005414 0.205837 0.039911 0.007994 0.205662\n",
+      "\t\t0.037806 -0.005192 0.205880 0.039608 0.008211 0.205695\n",
+      "\t\t0.037421 -0.004956 0.205922 0.039305 0.008430 0.205728\n",
+      "\t\t0.037043 -0.004708 0.205964 0.039004 0.008651 0.205761\n",
+      "\t\t0.036673 -0.004450 0.206005 0.038704 0.008874 0.205794\n",
+      "\t\t0.036310 -0.004181 0.206045 0.038405 0.009098 0.205826\n",
+      "\t\t0.035954 -0.003903 0.206085 0.038108 0.009325 0.205859\n",
+      "\t\t0.035605 -0.003616 0.206124 0.037812 0.009553 0.205891\n",
+      "\t\t0.035262 -0.003323 0.206162 0.037518 0.009783 0.205924\n",
+      "\t\t0.034924 -0.003022 0.206199 0.037225 0.010015 0.205956\n",
+      "\t\t0.034593 -0.002715 0.206236 0.036933 0.010249 0.205989\n",
+      "\t\t0.034267 -0.002402 0.206273 0.036644 0.010484 0.206021\n",
+      "\t\t0.033946 -0.002084 0.206308 0.036355 0.010722 0.206053\n",
+      "\t\t0.033631 -0.001761 0.206343 0.036068 0.010961 0.206085\n",
+      "\t\t0.033320 -0.001433 0.206378 0.035783 0.011202 0.206117\n",
+      "\t\t0.033013 -0.001101 0.206412 0.035499 0.011445 0.206148\n",
+      "\t\t0.032711 -0.000766 0.206445 0.035217 0.011690 0.206180\n",
+      "\t\t0.032413 -0.000426 0.206478 0.034937 0.011937 0.206211\n",
+      "\t\t0.032119 -0.000083 0.206510 0.034658 0.012186 0.206242\n",
+      "\t\t0.031829 0.000263 0.206542 0.034381 0.012436 0.206273\n",
+      "\t\t0.031542 0.000612 0.206573 0.034105 0.012688 0.206304\n",
+      "\t\t0.031259 0.000964 0.206604 0.033831 0.012942 0.206334\n",
+      "\t\t0.030979 0.001319 0.206634 0.033559 0.013198 0.206364\n",
+      "\t\t0.030703 0.001676 0.206664 0.033288 0.013456 0.206394\n",
+      "\t\t0.030429 0.002035 0.206693 0.033019 0.013715 0.206424\n",
+      "\t\t0.030159 0.002397 0.206722 0.032752 0.013976 0.206454\n",
+      "\t\t0.029891 0.002761 0.206751 0.032487 0.014238 0.206483\n",
+      "\t\t0.029626 0.003127 0.206779 0.032223 0.014503 0.206512\n",
+      "\t\t0.029364 0.003494 0.206806 0.031960 0.014769 0.206541\n",
+      "\t\t0.029104 0.003864 0.206833 0.031700 0.015037 0.206569\n",
+      "\t\t0.028847 0.004235 0.206860 0.031441 0.015306 0.206597\n",
+      "\t\t0.028592 0.004608 0.206886 0.031183 0.015577 0.206625\n",
+      "\t\t0.028340 0.004983 0.206911 0.030928 0.015849 0.206653\n",
+      "\t\t0.028090 0.005359 0.206937 0.030674 0.016123 0.206680\n",
+      "\t\t0.027842 0.005737 0.206961 0.030421 0.016399 0.206707\n",
+      "\t\t0.027596 0.006116 0.206986 0.030171 0.016675 0.206733\n",
+      "\t\t0.027352 0.006496 0.207010 0.029922 0.016954 0.206760\n",
+      "\t\t0.027110 0.006877 0.207033 0.029674 0.017234 0.206786\n",
+      "\t\t0.026870 0.007260 0.207056 0.029428 0.017515 0.206811\n",
+      "\t\t0.026632 0.007644 0.207079 0.029184 0.017798 0.206837\n",
+      "\t\t0.026396 0.008029 0.207101 0.028942 0.018082 0.206862\n",
+      "\t\t0.026161 0.008415 0.207123 0.028701 0.018367 0.206886\n",
+      "\t\t0.025929 0.008802 0.207144 0.028461 0.018654 0.206911\n",
+      "\t\t0.025698 0.009191 0.207165 0.028223 0.018942 0.206935\n",
+      "\t\t0.025469 0.009580 0.207185 0.027987 0.019232 0.206958\n",
+      "\t\t0.025241 0.009970 0.207205 0.027752 0.019522 0.206981\n",
+      "\t\t0.025015 0.010361 0.207225 0.027519 0.019814 0.207004\n",
+      "\t\t0.024790 0.010753 0.207244 0.027288 0.020107 0.207027\n",
+      "\t\t0.024567 0.011146 0.207263 0.027058 0.020402 0.207049\n",
+      "\t\t0.024346 0.011539 0.207281 0.026829 0.020697 0.207070\n",
+      "\t\t0.024126 0.011934 0.207299 0.026602 0.020994 0.207092\n",
+      "\t\t0.023907 0.012329 0.207317 0.026376 0.021292 0.207113\n",
+      "\t\t0.023690 0.012725 0.207334 0.026152 0.021590 0.207133\n",
+      "\t\t0.023474 0.013122 0.207350 0.025930 0.021890 0.207153\n",
+      "\t\t0.023260 0.013520 0.207366 0.025708 0.022191 0.207173\n",
+      "\t\t0.023047 0.013918 0.207382 0.025489 0.022494 0.207192\n",
+      "\t\t0.022835 0.014317 0.207397 0.025270 0.022797 0.207211\n",
+      "\t\t0.022624 0.014716 0.207412 0.025054 0.023101 0.207229\n",
+      "\t\t0.022415 0.015117 0.207426 0.024838 0.023406 0.207248\n",
+      "\t\t0.022207 0.015518 0.207440 0.024624 0.023712 0.207265\n",
+      "\t\t0.022000 0.015919 0.207453 0.024411 0.024019 0.207282\n",
+      "\t\t0.021794 0.016321 0.207467 0.024200 0.024328 0.207299\n",
+      "\t\t0.021590 0.016724 0.207479 0.023990 0.024637 0.207315\n",
+      "\t\t0.021386 0.017128 0.207491 0.023782 0.024947 0.207331\n",
+      "\t\t0.021184 0.017532 0.207503 0.023574 0.025257 0.207347\n",
+      "\t\t0.020983 0.017936 0.207514 0.023369 0.025569 0.207361\n",
+      "\t\t0.020783 0.018341 0.207525 0.023164 0.025882 0.207376\n",
+      "\t\t0.020585 0.018747 0.207535 0.022961 0.026195 0.207390\n",
+      "\t\t0.020387 0.019153 0.207545 0.022759 0.026509 0.207404\n",
+      "\t\t0.020191 0.019560 0.207555 0.022558 0.026824 0.207417\n",
+      "\t\t0.019995 0.019967 0.207564 0.022359 0.027140 0.207430\n",
+      "\t\t0.019801 0.020375 0.207573 0.022160 0.027457 0.207442\n",
+      "\t\t0.019608 0.020783 0.207581 0.021964 0.027775 0.207454\n",
+      "\t\t0.019415 0.021192 0.207589 0.021768 0.028093 0.207465\n",
+      "\t\t0.019224 0.021601 0.207597 0.021573 0.028412 0.207476\n",
+      "\t\t0.019034 0.022011 0.207604 0.021380 0.028732 0.207486\n",
+      "\t\t0.018845 0.022421 0.207611 0.021188 0.029052 0.207496\n",
+      "\t\t0.018657 0.022832 0.207618 0.020997 0.029373 0.207506\n",
+      "\t\t0.018470 0.023243 0.207624 0.020808 0.029695 0.207515\n",
+      "\t\t0.018285 0.023655 0.207630 0.020619 0.030018 0.207524\n",
+      "\t\t0.018100 0.024067 0.207636 0.020432 0.030341 0.207532\n",
+      "\t\t0.017916 0.024480 0.207642 0.020246 0.030665 0.207540\n",
+      "\t\t0.017733 0.024893 0.207647 0.020061 0.030989 0.207548\n",
+      "\t\t0.017552 0.025306 0.207652 0.019877 0.031315 0.207555\n",
+      "\t\t0.017371 0.025720 0.207657 0.019695 0.031640 0.207562\n",
+      "\t\t0.017192 0.026135 0.207661 0.019513 0.031967 0.207568\n",
+      "\t\t0.017013 0.026550 0.207666 0.019333 0.032294 0.207574\n",
+      "\t\t0.016836 0.026965 0.207670 0.019153 0.032622 0.207580\n",
+      "\t\t0.016660 0.027381 0.207674 0.018975 0.032950 0.207585\n",
+      "\t\t0.016485 0.027798 0.207678 0.018798 0.033279 0.207590\n",
+      "\t\t0.016311 0.028215 0.207682 0.018622 0.033608 0.207595\n",
+      "\t\t0.016138 0.028632 0.207685 0.018447 0.033938 0.207599\n",
+      "\t\t0.015966 0.029050 0.207689 0.018273 0.034269 0.207604\n",
+      "\t\t0.015795 0.029468 0.207692 0.018100 0.034600 0.207608\n",
+      "\t\t0.015626 0.029887 0.207696 0.017928 0.034932 0.207611\n",
+      "\t\t0.015458 0.030306 0.207699 0.017757 0.035264 0.207615\n",
+      "\t\t0.015291 0.030726 0.207702 0.017587 0.035597 0.207618\n",
+      "\t\t0.015125 0.031146 0.207705 0.017418 0.035930 0.207621\n",
+      "\t\t0.014961 0.031567 0.207708 0.017251 0.036264 0.207624\n",
+      "\t\t0.014798 0.031988 0.207711 0.017084 0.036598 0.207627\n",
+      "\t\t0.014636 0.032410 0.207715 0.016918 0.036933 0.207630\n",
+      "\t\t0.014476 0.032832 0.207718 0.016753 0.037268 0.207632\n",
+      "\t\t0.014317 0.033255 0.207721 0.016590 0.037604 0.207635\n",
+      "\t\t0.014160 0.033678 0.207723 0.016427 0.037940 0.207637\n",
+      "\t\t0.014004 0.034102 0.207726 0.016265 0.038277 0.207640\n",
+      "\t\t0.013850 0.034527 0.207729 0.016104 0.038614 0.207642\n",
+      "\t\t0.013697 0.034952 0.207732 0.015944 0.038952 0.207644\n",
+      "\t\t0.013547 0.035378 0.207734 0.015786 0.039290 0.207646\n",
+      "\t\t0.013398 0.035804 0.207737 0.015628 0.039629 0.207649\n",
+      "\t\t0.013250 0.036231 0.207740 0.015471 0.039968 0.207651\n",
+      "\t\t0.013105 0.036659 0.207743 0.015315 0.040307 0.207653\n",
+      "\t\t0.012961 0.037087 0.207745 0.015160 0.040647 0.207655\n",
+      "\t\t0.012820 0.037516 0.207747 0.015005 0.040987 0.207657\n",
+      "\t\t0.012680 0.037946 0.207750 0.014852 0.041328 0.207660\n",
+      "\t\t0.012542 0.038376 0.207752 0.014700 0.041669 0.207662\n",
+      "\t\t0.012406 0.038807 0.207754 0.014549 0.042011 0.207665\n",
+      "\t\t0.012272 0.039238 0.207756 0.014398 0.042353 0.207667\n",
+      "\t\t0.012139 0.039670 0.207758 0.014249 0.042695 0.207669\n",
+      "\t\t0.012008 0.040102 0.207760 0.014100 0.043038 0.207672\n",
+      "\t\t0.011878 0.040535 0.207762 0.013952 0.043381 0.207674\n",
+      "\t\t0.011750 0.040968 0.207764 0.013806 0.043724 0.207677\n",
+      "\t\t0.011622 0.041401 0.207766 0.013660 0.044068 0.207680\n",
+      "\t\t0.011495 0.041835 0.207768 0.013515 0.044413 0.207683\n",
+      "\t\t0.011368 0.042268 0.207770 0.013371 0.044757 0.207686\n",
+      "\t\t0.011242 0.042702 0.207772 0.013228 0.045102 0.207688\n",
+      "\t\t0.011117 0.043136 0.207774 0.013085 0.045448 0.207691\n",
+      "\t\t0.010991 0.043570 0.207776 0.012944 0.045794 0.207694\n",
+      "\t\t0.010866 0.044004 0.207779 0.012803 0.046140 0.207698\n",
+      "\t\t0.010740 0.044438 0.207781 0.012664 0.046486 0.207701\n",
+      "\t\t0.010615 0.044872 0.207783 0.012525 0.046833 0.207704\n",
+      "\t\t0.010490 0.045306 0.207786 0.012387 0.047180 0.207707\n",
+      "\t\t0.010365 0.045740 0.207788 0.012250 0.047528 0.207711\n",
+      "\t\t0.010240 0.046174 0.207791 0.012114 0.047876 0.207714\n",
+      "\t\t0.010115 0.046608 0.207793 0.011979 0.048224 0.207717\n",
+      "\t\t0.009989 0.047042 0.207796 0.011844 0.048573 0.207720\n",
+      "\t\t0.009864 0.047476 0.207799 0.011711 0.048921 0.207724\n",
+      "\t\t0.009739 0.047910 0.207802 0.011578 0.049270 0.207727\n",
+      "\t\t0.009614 0.048344 0.207805 0.011445 0.049620 0.207731\n",
+      "\t\t0.009489 0.048778 0.207808 0.011314 0.049969 0.207734\n",
+      "\t\t0.009364 0.049212 0.207811 0.011182 0.050319 0.207738\n",
+      "\t\t0.009237 0.049646 0.207814 0.011053 0.050670 0.207741\n",
+      "\t\t0.009110 0.050079 0.207817 0.010917 0.051018 0.207745\n",
+      "\t\t0.009003 0.050517 0.207820 0.010711 0.051327 0.207750\n",
+      "\t\t0.009055 0.050962 0.207818 0.010406 0.051539 0.207761\n",
+      "\t\t0.009295 0.051340 0.207807 0.010045 0.051626 0.207775\n",
+      "\t\t0.009677 0.051575 0.207791 0.009677 0.051575 0.207791\n",
+      "\tsection 5\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049129 0.000529 0.208138 0.049129 0.000529 0.208138\n",
+      "\t\t0.049073 0.000083 0.208147 0.049079 0.000898 0.208147\n",
+      "\t\t0.048958 -0.000351 0.208166 0.048948 0.001245 0.208169\n",
+      "\t\t0.048810 -0.000775 0.208191 0.048757 0.001564 0.208202\n",
+      "\t\t0.048638 -0.001191 0.208220 0.048530 0.001857 0.208241\n",
+      "\t\t0.048446 -0.001597 0.208253 0.048278 0.002130 0.208285\n",
+      "\t\t0.048237 -0.001994 0.208290 0.048010 0.002388 0.208333\n",
+      "\t\t0.048011 -0.002383 0.208330 0.047730 0.002632 0.208383\n",
+      "\t\t0.047769 -0.002761 0.208374 0.047442 0.002867 0.208437\n",
+      "\t\t0.047512 -0.003130 0.208421 0.047148 0.003094 0.208492\n",
+      "\t\t0.047239 -0.003487 0.208472 0.046849 0.003315 0.208547\n",
+      "\t\t0.046951 -0.003832 0.208526 0.046546 0.003531 0.208603\n",
+      "\t\t0.046647 -0.004163 0.208582 0.046241 0.003743 0.208658\n",
+      "\t\t0.046327 -0.004478 0.208640 0.045933 0.003952 0.208710\n",
+      "\t\t0.045992 -0.004777 0.208698 0.045624 0.004158 0.208761\n",
+      "\t\t0.045640 -0.005057 0.208756 0.045314 0.004363 0.208808\n",
+      "\t\t0.045273 -0.005316 0.208812 0.045003 0.004566 0.208851\n",
+      "\t\t0.044890 -0.005551 0.208863 0.044691 0.004768 0.208890\n",
+      "\t\t0.044492 -0.005760 0.208910 0.044379 0.004970 0.208925\n",
+      "\t\t0.044081 -0.005941 0.208950 0.044067 0.005172 0.208956\n",
+      "\t\t0.043658 -0.006092 0.208988 0.043755 0.005373 0.208985\n",
+      "\t\t0.043225 -0.006210 0.209023 0.043443 0.005575 0.209011\n",
+      "\t\t0.042783 -0.006296 0.209059 0.043131 0.005777 0.209038\n",
+      "\t\t0.042337 -0.006347 0.209098 0.042819 0.005980 0.209065\n",
+      "\t\t0.041888 -0.006366 0.209137 0.042508 0.006183 0.209092\n",
+      "\t\t0.041439 -0.006350 0.209176 0.042198 0.006388 0.209120\n",
+      "\t\t0.040992 -0.006305 0.209216 0.041888 0.006593 0.209147\n",
+      "\t\t0.040549 -0.006229 0.209256 0.041579 0.006800 0.209175\n",
+      "\t\t0.040112 -0.006127 0.209295 0.041271 0.007008 0.209203\n",
+      "\t\t0.039681 -0.005999 0.209335 0.040964 0.007217 0.209231\n",
+      "\t\t0.039258 -0.005848 0.209374 0.040658 0.007427 0.209259\n",
+      "\t\t0.038843 -0.005676 0.209413 0.040353 0.007639 0.209287\n",
+      "\t\t0.038436 -0.005486 0.209451 0.040049 0.007853 0.209315\n",
+      "\t\t0.038037 -0.005280 0.209489 0.039746 0.008068 0.209343\n",
+      "\t\t0.037646 -0.005058 0.209526 0.039444 0.008285 0.209372\n",
+      "\t\t0.037263 -0.004822 0.209562 0.039143 0.008504 0.209400\n",
+      "\t\t0.036888 -0.004575 0.209598 0.038844 0.008724 0.209428\n",
+      "\t\t0.036521 -0.004316 0.209633 0.038546 0.008946 0.209457\n",
+      "\t\t0.036160 -0.004048 0.209667 0.038250 0.009170 0.209485\n",
+      "\t\t0.035807 -0.003771 0.209701 0.037954 0.009396 0.209513\n",
+      "\t\t0.035460 -0.003485 0.209734 0.037660 0.009623 0.209541\n",
+      "\t\t0.035119 -0.003192 0.209766 0.037368 0.009853 0.209569\n",
+      "\t\t0.034785 -0.002892 0.209798 0.037077 0.010084 0.209596\n",
+      "\t\t0.034456 -0.002586 0.209829 0.036788 0.010317 0.209624\n",
+      "\t\t0.034132 -0.002274 0.209859 0.036500 0.010552 0.209652\n",
+      "\t\t0.033814 -0.001957 0.209889 0.036213 0.010789 0.209679\n",
+      "\t\t0.033501 -0.001635 0.209919 0.035928 0.011027 0.209706\n",
+      "\t\t0.033192 -0.001309 0.209948 0.035645 0.011268 0.209733\n",
+      "\t\t0.032888 -0.000978 0.209976 0.035363 0.011510 0.209760\n",
+      "\t\t0.032588 -0.000644 0.210003 0.035083 0.011754 0.209787\n",
+      "\t\t0.032292 -0.000305 0.210031 0.034804 0.012000 0.209813\n",
+      "\t\t0.032000 0.000036 0.210057 0.034527 0.012248 0.209840\n",
+      "\t\t0.031712 0.000381 0.210083 0.034252 0.012497 0.209866\n",
+      "\t\t0.031427 0.000728 0.210109 0.033978 0.012748 0.209892\n",
+      "\t\t0.031146 0.001079 0.210134 0.033706 0.013002 0.209917\n",
+      "\t\t0.030869 0.001432 0.210159 0.033435 0.013256 0.209943\n",
+      "\t\t0.030594 0.001788 0.210183 0.033166 0.013513 0.209968\n",
+      "\t\t0.030322 0.002146 0.210207 0.032899 0.013771 0.209992\n",
+      "\t\t0.030054 0.002506 0.210230 0.032634 0.014031 0.210017\n",
+      "\t\t0.029788 0.002868 0.210252 0.032370 0.014293 0.210041\n",
+      "\t\t0.029525 0.003232 0.210275 0.032107 0.014556 0.210065\n",
+      "\t\t0.029264 0.003598 0.210296 0.031847 0.014821 0.210089\n",
+      "\t\t0.029006 0.003966 0.210318 0.031588 0.015087 0.210112\n",
+      "\t\t0.028751 0.004336 0.210339 0.031330 0.015356 0.210135\n",
+      "\t\t0.028498 0.004707 0.210359 0.031075 0.015625 0.210158\n",
+      "\t\t0.028247 0.005080 0.210379 0.030821 0.015896 0.210181\n",
+      "\t\t0.027998 0.005454 0.210398 0.030568 0.016169 0.210203\n",
+      "\t\t0.027752 0.005830 0.210417 0.030317 0.016443 0.210224\n",
+      "\t\t0.027508 0.006207 0.210435 0.030068 0.016719 0.210246\n",
+      "\t\t0.027266 0.006585 0.210453 0.029820 0.016996 0.210267\n",
+      "\t\t0.027025 0.006965 0.210471 0.029575 0.017275 0.210288\n",
+      "\t\t0.026787 0.007346 0.210488 0.029330 0.017555 0.210308\n",
+      "\t\t0.026550 0.007728 0.210505 0.029087 0.017836 0.210328\n",
+      "\t\t0.026316 0.008111 0.210521 0.028846 0.018119 0.210347\n",
+      "\t\t0.026083 0.008495 0.210536 0.028607 0.018403 0.210367\n",
+      "\t\t0.025852 0.008880 0.210551 0.028368 0.018688 0.210386\n",
+      "\t\t0.025622 0.009267 0.210566 0.028132 0.018975 0.210404\n",
+      "\t\t0.025394 0.009654 0.210580 0.027897 0.019263 0.210422\n",
+      "\t\t0.025168 0.010042 0.210594 0.027664 0.019552 0.210439\n",
+      "\t\t0.024943 0.010431 0.210607 0.027432 0.019843 0.210457\n",
+      "\t\t0.024720 0.010821 0.210620 0.027201 0.020134 0.210473\n",
+      "\t\t0.024498 0.011212 0.210632 0.026972 0.020427 0.210490\n",
+      "\t\t0.024278 0.011603 0.210644 0.026745 0.020721 0.210506\n",
+      "\t\t0.024059 0.011996 0.210655 0.026519 0.021016 0.210521\n",
+      "\t\t0.023842 0.012389 0.210666 0.026295 0.021312 0.210536\n",
+      "\t\t0.023626 0.012783 0.210676 0.026072 0.021610 0.210551\n",
+      "\t\t0.023412 0.013178 0.210686 0.025850 0.021908 0.210565\n",
+      "\t\t0.023198 0.013573 0.210695 0.025630 0.022207 0.210578\n",
+      "\t\t0.022986 0.013969 0.210704 0.025411 0.022508 0.210591\n",
+      "\t\t0.022776 0.014366 0.210712 0.025194 0.022809 0.210604\n",
+      "\t\t0.022566 0.014764 0.210719 0.024978 0.023112 0.210616\n",
+      "\t\t0.022358 0.015162 0.210727 0.024764 0.023416 0.210628\n",
+      "\t\t0.022151 0.015561 0.210733 0.024551 0.023720 0.210639\n",
+      "\t\t0.021945 0.015960 0.210739 0.024339 0.024025 0.210650\n",
+      "\t\t0.021741 0.016360 0.210745 0.024129 0.024332 0.210660\n",
+      "\t\t0.021537 0.016761 0.210750 0.023920 0.024639 0.210670\n",
+      "\t\t0.021335 0.017162 0.210755 0.023712 0.024947 0.210679\n",
+      "\t\t0.021134 0.017564 0.210759 0.023506 0.025256 0.210688\n",
+      "\t\t0.020934 0.017966 0.210762 0.023301 0.025566 0.210696\n",
+      "\t\t0.020735 0.018369 0.210766 0.023097 0.025877 0.210704\n",
+      "\t\t0.020537 0.018772 0.210768 0.022895 0.026189 0.210711\n",
+      "\t\t0.020341 0.019176 0.210771 0.022693 0.026501 0.210718\n",
+      "\t\t0.020145 0.019581 0.210772 0.022494 0.026815 0.210724\n",
+      "\t\t0.019950 0.019986 0.210774 0.022295 0.027129 0.210730\n",
+      "\t\t0.019757 0.020391 0.210774 0.022097 0.027444 0.210735\n",
+      "\t\t0.019565 0.020797 0.210775 0.021901 0.027759 0.210739\n",
+      "\t\t0.019373 0.021204 0.210775 0.021706 0.028076 0.210744\n",
+      "\t\t0.019183 0.021611 0.210774 0.021513 0.028393 0.210747\n",
+      "\t\t0.018994 0.022018 0.210773 0.021320 0.028711 0.210750\n",
+      "\t\t0.018806 0.022426 0.210772 0.021129 0.029029 0.210753\n",
+      "\t\t0.018619 0.022835 0.210771 0.020939 0.029348 0.210755\n",
+      "\t\t0.018432 0.023244 0.210769 0.020750 0.029668 0.210756\n",
+      "\t\t0.018247 0.023653 0.210767 0.020562 0.029989 0.210757\n",
+      "\t\t0.018063 0.024063 0.210764 0.020375 0.030310 0.210758\n",
+      "\t\t0.017880 0.024473 0.210761 0.020189 0.030632 0.210758\n",
+      "\t\t0.017698 0.024884 0.210758 0.020005 0.030955 0.210758\n",
+      "\t\t0.017518 0.025295 0.210755 0.019822 0.031278 0.210757\n",
+      "\t\t0.017338 0.025707 0.210751 0.019640 0.031602 0.210756\n",
+      "\t\t0.017159 0.026119 0.210748 0.019458 0.031927 0.210754\n",
+      "\t\t0.016981 0.026532 0.210744 0.019279 0.032252 0.210752\n",
+      "\t\t0.016804 0.026945 0.210740 0.019100 0.032578 0.210750\n",
+      "\t\t0.016629 0.027359 0.210736 0.018922 0.032904 0.210747\n",
+      "\t\t0.016454 0.027773 0.210732 0.018745 0.033231 0.210744\n",
+      "\t\t0.016281 0.028187 0.210727 0.018569 0.033558 0.210740\n",
+      "\t\t0.016108 0.028602 0.210723 0.018395 0.033887 0.210737\n",
+      "\t\t0.015937 0.029017 0.210719 0.018221 0.034215 0.210733\n",
+      "\t\t0.015767 0.029433 0.210714 0.018049 0.034544 0.210729\n",
+      "\t\t0.015598 0.029850 0.210710 0.017877 0.034874 0.210724\n",
+      "\t\t0.015430 0.030266 0.210705 0.017707 0.035204 0.210720\n",
+      "\t\t0.015264 0.030684 0.210701 0.017537 0.035535 0.210715\n",
+      "\t\t0.015099 0.031102 0.210696 0.017369 0.035866 0.210710\n",
+      "\t\t0.014935 0.031520 0.210692 0.017201 0.036198 0.210704\n",
+      "\t\t0.014772 0.031939 0.210688 0.017035 0.036530 0.210699\n",
+      "\t\t0.014611 0.032358 0.210683 0.016869 0.036863 0.210694\n",
+      "\t\t0.014451 0.032778 0.210679 0.016705 0.037196 0.210688\n",
+      "\t\t0.014292 0.033198 0.210675 0.016541 0.037530 0.210683\n",
+      "\t\t0.014135 0.033619 0.210671 0.016379 0.037864 0.210677\n",
+      "\t\t0.013979 0.034041 0.210667 0.016217 0.038199 0.210672\n",
+      "\t\t0.013825 0.034463 0.210663 0.016056 0.038534 0.210666\n",
+      "\t\t0.013673 0.034885 0.210659 0.015897 0.038870 0.210661\n",
+      "\t\t0.013522 0.035308 0.210655 0.015738 0.039206 0.210656\n",
+      "\t\t0.013373 0.035732 0.210651 0.015580 0.039542 0.210650\n",
+      "\t\t0.013226 0.036157 0.210648 0.015423 0.039879 0.210645\n",
+      "\t\t0.013080 0.036582 0.210644 0.015268 0.040216 0.210639\n",
+      "\t\t0.012936 0.037008 0.210640 0.015113 0.040554 0.210634\n",
+      "\t\t0.012794 0.037434 0.210637 0.014958 0.040892 0.210629\n",
+      "\t\t0.012654 0.037861 0.210633 0.014805 0.041231 0.210625\n",
+      "\t\t0.012516 0.038288 0.210629 0.014653 0.041570 0.210620\n",
+      "\t\t0.012380 0.038716 0.210626 0.014502 0.041909 0.210615\n",
+      "\t\t0.012245 0.039145 0.210622 0.014351 0.042249 0.210611\n",
+      "\t\t0.012112 0.039574 0.210619 0.014202 0.042589 0.210606\n",
+      "\t\t0.011980 0.040004 0.210616 0.014053 0.042930 0.210602\n",
+      "\t\t0.011850 0.040434 0.210612 0.013906 0.043271 0.210598\n",
+      "\t\t0.011720 0.040864 0.210609 0.013759 0.043612 0.210595\n",
+      "\t\t0.011592 0.041294 0.210606 0.013613 0.043954 0.210591\n",
+      "\t\t0.011464 0.041725 0.210603 0.013468 0.044296 0.210587\n",
+      "\t\t0.011336 0.042156 0.210600 0.013324 0.044639 0.210584\n",
+      "\t\t0.011210 0.042587 0.210597 0.013181 0.044982 0.210581\n",
+      "\t\t0.011083 0.043018 0.210594 0.013038 0.045325 0.210578\n",
+      "\t\t0.010957 0.043449 0.210592 0.012897 0.045669 0.210575\n",
+      "\t\t0.010830 0.043880 0.210589 0.012756 0.046013 0.210572\n",
+      "\t\t0.010704 0.044312 0.210587 0.012616 0.046357 0.210570\n",
+      "\t\t0.010578 0.044743 0.210585 0.012477 0.046702 0.210568\n",
+      "\t\t0.010452 0.045174 0.210583 0.012339 0.047047 0.210565\n",
+      "\t\t0.010326 0.045605 0.210581 0.012202 0.047392 0.210563\n",
+      "\t\t0.010200 0.046037 0.210579 0.012066 0.047738 0.210561\n",
+      "\t\t0.010074 0.046468 0.210578 0.011930 0.048084 0.210559\n",
+      "\t\t0.009948 0.046899 0.210576 0.011796 0.048430 0.210558\n",
+      "\t\t0.009822 0.047330 0.210575 0.011662 0.048777 0.210556\n",
+      "\t\t0.009696 0.047762 0.210574 0.011528 0.049124 0.210555\n",
+      "\t\t0.009570 0.048193 0.210573 0.011396 0.049471 0.210553\n",
+      "\t\t0.009444 0.048624 0.210572 0.011264 0.049819 0.210552\n",
+      "\t\t0.009318 0.049055 0.210571 0.011132 0.050166 0.210551\n",
+      "\t\t0.009190 0.049486 0.210570 0.011002 0.050514 0.210550\n",
+      "\t\t0.009062 0.049917 0.210570 0.010865 0.050860 0.210548\n",
+      "\t\t0.008955 0.050353 0.210570 0.010657 0.051165 0.210547\n",
+      "\t\t0.009008 0.050795 0.210568 0.010352 0.051374 0.210548\n",
+      "\t\t0.009247 0.051171 0.210564 0.009992 0.051458 0.210552\n",
+      "\t\t0.009626 0.051405 0.210557 0.009626 0.051405 0.210557\n",
+      "\tsection 6\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048939 0.000596 0.211942 0.048939 0.000596 0.211942\n",
+      "\t\t0.048883 0.000153 0.211950 0.048889 0.000964 0.211950\n",
+      "\t\t0.048769 -0.000280 0.211968 0.048759 0.001309 0.211971\n",
+      "\t\t0.048622 -0.000702 0.211992 0.048570 0.001627 0.212002\n",
+      "\t\t0.048451 -0.001115 0.212019 0.048344 0.001920 0.212039\n",
+      "\t\t0.048260 -0.001520 0.212050 0.048094 0.002192 0.212080\n",
+      "\t\t0.048052 -0.001915 0.212084 0.047828 0.002449 0.212125\n",
+      "\t\t0.047828 -0.002302 0.212122 0.047550 0.002693 0.212172\n",
+      "\t\t0.047587 -0.002679 0.212163 0.047264 0.002927 0.212222\n",
+      "\t\t0.047332 -0.003046 0.212207 0.046971 0.003154 0.212273\n",
+      "\t\t0.047061 -0.003401 0.212255 0.046674 0.003374 0.212325\n",
+      "\t\t0.046774 -0.003745 0.212305 0.046374 0.003590 0.212376\n",
+      "\t\t0.046472 -0.004074 0.212357 0.046070 0.003802 0.212427\n",
+      "\t\t0.046154 -0.004389 0.212411 0.045765 0.004010 0.212476\n",
+      "\t\t0.045820 -0.004686 0.212465 0.045458 0.004216 0.212523\n",
+      "\t\t0.045471 -0.004965 0.212518 0.045149 0.004421 0.212566\n",
+      "\t\t0.045105 -0.005222 0.212568 0.044840 0.004624 0.212604\n",
+      "\t\t0.044724 -0.005457 0.212614 0.044531 0.004826 0.212639\n",
+      "\t\t0.044329 -0.005665 0.212656 0.044220 0.005028 0.212671\n",
+      "\t\t0.043919 -0.005845 0.212691 0.043910 0.005229 0.212697\n",
+      "\t\t0.043498 -0.005994 0.212723 0.043600 0.005430 0.212722\n",
+      "\t\t0.043067 -0.006112 0.212752 0.043290 0.005632 0.212745\n",
+      "\t\t0.042628 -0.006196 0.212782 0.042980 0.005834 0.212767\n",
+      "\t\t0.042183 -0.006247 0.212814 0.042670 0.006036 0.212789\n",
+      "\t\t0.041736 -0.006264 0.212847 0.042361 0.006240 0.212813\n",
+      "\t\t0.041290 -0.006247 0.212880 0.042053 0.006444 0.212836\n",
+      "\t\t0.040845 -0.006201 0.212913 0.041745 0.006649 0.212859\n",
+      "\t\t0.040404 -0.006124 0.212946 0.041438 0.006856 0.212883\n",
+      "\t\t0.039970 -0.006020 0.212979 0.041132 0.007063 0.212906\n",
+      "\t\t0.039541 -0.005892 0.213012 0.040827 0.007272 0.212930\n",
+      "\t\t0.039121 -0.005740 0.213045 0.040523 0.007483 0.212953\n",
+      "\t\t0.038708 -0.005568 0.213078 0.040220 0.007695 0.212977\n",
+      "\t\t0.038304 -0.005377 0.213109 0.039918 0.007908 0.213001\n",
+      "\t\t0.037907 -0.005170 0.213141 0.039617 0.008123 0.213024\n",
+      "\t\t0.037519 -0.004948 0.213171 0.039317 0.008340 0.213048\n",
+      "\t\t0.037139 -0.004713 0.213202 0.039018 0.008558 0.213072\n",
+      "\t\t0.036767 -0.004465 0.213231 0.038721 0.008778 0.213096\n",
+      "\t\t0.036402 -0.004207 0.213260 0.038425 0.009000 0.213120\n",
+      "\t\t0.036044 -0.003939 0.213288 0.038130 0.009224 0.213143\n",
+      "\t\t0.035693 -0.003661 0.213316 0.037837 0.009449 0.213167\n",
+      "\t\t0.035349 -0.003376 0.213343 0.037545 0.009676 0.213190\n",
+      "\t\t0.035011 -0.003084 0.213370 0.037254 0.009905 0.213213\n",
+      "\t\t0.034679 -0.002785 0.213396 0.036965 0.010136 0.213236\n",
+      "\t\t0.034352 -0.002479 0.213421 0.036678 0.010368 0.213259\n",
+      "\t\t0.034031 -0.002168 0.213446 0.036392 0.010603 0.213282\n",
+      "\t\t0.033715 -0.001852 0.213470 0.036107 0.010839 0.213305\n",
+      "\t\t0.033404 -0.001531 0.213494 0.035824 0.011077 0.213328\n",
+      "\t\t0.033097 -0.001205 0.213517 0.035542 0.011317 0.213350\n",
+      "\t\t0.032795 -0.000875 0.213540 0.035262 0.011559 0.213372\n",
+      "\t\t0.032498 -0.000542 0.213562 0.034984 0.011802 0.213394\n",
+      "\t\t0.032204 -0.000205 0.213583 0.034707 0.012048 0.213416\n",
+      "\t\t0.031914 0.000136 0.213604 0.034432 0.012295 0.213437\n",
+      "\t\t0.031628 0.000479 0.213625 0.034158 0.012544 0.213458\n",
+      "\t\t0.031345 0.000826 0.213645 0.033886 0.012794 0.213479\n",
+      "\t\t0.031066 0.001175 0.213664 0.033616 0.013047 0.213500\n",
+      "\t\t0.030790 0.001527 0.213683 0.033347 0.013301 0.213521\n",
+      "\t\t0.030518 0.001881 0.213702 0.033080 0.013557 0.213541\n",
+      "\t\t0.030248 0.002238 0.213720 0.032814 0.013814 0.213561\n",
+      "\t\t0.029981 0.002597 0.213737 0.032550 0.014073 0.213580\n",
+      "\t\t0.029717 0.002958 0.213754 0.032288 0.014334 0.213600\n",
+      "\t\t0.029456 0.003320 0.213771 0.032027 0.014597 0.213619\n",
+      "\t\t0.029197 0.003685 0.213787 0.031768 0.014861 0.213637\n",
+      "\t\t0.028941 0.004051 0.213802 0.031511 0.015126 0.213656\n",
+      "\t\t0.028687 0.004420 0.213818 0.031255 0.015393 0.213674\n",
+      "\t\t0.028436 0.004789 0.213832 0.031001 0.015662 0.213691\n",
+      "\t\t0.028187 0.005161 0.213846 0.030748 0.015932 0.213709\n",
+      "\t\t0.027940 0.005533 0.213860 0.030498 0.016204 0.213725\n",
+      "\t\t0.027695 0.005908 0.213873 0.030248 0.016477 0.213742\n",
+      "\t\t0.027452 0.006283 0.213885 0.030000 0.016752 0.213758\n",
+      "\t\t0.027212 0.006660 0.213897 0.029754 0.017028 0.213774\n",
+      "\t\t0.026973 0.007038 0.213909 0.029510 0.017306 0.213789\n",
+      "\t\t0.026736 0.007417 0.213920 0.029267 0.017584 0.213804\n",
+      "\t\t0.026501 0.007797 0.213930 0.029025 0.017865 0.213819\n",
+      "\t\t0.026268 0.008179 0.213940 0.028785 0.018146 0.213833\n",
+      "\t\t0.026036 0.008561 0.213950 0.028547 0.018429 0.213847\n",
+      "\t\t0.025807 0.008945 0.213959 0.028310 0.018713 0.213860\n",
+      "\t\t0.025578 0.009330 0.213967 0.028075 0.018999 0.213873\n",
+      "\t\t0.025352 0.009715 0.213975 0.027841 0.019286 0.213886\n",
+      "\t\t0.025127 0.010101 0.213982 0.027609 0.019573 0.213898\n",
+      "\t\t0.024904 0.010489 0.213989 0.027379 0.019863 0.213909\n",
+      "\t\t0.024682 0.010877 0.213996 0.027149 0.020153 0.213920\n",
+      "\t\t0.024461 0.011266 0.214001 0.026922 0.020444 0.213931\n",
+      "\t\t0.024243 0.011656 0.214006 0.026695 0.020737 0.213941\n",
+      "\t\t0.024025 0.012046 0.214011 0.026471 0.021031 0.213950\n",
+      "\t\t0.023809 0.012438 0.214015 0.026247 0.021326 0.213960\n",
+      "\t\t0.023594 0.012830 0.214018 0.026025 0.021622 0.213968\n",
+      "\t\t0.023381 0.013223 0.214021 0.025805 0.021919 0.213976\n",
+      "\t\t0.023169 0.013617 0.214024 0.025586 0.022217 0.213984\n",
+      "\t\t0.022958 0.014011 0.214025 0.025368 0.022516 0.213991\n",
+      "\t\t0.022748 0.014406 0.214027 0.025152 0.022816 0.213997\n",
+      "\t\t0.022540 0.014801 0.214027 0.024937 0.023117 0.214003\n",
+      "\t\t0.022333 0.015198 0.214027 0.024724 0.023419 0.214009\n",
+      "\t\t0.022127 0.015595 0.214027 0.024511 0.023722 0.214014\n",
+      "\t\t0.021922 0.015992 0.214025 0.024301 0.024026 0.214018\n",
+      "\t\t0.021719 0.016390 0.214024 0.024091 0.024331 0.214022\n",
+      "\t\t0.021516 0.016789 0.214022 0.023883 0.024637 0.214025\n",
+      "\t\t0.021315 0.017188 0.214019 0.023676 0.024943 0.214028\n",
+      "\t\t0.021115 0.017588 0.214015 0.023471 0.025251 0.214030\n",
+      "\t\t0.020916 0.017988 0.214011 0.023267 0.025559 0.214031\n",
