From 660becb78aa4478a24be9c2dcd53ae03cb0b7ccc Mon Sep 17 00:00:00 2001 From: bmandracchia Date: Mon, 2 Sep 2024 20:56:28 +0200 Subject: [PATCH] added resample --- bioMONAI/_modidx.py | 1 + bioMONAI/core.py | 6 +- bioMONAI/transforms.py | 14 +-- nbs/00_core.ipynb | 13 ++- nbs/05_transforms.ipynb | 206 +++++++++++++++++++++++++++++----------- 5 files changed, 176 insertions(+), 64 deletions(-) diff --git a/bioMONAI/_modidx.py b/bioMONAI/_modidx.py index 68cb00b..984fe85 100644 --- a/bioMONAI/_modidx.py +++ b/bioMONAI/_modidx.py @@ -7,6 +7,7 @@ 'lib_path': 'bioMONAI'}, 'syms': { 'bioMONAI.callbacks': {'bioMONAI.callbacks.foo': ('callbacks.html#foo', 'bioMONAI/callbacks.py')}, 'bioMONAI.core': { 'bioMONAI.core.attributesFromDict': ('core.html#attributesfromdict', 'bioMONAI/core.py'), + 'bioMONAI.core.img2Tensor': ('core.html#img2tensor', 'bioMONAI/core.py'), 'bioMONAI.core.img2float': ('core.html#img2float', 'bioMONAI/core.py')}, 'bioMONAI.data': { 'bioMONAI.data.BioImage': ('data.html#bioimage', 'bioMONAI/data.py'), 'bioMONAI.data.BioImage.__repr__': ('data.html#bioimage.__repr__', 'bioMONAI/data.py'), diff --git a/bioMONAI/core.py b/bioMONAI/core.py index 3fb9378..6d542f7 100644 --- a/bioMONAI/core.py +++ b/bioMONAI/core.py @@ -1,7 +1,7 @@ # AUTOGENERATED! DO NOT EDIT! File to edit: ../nbs/00_core.ipynb. # %% auto 0 -__all__ = ['attributesFromDict', 'img2float'] +__all__ = ['attributesFromDict', 'img2float', 'img2Tensor'] # %% ../nbs/00_core.ipynb 4 from torch import Tensor as torchTensor @@ -34,3 +34,7 @@ def attributesFromDict(d): # %% ../nbs/00_core.ipynb 9 def img2float(image, force_copy=False): return util.img_as_float(image, force_copy=force_copy) + +# %% ../nbs/00_core.ipynb 10 +def img2Tensor(image): + return torchTensor(img2float(image)) diff --git a/bioMONAI/transforms.py b/bioMONAI/transforms.py index a7d6deb..5c13065 100644 --- a/bioMONAI/transforms.py +++ b/bioMONAI/transforms.py @@ -6,10 +6,10 @@ # %% ../nbs/05_transforms.ipynb 3 from fastai.vision.all import * from fastai.data.all import * -from monai.transforms import SpatialCrop, Flip, Rotate90 +from monai.transforms import SpatialCrop, Flip, Rotate90, Spacing from numpy import percentile, isscalar, float32 as np_float32 -# %% ../nbs/05_transforms.ipynb 11 +# %% ../nbs/05_transforms.ipynb 13 def _process_sz(size, ndim=3): if