+      "\t\t0.020718 0.018389 0.214006 0.023064 0.025868 0.214032\n",
+      "\t\t0.020521 0.018791 0.214001 0.022862 0.026178 0.214032\n",
+      "\t\t0.020326 0.019193 0.213996 0.022661 0.026489 0.214032\n",
+      "\t\t0.020131 0.019595 0.213990 0.022462 0.026801 0.214031\n",
+      "\t\t0.019937 0.019998 0.213983 0.022264 0.027114 0.214030\n",
+      "\t\t0.019745 0.020402 0.213976 0.022068 0.027427 0.214028\n",
+      "\t\t0.019553 0.020806 0.213968 0.021872 0.027741 0.214025\n",
+      "\t\t0.019363 0.021210 0.213960 0.021678 0.028056 0.214022\n",
+      "\t\t0.019174 0.021615 0.213952 0.021485 0.028371 0.214018\n",
+      "\t\t0.018985 0.022021 0.213943 0.021293 0.028687 0.214014\n",
+      "\t\t0.018798 0.022427 0.213933 0.021102 0.029004 0.214009\n",
+      "\t\t0.018611 0.022833 0.213923 0.020912 0.029322 0.214003\n",
+      "\t\t0.018426 0.023240 0.213913 0.020724 0.029640 0.213997\n",
+      "\t\t0.018242 0.023647 0.213903 0.020537 0.029959 0.213991\n",
+      "\t\t0.018058 0.024055 0.213892 0.020350 0.030279 0.213984\n",
+      "\t\t0.017876 0.024464 0.213881 0.020165 0.030599 0.213976\n",
+      "\t\t0.017695 0.024872 0.213870 0.019981 0.030920 0.213968\n",
+      "\t\t0.017515 0.025281 0.213858 0.019799 0.031241 0.213959\n",
+      "\t\t0.017335 0.025691 0.213846 0.019617 0.031563 0.213950\n",
+      "\t\t0.017157 0.026101 0.213834 0.019436 0.031886 0.213940\n",
+      "\t\t0.016980 0.026512 0.213822 0.019257 0.032210 0.213930\n",
+      "\t\t0.016804 0.026923 0.213810 0.019078 0.032534 0.213920\n",
+      "\t\t0.016629 0.027334 0.213798 0.018901 0.032858 0.213909\n",
+      "\t\t0.016455 0.027746 0.213786 0.018724 0.033183 0.213898\n",
+      "\t\t0.016282 0.028158 0.213773 0.018549 0.033509 0.213886\n",
+      "\t\t0.016110 0.028571 0.213761 0.018375 0.033835 0.213874\n",
+      "\t\t0.015939 0.028984 0.213748 0.018202 0.034162 0.213862\n",
+      "\t\t0.015770 0.029398 0.213736 0.018029 0.034489 0.213850\n",
+      "\t\t0.015601 0.029812 0.213724 0.017858 0.034817 0.213837\n",
+      "\t\t0.015434 0.030227 0.213712 0.017688 0.035146 0.213824\n",
+      "\t\t0.015268 0.030642 0.213699 0.017519 0.035475 0.213811\n",
+      "\t\t0.015103 0.031057 0.213687 0.017350 0.035804 0.213798\n",
+      "\t\t0.014939 0.031473 0.213675 0.017183 0.036134 0.213785\n",
+      "\t\t0.014777 0.031890 0.213664 0.017017 0.036464 0.213771\n",
+      "\t\t0.014616 0.032307 0.213652 0.016852 0.036795 0.213758\n",
+      "\t\t0.014456 0.032725 0.213641 0.016687 0.037127 0.213744\n",
+      "\t\t0.014298 0.033143 0.213630 0.016524 0.037459 0.213731\n",
+      "\t\t0.014141 0.033561 0.213618 0.016362 0.037791 0.213717\n",
+      "\t\t0.013985 0.033981 0.213607 0.016200 0.038124 0.213704\n",
+      "\t\t0.013831 0.034400 0.213596 0.016040 0.038457 0.213691\n",
+      "\t\t0.013679 0.034821 0.213586 0.015880 0.038791 0.213678\n",
+      "\t\t0.013528 0.035242 0.213575 0.015721 0.039125 0.213665\n",
+      "\t\t0.013379 0.035663 0.213565 0.015564 0.039459 0.213652\n",
+      "\t\t0.013231 0.036085 0.213555 0.015407 0.039794 0.213639\n",
+      "\t\t0.013086 0.036508 0.213545 0.015251 0.040130 0.213626\n",
+      "\t\t0.012942 0.036931 0.213536 0.015096 0.040466 0.213613\n",
+      "\t\t0.012800 0.037355 0.213526 0.014942 0.040802 0.213601\n",
+      "\t\t0.012659 0.037780 0.213516 0.014789 0.041139 0.213589\n",
+      "\t\t0.012521 0.038205 0.213507 0.014637 0.041476 0.213578\n",
+      "\t\t0.012384 0.038630 0.213498 0.014485 0.041813 0.213566\n",
+      "\t\t0.012248 0.039056 0.213489 0.014335 0.042151 0.213555\n",
+      "\t\t0.012115 0.039483 0.213480 0.014185 0.042490 0.213543\n",
+      "\t\t0.011982 0.039910 0.213471 0.014037 0.042828 0.213533\n",
+      "\t\t0.011851 0.040338 0.213463 0.013889 0.043167 0.213522\n",
+      "\t\t0.011721 0.040765 0.213454 0.013742 0.043507 0.213512\n",
+      "\t\t0.011591 0.041193 0.213446 0.013596 0.043847 0.213502\n",
+      "\t\t0.011463 0.041621 0.213437 0.013451 0.044187 0.213492\n",
+      "\t\t0.011334 0.042050 0.213430 0.013307 0.044528 0.213483\n",
+      "\t\t0.011207 0.042478 0.213422 0.013163 0.044869 0.213473\n",
+      "\t\t0.011079 0.042907 0.213414 0.013021 0.045210 0.213464\n",
+      "\t\t0.010952 0.043335 0.213407 0.012879 0.045552 0.213456\n",
+      "\t\t0.010825 0.043764 0.213400 0.012738 0.045894 0.213447\n",
+      "\t\t0.010698 0.044193 0.213393 0.012598 0.046236 0.213439\n",
+      "\t\t0.010571 0.044621 0.213387 0.012459 0.046579 0.213431\n",
+      "\t\t0.010443 0.045050 0.213380 0.012321 0.046922 0.213424\n",
+      "\t\t0.010316 0.045479 0.213374 0.012184 0.047265 0.213416\n",
+      "\t\t0.010189 0.045907 0.213368 0.012047 0.047609 0.213409\n",
+      "\t\t0.010062 0.046336 0.213362 0.011911 0.047953 0.213402\n",
+      "\t\t0.009935 0.046765 0.213356 0.011776 0.048297 0.213395\n",
+      "\t\t0.009808 0.047194 0.213351 0.011642 0.048642 0.213388\n",
+      "\t\t0.009681 0.047622 0.213346 0.011508 0.048987 0.213382\n",
+      "\t\t0.009554 0.048051 0.213341 0.011375 0.049332 0.213376\n",
+      "\t\t0.009427 0.048480 0.213336 0.011243 0.049677 0.213370\n",
+      "\t\t0.009300 0.048908 0.213332 0.011110 0.050023 0.213364\n",
+      "\t\t0.009172 0.049337 0.213327 0.010980 0.050369 0.213358\n",
+      "\t\t0.009043 0.049765 0.213323 0.010842 0.050712 0.213352\n",
+      "\t\t0.008936 0.050198 0.213320 0.010632 0.051014 0.213343\n",
+      "\t\t0.008989 0.050639 0.213319 0.010327 0.051220 0.213335\n",
+      "\t\t0.009228 0.051013 0.213321 0.009968 0.051300 0.213328\n",
+      "\t\t0.009604 0.051247 0.213324 0.009604 0.051247 0.213324\n",
+      "\tsection 7\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048790 0.000638 0.215746 0.048790 0.000638 0.215746\n",
+      "\t\t0.048734 0.000196 0.215754 0.048741 0.001004 0.215754\n",
+      "\t\t0.048621 -0.000234 0.215771 0.048611 0.001348 0.215774\n",
+      "\t\t0.048474 -0.000655 0.215792 0.048423 0.001664 0.215802\n",
+      "\t\t0.048304 -0.001066 0.215818 0.048198 0.001956 0.215836\n",
+      "\t\t0.048115 -0.001469 0.215847 0.047949 0.002227 0.215875\n",
+      "\t\t0.047908 -0.001863 0.215879 0.047684 0.002483 0.215917\n",
+      "\t\t0.047684 -0.002248 0.215914 0.047408 0.002727 0.215961\n",
+      "\t\t0.047445 -0.002623 0.215952 0.047124 0.002961 0.216007\n",
+      "\t\t0.047191 -0.002989 0.215993 0.046833 0.003188 0.216055\n",
+      "\t\t0.046921 -0.003343 0.216037 0.046538 0.003408 0.216102\n",
+      "\t\t0.046636 -0.003685 0.216084 0.046239 0.003623 0.216150\n",
+      "\t\t0.046336 -0.004013 0.216132 0.045937 0.003835 0.216197\n",
+      "\t\t0.046019 -0.004327 0.216182 0.045634 0.004043 0.216241\n",
+      "\t\t0.045687 -0.004623 0.216231 0.045329 0.004250 0.216284\n",
+      "\t\t0.045339 -0.004901 0.216280 0.045022 0.004454 0.216323\n",
+      "\t\t0.044975 -0.005157 0.216325 0.044715 0.004657 0.216357\n",
+      "\t\t0.044596 -0.005390 0.216366 0.044407 0.004860 0.216389\n",
+      "\t\t0.044202 -0.005597 0.216402 0.044099 0.005061 0.216416\n",
+      "\t\t0.043794 -0.005776 0.216432 0.043790 0.005263 0.216439\n",
+      "\t\t0.043375 -0.005924 0.216458 0.043482 0.005464 0.216459\n",
+      "\t\t0.042945 -0.006041 0.216481 0.043174 0.005666 0.216478\n",
+      "\t\t0.042508 -0.006124 0.216505 0.042866 0.005868 0.216496\n",
+      "\t\t0.042065 -0.006173 0.216531 0.042558 0.006071 0.216514\n",
+      "\t\t0.041620 -0.006189 0.216557 0.042251 0.006274 0.216533\n",
+      "\t\t0.041175 -0.006171 0.216583 0.041945 0.006478 0.216552\n",
+      "\t\t0.040733 -0.006123 0.216610 0.041639 0.006684 0.216571\n",
+      "\t\t0.040295 -0.006045 0.216637 0.041334 0.006890 0.216590\n",
+      "\t\t0.039862 -0.005940 0.216663 0.041030 0.007098 0.216609\n",
+      "\t\t0.039436 -0.005810 0.216690 0.040727 0.007307 0.216628\n",
+      "\t\t0.039018 -0.005657 0.216716 0.040424 0.007518 0.216648\n",
+      "\t\t0.038608 -0.005484 0.216742 0.040123 0.007730 0.216667\n",
+      "\t\t0.038206 -0.005293 0.216768 0.039823 0.007943 0.216686\n",
+      "\t\t0.037812 -0.005085 0.216793 0.039524 0.008158 0.216706\n",
+      "\t\t0.037427 -0.004863 0.216817 0.039226 0.008375 0.216725\n",
+      "\t\t0.037049 -0.004627 0.216841 0.038930 0.008593 0.216744\n",
+      "\t\t0.036679 -0.004379 0.216865 0.038634 0.008813 0.216763\n",
+      "\t\t0.036317 -0.004121 0.216888 0.038340 0.009035 0.216783\n",
+      "\t\t0.035962 -0.003852 0.216910 0.038047 0.009259 0.216802\n",
+      "\t\t0.035613 -0.003575 0.216932 0.037756 0.009484 0.216821\n",
+      "\t\t0.035271 -0.003290 0.216953 0.037466 0.009711 0.216839\n",
+      "\t\t0.034936 -0.002998 0.216974 0.037177 0.009940 0.216858\n",
+      "\t\t0.034606 -0.002699 0.216994 0.036890 0.010171 0.216876\n",
+      "\t\t0.034282 -0.002394 0.217014 0.036604 0.010403 0.216895\n",
+      "\t\t0.033963 -0.002083 0.217033 0.036320 0.010637 0.216913\n",
+      "\t\t0.033649 -0.001767 0.217051 0.036037 0.010873 0.216931\n",
+      "\t\t0.033340 -0.001447 0.217069 0.035756 0.011111 0.216949\n",
+      "\t\t0.033036 -0.001122 0.217087 0.035476 0.011351 0.216967\n",
+      "\t\t0.032736 -0.000793 0.217104 0.035198 0.011592 0.216984\n",
+      "\t\t0.032440 -0.000460 0.217120 0.034921 0.011835 0.217001\n",
+      "\t\t0.032149 -0.000124 0.217136 0.034646 0.012080 0.217018\n",
+      "\t\t0.031861 0.000216 0.217151 0.034373 0.012327 0.217035\n",
+      "\t\t0.031577 0.000559 0.217166 0.034101 0.012576 0.217051\n",
+      "\t\t0.031296 0.000904 0.217181 0.033830 0.012826 0.217067\n",
+      "\t\t0.031019 0.001253 0.217195 0.033562 0.013078 0.217083\n",
+      "\t\t0.030745 0.001603 0.217208 0.033295 0.013331 0.217099\n",
+      "\t\t0.030474 0.001957 0.217221 0.033029 0.013587 0.217114\n",
+      "\t\t0.030206 0.002312 0.217233 0.032765 0.013844 0.217129\n",
+      "\t\t0.029941 0.002670 0.217245 0.032503 0.014102 0.217144\n",
+      "\t\t0.029679 0.003030 0.217256 0.032242 0.014362 0.217158\n",
+      "\t\t0.029420 0.003391 0.217267 0.031983 0.014624 0.217172\n",
+      "\t\t0.029163 0.003755 0.217277 0.031726 0.014888 0.217186\n",
+      "\t\t0.028908 0.004120 0.217287 0.031470 0.015153 0.217199\n",
+      "\t\t0.028656 0.004487 0.217297 0.031215 0.015419 0.217212\n",
+      "\t\t0.028406 0.004856 0.217305 0.030963 0.015687 0.217224\n",
+      "\t\t0.028159 0.005226 0.217314 0.030712 0.015957 0.217236\n",
+      "\t\t0.027914 0.005597 0.217321 0.030462 0.016228 0.217248\n",
+      "\t\t0.027670 0.005970 0.217328 0.030214 0.016500 0.217260\n",
+      "\t\t0.027429 0.006344 0.217335 0.029968 0.016774 0.217271\n",
+      "\t\t0.027190 0.006720 0.217341 0.029723 0.017049 0.217281\n",
+      "\t\t0.026953 0.007096 0.217347 0.029480 0.017326 0.217291\n",
+      "\t\t0.026718 0.007474 0.217352 0.029238 0.017604 0.217301\n",
+      "\t\t0.026484 0.007853 0.217356 0.028998 0.017883 0.217310\n",
+      "\t\t0.026252 0.008233 0.217360 0.028760 0.018164 0.217319\n",
+      "\t\t0.026022 0.008614 0.217363 0.028523 0.018446 0.217327\n",
+      "\t\t0.025794 0.008996 0.217366 0.028287 0.018729 0.217335\n",
+      "\t\t0.025567 0.009379 0.217368 0.028053 0.019013 0.217342\n",
+      "\t\t0.025342 0.009763 0.217370 0.027820 0.019299 0.217349\n",
+      "\t\t0.025118 0.010148 0.217371 0.027589 0.019586 0.217356\n",
+      "\t\t0.024896 0.010534 0.217371 0.027360 0.019874 0.217361\n",
+      "\t\t0.024676 0.010921 0.217371 0.027132 0.020163 0.217367\n",
+      "\t\t0.024457 0.011308 0.217370 0.026905 0.020454 0.217372\n",
+      "\t\t0.024239 0.011697 0.217369 0.026680 0.020745 0.217376\n",
+      "\t\t0.024023 0.012086 0.217367 0.026456 0.021038 0.217380\n",
+      "\t\t0.023808 0.012476 0.217364 0.026234 0.021332 0.217383\n",
+      "\t\t0.023594 0.012866 0.217361 0.026013 0.021626 0.217386\n",
+      "\t\t0.023382 0.013258 0.217357 0.025794 0.021922 0.217388\n",
+      "\t\t0.023171 0.013650 0.217352 0.025576 0.022219 0.217389\n",
+      "\t\t0.022961 0.014042 0.217347 0.025359 0.022517 0.217390\n",
+      "\t\t0.022753 0.014436 0.217341 0.025144 0.022816 0.217390\n",
+      "\t\t0.022546 0.014830 0.217335 0.024930 0.023116 0.217390\n",
+      "\t\t0.022340 0.015224 0.217328 0.024717 0.023417 0.217389\n",
+      "\t\t0.022135 0.015619 0.217320 0.024506 0.023718 0.217388\n",
+      "\t\t0.021931 0.016015 0.217311 0.024296 0.024021 0.217386\n",
+      "\t\t0.021729 0.016412 0.217302 0.024087 0.024325 0.217383\n",
+      "\t\t0.021528 0.016809 0.217293 0.023880 0.024629 0.217380\n",
+      "\t\t0.021327 0.017206 0.217282 0.023674 0.024934 0.217376\n",
+      "\t\t0.021128 0.017604 0.217271 0.023469 0.025240 0.217371\n",
+      "\t\t0.020930 0.018003 0.217259 0.023266 0.025548 0.217366\n",
+      "\t\t0.020733 0.018402 0.217247 0.023063 0.025855 0.217360\n",
+      "\t\t0.020537 0.018802 0.217235 0.022862 0.026164 0.217354\n",
+      "\t\t0.020343 0.019202 0.217221 0.022663 0.026474 0.217346\n",
+      "\t\t0.020149 0.019603 0.217207 0.022464 0.026784 0.217338\n",
+      "\t\t0.019956 0.020004 0.217193 0.022267 0.027095 0.217330\n",
+      "\t\t0.019764 0.020406 0.217177 0.022071 0.027407 0.217321\n",
+      "\t\t0.019574 0.020809 0.217162 0.021876 0.027719 0.217311\n",
+      "\t\t0.019384 0.021211 0.217145 0.021682 0.028033 0.217300\n",
+      "\t\t0.019196 0.021615 0.217129 0.021490 0.028347 0.217289\n",
+      "\t\t0.019008 0.022018 0.217112 0.021298 0.028661 0.217277\n",
+      "\t\t0.018821 0.022422 0.217094 0.021108 0.028977 0.217265\n",
+      "\t\t0.018636 0.022827 0.217076 0.020919 0.029293 0.217252\n",
+      "\t\t0.018451 0.023232 0.217058 0.020731 0.029610 0.217238\n",
+      "\t\t0.018268 0.023638 0.217039 0.020544 0.029927 0.217224\n",
+      "\t\t0.018085 0.024044 0.217020 0.020358 0.030245 0.217209\n",
+      "\t\t0.017903 0.024450 0.217001 0.020174 0.030564 0.217194\n",
+      "\t\t0.017723 0.024857 0.216981 0.019990 0.030883 0.217177\n",
+      "\t\t0.017543 0.025264 0.216961 0.019808 0.031203 0.217161\n",
+      "\t\t0.017365 0.025672 0.216941 0.019627 0.031524 0.217144\n",
+      "\t\t0.017187 0.026080 0.216921 0.019446 0.031845 0.217126\n",
+      "\t\t0.017010 0.026489 0.216901 0.019267 0.032167 0.217108\n",
+      "\t\t0.016835 0.026898 0.216881 0.019089 0.032489 0.217090\n",
+      "\t\t0.016660 0.027307 0.216860 0.018912 0.032812 0.217071\n",
+      "\t\t0.016487 0.027717 0.216840 0.018736 0.033136 0.217051\n",
+      "\t\t0.016314 0.028128 0.216819 0.018561 0.033460 0.217031\n",
+      "\t\t0.016143 0.028539 0.216799 0.018387 0.033785 0.217011\n",
+      "\t\t0.015973 0.028950 0.216778 0.018214 0.034110 0.216991\n",
+      "\t\t0.015804 0.029362 0.216758 0.018042 0.034436 0.216971\n",
+      "\t\t0.015636 0.029774 0.216738 0.017871 0.034762 0.216950\n",
+      "\t\t0.015469 0.030187 0.216718 0.017701 0.035089 0.216929\n",
+      "\t\t0.015303 0.030600 0.216698 0.017532 0.035416 0.216907\n",
+      "\t\t0.015138 0.031013 0.216678 0.017364 0.035744 0.216886\n",
+      "\t\t0.014975 0.031427 0.216659 0.017197 0.036072 0.216865\n",
+      "\t\t0.014813 0.031842 0.216640 0.017030 0.036401 0.216844\n",
+      "\t\t0.014652 0.032257 0.216621 0.016865 0.036730 0.216822\n",
+      "\t\t0.014492 0.032673 0.216603 0.016701 0.037060 0.216800\n",
+      "\t\t0.014334 0.033089 0.216584 0.016538 0.037390 0.216779\n",
+      "\t\t0.014177 0.033505 0.216566 0.016376 0.037721 0.216758\n",
+      "\t\t0.014022 0.033923 0.216548 0.016214 0.038052 0.216736\n",
+      "\t\t0.013868 0.034340 0.216530 0.016054 0.038383 0.216715\n",
+      "\t\t0.013716 0.034758 0.216513 0.015894 0.038715 0.216695\n",
+      "\t\t0.013565 0.035177 0.216496 0.015736 0.039048 0.216674\n",
+      "\t\t0.013415 0.035597 0.216479 0.015578 0.039381 0.216653\n",
+      "\t\t0.013268 0.036017 0.216463 0.015421 0.039714 0.216633\n",
+      "\t\t0.013122 0.036437 0.216447 0.015265 0.040048 0.216612\n",
+      "\t\t0.012978 0.036858 0.216431 0.015110 0.040382 0.216593\n",
+      "\t\t0.012835 0.037280 0.216415 0.014956 0.040717 0.216573\n",
+      "\t\t0.012694 0.037702 0.216400 0.014803 0.041052 0.216554\n",
+      "\t\t0.012555 0.038125 0.216385 0.014651 0.041387 0.216535\n",
+      "\t\t0.012418 0.038549 0.216370 0.014499 0.041723 0.216517\n",
+      "\t\t0.012282 0.038973 0.216355 0.014349 0.042059 0.216498\n",
+      "\t\t0.012147 0.039397 0.216341 0.014199 0.042395 0.216481\n",
+      "\t\t0.012014 0.039822 0.216327 0.014051 0.042732 0.216463\n",
+      "\t\t0.011882 0.040247 0.216313 0.013903 0.043070 0.216446\n",
+      "\t\t0.011751 0.040672 0.216299 0.013756 0.043408 0.216429\n",
+      "\t\t0.011621 0.041098 0.216285 0.013609 0.043746 0.216413\n",
+      "\t\t0.011491 0.041524 0.216272 0.013464 0.044084 0.216397\n",
+      "\t\t0.011362 0.041950 0.216259 0.013320 0.044423 0.216381\n",
+      "\t\t0.011234 0.042376 0.216247 0.013176 0.044762 0.216366\n",
+      "\t\t0.011105 0.042802 0.216234 0.013033 0.045102 0.216351\n",
+      "\t\t0.010977 0.043228 0.216222 0.012891 0.045442 0.216336\n",
+      "\t\t0.010849 0.043655 0.216211 0.012750 0.045782 0.216322\n",
+      "\t\t0.010720 0.044081 0.216199 0.012610 0.046122 0.216308\n",
+      "\t\t0.010592 0.044507 0.216188 0.012471 0.046463 0.216295\n",
+      "\t\t0.010464 0.044934 0.216177 0.012332 0.046805 0.216282\n",
+      "\t\t0.010336 0.045360 0.216167 0.012194 0.047146 0.216269\n",
+      "\t\t0.010208 0.045786 0.216156 0.012057 0.047488 0.216256\n",
+      "\t\t0.010080 0.046213 0.216146 0.011921 0.047831 0.216244\n",
+      "\t\t0.009952 0.046639 0.216137 0.011786 0.048173 0.216232\n",
+      "\t\t0.009824 0.047066 0.216127 0.011651 0.048516 0.216220\n",
+      "\t\t0.009696 0.047492 0.216118 0.011517 0.048859 0.216209\n",
+      "\t\t0.009568 0.047918 0.216109 0.011384 0.049202 0.216198\n",
+      "\t\t0.009440 0.048345 0.216101 0.011251 0.049546 0.216187\n",
+      "\t\t0.009312 0.048771 0.216092 0.011118 0.049889 0.216177\n",
+      "\t\t0.009183 0.049197 0.216084 0.010987 0.050234 0.216167\n",
+      "\t\t0.009052 0.049623 0.216076 0.010848 0.050575 0.216156\n",
+      "\t\t0.008946 0.050054 0.216070 0.010636 0.050874 0.216140\n",
+      "\t\t0.008999 0.050492 0.216070 0.010331 0.051076 0.216122\n",
+      "\t\t0.009236 0.050865 0.216077 0.009973 0.051154 0.216105\n",
+      "\t\t0.009611 0.051099 0.216090 0.009611 0.051099 0.216090\n",
+      "\tsection 8\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048683 0.000654 0.219550 0.048683 0.000654 0.219550\n",
+      "\t\t0.048628 0.000214 0.219557 0.048633 0.001018 0.219557\n",
+      "\t\t0.048514 -0.000215 0.219573 0.048503 0.001360 0.219576\n",
+      "\t\t0.048368 -0.000634 0.219593 0.048315 0.001675 0.219602\n",
+      "\t\t0.048199 -0.001043 0.219617 0.048091 0.001966 0.219634\n",
+      "\t\t0.048010 -0.001445 0.219644 0.047843 0.002237 0.219670\n",
+      "\t\t0.047803 -0.001837 0.219674 0.047580 0.002492 0.219709\n",
+      "\t\t0.047581 -0.002221 0.219707 0.047305 0.002735 0.219749\n",
+      "\t\t0.047343 -0.002595 0.219742 0.047022 0.002969 0.219792\n",
+      "\t\t0.047090 -0.002959 0.219779 0.046733 0.003195 0.219836\n",
+      "\t\t0.046821 -0.003312 0.219820 0.046439 0.003415 0.219880\n",
+      "\t\t0.046537 -0.003653 0.219863 0.046142 0.003631 0.219924\n",
+      "\t\t0.046238 -0.003980 0.219908 0.045842 0.003843 0.219967\n",
+      "\t\t0.045923 -0.004292 0.219953 0.045540 0.004051 0.220007\n",
+      "\t\t0.045592 -0.004587 0.219998 0.045237 0.004258 0.220045\n",
+      "\t\t0.045245 -0.004864 0.220041 0.044932 0.004463 0.220080\n",
+      "\t\t0.044883 -0.005119 0.220082 0.044627 0.004666 0.220111\n",
+      "\t\t0.044505 -0.005351 0.220117 0.044321 0.004869 0.220138\n",
+      "\t\t0.044112 -0.005557 0.220148 0.044015 0.005071 0.220161\n",
+      "\t\t0.043706 -0.005735 0.220172 0.043708 0.005272 0.220180\n",
+      "\t\t0.043288 -0.005882 0.220193 0.043401 0.005474 0.220196\n",
+      "\t\t0.042860 -0.005997 0.220210 0.043095 0.005676 0.220211\n",
+      "\t\t0.042424 -0.006079 0.220228 0.042789 0.005879 0.220225\n",
+      "\t\t0.041983 -0.006126 0.220247 0.042483 0.006082 0.220239\n",
+      "\t\t0.041540 -0.006141 0.220267 0.042178 0.006286 0.220254\n",
+      "\t\t0.041096 -0.006121 0.220287 0.041874 0.006491 0.220268\n",
+      "\t\t0.040656 -0.006071 0.220307 0.041570 0.006696 0.220283\n",
+      "\t\t0.040220 -0.005992 0.220327 0.041267 0.006903 0.220298\n",
+      "\t\t0.039789 -0.005885 0.220347 0.040964 0.007112 0.220312\n",
+      "\t\t0.039366 -0.005754 0.220367 0.040663 0.007321 0.220327\n",
+      "\t\t0.038950 -0.005600 0.220387 0.040363 0.007532 0.220342\n",
+      "\t\t0.038542 -0.005426 0.220407 0.040063 0.007744 0.220357\n",
+      "\t\t0.038142 -0.005234 0.220426 0.039765 0.007958 0.220372\n",
+      "\t\t0.037751 -0.005025 0.220445 0.039468 0.008174 0.220387\n",
+      "\t\t0.037368 -0.004802 0.220463 0.039172 0.008391 0.220402\n",
+      "\t\t0.036993 -0.004565 0.220481 0.038877 0.008609 0.220416\n",
+      "\t\t0.036626 -0.004317 0.220498 0.038584 0.008830 0.220431\n",
+      "\t\t0.036266 -0.004058 0.220515 0.038291 0.009052 0.220446\n",
+      "\t\t0.035913 -0.003789 0.220532 0.038001 0.009275 0.220460\n",
+      "\t\t0.035567 -0.003512 0.220548 0.037711 0.009501 0.220474\n",
+      "\t\t0.035227 -0.003227 0.220563 0.037423 0.009728 0.220489\n",
+      "\t\t0.034894 -0.002934 0.220578 0.037136 0.009957 0.220503\n",
+      "\t\t0.034566 -0.002635 0.220592 0.036851 0.010188 0.220517\n",
+      "\t\t0.034244 -0.002330 0.220606 0.036567 0.010420 0.220530\n",
+      "\t\t0.033928 -0.002020 0.220619 0.036284 0.010655 0.220544\n",
+      "\t\t0.033616 -0.001704 0.220632 0.036003 0.010891 0.220557\n",
+      "\t\t0.033310 -0.001384 0.220644 0.035724 0.011129 0.220570\n",
+      "\t\t0.033007 -0.001059 0.220656 0.035446 0.011368 0.220583\n",
+      "\t\t0.032710 -0.000731 0.220668 0.035169 0.011610 0.220596\n",
+      "\t\t0.032416 -0.000398 0.220678 0.034894 0.011853 0.220608\n",
+      "\t\t0.032127 -0.000063 0.220689 0.034621 0.012098 0.220620\n",
+      "\t\t0.031841 0.000276 0.220698 0.034349 0.012344 0.220632\n",
+      "\t\t0.031559 0.000619 0.220708 0.034079 0.012593 0.220644\n",
+      "\t\t0.031280 0.000963 0.220716 0.033810 0.012843 0.220655\n",
+      "\t\t0.031005 0.001311 0.220725 0.033543 0.013095 0.220666\n",
+      "\t\t0.030733 0.001661 0.220732 0.033278 0.013348 0.220677\n",
+      "\t\t0.030464 0.002014 0.220740 0.033014 0.013603 0.220687\n",
+      "\t\t0.030198 0.002369 0.220746 0.032752 0.013860 0.220697\n",
+      "\t\t0.029934 0.002725 0.220752 0.032491 0.014118 0.220707\n",
+      "\t\t0.029674 0.003084 0.220758 0.032232 0.014378 0.220716\n",
+      "\t\t0.029416 0.003445 0.220763 0.031974 0.014639 0.220725\n",
+      "\t\t0.029161 0.003808 0.220768 0.031718 0.014902 0.220734\n",
+      "\t\t0.028908 0.004172 0.220772 0.031464 0.015167 0.220742\n",
+      "\t\t0.028658 0.004538 0.220776 0.031211 0.015433 0.220750\n",
+      "\t\t0.028410 0.004906 0.220779 0.030960 0.015700 0.220757\n",
+      "\t\t0.028164 0.005275 0.220781 0.030710 0.015969 0.220764\n",
+      "\t\t0.027920 0.005645 0.220783 0.030462 0.016240 0.220771\n",
+      "\t\t0.027678 0.006017 0.220784 0.030215 0.016512 0.220777\n",
+      "\t\t0.027439 0.006390 0.220785 0.029970 0.016785 0.220783\n",
+      "\t\t0.027201 0.006764 0.220785 0.029727 0.017060 0.220788\n",
+      "\t\t0.026965 0.007140 0.220785 0.029485 0.017336 0.220793\n",
+      "\t\t0.026731 0.007517 0.220784 0.029245 0.017613 0.220797\n",
+      "\t\t0.026499 0.007894 0.220782 0.029006 0.017892 0.220801\n",
+      "\t\t0.026269 0.008273 0.220780 0.028769 0.018172 0.220804\n",
+      "\t\t0.026040 0.008653 0.220777 0.028533 0.018453 0.220807\n",
+      "\t\t0.025813 0.009034 0.220774 0.028298 0.018735 0.220810\n",
+      "\t\t0.025588 0.009416 0.220769 0.028066 0.019019 0.220812\n",
+      "\t\t0.025364 0.009799 0.220765 0.027834 0.019304 0.220813\n",
+      "\t\t0.025142 0.010183 0.220759 0.027604 0.019590 0.220814\n",
+      "\t\t0.024921 0.010567 0.220753 0.027376 0.019877 0.220814\n",
+      "\t\t0.024702 0.010953 0.220747 0.027149 0.020166 0.220813\n",
+      "\t\t0.024484 0.011339 0.220739 0.026923 0.020455 0.220813\n",
+      "\t\t0.024267 0.011726 0.220731 0.026699 0.020746 0.220811\n",
+      "\t\t0.024052 0.012114 0.220723 0.026477 0.021038 0.220809\n",
+      "\t\t0.023839 0.012502 0.220713 0.026255 0.021330 0.220806\n",
+      "\t\t0.023626 0.012892 0.220703 0.026035 0.021624 0.220803\n",
+      "\t\t0.023415 0.013282 0.220693 0.025817 0.021919 0.220799\n",
+      "\t\t0.023205 0.013672 0.220681 0.025600 0.022215 0.220795\n",
+      "\t\t0.022997 0.014064 0.220669 0.025384 0.022512 0.220789\n",
+      "\t\t0.022790 0.014456 0.220656 0.025169 0.022810 0.220784\n",
+      "\t\t0.022583 0.014848 0.220642 0.024956 0.023108 0.220777\n",
+      "\t\t0.022379 0.015241 0.220628 0.024745 0.023408 0.220770\n",
+      "\t\t0.022175 0.015635 0.220613 0.024534 0.023709 0.220762\n",
+      "\t\t0.021972 0.016030 0.220597 0.024325 0.024010 0.220754\n",
+      "\t\t0.021771 0.016425 0.220581 0.024117 0.024313 0.220745\n",
+      "\t\t0.021570 0.016820 0.220564 0.023910 0.024616 0.220735\n",
+      "\t\t0.021371 0.017216 0.220546 0.023705 0.024920 0.220724\n",
+      "\t\t0.021173 0.017613 0.220527 0.023501 0.025225 0.220713\n",
+      "\t\t0.020976 0.018010 0.220508 0.023298 0.025531 0.220701\n",
+      "\t\t0.020780 0.018408 0.220488 0.023097 0.025838 0.220688\n",
+      "\t\t0.020585 0.018806 0.220468 0.022896 0.026146 0.220675\n",
+      "\t\t0.020391 0.019205 0.220447 0.022697 0.026454 0.220661\n",
+      "\t\t0.020198 0.019605 0.220425 0.022499 0.026763 0.220646\n",
+      "\t\t0.020006 0.020004 0.220402 0.022303 0.027073 0.220630\n",
+      "\t\t0.019816 0.020405 0.220379 0.022107 0.027383 0.220614\n",
+      "\t\t0.019626 0.020805 0.220355 0.021913 0.027695 0.220597\n",
+      "\t\t0.019437 0.021207 0.220331 0.021720 0.028007 0.220579\n",
+      "\t\t0.019249 0.021608 0.220306 0.021528 0.028319 0.220560\n",
+      "\t\t0.019062 0.022010 0.220281 0.021337 0.028633 0.220541\n",
+      "\t\t0.018876 0.022413 0.220255 0.021147 0.028947 0.220521\n",
+      "\t\t0.018692 0.022816 0.220229 0.020958 0.029262 0.220500\n",
+      "\t\t0.018508 0.023220 0.220202 0.020771 0.029577 0.220479\n",
+      "\t\t0.018325 0.023624 0.220175 0.020584 0.029894 0.220457\n",
+      "\t\t0.018143 0.024028 0.220148 0.020399 0.030210 0.220435\n",
+      "\t\t0.017962 0.024433 0.220121 0.020215 0.030528 0.220411\n",
+      "\t\t0.017782 0.024838 0.220093 0.020032 0.030846 0.220387\n",
+      "\t\t0.017603 0.025244 0.220064 0.019850 0.031164 0.220363\n",
+      "\t\t0.017425 0.025650 0.220036 0.019669 0.031484 0.220338\n",
+      "\t\t0.017248 0.026057 0.220007 0.019489 0.031804 0.220312\n",
+      "\t\t0.017072 0.026464 0.219979 0.019310 0.032124 0.220286\n",
+      "\t\t0.016897 0.026871 0.219951 0.019132 0.032445 0.220260\n",
+      "\t\t0.016723 0.027279 0.219922 0.018955 0.032767 0.220233\n",
+      "\t\t0.016550 0.027687 0.219894 0.018779 0.033089 0.220205\n",
+      "\t\t0.016378 0.028096 0.219865 0.018604 0.033412 0.220177\n",
+      "\t\t0.016207 0.028505 0.219836 0.018431 0.033735 0.220149\n",
+      "\t\t0.016037 0.028915 0.219808 0.018258 0.034059 0.220121\n",
+      "\t\t0.015869 0.029325 0.219780 0.018086 0.034383 0.220092\n",
+      "\t\t0.015701 0.029735 0.219752 0.017915 0.034708 0.220063\n",
+      "\t\t0.015534 0.030146 0.219724 0.017745 0.035033 0.220033\n",
+      "\t\t0.015369 0.030558 0.219697 0.017576 0.035359 0.220004\n",
+      "\t\t0.015205 0.030970 0.219670 0.017408 0.035685 0.219974\n",
+      "\t\t0.015042 0.031382 0.219643 0.017242 0.036012 0.219945\n",
+      "\t\t0.014880 0.031795 0.219616 0.017075 0.036339 0.219916\n",
+      "\t\t0.014719 0.032208 0.219590 0.016910 0.036667 0.219886\n",
+      "\t\t0.014560 0.032622 0.219564 0.016746 0.036995 0.219857\n",
+      "\t\t0.014401 0.033036 0.219539 0.016583 0.037324 0.219827\n",
+      "\t\t0.014245 0.033451 0.219513 0.016421 0.037653 0.219798\n",
+      "\t\t0.014089 0.033866 0.219488 0.016259 0.037983 0.219769\n",
+      "\t\t0.013935 0.034282 0.219464 0.016099 0.038313 0.219740\n",
+      "\t\t0.013783 0.034699 0.219440 0.015939 0.038644 0.219711\n",
+      "\t\t0.013632 0.035116 0.219416 0.015781 0.038975 0.219683\n",
+      "\t\t0.013483 0.035533 0.219393 0.015623 0.039306 0.219655\n",
+      "\t\t0.013335 0.035951 0.219371 0.015466 0.039638 0.219627\n",
+      "\t\t0.013189 0.036370 0.219348 0.015310 0.039970 0.219599\n",
+      "\t\t0.013044 0.036789 0.219326 0.015155 0.040303 0.219572\n",
+      "\t\t0.012901 0.037209 0.219304 0.015001 0.040636 0.219545\n",
+      "\t\t0.012760 0.037629 0.219283 0.014848 0.040969 0.219519\n",
+      "\t\t0.012620 0.038050 0.219262 0.014695 0.041303 0.219493\n",
+      "\t\t0.012482 0.038471 0.219241 0.014544 0.041637 0.219468\n",
+      "\t\t0.012346 0.038893 0.219221 0.014393 0.041972 0.219442\n",
+      "\t\t0.012211 0.039316 0.219201 0.014243 0.042307 0.219418\n",
+      "\t\t0.012077 0.039738 0.219182 0.014094 0.042642 0.219393\n",
+      "\t\t0.011944 0.040161 0.219163 0.013946 0.042978 0.219370\n",
+      "\t\t0.011812 0.040585 0.219144 0.013799 0.043314 0.219347\n",
+      "\t\t0.011681 0.041008 0.219125 0.013653 0.043651 0.219324\n",
+      "\t\t0.011550 0.041432 0.219107 0.013507 0.043988 0.219302\n",
+      "\t\t0.011420 0.041856 0.219089 0.013362 0.044325 0.219280\n",
+      "\t\t0.011290 0.042280 0.219072 0.013219 0.044663 0.219258\n",
+      "\t\t0.011161 0.042704 0.219054 0.013076 0.045001 0.219237\n",
+      "\t\t0.011031 0.043128 0.219038 0.012933 0.045339 0.219217\n",
+      "\t\t0.010902 0.043552 0.219022 0.012792 0.045678 0.219197\n",
+      "\t\t0.010773 0.043977 0.219006 0.012651 0.046017 0.219177\n",
+      "\t\t0.010644 0.044401 0.218990 0.012512 0.046356 0.219158\n",
+      "\t\t0.010514 0.044825 0.218975 0.012373 0.046696 0.219140\n",
+      "\t\t0.010385 0.045249 0.218960 0.012234 0.047036 0.219122\n",
+      "\t\t0.010256 0.045674 0.218945 0.012097 0.047376 0.219104\n",