isinstance(size,int): size=(size,)*ndim @@ -20,7 +20,7 @@ def _get_sz(x): if not isinstance(x, Tensor): return fastuple(x.size) return fastuple(getattr(x, 'img_size', getattr(x, 'sz', (x.shape[1:])))) # maybe it should swap x and y axes -# %% ../nbs/05_transforms.ipynb 14 +# %% ../nbs/05_transforms.ipynb 16 class RandCrop2D(RandTransform): "Randomly crop an image to `size`" split_idx,order = None,1 @@ -50,7 +50,7 @@ def before_call(self, def encodes(self, x): return SpatialCrop(roi_center=self.ctr, roi_size=self.size, lazy=self.lazy)(x) -# %% ../nbs/05_transforms.ipynb 15 +# %% ../nbs/05_transforms.ipynb 17 class RandCropND(RandTransform): """ Randomly crops an ND image to a specified size. @@ -103,7 +103,7 @@ def encodes(self, x): return SpatialCrop(roi_start=self.tl, roi_end=self.br, lazy=self.lazy)(x) -# %% ../nbs/05_transforms.ipynb 17 +# %% ../nbs/05_transforms.ipynb 19 class RandCropND_T(RandTransform): """ Randomly crops an ND image to a specified size. @@ -166,7 +166,7 @@ def encodes(self, x): return cropped_img -# %% ../nbs/05_transforms.ipynb 19 +# %% ../nbs/05_transforms.ipynb 21 class RandFlip(RandTransform): """ Randomly flips an ND image over a specified axis. @@ -199,7 +199,7 @@ def encodes(self, x): else: return x -# %% ../nbs/05_transforms.ipynb 21 +# %% ../nbs/05_transforms.ipynb 23 class RandRot90(RandTransform): """ Randomly rotate an ND image by 90 degrees in the plane specified by axes. diff --git a/nbs/00_core.ipynb b/nbs/00_core.ipynb index 5dfffe0..7067188 100755 --- a/nbs/00_core.ipynb +++ b/nbs/00_core.ipynb @@ -109,6 +109,17 @@ " return util.img_as_float(image, force_copy=force_copy)" ] }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": {}, + "outputs": [], + "source": [ + "#| export\n", + "def img2Tensor(image):\n", + " return torchTensor(img2float(image))" + ] + }, { "cell_type": "markdown", "metadata": {}, @@ -118,7 +129,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 25, "metadata": {}, "outputs": [], "source": [ diff --git a/nbs/05_transforms.ipynb b/nbs/05_transforms.ipynb index 0ade76e..357fcd3 100644 --- a/nbs/05_transforms.ipynb +++ b/nbs/05_transforms.ipynb @@ -11,7 +11,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 34, "metadata": {}, "outputs": [], "source": [ @@ -20,7 +20,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 35, "metadata": {}, "outputs": [], "source": [ @@ -30,26 +30,110 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 36, "metadata": {}, "outputs": [], "source": [ "#| export\n", "from fastai.vision.all import *\n", "from fastai.data.all import *\n", - "from monai.transforms import SpatialCrop, Flip, Rotate90\n", + "from monai.transforms import SpatialCrop, Flip, Rotate90, Spacing\n", "from numpy import percentile, isscalar, float32 as np_float32" ] }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "## Sampling" + ] + }, { "cell_type": "code", - "execution_count": null, + "execution_count": 37, "metadata": {}, "outputs": [], "source": [ - "# load sample data\n", - "data4D = util.img_as_float(cells3d())\n", - "data = data4D[:, 1, :, :] # load the nuclei channel" + "class Resample(Spacing):\n", + " \"\"\"\n", + " A subclass of Spacing that handles image resampling based on specified sampling factors or voxel dimensions.\n", + " \n", + " The `Resample` class inherits from `Spacing` and provides a flexible way to adjust the spacing (voxel size) of images by specifying either a sampling factor or explicitly providing new voxel dimensions.\n", + " \n", + " Args:\n", + " sampling (int, optional): Sampling factor for isotropic resampling. Default is 1, indicating no change in resolution.\n", + " **kwargs: Additional keyword arguments that can include 'pixdim' to specify custom voxel dimensions.\n", + " \n", + " Attributes:\n", + " pixdim (list or tuple): The voxel dimensions of the image after resampling. If not provided during initialization, this will be determined based on the sampling factor and original image properties.\n", + " \n", + " Methods:\n", + " None\n", + " \n", + " Example Usage:\n", + " # Creating a Resample object with a specified sampling factor\n", + " resampler = Resample(sampling=2)\n", + " \n", + " # Creating a Resample object with custom voxel dimensions\n", + " resampler = Resample(**kwargs={'pixdim': [1.5, 1.5, 3]})\n", + " \"\"\"\n", + " \n", + " def __init__(self, sampling, **kwargs):\n", + " \"\"\"\n", + " Initializes the Resample class instance.\n", + " \n", + " Args:\n", + " sampling (int, optional): Sampling factor for isotropic resampling. Default is 1.\n", + " **kwargs: Additional keyword arguments that can include 'pixdim' to specify custom voxel dimensions.