+      "\t\t0.010127 0.046098 0.218931 0.011961 0.047717 0.219086\n",
+      "\t\t0.009998 0.046522 0.218917 0.011825 0.048058 0.219069\n",
+      "\t\t0.009869 0.046946 0.218903 0.011689 0.048399 0.219052\n",
+      "\t\t0.009740 0.047370 0.218890 0.011555 0.048740 0.219036\n",
+      "\t\t0.009611 0.047795 0.218877 0.011421 0.049082 0.219020\n",
+      "\t\t0.009482 0.048219 0.218865 0.011287 0.049424 0.219005\n",
+      "\t\t0.009352 0.048643 0.218853 0.011154 0.049766 0.218990\n",
+      "\t\t0.009222 0.049067 0.218841 0.011022 0.050109 0.218975\n",
+      "\t\t0.009091 0.049491 0.218829 0.010882 0.050448 0.218959\n",
+      "\t\t0.008984 0.049920 0.218819 0.010669 0.050744 0.218937\n",
+      "\t\t0.009037 0.050357 0.218821 0.010363 0.050943 0.218909\n",
+      "\t\t0.009273 0.050728 0.218834 0.010006 0.051019 0.218881\n",
+      "\t\t0.009645 0.050963 0.218857 0.009645 0.050963 0.218857\n",
+      "\tsection 9\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048618 0.000643 0.223354 0.048618 0.000643 0.223354\n",
+      "\t\t0.048562 0.000205 0.223361 0.048567 0.001006 0.223361\n",
+      "\t\t0.048449 -0.000222 0.223375 0.048436 0.001347 0.223378\n",
+      "\t\t0.048303 -0.000639 0.223394 0.048247 0.001661 0.223403\n",
+      "\t\t0.048133 -0.001047 0.223416 0.048024 0.001950 0.223432\n",
+      "\t\t0.047945 -0.001447 0.223441 0.047776 0.002220 0.223465\n",
+      "\t\t0.047739 -0.001838 0.223469 0.047514 0.002475 0.223501\n",
+      "\t\t0.047517 -0.002221 0.223499 0.047240 0.002717 0.223538\n",
+      "\t\t0.047280 -0.002594 0.223531 0.046958 0.002951 0.223577\n",
+      "\t\t0.047028 -0.002956 0.223566 0.046671 0.003177 0.223617\n",
+      "\t\t0.046760 -0.003308 0.223603 0.046379 0.003397 0.223658\n",
+      "\t\t0.046477 -0.003648 0.223643 0.046083 0.003613 0.223697\n",
+      "\t\t0.046179 -0.003974 0.223683 0.045785 0.003825 0.223736\n",
+      "\t\t0.045865 -0.004285 0.223724 0.045485 0.004034 0.223772\n",
+      "\t\t0.045535 -0.004579 0.223764 0.045183 0.004241 0.223807\n",
+      "\t\t0.045190 -0.004855 0.223803 0.044880 0.004446 0.223837\n",
+      "\t\t0.044828 -0.005109 0.223838 0.044576 0.004650 0.223864\n",
+      "\t\t0.044451 -0.005340 0.223869 0.044272 0.004853 0.223887\n",
+      "\t\t0.044060 -0.005545 0.223894 0.043967 0.005056 0.223906\n",
+      "\t\t0.043655 -0.005721 0.223913 0.043663 0.005259 0.223921\n",
+      "\t\t0.043237 -0.005867 0.223928 0.043358 0.005461 0.223933\n",
+      "\t\t0.042810 -0.005981 0.223940 0.043053 0.005664 0.223944\n",
+      "\t\t0.042376 -0.006061 0.223951 0.042749 0.005867 0.223954\n",
+      "\t\t0.041936 -0.006107 0.223964 0.042445 0.006071 0.223964\n",
+      "\t\t0.041494 -0.006119 0.223977 0.042142 0.006275 0.223974\n",
+      "\t\t0.041053 -0.006098 0.223990 0.041839 0.006481 0.223985\n",
+      "\t\t0.040614 -0.006046 0.224004 0.041537 0.006687 0.223995\n",
+      "\t\t0.040180 -0.005965 0.224018 0.041236 0.006895 0.224005\n",
+      "\t\t0.039751 -0.005857 0.224031 0.040936 0.007104 0.224016\n",
+      "\t\t0.039330 -0.005724 0.224045 0.040636 0.007314 0.224026\n",
+      "\t\t0.038916 -0.005568 0.224058 0.040338 0.007526 0.224036\n",
+      "\t\t0.038510 -0.005393 0.224071 0.040040 0.007739 0.224047\n",
+      "\t\t0.038113 -0.005199 0.224084 0.039744 0.007953 0.224057\n",
+      "\t\t0.037724 -0.004989 0.224097 0.039448 0.008169 0.224068\n",
+      "\t\t0.037344 -0.004765 0.224109 0.039154 0.008387 0.224078\n",
+      "\t\t0.036971 -0.004527 0.224121 0.038861 0.008606 0.224088\n",
+      "\t\t0.036606 -0.004278 0.224132 0.038570 0.008827 0.224099\n",
+      "\t\t0.036248 -0.004018 0.224143 0.038279 0.009049 0.224109\n",
+      "\t\t0.035898 -0.003749 0.224153 0.037990 0.009274 0.224119\n",
+      "\t\t0.035554 -0.003471 0.224163 0.037702 0.009500 0.224128\n",
+      "\t\t0.035217 -0.003186 0.224173 0.037416 0.009727 0.224138\n",
+      "\t\t0.034886 -0.002893 0.224182 0.037131 0.009957 0.224147\n",
+      "\t\t0.034560 -0.002594 0.224190 0.036848 0.010188 0.224157\n",
+      "\t\t0.034241 -0.002288 0.224198 0.036565 0.010421 0.224166\n",
+      "\t\t0.033926 -0.001978 0.224206 0.036285 0.010655 0.224175\n",
+      "\t\t0.033617 -0.001662 0.224213 0.036005 0.010892 0.224183\n",
+      "\t\t0.033312 -0.001342 0.224220 0.035728 0.011130 0.224192\n",
+      "\t\t0.033012 -0.001018 0.224226 0.035451 0.011370 0.224200\n",
+      "\t\t0.032717 -0.000689 0.224231 0.035177 0.011612 0.224208\n",
+      "\t\t0.032425 -0.000357 0.224237 0.034903 0.011855 0.224215\n",
+      "\t\t0.032137 -0.000021 0.224241 0.034632 0.012100 0.224223\n",
+      "\t\t0.031854 0.000317 0.224245 0.034362 0.012347 0.224230\n",
+      "\t\t0.031573 0.000659 0.224249 0.034093 0.012595 0.224237\n",
+      "\t\t0.031297 0.001004 0.224252 0.033826 0.012845 0.224243\n",
+      "\t\t0.031023 0.001351 0.224255 0.033561 0.013097 0.224249\n",
+      "\t\t0.030753 0.001701 0.224257 0.033297 0.013350 0.224255\n",
+      "\t\t0.030486 0.002053 0.224259 0.033034 0.013606 0.224260\n",
+      "\t\t0.030222 0.002407 0.224260 0.032774 0.013862 0.224266\n",
+      "\t\t0.029960 0.002763 0.224260 0.032514 0.014120 0.224270\n",
+      "\t\t0.029701 0.003122 0.224260 0.032257 0.014380 0.224275\n",
+      "\t\t0.029445 0.003482 0.224259 0.032001 0.014641 0.224279\n",
+      "\t\t0.029192 0.003844 0.224258 0.031746 0.014904 0.224282\n",
+      "\t\t0.028941 0.004207 0.224257 0.031493 0.015169 0.224285\n",
+      "\t\t0.028692 0.004573 0.224255 0.031242 0.015434 0.224288\n",
+      "\t\t0.028445 0.004939 0.224252 0.030992 0.015702 0.224290\n",
+      "\t\t0.028201 0.005308 0.224248 0.030744 0.015971 0.224292\n",
+      "\t\t0.027959 0.005677 0.224244 0.030497 0.016241 0.224294\n",
+      "\t\t0.027719 0.006048 0.224240 0.030252 0.016512 0.224295\n",
+      "\t\t0.027481 0.006421 0.224235 0.030008 0.016785 0.224295\n",
+      "\t\t0.027244 0.006794 0.224229 0.029766 0.017059 0.224295\n",
+      "\t\t0.027010 0.007169 0.224222 0.029525 0.017335 0.224295\n",
+      "\t\t0.026778 0.007545 0.224215 0.029286 0.017612 0.224294\n",
+      "\t\t0.026547 0.007922 0.224208 0.029049 0.017890 0.224292\n",
+      "\t\t0.026318 0.008300 0.224200 0.028812 0.018170 0.224290\n",
+      "\t\t0.026091 0.008679 0.224191 0.028578 0.018450 0.224288\n",
+      "\t\t0.025865 0.009059 0.224181 0.028345 0.018732 0.224285\n",
+      "\t\t0.025641 0.009440 0.224170 0.028113 0.019015 0.224281\n",
+      "\t\t0.025418 0.009822 0.224159 0.027883 0.019300 0.224277\n",
+      "\t\t0.025197 0.010204 0.224148 0.027654 0.019585 0.224272\n",
+      "\t\t0.024978 0.010588 0.224135 0.027426 0.019872 0.224266\n",
+      "\t\t0.024760 0.010972 0.224122 0.027200 0.020160 0.224260\n",
+      "\t\t0.024543 0.011358 0.224109 0.026976 0.020448 0.224253\n",
+      "\t\t0.024328 0.011744 0.224094 0.026753 0.020738 0.224246\n",
+      "\t\t0.024114 0.012130 0.224079 0.026531 0.021029 0.224238\n",
+      "\t\t0.023902 0.012518 0.224062 0.026311 0.021321 0.224230\n",
+      "\t\t0.023691 0.012906 0.224046 0.026092 0.021615 0.224221\n",
+      "\t\t0.023481 0.013295 0.224028 0.025874 0.021909 0.224211\n",
+      "\t\t0.023272 0.013685 0.224010 0.025658 0.022204 0.224200\n",
+      "\t\t0.023064 0.014075 0.223991 0.025443 0.022500 0.224189\n",
+      "\t\t0.022858 0.014466 0.223971 0.025229 0.022797 0.224177\n",
+      "\t\t0.022653 0.014857 0.223950 0.025017 0.023095 0.224164\n",
+      "\t\t0.022449 0.015249 0.223929 0.024806 0.023394 0.224151\n",
+      "\t\t0.022247 0.015642 0.223906 0.024596 0.023694 0.224137\n",
+      "\t\t0.022045 0.016035 0.223883 0.024388 0.023994 0.224122\n",
+      "\t\t0.021845 0.016429 0.223860 0.024181 0.024296 0.224106\n",
+      "\t\t0.021645 0.016824 0.223835 0.023975 0.024598 0.224089\n",
+      "\t\t0.021447 0.017219 0.223810 0.023770 0.024902 0.224072\n",
+      "\t\t0.021250 0.017614 0.223783 0.023567 0.025206 0.224054\n",
+      "\t\t0.021054 0.018010 0.223757 0.023364 0.025511 0.224036\n",
+      "\t\t0.020858 0.018407 0.223729 0.023163 0.025816 0.224016\n",
+      "\t\t0.020664 0.018804 0.223701 0.022964 0.026123 0.223996\n",
+      "\t\t0.020471 0.019201 0.223672 0.022765 0.026430 0.223975\n",
+      "\t\t0.020279 0.019599 0.223642 0.022568 0.026738 0.223953\n",
+      "\t\t0.020088 0.019998 0.223612 0.022372 0.027047 0.223930\n",
+      "\t\t0.019898 0.020397 0.223580 0.022177 0.027357 0.223906\n",
+      "\t\t0.019709 0.020796 0.223549 0.021983 0.027667 0.223882\n",
+      "\t\t0.019521 0.021196 0.223516 0.021790 0.027978 0.223857\n",
+      "\t\t0.019334 0.021597 0.223484 0.021598 0.028290 0.223831\n",
+      "\t\t0.019148 0.021998 0.223450 0.021408 0.028602 0.223805\n",
+      "\t\t0.018963 0.022399 0.223416 0.021219 0.028915 0.223777\n",
+      "\t\t0.018779 0.022801 0.223382 0.021030 0.029229 0.223749\n",
+      "\t\t0.018596 0.023203 0.223347 0.020843 0.029543 0.223720\n",
+      "\t\t0.018414 0.023606 0.223311 0.020657 0.029858 0.223691\n",
+      "\t\t0.018232 0.024009 0.223276 0.020472 0.030174 0.223660\n",
+      "\t\t0.018052 0.024412 0.223240 0.020288 0.030490 0.223629\n",
+      "\t\t0.017873 0.024816 0.223204 0.020105 0.030807 0.223597\n",
+      "\t\t0.017694 0.025220 0.223168 0.019924 0.031125 0.223565\n",
+      "\t\t0.017517 0.025625 0.223131 0.019743 0.031443 0.223532\n",
+      "\t\t0.017341 0.026030 0.223094 0.019563 0.031761 0.223498\n",
+      "\t\t0.017165 0.026436 0.223057 0.019385 0.032081 0.223464\n",
+      "\t\t0.016991 0.026842 0.223021 0.019207 0.032401 0.223430\n",
+      "\t\t0.016817 0.027249 0.222984 0.019030 0.032721 0.223394\n",
+      "\t\t0.016645 0.027655 0.222947 0.018855 0.033042 0.223359\n",
+      "\t\t0.016473 0.028063 0.222911 0.018680 0.033363 0.223322\n",
+      "\t\t0.016303 0.028471 0.222874 0.018506 0.033685 0.223286\n",
+      "\t\t0.016133 0.028879 0.222838 0.018334 0.034008 0.223250\n",
+      "\t\t0.015965 0.029287 0.222802 0.018162 0.034331 0.223213\n",
+      "\t\t0.015797 0.029696 0.222766 0.017991 0.034655 0.223176\n",
+      "\t\t0.015631 0.030106 0.222731 0.017821 0.034979 0.223138\n",
+      "\t\t0.015466 0.030516 0.222696 0.017653 0.035303 0.223100\n",
+      "\t\t0.015302 0.030926 0.222661 0.017485 0.035629 0.223063\n",
+      "\t\t0.015139 0.031337 0.222626 0.017318 0.035954 0.223025\n",
+      "\t\t0.014978 0.031748 0.222592 0.017152 0.036280 0.222988\n",
+      "\t\t0.014817 0.032160 0.222559 0.016987 0.036607 0.222950\n",
+      "\t\t0.014658 0.032572 0.222526 0.016823 0.036934 0.222913\n",
+      "\t\t0.014500 0.032985 0.222493 0.016659 0.037261 0.222875\n",
+      "\t\t0.014343 0.033398 0.222461 0.016497 0.037589 0.222838\n",
+      "\t\t0.014188 0.033812 0.222429 0.016336 0.037917 0.222801\n",
+      "\t\t0.014034 0.034226 0.222398 0.016175 0.038246 0.222764\n",
+      "\t\t0.013881 0.034641 0.222367 0.016016 0.038575 0.222728\n",
+      "\t\t0.013730 0.035056 0.222337 0.015857 0.038905 0.222692\n",
+      "\t\t0.013581 0.035472 0.222307 0.015699 0.039235 0.222656\n",
+      "\t\t0.013432 0.035889 0.222278 0.015542 0.039566 0.222621\n",
+      "\t\t0.013286 0.036306 0.222250 0.015386 0.039897 0.222585\n",
+      "\t\t0.013141 0.036723 0.222221 0.015231 0.040228 0.222551\n",
+      "\t\t0.012998 0.037141 0.222194 0.015077 0.040560 0.222517\n",
+      "\t\t0.012856 0.037560 0.222166 0.014923 0.040892 0.222484\n",
+      "\t\t0.012716 0.037979 0.222140 0.014771 0.041224 0.222451\n",
+      "\t\t0.012577 0.038399 0.222113 0.014619 0.041557 0.222418\n",
+      "\t\t0.012440 0.038819 0.222087 0.014468 0.041890 0.222386\n",
+      "\t\t0.012304 0.039239 0.222062 0.014318 0.042224 0.222355\n",
+      "\t\t0.012169 0.039660 0.222037 0.014169 0.042558 0.222324\n",
+      "\t\t0.012035 0.040081 0.222013 0.014020 0.042893 0.222293\n",
+      "\t\t0.011902 0.040503 0.221989 0.013873 0.043227 0.222264\n",
+      "\t\t0.011770 0.040925 0.221965 0.013726 0.043563 0.222235\n",
+      "\t\t0.011639 0.041346 0.221942 0.013580 0.043898 0.222206\n",
+      "\t\t0.011507 0.041768 0.221919 0.013435 0.044234 0.222178\n",
+      "\t\t0.011376 0.042191 0.221896 0.013291 0.044570 0.222151\n",
+      "\t\t0.011246 0.042613 0.221875 0.013148 0.044907 0.222124\n",
+      "\t\t0.011115 0.043035 0.221853 0.013005 0.045244 0.222097\n",
+      "\t\t0.010985 0.043457 0.221832 0.012863 0.045581 0.222071\n",
+      "\t\t0.010855 0.043880 0.221812 0.012722 0.045919 0.222046\n",
+      "\t\t0.010724 0.044302 0.221792 0.012582 0.046257 0.222022\n",
+      "\t\t0.010594 0.044724 0.221772 0.012443 0.046595 0.221998\n",
+      "\t\t0.010464 0.045146 0.221752 0.012304 0.046934 0.221974\n",
+      "\t\t0.010333 0.045569 0.221733 0.012166 0.047273 0.221951\n",
+      "\t\t0.010203 0.045991 0.221715 0.012029 0.047612 0.221928\n",
+      "\t\t0.010073 0.046413 0.221697 0.011893 0.047951 0.221906\n",
+      "\t\t0.009943 0.046836 0.221679 0.011757 0.048291 0.221885\n",
+      "\t\t0.009812 0.047258 0.221662 0.011622 0.048631 0.221863\n",
+      "\t\t0.009682 0.047680 0.221645 0.011487 0.048971 0.221843\n",
+      "\t\t0.009552 0.048103 0.221629 0.011353 0.049312 0.221823\n",
+      "\t\t0.009422 0.048525 0.221613 0.011219 0.049652 0.221803\n",
+      "\t\t0.009290 0.048947 0.221597 0.011086 0.049993 0.221783\n",
+      "\t\t0.009158 0.049369 0.221582 0.010946 0.050331 0.221763\n",
+      "\t\t0.009050 0.049797 0.221569 0.010730 0.050624 0.221734\n",
+      "\t\t0.009104 0.050232 0.221572 0.010424 0.050821 0.221697\n",
+      "\t\t0.009338 0.050602 0.221591 0.010068 0.050895 0.221658\n",
+      "\t\t0.009709 0.050837 0.221623 0.009709 0.050837 0.221623\n",
+      "\tsection 10\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048595 0.000607 0.227158 0.048595 0.000607 0.227158\n",
+      "\t\t0.048539 0.000170 0.227164 0.048542 0.000969 0.227164\n",
+      "\t\t0.048424 -0.000255 0.227178 0.048409 0.001308 0.227180\n",
+      "\t\t0.048278 -0.000671 0.227195 0.048220 0.001620 0.227203\n",
+      "\t\t0.048109 -0.001078 0.227215 0.047995 0.001908 0.227230\n",
+      "\t\t0.047920 -0.001476 0.227238 0.047749 0.002177 0.227260\n",
+      "\t\t0.047715 -0.001866 0.227263 0.047487 0.002431 0.227293\n",
+      "\t\t0.047494 -0.002247 0.227291 0.047214 0.002673 0.227327\n",
+      "\t\t0.047257 -0.002619 0.227320 0.046933 0.002907 0.227362\n",
+      "\t\t0.047005 -0.002981 0.227352 0.046647 0.003133 0.227399\n",
+      "\t\t0.046738 -0.003331 0.227386 0.046356 0.003353 0.227436\n",
+      "\t\t0.046456 -0.003670 0.227422 0.046062 0.003569 0.227471\n",
+      "\t\t0.046158 -0.003995 0.227458 0.045765 0.003782 0.227506\n",
+      "\t\t0.045845 -0.004305 0.227495 0.045467 0.003992 0.227538\n",
+      "\t\t0.045516 -0.004598 0.227531 0.045167 0.004199 0.227568\n",
+      "\t\t0.045171 -0.004873 0.227564 0.044865 0.004405 0.227594\n",
+      "\t\t0.044811 -0.005126 0.227595 0.044563 0.004610 0.227617\n",
+      "\t\t0.044435 -0.005356 0.227620 0.044261 0.004814 0.227636\n",
+      "\t\t0.044044 -0.005560 0.227640 0.043958 0.005017 0.227651\n",
+      "\t\t0.043640 -0.005735 0.227654 0.043655 0.005221 0.227662\n",
+      "\t\t0.043224 -0.005880 0.227663 0.043352 0.005424 0.227670\n",
+      "\t\t0.042797 -0.005992 0.227669 0.043049 0.005628 0.227677\n",
+      "\t\t0.042364 -0.006070 0.227674 0.042746 0.005832 0.227683\n",
+      "\t\t0.041925 -0.006114 0.227680 0.042444 0.006037 0.227689\n",
+      "\t\t0.041485 -0.006125 0.227687 0.042143 0.006242 0.227695\n",
+      "\t\t0.041044 -0.006102 0.227694 0.041842 0.006449 0.227701\n",
+      "\t\t0.040607 -0.006048 0.227701 0.041542 0.006656 0.227707\n",
+      "\t\t0.040174 -0.005965 0.227708 0.041242 0.006865 0.227713\n",
+      "\t\t0.039748 -0.005854 0.227715 0.040944 0.007075 0.227719\n",
+      "\t\t0.039328 -0.005719 0.227722 0.040646 0.007286 0.227725\n",
+      "\t\t0.038917 -0.005562 0.227729 0.040349 0.007499 0.227731\n",
+      "\t\t0.038513 -0.005385 0.227736 0.040054 0.007712 0.227737\n",
+      "\t\t0.038118 -0.005189 0.227742 0.039759 0.007928 0.227743\n",
+      "\t\t0.037731 -0.004978 0.227749 0.039466 0.008145 0.227749\n",
+      "\t\t0.037353 -0.004752 0.227755 0.039173 0.008363 0.227755\n",
+      "\t\t0.036983 -0.004513 0.227760 0.038882 0.008583 0.227761\n",
+      "\t\t0.036620 -0.004263 0.227765 0.038592 0.008805 0.227766\n",
+      "\t\t0.036265 -0.004002 0.227770 0.038304 0.009028 0.227772\n",
+      "\t\t0.035916 -0.003732 0.227775 0.038016 0.009253 0.227777\n",
+      "\t\t0.035575 -0.003453 0.227779 0.037730 0.009480 0.227782\n",
+      "\t\t0.035240 -0.003167 0.227782 0.037446 0.009709 0.227787\n",
+      "\t\t0.034911 -0.002874 0.227786 0.037163 0.009939 0.227792\n",
+      "\t\t0.034588 -0.002574 0.227788 0.036881 0.010171 0.227797\n",
+      "\t\t0.034270 -0.002268 0.227791 0.036600 0.010404 0.227801\n",
+      "\t\t0.033958 -0.001958 0.227793 0.036321 0.010639 0.227805\n",
+      "\t\t0.033651 -0.001642 0.227794 0.036044 0.010876 0.227809\n",
+      "\t\t0.033348 -0.001321 0.227795 0.035768 0.011115 0.227813\n",
+      "\t\t0.033050 -0.000997 0.227795 0.035493 0.011355 0.227816\n",
+      "\t\t0.032757 -0.000668 0.227795 0.035220 0.011598 0.227820\n",
+      "\t\t0.032467 -0.000336 0.227795 0.034949 0.011841 0.227822\n",
+      "\t\t0.032181 -0.000000 0.227794 0.034679 0.012087 0.227825\n",
+      "\t\t0.031899 0.000339 0.227792 0.034410 0.012334 0.227827\n",
+      "\t\t0.031621 0.000680 0.227790 0.034143 0.012583 0.227829\n",
+      "\t\t0.031346 0.001025 0.227788 0.033878 0.012833 0.227831\n",
+      "\t\t0.031075 0.001372 0.227785 0.033614 0.013085 0.227832\n",
+      "\t\t0.030806 0.001721 0.227781 0.033351 0.013339 0.227833\n",
+      "\t\t0.030541 0.002073 0.227777 0.033091 0.013594 0.227834\n",
+      "\t\t0.030278 0.002427 0.227773 0.032831 0.013851 0.227834\n",
+      "\t\t0.030019 0.002783 0.227768 0.032574 0.014109 0.227834\n",
+      "\t\t0.029762 0.003141 0.227762 0.032317 0.014369 0.227833\n",
+      "\t\t0.029507 0.003501 0.227756 0.032063 0.014631 0.227832\n",
+      "\t\t0.029255 0.003862 0.227749 0.031810 0.014894 0.227831\n",
+      "\t\t0.029006 0.004226 0.227741 0.031558 0.015158 0.227829\n",
+      "\t\t0.028758 0.004591 0.227734 0.031308 0.015424 0.227826\n",
+      "\t\t0.028514 0.004957 0.227725 0.031060 0.015691 0.227824\n",
+      "\t\t0.028271 0.005325 0.227716 0.030813 0.015960 0.227820\n",
+      "\t\t0.028030 0.005694 0.227706 0.030567 0.016230 0.227817\n",
+      "\t\t0.027791 0.006064 0.227696 0.030323 0.016501 0.227812\n",
+      "\t\t0.027555 0.006436 0.227684 0.030081 0.016774 0.227808\n",
+      "\t\t0.027320 0.006809 0.227673 0.029840 0.017048 0.227802\n",
+      "\t\t0.027087 0.007183 0.227660 0.029601 0.017324 0.227797\n",
+      "\t\t0.026856 0.007559 0.227647 0.029363 0.017600 0.227790\n",
+      "\t\t0.026627 0.007935 0.227634 0.029126 0.017878 0.227783\n",
+      "\t\t0.026399 0.008312 0.227619 0.028891 0.018158 0.227776\n",
+      "\t\t0.026173 0.008691 0.227604 0.028658 0.018438 0.227768\n",
+      "\t\t0.025949 0.009070 0.227588 0.028426 0.018720 0.227759\n",
+      "\t\t0.025726 0.009450 0.227572 0.028195 0.019002 0.227750\n",
+      "\t\t0.025505 0.009831 0.227554 0.027966 0.019286 0.227740\n",
+      "\t\t0.025285 0.010213 0.227536 0.027738 0.019572 0.227730\n",
+      "\t\t0.025067 0.010596 0.227518 0.027512 0.019858 0.227719\n",
+      "\t\t0.024850 0.010980 0.227498 0.027287 0.020145 0.227707\n",
+      "\t\t0.024635 0.011364 0.227478 0.027063 0.020434 0.227694\n",
+      "\t\t0.024421 0.011750 0.227457 0.026841 0.020723 0.227681\n",
+      "\t\t0.024208 0.012136 0.227434 0.026620 0.021014 0.227668\n",
+      "\t\t0.023997 0.012522 0.227412 0.026400 0.021305 0.227653\n",
+      "\t\t0.023787 0.012910 0.227388 0.026182 0.021598 0.227638\n",
+      "\t\t0.023578 0.013298 0.227364 0.025965 0.021891 0.227622\n",
+      "\t\t0.023370 0.013686 0.227339 0.025750 0.022186 0.227605\n",
+      "\t\t0.023164 0.014076 0.227313 0.025536 0.022481 0.227588\n",
+      "\t\t0.022959 0.014466 0.227286 0.025323 0.022778 0.227570\n",
+      "\t\t0.022755 0.014857 0.227258 0.025111 0.023075 0.227551\n",
+      "\t\t0.022552 0.015248 0.227229 0.024901 0.023373 0.227531\n",
+      "\t\t0.022350 0.015640 0.227200 0.024692 0.023672 0.227511\n",
+      "\t\t0.022150 0.016032 0.227169 0.024484 0.023972 0.227490\n",
+      "\t\t0.021950 0.016425 0.227138 0.024278 0.024273 0.227467\n",
+      "\t\t0.021752 0.016818 0.227106 0.024073 0.024575 0.227444\n",
+      "\t\t0.021554 0.017212 0.227073 0.023869 0.024878 0.227420\n",
+      "\t\t0.021358 0.017607 0.227040 0.023666 0.025181 0.227396\n",
+      "\t\t0.021163 0.018002 0.227005 0.023464 0.025485 0.227370\n",
+      "\t\t0.020969 0.018398 0.226970 0.023264 0.025790 0.227344\n",
+      "\t\t0.020776 0.018794 0.226934 0.023064 0.026096 0.227317\n",
+      "\t\t0.020583 0.019190 0.226897 0.022866 0.026403 0.227289\n",
+      "\t\t0.020392 0.019587 0.226859 0.022670 0.026710 0.227260\n",
+      "\t\t0.020202 0.019985 0.226821 0.022474 0.027018 0.227230\n",
+      "\t\t0.020013 0.020383 0.226782 0.022279 0.027327 0.227199\n",
+      "\t\t0.019825 0.020782 0.226742 0.022086 0.027636 0.227168\n",
+      "\t\t0.019637 0.021180 0.226702 0.021893 0.027946 0.227136\n",
+      "\t\t0.019451 0.021580 0.226661 0.021702 0.028257 0.227103\n",
+      "\t\t0.019266 0.021980 0.226619 0.021512 0.028569 0.227068\n",
+      "\t\t0.019081 0.022380 0.226577 0.021323 0.028881 0.227033\n",
+      "\t\t0.018898 0.022781 0.226534 0.021135 0.029194 0.226997\n",
+      "\t\t0.018715 0.023182 0.226491 0.020948 0.029507 0.226961\n",
+      "\t\t0.018534 0.023583 0.226448 0.020763 0.029821 0.226924\n",
+      "\t\t0.018353 0.023985 0.226404 0.020578 0.030136 0.226886\n",
+      "\t\t0.018174 0.024388 0.226360 0.020394 0.030451 0.226847\n",
+      "\t\t0.017995 0.024791 0.226316 0.020212 0.030767 0.226807\n",
+      "\t\t0.017817 0.025194 0.226271 0.020030 0.031084 0.226767\n",
+      "\t\t0.017640 0.025597 0.226226 0.019850 0.031401 0.226726\n",
+      "\t\t0.017464 0.026001 0.226181 0.019670 0.031719 0.226684\n",
+      "\t\t0.017289 0.026406 0.226136 0.019492 0.032037 0.226642\n",
+      "\t\t0.017115 0.026811 0.226091 0.019314 0.032356 0.226600\n",
+      "\t\t0.016942 0.027216 0.226046 0.019138 0.032675 0.226556\n",
+      "\t\t0.016770 0.027622 0.226001 0.018962 0.032995 0.226512\n",
+      "\t\t0.016599 0.028028 0.225957 0.018788 0.033316 0.226468\n",
+      "\t\t0.016429 0.028435 0.225912 0.018614 0.033637 0.226424\n",
+      "\t\t0.016260 0.028842 0.225868 0.018441 0.033958 0.226379\n",
+      "\t\t0.016092 0.029249 0.225824 0.018270 0.034280 0.226334\n",
+      "\t\t0.015925 0.029657 0.225781 0.018099 0.034603 0.226288\n",
+      "\t\t0.015759 0.030065 0.225737 0.017929 0.034926 0.226243\n",
+      "\t\t0.015594 0.030474 0.225694 0.017761 0.035250 0.226197\n",
+      "\t\t0.015431 0.030883 0.225652 0.017593 0.035574 0.226151\n",
+      "\t\t0.015268 0.031292 0.225610 0.017426 0.035898 0.226105\n",
+      "\t\t0.015106 0.031702 0.225568 0.017260 0.036223 0.226060\n",
+      "\t\t0.014946 0.032113 0.225528 0.017095 0.036549 0.226014\n",
+      "\t\t0.014787 0.032524 0.225487 0.016930 0.036874 0.225969\n",
+      "\t\t0.014629 0.032935 0.225448 0.016767 0.037201 0.225923\n",
+      "\t\t0.014472 0.033347 0.225408 0.016605 0.037528 0.225878\n",
+      "\t\t0.014317 0.033760 0.225370 0.016443 0.037855 0.225833\n",
+      "\t\t0.014163 0.034173 0.225331 0.016283 0.038183 0.225789\n",
+      "\t\t0.014010 0.034586 0.225294 0.016123 0.038511 0.225745\n",
+      "\t\t0.013859 0.035000 0.225257 0.015964 0.038839 0.225701\n",
+      "\t\t0.013709 0.035414 0.225221 0.015806 0.039168 0.225658\n",
+      "\t\t0.013561 0.035829 0.225186 0.015649 0.039498 0.225615\n",
+      "\t\t0.013414 0.036245 0.225151 0.015493 0.039827 0.225572\n",
+      "\t\t0.013269 0.036661 0.225117 0.015337 0.040158 0.225530\n",
+      "\t\t0.013125 0.037077 0.225083 0.015183 0.040488 0.225489\n",
+      "\t\t0.012983 0.037494 0.225050 0.015029 0.040819 0.225449\n",
+      "\t\t0.012842 0.037912 0.225017 0.014876 0.041150 0.225409\n",
+      "\t\t0.012702 0.038330 0.224985 0.014724 0.041482 0.225369\n",
+      "\t\t0.012564 0.038749 0.224954 0.014573 0.041814 0.225330\n",
+      "\t\t0.012427 0.039168 0.224923 0.014423 0.042147 0.225292\n",
+      "\t\t0.012292 0.039587 0.224893 0.014273 0.042480 0.225254\n",
+      "\t\t0.012157 0.040006 0.224863 0.014124 0.042813 0.225217\n",
+      "\t\t0.012023 0.040426 0.224834 0.013976 0.043147 0.225181\n",
+      "\t\t0.011890 0.040846 0.224805 0.013829 0.043481 0.225146\n",
+      "\t\t0.011757 0.041267 0.224776 0.013683 0.043815 0.225111\n",
+      "\t\t0.011625 0.041687 0.224749 0.013538 0.044150 0.225077\n",
+      "\t\t0.011493 0.042107 0.224721 0.013393 0.044485 0.225043\n",
+      "\t\t0.011361 0.042528 0.224695 0.013249 0.044820 0.225010\n",
+      "\t\t0.011229 0.042948 0.224669 0.013106 0.045156 0.224978\n",
+      "\t\t0.011097 0.043369 0.224643 0.012964 0.045492 0.224946\n",
+      "\t\t0.010966 0.043790 0.224618 0.012823 0.045829 0.224915\n",
+      "\t\t0.010834 0.044210 0.224593 0.012682 0.046165 0.224886\n",
+      "\t\t0.010703 0.044631 0.224569 0.012542 0.046502 0.224856\n",
+      "\t\t0.010571 0.045051 0.224545 0.012403 0.046840 0.224827\n",
+      "\t\t0.010440 0.045472 0.224522 0.012265 0.047177 0.224799\n",
+      "\t\t0.010309 0.045893 0.224499 0.012127 0.047515 0.224771\n",
+      "\t\t0.010177 0.046313 0.224477 0.011990 0.047854 0.224743\n",
+      "\t\t0.010046 0.046734 0.224455 0.011854 0.048192 0.224717\n",
+      "\t\t0.009914 0.047155 0.224434 0.011718 0.048531 0.224691\n",
+      "\t\t0.009783 0.047575 0.224413 0.011583 0.048870 0.224665\n",
+      "\t\t0.009651 0.047996 0.224393 0.011448 0.049209 0.224640\n",
+      "\t\t0.009520 0.048416 0.224374 0.011313 0.049548 0.224616\n",
+      "\t\t0.009387 0.048837 0.224354 0.011180 0.049888 0.224592\n",
+      "\t\t0.009253 0.049257 0.224335 0.011038 0.050224 0.224567\n",
+      "\t\t0.009145 0.049683 0.224319 0.010821 0.050515 0.224530\n",
+      "\t\t0.009199 0.050117 0.224323 0.010514 0.050710 0.224484\n",
+      "\t\t0.009432 0.050487 0.224347 0.010159 0.050781 0.224435\n",
+      "\t\t0.009800 0.050722 0.224390 0.009800 0.050722 0.224390\n",
+      "\tsection 11\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048614 0.000545 0.230962 0.048614 0.000545 0.230962\n",
+      "\t\t0.048556 0.000109 0.230968 0.048558 0.000906 0.230968\n",
+      "\t\t0.048441 -0.000315 0.230980 0.048423 0.001243 0.230982\n",
+      "\t\t0.048295 -0.000729 0.230996 0.048232 0.001553 0.231003\n",
+      "\t\t0.048125 -0.001135 0.231014 0.048007 0.001840 0.231028\n",
+      "\t\t0.047936 -0.001532 0.231035 0.047760 0.002108 0.231056\n",
+      "\t\t0.047731 -0.001921 0.231058 0.047498 0.002361 0.231085\n",
+      "\t\t0.047510 -0.002301 0.231083 0.047226 0.002603 0.231115\n",
+      "\t\t0.047273 -0.002672 0.231110 0.046947 0.002836 0.231147\n",
+      "\t\t0.047022 -0.003032 0.231138 0.046661 0.003063 0.231180\n",
+      "\t\t0.046755 -0.003382 0.231168 0.046372 0.003284 0.231213\n",
+      "\t\t0.046474 -0.003719 0.231201 0.046079 0.003500 0.231245\n",
+      "\t\t0.046176 -0.004044 0.231233 0.045784 0.003713 0.231275\n",
+      "\t\t0.045864 -0.004353 0.231266 0.045486 0.003924 0.231303\n",
+      "\t\t0.045535 -0.004645 0.231297 0.045188 0.004132 0.231329\n",
+      "\t\t0.045191 -0.004919 0.231326 0.044888 0.004339 0.231352\n",
+      "\t\t0.044831 -0.005171 0.231352 0.044587 0.004545 0.231370\n",
+      "\t\t0.044456 -0.005400 0.231372 0.044286 0.004750 0.231385\n",
+      "\t\t0.044066 -0.005603 0.231386 0.043985 0.004955 0.231396\n",
+      "\t\t0.043662 -0.005777 0.231394 0.043684 0.005159 0.231403\n",
+      "\t\t0.043246 -0.005920 0.231398 0.043383 0.005364 0.231407\n",
+      "\t\t0.042821 -0.006030 0.231398 0.043081 0.005569 0.231410\n",
+      "\t\t0.042388 -0.006107 0.231397 0.042781 0.005774 0.231412\n",
+      "\t\t0.041950 -0.006149 0.231397 0.042480 0.005980 0.231414\n",
+      "\t\t0.041510 -0.006157 0.231397 0.042181 0.006187 0.231416\n",
+      "\t\t0.041071 -0.006132 0.231397 0.041881 0.006395 0.231417\n",
+      "\t\t0.040635 -0.006076 0.231398 0.041583 0.006604 0.231418\n",
+      "\t\t0.040204 -0.005990 0.231398 0.041285 0.006814 0.231420\n",
+      "\t\t0.039779 -0.005878 0.231399 0.040989 0.007025 0.231422\n",
+      "\t\t0.039361 -0.005740 0.231400 0.040693 0.007237 0.231424\n",
+      "\t\t0.038952 -0.005581 0.231400 0.040398 0.007451 0.231425\n",
+      "\t\t0.038550 -0.005401 0.231401 0.040104 0.007666 0.231427\n",
+      "\t\t0.038157 -0.005204 0.231401 0.039811 0.007882 0.231428\n",
+      "\t\t0.037773 -0.004991 0.231401 0.039519 0.008101 0.231430\n",
+      "\t\t0.037396 -0.004764 0.231400 0.039229 0.008320 0.231431\n",
+      "\t\t0.037028 -0.004523 0.231400 0.038940 0.008541 0.231433\n",
+      "\t\t0.036668 -0.004272 0.231399 0.038651 0.008764 0.231434\n",
+      "\t\t0.036315 -0.004010 0.231398 0.038365 0.008989 0.231435\n",
+      "\t\t0.035969 -0.003738 0.231396 0.038079 0.009215 0.231436\n",
+      "\t\t0.035629 -0.003459 0.231395 0.037795 0.009442 0.231436\n",
+      "\t\t0.035297 -0.003171 0.231392 0.037512 0.009672 0.231436\n",
+      "\t\t0.034970 -0.002877 0.231390 0.037230 0.009903 0.231437\n",
+      "\t\t0.034649 -0.002577 0.231386 0.036950 0.010136 0.231437\n",
+      "\t\t0.034333 -0.002270 0.231383 0.036672 0.010370 0.231437\n",
+      "\t\t0.034023 -0.001959 0.231379 0.036394 0.010606 0.231436\n",
+      "\t\t0.033718 -0.001642 0.231375 0.036119 0.010844 0.231435\n",
+      "\t\t0.033417 -0.001321 0.231370 0.035844 0.011084 0.231434\n",
+      "\t\t0.033121 -0.000996 0.231365 0.035571 0.011325 0.231433\n",
+      "\t\t0.032830 -0.000667 0.231359 0.035300 0.011568 0.231431\n",
+      "\t\t0.032542 -0.000335 0.231353 0.035030 0.011812 0.231430\n",
+      "\t\t0.032258 0.000001 0.231346 0.034761 0.012058 0.231427\n",
+      "\t\t0.031978 0.000340 0.231339 0.034495 0.012306 0.231425\n",
+      "\t\t0.031702 0.000682 0.231332 0.034229 0.012556 0.231422\n",
+      "\t\t0.031429 0.001027 0.231324 0.033965 0.012807 0.231419\n",
+      "\t\t0.031159 0.001374 0.231315 0.033703 0.013059 0.231415\n",
+      "\t\t0.030892 0.001723 0.231306 0.033442 0.013313 0.231411\n",
+      "\t\t0.030629 0.002075 0.231296 0.033183 0.013569 0.231407\n",
+      "\t\t0.030368 0.002429 0.231286 0.032925 0.013826 0.231402\n",
+      "\t\t0.030110 0.002785 0.231275 0.032669 0.014085 0.231397\n",
+      "\t\t0.029855 0.003143 0.231264 0.032414 0.014345 0.231391\n",
+      "\t\t0.029602 0.003503 0.231252 0.032161 0.014607 0.231385\n",
+      "\t\t0.029351 0.003864 0.231239 0.031909 0.014870 0.231379\n",
+      "\t\t0.029104 0.004227 0.231226 0.031659 0.015135 0.231372\n",
+      "\t\t0.028858 0.004592 0.231213 0.031410 0.015401 0.231364\n",
+      "\t\t0.028614 0.004958 0.231198 0.031163 0.015669 0.231357\n",
+      "\t\t0.028373 0.005326 0.231183 0.030917 0.015938 0.231348\n",
+      "\t\t0.028134 0.005695 0.231168 0.030673 0.016208 0.231339\n",
+      "\t\t0.027897 0.006065 0.231151 0.030430 0.016479 0.231330\n",
+      "\t\t0.027662 0.006436 0.231134 0.030189 0.016752 0.231320\n",
+      "\t\t0.027428 0.006809 0.231117 0.029949 0.017026 0.231309\n",
+      "\t\t0.027197 0.007183 0.231098 0.029711 0.017302 0.231298\n",
+      "\t\t0.026967 0.007558 0.231079 0.029474 0.017579 0.231287\n",
+      "\t\t0.026739 0.007934 0.231060 0.029239 0.017857 0.231274\n",
+      "\t\t0.026513 0.008311 0.231039 0.029005 0.018136 0.231261\n",
+      "\t\t0.026288 0.008689 0.231018 0.028773 0.018416 0.231248\n",
+      "\t\t0.026065 0.009068 0.230996 0.028542 0.018698 0.231234\n",
+      "\t\t0.025844 0.009447 0.230973 0.028312 0.018980 0.231219\n",
+      "\t\t0.025624 0.009828 0.230949 0.028084 0.019264 0.231204\n",
+      "\t\t0.025405 0.010210 0.230925 0.027857 0.019549 0.231188\n",
+      "\t\t0.025188 0.010592 0.230900 0.027631 0.019835 0.231171\n",
+      "\t\t0.024973 0.010975 0.230874 0.027407 0.020122 0.231154\n",
+      "\t\t0.024759 0.011359 0.230847 0.027185 0.020410 0.231135\n",
+      "\t\t0.024546 0.011744 0.230819 0.026963 0.020700 0.231117\n",
+      "\t\t0.024334 0.012129 0.230790 0.026743 0.020990 0.231097\n",
+      "\t\t0.024124 0.012515 0.230761 0.026525 0.021281 0.231077\n",
+      "\t\t0.023915 0.012902 0.230730 0.026307 0.021573 0.231056\n",
+      "\t\t0.023707 0.013290 0.230699 0.026091 0.021867 0.231034\n",
+      "\t\t0.023501 0.013678 0.230667 0.025876 0.022161 0.231011\n",
+      "\t\t0.023296 0.014067 0.230634 0.025663 0.022456 0.230987\n",
+      "\t\t0.023091 0.014456 0.230600 0.025451 0.022752 0.230963\n",
+      "\t\t0.022888 0.014846 0.230565 0.025240 0.023049 0.230938\n",
+      "\t\t0.022687 0.015237 0.230530 0.025030 0.023347 0.230912\n",
+      "\t\t0.022486 0.015628 0.230493 0.024822 0.023645 0.230885\n",
+      "\t\t0.022286 0.016020 0.230455 0.024615 0.023945 0.230857\n",
+      "\t\t0.022088 0.016412 0.230417 0.024409 0.024245 0.230829\n",
+      "\t\t0.021890 0.016805 0.230378 0.024204 0.024547 0.230799\n",
+      "\t\t0.021694 0.017198 0.230337 0.024001 0.024849 0.230769\n",
+      "\t\t0.021498 0.017592 0.230296 0.023799 0.025152 0.230737\n",
+      "\t\t0.021304 0.017986 0.230254 0.023597 0.025455 0.230705\n",
+      "\t\t0.021111 0.018381 0.230211 0.023397 0.025760 0.230672\n",
+      "\t\t0.020918 0.018777 0.230167 0.023199 0.026065 0.230638\n",
+      "\t\t0.020727 0.019173 0.230122 0.023001 0.026371 0.230603\n",
+      "\t\t0.020537 0.019569 0.230077 0.022805 0.026677 0.230567\n",
+      "\t\t0.020347 0.019966 0.230030 0.022609 0.026985 0.230530\n",
+      "\t\t0.020159 0.020363 0.229983 0.022415 0.027293 0.230492\n",
+      "\t\t0.019972 0.020761 0.229935 0.022222 0.027602 0.230454\n",
+      "\t\t0.019785 0.021159 0.229887 0.022030 0.027911 0.230414\n",
+      "\t\t0.019599 0.021557 0.229838 0.021839 0.028222 0.230374\n",
+      "\t\t0.019415 0.021956 0.229788 0.021649 0.028532 0.230332\n",
+      "\t\t0.019231 0.022356 0.229738 0.021461 0.028844 0.230289\n",
+      "\t\t0.019048 0.022756 0.229687 0.021273 0.029156 0.230246\n",
+      "\t\t0.018867 0.023156 0.229636 0.021087 0.029469 0.230202\n",
+      "\t\t0.018686 0.023557 0.229584 0.020901 0.029782 0.230157\n",
+      "\t\t0.018506 0.023958 0.229532 0.020717 0.030096 0.230111\n",
+      "\t\t0.018327 0.024359 0.229480 0.020533 0.030411 0.230065\n",
+      "\t\t0.018148 0.024761 0.229427 0.020351 0.030726 0.230017\n",
+      "\t\t0.017971 0.025164 0.229374 0.020169 0.031042 0.229969\n",
+      "\t\t0.017795 0.025567 0.229321 0.019989 0.031358 0.229920\n",
+      "\t\t0.017620 0.025970 0.229267 0.019809 0.031675 0.229870\n",
+      "\t\t0.017445 0.026373 0.229214 0.019631 0.031993 0.229820\n",
+      "\t\t0.017272 0.026777 0.229161 0.019454 0.032311 0.229770\n",
+      "\t\t0.017099 0.027182 0.229108 0.019277 0.032630 0.229718\n",
+      "\t\t0.016927 0.027587 0.229055 0.019102 0.032949 0.229666\n",
+      "\t\t0.016757 0.027992 0.229002 0.018927 0.033268 0.229614\n",
+      "\t\t0.016587 0.028397 0.228950 0.018754 0.033589 0.229561\n",
+      "\t\t0.016418 0.028803 0.228898 0.018581 0.033909 0.229508\n",
+      "\t\t0.016251 0.029210 0.228846 0.018410 0.034231 0.229455\n",
+      "\t\t0.016084 0.029617 0.228795 0.018239 0.034552 0.229401\n",
+      "\t\t0.015918 0.030024 0.228744 0.018069 0.034874 0.229347\n",
+      "\t\t0.015754 0.030432 0.228693 0.017900 0.035197 0.229293\n",
+      "\t\t0.015590 0.030840 0.228643 0.017732 0.035520 0.229239\n",
+      "\t\t0.015428 0.031248 0.228593 0.017565 0.035844 0.229186\n",
+      "\t\t0.015266 0.031657 0.228544 0.017399 0.036168 0.229132\n",
+      "\t\t0.015106 0.032067 0.228496 0.017234 0.036493 0.229078\n",
+      "\t\t0.014947 0.032477 0.228449 0.017070 0.036818 0.229025\n",
+      "\t\t0.014789 0.032887 0.228402 0.016906 0.037143 0.228971\n",
+      "\t\t0.014632 0.033298 0.228356 0.016744 0.037469 0.228918\n",
+      "\t\t0.014477 0.033709 0.228310 0.016582 0.037795 0.228865\n",
+      "\t\t0.014323 0.034121 0.228265 0.016421 0.038122 0.228813\n",
+      "\t\t0.014170 0.034533 0.228221 0.016261 0.038449 0.228762\n",
+      "\t\t0.014018 0.034946 0.228178 0.016102 0.038777 0.228710\n",
+      "\t\t0.013868 0.035359 0.228135 0.015944 0.039105 0.228659\n",
+      "\t\t0.013720 0.035773 0.228094 0.015786 0.039434 0.228608\n",
+      "\t\t0.013572 0.036187 0.228053 0.015630 0.039762 0.228559\n",
+      "\t\t0.013427 0.036602 0.228012 0.015474 0.040092 0.228509\n",
+      "\t\t0.013282 0.037017 0.227972 0.015319 0.040421 0.228461\n",
+      "\t\t0.013139 0.037433 0.227933 0.015165 0.040751 0.228414\n",
+      "\t\t0.012998 0.037849 0.227895 0.015012 0.041082 0.228366\n",
+      "\t\t0.012858 0.038266 0.227857 0.014860 0.041413 0.228320\n",
+      "\t\t0.012719 0.038683 0.227820 0.014708 0.041744 0.228274\n",
+      "\t\t0.012581 0.039101 0.227784 0.014558 0.042075 0.228229\n",
+      "\t\t0.012444 0.039519 0.227748 0.014408 0.042407 0.228184\n",
+      "\t\t0.012309 0.039937 0.227713 0.014259 0.042740 0.228141\n",
+      "\t\t0.012174 0.040355 0.227679 0.014110 0.043072 0.228099\n",
+      "\t\t0.012039 0.040774 0.227645 0.013963 0.043405 0.228057\n",
+      "\t\t0.011905 0.041193 0.227611 0.013816 0.043739 0.228016\n",
+      "\t\t0.011772 0.041611 0.227578 0.013670 0.044072 0.227975\n",
+      "\t\t0.011638 0.042030 0.227546 0.013525 0.044406 0.227935\n",
+      "\t\t0.011505 0.042450 0.227515 0.013381 0.044741 0.227896\n",
+      "\t\t0.011372 0.042869 0.227484 0.013237 0.045076 0.227858\n",
+      "\t\t0.011240 0.043288 0.227454 0.013095 0.045411 0.227821\n",
+      "\t\t0.011107 0.043707 0.227424 0.012953 0.045746 0.227785\n",
+      "\t\t0.010974 0.044126 0.227395 0.012812 0.046082 0.227749\n",
+      "\t\t0.010841 0.044545 0.227366 0.012671 0.046418 0.227714\n",
+      "\t\t0.010709 0.044964 0.227338 0.012531 0.046754 0.227680\n",
+      "\t\t0.010576 0.045383 0.227311 0.012392 0.047091 0.227646\n",
+      "\t\t0.010443 0.045803 0.227284 0.012254 0.047428 0.227613\n",
+      "\t\t0.010310 0.046222 0.227257 0.012116 0.047765 0.227581\n",
+      "\t\t0.010178 0.046641 0.227231 0.011979 0.048102 0.227549\n",
+      "\t\t0.010045 0.047060 0.227206 0.011843 0.048440 0.227518\n",
+      "\t\t0.009912 0.047479 0.227182 0.011707 0.048778 0.227488\n",
+      "\t\t0.009780 0.047898 0.227158 0.011571 0.049116 0.227458\n",
+      "\t\t0.009647 0.048318 0.227134 0.011436 0.049454 0.227429\n",
+      "\t\t0.009513 0.048736 0.227111 0.011302 0.049793 0.227400\n",
+      "\t\t0.009378 0.049155 0.227088 0.011159 0.050127 0.227370\n",
+      "\t\t0.009269 0.049580 0.227069 0.010940 0.050417 0.227327\n",
+      "\t\t0.009322 0.050013 0.227074 0.010633 0.050609 0.227271\n",
+      "\t\t0.009554 0.050383 0.227104 0.010278 0.050679 0.227211\n",
+      "\t\t0.009921 0.050619 0.227156 0.009921 0.050619 0.227156\n",
+      "\tsection 12\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048674 0.000458 0.234766 0.048674 0.000458 0.234766\n",
+      "\t\t0.048616 0.000022 0.234771 0.048616 0.000817 0.234771\n",
+      "\t\t0.048499 -0.000401 0.234782 0.048477 0.001153 0.234784\n",
+      "\t\t0.048352 -0.000814 0.234797 0.048283 0.001460 0.234803\n",
+      "\t\t0.048182 -0.001219 0.234813 0.048057 0.001745 0.234826\n",
+      "\t\t0.047993 -0.001615 0.234832 0.047810 0.002012 0.234851\n",
+      "\t\t0.047787 -0.002002 0.234853 0.047549 0.002265 0.234877\n",
+      "\t\t0.047566 -0.002381 0.234875 0.047277 0.002507 0.234904\n",
+      "\t\t0.047329 -0.002751 0.234899 0.046998 0.002740 0.234932\n",
+      "\t\t0.047078 -0.003111 0.234924 0.046714 0.002967 0.234962\n",
+      "\t\t0.046811 -0.003460 0.234951 0.046425 0.003188 0.234991\n",
+      "\t\t0.046530 -0.003796 0.234980 0.046134 0.003405 0.235018\n",
+      "\t\t0.046233 -0.004120 0.235008 0.045840 0.003619 0.235045\n",
+      "\t\t0.045921 -0.004428 0.235036 0.045544 0.003831 0.235069\n",
+      "\t\t0.045593 -0.004720 0.235063 0.045246 0.004040 0.235090\n",
+      "\t\t0.045249 -0.004992 0.235088 0.044948 0.004249 0.235109\n",
+      "\t\t0.044889 -0.005244 0.235108 0.044649 0.004456 0.235123\n",
+      "\t\t0.044514 -0.005472 0.235123 0.044350 0.004662 0.235134\n",
+      "\t\t0.044124 -0.005673 0.235133 0.044050 0.004868 0.235141\n",
+      "\t\t0.043721 -0.005846 0.235135 0.043750 0.005074 0.235144\n",
+      "\t\t0.043305 -0.005988 0.235133 0.043451 0.005280 0.235145\n",
+      "\t\t0.042880 -0.006096 0.235127 0.043151 0.005487 0.235143\n",
+      "\t\t0.042448 -0.006171 0.235120 0.042852 0.005693 0.235141\n",
+      "\t\t0.042010 -0.006210 0.235114 0.042553 0.005901 0.235139\n",
+      "\t\t0.041572 -0.006217 0.235107 0.042255 0.006109 0.235136\n",
+      "\t\t0.041133 -0.006189 0.235101 0.041958 0.006319 0.235133\n",
+      "\t\t0.040699 -0.006130 0.235095 0.041661 0.006529 0.235130\n",
+      "\t\t0.040269 -0.006042 0.235089 0.041365 0.006740 0.235128\n",
+      "\t\t0.039845 -0.005927 0.235083 0.041070 0.006953 0.235125\n",
+      "\t\t0.039429 -0.005787 0.235077 0.040776 0.007167 0.235122\n",
+      "\t\t0.039021 -0.005625 0.235071 0.040483 0.007382 0.235120\n",
+      "\t\t0.038622 -0.005444 0.235065 0.040191 0.007599 0.235117\n",
+      "\t\t0.038231 -0.005244 0.235059 0.039900 0.007817 0.235114\n",
+      "\t\t0.037848 -0.005029 0.235053 0.039610 0.008036 0.235111\n",
+      "\t\t0.037474 -0.004799 0.235046 0.039321 0.008257 0.235108\n",
+      "\t\t0.037108 -0.004557 0.235040 0.039034 0.008480 0.235105\n",
+      "\t\t0.036749 -0.004304 0.235033 0.038747 0.008704 0.235101\n",
+      "\t\t0.036399 -0.004041 0.235025 0.038462 0.008930 0.235098\n",
+      "\t\t0.036055 -0.003768 0.235018 0.038178 0.009157 0.235094\n",
+      "\t\t0.035718 -0.003487 0.235010 0.037896 0.009387 0.235090\n",
+      "\t\t0.035387 -0.003198 0.235002 0.037615 0.009617 0.235086\n",
+      "\t\t0.035062 -0.002903 0.234993 0.037335 0.009850 0.235081\n",
+      "\t\t0.034743 -0.002601 0.234985 0.037056 0.010084 0.235077\n",
+      "\t\t0.034430 -0.002294 0.234975 0.036779 0.010319 0.235072\n",
+      "\t\t0.034122 -0.001982 0.234966 0.036504 0.010556 0.235067\n",
+      "\t\t0.033819 -0.001664 0.234956 0.036230 0.010795 0.235061\n",
+      "\t\t0.033520 -0.001343 0.234945 0.035957 0.011036 0.235056\n",
+      "\t\t0.033226 -0.001017 0.234934 0.035686 0.011278 0.235050\n",
+      "\t\t0.032936 -0.000687 0.234923 0.035416 0.011522 0.235043\n",
+      "\t\t0.032650 -0.000354 0.234911 0.035147 0.011767 0.235037\n",
+      "\t\t0.032369 -0.000018 0.234899 0.034881 0.012015 0.235030\n",
+      "\t\t0.032090 0.000322 0.234886 0.034615 0.012263 0.235022\n",
+      "\t\t0.031816 0.000664 0.234873 0.034351 0.012513 0.235015\n",
+      "\t\t0.031544 0.001009 0.234859 0.034089 0.012765 0.235007\n",
+      "\t\t0.031276 0.001357 0.234845 0.033828 0.013019 0.234998\n",
+      "\t\t0.031012 0.001707 0.234830 0.033569 0.013274 0.234989\n",
+      "\t\t0.030750 0.002059 0.234815 0.033311 0.013530 0.234980\n",
+      "\t\t0.030490 0.002413 0.234799 0.033054 0.013788 0.234970\n",
+      "\t\t0.030234 0.002769 0.234783 0.032799 0.014047 0.234960\n",
+      "\t\t0.029980 0.003127 0.234766 0.032546 0.014308 0.234950\n",
+      "\t\t0.029729 0.003487 0.234748 0.032294 0.014571 0.234939\n",
+      "\t\t0.029480 0.003849 0.234730 0.032044 0.014834 0.234927\n",
+      "\t\t0.029234 0.004212 0.234711 0.031795 0.015100 0.234915\n",
+      "\t\t0.028990 0.004577 0.234692 0.031548 0.015366 0.234903\n",
+      "\t\t0.028748 0.004943 0.234671 0.031302 0.015634 0.234890\n",
+      "\t\t0.028508 0.005311 0.234651 0.031057 0.015903 0.234876\n",
+      "\t\t0.028271 0.005679 0.234629 0.030814 0.016174 0.234862\n",
+      "\t\t0.028035 0.006050 0.234607 0.030573 0.016446 0.234847\n",
+      "\t\t0.027801 0.006421 0.234584 0.030333 0.016719 0.234832\n",
+      "\t\t0.027569 0.006794 0.234560 0.030094 0.016994 0.234816\n",
+      "\t\t0.027339 0.007167 0.234536 0.029857 0.017269 0.234800\n",
+      "\t\t0.027111 0.007542 0.234511 0.029621 0.017546 0.234783\n",
+      "\t\t0.026884 0.007918 0.234485 0.029387 0.017824 0.234765\n",
+      "\t\t0.026659 0.008295 0.234459 0.029154 0.018104 0.234747\n",
+      "\t\t0.026436 0.008673 0.234431 0.028923 0.018384 0.234728\n",
+      "\t\t0.026214 0.009052 0.234403 0.028692 0.018666 0.234709\n",
+      "\t\t0.025994 0.009431 0.234374 0.028464 0.018949 0.234689\n",
+      "\t\t0.025775 0.009812 0.234344 0.028236 0.019233 0.234668\n",
+      "\t\t0.025558 0.010193 0.234313 0.028011 0.019518 0.234646\n",
+      "\t\t0.025342 0.010575 0.234282 0.027786 0.019804 0.234623\n",
+      "\t\t0.025128 0.010958 0.234249 0.027563 0.020091 0.234600\n",
+      "\t\t0.024915 0.011342 0.234216 0.027341 0.020379 0.234576\n",
+      "\t\t0.024703 0.011726 0.234182 0.027120 0.020668 0.234552\n",
+      "\t\t0.024493 0.012111 0.234146 0.026901 0.020958 0.234526\n",
+      "\t\t0.024283 0.012497 0.234110 0.026683 0.021250 0.234500\n",
+      "\t\t0.024076 0.012884 0.234073 0.026467 0.021542 0.234473\n",
+      "\t\t0.023869 0.013271 0.234035 0.026251 0.021835 0.234445\n",
+      "\t\t0.023663 0.013659 0.233996 0.026037 0.022129 0.234416\n",
+      "\t\t0.023459 0.014047 0.233956 0.025825 0.022424 0.234387\n",
+      "\t\t0.023256 0.014436 0.233915 0.025613 0.022720 0.234356\n",
+      "\t\t0.023054 0.014826 0.233873 0.025403 0.023016 0.234325\n",
+      "\t\t0.022853 0.015216 0.233830 0.025194 0.023314 0.234293\n",
+      "\t\t0.022653 0.015607 0.233786 0.024986 0.023612 0.234259\n",
+      "\t\t0.022455 0.015998 0.233741 0.024779 0.023912 0.234225\n",
+      "\t\t0.022257 0.016390 0.233696 0.024574 0.024212 0.234190\n",
+      "\t\t0.022061 0.016783 0.233649 0.024370 0.024513 0.234154\n",
+      "\t\t0.021865 0.017176 0.233601 0.024167 0.024815 0.234117\n",
+      "\t\t0.021671 0.017569 0.233552 0.023965 0.025117 0.234079\n",
+      "\t\t0.021477 0.017963 0.233502 0.023764 0.025420 0.234040\n",
+      "\t\t0.021285 0.018357 0.233451 0.023565 0.025725 0.234000\n",
+      "\t\t0.021093 0.018752 0.233400 0.023366 0.026029 0.233959\n",
+      "\t\t0.020903 0.019148 0.233348 0.023169 0.026335 0.233917\n",
+      "\t\t0.020713 0.019544 0.233294 0.022973 0.026641 0.233874\n",
+      "\t\t0.020525 0.019940 0.233240 0.022778 0.026948 0.233830\n",
+      "\t\t0.020337 0.020337 0.233185 0.022584 0.027256 0.233785\n",
+      "\t\t0.020150 0.020734 0.233129 0.022392 0.027564 0.233739\n",
+      "\t\t0.019964 0.021131 0.233072 0.022200 0.027873 0.233693\n",
+      "\t\t0.019780 0.021529 0.233016 0.022009 0.028183 0.233645\n",
+      "\t\t0.019596 0.021928 0.232958 0.021820 0.028493 0.233596\n",
+      "\t\t0.019413 0.022327 0.232899 0.021631 0.028804 0.233546\n",
+      "\t\t0.019230 0.022726 0.232840 0.021444 0.029116 0.233495\n",
+      "\t\t0.019049 0.023126 0.232780 0.021257 0.029428 0.233443\n",
+      "\t\t0.018869 0.023526 0.232720 0.021072 0.029741 0.233390\n",
+      "\t\t0.018690 0.023927 0.232660 0.020888 0.030055 0.233337\n",
+      "\t\t0.018511 0.024328 0.232599 0.020704 0.030369 0.233282\n",
+      "\t\t0.018333 0.024729 0.232538 0.020522 0.030684 0.233227\n",
+      "\t\t0.018157 0.025131 0.232477 0.020341 0.030999 0.233171\n",
+      "\t\t0.017981 0.025533 0.232415 0.020160 0.031315 0.233114\n",
+      "\t\t0.017806 0.025935 0.232354 0.019981 0.031631 0.233056\n",
+      "\t\t0.017632 0.026338 0.232293 0.019803 0.031948 0.232998\n",
+      "\t\t0.017459 0.026742 0.232232 0.019625 0.032266 0.232939\n",
+      "\t\t0.017287 0.027145 0.232170 0.019449 0.032584 0.232880\n",
+      "\t\t0.017116 0.027549 0.232109 0.019274 0.032902 0.232820\n",
+      "\t\t0.016946 0.027954 0.232048 0.019099 0.033221 0.232759\n",
+      "\t\t0.016776 0.028359 0.231988 0.018925 0.033541 0.232698\n",
+      "\t\t0.016608 0.028764 0.231927 0.018753 0.033861 0.232637\n",
+      "\t\t0.016440 0.029170 0.231868 0.018581 0.034182 0.232576\n",
+      "\t\t0.016274 0.029576 0.231809 0.018410 0.034503 0.232514\n",
+      "\t\t0.016109 0.029982 0.231750 0.018240 0.034824 0.232452\n",
+      "\t\t0.015944 0.030389 0.231692 0.018071 0.035146 0.232390\n",
+      "\t\t0.015781 0.030797 0.231634 0.017903 0.035469 0.232328\n",
+      "\t\t0.015618 0.031204 0.231577 0.017736 0.035792 0.232266\n",
+      "\t\t0.015457 0.031613 0.231521 0.017570 0.036115 0.232204\n",
+      "\t\t0.015297 0.032021 0.231465 0.017405 0.036439 0.232142\n",
+      "\t\t0.015138 0.032430 0.231411 0.017240 0.036763 0.232081\n",
+      "\t\t0.014980 0.032840 0.231357 0.017076 0.037088 0.232019\n",
+      "\t\t0.014823 0.033250 0.231303 0.016914 0.037413 0.231958\n",
+      "\t\t0.014668 0.033660 0.231251 0.016752 0.037739 0.231898\n",
+      "\t\t0.014513 0.034071 0.231199 0.016591 0.038065 0.231838\n",
+      "\t\t0.014360 0.034482 0.231148 0.016430 0.038392 0.231778\n",
+      "\t\t0.014209 0.034894 0.231098 0.016271 0.038719 0.231719\n",
+      "\t\t0.014058 0.035306 0.231049 0.016112 0.039046 0.231661\n",
+      "\t\t0.013909 0.035719 0.231001 0.015955 0.039374 0.231602\n",
+      "\t\t0.013762 0.036133 0.230954 0.015798 0.039702 0.231545\n",
+      "\t\t0.013615 0.036546 0.230907 0.015642 0.040030 0.231489\n",
+      "\t\t0.013470 0.036961 0.230861 0.015487 0.040359 0.231433\n",
+      "\t\t0.013327 0.037375 0.230816 0.015332 0.040688 0.231378\n",
+      "\t\t0.013185 0.037791 0.230772 0.015179 0.041018 0.231324\n",
+      "\t\t0.013044 0.038206 0.230729 0.015026 0.041348 0.231271\n",
+      "\t\t0.012904 0.038622 0.230686 0.014874 0.041679 0.231218\n",
+      "\t\t0.012765 0.039039 0.230645 0.014723 0.042009 0.231166\n",
+      "\t\t0.012627 0.039455 0.230604 0.014573 0.042340 0.231115\n",
+      "\t\t0.012490 0.039872 0.230563 0.014423 0.042672 0.231065\n",
+      "\t\t0.012354 0.040290 0.230524 0.014274 0.043004 0.231016\n",
+      "\t\t0.012219 0.040707 0.230484 0.014126 0.043336 0.230968\n",
+      "\t\t0.012084 0.041125 0.230446 0.013979 0.043669 0.230920\n",
+      "\t\t0.011949 0.041542 0.230408 0.013833 0.044002 0.230874\n",
+      "\t\t0.011814 0.041960 0.230371 0.013687 0.044335 0.230828\n",
+      "\t\t0.011680 0.042378 0.230335 0.013542 0.044668 0.230783\n",
+      "\t\t0.011546 0.042796 0.230299 0.013398 0.045002 0.230739\n",
+      "\t\t0.011411 0.043213 0.230265 0.013255 0.045337 0.230696\n",
+      "\t\t0.011277 0.043631 0.230230 0.013112 0.045671 0.230654\n",
+      "\t\t0.011143 0.044049 0.230197 0.012971 0.046006 0.230613\n",
+      "\t\t0.011009 0.044467 0.230164 0.012830 0.046341 0.230572\n",
+      "\t\t0.010875 0.044885 0.230131 0.012689 0.046677 0.230533\n",
+      "\t\t0.010741 0.045303 0.230099 0.012550 0.047013 0.230494\n",
+      "\t\t0.010607 0.045721 0.230068 0.012411 0.047349 0.230455\n",
+      "\t\t0.010473 0.046139 0.230037 0.012272 0.047685 0.230418\n",
+      "\t\t0.010339 0.046557 0.230007 0.012134 0.048022 0.230381\n",
+      "\t\t0.010205 0.046975 0.229978 0.011997 0.048358 0.230345\n",
+      "\t\t0.010071 0.047393 0.229950 0.011861 0.048695 0.230310\n",
+      "\t\t0.009937 0.047810 0.229922 0.011724 0.049033 0.230276\n",
+      "\t\t0.009803 0.048228 0.229894 0.011588 0.049370 0.230242\n",
+      "\t\t0.009667 0.048646 0.229867 0.011452 0.049707 0.230209\n",
+      "\t\t0.009531 0.049063 0.229840 0.011308 0.050041 0.230174\n",
+      "\t\t0.009422 0.049487 0.229819 0.011089 0.050329 0.230124\n",
+      "\t\t0.009473 0.049920 0.229824 0.010781 0.050519 0.230058\n",
+      "\t\t0.009704 0.050289 0.229861 0.010426 0.050587 0.229988\n",
+      "\t\t0.010070 0.050526 0.229923 0.010070 0.050526 0.229923\n",
+      "\tsection 13\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048776 0.000344 0.238570 0.048776 0.000344 0.238570\n",
+      "\t\t0.048717 -0.000091 0.238575 0.048715 0.000703 0.238575\n",
+      "\t\t0.048599 -0.000513 0.238585 0.048571 0.001036 0.238587\n",
+      "\t\t0.048450 -0.000925 0.238597 0.048375 0.001342 0.238603\n",
+      "\t\t0.048279 -0.001329 0.238612 0.048148 0.001625 0.238623\n",
+      "\t\t0.048089 -0.001724 0.238629 0.047900 0.001890 0.238646\n",
+      "\t\t0.047883 -0.002111 0.238648 0.047638 0.002142 0.238669\n",
+      "\t\t0.047662 -0.002489 0.238667 0.047366 0.002384 0.238693\n",
+      "\t\t0.047425 -0.002858 0.238688 0.047088 0.002617 0.238718\n",
+      "\t\t0.047173 -0.003217 0.238710 0.046804 0.002845 0.238743\n",
+      "\t\t0.046907 -0.003565 0.238734 0.046517 0.003067 0.238769\n",
+      "\t\t0.046625 -0.003901 0.238759 0.046226 0.003285 0.238792\n",
+      "\t\t0.046328 -0.004223 0.238784 0.045933 0.003500 0.238814\n",
+      "\t\t0.046016 -0.004531 0.238807 0.045639 0.003713 0.238834\n",
+      "\t\t0.045688 -0.004822 0.238830 0.045343 0.003923 0.238852\n",
+      "\t\t0.045344 -0.005094 0.238849 0.045046 0.004133 0.238866\n",
+      "\t\t0.044984 -0.005344 0.238865 0.044748 0.004342 0.238876\n",
+      "\t\t0.044609 -0.005571 0.238875 0.044450 0.004550 0.238883\n",
+      "\t\t0.044219 -0.005771 0.238879 0.044152 0.004757 0.238886\n",
+      "\t\t0.043816 -0.005943 0.238875 0.043854 0.004965 0.238885\n",
+      "\t\t0.043401 -0.006083 0.238868 0.043556 0.005173 0.238882\n",
+      "\t\t0.042976 -0.006190 0.238856 0.043258 0.005381 0.238877\n",
+      "\t\t0.042543 -0.006262 0.238843 0.042961 0.005590 0.238870\n",
+      "\t\t0.042107 -0.006299 0.238830 0.042664 0.005799 0.238864\n",
+      "\t\t0.041668 -0.006303 0.238817 0.042367 0.006009 0.238857\n",
+      "\t\t0.041231 -0.006273 0.238804 0.042072 0.006220 0.238849\n",
+      "\t\t0.040797 -0.006211 0.238792 0.041777 0.006432 0.238842\n",
+      "\t\t0.040368 -0.006120 0.238779 0.041482 0.006646 0.238835\n",
+      "\t\t0.039946 -0.006002 0.238767 0.041189 0.006860 0.238828\n",
+      "\t\t0.039532 -0.005859 0.238755 0.040897 0.007076 0.238821\n",
+      "\t\t0.039125 -0.005695 0.238742 0.040605 0.007293 0.238814\n",
+      "\t\t0.038728 -0.005511 0.238730 0.040315 0.007511 0.238807\n",
+      "\t\t0.038338 -0.005309 0.238717 0.040025 0.007731 0.238800\n",
+      "\t\t0.037958 -0.005091 0.238705 0.039737 0.007952 0.238792\n",
+      "\t\t0.037586 -0.004860 0.238692 0.039450 0.008175 0.238785\n",
+      "\t\t0.037222 -0.004616 0.238679 0.039164 0.008399 0.238777\n",
+      "\t\t0.036865 -0.004360 0.238666 0.038880 0.008625 0.238769\n",
+      "\t\t0.036516 -0.004095 0.238653 0.038596 0.008853 0.238761\n",
+      "\t\t0.036175 -0.003821 0.238640 0.038314 0.009082 0.238752\n",
+      "\t\t0.035840 -0.003538 0.238626 0.038033 0.009312 0.238744\n",
+      "\t\t0.035511 -0.003248 0.238612 0.037754 0.009544 0.238735\n",
+      "\t\t0.035188 -0.002951 0.238597 0.037476 0.009778 0.238726\n",
+      "\t\t0.034871 -0.002648 0.238583 0.037199 0.010014 0.238717\n",
+      "\t\t0.034560 -0.002340 0.238568 0.036924 0.010251 0.238707\n",
+      "\t\t0.034254 -0.002026 0.238552 0.036650 0.010489 0.238698\n",
+      "\t\t0.033953 -0.001708 0.238537 0.036377 0.010730 0.238687\n",
+      "\t\t0.033656 -0.001385 0.238521 0.036106 0.010972 0.238677\n",
+      "\t\t0.033364 -0.001058 0.238504 0.035836 0.011215 0.238666\n",
+      "\t\t0.033076 -0.000728 0.238487 0.035568 0.011460 0.238655\n",
+      "\t\t0.032792 -0.000394 0.238470 0.035301 0.011707 0.238644\n",
+      "\t\t0.032512 -0.000056 0.238452 0.035036 0.011955 0.238632\n",
+      "\t\t0.032236 0.000284 0.238433 0.034772 0.012205 0.238620\n",
+      "\t\t0.031963 0.000627 0.238414 0.034510 0.012456 0.238607\n",
+      "\t\t0.031693 0.000973 0.238395 0.034249 0.012709 0.238595\n",
+      "\t\t0.031427 0.001321 0.238375 0.033989 0.012964 0.238581\n",
+      "\t\t0.031164 0.001671 0.238355 0.033731 0.013220 0.238567\n",
+      "\t\t0.030903 0.002024 0.238334 0.033475 0.013477 0.238553\n",
+      "\t\t0.030646 0.002379 0.238312 0.033220 0.013736 0.238539\n",
+      "\t\t0.030391 0.002735 0.238290 0.032966 0.013996 0.238524\n",
+      "\t\t0.030139 0.003094 0.238268 0.032714 0.014258 0.238508\n",
+      "\t\t0.029889 0.003454 0.238244 0.032464 0.014521 0.238492\n",
+      "\t\t0.029642 0.003816 0.238220 0.032214 0.014786 0.238476\n",
+      "\t\t0.029397 0.004180 0.238196 0.031967 0.015051 0.238458\n",
+      "\t\t0.029155 0.004545 0.238171 0.031721 0.015319 0.238441\n",
+      "\t\t0.028914 0.004911 0.238145 0.031476 0.015587 0.238423\n",
+      "\t\t0.028676 0.005279 0.238118 0.031233 0.015857 0.238404\n",
+      "\t\t0.028440 0.005648 0.238091 0.030991 0.016128 0.238385\n",
+      "\t\t0.028205 0.006019 0.238063 0.030750 0.016401 0.238365\n",
+      "\t\t0.027973 0.006391 0.238034 0.030512 0.016675 0.238345\n",
+      "\t\t0.027743 0.006763 0.238004 0.030274 0.016950 0.238324\n",
+      "\t\t0.027514 0.007137 0.237974 0.030038 0.017226 0.238302\n",
+      "\t\t0.027287 0.007512 0.237943 0.029803 0.017503 0.238279\n",
+      "\t\t0.027061 0.007888 0.237911 0.029570 0.017782 0.238256\n",
+      "\t\t0.026838 0.008265 0.237878 0.029338 0.018062 0.238233\n",
+      "\t\t0.026616 0.008643 0.237845 0.029108 0.018343 0.238208\n",
+      "\t\t0.026395 0.009022 0.237810 0.028878 0.018625 0.238184\n",
+      "\t\t0.026176 0.009402 0.237775 0.028651 0.018908 0.238158\n",
+      "\t\t0.025959 0.009782 0.237739 0.028424 0.019192 0.238131\n",
+      "\t\t0.025743 0.010164 0.237702 0.028199 0.019477 0.238104\n",
+      "\t\t0.025528 0.010546 0.237664 0.027975 0.019763 0.238076\n",
+      "\t\t0.025315 0.010929 0.237625 0.027753 0.020051 0.238047\n",
+      "\t\t0.025103 0.011313 0.237585 0.027532 0.020339 0.238017\n",
+      "\t\t0.024892 0.011697 0.237544 0.027312 0.020628 0.237987\n",
+      "\t\t0.024683 0.012082 0.237502 0.027094 0.020919 0.237956\n",
+      "\t\t0.024475 0.012468 0.237459 0.026876 0.021210 0.237924\n",
+      "\t\t0.024268 0.012854 0.237415 0.026661 0.021502 0.237891\n",
+      "\t\t0.024063 0.013241 0.237371 0.026446 0.021796 0.237857\n",
+      "\t\t0.023858 0.013629 0.237325 0.026232 0.022090 0.237822\n",
+      "\t\t0.023655 0.014018 0.237278 0.026020 0.022385 0.237786\n",
+      "\t\t0.023453 0.014407 0.237230 0.025809 0.022681 0.237749\n",
+      "\t\t0.023252 0.014796 0.237181 0.025600 0.022977 0.237712\n",
+      "\t\t0.023052 0.015186 0.237131 0.025391 0.023275 0.237673\n",
+      "\t\t0.022853 0.015577 0.237079 0.025184 0.023573 0.237634\n",
+      "\t\t0.022655 0.015968 0.237027 0.024978 0.023873 0.237593\n",
+      "\t\t0.022459 0.016360 0.236974 0.024773 0.024173 0.237551\n",
+      "\t\t0.022263 0.016752 0.236920 0.024569 0.024474 0.237509\n",
+      "\t\t0.022068 0.017145 0.236865 0.024367 0.024775 0.237465\n",
+      "\t\t0.021875 0.017538 0.236808 0.024165 0.025078 0.237420\n",
+      "\t\t0.021682 0.017932 0.236751 0.023965 0.025381 0.237375\n",
+      "\t\t0.021490 0.018326 0.236692 0.023766 0.025685 0.237328\n",
+      "\t\t0.021300 0.018721 0.236633 0.023568 0.025989 0.237281\n",
+      "\t\t0.021110 0.019116 0.236573 0.023371 0.026295 0.237232\n",
+      "\t\t0.020921 0.019511 0.236512 0.023175 0.026601 0.237181\n",
+      "\t\t0.020733 0.019907 0.236449 0.022980 0.026908 0.237130\n",
+      "\t\t0.020547 0.020304 0.236386 0.022787 0.027215 0.237078\n",
+      "\t\t0.020361 0.020701 0.236322 0.022594 0.027523 0.237025\n",
+      "\t\t0.020175 0.021098 0.236258 0.022403 0.027832 0.236971\n",
+      "\t\t0.019991 0.021496 0.236193 0.022212 0.028142 0.236916\n",
+      "\t\t0.019808 0.021894 0.236127 0.022023 0.028452 0.236859\n",
+      "\t\t0.019626 0.022293 0.236060 0.021835 0.028763 0.236802\n",
+      "\t\t0.019444 0.022692 0.235992 0.021647 0.029074 0.236743\n",
+      "\t\t0.019264 0.023091 0.235925 0.021461 0.029386 0.236684\n",
+      "\t\t0.019084 0.023491 0.235856 0.021276 0.029698 0.236624\n",
+      "\t\t0.018905 0.023891 0.235788 0.021092 0.030012 0.236563\n",
+      "\t\t0.018727 0.024292 0.235719 0.020908 0.030325 0.236500\n",
+      "\t\t0.018550 0.024693 0.235650 0.020726 0.030640 0.236437\n",
+      "\t\t0.018374 0.025094 0.235580 0.020545 0.030955 0.236373\n",
+      "\t\t0.018199 0.025496 0.235510 0.020365 0.031270 0.236308\n",
+      "\t\t0.018024 0.025898 0.235440 0.020185 0.031586 0.236242\n",
+      "\t\t0.017851 0.026301 0.235371 0.020007 0.031903 0.236176\n",
+      "\t\t0.017678 0.026703 0.235302 0.019830 0.032220 0.236109\n",
+      "\t\t0.017506 0.027107 0.235232 0.019653 0.032538 0.236042\n",
+      "\t\t0.017335 0.027510 0.235163 0.019478 0.032856 0.235973\n",
+      "\t\t0.017166 0.027914 0.235094 0.019303 0.033174 0.235905\n",
+      "\t\t0.016997 0.028319 0.235025 0.019129 0.033494 0.235836\n",
+      "\t\t0.016829 0.028724 0.234957 0.018956 0.033813 0.235767\n",
+      "\t\t0.016661 0.029129 0.234890 0.018785 0.034133 0.235697\n",
+      "\t\t0.016495 0.029535 0.234823 0.018614 0.034454 0.235627\n",
+      "\t\t0.016330 0.029941 0.234756 0.018444 0.034775 0.235557\n",
+      "\t\t0.016166 0.030347 0.234690 0.018274 0.035097 0.235486\n",
+      "\t\t0.016002 0.030754 0.234625 0.018106 0.035419 0.235416\n",
+      "\t\t0.015840 0.031161 0.234560 0.017939 0.035741 0.235346\n",
+      "\t\t0.015679 0.031569 0.234497 0.017772 0.036064 0.235276\n",
+      "\t\t0.015519 0.031977 0.234434 0.017607 0.036388 0.235206\n",
+      "\t\t0.015360 0.032385 0.234372 0.017442 0.036712 0.235137\n",
+      "\t\t0.015202 0.032794 0.234311 0.017278 0.037036 0.235067\n",
+      "\t\t0.015045 0.033203 0.234251 0.017115 0.037361 0.234998\n",
+      "\t\t0.014889 0.033613 0.234191 0.016953 0.037686 0.234930\n",
+      "\t\t0.014735 0.034023 0.234133 0.016791 0.038011 0.234862\n",
+      "\t\t0.014582 0.034434 0.234075 0.016631 0.038337 0.234795\n",
+      "\t\t0.014430 0.034845 0.234019 0.016471 0.038664 0.234728\n",
+      "\t\t0.014279 0.035257 0.233963 0.016312 0.038990 0.234662\n",
+      "\t\t0.014129 0.035669 0.233909 0.016154 0.039318 0.234596\n",
+      "\t\t0.013981 0.036081 0.233855 0.015997 0.039645 0.234532\n",
+      "\t\t0.013834 0.036494 0.233803 0.015840 0.039973 0.234468\n",
+      "\t\t0.013689 0.036908 0.233751 0.015685 0.040301 0.234405\n",
+      "\t\t0.013545 0.037322 0.233700 0.015530 0.040630 0.234343\n",
+      "\t\t0.013402 0.037736 0.233650 0.015376 0.040959 0.234282\n",
+      "\t\t0.013260 0.038151 0.233601 0.015223 0.041289 0.234221\n",
+      "\t\t0.013119 0.038566 0.233552 0.015070 0.041619 0.234162\n",
+      "\t\t0.012979 0.038981 0.233505 0.014919 0.041949 0.234103\n",
+      "\t\t0.012840 0.039397 0.233459 0.014768 0.042279 0.234045\n",
+      "\t\t0.012702 0.039813 0.233413 0.014618 0.042610 0.233989\n",
+      "\t\t0.012565 0.040229 0.233368 0.014469 0.042942 0.233933\n",
+      "\t\t0.012428 0.040646 0.233324 0.014320 0.043273 0.233879\n",
+      "\t\t0.012292 0.041062 0.233281 0.014172 0.043605 0.233825\n",
+      "\t\t0.012156 0.041479 0.233238 0.014025 0.043938 0.233772\n",
+      "\t\t0.012020 0.041896 0.233196 0.013879 0.044270 0.233720\n",
+      "\t\t0.011884 0.042312 0.233155 0.013734 0.044603 0.233669\n",
+      "\t\t0.011748 0.042729 0.233115 0.013589 0.044936 0.233619\n",
+      "\t\t0.011613 0.043146 0.233075 0.013445 0.045270 0.233571\n",
+      "\t\t0.011477 0.043563 0.233037 0.013302 0.045604 0.233523\n",
+      "\t\t0.011342 0.043980 0.232998 0.013159 0.045938 0.233476\n",
+      "\t\t0.011206 0.044397 0.232961 0.013018 0.046273 0.233430\n",
+      "\t\t0.011071 0.044814 0.232924 0.012876 0.046608 0.233385\n",
+      "\t\t0.010935 0.045231 0.232888 0.012736 0.046943 0.233341\n",
+      "\t\t0.010800 0.045647 0.232852 0.012596 0.047278 0.233298\n",
+      "\t\t0.010665 0.046064 0.232817 0.012457 0.047614 0.233255\n",
+      "\t\t0.010529 0.046481 0.232783 0.012319 0.047950 0.233213\n",
+      "\t\t0.010394 0.046898 0.232750 0.012181 0.048286 0.233172\n",
+      "\t\t0.010258 0.047315 0.232718 0.012043 0.048622 0.233132\n",
+      "\t\t0.010123 0.047732 0.232686 0.011906 0.048959 0.233093\n",
+      "\t\t0.009987 0.048149 0.232655 0.011768 0.049295 0.233055\n",
+      "\t\t0.009850 0.048565 0.232624 0.011632 0.049632 0.233017\n",
+      "\t\t0.009713 0.048982 0.232593 0.011487 0.049965 0.232977\n",
+      "\t\t0.009602 0.049405 0.232569 0.011266 0.050251 0.232920\n",
+      "\t\t0.009653 0.049837 0.232575 0.010958 0.050440 0.232845\n",
+      "\t\t0.009882 0.050207 0.232617 0.010603 0.050507 0.232765\n",
+      "\t\t0.010247 0.050444 0.232689 0.010247 0.050444 0.232689\n",
+      "\tsection 14\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.048920 0.000204 0.242374 0.048920 0.000204 0.242374\n",
+      "\t\t0.048859 -0.000230 0.242378 0.048855 0.000562 0.242378\n",
+      "\t\t0.048739 -0.000651 0.242387 0.048707 0.000893 0.242389\n",
+      "\t\t0.048589 -0.001063 0.242398 0.048507 0.001197 0.242404\n",
+      "\t\t0.048417 -0.001465 0.242411 0.048277 0.001478 0.242421\n",
+      "\t\t0.048226 -0.001860 0.242426 0.048028 0.001742 0.242441\n",
+      "\t\t0.048019 -0.002246 0.242442 0.047766 0.001994 0.242461\n",
+      "\t\t0.047797 -0.002623 0.242460 0.047494 0.002235 0.242481\n",
+      "\t\t0.047560 -0.002991 0.242477 0.047216 0.002469 0.242503\n",
+      "\t\t0.047308 -0.003349 0.242496 0.046933 0.002696 0.242525\n",
+      "\t\t0.047041 -0.003697 0.242517 0.046646 0.002919 0.242546\n",
+      "\t\t0.046759 -0.004032 0.242538 0.046357 0.003139 0.242566\n",
+      "\t\t0.046462 -0.004354 0.242559 0.046065 0.003355 0.242584\n",
+      "\t\t0.046150 -0.004661 0.242578 0.045772 0.003569 0.242600\n",
+      "\t\t0.045821 -0.004951 0.242596 0.045477 0.003781 0.242613\n",
+      "\t\t0.045477 -0.005222 0.242611 0.045181 0.003993 0.242623\n",
+      "\t\t0.045117 -0.005472 0.242622 0.044885 0.004203 0.242629\n",
+      "\t\t0.044742 -0.005698 0.242626 0.044589 0.004413 0.242632\n",
+      "\t\t0.044352 -0.005897 0.242625 0.044292 0.004622 0.242631\n",
+      "\t\t0.043948 -0.006067 0.242616 0.043995 0.004832 0.242626\n",
+      "\t\t0.043533 -0.006205 0.242603 0.043699 0.005042 0.242619\n",
+      "\t\t0.043108 -0.006310 0.242585 0.043402 0.005252 0.242610\n",
+      "\t\t0.042675 -0.006381 0.242566 0.043107 0.005463 0.242599\n",
+      "\t\t0.042239 -0.006415 0.242547 0.042811 0.005674 0.242588\n",
+      "\t\t0.041800 -0.006416 0.242527 0.042516 0.005886 0.242577\n",
+      "\t\t0.041364 -0.006383 0.242508 0.042222 0.006100 0.242566\n",
+      "\t\t0.040930 -0.006318 0.242489 0.041929 0.006314 0.242554\n",
+      "\t\t0.040503 -0.006224 0.242470 0.041636 0.006529 0.242543\n",
+      "\t\t0.040082 -0.006103 0.242451 0.041345 0.006746 0.242531\n",
+      "\t\t0.039669 -0.005958 0.242432 0.041054 0.006963 0.242520\n",
+      "\t\t0.039264 -0.005790 0.242413 0.040764 0.007183 0.242508\n",
+      "\t\t0.038868 -0.005603 0.242394 0.040476 0.007403 0.242497\n",
+      "\t\t0.038480 -0.005398 0.242376 0.040188 0.007625 0.242485\n",
+      "\t\t0.038102 -0.005178 0.242357 0.039901 0.007848 0.242473\n",
+      "\t\t0.037731 -0.004944 0.242338 0.039616 0.008073 0.242461\n",
+      "\t\t0.037369 -0.004698 0.242319 0.039332 0.008299 0.242449\n",
+      "\t\t0.037015 -0.004440 0.242300 0.039049 0.008527 0.242437\n",
+      "\t\t0.036668 -0.004173 0.242281 0.038767 0.008756 0.242424\n",
+      "\t\t0.036328 -0.003897 0.242261 0.038487 0.008987 0.242411\n",
+      "\t\t0.035995 -0.003612 0.242241 0.038208 0.009220 0.242398\n",
+      "\t\t0.035669 -0.003320 0.242222 0.037930 0.009454 0.242384\n",
+      "\t\t0.035348 -0.003022 0.242201 0.037653 0.009689 0.242371\n",
+      "\t\t0.035033 -0.002717 0.242181 0.037378 0.009926 0.242357\n",
+      "\t\t0.034724 -0.002407 0.242160 0.037104 0.010165 0.242343\n",
+      "\t\t0.034419 -0.002092 0.242139 0.036832 0.010405 0.242328\n",
+      "\t\t0.034120 -0.001772 0.242118 0.036561 0.010647 0.242314\n",
+      "\t\t0.033825 -0.001448 0.242096 0.036291 0.010891 0.242298\n",
+      "\t\t0.033535 -0.001120 0.242074 0.036023 0.011136 0.242283\n",
+      "\t\t0.033249 -0.000789 0.242051 0.035757 0.011382 0.242267\n",
+      "\t\t0.032967 -0.000454 0.242028 0.035491 0.011631 0.242251\n",
+      "\t\t0.032689 -0.000115 0.242004 0.035227 0.011880 0.242234\n",
+      "\t\t0.032414 0.000226 0.241980 0.034965 0.012131 0.242217\n",
+      "\t\t0.032143 0.000570 0.241956 0.034704 0.012384 0.242200\n",
+      "\t\t0.031875 0.000917 0.241931 0.034445 0.012638 0.242182\n",
+      "\t\t0.031610 0.001266 0.241905 0.034186 0.012894 0.242164\n",
+      "\t\t0.031349 0.001617 0.241879 0.033930 0.013151 0.242146\n",
+      "\t\t0.031090 0.001970 0.241853 0.033675 0.013410 0.242127\n",
+      "\t\t0.030834 0.002326 0.241826 0.033421 0.013670 0.242107\n",
+      "\t\t0.030581 0.002683 0.241798 0.033169 0.013931 0.242087\n",
+      "\t\t0.030331 0.003043 0.241769 0.032918 0.014194 0.242066\n",
+      "\t\t0.030083 0.003404 0.241740 0.032669 0.014458 0.242045\n",
+      "\t\t0.029837 0.003766 0.241711 0.032421 0.014724 0.242024\n",
+      "\t\t0.029593 0.004130 0.241680 0.032175 0.014991 0.242002\n",
+      "\t\t0.029352 0.004496 0.241650 0.031930 0.015259 0.241979\n",
+      "\t\t0.029113 0.004863 0.241618 0.031686 0.015528 0.241956\n",
+      "\t\t0.028877 0.005232 0.241586 0.031444 0.015799 0.241932\n",
+      "\t\t0.028642 0.005601 0.241552 0.031203 0.016071 0.241908\n",
+      "\t\t0.028409 0.005972 0.241518 0.030964 0.016344 0.241883\n",
+      "\t\t0.028178 0.006344 0.241484 0.030726 0.016619 0.241857\n",
+      "\t\t0.027948 0.006718 0.241448 0.030490 0.016895 0.241831\n",
+      "\t\t0.027721 0.007092 0.241412 0.030254 0.017172 0.241804\n",
+      "\t\t0.027495 0.007467 0.241375 0.030021 0.017450 0.241776\n",
+      "\t\t0.027271 0.007844 0.241337 0.029788 0.017729 0.241748\n",
+      "\t\t0.027049 0.008221 0.241298 0.029557 0.018009 0.241718\n",
+      "\t\t0.026828 0.008600 0.241258 0.029328 0.018291 0.241689\n",
+      "\t\t0.026609 0.008979 0.241218 0.029100 0.018573 0.241658\n",
+      "\t\t0.026391 0.009359 0.241176 0.028873 0.018857 0.241627\n",
+      "\t\t0.026175 0.009740 0.241133 0.028647 0.019142 0.241595\n",
+      "\t\t0.025960 0.010121 0.241090 0.028423 0.019427 0.241562\n",
+      "\t\t0.025746 0.010504 0.241046 0.028200 0.019714 0.241528\n",
+      "\t\t0.025534 0.010887 0.241001 0.027978 0.020002 0.241494\n",
+      "\t\t0.025324 0.011271 0.240954 0.027758 0.020291 0.241458\n",
+      "\t\t0.025114 0.011656 0.240907 0.027539 0.020580 0.241422\n",
+      "\t\t0.024906 0.012041 0.240858 0.027321 0.020871 0.241385\n",
+      "\t\t0.024699 0.012427 0.240808 0.027104 0.021163 0.241347\n",
+      "\t\t0.024493 0.012814 0.240758 0.026889 0.021455 0.241308\n",
+      "\t\t0.024288 0.013201 0.240706 0.026675 0.021749 0.241268\n",
+      "\t\t0.024085 0.013589 0.240654 0.026462 0.022043 0.241227\n",
+      "\t\t0.023883 0.013977 0.240600 0.026251 0.022339 0.241185\n",
+      "\t\t0.023682 0.014367 0.240545 0.026040 0.022635 0.241142\n",
+      "\t\t0.023482 0.014756 0.240488 0.025831 0.022932 0.241098\n",
+      "\t\t0.023283 0.015146 0.240431 0.025623 0.023229 0.241054\n",
+      "\t\t0.023085 0.015537 0.240373 0.025416 0.023528 0.241008\n",
+      "\t\t0.022888 0.015929 0.240313 0.025210 0.023827 0.240961\n",
+      "\t\t0.022692 0.016320 0.240253 0.025006 0.024128 0.240913\n",
+      "\t\t0.022497 0.016713 0.240191 0.024803 0.024429 0.240864\n",
+      "\t\t0.022304 0.017106 0.240128 0.024600 0.024730 0.240813\n",
+      "\t\t0.022111 0.017499 0.240064 0.024399 0.025033 0.240762\n",
+      "\t\t0.021919 0.017893 0.239999 0.024199 0.025336 0.240710\n",
+      "\t\t0.021728 0.018287 0.239933 0.024001 0.025640 0.240656\n",
+      "\t\t0.021538 0.018682 0.239866 0.023803 0.025945 0.240602\n",
+      "\t\t0.021349 0.019077 0.239798 0.023606 0.026250 0.240546\n",
+      "\t\t0.021161 0.019472 0.239729 0.023411 0.026557 0.240489\n",
+      "\t\t0.020974 0.019868 0.239659 0.023216 0.026863 0.240430\n",
+      "\t\t0.020788 0.020265 0.239588 0.023023 0.027171 0.240371\n",
+      "\t\t0.020603 0.020662 0.239516 0.022830 0.027479 0.240311\n",
+      "\t\t0.020418 0.021059 0.239443 0.022639 0.027788 0.240250\n",
+      "\t\t0.020235 0.021457 0.239370 0.022449 0.028097 0.240187\n",
+      "\t\t0.020052 0.021855 0.239296 0.022259 0.028407 0.240123\n",
+      "\t\t0.019870 0.022253 0.239221 0.022071 0.028718 0.240058\n",
+      "\t\t0.019690 0.022652 0.239145 0.021884 0.029029 0.239992\n",
+      "\t\t0.019510 0.023052 0.239069 0.021698 0.029341 0.239925\n",
+      "\t\t0.019330 0.023451 0.238993 0.021513 0.029654 0.239857\n",
+      "\t\t0.019152 0.023852 0.238916 0.021328 0.029967 0.239788\n",
+      "\t\t0.018975 0.024252 0.238839 0.021145 0.030280 0.239718\n",
+      "\t\t0.018798 0.024653 0.238761 0.020963 0.030595 0.239647\n",
+      "\t\t0.018622 0.025054 0.238683 0.020782 0.030909 0.239575\n",
+      "\t\t0.018448 0.025456 0.238605 0.020601 0.031225 0.239502\n",
+      "\t\t0.018274 0.025858 0.238527 0.020422 0.031540 0.239428\n",
+      "\t\t0.018101 0.026260 0.238449 0.020243 0.031857 0.239354\n",
+      "\t\t0.017928 0.026663 0.238372 0.020066 0.032174 0.239279\n",
+      "\t\t0.017757 0.027066 0.238295 0.019889 0.032491 0.239203\n",
+      "\t\t0.017587 0.027469 0.238217 0.019714 0.032809 0.239127\n",
+      "\t\t0.017417 0.027873 0.238140 0.019539 0.033128 0.239050\n",
+      "\t\t0.017248 0.028278 0.238063 0.019365 0.033447 0.238973\n",
+      "\t\t0.017080 0.028682 0.237987 0.019192 0.033766 0.238896\n",
+      "\t\t0.016914 0.029087 0.237912 0.019020 0.034086 0.238818\n",
+      "\t\t0.016748 0.029492 0.237837 0.018849 0.034406 0.238740\n",
+      "\t\t0.016583 0.029898 0.237763 0.018679 0.034727 0.238661\n",
+      "\t\t0.016418 0.030304 0.237689 0.018509 0.035049 0.238583\n",
+      "\t\t0.016255 0.030711 0.237616 0.018341 0.035370 0.238504\n",
+      "\t\t0.016093 0.031118 0.237544 0.018173 0.035693 0.238426\n",
+      "\t\t0.015932 0.031525 0.237473 0.018006 0.036015 0.238348\n",
+      "\t\t0.015772 0.031933 0.237403 0.017840 0.036338 0.238271\n",
+      "\t\t0.015613 0.032341 0.237334 0.017675 0.036662 0.238193\n",
+      "\t\t0.015455 0.032749 0.237266 0.017511 0.036986 0.238115\n",
+      "\t\t0.015298 0.033158 0.237198 0.017348 0.037310 0.238038\n",
+      "\t\t0.015142 0.033568 0.237132 0.017185 0.037635 0.237962\n",
+      "\t\t0.014987 0.033977 0.237066 0.017023 0.037960 0.237887\n",
+      "\t\t0.014834 0.034388 0.237002 0.016862 0.038286 0.237812\n",
+      "\t\t0.014681 0.034798 0.236939 0.016702 0.038612 0.237737\n",
+      "\t\t0.014530 0.035209 0.236877 0.016543 0.038939 0.237664\n",
+      "\t\t0.014380 0.035621 0.236817 0.016384 0.039265 0.237590\n",
+      "\t\t0.014232 0.036033 0.236757 0.016227 0.039593 0.237518\n",
+      "\t\t0.014084 0.036445 0.236698 0.016070 0.039920 0.237447\n",
+      "\t\t0.013938 0.036858 0.236640 0.015914 0.040248 0.237377\n",
+      "\t\t0.013793 0.037272 0.236583 0.015758 0.040577 0.237308\n",
+      "\t\t0.013649 0.037685 0.236527 0.015604 0.040905 0.237240\n",
+      "\t\t0.013506 0.038099 0.236472 0.015450 0.041235 0.237172\n",
+      "\t\t0.013364 0.038514 0.236419 0.015297 0.041564 0.237105\n",
+      "\t\t0.013224 0.038929 0.236366 0.015145 0.041894 0.237040\n",
+      "\t\t0.013084 0.039344 0.236315 0.014993 0.042224 0.236975\n",
+      "\t\t0.012944 0.039759 0.236264 0.014843 0.042555 0.236912\n",
+      "\t\t0.012806 0.040175 0.236213 0.014693 0.042885 0.236851\n",
+      "\t\t0.012668 0.040590 0.236164 0.014544 0.043217 0.236790\n",
+      "\t\t0.012530 0.041006 0.236115 0.014395 0.043548 0.236730\n",
+      "\t\t0.012392 0.041422 0.236068 0.014248 0.043880 0.236671\n",
+      "\t\t0.012255 0.041838 0.236021 0.014101 0.044212 0.236613\n",
+      "\t\t0.012118 0.042254 0.235975 0.013955 0.044545 0.236556\n",
+      "\t\t0.011981 0.042670 0.235930 0.013809 0.044878 0.236500\n",
+      "\t\t0.011844 0.043086 0.235886 0.013665 0.045211 0.236445\n",
+      "\t\t0.011707 0.043502 0.235843 0.013521 0.045545 0.236392\n",
+      "\t\t0.011570 0.043918 0.235800 0.013378 0.045878 0.236340\n",
+      "\t\t0.011433 0.044334 0.235758 0.013235 0.046213 0.236289\n",
+      "\t\t0.011296 0.044750 0.235717 0.013093 0.046547 0.236238\n",
+      "\t\t0.011159 0.045166 0.235676 0.012952 0.046882 0.236189\n",
+      "\t\t0.011022 0.045582 0.235636 0.012811 0.047217 0.236140\n",
+      "\t\t0.010885 0.045998 0.235597 0.012671 0.047552 0.236092\n",
+      "\t\t0.010749 0.046414 0.235559 0.012532 0.047887 0.236045\n",
+      "\t\t0.010612 0.046830 0.235522 0.012393 0.048223 0.236000\n",
+      "\t\t0.010475 0.047247 0.235486 0.012255 0.048559 0.235955\n",
+      "\t\t0.010338 0.047663 0.235450 0.012116 0.048895 0.235911\n",
+      "\t\t0.010201 0.048079 0.235415 0.011978 0.049230 0.235868\n",
+      "\t\t0.010063 0.048494 0.235381 0.011840 0.049567 0.235825\n",
+      "\t\t0.009924 0.048910 0.235346 0.011694 0.049899 0.235781\n",
+      "\t\t0.009812 0.049333 0.235318 0.011472 0.050184 0.235717\n",
+      "\t\t0.009861 0.049764 0.235326 0.011163 0.050372 0.235633\n",
+      "\t\t0.010089 0.050135 0.235374 0.010808 0.050437 0.235541\n",
+      "\t\t0.010452 0.050373 0.235456 0.010452 0.050373 0.235456\n",
+      "\tsection 15\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049105 0.000039 0.246178 0.049105 0.000039 0.246178\n",
+      "\t\t0.049043 -0.000395 0.246182 0.049036 0.000396 0.246182\n",
+      "\t\t0.048921 -0.000816 0.246189 0.048883 0.000725 0.246191\n",
+      "\t\t0.048769 -0.001226 0.246199 0.048679 0.001025 0.246204\n",
+      "\t\t0.048596 -0.001628 0.246210 0.048447 0.001305 0.246219\n",
+      "\t\t0.048404 -0.002022 0.246223 0.048196 0.001568 0.246236\n",
+      "\t\t0.048196 -0.002407 0.246237 0.047933 0.001818 0.246253\n",
+      "\t\t0.047973 -0.002784 0.246252 0.047661 0.002060 0.246270\n",
+      "\t\t0.047735 -0.003152 0.246267 0.047383 0.002294 0.246288\n",
+      "\t\t0.047482 -0.003509 0.246283 0.047100 0.002522 0.246306\n",
+      "\t\t0.047214 -0.003856 0.246300 0.046814 0.002746 0.246324\n",
+      "\t\t0.046932 -0.004191 0.246318 0.046525 0.002966 0.246339\n",
+      "\t\t0.046635 -0.004512 0.246334 0.046235 0.003184 0.246354\n",
+      "\t\t0.046322 -0.004819 0.246349 0.045942 0.003400 0.246365\n",
+      "\t\t0.045993 -0.005108 0.246363 0.045649 0.003614 0.246374\n",
+      "\t\t0.045648 -0.005379 0.246373 0.045354 0.003827 0.246380\n",
+      "\t\t0.045288 -0.005628 0.246378 0.045060 0.004039 0.246382\n",
+      "\t\t0.044912 -0.005852 0.246378 0.044764 0.004251 0.246381\n",
+      "\t\t0.044521 -0.006050 0.246371 0.044469 0.004463 0.246376\n",
+      "\t\t0.044117 -0.006219 0.246357 0.044174 0.004675 0.246367\n",
+      "\t\t0.043701 -0.006356 0.246338 0.043879 0.004887 0.246356\n",
+      "\t\t0.043276 -0.006458 0.246314 0.043584 0.005099 0.246343\n",
+      "\t\t0.042843 -0.006526 0.246289 0.043290 0.005313 0.246328\n",
+      "\t\t0.042406 -0.006558 0.246263 0.042996 0.005526 0.246313\n",
+      "\t\t0.041968 -0.006556 0.246237 0.042703 0.005741 0.246298\n",
+      "\t\t0.041532 -0.006520 0.246211 0.042410 0.005957 0.246282\n",
+      "\t\t0.041099 -0.006452 0.246186 0.042119 0.006173 0.246266\n",
+      "\t\t0.040672 -0.006355 0.246160 0.041828 0.006391 0.246250\n",
+      "\t\t0.040252 -0.006230 0.246135 0.041538 0.006610 0.246234\n",
+      "\t\t0.039840 -0.006081 0.246109 0.041249 0.006830 0.246219\n",
+      "\t\t0.039437 -0.005911 0.246084 0.040961 0.007051 0.246203\n",
+      "\t\t0.039043 -0.005721 0.246059 0.040673 0.007274 0.246187\n",
+      "\t\t0.038657 -0.005513 0.246034 0.040388 0.007498 0.246171\n",
+      "\t\t0.038280 -0.005290 0.246009 0.040103 0.007724 0.246154\n",
+      "\t\t0.037911 -0.005053 0.245984 0.039819 0.007951 0.246138\n",
+      "\t\t0.037551 -0.004804 0.245959 0.039536 0.008179 0.246121\n",
+      "\t\t0.037199 -0.004544 0.245933 0.039255 0.008409 0.246104\n",
+      "\t\t0.036854 -0.004275 0.245908 0.038975 0.008641 0.246087\n",
+      "\t\t0.036516 -0.003996 0.245883 0.038696 0.008874 0.246069\n",
+      "\t\t0.036185 -0.003709 0.245857 0.038419 0.009108 0.246052\n",
+      "\t\t0.035860 -0.003415 0.245831 0.038142 0.009344 0.246034\n",
+      "\t\t0.035541 -0.003115 0.245805 0.037868 0.009582 0.246015\n",
+      "\t\t0.035228 -0.002809 0.245779 0.037594 0.009821 0.245997\n",
+      "\t\t0.034921 -0.002497 0.245753 0.037322 0.010062 0.245978\n",
+      "\t\t0.034618 -0.002180 0.245726 0.037051 0.010304 0.245959\n",
+      "\t\t0.034321 -0.001859 0.245699 0.036782 0.010548 0.245940\n",
+      "\t\t0.034028 -0.001533 0.245671 0.036514 0.010793 0.245920\n",
+      "\t\t0.033740 -0.001204 0.245643 0.036247 0.011040 0.245900\n",
+      "\t\t0.033455 -0.000871 0.245615 0.035982 0.011288 0.245879\n",
+      "\t\t0.033175 -0.000534 0.245586 0.035718 0.011538 0.245858\n",
+      "\t\t0.032899 -0.000194 0.245557 0.035455 0.011790 0.245837\n",
+      "\t\t0.032626 0.000148 0.245527 0.035194 0.012042 0.245815\n",
+      "\t\t0.032356 0.000493 0.245497 0.034935 0.012297 0.245793\n",
+      "\t\t0.032090 0.000841 0.245467 0.034677 0.012552 0.245770\n",
+      "\t\t0.031827 0.001191 0.245436 0.034420 0.012810 0.245747\n",
+      "\t\t0.031567 0.001544 0.245404 0.034165 0.013068 0.245724\n",
+      "\t\t0.031310 0.001898 0.245372 0.033911 0.013328 0.245700\n",
+      "\t\t0.031056 0.002255 0.245339 0.033659 0.013590 0.245675\n",
+      "\t\t0.030804 0.002613 0.245305 0.033408 0.013852 0.245650\n",
+      "\t\t0.030555 0.002974 0.245271 0.033158 0.014116 0.245625\n",
+      "\t\t0.030309 0.003335 0.245237 0.032910 0.014382 0.245599\n",
+      "\t\t0.030064 0.003699 0.245201 0.032663 0.014649 0.245572\n",
+      "\t\t0.029822 0.004064 0.245165 0.032418 0.014917 0.245545\n",
+      "\t\t0.029583 0.004431 0.245129 0.032174 0.015186 0.245517\n",
+      "\t\t0.029345 0.004799 0.245091 0.031932 0.015457 0.245489\n",
+      "\t\t0.029110 0.005168 0.245053 0.031691 0.015729 0.245460\n",
+      "\t\t0.028876 0.005538 0.245014 0.031451 0.016002 0.245430\n",
+      "\t\t0.028645 0.005910 0.244974 0.031213 0.016276 0.245400\n",
+      "\t\t0.028415 0.006283 0.244933 0.030976 0.016552 0.245369\n",
+      "\t\t0.028187 0.006657 0.244892 0.030741 0.016828 0.245338\n",
+      "\t\t0.027961 0.007032 0.244850 0.030506 0.017106 0.245305\n",
+      "\t\t0.027737 0.007408 0.244807 0.030274 0.017385 0.245272\n",
+      "\t\t0.027514 0.007785 0.244763 0.030042 0.017665 0.245239\n",
+      "\t\t0.027293 0.008163 0.244718 0.029812 0.017946 0.245204\n",
+      "\t\t0.027073 0.008542 0.244672 0.029583 0.018229 0.245169\n",
+      "\t\t0.026855 0.008922 0.244625 0.029356 0.018512 0.245133\n",
+      "\t\t0.026638 0.009302 0.244577 0.029130 0.018797 0.245096\n",
+      "\t\t0.026423 0.009684 0.244528 0.028905 0.019082 0.245059\n",
+      "\t\t0.026210 0.010066 0.244479 0.028681 0.019368 0.245020\n",
+      "\t\t0.025997 0.010449 0.244428 0.028459 0.019656 0.244981\n",
+      "\t\t0.025786 0.010833 0.244376 0.028238 0.019944 0.244940\n",
+      "\t\t0.025576 0.011217 0.244323 0.028018 0.020234 0.244899\n",
+      "\t\t0.025368 0.011602 0.244269 0.027800 0.020524 0.244857\n",
+      "\t\t0.025161 0.011988 0.244214 0.027583 0.020815 0.244814\n",
+      "\t\t0.024955 0.012375 0.244158 0.027367 0.021108 0.244770\n",
+      "\t\t0.024750 0.012762 0.244100 0.027152 0.021401 0.244726\n",
+      "\t\t0.024547 0.013150 0.244042 0.026939 0.021695 0.244680\n",
+      "\t\t0.024344 0.013538 0.243982 0.026726 0.021990 0.244632\n",
+      "\t\t0.024143 0.013927 0.243922 0.026515 0.022285 0.244584\n",
+      "\t\t0.023943 0.014316 0.243859 0.026305 0.022582 0.244535\n",
+      "\t\t0.023744 0.014706 0.243796 0.026096 0.022879 0.244485\n",
+      "\t\t0.023546 0.015097 0.243732 0.025889 0.023177 0.244434\n",
+      "\t\t0.023349 0.015488 0.243666 0.025682 0.023476 0.244382\n",
+      "\t\t0.023153 0.015880 0.243599 0.025477 0.023776 0.244329\n",
+      "\t\t0.022958 0.016272 0.243532 0.025273 0.024077 0.244274\n",
+      "\t\t0.022764 0.016665 0.243463 0.025070 0.024378 0.244218\n",
+      "\t\t0.022571 0.017058 0.243392 0.024868 0.024680 0.244162\n",
+      "\t\t0.022379 0.017451 0.243320 0.024667 0.024983 0.244104\n",
+      "\t\t0.022188 0.017846 0.243248 0.024468 0.025287 0.244045\n",
+      "\t\t0.021998 0.018240 0.243174 0.024269 0.025591 0.243984\n",
+      "\t\t0.021809 0.018635 0.243099 0.024071 0.025896 0.243923\n",
+      "\t\t0.021620 0.019031 0.243024 0.023875 0.026202 0.243860\n",
+      "\t\t0.021433 0.019426 0.242947 0.023680 0.026508 0.243796\n",
+      "\t\t0.021247 0.019823 0.242868 0.023485 0.026815 0.243730\n",
+      "\t\t0.021061 0.020219 0.242789 0.023292 0.027123 0.243664\n",
+      "\t\t0.020877 0.020617 0.242709 0.023100 0.027431 0.243597\n",
+      "\t\t0.020693 0.021014 0.242629 0.022909 0.027740 0.243528\n",
+      "\t\t0.020510 0.021412 0.242547 0.022718 0.028049 0.243458\n",
+      "\t\t0.020328 0.021810 0.242465 0.022529 0.028360 0.243387\n",
+      "\t\t0.020147 0.022209 0.242382 0.022341 0.028670 0.243314\n",
+      "\t\t0.019967 0.022608 0.242298 0.022154 0.028982 0.243240\n",
+      "\t\t0.019787 0.023008 0.242213 0.021968 0.029294 0.243166\n",
+      "\t\t0.019609 0.023408 0.242129 0.021782 0.029606 0.243090\n",
+      "\t\t0.019431 0.023808 0.242044 0.021598 0.029920 0.243014\n",
+      "\t\t0.019254 0.024208 0.241959 0.021415 0.030233 0.242936\n",
+      "\t\t0.019078 0.024609 0.241873 0.021232 0.030548 0.242857\n",
+      "\t\t0.018903 0.025011 0.241786 0.021051 0.030862 0.242777\n",
+      "\t\t0.018728 0.025412 0.241700 0.020871 0.031178 0.242696\n",
+      "\t\t0.018555 0.025815 0.241614 0.020691 0.031494 0.242614\n",
+      "\t\t0.018382 0.026217 0.241528 0.020512 0.031810 0.242532\n",
+      "\t\t0.018210 0.026620 0.241442 0.020335 0.032127 0.242449\n",
+      "\t\t0.018039 0.027023 0.241357 0.020158 0.032445 0.242365\n",
+      "\t\t0.017869 0.027427 0.241271 0.019982 0.032763 0.242281\n",
+      "\t\t0.017700 0.027830 0.241186 0.019807 0.033081 0.242196\n",
+      "\t\t0.017531 0.028235 0.241101 0.019633 0.033400 0.242110\n",
+      "\t\t0.017364 0.028639 0.241017 0.019460 0.033719 0.242025\n",
+      "\t\t0.017197 0.029044 0.240934 0.019288 0.034039 0.241939\n",
+      "\t\t0.017031 0.029450 0.240851 0.019116 0.034360 0.241853\n",
+      "\t\t0.016866 0.029855 0.240769 0.018946 0.034680 0.241766\n",
+      "\t\t0.016702 0.030261 0.240688 0.018776 0.035002 0.241679\n",
+      "\t\t0.016539 0.030668 0.240607 0.018607 0.035323 0.241593\n",
+      "\t\t0.016377 0.031075 0.240527 0.018439 0.035646 0.241506\n",
+      "\t\t0.016216 0.031482 0.240449 0.018272 0.035968 0.241421\n",
+      "\t\t0.016056 0.031890 0.240372 0.018105 0.036291 0.241335\n",
+      "\t\t0.015897 0.032298 0.240296 0.017940 0.036615 0.241249\n",
+      "\t\t0.015739 0.032706 0.240220 0.017775 0.036939 0.241163\n",
+      "\t\t0.015582 0.033115 0.240146 0.017611 0.037263 0.241078\n",
+      "\t\t0.015426 0.033524 0.240072 0.017448 0.037588 0.240994\n",
+      "\t\t0.015271 0.033934 0.240000 0.017286 0.037913 0.240911\n",
+      "\t\t0.015117 0.034344 0.239929 0.017125 0.038238 0.240829\n",
+      "\t\t0.014964 0.034754 0.239859 0.016964 0.038564 0.240747\n",
+      "\t\t0.014812 0.035165 0.239791 0.016804 0.038891 0.240665\n",
+      "\t\t0.014662 0.035576 0.239724 0.016645 0.039217 0.240584\n",
+      "\t\t0.014513 0.035988 0.239658 0.016487 0.039544 0.240505\n",
+      "\t\t0.014365 0.036400 0.239593 0.016330 0.039872 0.240426\n",
+      "\t\t0.014218 0.036813 0.239529 0.016173 0.040200 0.240349\n",
+      "\t\t0.014072 0.037226 0.239466 0.016017 0.040528 0.240273\n",
+      "\t\t0.013927 0.037639 0.239405 0.015862 0.040856 0.240197\n",
+      "\t\t0.013783 0.038052 0.239344 0.015708 0.041185 0.240123\n",
+      "\t\t0.013640 0.038466 0.239285 0.015554 0.041515 0.240049\n",
+      "\t\t0.013498 0.038881 0.239227 0.015401 0.041844 0.239977\n",
+      "\t\t0.013357 0.039295 0.239170 0.015249 0.042174 0.239906\n",
+      "\t\t0.013217 0.039710 0.239114 0.015098 0.042505 0.239836\n",
+      "\t\t0.013077 0.040125 0.239058 0.014947 0.042835 0.239768\n",
+      "\t\t0.012937 0.040540 0.239004 0.014798 0.043166 0.239701\n",
+      "\t\t0.012798 0.040955 0.238950 0.014649 0.043498 0.239634\n",
+      "\t\t0.012659 0.041371 0.238897 0.014500 0.043830 0.239569\n",
+      "\t\t0.012520 0.041786 0.238846 0.014353 0.044162 0.239505\n",
+      "\t\t0.012382 0.042202 0.238795 0.014206 0.044494 0.239442\n",
+      "\t\t0.012243 0.042617 0.238745 0.014060 0.044827 0.239380\n",
+      "\t\t0.012104 0.043032 0.238697 0.013914 0.045160 0.239320\n",
+      "\t\t0.011966 0.043448 0.238649 0.013769 0.045493 0.239261\n",
+      "\t\t0.011828 0.043863 0.238602 0.013625 0.045826 0.239203\n",
+      "\t\t0.011689 0.044279 0.238555 0.013482 0.046160 0.239147\n",
+      "\t\t0.011551 0.044694 0.238510 0.013339 0.046494 0.239091\n",
+      "\t\t0.011412 0.045110 0.238465 0.013197 0.046829 0.239036\n",
+      "\t\t0.011274 0.045525 0.238421 0.013056 0.047164 0.238982\n",
+      "\t\t0.011136 0.045941 0.238378 0.012915 0.047498 0.238929\n",
+      "\t\t0.010997 0.046356 0.238335 0.012775 0.047834 0.238877\n",
+      "\t\t0.010859 0.046772 0.238294 0.012635 0.048169 0.238827\n",
+      "\t\t0.010720 0.047187 0.238254 0.012495 0.048504 0.238777\n",
+      "\t\t0.010582 0.047603 0.238215 0.012356 0.048840 0.238729\n",
+      "\t\t0.010444 0.048018 0.238176 0.012216 0.049176 0.238681\n",
+      "\t\t0.010304 0.048433 0.238137 0.012078 0.049511 0.238634\n",
+      "\t\t0.010163 0.048848 0.238099 0.011930 0.049843 0.238585\n",
+      "\t\t0.010050 0.049270 0.238068 0.011707 0.050128 0.238514\n",
+      "\t\t0.010098 0.049702 0.238077 0.011398 0.050315 0.238420\n",
+      "\t\t0.010324 0.050073 0.238131 0.011042 0.050379 0.238318\n",
+      "\t\t0.010687 0.050313 0.238222 0.010687 0.050313 0.238222\n",
+      "\tsection 16\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049333 -0.000153 0.249982 0.049333 -0.000153 0.249982\n",
+      "\t\t0.049269 -0.000586 0.249985 0.049259 0.000204 0.249985\n",
+      "\t\t0.049144 -0.001006 0.249992 0.049099 0.000530 0.249993\n",
+      "\t\t0.048990 -0.001416 0.250000 0.048891 0.000828 0.250004\n",
+      "\t\t0.048815 -0.001818 0.250009 0.048655 0.001105 0.250017\n",
+      "\t\t0.048621 -0.002211 0.250020 0.048403 0.001367 0.250031\n",
+      "\t\t0.048412 -0.002596 0.250032 0.048139 0.001617 0.250045\n",
+      "\t\t0.048188 -0.002972 0.250044 0.047867 0.001858 0.250059\n",
+      "\t\t0.047949 -0.003339 0.250056 0.047588 0.002092 0.250073\n",
+      "\t\t0.047695 -0.003697 0.250069 0.047306 0.002322 0.250088\n",
+      "\t\t0.047427 -0.004043 0.250082 0.047020 0.002547 0.250102\n",
+      "\t\t0.047144 -0.004377 0.250097 0.046732 0.002768 0.250113\n",
+      "\t\t0.046846 -0.004698 0.250109 0.046442 0.002988 0.250123\n",
+      "\t\t0.046532 -0.005004 0.250120 0.046151 0.003205 0.250131\n",
+      "\t\t0.046202 -0.005293 0.250129 0.045858 0.003422 0.250136\n",
+      "\t\t0.045857 -0.005563 0.250134 0.045565 0.003637 0.250138\n",
+      "\t\t0.045496 -0.005811 0.250135 0.045272 0.003851 0.250135\n",
+      "\t\t0.045119 -0.006035 0.250129 0.044978 0.004066 0.250130\n",
+      "\t\t0.044728 -0.006231 0.250117 0.044684 0.004280 0.250121\n",
+      "\t\t0.044323 -0.006398 0.250097 0.044390 0.004494 0.250108\n",
+      "\t\t0.043906 -0.006533 0.250073 0.044096 0.004709 0.250093\n",
+      "\t\t0.043480 -0.006634 0.250044 0.043803 0.004924 0.250076\n",
+      "\t\t0.043047 -0.006699 0.250012 0.043510 0.005139 0.250058\n",
+      "\t\t0.042610 -0.006728 0.249980 0.043218 0.005356 0.250038\n",
+      "\t\t0.042171 -0.006723 0.249947 0.042926 0.005573 0.250018\n",
+      "\t\t0.041735 -0.006684 0.249915 0.042636 0.005791 0.249998\n",
+      "\t\t0.041303 -0.006612 0.249883 0.042345 0.006011 0.249978\n",
+      "\t\t0.040877 -0.006511 0.249851 0.042056 0.006231 0.249958\n",
+      "\t\t0.040458 -0.006383 0.249819 0.041768 0.006452 0.249938\n",
+      "\t\t0.040047 -0.006231 0.249787 0.041480 0.006675 0.249917\n",
+      "\t\t0.039645 -0.006057 0.249755 0.041194 0.006899 0.249897\n",
+      "\t\t0.039252 -0.005863 0.249724 0.040908 0.007125 0.249877\n",
+      "\t\t0.038868 -0.005653 0.249692 0.040624 0.007351 0.249856\n",
+      "\t\t0.038492 -0.005426 0.249661 0.040341 0.007579 0.249835\n",
+      "\t\t0.038126 -0.005187 0.249629 0.040059 0.007809 0.249814\n",
+      "\t\t0.037767 -0.004935 0.249598 0.039778 0.008040 0.249793\n",
+      "\t\t0.037417 -0.004672 0.249567 0.039498 0.008272 0.249772\n",
+      "\t\t0.037073 -0.004400 0.249536 0.039220 0.008506 0.249750\n",
+      "\t\t0.036737 -0.004119 0.249504 0.038943 0.008742 0.249728\n",
+      "\t\t0.036408 -0.003830 0.249473 0.038667 0.008979 0.249706\n",
+      "\t\t0.036085 -0.003534 0.249441 0.038392 0.009217 0.249683\n",
+      "\t\t0.035769 -0.003231 0.249409 0.038119 0.009457 0.249660\n",
+      "\t\t0.035457 -0.002922 0.249377 0.037847 0.009698 0.249637\n",
+      "\t\t0.035152 -0.002609 0.249345 0.037576 0.009941 0.249614\n",
+      "\t\t0.034851 -0.002290 0.249312 0.037307 0.010185 0.249590\n",
+      "\t\t0.034555 -0.001967 0.249279 0.037039 0.010431 0.249566\n",
+      "\t\t0.034264 -0.001639 0.249246 0.036772 0.010679 0.249541\n",
+      "\t\t0.033978 -0.001308 0.249213 0.036507 0.010928 0.249516\n",
+      "\t\t0.033695 -0.000973 0.249179 0.036243 0.011178 0.249491\n",
+      "\t\t0.033417 -0.000635 0.249144 0.035981 0.011430 0.249465\n",
+      "\t\t0.033142 -0.000294 0.249110 0.035720 0.011683 0.249439\n",
+      "\t\t0.032871 0.000050 0.249074 0.035460 0.011938 0.249413\n",
+      "\t\t0.032603 0.000397 0.249039 0.035202 0.012194 0.249386\n",
+      "\t\t0.032338 0.000746 0.249002 0.034945 0.012451 0.249358\n",
+      "\t\t0.032077 0.001098 0.248966 0.034690 0.012710 0.249330\n",
+      "\t\t0.031818 0.001452 0.248928 0.034436 0.012971 0.249302\n",
+      "\t\t0.031563 0.001807 0.248891 0.034184 0.013232 0.249273\n",
+      "\t\t0.031310 0.002165 0.248852 0.033933 0.013495 0.249244\n",
+      "\t\t0.031060 0.002525 0.248813 0.033683 0.013760 0.249214\n",
+      "\t\t0.030813 0.002886 0.248773 0.033434 0.014025 0.249183\n",
+      "\t\t0.030568 0.003250 0.248733 0.033188 0.014292 0.249152\n",
+      "\t\t0.030325 0.003614 0.248692 0.032942 0.014561 0.249120\n",
+      "\t\t0.030084 0.003981 0.248650 0.032698 0.014830 0.249088\n",
+      "\t\t0.029846 0.004348 0.248607 0.032455 0.015101 0.249055\n",
+      "\t\t0.029610 0.004717 0.248564 0.032214 0.015373 0.249022\n",
+      "\t\t0.029376 0.005087 0.248520 0.031974 0.015646 0.248988\n",
+      "\t\t0.029144 0.005459 0.248475 0.031735 0.015920 0.248953\n",
+      "\t\t0.028913 0.005832 0.248430 0.031498 0.016196 0.248918\n",
+      "\t\t0.028685 0.006206 0.248383 0.031262 0.016473 0.248882\n",
+      "\t\t0.028458 0.006581 0.248336 0.031027 0.016751 0.248845\n",
+      "\t\t0.028234 0.006957 0.248288 0.030794 0.017030 0.248807\n",
+      "\t\t0.028010 0.007334 0.248239 0.030562 0.017310 0.248769\n",
+      "\t\t0.027789 0.007711 0.248189 0.030332 0.017591 0.248730\n",
+      "\t\t0.027569 0.008090 0.248138 0.030102 0.017873 0.248690\n",
+      "\t\t0.027350 0.008470 0.248086 0.029874 0.018157 0.248649\n",
+      "\t\t0.027134 0.008851 0.248032 0.029648 0.018441 0.248608\n",
+      "\t\t0.026918 0.009232 0.247978 0.029422 0.018726 0.248565\n",
+      "\t\t0.026704 0.009615 0.247923 0.029198 0.019013 0.248522\n",
+      "\t\t0.026492 0.009998 0.247867 0.028975 0.019300 0.248478\n",
+      "\t\t0.026280 0.010381 0.247810 0.028754 0.019588 0.248433\n",
+      "\t\t0.026070 0.010766 0.247752 0.028533 0.019878 0.248387\n",
+      "\t\t0.025862 0.011151 0.247692 0.028314 0.020168 0.248340\n",
+      "\t\t0.025654 0.011537 0.247632 0.028096 0.020459 0.248292\n",
+      "\t\t0.025448 0.011924 0.247570 0.027880 0.020751 0.248244\n",
+      "\t\t0.025243 0.012311 0.247507 0.027664 0.021044 0.248194\n",
+      "\t\t0.025039 0.012699 0.247443 0.027450 0.021338 0.248143\n",
+      "\t\t0.024837 0.013087 0.247377 0.027237 0.021633 0.248091\n",
+      "\t\t0.024635 0.013476 0.247311 0.027025 0.021928 0.248038\n",
+      "\t\t0.024435 0.013866 0.247243 0.026814 0.022225 0.247984\n",
+      "\t\t0.024236 0.014256 0.247174 0.026605 0.022522 0.247929\n",
+      "\t\t0.024038 0.014647 0.247104 0.026396 0.022820 0.247872\n",
+      "\t\t0.023840 0.015038 0.247032 0.026189 0.023119 0.247815\n",
+      "\t\t0.023644 0.015430 0.246959 0.025983 0.023418 0.247757\n",
+      "\t\t0.023449 0.015822 0.246885 0.025778 0.023719 0.247697\n",
+      "\t\t0.023255 0.016215 0.246810 0.025574 0.024020 0.247636\n",
+      "\t\t0.023062 0.016608 0.246734 0.025371 0.024322 0.247573\n",
+      "\t\t0.022870 0.017002 0.246656 0.025170 0.024624 0.247510\n",
+      "\t\t0.022679 0.017396 0.246577 0.024969 0.024928 0.247445\n",
+      "\t\t0.022489 0.017790 0.246496 0.024770 0.025232 0.247379\n",
+      "\t\t0.022299 0.018186 0.246415 0.024571 0.025537 0.247312\n",
+      "\t\t0.022111 0.018581 0.246333 0.024374 0.025842 0.247244\n",
+      "\t\t0.021923 0.018977 0.246249 0.024178 0.026148 0.247174\n",
+      "\t\t0.021737 0.019373 0.246164 0.023982 0.026455 0.247103\n",
+      "\t\t0.021551 0.019770 0.246078 0.023788 0.026762 0.247031\n",
+      "\t\t0.021366 0.020167 0.245991 0.023595 0.027070 0.246957\n",
+      "\t\t0.021182 0.020565 0.245903 0.023403 0.027379 0.246882\n",
+      "\t\t0.020999 0.020963 0.245814 0.023211 0.027688 0.246806\n",
+      "\t\t0.020817 0.021361 0.245725 0.023021 0.027998 0.246729\n",
+      "\t\t0.020636 0.021760 0.245634 0.022832 0.028309 0.246650\n",
+      "\t\t0.020455 0.022159 0.245543 0.022644 0.028620 0.246570\n",
+      "\t\t0.020275 0.022559 0.245451 0.022457 0.028932 0.246489\n",
+      "\t\t0.020096 0.022959 0.245358 0.022270 0.029244 0.246407\n",
+      "\t\t0.019918 0.023359 0.245265 0.022085 0.029557 0.246324\n",
+      "\t\t0.019741 0.023760 0.245172 0.021901 0.029871 0.246239\n",
+      "\t\t0.019565 0.024161 0.245078 0.021717 0.030185 0.246153\n",
+      "\t\t0.019389 0.024562 0.244984 0.021535 0.030499 0.246066\n",
+      "\t\t0.019214 0.024964 0.244889 0.021353 0.030814 0.245979\n",
+      "\t\t0.019040 0.025366 0.244795 0.021172 0.031130 0.245890\n",
+      "\t\t0.018867 0.025768 0.244700 0.020993 0.031446 0.245800\n",
+      "\t\t0.018695 0.026171 0.244606 0.020814 0.031763 0.245710\n",
+      "\t\t0.018523 0.026574 0.244513 0.020636 0.032080 0.245619\n",
+      "\t\t0.018353 0.026978 0.244419 0.020459 0.032397 0.245527\n",
+      "\t\t0.018183 0.027382 0.244325 0.020283 0.032716 0.245434\n",
+      "\t\t0.018014 0.027786 0.244232 0.020108 0.033034 0.245341\n",
+      "\t\t0.017846 0.028190 0.244139 0.019933 0.033353 0.245248\n",
+      "\t\t0.017678 0.028595 0.244047 0.019760 0.033673 0.245154\n",
+      "\t\t0.017512 0.029000 0.243956 0.019587 0.033993 0.245060\n",
+      "\t\t0.017346 0.029406 0.243865 0.019415 0.034314 0.244965\n",
+      "\t\t0.017181 0.029812 0.243776 0.019244 0.034635 0.244870\n",
+      "\t\t0.017018 0.030218 0.243686 0.019074 0.034956 0.244776\n",
+      "\t\t0.016855 0.030625 0.243598 0.018905 0.035278 0.244681\n",
+      "\t\t0.016693 0.031032 0.243511 0.018737 0.035600 0.244587\n",
+      "\t\t0.016531 0.031439 0.243425 0.018569 0.035923 0.244493\n",
+      "\t\t0.016371 0.031847 0.243341 0.018402 0.036246 0.244399\n",
+      "\t\t0.016212 0.032255 0.243257 0.018236 0.036570 0.244305\n",
+      "\t\t0.016054 0.032664 0.243175 0.018071 0.036894 0.244211\n",
+      "\t\t0.015896 0.033073 0.243093 0.017907 0.037218 0.244119\n",
+      "\t\t0.015740 0.033482 0.243013 0.017743 0.037543 0.244027\n",
+      "\t\t0.015585 0.033892 0.242934 0.017580 0.037868 0.243936\n",
+      "\t\t0.015431 0.034302 0.242856 0.017419 0.038194 0.243845\n",
+      "\t\t0.015277 0.034712 0.242780 0.017257 0.038520 0.243756\n",
+      "\t\t0.015125 0.035123 0.242705 0.017097 0.038846 0.243667\n",
+      "\t\t0.014974 0.035534 0.242632 0.016937 0.039173 0.243578\n",
+      "\t\t0.014824 0.035946 0.242560 0.016779 0.039500 0.243491\n",
+      "\t\t0.014676 0.036358 0.242488 0.016621 0.039828 0.243405\n",
+      "\t\t0.014528 0.036770 0.242418 0.016463 0.040155 0.243321\n",
+      "\t\t0.014381 0.037183 0.242350 0.016307 0.040484 0.243238\n",
+      "\t\t0.014235 0.037596 0.242282 0.016151 0.040812 0.243155\n",
+      "\t\t0.014090 0.038010 0.242216 0.015996 0.041141 0.243074\n",
+      "\t\t0.013947 0.038424 0.242151 0.015842 0.041471 0.242993\n",
+      "\t\t0.013803 0.038838 0.242088 0.015688 0.041800 0.242914\n",
+      "\t\t0.013661 0.039252 0.242025 0.015536 0.042130 0.242836\n",
+      "\t\t0.013519 0.039666 0.241964 0.015384 0.042461 0.242760\n",
+      "\t\t0.013378 0.040081 0.241903 0.015232 0.042791 0.242685\n",
+      "\t\t0.013237 0.040496 0.241844 0.015082 0.043122 0.242612\n",
+      "\t\t0.013096 0.040911 0.241785 0.014932 0.043454 0.242539\n",
+      "\t\t0.012955 0.041326 0.241727 0.014783 0.043785 0.242468\n",
+      "\t\t0.012815 0.041741 0.241671 0.014634 0.044117 0.242398\n",
+      "\t\t0.012675 0.042156 0.241615 0.014487 0.044450 0.242329\n",
+      "\t\t0.012535 0.042571 0.241561 0.014340 0.044782 0.242261\n",
+      "\t\t0.012395 0.042986 0.241508 0.014193 0.045115 0.242195\n",
+      "\t\t0.012255 0.043401 0.241455 0.014048 0.045449 0.242130\n",
+      "\t\t0.012115 0.043816 0.241403 0.013903 0.045782 0.242067\n",
+      "\t\t0.011975 0.044231 0.241353 0.013759 0.046116 0.242005\n",
+      "\t\t0.011835 0.044647 0.241302 0.013615 0.046450 0.241944\n",
+      "\t\t0.011695 0.045062 0.241253 0.013472 0.046784 0.241883\n",
+      "\t\t0.011555 0.045477 0.241205 0.013330 0.047119 0.241824\n",
+      "\t\t0.011415 0.045892 0.241158 0.013188 0.047454 0.241766\n",
+      "\t\t0.011275 0.046307 0.241111 0.013046 0.047789 0.241710\n",
+      "\t\t0.011135 0.046722 0.241066 0.012905 0.048124 0.241654\n",
+      "\t\t0.010995 0.047137 0.241022 0.012765 0.048460 0.241600\n",
+      "\t\t0.010855 0.047552 0.240979 0.012624 0.048795 0.241546\n",
+      "\t\t0.010715 0.047968 0.240936 0.012484 0.049130 0.241494\n",
+      "\t\t0.010573 0.048382 0.240894 0.012344 0.049466 0.241442\n",
+      "\t\t0.010432 0.048797 0.240852 0.012195 0.049798 0.241388\n",
+      "\t\t0.010317 0.049219 0.240818 0.011971 0.050082 0.241311\n",
+      "\t\t0.010363 0.049651 0.240828 0.011661 0.050268 0.241207\n",
+      "\t\t0.010588 0.050023 0.240887 0.011305 0.050331 0.241094\n",
+      "\t\t0.010949 0.050264 0.240989 0.010949 0.050264 0.240989\n",
+      "\tsection 17\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049602 -0.000370 0.253786 0.049602 -0.000370 0.253786\n",
+      "\t\t0.049536 -0.000803 0.253789 0.049523 -0.000014 0.253789\n",
+      "\t\t0.049408 -0.001223 0.253794 0.049356 0.000309 0.253795\n",
+      "\t\t0.049252 -0.001633 0.253801 0.049143 0.000604 0.253804\n",
+      "\t\t0.049075 -0.002034 0.253808 0.048904 0.000879 0.253815\n",
+      "\t\t0.048880 -0.002427 0.253817 0.048649 0.001139 0.253826\n",
+      "\t\t0.048669 -0.002811 0.253826 0.048384 0.001389 0.253837\n",
+      "\t\t0.048443 -0.003187 0.253836 0.048111 0.001630 0.253847\n",
+      "\t\t0.048203 -0.003554 0.253845 0.047832 0.001865 0.253858\n",
+      "\t\t0.047948 -0.003911 0.253855 0.047550 0.002095 0.253869\n",
+      "\t\t0.047679 -0.004257 0.253865 0.047265 0.002321 0.253879\n",
+      "\t\t0.047394 -0.004591 0.253876 0.046977 0.002545 0.253887\n",
+      "\t\t0.047095 -0.004911 0.253885 0.046688 0.002766 0.253893\n",
+      "\t\t0.046780 -0.005217 0.253891 0.046397 0.002985 0.253896\n",
+      "\t\t0.046450 -0.005505 0.253896 0.046106 0.003204 0.253897\n",
+      "\t\t0.046104 -0.005774 0.253896 0.045814 0.003421 0.253895\n",
+      "\t\t0.045742 -0.006021 0.253892 0.045521 0.003638 0.253889\n",
+      "\t\t0.045364 -0.006244 0.253881 0.045229 0.003855 0.253879\n",
+      "\t\t0.044972 -0.006440 0.253863 0.044936 0.004072 0.253866\n",
+      "\t\t0.044566 -0.006605 0.253838 0.044644 0.004289 0.253849\n",
+      "\t\t0.044148 -0.006738 0.253808 0.044351 0.004506 0.253830\n",
+      "\t\t0.043720 -0.006837 0.253773 0.044060 0.004724 0.253809\n",
+      "\t\t0.043286 -0.006899 0.253735 0.043768 0.004943 0.253787\n",
+      "\t\t0.042849 -0.006926 0.253696 0.043478 0.005162 0.253763\n",
+      "\t\t0.042410 -0.006917 0.253657 0.043188 0.005382 0.253739\n",
+      "\t\t0.041974 -0.006874 0.253618 0.042898 0.005603 0.253714\n",
+      "\t\t0.041542 -0.006799 0.253580 0.042610 0.005826 0.253690\n",
+      "\t\t0.041116 -0.006694 0.253541 0.042322 0.006049 0.253665\n",
+      "\t\t0.040698 -0.006562 0.253503 0.042035 0.006273 0.253641\n",
+      "\t\t0.040288 -0.006406 0.253464 0.041749 0.006499 0.253616\n",
+      "\t\t0.039887 -0.006228 0.253426 0.041464 0.006726 0.253592\n",
+      "\t\t0.039496 -0.006031 0.253388 0.041181 0.006954 0.253567\n",
+      "\t\t0.039113 -0.005817 0.253350 0.040898 0.007184 0.253542\n",
+      "\t\t0.038739 -0.005588 0.253313 0.040616 0.007415 0.253517\n",
+      "\t\t0.038374 -0.005345 0.253275 0.040336 0.007647 0.253491\n",
+      "\t\t0.038017 -0.005090 0.253238 0.040057 0.007881 0.253465\n",
+      "\t\t0.037669 -0.004824 0.253201 0.039779 0.008116 0.253439\n",
+      "\t\t0.037327 -0.004549 0.253163 0.039502 0.008352 0.253413\n",
+      "\t\t0.036993 -0.004265 0.253126 0.039226 0.008590 0.253386\n",
+      "\t\t0.036666 -0.003973 0.253088 0.038952 0.008830 0.253359\n",
+      "\t\t0.036345 -0.003674 0.253051 0.038679 0.009071 0.253332\n",
+      "\t\t0.036029 -0.003369 0.253013 0.038407 0.009313 0.253305\n",
+      "\t\t0.035720 -0.003059 0.252975 0.038136 0.009557 0.253277\n",
+      "\t\t0.035416 -0.002742 0.252937 0.037867 0.009803 0.253249\n",
+      "\t\t0.035117 -0.002422 0.252899 0.037599 0.010049 0.253221\n",
+      "\t\t0.034824 -0.002096 0.252860 0.037333 0.010298 0.253192\n",
+      "\t\t0.034534 -0.001767 0.252822 0.037068 0.010547 0.253162\n",
+      "\t\t0.034249 -0.001433 0.252782 0.036804 0.010799 0.253133\n",
+      "\t\t0.033968 -0.001097 0.252743 0.036542 0.011051 0.253103\n",
+      "\t\t0.033691 -0.000757 0.252703 0.036281 0.011305 0.253072\n",
+      "\t\t0.033418 -0.000414 0.252662 0.036021 0.011561 0.253041\n",
+      "\t\t0.033149 -0.000068 0.252621 0.035763 0.011817 0.253010\n",
+      "\t\t0.032883 0.000281 0.252580 0.035506 0.012076 0.252978\n",
+      "\t\t0.032620 0.000632 0.252538 0.035251 0.012335 0.252946\n",
+      "\t\t0.032360 0.000985 0.252496 0.034997 0.012596 0.252913\n",
+      "\t\t0.032103 0.001340 0.252453 0.034744 0.012858 0.252880\n",
+      "\t\t0.031849 0.001698 0.252409 0.034493 0.013122 0.252846\n",
+      "\t\t0.031598 0.002057 0.252365 0.034243 0.013387 0.252812\n",
+      "\t\t0.031349 0.002418 0.252321 0.033994 0.013653 0.252777\n",
+      "\t\t0.031103 0.002781 0.252275 0.033747 0.013920 0.252742\n",
+      "\t\t0.030859 0.003146 0.252229 0.033501 0.014189 0.252705\n",
+      "\t\t0.030618 0.003512 0.252182 0.033257 0.014459 0.252669\n",
+      "\t\t0.030379 0.003880 0.252135 0.033014 0.014730 0.252632\n",
+      "\t\t0.030142 0.004249 0.252086 0.032772 0.015003 0.252594\n",
+      "\t\t0.029907 0.004619 0.252038 0.032532 0.015276 0.252555\n",
+      "\t\t0.029675 0.004991 0.251988 0.032293 0.015551 0.252516\n",
+      "\t\t0.029444 0.005363 0.251937 0.032055 0.015827 0.252476\n",
+      "\t\t0.029215 0.005737 0.251885 0.031819 0.016104 0.252435\n",
+      "\t\t0.028988 0.006113 0.251833 0.031584 0.016382 0.252394\n",
+      "\t\t0.028762 0.006489 0.251780 0.031350 0.016661 0.252352\n",
+      "\t\t0.028539 0.006866 0.251725 0.031117 0.016942 0.252309\n",
+      "\t\t0.028317 0.007244 0.251670 0.030886 0.017223 0.252265\n",
+      "\t\t0.028097 0.007623 0.251614 0.030656 0.017506 0.252221\n",
+      "\t\t0.027878 0.008003 0.251557 0.030428 0.017789 0.252175\n",
+      "\t\t0.027661 0.008384 0.251499 0.030201 0.018074 0.252129\n",
+      "\t\t0.027445 0.008766 0.251440 0.029975 0.018359 0.252083\n",
+      "\t\t0.027230 0.009149 0.251379 0.029750 0.018646 0.252035\n",
+      "\t\t0.027018 0.009532 0.251318 0.029527 0.018934 0.251986\n",
+      "\t\t0.026806 0.009916 0.251256 0.029304 0.019222 0.251936\n",
+      "\t\t0.026596 0.010301 0.251192 0.029083 0.019512 0.251885\n",
+      "\t\t0.026387 0.010686 0.251127 0.028864 0.019802 0.251834\n",
+      "\t\t0.026179 0.011073 0.251061 0.028645 0.020093 0.251781\n",
+      "\t\t0.025973 0.011460 0.250994 0.028428 0.020385 0.251727\n",
+      "\t\t0.025768 0.011847 0.250926 0.028211 0.020679 0.251673\n",
+      "\t\t0.025564 0.012235 0.250856 0.027996 0.020973 0.251617\n",
+      "\t\t0.025361 0.012624 0.250785 0.027783 0.021267 0.251560\n",
+      "\t\t0.025160 0.013013 0.250713 0.027570 0.021563 0.251502\n",
+      "\t\t0.024959 0.013403 0.250640 0.027359 0.021859 0.251443\n",
+      "\t\t0.024760 0.013794 0.250565 0.027148 0.022157 0.251383\n",
+      "\t\t0.024561 0.014185 0.250489 0.026939 0.022455 0.251322\n",
+      "\t\t0.024364 0.014577 0.250411 0.026731 0.022754 0.251259\n",
+      "\t\t0.024168 0.014969 0.250333 0.026524 0.023053 0.251196\n",
+      "\t\t0.023972 0.015361 0.250253 0.026318 0.023354 0.251131\n",
+      "\t\t0.023778 0.015755 0.250171 0.026113 0.023655 0.251065\n",
+      "\t\t0.023585 0.016148 0.250089 0.025910 0.023957 0.250997\n",
+      "\t\t0.023393 0.016542 0.250005 0.025707 0.024260 0.250928\n",
+      "\t\t0.023201 0.016937 0.249920 0.025506 0.024563 0.250858\n",
+      "\t\t0.023011 0.017332 0.249833 0.025305 0.024867 0.250787\n",
+      "\t\t0.022821 0.017727 0.249745 0.025106 0.025172 0.250714\n",
+      "\t\t0.022633 0.018123 0.249656 0.024908 0.025477 0.250640\n",
+      "\t\t0.022445 0.018519 0.249566 0.024710 0.025783 0.250565\n",
+      "\t\t0.022258 0.018916 0.249474 0.024514 0.026090 0.250488\n",
+      "\t\t0.022072 0.019313 0.249382 0.024319 0.026398 0.250410\n",
+      "\t\t0.021887 0.019711 0.249287 0.024125 0.026706 0.250331\n",
+      "\t\t0.021703 0.020109 0.249192 0.023931 0.027014 0.250250\n",
+      "\t\t0.021520 0.020507 0.249096 0.023739 0.027324 0.250168\n",
+      "\t\t0.021337 0.020906 0.249000 0.023548 0.027634 0.250085\n",
+      "\t\t0.021156 0.021305 0.248902 0.023358 0.027944 0.250000\n",
+      "\t\t0.020975 0.021704 0.248804 0.023168 0.028255 0.249914\n",
+      "\t\t0.020795 0.022104 0.248704 0.022980 0.028567 0.249826\n",
+      "\t\t0.020616 0.022505 0.248603 0.022793 0.028879 0.249737\n",
+      "\t\t0.020437 0.022905 0.248502 0.022606 0.029192 0.249648\n",
+      "\t\t0.020260 0.023306 0.248401 0.022421 0.029505 0.249557\n",
+      "\t\t0.020083 0.023707 0.248300 0.022236 0.029819 0.249465\n",
+      "\t\t0.019907 0.024109 0.248198 0.022052 0.030134 0.249371\n",
+      "\t\t0.019732 0.024511 0.248095 0.021870 0.030449 0.249276\n",
+      "\t\t0.019558 0.024913 0.247993 0.021688 0.030764 0.249180\n",
+      "\t\t0.019384 0.025316 0.247890 0.021507 0.031081 0.249084\n",
+      "\t\t0.019211 0.025719 0.247787 0.021327 0.031397 0.248986\n",
+      "\t\t0.019039 0.026122 0.247685 0.021148 0.031714 0.248888\n",
+      "\t\t0.018868 0.026526 0.247583 0.020970 0.032032 0.248789\n",
+      "\t\t0.018698 0.026930 0.247481 0.020792 0.032350 0.248689\n",
+      "\t\t0.018528 0.027335 0.247379 0.020616 0.032668 0.248588\n",
+      "\t\t0.018359 0.027739 0.247277 0.020440 0.032987 0.248487\n",
+      "\t\t0.018191 0.028144 0.247176 0.020266 0.033307 0.248385\n",
+      "\t\t0.018024 0.028550 0.247076 0.020092 0.033627 0.248283\n",
+      "\t\t0.017858 0.028956 0.246978 0.019919 0.033947 0.248181\n",
+      "\t\t0.017692 0.029362 0.246880 0.019746 0.034268 0.248078\n",
+      "\t\t0.017528 0.029768 0.246782 0.019575 0.034590 0.247975\n",
+      "\t\t0.017364 0.030175 0.246685 0.019405 0.034911 0.247872\n",
+      "\t\t0.017201 0.030582 0.246589 0.019235 0.035234 0.247769\n",
+      "\t\t0.017039 0.030989 0.246495 0.019066 0.035556 0.247667\n",
+      "\t\t0.016878 0.031397 0.246401 0.018898 0.035879 0.247565\n",
+      "\t\t0.016717 0.031805 0.246309 0.018731 0.036203 0.247463\n",
+      "\t\t0.016558 0.032214 0.246219 0.018564 0.036527 0.247361\n",
+      "\t\t0.016400 0.032623 0.246129 0.018398 0.036851 0.247259\n",
+      "\t\t0.016242 0.033032 0.246041 0.018233 0.037176 0.247159\n",
+      "\t\t0.016085 0.033441 0.245953 0.018069 0.037501 0.247059\n",
+      "\t\t0.015930 0.033851 0.245868 0.017906 0.037826 0.246960\n",
+      "\t\t0.015775 0.034262 0.245783 0.017744 0.038152 0.246862\n",
+      "\t\t0.015622 0.034672 0.245700 0.017582 0.038479 0.246765\n",
+      "\t\t0.015469 0.035084 0.245619 0.017421 0.038805 0.246668\n",
+      "\t\t0.015317 0.035495 0.245540 0.017261 0.039132 0.246572\n",
+      "\t\t0.015167 0.035907 0.245461 0.017101 0.039460 0.246478\n",
+      "\t\t0.015017 0.036319 0.245384 0.016942 0.039787 0.246385\n",
+      "\t\t0.014869 0.036732 0.245308 0.016784 0.040116 0.246293\n",
+      "\t\t0.014721 0.037144 0.245233 0.016627 0.040444 0.246202\n",
+      "\t\t0.014574 0.037558 0.245160 0.016471 0.040773 0.246113\n",
+      "\t\t0.014428 0.037971 0.245088 0.016315 0.041102 0.246024\n",
+      "\t\t0.014283 0.038385 0.245017 0.016160 0.041432 0.245937\n",
+      "\t\t0.014139 0.038799 0.244949 0.016006 0.041762 0.245851\n",
+      "\t\t0.013995 0.039213 0.244881 0.015852 0.042092 0.245767\n",
+      "\t\t0.013852 0.039628 0.244814 0.015699 0.042422 0.245684\n",
+      "\t\t0.013709 0.040042 0.244748 0.015547 0.042753 0.245603\n",
+      "\t\t0.013566 0.040457 0.244683 0.015396 0.043085 0.245523\n",
+      "\t\t0.013424 0.040872 0.244620 0.015245 0.043416 0.245444\n",
+      "\t\t0.013282 0.041287 0.244557 0.015095 0.043748 0.245366\n",
+      "\t\t0.013140 0.041702 0.244495 0.014946 0.044080 0.245290\n",
+      "\t\t0.012998 0.042116 0.244435 0.014798 0.044413 0.245215\n",
+      "\t\t0.012857 0.042531 0.244376 0.014650 0.044745 0.245142\n",
+      "\t\t0.012715 0.042946 0.244318 0.014502 0.045079 0.245070\n",
+      "\t\t0.012573 0.043361 0.244261 0.014356 0.045412 0.244999\n",
+      "\t\t0.012432 0.043776 0.244205 0.014210 0.045746 0.244931\n",
+      "\t\t0.012290 0.044191 0.244150 0.014065 0.046080 0.244863\n",
+      "\t\t0.012148 0.044606 0.244095 0.013920 0.046414 0.244796\n",
+      "\t\t0.012007 0.045021 0.244042 0.013776 0.046748 0.244731\n",
+      "\t\t0.011865 0.045436 0.243989 0.013633 0.047083 0.244667\n",
+      "\t\t0.011723 0.045851 0.243938 0.013490 0.047418 0.244604\n",
+      "\t\t0.011582 0.046266 0.243887 0.013347 0.047753 0.244542\n",
+      "\t\t0.011440 0.046681 0.243838 0.013205 0.048089 0.244481\n",
+      "\t\t0.011299 0.047096 0.243790 0.013064 0.048424 0.244422\n",
+      "\t\t0.011157 0.047511 0.243743 0.012922 0.048760 0.244364\n",
+      "\t\t0.011015 0.047926 0.243697 0.012780 0.049095 0.244307\n",
+      "\t\t0.010872 0.048341 0.243651 0.012639 0.049431 0.244251\n",
+      "\t\t0.010729 0.048755 0.243605 0.012489 0.049763 0.244192\n",
+      "\t\t0.010612 0.049177 0.243568 0.012264 0.050047 0.244107\n",
+      "\t\t0.010656 0.049610 0.243579 0.011953 0.050232 0.243994\n",
+      "\t\t0.010880 0.049983 0.243644 0.011596 0.050294 0.243871\n",
+      "\t\t0.011241 0.050226 0.243755 0.011241 0.050226 0.243755\n",
+      "\tsection 18\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.049913 -0.000613 0.257590 0.049913 -0.000613 0.257590\n",
+      "\t\t0.049844 -0.001047 0.257592 0.049828 -0.000257 0.257592\n",
+      "\t\t0.049714 -0.001466 0.257596 0.049654 0.000062 0.257598\n",
+      "\t\t0.049555 -0.001876 0.257601 0.049435 0.000354 0.257604\n",
+      "\t\t0.049375 -0.002276 0.257607 0.049192 0.000627 0.257613\n",
+      "\t\t0.049178 -0.002669 0.257614 0.048935 0.000886 0.257621\n",
+      "\t\t0.048966 -0.003053 0.257621 0.048668 0.001134 0.257629\n",
+      "\t\t0.048738 -0.003429 0.257628 0.048394 0.001375 0.257636\n",
+      "\t\t0.048496 -0.003795 0.257635 0.048115 0.001611 0.257643\n",
+      "\t\t0.048240 -0.004152 0.257641 0.047833 0.001842 0.257651\n",
+      "\t\t0.047969 -0.004498 0.257648 0.047548 0.002070 0.257657\n",
+      "\t\t0.047684 -0.004831 0.257655 0.047260 0.002295 0.257660\n",
+      "\t\t0.047383 -0.005152 0.257660 0.046972 0.002518 0.257662\n",
+      "\t\t0.047067 -0.005457 0.257662 0.046682 0.002740 0.257662\n",
+      "\t\t0.046736 -0.005745 0.257662 0.046391 0.002961 0.257658\n",
+      "\t\t0.046388 -0.006013 0.257657 0.046100 0.003181 0.257652\n",
+      "\t\t0.046025 -0.006260 0.257648 0.045809 0.003401 0.257642\n",
+      "\t\t0.045646 -0.006482 0.257632 0.045518 0.003620 0.257628\n",
+      "\t\t0.045252 -0.006676 0.257609 0.045226 0.003840 0.257611\n",
+      "\t\t0.044845 -0.006840 0.257579 0.044935 0.004060 0.257590\n",
+      "\t\t0.044426 -0.006971 0.257543 0.044644 0.004280 0.257567\n",
+      "\t\t0.043997 -0.007067 0.257502 0.044354 0.004501 0.257542\n",
+      "\t\t0.043562 -0.007127 0.257458 0.044064 0.004723 0.257516\n",
+      "\t\t0.043124 -0.007150 0.257413 0.043775 0.004945 0.257488\n",
+      "\t\t0.042685 -0.007138 0.257367 0.043486 0.005169 0.257459\n",
+      "\t\t0.042248 -0.007091 0.257322 0.043198 0.005393 0.257430\n",
+      "\t\t0.041816 -0.007012 0.257277 0.042911 0.005618 0.257401\n",
+      "\t\t0.041391 -0.006903 0.257232 0.042625 0.005845 0.257373\n",
+      "\t\t0.040973 -0.006767 0.257187 0.042340 0.006073 0.257344\n",
+      "\t\t0.040564 -0.006607 0.257142 0.042056 0.006301 0.257315\n",
+      "\t\t0.040164 -0.006425 0.257097 0.041772 0.006531 0.257286\n",
+      "\t\t0.039774 -0.006224 0.257053 0.041490 0.006763 0.257257\n",
+      "\t\t0.039393 -0.006006 0.257009 0.041209 0.006995 0.257227\n",
+      "\t\t0.039020 -0.005773 0.256965 0.040929 0.007230 0.257198\n",
+      "\t\t0.038657 -0.005527 0.256921 0.040650 0.007465 0.257168\n",
+      "\t\t0.038302 -0.005269 0.256878 0.040372 0.007702 0.257137\n",
+      "\t\t0.037955 -0.005000 0.256834 0.040096 0.007940 0.257107\n",
+      "\t\t0.037615 -0.004721 0.256791 0.039821 0.008179 0.257076\n",
+      "\t\t0.037283 -0.004434 0.256747 0.039547 0.008420 0.257045\n",
+      "\t\t0.036957 -0.004140 0.256704 0.039274 0.008663 0.257013\n",
+      "\t\t0.036638 -0.003838 0.256661 0.039002 0.008906 0.256982\n",
+      "\t\t0.036324 -0.003531 0.256617 0.038732 0.009152 0.256950\n",
+      "\t\t0.036017 -0.003217 0.256573 0.038463 0.009398 0.256917\n",
+      "\t\t0.035715 -0.002899 0.256530 0.038195 0.009646 0.256884\n",
+      "\t\t0.035418 -0.002575 0.256486 0.037929 0.009896 0.256851\n",
+      "\t\t0.035125 -0.002247 0.256441 0.037664 0.010147 0.256818\n",
+      "\t\t0.034838 -0.001915 0.256397 0.037400 0.010399 0.256784\n",
+      "\t\t0.034554 -0.001580 0.256352 0.037138 0.010653 0.256749\n",
+      "\t\t0.034275 -0.001241 0.256307 0.036877 0.010908 0.256715\n",
+      "\t\t0.034000 -0.000899 0.256261 0.036618 0.011164 0.256679\n",
+      "\t\t0.033728 -0.000554 0.256215 0.036359 0.011422 0.256644\n",
+      "\t\t0.033460 -0.000206 0.256168 0.036102 0.011681 0.256608\n",
+      "\t\t0.033196 0.000145 0.256121 0.035847 0.011942 0.256571\n",
+      "\t\t0.032934 0.000498 0.256074 0.035593 0.012203 0.256534\n",
+      "\t\t0.032676 0.000853 0.256026 0.035340 0.012467 0.256496\n",
+      "\t\t0.032421 0.001210 0.255977 0.035088 0.012731 0.256458\n",
+      "\t\t0.032168 0.001569 0.255928 0.034838 0.012997 0.256419\n",
+      "\t\t0.031919 0.001931 0.255879 0.034589 0.013264 0.256380\n",
+      "\t\t0.031671 0.002294 0.255828 0.034342 0.013532 0.256340\n",
+      "\t\t0.031427 0.002658 0.255777 0.034096 0.013801 0.256300\n",
+      "\t\t0.031185 0.003025 0.255725 0.033851 0.014072 0.256259\n",
+      "\t\t0.030945 0.003392 0.255673 0.033608 0.014344 0.256217\n",
+      "\t\t0.030707 0.003762 0.255619 0.033366 0.014617 0.256175\n",
+      "\t\t0.030471 0.004132 0.255565 0.033125 0.014891 0.256132\n",
+      "\t\t0.030238 0.004504 0.255511 0.032886 0.015167 0.256088\n",
+      "\t\t0.030006 0.004877 0.255455 0.032648 0.015443 0.256044\n",
+      "\t\t0.029777 0.005252 0.255399 0.032411 0.015721 0.255999\n",
+      "\t\t0.029549 0.005627 0.255341 0.032175 0.016000 0.255953\n",
+      "\t\t0.029323 0.006004 0.255283 0.031941 0.016280 0.255906\n",
+      "\t\t0.029099 0.006381 0.255223 0.031708 0.016560 0.255859\n",
+      "\t\t0.028877 0.006760 0.255163 0.031477 0.016842 0.255811\n",
+      "\t\t0.028656 0.007140 0.255102 0.031246 0.017125 0.255762\n",
+      "\t\t0.028437 0.007520 0.255040 0.031017 0.017410 0.255712\n",
+      "\t\t0.028219 0.007902 0.254977 0.030789 0.017695 0.255661\n",
+      "\t\t0.028003 0.008284 0.254913 0.030563 0.017981 0.255610\n",
+      "\t\t0.027789 0.008667 0.254847 0.030337 0.018268 0.255557\n",
+      "\t\t0.027575 0.009051 0.254780 0.030113 0.018556 0.255504\n",
+      "\t\t0.027364 0.009436 0.254713 0.029890 0.018845 0.255450\n",
+      "\t\t0.027153 0.009821 0.254644 0.029669 0.019134 0.255394\n",
+      "\t\t0.026944 0.010207 0.254574 0.029448 0.019425 0.255338\n",
+      "\t\t0.026736 0.010594 0.254503 0.029229 0.019717 0.255280\n",
+      "\t\t0.026530 0.010982 0.254431 0.029011 0.020010 0.255222\n",
+      "\t\t0.026324 0.011370 0.254357 0.028794 0.020303 0.255163\n",
+      "\t\t0.026120 0.011759 0.254282 0.028578 0.020597 0.255102\n",
+      "\t\t0.025917 0.012148 0.254205 0.028364 0.020892 0.255041\n",
+      "\t\t0.025715 0.012538 0.254127 0.028150 0.021188 0.254978\n",
+      "\t\t0.025515 0.012929 0.254049 0.027938 0.021485 0.254914\n",
+      "\t\t0.025315 0.013320 0.253969 0.027727 0.021783 0.254849\n",
+      "\t\t0.025116 0.013712 0.253887 0.027517 0.022081 0.254782\n",
+      "\t\t0.024919 0.014104 0.253804 0.027308 0.022380 0.254715\n",
+      "\t\t0.024722 0.014496 0.253719 0.027100 0.022680 0.254646\n",
+      "\t\t0.024527 0.014890 0.253633 0.026893 0.022981 0.254576\n",
+      "\t\t0.024333 0.015284 0.253546 0.026688 0.023283 0.254505\n",
+      "\t\t0.024139 0.015678 0.253457 0.026483 0.023585 0.254432\n",
+      "\t\t0.023947 0.016072 0.253368 0.026280 0.023888 0.254358\n",
+      "\t\t0.023755 0.016468 0.253276 0.026077 0.024191 0.254283\n",
+      "\t\t0.023565 0.016863 0.253183 0.025876 0.024496 0.254206\n",
+      "\t\t0.023375 0.017259 0.253089 0.025675 0.024801 0.254128\n",
+      "\t\t0.023186 0.017656 0.252993 0.025476 0.025106 0.254049\n",
+      "\t\t0.022998 0.018053 0.252896 0.025278 0.025413 0.253969\n",
+      "\t\t0.022811 0.018450 0.252799 0.025080 0.025720 0.253886\n",
+      "\t\t0.022625 0.018848 0.252700 0.024884 0.026027 0.253803\n",
+      "\t\t0.022440 0.019246 0.252599 0.024689 0.026336 0.253717\n",
+      "\t\t0.022256 0.019645 0.252497 0.024495 0.026644 0.253631\n",
+      "\t\t0.022072 0.020044 0.252394 0.024301 0.026954 0.253543\n",
+      "\t\t0.021889 0.020443 0.252290 0.024109 0.027264 0.253454\n",
+      "\t\t0.021707 0.020843 0.252185 0.023918 0.027575 0.253363\n",
+      "\t\t0.021526 0.021243 0.252079 0.023727 0.027886 0.253271\n",
+      "\t\t0.021346 0.021643 0.251973 0.023538 0.028198 0.253178\n",
+      "\t\t0.021167 0.022044 0.251865 0.023349 0.028510 0.253082\n",
+      "\t\t0.020988 0.022445 0.251756 0.023162 0.028823 0.252986\n",
+      "\t\t0.020810 0.022847 0.251647 0.022975 0.029137 0.252889\n",
+      "\t\t0.020633 0.023248 0.251537 0.022789 0.029451 0.252790\n",
+      "\t\t0.020457 0.023651 0.251428 0.022605 0.029766 0.252690\n",
+      "\t\t0.020281 0.024053 0.251318 0.022421 0.030081 0.252589\n",
+      "\t\t0.020106 0.024456 0.251207 0.022238 0.030397 0.252486\n",
+      "\t\t0.019932 0.024859 0.251096 0.022056 0.030713 0.252382\n",
+      "\t\t0.019759 0.025263 0.250985 0.021874 0.031030 0.252278\n",
+      "\t\t0.019587 0.025667 0.250873 0.021694 0.031347 0.252172\n",
+      "\t\t0.019415 0.026071 0.250763 0.021515 0.031665 0.252066\n",
+      "\t\t0.019244 0.026475 0.250653 0.021336 0.031983 0.251959\n",
+      "\t\t0.019074 0.026880 0.250543 0.021158 0.032302 0.251851\n",
+      "\t\t0.018905 0.027285 0.250433 0.020981 0.032621 0.251742\n",
+      "\t\t0.018736 0.027691 0.250323 0.020805 0.032941 0.251632\n",
+      "\t\t0.018568 0.028097 0.250214 0.020630 0.033261 0.251522\n",
+      "\t\t0.018402 0.028503 0.250106 0.020456 0.033581 0.251413\n",
+      "\t\t0.018235 0.028909 0.250000 0.020282 0.033902 0.251302\n",
+      "\t\t0.018070 0.029316 0.249894 0.020110 0.034224 0.251191\n",
+      "\t\t0.017905 0.029723 0.249788 0.019938 0.034546 0.251080\n",
+      "\t\t0.017742 0.030131 0.249684 0.019767 0.034868 0.250968\n",
+      "\t\t0.017579 0.030539 0.249580 0.019596 0.035191 0.250857\n",
+      "\t\t0.017416 0.030947 0.249478 0.019427 0.035514 0.250747\n",
+      "\t\t0.017255 0.031355 0.249377 0.019258 0.035837 0.250637\n",
+      "\t\t0.017095 0.031764 0.249278 0.019091 0.036161 0.250527\n",
+      "\t\t0.016935 0.032173 0.249181 0.018923 0.036486 0.250417\n",
+      "\t\t0.016777 0.032583 0.249084 0.018757 0.036811 0.250307\n",
+      "\t\t0.016619 0.032992 0.248988 0.018592 0.037136 0.250199\n",
+      "\t\t0.016462 0.033402 0.248894 0.018427 0.037462 0.250091\n",
+      "\t\t0.016306 0.033813 0.248801 0.018263 0.037788 0.249985\n",
+      "\t\t0.016151 0.034224 0.248710 0.018100 0.038114 0.249879\n",
+      "\t\t0.015997 0.034635 0.248621 0.017937 0.038441 0.249774\n",
+      "\t\t0.015843 0.035047 0.248533 0.017776 0.038768 0.249670\n",
+      "\t\t0.015691 0.035458 0.248447 0.017615 0.039095 0.249566\n",
+      "\t\t0.015540 0.035871 0.248363 0.017454 0.039423 0.249464\n",
+      "\t\t0.015389 0.036283 0.248279 0.017295 0.039751 0.249364\n",
+      "\t\t0.015240 0.036696 0.248197 0.017136 0.040080 0.249265\n",
+      "\t\t0.015091 0.037109 0.248116 0.016978 0.040409 0.249167\n",
+      "\t\t0.014943 0.037523 0.248037 0.016821 0.040738 0.249071\n",
+      "\t\t0.014796 0.037937 0.247960 0.016665 0.041068 0.248975\n",
+      "\t\t0.014650 0.038351 0.247884 0.016509 0.041398 0.248881\n",
+      "\t\t0.014504 0.038765 0.247809 0.016354 0.041728 0.248788\n",
+      "\t\t0.014359 0.039179 0.247736 0.016199 0.042059 0.248697\n",
+      "\t\t0.014214 0.039594 0.247664 0.016046 0.042390 0.248607\n",
+      "\t\t0.014070 0.040009 0.247593 0.015893 0.042721 0.248520\n",
+      "\t\t0.013926 0.040424 0.247523 0.015740 0.043053 0.248434\n",
+      "\t\t0.013782 0.040839 0.247454 0.015589 0.043385 0.248349\n",
+      "\t\t0.013638 0.041254 0.247387 0.015438 0.043717 0.248265\n",
+      "\t\t0.013495 0.041669 0.247320 0.015288 0.044050 0.248182\n",
+      "\t\t0.013351 0.042084 0.247255 0.015138 0.044383 0.248101\n",
+      "\t\t0.013208 0.042499 0.247192 0.014989 0.044716 0.248022\n",
+      "\t\t0.013065 0.042914 0.247129 0.014841 0.045049 0.247944\n",
+      "\t\t0.012921 0.043329 0.247068 0.014694 0.045383 0.247868\n",
+      "\t\t0.012778 0.043744 0.247007 0.014547 0.045717 0.247794\n",
+      "\t\t0.012635 0.044159 0.246947 0.014401 0.046051 0.247721\n",
+      "\t\t0.012491 0.044574 0.246888 0.014255 0.046386 0.247649\n",
+      "\t\t0.012348 0.044989 0.246830 0.014110 0.046721 0.247578\n",
+      "\t\t0.012205 0.045404 0.246774 0.013965 0.047056 0.247509\n",
+      "\t\t0.012061 0.045819 0.246718 0.013821 0.047391 0.247441\n",
+      "\t\t0.011918 0.046235 0.246663 0.013678 0.047727 0.247374\n",
+      "\t\t0.011775 0.046650 0.246610 0.013535 0.048062 0.247308\n",
+      "\t\t0.011631 0.047065 0.246558 0.013392 0.048398 0.247244\n",
+      "\t\t0.011488 0.047480 0.246507 0.013249 0.048734 0.247182\n",
+      "\t\t0.011345 0.047895 0.246457 0.013105 0.049069 0.247120\n",
+      "\t\t0.011200 0.048310 0.246407 0.012963 0.049406 0.247059\n",
+      "\t\t0.011055 0.048724 0.246358 0.012812 0.049737 0.246996\n",
+      "\t\t0.010936 0.049146 0.246318 0.012586 0.050022 0.246904\n",
+      "\t\t0.010977 0.049580 0.246329 0.012274 0.050207 0.246782\n",
+      "\t\t0.011200 0.049954 0.246401 0.011916 0.050269 0.246648\n",
+      "\t\t0.011560 0.050199 0.246522 0.011560 0.050199 0.246522\n",
+      "\tsection 19\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.050265 -0.000882 0.261394 0.050265 -0.000882 0.261394\n",
+      "\t\t0.050194 -0.001316 0.261395 0.050174 -0.000527 0.261396\n",
+      "\t\t0.050060 -0.001736 0.261399 0.049992 -0.000211 0.261400\n",
+      "\t\t0.049898 -0.002145 0.261402 0.049767 0.000078 0.261405\n",
+      "\t\t0.049716 -0.002545 0.261406 0.049520 0.000348 0.261410\n",
+      "\t\t0.049517 -0.002938 0.261411 0.049260 0.000605 0.261416\n",
+      "\t\t0.049303 -0.003322 0.261416 0.048991 0.000853 0.261421\n",
+      "\t\t0.049073 -0.003698 0.261420 0.048716 0.001094 0.261425\n",
+      "\t\t0.048830 -0.004064 0.261424 0.048437 0.001331 0.261428\n",
+      "\t\t0.048572 -0.004420 0.261427 0.048154 0.001563 0.261432\n",
+      "\t\t0.048299 -0.004766 0.261431 0.047869 0.001792 0.261435\n",
+      "\t\t0.048012 -0.005100 0.261434 0.047582 0.002019 0.261434\n",
+      "\t\t0.047710 -0.005420 0.261435 0.047294 0.002245 0.261432\n",
+      "\t\t0.047393 -0.005724 0.261433 0.047005 0.002469 0.261427\n",
+      "\t\t0.047060 -0.006012 0.261428 0.046715 0.002692 0.261420\n",
+      "\t\t0.046711 -0.006280 0.261419 0.046425 0.002915 0.261409\n",
+      "\t\t0.046346 -0.006526 0.261405 0.046135 0.003138 0.261395\n",
+      "\t\t0.045965 -0.006747 0.261384 0.045844 0.003361 0.261377\n",
+      "\t\t0.045570 -0.006940 0.261356 0.045554 0.003583 0.261356\n",
+      "\t\t0.045161 -0.007102 0.261319 0.045264 0.003807 0.261331\n",
+      "\t\t0.044740 -0.007231 0.261278 0.044975 0.004030 0.261304\n",
+      "\t\t0.044310 -0.007325 0.261231 0.044686 0.004255 0.261275\n",
+      "\t\t0.043874 -0.007381 0.261181 0.044397 0.004480 0.261245\n",
+      "\t\t0.043434 -0.007402 0.261129 0.044109 0.004706 0.261213\n",
+      "\t\t0.042995 -0.007386 0.261077 0.043822 0.004932 0.261180\n",
+      "\t\t0.042557 -0.007335 0.261025 0.043536 0.005160 0.261147\n",
+      "\t\t0.042125 -0.007252 0.260974 0.043250 0.005389 0.261113\n",
+      "\t\t0.041700 -0.007139 0.260922 0.042966 0.005619 0.261080\n",
+      "\t\t0.041283 -0.006998 0.260870 0.042682 0.005850 0.261047\n",
+      "\t\t0.040875 -0.006834 0.260819 0.042399 0.006082 0.261014\n",
+      "\t\t0.040476 -0.006648 0.260768 0.042118 0.006316 0.260980\n",
+      "\t\t0.040087 -0.006443 0.260717 0.041837 0.006550 0.260947\n",
+      "\t\t0.039707 -0.006221 0.260667 0.041558 0.006786 0.260913\n",
+      "\t\t0.039336 -0.005984 0.260617 0.041279 0.007024 0.260879\n",
+      "\t\t0.038974 -0.005734 0.260567 0.041002 0.007262 0.260844\n",
+      "\t\t0.038621 -0.005472 0.260517 0.040726 0.007503 0.260810\n",
+      "\t\t0.038275 -0.005199 0.260468 0.040451 0.007744 0.260774\n",
+      "\t\t0.037937 -0.004918 0.260418 0.040177 0.007987 0.260739\n",
+      "\t\t0.037606 -0.004628 0.260369 0.039904 0.008231 0.260703\n",
+      "\t\t0.037282 -0.004330 0.260320 0.039633 0.008476 0.260667\n",
+      "\t\t0.036965 -0.004025 0.260270 0.039363 0.008723 0.260631\n",
+      "\t\t0.036653 -0.003715 0.260221 0.039094 0.008971 0.260594\n",
+      "\t\t0.036347 -0.003398 0.260172 0.038827 0.009221 0.260557\n",
+      "\t\t0.036047 -0.003077 0.260122 0.038561 0.009472 0.260520\n",
+      "\t\t0.035751 -0.002751 0.260072 0.038296 0.009724 0.260482\n",
+      "\t\t0.035461 -0.002420 0.260022 0.038032 0.009978 0.260444\n",
+      "\t\t0.035175 -0.002086 0.259972 0.037770 0.010233 0.260405\n",
+      "\t\t0.034893 -0.001748 0.259921 0.037509 0.010490 0.260366\n",
+      "\t\t0.034615 -0.001406 0.259871 0.037249 0.010748 0.260327\n",
+      "\t\t0.034342 -0.001062 0.259819 0.036991 0.011007 0.260287\n",
+      "\t\t0.034072 -0.000714 0.259768 0.036734 0.011267 0.260246\n",
+      "\t\t0.033805 -0.000364 0.259715 0.036479 0.011529 0.260205\n",
+      "\t\t0.033542 -0.000011 0.259663 0.036224 0.011792 0.260164\n",
+      "\t\t0.033282 0.000344 0.259610 0.035971 0.012056 0.260122\n",
+      "\t\t0.033026 0.000701 0.259556 0.035720 0.012322 0.260079\n",
+      "\t\t0.032772 0.001060 0.259502 0.035469 0.012589 0.260036\n",
+      "\t\t0.032521 0.001422 0.259447 0.035220 0.012857 0.259993\n",
+      "\t\t0.032272 0.001785 0.259392 0.034973 0.013126 0.259948\n",
+      "\t\t0.032027 0.002150 0.259336 0.034726 0.013397 0.259904\n",
+      "\t\t0.031784 0.002517 0.259279 0.034481 0.013668 0.259858\n",
+      "\t\t0.031543 0.002885 0.259221 0.034238 0.013941 0.259812\n",
+      "\t\t0.031304 0.003255 0.259163 0.033995 0.014215 0.259765\n",
+      "\t\t0.031068 0.003626 0.259104 0.033754 0.014490 0.259718\n",
+      "\t\t0.030833 0.003998 0.259044 0.033514 0.014767 0.259670\n",
+      "\t\t0.030601 0.004372 0.258984 0.033276 0.015044 0.259621\n",
+      "\t\t0.030371 0.004747 0.258923 0.033039 0.015323 0.259572\n",
+      "\t\t0.030143 0.005123 0.258860 0.032803 0.015602 0.259521\n",
+      "\t\t0.029916 0.005501 0.258797 0.032568 0.015883 0.259471\n",
+      "\t\t0.029692 0.005879 0.258733 0.032335 0.016165 0.259419\n",
+      "\t\t0.029469 0.006258 0.258667 0.032103 0.016448 0.259366\n",
+      "\t\t0.029248 0.006639 0.258601 0.031872 0.016731 0.259313\n",
+      "\t\t0.029028 0.007020 0.258534 0.031642 0.017016 0.259258\n",
+      "\t\t0.028810 0.007402 0.258466 0.031414 0.017302 0.259203\n",
+      "\t\t0.028594 0.007785 0.258397 0.031186 0.017589 0.259147\n",
+      "\t\t0.028379 0.008169 0.258326 0.030960 0.017877 0.259090\n",
+      "\t\t0.028165 0.008554 0.258254 0.030736 0.018165 0.259032\n",
+      "\t\t0.027953 0.008940 0.258182 0.030512 0.018455 0.258973\n",
+      "\t\t0.027742 0.009326 0.258108 0.030290 0.018745 0.258913\n",
+      "\t\t0.027533 0.009713 0.258032 0.030069 0.019037 0.258852\n",
+      "\t\t0.027325 0.010101 0.257956 0.029849 0.019329 0.258790\n",
+      "\t\t0.027118 0.010489 0.257879 0.029630 0.019622 0.258727\n",
+      "\t\t0.026912 0.010878 0.257800 0.029412 0.019917 0.258663\n",
+      "\t\t0.026708 0.011268 0.257719 0.029196 0.020211 0.258598\n",
+      "\t\t0.026505 0.011658 0.257637 0.028980 0.020507 0.258531\n",
+      "\t\t0.026303 0.012049 0.257554 0.028766 0.020804 0.258464\n",
+      "\t\t0.026102 0.012440 0.257470 0.028553 0.021101 0.258395\n",
+      "\t\t0.025902 0.012832 0.257384 0.028341 0.021399 0.258325\n",
+      "\t\t0.025703 0.013225 0.257297 0.028130 0.021698 0.258254\n",
+      "\t\t0.025505 0.013618 0.257209 0.027920 0.021998 0.258182\n",
+      "\t\t0.025309 0.014012 0.257118 0.027711 0.022299 0.258108\n",
+      "\t\t0.025113 0.014406 0.257027 0.027504 0.022600 0.258033\n",
+      "\t\t0.024919 0.014801 0.256934 0.027297 0.022902 0.257957\n",
+      "\t\t0.024725 0.015196 0.256839 0.027092 0.023204 0.257879\n",
+      "\t\t0.024532 0.015591 0.256743 0.026887 0.023508 0.257800\n",
+      "\t\t0.024341 0.015988 0.256646 0.026684 0.023812 0.257720\n",
+      "\t\t0.024150 0.016384 0.256547 0.026481 0.024117 0.257638\n",
+      "\t\t0.023960 0.016781 0.256447 0.026280 0.024422 0.257554\n",
+      "\t\t0.023771 0.017178 0.256345 0.026080 0.024728 0.257470\n",
+      "\t\t0.023583 0.017576 0.256242 0.025880 0.025035 0.257384\n",
+      "\t\t0.023396 0.017974 0.256137 0.025682 0.025343 0.257297\n",
+      "\t\t0.023210 0.018373 0.256032 0.025485 0.025651 0.257207\n",
+      "\t\t0.023024 0.018772 0.255925 0.025288 0.025959 0.257117\n",
+      "\t\t0.022840 0.019172 0.255816 0.025093 0.026269 0.257024\n",
+      "\t\t0.022656 0.019571 0.255706 0.024899 0.026579 0.256931\n",
+      "\t\t0.022473 0.019972 0.255595 0.024705 0.026889 0.256836\n",
+      "\t\t0.022291 0.020372 0.255483 0.024513 0.027200 0.256740\n",
+      "\t\t0.022109 0.020773 0.255370 0.024321 0.027512 0.256642\n",
+      "\t\t0.021929 0.021174 0.255257 0.024131 0.027825 0.256542\n",
+      "\t\t0.021749 0.021576 0.255142 0.023941 0.028137 0.256441\n",
+      "\t\t0.021570 0.021978 0.255026 0.023752 0.028451 0.256339\n",
+      "\t\t0.021392 0.022380 0.254909 0.023564 0.028765 0.256235\n",
+      "\t\t0.021215 0.022783 0.254791 0.023377 0.029079 0.256130\n",
+      "\t\t0.021038 0.023186 0.254674 0.023191 0.029394 0.256023\n",
+      "\t\t0.020862 0.023589 0.254556 0.023006 0.029710 0.255916\n",
+      "\t\t0.020687 0.023993 0.254437 0.022822 0.030026 0.255807\n",
+      "\t\t0.020513 0.024397 0.254318 0.022639 0.030343 0.255696\n",
+      "\t\t0.020339 0.024801 0.254199 0.022456 0.030660 0.255584\n",
+      "\t\t0.020166 0.025206 0.254079 0.022275 0.030977 0.255472\n",
+      "\t\t0.019994 0.025611 0.253960 0.022094 0.031296 0.255359\n",
+      "\t\t0.019823 0.026016 0.253841 0.021914 0.031614 0.255244\n",
+      "\t\t0.019652 0.026422 0.253723 0.021735 0.031933 0.255129\n",
+      "\t\t0.019482 0.026828 0.253605 0.021557 0.032253 0.255013\n",
+      "\t\t0.019313 0.027234 0.253487 0.021379 0.032573 0.254895\n",
+      "\t\t0.019145 0.027641 0.253369 0.021203 0.032893 0.254778\n",
+      "\t\t0.018977 0.028047 0.253252 0.021027 0.033214 0.254660\n",
+      "\t\t0.018810 0.028455 0.253136 0.020852 0.033536 0.254542\n",
+      "\t\t0.018644 0.028862 0.253022 0.020678 0.033857 0.254423\n",
+      "\t\t0.018479 0.029270 0.252908 0.020505 0.034180 0.254304\n",
+      "\t\t0.018314 0.029678 0.252795 0.020333 0.034502 0.254184\n",
+      "\t\t0.018150 0.030086 0.252683 0.020161 0.034825 0.254065\n",
+      "\t\t0.017987 0.030495 0.252571 0.019990 0.035149 0.253946\n",
+      "\t\t0.017825 0.030904 0.252462 0.019820 0.035473 0.253827\n",
+      "\t\t0.017664 0.031313 0.252353 0.019651 0.035797 0.253709\n",
+      "\t\t0.017503 0.031723 0.252247 0.019482 0.036122 0.253591\n",
+      "\t\t0.017343 0.032133 0.252142 0.019314 0.036447 0.253473\n",
+      "\t\t0.017185 0.032543 0.252038 0.019148 0.036773 0.253356\n",
+      "\t\t0.017026 0.032954 0.251936 0.018981 0.037099 0.253239\n",
+      "\t\t0.016869 0.033365 0.251835 0.018816 0.037425 0.253123\n",
+      "\t\t0.016713 0.033776 0.251735 0.018651 0.037752 0.253009\n",
+      "\t\t0.016557 0.034188 0.251637 0.018487 0.038079 0.252896\n",
+      "\t\t0.016403 0.034600 0.251541 0.018324 0.038406 0.252783\n",
+      "\t\t0.016249 0.035012 0.251447 0.018162 0.038734 0.252671\n",
+      "\t\t0.016096 0.035425 0.251355 0.018000 0.039062 0.252560\n",
+      "\t\t0.015944 0.035838 0.251264 0.017839 0.039391 0.252451\n",
+      "\t\t0.015792 0.036251 0.251174 0.017679 0.039720 0.252343\n",
+      "\t\t0.015642 0.036664 0.251086 0.017519 0.040049 0.252237\n",
+      "\t\t0.015492 0.037078 0.251000 0.017360 0.040378 0.252132\n",
+      "\t\t0.015343 0.037492 0.250915 0.017202 0.040708 0.252028\n",
+      "\t\t0.015195 0.037906 0.250831 0.017045 0.041039 0.251926\n",
+      "\t\t0.015047 0.038321 0.250750 0.016888 0.041369 0.251825\n",
+      "\t\t0.014900 0.038736 0.250670 0.016732 0.041700 0.251725\n",
+      "\t\t0.014754 0.039151 0.250592 0.016577 0.042031 0.251627\n",
+      "\t\t0.014607 0.039566 0.250514 0.016422 0.042363 0.251531\n",
+      "\t\t0.014461 0.039981 0.250438 0.016268 0.042695 0.251437\n",
+      "\t\t0.014316 0.040396 0.250363 0.016115 0.043027 0.251345\n",
+      "\t\t0.014170 0.040811 0.250289 0.015963 0.043360 0.251253\n",
+      "\t\t0.014025 0.041226 0.250216 0.015811 0.043693 0.251163\n",
+      "\t\t0.013880 0.041642 0.250145 0.015659 0.044026 0.251075\n",
+      "\t\t0.013734 0.042057 0.250075 0.015509 0.044359 0.250988\n",
+      "\t\t0.013589 0.042473 0.250007 0.015359 0.044693 0.250903\n",
+      "\t\t0.013444 0.042888 0.249940 0.015210 0.045027 0.250819\n",
+      "\t\t0.013299 0.043303 0.249874 0.015061 0.045361 0.250738\n",
+      "\t\t0.013154 0.043719 0.249809 0.014913 0.045696 0.250658\n",
+      "\t\t0.013009 0.044134 0.249744 0.014766 0.046031 0.250579\n",
+      "\t\t0.012864 0.044550 0.249681 0.014619 0.046366 0.250502\n",
+      "\t\t0.012719 0.044965 0.249619 0.014473 0.046701 0.250426\n",
+      "\t\t0.012573 0.045380 0.249558 0.014327 0.047037 0.250351\n",
+      "\t\t0.012428 0.045796 0.249498 0.014182 0.047373 0.250278\n",
+      "\t\t0.012283 0.046211 0.249440 0.014037 0.047709 0.250206\n",
+      "\t\t0.012138 0.046627 0.249382 0.013893 0.048045 0.250136\n",
+      "\t\t0.011993 0.047042 0.249326 0.013749 0.048381 0.250067\n",
+      "\t\t0.011848 0.047458 0.249272 0.013604 0.048718 0.249999\n",
+      "\t\t0.011703 0.047873 0.249218 0.013460 0.049054 0.249933\n",
+      "\t\t0.011556 0.048288 0.249164 0.013316 0.049390 0.249867\n",
+      "\t\t0.011409 0.048703 0.249111 0.013163 0.049723 0.249799\n",
+      "\t\t0.011288 0.049125 0.249068 0.012937 0.050008 0.249701\n",
+      "\t\t0.011327 0.049560 0.249080 0.012624 0.050193 0.249569\n",
+      "\t\t0.011548 0.049936 0.249158 0.012265 0.050254 0.249424\n",
+      "\t\t0.011908 0.050183 0.249288 0.011908 0.050183 0.249288\n",
+      "\tsection 20\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.050660 -0.001177 0.265198 0.050660 -0.001177 0.265198\n",
+      "\t\t0.050585 -0.001612 0.265199 0.050562 -0.000822 0.265199\n",
+      "\t\t0.050447 -0.002031 0.265201 0.050371 -0.000510 0.265202\n",
+      "\t\t0.050283 -0.002440 0.265203 0.050140 -0.000225 0.265205\n",
+      "\t\t0.050098 -0.002841 0.265205 0.049888 0.000042 0.265208\n",
+      "\t\t0.049897 -0.003233 0.265208 0.049625 0.000298 0.265211\n",
+      "\t\t0.049680 -0.003618 0.265211 0.049354 0.000545 0.265213\n",
+      "\t\t0.049448 -0.003993 0.265213 0.049077 0.000787 0.265213\n",
+      "\t\t0.049202 -0.004359 0.265213 0.048797 0.001024 0.265214\n",
+      "\t\t0.048942 -0.004716 0.265213 0.048514 0.001257 0.265214\n",
+      "\t\t0.048668 -0.005061 0.265214 0.048229 0.001488 0.265212\n",
+      "\t\t0.048379 -0.005395 0.265213 0.047942 0.001717 0.265208\n",
+      "\t\t0.048076 -0.005715 0.265210 0.047654 0.001945 0.265202\n",
+      "\t\t0.047756 -0.006020 0.265204 0.047366 0.002172 0.265193\n",
+      "\t\t0.047422 -0.006307 0.265195 0.047077 0.002398 0.265181\n",
+      "\t\t0.047071 -0.006574 0.265181 0.046787 0.002624 0.265166\n",
+      "\t\t0.046704 -0.006820 0.265162 0.046498 0.002850 0.265148\n",
+      "\t\t0.046322 -0.007040 0.265135 0.046209 0.003076 0.265126\n",
+      "\t\t0.045925 -0.007232 0.265102 0.045920 0.003302 0.265101\n",
+      "\t\t0.045514 -0.007392 0.265060 0.045631 0.003529 0.265072\n",
+      "\t\t0.045091 -0.007519 0.265013 0.045343 0.003756 0.265041\n",
+      "\t\t0.044660 -0.007610 0.264960 0.045055 0.003984 0.265009\n",
+      "\t\t0.044222 -0.007663 0.264904 0.044768 0.004213 0.264974\n",
+      "\t\t0.043781 -0.007681 0.264846 0.044482 0.004443 0.264938\n",
+      "\t\t0.043340 -0.007661 0.264787 0.044196 0.004673 0.264901\n",
+      "\t\t0.042902 -0.007606 0.264729 0.043911 0.004904 0.264863\n",
+      "\t\t0.042470 -0.007518 0.264671 0.043627 0.005137 0.264825\n",
+      "\t\t0.042045 -0.007400 0.264612 0.043344 0.005371 0.264788\n",
+      "\t\t0.041628 -0.007256 0.264554 0.043062 0.005605 0.264750\n",
+      "\t\t0.041221 -0.007087 0.264497 0.042781 0.005841 0.264713\n",
+      "\t\t0.040823 -0.006896 0.264439 0.042501 0.006078 0.264675\n",
+      "\t\t0.040434 -0.006687 0.264382 0.042222 0.006317 0.264637\n",
+      "\t\t0.040056 -0.006461 0.264325 0.041944 0.006557 0.264598\n",
+      "\t\t0.039686 -0.006220 0.264269 0.041667 0.006797 0.264560\n",
+      "\t\t0.039326 -0.005965 0.264213 0.041391 0.007040 0.264521\n",
+      "\t\t0.038974 -0.005700 0.264157 0.041116 0.007283 0.264482\n",
+      "\t\t0.038630 -0.005423 0.264101 0.040843 0.007528 0.264442\n",
+      "\t\t0.038293 -0.005138 0.264046 0.040571 0.007774 0.264402\n",
+      "\t\t0.037964 -0.004844 0.263991 0.040300 0.008022 0.264362\n",
+      "\t\t0.037642 -0.004543 0.263935 0.040030 0.008271 0.264321\n",
+      "\t\t0.037326 -0.004235 0.263880 0.039761 0.008521 0.264280\n",
+      "\t\t0.037016 -0.003921 0.263825 0.039494 0.008773 0.264239\n",
+      "\t\t0.036711 -0.003602 0.263770 0.039228 0.009025 0.264197\n",
+      "\t\t0.036413 -0.003277 0.263714 0.038963 0.009280 0.264155\n",
+      "\t\t0.036119 -0.002948 0.263659 0.038700 0.009535 0.264113\n",
+      "\t\t0.035830 -0.002615 0.263603 0.038438 0.009792 0.264070\n",
+      "\t\t0.035545 -0.002278 0.263547 0.038177 0.010050 0.264027\n",
+      "\t\t0.035265 -0.001937 0.263491 0.037917 0.010310 0.263983\n",
+      "\t\t0.034989 -0.001593 0.263434 0.037659 0.010570 0.263938\n",
+      "\t\t0.034717 -0.001246 0.263378 0.037402 0.010833 0.263894\n",
+      "\t\t0.034449 -0.000895 0.263320 0.037146 0.011096 0.263848\n",
+      "\t\t0.034184 -0.000543 0.263262 0.036892 0.011360 0.263803\n",
+      "\t\t0.033922 -0.000188 0.263204 0.036639 0.011626 0.263756\n",
+      "\t\t0.033664 0.000170 0.263145 0.036387 0.011893 0.263710\n",
+      "\t\t0.033409 0.000530 0.263086 0.036136 0.012162 0.263662\n",
+      "\t\t0.033156 0.000892 0.263026 0.035887 0.012431 0.263614\n",
+      "\t\t0.032907 0.001255 0.262966 0.035639 0.012702 0.263566\n",
+      "\t\t0.032660 0.001621 0.262905 0.035393 0.012974 0.263517\n",
+      "\t\t0.032415 0.001988 0.262843 0.035147 0.013247 0.263467\n",
+      "\t\t0.032173 0.002357 0.262781 0.034903 0.013521 0.263417\n",
+      "\t\t0.031934 0.002728 0.262718 0.034661 0.013796 0.263366\n",
+      "\t\t0.031697 0.003100 0.262654 0.034419 0.014073 0.263314\n",
+      "\t\t0.031462 0.003473 0.262589 0.034179 0.014350 0.263261\n",
+      "\t\t0.031229 0.003847 0.262523 0.033940 0.014629 0.263208\n",
+      "\t\t0.030998 0.004223 0.262457 0.033703 0.014909 0.263154\n",
+      "\t\t0.030769 0.004600 0.262390 0.033466 0.015189 0.263100\n",
+      "\t\t0.030542 0.004979 0.262322 0.033231 0.015471 0.263044\n",
+      "\t\t0.030316 0.005358 0.262253 0.032997 0.015754 0.262988\n",
+      "\t\t0.030093 0.005738 0.262182 0.032764 0.016038 0.262931\n",
+      "\t\t0.029871 0.006120 0.262111 0.032533 0.016323 0.262873\n",
+      "\t\t0.029651 0.006502 0.262039 0.032303 0.016609 0.262814\n",
+      "\t\t0.029433 0.006885 0.261966 0.032074 0.016895 0.262755\n",
+      "\t\t0.029216 0.007270 0.261892 0.031846 0.017183 0.262694\n",
+      "\t\t0.029000 0.007655 0.261816 0.031619 0.017472 0.262632\n",
+      "\t\t0.028787 0.008040 0.261740 0.031394 0.017762 0.262570\n",
+      "\t\t0.028574 0.008427 0.261662 0.031170 0.018052 0.262507\n",
+      "\t\t0.028363 0.008814 0.261583 0.030947 0.018344 0.262442\n",
+      "\t\t0.028153 0.009202 0.261502 0.030725 0.018636 0.262377\n",
+      "\t\t0.027945 0.009591 0.261421 0.030504 0.018929 0.262310\n",
+      "\t\t0.027738 0.009981 0.261338 0.030285 0.019223 0.262243\n",
+      "\t\t0.027532 0.010371 0.261254 0.030066 0.019518 0.262174\n",
+      "\t\t0.027327 0.010762 0.261169 0.029849 0.019814 0.262104\n",
+      "\t\t0.027124 0.011153 0.261082 0.029633 0.020111 0.262033\n",
+      "\t\t0.026922 0.011545 0.260993 0.029417 0.020408 0.261961\n",
+      "\t\t0.026721 0.011938 0.260903 0.029203 0.020706 0.261888\n",
+      "\t\t0.026520 0.012331 0.260812 0.028991 0.021005 0.261813\n",
+      "\t\t0.026322 0.012725 0.260720 0.028779 0.021305 0.261737\n",
+      "\t\t0.026124 0.013119 0.260626 0.028568 0.021606 0.261660\n",
+      "\t\t0.025927 0.013514 0.260531 0.028358 0.021907 0.261581\n",
+      "\t\t0.025731 0.013909 0.260433 0.028150 0.022209 0.261501\n",
+      "\t\t0.025536 0.014305 0.260334 0.027942 0.022512 0.261420\n",
+      "\t\t0.025343 0.014701 0.260234 0.027736 0.022815 0.261338\n",
+      "\t\t0.025150 0.015098 0.260132 0.027530 0.023119 0.261254\n",
+      "\t\t0.024958 0.015495 0.260029 0.027326 0.023424 0.261168\n",
+      "\t\t0.024767 0.015893 0.259925 0.027123 0.023730 0.261081\n",
+      "\t\t0.024577 0.016291 0.259819 0.026920 0.024036 0.260993\n",
+      "\t\t0.024388 0.016690 0.259711 0.026719 0.024343 0.260903\n",
+      "\t\t0.024199 0.017089 0.259601 0.026518 0.024650 0.260811\n",
+      "\t\t0.024012 0.017488 0.259490 0.026319 0.024958 0.260719\n",
+      "\t\t0.023826 0.017888 0.259378 0.026121 0.025267 0.260625\n",
+      "\t\t0.023640 0.018288 0.259265 0.025923 0.025577 0.260529\n",
+      "\t\t0.023455 0.018689 0.259150 0.025727 0.025887 0.260431\n",
+      "\t\t0.023271 0.019090 0.259034 0.025531 0.026197 0.260332\n",
+      "\t\t0.023088 0.019491 0.258916 0.025336 0.026509 0.260231\n",
+      "\t\t0.022906 0.019893 0.258797 0.025143 0.026820 0.260129\n",
+      "\t\t0.022724 0.020295 0.258677 0.024950 0.027133 0.260025\n",
+      "\t\t0.022543 0.020697 0.258556 0.024758 0.027446 0.259920\n",
+      "\t\t0.022363 0.021100 0.258434 0.024567 0.027759 0.259813\n",
+      "\t\t0.022184 0.021503 0.258311 0.024378 0.028073 0.259705\n",
+      "\t\t0.022005 0.021906 0.258187 0.024188 0.028388 0.259595\n",
+      "\t\t0.021828 0.022310 0.258062 0.024000 0.028703 0.259483\n",
+      "\t\t0.021651 0.022714 0.257936 0.023813 0.029019 0.259371\n",
+      "\t\t0.021475 0.023119 0.257810 0.023627 0.029335 0.259257\n",
+      "\t\t0.021299 0.023523 0.257684 0.023441 0.029652 0.259141\n",
+      "\t\t0.021124 0.023929 0.257557 0.023257 0.029969 0.259024\n",
+      "\t\t0.020950 0.024334 0.257430 0.023073 0.030286 0.258906\n",
+      "\t\t0.020777 0.024740 0.257302 0.022890 0.030605 0.258786\n",
+      "\t\t0.020605 0.025146 0.257174 0.022708 0.030923 0.258666\n",
+      "\t\t0.020433 0.025552 0.257047 0.022527 0.031243 0.258545\n",
+      "\t\t0.020262 0.025959 0.256920 0.022346 0.031562 0.258422\n",
+      "\t\t0.020091 0.026366 0.256793 0.022167 0.031882 0.258299\n",
+      "\t\t0.019922 0.026773 0.256667 0.021988 0.032203 0.258174\n",
+      "\t\t0.019753 0.027180 0.256541 0.021810 0.032524 0.258049\n",
+      "\t\t0.019585 0.027588 0.256415 0.021633 0.032846 0.257923\n",
+      "\t\t0.019417 0.027996 0.256290 0.021457 0.033167 0.257797\n",
+      "\t\t0.019250 0.028405 0.256166 0.021281 0.033490 0.257671\n",
+      "\t\t0.019084 0.028813 0.256044 0.021107 0.033813 0.257544\n",
+      "\t\t0.018919 0.029222 0.255922 0.020933 0.034136 0.257417\n",
+      "\t\t0.018754 0.029632 0.255801 0.020760 0.034460 0.257289\n",
+      "\t\t0.018591 0.030041 0.255681 0.020587 0.034784 0.257161\n",
+      "\t\t0.018428 0.030451 0.255563 0.020416 0.035108 0.257034\n",
+      "\t\t0.018265 0.030861 0.255445 0.020245 0.035433 0.256907\n",
+      "\t\t0.018104 0.031272 0.255330 0.020075 0.035758 0.256781\n",
+      "\t\t0.017943 0.031683 0.255216 0.019906 0.036084 0.256655\n",
+      "\t\t0.017783 0.032094 0.255104 0.019737 0.036410 0.256529\n",
+      "\t\t0.017624 0.032505 0.254993 0.019569 0.036737 0.256404\n",
+      "\t\t0.017465 0.032917 0.254883 0.019402 0.037063 0.256279\n",
+      "\t\t0.017308 0.033329 0.254775 0.019236 0.037391 0.256156\n",
+      "\t\t0.017151 0.033741 0.254669 0.019071 0.037718 0.256034\n",
+      "\t\t0.016995 0.034154 0.254564 0.018906 0.038046 0.255913\n",
+      "\t\t0.016839 0.034567 0.254462 0.018742 0.038375 0.255792\n",
+      "\t\t0.016685 0.034980 0.254361 0.018579 0.038703 0.255673\n",
+      "\t\t0.016531 0.035394 0.254263 0.018416 0.039032 0.255554\n",
+      "\t\t0.016378 0.035807 0.254165 0.018254 0.039362 0.255437\n",
+      "\t\t0.016226 0.036221 0.254070 0.018093 0.039692 0.255322\n",
+      "\t\t0.016075 0.036636 0.253975 0.017933 0.040022 0.255209\n",
+      "\t\t0.015924 0.037050 0.253883 0.017773 0.040352 0.255097\n",
+      "\t\t0.015774 0.037465 0.253792 0.017614 0.040683 0.254986\n",
+      "\t\t0.015624 0.037880 0.253703 0.017456 0.041014 0.254877\n",
+      "\t\t0.015475 0.038295 0.253616 0.017298 0.041346 0.254769\n",
+      "\t\t0.015327 0.038711 0.253531 0.017141 0.041677 0.254662\n",
+      "\t\t0.015178 0.039126 0.253447 0.016985 0.042009 0.254558\n",
+      "\t\t0.015031 0.039542 0.253364 0.016829 0.042342 0.254455\n",
+      "\t\t0.014883 0.039958 0.253283 0.016674 0.042675 0.254355\n",
+      "\t\t0.014736 0.040374 0.253203 0.016520 0.043008 0.254256\n",
+      "\t\t0.014588 0.040789 0.253124 0.016366 0.043341 0.254158\n",
+      "\t\t0.014441 0.041205 0.253046 0.016214 0.043675 0.254062\n",
+      "\t\t0.014294 0.041621 0.252970 0.016061 0.044009 0.253967\n",
+      "\t\t0.014147 0.042037 0.252895 0.015910 0.044343 0.253874\n",
+      "\t\t0.014000 0.042453 0.252822 0.015759 0.044678 0.253783\n",
+      "\t\t0.013853 0.042869 0.252751 0.015608 0.045012 0.253694\n",
+      "\t\t0.013706 0.043285 0.252680 0.015459 0.045348 0.253607\n",
+      "\t\t0.013559 0.043701 0.252610 0.015309 0.045683 0.253521\n",
+      "\t\t0.013412 0.044117 0.252542 0.015161 0.046019 0.253437\n",
+      "\t\t0.013266 0.044533 0.252474 0.015013 0.046354 0.253355\n",
+      "\t\t0.013119 0.044949 0.252407 0.014866 0.046691 0.253273\n",
+      "\t\t0.012972 0.045365 0.252342 0.014719 0.047027 0.253194\n",
+      "\t\t0.012825 0.045781 0.252278 0.014572 0.047363 0.253115\n",
+      "\t\t0.012678 0.046197 0.252216 0.014426 0.047700 0.253038\n",
+      "\t\t0.012531 0.046613 0.252154 0.014280 0.048037 0.252963\n",
+      "\t\t0.012384 0.047029 0.252094 0.014135 0.048374 0.252889\n",
+      "\t\t0.012237 0.047445 0.252036 0.013989 0.048711 0.252817\n",
+      "\t\t0.012090 0.047861 0.251978 0.013843 0.049048 0.252746\n",
+      "\t\t0.011942 0.048276 0.251921 0.013698 0.049385 0.252676\n",
+      "\t\t0.011793 0.048691 0.251864 0.013544 0.049718 0.252603\n",
+      "\t\t0.011669 0.049114 0.251818 0.013317 0.050004 0.252498\n",
+      "\t\t0.011706 0.049550 0.251831 0.013003 0.050190 0.252356\n",
+      "\t\t0.011925 0.049929 0.251914 0.012643 0.050250 0.252201\n",
+      "\t\t0.012285 0.050178 0.252055 0.012285 0.050178 0.252055\n",
+      "\tsection 21\n",
+      "\t\txss rth_ss r xps rth_ps r\n",
+      "\t\t0.050660 -0.001177 0.265198 0.050660 -0.001177 0.265198\n",
+      "\t\t0.050585 -0.001612 0.265199 0.050562 -0.000822 0.265199\n",
+      "\t\t0.050447 -0.002031 0.265201 0.050371 -0.000510 0.265202\n",
+      "\t\t0.050283 -0.002440 0.265203 0.050140 -0.000225 0.265205\n",
+      "\t\t0.050098 -0.002841 0.265205 0.049888 0.000042 0.265208\n",
+      "\t\t0.049897 -0.003233 0.265208 0.049625 0.000298 0.265211\n",
+      "\t\t0.049680 -0.003618 0.265211 0.049354 0.000545 0.265213\n",
+      "\t\t0.049448 -0.003993 0.265213 0.049077 0.000787 0.265213\n",
+      "\t\t0.049202 -0.004359 0.265213 0.048797 0.001024 0.265214\n",
+      "\t\t0.048942 -0.004716 0.265213 0.048514 0.001257 0.265214\n",
+      "\t\t0.048668 -0.005061 0.265214 0.048229 0.001488 0.265212\n",
+      "\t\t0.048379 -0.005395 0.265213 0.047942 0.001717 0.265208\n",
+      "\t\t0.048076 -0.005715 0.265210 0.047654 0.001945 0.265202\n",
+      "\t\t0.047756 -0.006020 0.265204 0.047366 0.002172 0.265193\n",
+      "\t\t0.047422 -0.006307 0.265195 0.047077 0.002398 0.265181\n",
+      "\t\t0.047071 -0.006574 0.265181 0.046787 0.002624 0.265166\n",
+      "\t\t0.046704 -0.006820 0.265162 0.046498 0.002850 0.265148\n",
+      "\t\t0.046322 -0.007040 0.265135 0.046209 0.003076 0.265126\n",
+      "\t\t0.045925 -0.007232 0.265102 0.045920 0.003302 0.265101\n",
+      "\t\t0.045514 -0.007392 0.265060 0.045631 0.003529 0.265072\n",
+      "\t\t0.045091 -0.007519 0.265013 0.045343 0.003756 0.265041\n",
+      "\t\t0.044660 -0.007610 0.264960 0.045055 0.003984 0.265009\n",
+      "\t\t0.044222 -0.007663 0.264904 0.044768 0.004213 0.264974\n",
+      "\t\t0.043781 -0.007681 0.264846 0.044482 0.004443 0.264938\n",
+      "\t\t0.043340 -0.007661 0.264787 0.044196 0.004673 0.264901\n",
+      "\t\t0.042902 -0.007606 0.264729 0.043911 0.004904 0.264863\n",
+      "\t\t0.042470 -0.007518 0.264671 0.043627 0.005137 0.264825\n",
+      "\t\t0.042045 -0.007400 0.264612 0.043344 0.005371 0.264788\n",
+      "\t\t0.041628 -0.007256 0.264554 0.043062 0.005605 0.264750\n",
+      "\t\t0.041221 -0.007087 0.264497 0.042781 0.005841 0.264713\n",
+      "\t\t0.040823 -0.006896 0.264439 0.042501 0.006078 0.264675\n",
+      "\t\t0.040434 -0.006687 0.264382 0.042222 0.006317 0.264637\n",
+      "\t\t0.040056 -0.006461 0.264325 0.041944 0.006557 0.264598\n",
+      "\t\t0.039686 -0.006220 0.264269 0.041667 0.006797 0.264560\n",
+      "\t\t0.039326 -0.005965 0.264213 0.041391 0.007040 0.264521\n",
+      "\t\t0.038974 -0.005700 0.264157 0.041116 0.007283 0.264482\n",
+      "\t\t0.038630 -0.005423 0.264101 0.040843 0.007528 0.264442\n",
+      "\t\t0.038293 -0.005138 0.264046 0.040571 0.007774 0.264402\n",
+      "\t\t0.037964 -0.004844 0.263991 0.040300 0.008022 0.264362\n",
+      "\t\t0.037642 -0.004543 0.263935 0.040030 0.008271 0.264321\n",
+      "\t\t0.037326 -0.004235 0.263880 0.039761 0.008521 0.264280\n",
+      "\t\t0.037016 -0.003921 0.263825 0.039494 0.008773 0.264239\n",
+      "\t\t0.036711 -0.003602 0.263770 0.039228 0.009025 0.264197\n",
+      "\t\t0.036413 -0.003277 0.263714 0.038963 0.009280 0.264155\n",
+      "\t\t0.036119 -0.002948 0.263659 0.038700 0.009535 0.264113\n",
+      "\t\t0.035830 -0.002615 0.263603 0.038438 0.009792 0.264070\n",
+      "\t\t0.035545 -0.002278 0.263547 0.038177 0.010050 0.264027\n",
+      "\t\t0.035265 -0.001937 0.263491 0.037917 0.010310 0.263983\n",
+      "\t\t0.034989 -0.001593 0.263434 0.037659 0.010570 0.263938\n",
+      "\t\t0.034717 -0.001246 0.263378 0.037402 0.010833 0.263894\n",
+      "\t\t0.034449 -0.000895 0.263320 0.037146 0.011096 0.263848\n",
+      "\t\t0.034184 -0.000543 0.263262 0.036892 0.011360 0.263803\n",
+      "\t\t0.033922 -0.000188 0.263204 0.036639 0.011626 0.263756\n",
+      "\t\t0.033664 0.000170 0.263145 0.036387 0.011893 0.263710\n",
+      "\t\t0.033409 0.000530 0.263086 0.036136 0.012162 0.263662\n",
+      "\t\t0.033156 0.000892 0.263026 0.035887 0.012431 0.263614\n",
+      "\t\t0.032907 0.001255 0.262966 0.035639 0.012702 0.263566\n",
+      "\t\t0.032660 0.001621 0.262905 0.035393 0.012974 0.263517\n",
+      "\t\t0.032415 0.001988 0.262843 0.035147 0.013247 0.263467\n",
+      "\t\t0.032173 0.002357 0.262781 0.034903 0.013521 0.263417\n",
+      "\t\t0.031934 0.002728 0.262718 0.034661 0.013796 0.263366\n",
+      "\t\t0.031697 0.003100 0.262654 0.034419 0.014073 0.263314\n",
+      "\t\t0.031462 0.003473 0.262589 0.034179 0.014350 0.263261\n",
+      "\t\t0.031229 0.003847 0.262523 0.033940 0.014629 0.263208\n",
+      "\t\t0.030998 0.004223 0.262457 0.033703 0.014909 0.263154\n",
+      "\t\t0.030769 0.004600 0.262390 0.033466 0.015189 0.263100\n",
+      "\t\t0.030542 0.004979 0.262322 0.033231 0.015471 0.263044\n",
+      "\t\t0.030316 0.005358 0.262253 0.032997 0.015754 0.262988\n",
+      "\t\t0.030093 0.005738 0.262182 0.032764 0.016038 0.262931\n",
+      "\t\t0.029871 0.006120 0.262111 0.032533 0.016323 0.262873\n",
+      "\t\t0.029651 0.006502 0.262039 0.032303 0.016609 0.262814\n",
+      "\t\t0.029433 0.006885 0.261966 0.032074 0.016895 0.262755\n",
+      "\t\t0.029216 0.007270 0.261892 0.031846 0.017183 0.262694\n",
+      "\t\t0.029000 0.007655 0.261816 0.031619 0.017472 0.262632\n",
+      "\t\t0.028787 0.008040 0.261740 0.031394 0.017762 0.262570\n",
+      "\t\t0.028574 0.008427 0.261662 0.031170 0.018052 0.262507\n",
+      "\t\t0.028363 0.008814 0.261583 0.030947 0.018344 0.262442\n",
+      "\t\t0.028153 0.009202 0.261502 0.030725 0.018636 0.262377\n",
+      "\t\t0.027945 0.009591 0.261421 0.030504 0.018929 0.262310\n",
+      "\t\t0.027738 0.009981 0.261338 0.030285 0.019223 0.262243\n",
+      "\t\t0.027532 0.010371 0.261254 0.030066 0.019518 0.262174\n",
+      "\t\t0.027327 0.010762 0.261169 0.029849 0.019814 0.262104\n",
+      "\t\t0.027124 0.011153 0.261082 0.029633 0.020111 0.262033\n",
+      "\t\t0.026922 0.011545 0.260993 0.029417 0.020408 0.261961\n",
+      "\t\t0.026721 0.011938 0.260903 0.029203 0.020706 0.261888\n",
+      "\t\t0.026520 0.012331 0.260812 0.028991 0.021005 0.261813\n",
+      "\t\t0.026322 0.012725 0.260720 0.028779 0.021305 0.261737\n",
+      "\t\t0.026124 0.013119 0.260626 0.028568 0.021606 0.261660\n",
+      "\t\t0.025927 0.013514 0.260531 0.028358 0.021907 0.261581\n",
+      "\t\t0.025731 0.013909 0.260433 0.028150 0.022209 0.261501\n",
+      "\t\t0.025536 0.014305 0.260334 0.027942 0.022512 0.261420\n",
+      "\t\t0.025343 0.014701 0.260234 0.027736 0.022815 0.261338\n",
+      "\t\t0.025150 0.015098 0.260132 0.027530 0.023119 0.261254\n",
+      "\t\t0.024958 0.015495 0.260029 0.027326 0.023424 0.261168\n",
+      "\t\t0.024767 0.015893 0.259925 0.027123 0.023730 0.261081\n",
+      "\t\t0.024577 0.016291 0.259819 0.026920 0.024036 0.260993\n",
+      "\t\t0.024388 0.016690 0.259711 0.026719 0.024343 0.260903\n",
+      "\t\t0.024199 0.017089 0.259601 0.026518 0.024650 0.260811\n",
+      "\t\t0.024012 0.017488 0.259490 0.026319 0.024958 0.260719\n",
+      "\t\t0.023826 0.017888 0.259378 0.026121 0.025267 0.260625\n",
+      "\t\t0.023640 0.018288 0.259265 0.025923 0.025577 0.260529\n",
+      "\t\t0.023455 0.018689 0.259150 0.025727 0.025887 0.260431\n",
+      "\t\t0.023271 0.019090 0.259034 0.025531 0.026197 0.260332\n",
+      "\t\t0.023088 0.019491 0.258916 0.025336 0.026509 0.260231\n",
+      "\t\t0.022906 0.019893 0.258797 0.025143 0.026820 0.260129\n",
+      "\t\t0.022724 0.020295 0.258677 0.024950 0.027133 0.260025\n",
+      "\t\t0.022543 0.020697 0.258556 0.024758 0.027446 0.259920\n",
+      "\t\t0.022363 0.021100 0.258434 0.024567 0.027759 0.259813\n",
+      "\t\t0.022184 0.021503 0.258311 0.024378 0.028073 0.259705\n",
+      "\t\t0.022005 0.021906 0.258187 0.024188 0.028388 0.259595\n",
+      "\t\t0.021828 0.022310 0.258062 0.024000 0.028703 0.259483\n",
+      "\t\t0.021651 0.022714 0.257936 0.023813 0.029019 0.259371\n",
+      "\t\t0.021475 0.023119 0.257810 0.023627 0.029335 0.259257\n",
+      "\t\t0.021299 0.023523 0.257684 0.023441 0.029652 0.259141\n",
+      "\t\t0.021124 0.023929 0.257557 0.023257 0.029969 0.259024\n",
+      "\t\t0.020950 0.024334 0.257430 0.023073 0.030286 0.258906\n",
+      "\t\t0.020777 0.024740 0.257302 0.022890 0.030605 0.258786\n",
+      "\t\t0.020605 0.025146 0.257174 0.022708 0.030923 0.258666\n",
+      "\t\t0.020433 0.025552 0.257047 0.022527 0.031243 0.258545\n",
+      "\t\t0.020262 0.025959 0.256920 0.022346 0.031562 0.258422\n",
+      "\t\t0.020091 0.026366 0.256793 0.022167 0.031882 0.258299\n",
+      "\t\t0.019922 0.026773 0.256667 0.021988 0.032203 0.258174\n",
+      "\t\t0.019753 0.027180 0.256541 0.021810 0.032524 0.258049\n",
+      "\t\t0.019585 0.027588 0.256415 0.021633 0.032846 0.257923\n",
+      "\t\t0.019417 0.027996 0.256290 0.021457 0.033167 0.257797\n",
+      "\t\t0.019250 0.028405 0.256166 0.021281 0.033490 0.257671\n",
+      "\t\t0.019084 0.028813 0.256044 0.021107 0.033813 0.257544\n",
+      "\t\t0.018919 0.029222 0.255922 0.020933 0.034136 0.257417\n",
+      "\t\t0.018754 0.029632 0.255801 0.020760 0.034460 0.257289\n",
+      "\t\t0.018591 0.030041 0.255681 0.020587 0.034784 0.257161\n",
+      "\t\t0.018428 0.030451 0.255563 0.020416 0.035108 0.257034\n",
+      "\t\t0.018265 0.030861 0.255445 0.020245 0.035433 0.256907\n",
+      "\t\t0.018104 0.031272 0.255330 0.020075 0.035758 0.256781\n",
+      "\t\t0.017943 0.031683 0.255216 0.019906 0.036084 0.256655\n",
+      "\t\t0.017783 0.032094 0.255104 0.019737 0.036410 0.256529\n",
+      "\t\t0.017624 0.032505 0.254993 0.019569 0.036737 0.256404\n",
+      "\t\t0.017465 0.032917 0.254883 0.019402 0.037063 0.256279\n",
+      "\t\t0.017308 0.033329 0.254775 0.019236 0.037391 0.256156\n",
+      "\t\t0.017151 0.033741 0.254669 0.019071 0.037718 0.256034\n",
+      "\t\t0.016995 0.034154 0.254564 0.018906 0.038046 0.255913\n",
+      "\t\t0.016839 0.034567 0.254462 0.018742 0.038375 0.255792\n",
+      "\t\t0.016685 0.034980 0.254361 0.018579 0.038703 0.255673\n",
+      "\t\t0.016531 0.035394 0.254263 0.018416 0.039032 0.255554\n",
+      "\t\t0.016378 0.035807 0.254165 0.018254 0.039362 0.255437\n",
+      "\t\t0.016226 0.036221 0.254070 0.018093 0.039692 0.255322\n",
+      "\t\t0.016075 0.036636 0.253975 0.017933 0.040022 0.255209\n",
+      "\t\t0.015924 0.037050 0.253883 0.017773 0.040352 0.255097\n",
+      "\t\t0.015774 0.037465 0.253792 0.017614 0.040683 0.254986\n",
+      "\t\t0.015624 0.037880 0.253703 0.017456 0.041014 0.254877\n",
+      "\t\t0.015475 0.038295 0.253616 0.017298 0.041346 0.254769\n",
+      "\t\t0.015327 0.038711 0.253531 0.017141 0.041677 0.254662\n",
+      "\t\t0.015178 0.039126 0.253447 0.016985 0.042009 0.254558\n",
+      "\t\t0.015031 0.039542 0.253364 0.016829 0.042342 0.254455\n",
+      "\t\t0.014883 0.039958 0.253283 0.016674 0.042675 0.254355\n",
+      "\t\t0.014736 0.040374 0.253203 0.016520 0.043008 0.254256\n",
+      "\t\t0.014588 0.040789 0.253124 0.016366 0.043341 0.254158\n",
+      "\t\t0.014441 0.041205 0.253046 0.016214 0.043675 0.254062\n",
+      "\t\t0.014294 0.041621 0.252970 0.016061 0.044009 0.253967\n",
+      "\t\t0.014147 0.042037 0.252895 0.015910 0.044343 0.253874\n",
+      "\t\t0.014000 0.042453 0.252822 0.015759 0.044678 0.253783\n",
+      "\t\t0.013853 0.042869 0.252751 0.015608 0.045012 0.253694\n",
+      "\t\t0.013706 0.043285 0.252680 0.015459 0.045348 0.253607\n",
+      "\t\t0.013559 0.043701 0.252610 0.015309 0.045683 0.253521\n",
+      "\t\t0.013412 0.044117 0.252542 0.015161 0.046019 0.253437\n",
+      "\t\t0.013266 0.044533 0.252474 0.015013 0.046354 0.253355\n",
+      "\t\t0.013119 0.044949 0.252407 0.014866 0.046691 0.253273\n",
+      "\t\t0.012972 0.045365 0.252342 0.014719 0.047027 0.253194\n",
+      "\t\t0.012825 0.045781 0.252278 0.014572 0.047363 0.253115\n",
+      "\t\t0.012678 0.046197 0.252216 0.014426 0.047700 0.253038\n",
+      "\t\t0.012531 0.046613 0.252154 0.014280 0.048037 0.252963\n",
+      "\t\t0.012384 0.047029 0.252094 0.014135 0.048374 0.252889\n",
+      "\t\t0.012237 0.047445 0.252036 0.013989 0.048711 0.252817\n",
+      "\t\t0.012090 0.047861 0.251978 0.013843 0.049048 0.252746\n",
+      "\t\t0.011942 0.048276 0.251921 0.013698 0.049385 0.252676\n",
+      "\t\t0.011793 0.048691 0.251864 0.013544 0.049718 0.252603\n",
+      "\t\t0.011669 0.049114 0.251818 0.013317 0.050004 0.252498\n",
+      "\t\t0.011706 0.049550 0.251831 0.013003 0.050190 0.252356\n",
+      "\t\t0.011925 0.049929 0.251914 0.012643 0.050250 0.252201\n",
+      "\t\t0.012285 0.050178 0.252055 0.012285 0.050178 0.252055\n",
+      "2D Passage\n",
+      "Points 200\thub\n",
+      "\t\t-0.060000 0.200000\n",
+      "\t\t-0.058894 0.200000\n",
+      "\t\t-0.057789 0.200000\n",
+      "\t\t-0.056683 0.200000\n",
+      "\t\t-0.055578 0.200000\n",
+      "\t\t-0.054472 0.200000\n",
+      "\t\t-0.053367 0.200000\n",
+      "\t\t-0.052261 0.200000\n",
+      "\t\t-0.051156 0.200000\n",
+      "\t\t-0.050050 0.200000\n",
+      "\t\t-0.048945 0.200000\n",
+      "\t\t-0.047839 0.200000\n",
+      "\t\t-0.046734 0.200000\n",
+      "\t\t-0.045628 0.200000\n",
+      "\t\t-0.044523 0.200000\n",
+      "\t\t-0.043417 0.200000\n",
+      "\t\t-0.042312 0.200000\n",
+      "\t\t-0.041206 0.200000\n",
+      "\t\t-0.040101 0.200000\n",
+      "\t\t-0.038995 0.200000\n",
+      "\t\t-0.037889 0.200000\n",
+      "\t\t-0.036784 0.200000\n",
+      "\t\t-0.035678 0.200000\n",
+      "\t\t-0.034573 0.200000\n",
+      "\t\t-0.033467 0.200000\n",
+      "\t\t-0.032362 0.200000\n",
+      "\t\t-0.031256 0.200000\n",
+      "\t\t-0.030151 0.200000\n",
+      "\t\t-0.029045 0.200000\n",
+      "\t\t-0.027940 0.200000\n",
+      "\t\t-0.026834 0.200000\n",
+      "\t\t-0.025729 0.200000\n",
+      "\t\t-0.024623 0.200000\n",
+      "\t\t-0.023518 0.200000\n",
+      "\t\t-0.022412 0.200000\n",
+      "\t\t-0.021307 0.200000\n",
+      "\t\t-0.020201 0.200000\n",
+      "\t\t-0.019095 0.200000\n",
+      "\t\t-0.017990 0.200000\n",
+      "\t\t-0.016884 0.200000\n",
+      "\t\t-0.015779 0.200000\n",
+      "\t\t-0.014673 0.200000\n",
+      "\t\t-0.013568 0.200000\n",
+      "\t\t-0.012462 0.200000\n",
+      "\t\t-0.011357 0.200000\n",
+      "\t\t-0.010251 0.200000\n",
+      "\t\t-0.009146 0.200000\n",
+      "\t\t-0.008040 0.200000\n",
+      "\t\t-0.006935 0.200000\n",
+      "\t\t-0.005829 0.200000\n",
+      "\t\t-0.004724 0.200000\n",
+      "\t\t-0.003618 0.200000\n",
+      "\t\t-0.002513 0.200000\n",
+      "\t\t-0.001407 0.200000\n",
+      "\t\t-0.000302 0.200000\n",
+      "\t\t0.000804 0.200000\n",
+      "\t\t0.001910 0.199996\n",
+      "\t\t0.003015 0.199984\n",
+      "\t\t0.004121 0.199958\n",
+      "\t\t0.005226 0.199912\n",
+      "\t\t0.006332 0.199846\n",
+      "\t\t0.007437 0.199760\n",
+      "\t\t0.008543 0.199654\n",
+      "\t\t0.009648 0.199533\n",
+      "\t\t0.010754 0.199397\n",
+      "\t\t0.011859 0.199251\n",
+      "\t\t0.012965 0.199096\n",
+      "\t\t0.014070 0.198934\n",
+      "\t\t0.015176 0.198765\n",
+      "\t\t0.016281 0.198593\n",
+      "\t\t0.017387 0.198416\n",
+      "\t\t0.018492 0.198237\n",
+      "\t\t0.019598 0.198055\n",
+      "\t\t0.020704 0.197872\n",
+      "\t\t0.021809 0.197687\n",
+      "\t\t0.022915 0.197501\n",
+      "\t\t0.024020 0.197315\n",
+      "\t\t0.025126 0.197129\n",
+      "\t\t0.026231 0.196943\n",
+      "\t\t0.027337 0.196757\n",
+      "\t\t0.028442 0.196571\n",
+      "\t\t0.029548 0.196386\n",
+      "\t\t0.030653 0.196202\n",
+      "\t\t0.031759 0.196020\n",
+      "\t\t0.032864 0.195838\n",
+      "\t\t0.033970 0.195658\n",
+      "\t\t0.035075 0.195480\n",
+      "\t\t0.036181 0.195304\n",
+      "\t\t0.037286 0.195130\n",
+      "\t\t0.038392 0.194958\n",
+      "\t\t0.039497 0.194789\n",
+      "\t\t0.040603 0.194623\n",
+      "\t\t0.041709 0.194460\n",
+      "\t\t0.042814 0.194302\n",
+      "\t\t0.043920 0.194146\n",
+      "\t\t0.045025 0.193998\n",
+      "\t\t0.046131 0.193820\n",
+      "\t\t0.047236 0.193594\n",
+      "\t\t0.048342 0.193341\n",
+      "\t\t0.049447 0.193095\n",
+      "\t\t0.050553 0.192875\n",
+      "\t\t0.051658 0.192686\n",
+      "\t\t0.052764 0.192526\n",
+      "\t\t0.053869 0.192395\n",
+      "\t\t0.054975 0.192289\n",
+      "\t\t0.056080 0.192205\n",
+      "\t\t0.057186 0.192143\n",
+      "\t\t0.058291 0.192102\n",
+      "\t\t0.059397 0.192077\n",
+      "\t\t0.060503 0.192077\n",
+      "\t\t0.061608 0.192082\n",
+      "\t\t0.062714 0.192109\n",
+      "\t\t0.063819 0.192150\n",
+      "\t\t0.064925 0.192206\n",
+      "\t\t0.066030 0.192273\n",
+      "\t\t0.067136 0.192354\n",
+      "\t\t0.068241 0.192445\n",
+      "\t\t0.069347 0.192547\n",
+      "\t\t0.070452 0.192657\n",
+      "\t\t0.071558 0.192776\n",
+      "\t\t0.072663 0.192901\n",
+      "\t\t0.073769 0.193030\n",
+      "\t\t0.074874 0.193163\n",
+      "\t\t0.075980 0.193295\n",
+      "\t\t0.077085 0.193426\n",
+      "\t\t0.078191 0.193550\n",
+      "\t\t0.079296 0.193668\n",
+      "\t\t0.080402 0.193772\n",
+      "\t\t0.081508 0.193865\n",
+      "\t\t0.082613 0.193931\n",
+      "\t\t0.083719 0.193981\n",
+      "\t\t0.084824 0.193998\n",
+      "\t\t0.085930 0.194000\n",
+      "\t\t0.087035 0.194000\n",
+      "\t\t0.088141 0.194000\n",
+      "\t\t0.089246 0.194000\n",
+      "\t\t0.090352 0.194000\n",
+      "\t\t0.091457 0.194000\n",
+      "\t\t0.092563 0.194000\n",
+      "\t\t0.093668 0.194000\n",
+      "\t\t0.094774 0.194000\n",
+      "\t\t0.095879 0.194000\n",
+      "\t\t0.096985 0.194000\n",
+      "\t\t0.098090 0.194000\n",
+      "\t\t0.099196 0.194000\n",
+      "\t\t0.100302 0.194000\n",
+      "\t\t0.101407 0.194000\n",
+      "\t\t0.102513 0.194000\n",
+      "\t\t0.103618 0.194000\n",
+      "\t\t0.104724 0.194000\n",
+      "\t\t0.105829 0.194000\n",
+      "\t\t0.106935 0.194000\n",
+      "\t\t0.108040 0.194000\n",
+      "\t\t0.109146 0.194000\n",
+      "\t\t0.110251 0.194000\n",
+      "\t\t0.111357 0.194000\n",
+      "\t\t0.112462 0.194000\n",
+      "\t\t0.113568 0.194000\n",
+      "\t\t0.114673 0.194000\n",
+      "\t\t0.115779 0.194000\n",
+      "\t\t0.116884 0.194000\n",
+      "\t\t0.117990 0.194000\n",
+      "\t\t0.119095 0.194000\n",
+      "\t\t0.120201 0.194000\n",
+      "\t\t0.121307 0.194000\n",
+      "\t\t0.122412 0.194000\n",
+      "\t\t0.123518 0.194000\n",
+      "\t\t0.124623 0.194000\n",
+      "\t\t0.125729 0.194000\n",
+      "\t\t0.126834 0.194000\n",
+      "\t\t0.127940 0.194000\n",
+      "\t\t0.129045 0.194000\n",
+      "\t\t0.130151 0.194000\n",
+      "\t\t0.131256 0.194000\n",
+      "\t\t0.132362 0.194000\n",
+      "\t\t0.133467 0.194000\n",
+      "\t\t0.134573 0.194000\n",
+      "\t\t0.135678 0.194000\n",
+      "\t\t0.136784 0.194000\n",
+      "\t\t0.137889 0.194000\n",
+      "\t\t0.138995 0.194000\n",
+      "\t\t0.140101 0.194000\n",
+      "\t\t0.141206 0.194000\n",
+      "\t\t0.142312 0.194000\n",
+      "\t\t0.143417 0.194000\n",
+      "\t\t0.144523 0.194000\n",
+      "\t\t0.145628 0.194000\n",
+      "\t\t0.146734 0.194000\n",
+      "\t\t0.147839 0.194000\n",
+      "\t\t0.148945 0.194000\n",
+      "\t\t0.150050 0.194000\n",
+      "\t\t0.151156 0.194000\n",
+      "\t\t0.152261 0.194000\n",
+      "\t\t0.153367 0.194000\n",
+      "\t\t0.154472 0.194000\n",
+      "\t\t0.155578 0.194000\n",
+      "\t\t0.156683 0.194000\n",
+      "\t\t0.157789 0.194000\n",
+      "\t\t0.158894 0.194000\n",
+      "\t\t0.160000 0.194000\n",
+      "\tshroud\n",
+      "\t\t-0.060000 0.250000\n",
+      "\t\t-0.058894 0.250000\n",
+      "\t\t-0.057789 0.250000\n",
+      "\t\t-0.056683 0.250000\n",
+      "\t\t-0.055578 0.250000\n",
+      "\t\t-0.054472 0.250000\n",
+      "\t\t-0.053367 0.250000\n",
+      "\t\t-0.052261 0.250000\n",
+      "\t\t-0.051156 0.250000\n",
+      "\t\t-0.050050 0.250000\n",
+      "\t\t-0.048945 0.250000\n",
+      "\t\t-0.047839 0.250000\n",
+      "\t\t-0.046734 0.250000\n",
+      "\t\t-0.045628 0.250000\n",
+      "\t\t-0.044523 0.250000\n",
+      "\t\t-0.043417 0.250000\n",
+      "\t\t-0.042312 0.250000\n",
+      "\t\t-0.041206 0.250000\n",
+      "\t\t-0.040101 0.250000\n",
+      "\t\t-0.038995 0.250000\n",
+      "\t\t-0.037889 0.250000\n",
+      "\t\t-0.036784 0.250000\n",
+      "\t\t-0.035678 0.250000\n",
+      "\t\t-0.034573 0.250000\n",
+      "\t\t-0.033467 0.250000\n",
+      "\t\t-0.032362 0.250000\n",
+      "\t\t-0.031256 0.250000\n",
+      "\t\t-0.030151 0.250000\n",
+      "\t\t-0.029045 0.250000\n",
+      "\t\t-0.027940 0.250000\n",
+      "\t\t-0.026834 0.250000\n",
+      "\t\t-0.025729 0.250000\n",
+      "\t\t-0.024623 0.250000\n",
+      "\t\t-0.023518 0.250000\n",
+      "\t\t-0.022412 0.250000\n",
+      "\t\t-0.021307 0.250000\n",
+      "\t\t-0.020201 0.250000\n",
+      "\t\t-0.019095 0.250000\n",
+      "\t\t-0.017990 0.250000\n",
+      "\t\t-0.016884 0.250000\n",
+      "\t\t-0.015779 0.250000\n",
+      "\t\t-0.014673 0.250000\n",
+      "\t\t-0.013568 0.250000\n",
+      "\t\t-0.012462 0.250000\n",
+      "\t\t-0.011357 0.250000\n",
+      "\t\t-0.010251 0.250000\n",
+      "\t\t-0.009146 0.250000\n",
+      "\t\t-0.008040 0.250000\n",
+      "\t\t-0.006935 0.250000\n",
+      "\t\t-0.005829 0.250000\n",
+      "\t\t-0.004724 0.250000\n",
+      "\t\t-0.003618 0.250000\n",
+      "\t\t-0.002513 0.250000\n",
+      "\t\t-0.001407 0.250000\n",
+      "\t\t-0.000302 0.250002\n",
+      "\t\t0.000804 0.250006\n",
+      "\t\t0.001910 0.250036\n",
+      "\t\t0.003015 0.250099\n",
+      "\t\t0.004121 0.250178\n",
+      "\t\t0.005226 0.250301\n",
+      "\t\t0.006332 0.250455\n",
+      "\t\t0.007437 0.250648\n",
+      "\t\t0.008543 0.250884\n",
+      "\t\t0.009648 0.251166\n",
+      "\t\t0.010754 0.251498\n",
+      "\t\t0.011859 0.251889\n",
+      "\t\t0.012965 0.252339\n",
+      "\t\t0.014070 0.252857\n",
+      "\t\t0.015176 0.253446\n",
+      "\t\t0.016281 0.254104\n",
+      "\t\t0.017387 0.254829\n",
+      "\t\t0.018492 0.255610\n",
+      "\t\t0.019598 0.256425\n",
+      "\t\t0.020704 0.257248\n",
+      "\t\t0.021809 0.258048\n",
+      "\t\t0.022915 0.258803\n",
+      "\t\t0.024020 0.259495\n",
+      "\t\t0.025126 0.260120\n",
+      "\t\t0.026231 0.260677\n",
+      "\t\t0.027337 0.261173\n",
+      "\t\t0.028442 0.261613\n",
+      "\t\t0.029548 0.262005\n",
+      "\t\t0.030653 0.262355\n",
+      "\t\t0.031759 0.262670\n",
+      "\t\t0.032864 0.262956\n",
+      "\t\t0.033970 0.263215\n",
+      "\t\t0.035075 0.263452\n",
+      "\t\t0.036181 0.263671\n",
+      "\t\t0.037286 0.263873\n",
+      "\t\t0.038392 0.264062\n",
+      "\t\t0.039497 0.264239\n",
+      "\t\t0.040603 0.264407\n",
+      "\t\t0.041709 0.264566\n",
+      "\t\t0.042814 0.264717\n",
+      "\t\t0.043920 0.264864\n",
+      "\t\t0.045025 0.265005\n",
+      "\t\t0.046131 0.265120\n",
+      "\t\t0.047236 0.265188\n",
+      "\t\t0.048342 0.265213\n",
+      "\t\t0.049447 0.265213\n",
+      "\t\t0.050553 0.265199\n",
+      "\t\t0.051658 0.265182\n",
+      "\t\t0.052764 0.265163\n",
+      "\t\t0.053869 0.265144\n",
+      "\t\t0.054975 0.265126\n",
+      "\t\t0.056080 0.265110\n",
+      "\t\t0.057186 0.265095\n",
+      "\t\t0.058291 0.265082\n",
+      "\t\t0.059397 0.265070\n",
+      "\t\t0.060503 0.265060\n",
+      "\t\t0.061608 0.265050\n",
+      "\t\t0.062714 0.265042\n",
+      "\t\t0.063819 0.265035\n",
+      "\t\t0.064925 0.265029\n",
+      "\t\t0.066030 0.265023\n",
+      "\t\t0.067136 0.265019\n",
+      "\t\t0.068241 0.265015\n",
+      "\t\t0.069347 0.265011\n",
+      "\t\t0.070452 0.265009\n",
+      "\t\t0.071558 0.265007\n",
+      "\t\t0.072663 0.265005\n",
+      "\t\t0.073769 0.265003\n",
+      "\t\t0.074874 0.265002\n",
+      "\t\t0.075980 0.265001\n",
+      "\t\t0.077085 0.265001\n",
+      "\t\t0.078191 0.265001\n",
+      "\t\t0.079296 0.265000\n",
+      "\t\t0.080402 0.265000\n",
+      "\t\t0.081508 0.265000\n",
+      "\t\t0.082613 0.265000\n",
+      "\t\t0.083719 0.265000\n",
+      "\t\t0.084824 0.265000\n",
+      "\t\t0.085930 0.265000\n",
+      "\t\t0.087035 0.265000\n",
+      "\t\t0.088141 0.265000\n",
+      "\t\t0.089246 0.265000\n",
+      "\t\t0.090352 0.265000\n",
+      "\t\t0.091457 0.265000\n",
+      "\t\t0.092563 0.265000\n",
+      "\t\t0.093668 0.265000\n",
+      "\t\t0.094774 0.265000\n",
+      "\t\t0.095879 0.265000\n",
+      "\t\t0.096985 0.265000\n",
+      "\t\t0.098090 0.265000\n",
+      "\t\t0.099196 0.265000\n",
+      "\t\t0.100302 0.265000\n",
+      "\t\t0.101407 0.265000\n",
+      "\t\t0.102513 0.265000\n",
+      "\t\t0.103618 0.265000\n",
+      "\t\t0.104724 0.265000\n",
+      "\t\t0.105829 0.265000\n",
+      "\t\t0.106935 0.265000\n",
+      "\t\t0.108040 0.265000\n",
+      "\t\t0.109146 0.265000\n",
+      "\t\t0.110251 0.265000\n",
+      "\t\t0.111357 0.265000\n",
+      "\t\t0.112462 0.265000\n",
+      "\t\t0.113568 0.265000\n",
+      "\t\t0.114673 0.265000\n",
+      "\t\t0.115779 0.265000\n",
+      "\t\t0.116884 0.265000\n",
+      "\t\t0.117990 0.265000\n",
+      "\t\t0.119095 0.265000\n",
+      "\t\t0.120201 0.265000\n",
+      "\t\t0.121307 0.265000\n",
+      "\t\t0.122412 0.265000\n",
+      "\t\t0.123518 0.265000\n",
+      "\t\t0.124623 0.265000\n",
+      "\t\t0.125729 0.265000\n",
+      "\t\t0.126834 0.265000\n",
+      "\t\t0.127940 0.265000\n",
+      "\t\t0.129045 0.265000\n",
+      "\t\t0.130151 0.265000\n",
+      "\t\t0.131256 0.265000\n",
+      "\t\t0.132362 0.265000\n",
+      "\t\t0.133467 0.265000\n",
+      "\t\t0.134573 0.265000\n",
+      "\t\t0.135678 0.265000\n",
+      "\t\t0.136784 0.265000\n",
+      "\t\t0.137889 0.265000\n",
+      "\t\t0.138995 0.265000\n",
+      "\t\t0.140101 0.265000\n",
+      "\t\t0.141206 0.265000\n",
+      "\t\t0.142312 0.265000\n",
+      "\t\t0.143417 0.265000\n",
+      "\t\t0.144523 0.265000\n",
+      "\t\t0.145628 0.265000\n",
+      "\t\t0.146734 0.265000\n",
+      "\t\t0.147839 0.265000\n",
+      "\t\t0.148945 0.265000\n",
+      "\t\t0.150050 0.265000\n",
+      "\t\t0.151156 0.265000\n",
+      "\t\t0.152261 0.265000\n",
+      "\t\t0.153367 0.265000\n",
+      "\t\t0.154472 0.265000\n",
+      "\t\t0.155578 0.265000\n",
+      "\t\t0.156683 0.265000\n",
+      "\t\t0.157789 0.265000\n",
+      "\t\t0.158894 0.265000\n",
+      "\t\t0.160000 0.265000\n"
+     ]
     }
+   ],
+   "source": [
+    "!cat aero_geometry.dat"
+   ]
+  }
+ ],
+ "metadata": {
+  "colab": {
+   "provenance": []
+  },
+  "kernelspec": {
+   "display_name": "dev",
+   "language": "python",
+   "name": "python3"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.10.14"
   },
-  "nbformat": 4,
-  "nbformat_minor": 0
-}
\ No newline at end of file
+  "orig_nbformat": 4
+ },
+ "nbformat": 4,
+ "nbformat_minor": 0
+}