\n", + " \n", + " If 'pixdim' is provided in kwargs, it will be used directly; otherwise, the sampling factor will determine the new voxel dimensions.\n", + " \n", + " The Spacing class from which Resample inherits is initialized with either the provided pixdim or calculated based on the sampling factor and original image properties.\n", + " \"\"\"\n", + " if 'pixdim' in kwargs:\n", + " super().__init__(**kwargs)\n", + " else:\n", + " super().__init__(sampling, **kwargs)\n" + ] + }, + { + "cell_type": "code", + "execution_count": 38, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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qtdBoNBI5It5R0s7RaJSO2ck1GQNCqsgRPvG4kj4UAkY8gyyyzPIU0kSSR0xZJJ185jL0nPBIIF2nPgKr5wPrV/e/jBUZ17VaLek216bweAoEAoFAIBAIBALnE0oTT2JcCfkiRj4b7J6nx0E9SnKePTkjU67zf69eXT6TGNJGIZ3a7TYajQZmsxlarVYytkU3rA8tc86w1jJYxNI63k5WP3h9kPMAEZKo2+2mWEDj8Th5zbDumXTTcrO3k5AlQjoJsQGcjTE0mUySh85sNluJJSbkl4C9bqy2WsSaR0Z5JJ7ksdLlvKGKvGssGbhM7UEk1ziYuuhWE158hE48lWQMy33RLYBEHvG98Xic4hs1m80UhJzja7VaLYzH4+TJI/GmmNSxCChrblhjtIgk1rqzPKAknSaZFotFlljiMSD5hbwTwk10IsftJL6blpnLsOoLBAKBQCAQCAQCgXMVaxFPcsyu0WgUHq3TyBnoB0GOqPLuc5qi+2JE62Nw4onTbDZXiCcxanUgbq/d+p7lWVNGr7pMj0gpIrKscqS97XYbtVoN4/E4kUM5jyldDh/V0l44XIaQSEyscLwni0grq6Ncet0PFuHDn9ftlyK5vLFs1ct6EsLN87KS+0I+ydjd2NhYIfm4TiasxuNxmvPi/STfWSY5AumNB8/byIL2ZLL0si4sEsjyyvLGMHs1sdfjeDxGo9FAp9NBs9lMLxqwvLmkHD3mA4FAIBAIBAKBQOBcx9pH7ZrNZnotu+e5kfNA8jx2cl4nVvqyHlKep5FXLl8TEkTepAacjX/TbreTt4gY9BYJxzqRPx0bR2S3vuu2afKjDJmnDV3xlNE60+WJsd1qtRJ5xG/8s2TUfVar1VY8ReSakBlSlniKyFEuqYdJlpzXm3zPEaFyz3rD4I35niOqLPm8Ma6vSX4+8snEqPQBE0SWDEIKCS666KJ0LGx3dzfJpQk/0RUHKxfvP/YgkvFveRWx/J4nl6UL+Szj1NJp2bnMZJZ1XbzxrHx8PLRer2NjYwOtVgvL5RJ7e3vo9XrY3NzEcDjEaDQyCU4hrqrVanpToPRfIBAIBAKBQCAQCJzrKE08yfERMdIkFo/32novTlGRwSn3ch45uj5t7Frkl+fZY8ku18T4lvZLuw4dOoRarYZOp4Ner4darYbrrrsOw+EweT1I+zXRoQkmAOnoInu0WHFwWGY2ljm2ThliRRvoTGywjPP5HOPxGLu7u4lsaDabaDabGAwGifiQV8zzUSuph9+CKKQTgHSUjsk9CRzOJIgnu/au0eNQk2w6T04fWm+ex5MmlPga38vFG+P+022zZJC2TqfTFUJDjs1pAkqCsotOZ7MZPvvZz6LX6yVPHQDpSOVisUixtBaLBcbjcSJLAKSjkdPpNI11IZ6scVekzxwRZxGv/NkjbS0S0NO/1jUHwJd2cWw7me+7u7s4deoUjh49im63i4svvhjVahUnTpzAeDxO41feDijz5ujRo5hMJphMJuj3+1ldBQKBQCAQCAQCgcC5gLVjPAFIMXiYmAHy3ghlvZX4u2WAS/4y5JTnAeHJqj2OhPiQI3fT6RSDwSAZ9hIg+6KLLkKv18PJkydx6tQp7OzspIDN3jEoKYM9oVhGLZcmVLSxzO0tMv4t41t/5vonk0mKh+MRAzrIsmXMc7n85jo59sVxwwT66KL1X/elJvnKkBYMTVhoeby81li1ytfwiC1dvx6bTIZaHmHAaqB3ybu3t4fZbIbhcIhut7sy3mazWTpKK3XyMVIhGjlQuRCLEudMYk55Y9YiYS19WWNdvueIOp2uzNyR6zJ+hUgTDy8+YjccDjGZTDAajdDv97G1tYVms4lDhw6hXq9jb28vvXxBjqqK19hoNMJoNMJ4PMZoNDJGQyAQCAQCgUAgEAicWyhNPMmv/nJEh4/l5LxrynofWdBEU1HanBFbJp9HmGlvnvF4nDyCFosF2u128oISz4aTJ09iPB5jOp3uI5/k+JoYo+I9InWJl44YwPJq+/l8nv4YOY8ci7jwiCa+xt403HaJeSVpBNpThGXiY4rAWQ8vJp5Y10XjiY9fST9IfXJkz8rL3z1vGg2tP+2l45Geue+eN5POowlWuc5jUrxq+IicJpuEHJJyZrMZRqPRSlwmDvIuR8AsjyHx4JF+mE6nK8G1cygigXJ5vHQWUcpyFBHQugw5Sstv8tNvWJxMJok4Es+/jY0NbG5uotvtAjgTdF280oRknk6n6Pf7iZTiIO2BQCAQCAQCgUAgcK6iNPHUbDbR7XbRaDTQ7/dXiCcNbezljPMypJKkKyqL03rkV+5IlZXeIqPkKM1wOES/30e/38fFF1+MI0eO4Ba3uAVOnjyJa6+9FqdOnUreJfwWsk6ngyNHjqDX66Fer+PUqVM4ceJEMkTluFSn00G328XW1hb29vbSnyay9Ju8vGOO3B6PJBAZhWQSLw/JW6/XMZlMVt5Ux/fYM0RkqVQq6b+UKffEm4r7xyOguC2aLJQ2CUHAXkAWgcJ1efGuPB3mxpbnjZXzvOMxVkSMyWcmmJgglKOLfI+JJNG9XJM4RRsbG2g0GhgMBtje3k4EJ7/1TQjTdruNSqWCdruNxWKB06dPo9VqYTKZrJBzWieWTq0+1vHP9PjVHmEMJnqWy2VqJ5NSFvGnYzk1m81EskmdEox9NBrte/OirAVHjx5Fp9PBxsZGIkWHwyEGgwH29vbQ7/dXAuYHAoFAIBAIBAKBwLmO0sSTGKcAsL29vS8mkUaR4V3kiWARD/p4jZWPjwh5JIDl1STkCLDqvaONe4HEP1oul9je3sb29jYOHz6Mzc1NHD9+HJdddhlOnTqFG264AadOnUqeEQDQaDRwySWX4IILLkCn08G1116L3d3dZJDWajUcOnQIl112Ge585zvjPve5Dz7/+c/jYx/7GD760Y/iS1/60sor20VW6QvL60u3gwkFy4uHPa7Yw2i5XKLdbq8cieO0EqtJ0osBL/IKKcXHEMVrR/Sqyb4izzVuo/y3SCcLTIqxLEUEZc5Tybqvj3QVeUXx+Le8c+S+eDNxPp4D0+k01cfXOdbWzs4Olssltra2cMEFF2BjYwOnT5/Gzs4OxuMxhsNhCoytvaOq1Sr6/X6SZTAYmP2nIf3NMul7Wm+errnv9VwQ8kzu8Xhmzz321hPvMCmHiaJ+v5+8D8VjbDKZJC+y0WiEjY0NdDoddDodTKdTnDp1Cv1+PxHWHqkaCAQCgUAgEAgEAuciShNPnU4neTWMRqPCX+tzxlXOeC+6Zxm0lmHO9zWsI1O6fO1VwUfPAKx4l4h3iLwl7NSpU8mA3draQq/Xww033IDBYJDIKvEsEU8IOR4mBnKr1cKFF16Iu9zlLvjWb/1WfP7zn8dwOMS//du/4ctf/vI+jxn2ErK8QLy2aF2w8S5/QhaJ4a69jpiY0p5NEpRce3jINY7vxGVyP+m+4/9MtGkvJy7D63M9VrzxqMeOl07f1x5AVpl83Rp/Vv0y9iSOEPclv5HO8hbi/0KcSKBrIV3kiKcQoQDSWJ9MJuk4WrfbxdGjRwGcIQ13dnZW3taWaw+PHdZBkReYHn+6L4TcYUJT0svxORl/4h0mf3y0TjyW5Gix6FuTplyPHGEUEqrZbO5bSzwyPhAIBAKBQCAQCATORZQmng4dOoROp5MMT008FXlw6OtFRIDnpXIQo00brt5RKat+7fnEhIcYpRzkeTQaYXd3F81mc8Xz4fDhw+ltcJPJJB2Zq1arydvJktEKcOy1kdtpeZAwoSCeH9r7w/IesY7lyTUhJTiOE+cTmXVMJ5GVYxRx2RaZyF4oehzoa2XGRxEpclBioIg8WrcejygTLyNJo2Mb6Vhc/Jn7W8btcnkmcLgcLxPC0fL2kzoajQY2NjZSv25vb6cjadqbySOKNTEj/zXRZOnE8q7iPysft225XK5468mfjEGJ06ZJJ10Hj2uOxdbr9VJ9QrDemLEVCAQCgUAgEAgEAl9rKE08XXzxxVguz7zRiX/tX5cAsoxP9hiwvB1ynkmeka+NVS+/1C9EjDaKhTxhbx8x+MW4FKOT4xn1+33s7Oyg2Wzi8OHDuPjii7G5uYnJZILrr78ew+EQe3t7AIDhcJi8NKT8fr+Pz372s/jbv/1bHD58GJ///OfxqU99KvsmLG2s8x+/rUuOTFrHjoo8fsSwlnRibPNRLvF0knJns1ky7MWY5wDgfDROZJXjedxXQoBwnSzTul5FnC5HhOa+e15ZOeJDw9J9jmziMS96k7HJAaslPZOB8uY5ACt9IB498/kchw4dWhn3HP+IY0nJONjY2EC73cbGxkbyhtzd3U1kltZLrp1C0rD8+rOlT9GfJp4sYkr+swcUE05c/3Q6TfGchHjS9QjYE0o+y8sGKpVK0rE+ZhgIBAKBQCAQCAQC5zJKE08XXHABrr/+ejMGT+4XfDZ+NfRxJC+vfNb55LpFQlnpLYLAkoG9fcTgLiKdWC/sjTKZTDAcDrG9vY1Dhw5hc3MTl1xyCZbLJUaj0UqAcs43m83w6U9/Gl/+8pfxV3/1VxiNRtjb28NwOEStVluRlYOBc3Bt9uJotVrJa0reuMVvyPM8kgS5mF7sdSP6HI1GqNVqiYgQQkE8oMSLRNrLcZaYKBGw/llea3xYwdUtwlNf88aJR1bpMjR55XnzaPJIl2WNaf7MXjNCaDCxyHGE2EOMvfREz/qNeIPBAADQbrfRarXQarXSPGg2m2i326hWqxiNRhiPx2mctVotdLtddLtdtFotfOELX8D111+/0v9a19LPTNjIGGGPI2kP96W0XQemt4gsIZOYnJPYWO12G+12O92fz+fJQ280Gq0ctWPC05JHCHTR6WQywe7uLjY2NpL+hMwKBAKBQCAQCAQCgfMFpYkn4AzBoA1BywjT8I7MeEdvdLlsQFvIeV1ZpINn7As0ScZBx5loYoLD8shggmAwGGA+n6Pf72NjYwMbGxtotVo4cuQIjh07loiaSqWCnZ2ddPxOx80R4ki8KLTHBnu0cOwa9iiTmFJiUDOJY8VIEnLA0zMfExQdcWByKV/eFtbr9ZIsIoPIy4Qf6571zMedvD7MQfe/5V3E0MSGRyiVhU6vxxuPdWuOcDnL5RKTySQdoWw0GklHUhbnZVKKvX7kLXkcO0oTmnJfvM6Gw2Eat0LYAMCtbnWrRDB+8YtfTASOzGMObM+ebtxeuafnmKfDnKeajLtGo5HevCekrJBrfGRU2j+ZTJJ3nkdyaiKKiVkhuQaDwcrxPZnn4fEUCAQCgUAgEAgEzgeUJp7EA0CMSA857yXPQLeIoDJl5sq5sdCGpI5DpI/0aLJGpxHCajweJ2O21+uhXq+j2+2uHEUT4kAIGfaWWC6XK8G+xXiWvAD2eYgImSD/2ZiWeiwDWkgWIZ4EltEv6YWUEKKiVquteNTMZjM0m80V2diLiYkOi4QoOt5Z5K20Dsrkszx5igjSdeXJtYkD3ItnD/e/FcdLk1LsTcbH8ORYGJNO4q0jR8+m0ylarVYinqrVKnq9XiKahHCVspkI08SSwCN5NMrqUXs2akJNE6TiqSieUdbRTilLE85aXvbqk+OnLEMgEAgEAoFAIBAInOsoTTxNp1Ps7e1hMBjsezsZEw/8WcPyCtLlcFrvSF0ur0X+aG8K75ggG6iWvGycMqEk/5mosQgVjgW1WCwwGAyws7OT3grG2NjYSKRBu91Go9HAfD7HdDpdOb7ExJB4D00mk/SKdx0EXWRluS3jXxNP1lvnLEiZQmZwoHJp+2g0QrvdTl4mesyI5xbrX+RnvVrecdbxK90WPc5yx7WKvJ1kXFjkkKcfhh5vOq11X49nIYQqlTPxlsSrh+WTdOy1JERVt9sFgESMSl/PZrMVQmq5PBN7TI5KSl/u7OwkAmoymeDIkSPpbY6j0QiTycRcI3QML/mviW19n/uC0zChpcsTwkyuMeEkeWSeSEDxyWSy4t1okUx67dH9JXmtNxAGAoFAIBAIBAKBwPmA0sTTddddh93dXYzHYwD7g1d7Hj8M7zt7E0lejk1jEUIamhjwSCZ9zfrOZWoCScAkkgbLrokvMUbFGJcjaBIzZzKZJJn027YEfDxNvrNhLMYyG8TaYLa8NPhakeea1SecR0gL/UZACTwt14Vg4qDNHDOKvXBYv1In37MIRKsvPJKS83okqY5xJn2odaOJMC7bI5M4r/6s5eT6ZDwBQKvVQrvdXjkSqt9IJ/0iY0uOfjYaDezt7WFnZwfj8RjL5dl4ROwZ1+12V0iVwWCQypzNZvjCF76AQ4cO4dixY7j73e+O6XSKL37xizh16tQ+7yHpH88LSGJWcVpuv4wj1rmQnjxeuB+47eKtJYTtaDRKJBF7Anp9yWNKE18ii5Qh5KnkteLeBQKBQCAQCAQCgcC5htLEk7yJTb/RzjLeLSJD0uTIDCYHvLesaXjeEF467zvLYgVD9kgcXWcRAceeT0xs8eva2ZDlGE1cNpMd/Cf3ypBLug3WZ68dlpeHRRRqDyX5m0wmKe6OTitH9YAzJIH2VtGyaRms/3p8Wf+L9OLpQt8rum6N0RxJq9Nb9chYmk6n6Ha7K/Ga5L6QdJJWCKvJZIJ2u52Ch8sY5AD0QiqNx+MVTyEhp+RIXaPRwHQ6xenTpzGdTnHxxRfjVre6VSLIJHaZeF3p9ui+0P0HrMbE0sSm1CMQDyNOL9f4zX3sLcixz/S8z5GSVj9qsrqoHwOBQCAQCAQCgUDgXENp4km8IIoC4noG2UGgCQXLw8aqW3uJeGRUWbDRy0fTtGyaFPLaBGCFeOKjPByQnOvQxImUZREn3tE5S1ZPxhwxYnkOFZXJkKNPEvSZSQzRgRXnifVhyeXJYBFMZckmi/TJtTNHnPD3MnJ7cln9w+QdEyocs4jfYCdkp7yhTt4kx0fwNEEKnI3txB548/k8eQp1Op3kOTQej7GxsYFut4tjx45hMpmsvC3OOubJXkW6bdb/Ik8xPuqpPb3YG4nnoj6W6vWRR0DnSNwIKB4IBAKBQCAQCATON5Qmnvr9/tlMFKdEExDAfuOxyBvI81rh+/o637dgEVVcLyPnhSCyWW/XYoOW7zF5ZLWX3yAm3ha5dmmDW+5bHjxFBrKlE68eJtK8exYxmCNI5DrHvJGA2ByEutlspiNTmkjQb+DTbfAIAS8Nf9ZB5C3ZrWs5b6wioqpMOVy3Hn/67YVyfLPVamGxWKSYTxxUXsi+2WyG3d1dzGazREAJAWONayGZ5E1w1Wo1lbtcLlfijw2HQ8znc1x44YXY3NxMRwC3t7cT+SRHTqUO3UYe19JWfY2Do+vYZ6zDSuVMMH55416tVsNoNErxnDQJZcU1KyIOtVfTOmtWIBAIBAKBQCAQCJyLKE08icfEcrncd7RFwyJ5PKLCI674u+WtIrCIBssbJyeLeNhwfm1sSpnsEaHfssZyyHEfbRBr+bWHUw5s3PLxIYvoypF3nhdVzlNDl8UGvs6vvYosUkrHsmJSSUgpAMk7ZTqd7iOfcmNPwzvylCMU+L7VFgHHHvJ0mCPhcnJr0s0inZrNJlqtViJUFosFxuMxKpUKtra20G63E6kknkn8lkA5XibkshyBZFJQ6pV+4QDlQiRKGXJPiJ3BYIBut4tOp4OLL74Yx48fR7/fx3A4xGAwwGAwWHnrIhNAeryyLiXwviaFec6J95b8tdvt9LlSqWAwGKQ3TYoerGDiUh/Pa/mvj5PmiN/ctUAgEAgEAoFAIBA4F7EW8dRsNhNRUK/XVwJYA3lPEs/w5nw5T4EckeLBSud5mFjkixib4uHF8XK0sWnFXOJyc/WsQzpJfTfGmM3ltQgqhvauEmhPE00O6rqEZJDjWBxYWsezkjf6Memly/ZISy23boOlhxzJZEETFNY4spCTw8vH15hUaTQaaDabKyTkbDbDYDDAxsYGNjc30ev1sLu7i729vRS/iT2ZOPC3jO9GowEAK28gFHJGrnFcJCGQKpXKihfbeDzG3t5e8sSqVqvodDpotVro9XqJ0BW52AuJIXIJ6dXtdvcd2avVaitrk3g3NRoNNBoNtNvtlbHGb4TkvtT9awUDt9aVHIJwCgQCgUAgEAgEAucbShNPs9ksGXDyZ3k85Qghy3thXZTxDlqHNNCy6M/6GBOXn/Mw0vJYb+Ti9qyjj5xXRRGhkktTJp3VBv2fDXSrnaI3IRjYg0U8SoQMyY01D0VeRCLPTYGbikjIkV3Wd/njNx+yJ5gQRJPJBN1uN3lEVSqVpHNJy7GchDBiYoZJQbkvdQmByMQNH9OTazyXJJC5yNxqtfYRYHL0T7/MQAcObzabK/dljWKPLtER1w2c9UrUZJue27m+vjH9HyRUIBAIBAKBQCAQOB9QmngCVokFMfD4LWwM7Q2j72nDzjKuvTK190qRzJ6Xk/7O5IYmm5iMYWKD/yz5uB5P9lxbLU8eXZ/2uMnpwqrPI5rKGN5WnV6cG9YtEwrj8Thdr9VqK28UY68ePoplxXcqQziVgdanHqtlCFTPw40/a7LQ84TTpJsOAi6Bvtkrh72OxuMxOp0Oms0mDh8+jH6/n46TibeS6JPlFtKm3W6v6IWPRC6XZ95qp0kb7QHI8g8Gg5Xjb+y11Wg0kheT/AeQZGQvLWmjeGUBSMSSEG+6T8XbSUgsJpM50D+PP49M9+ZQbix4aQKBQCAQCAQCgUDgXMWBPJ7ES8Izxq2YQ5yuTABenceKb+N5iBSRS7o+MbA5bg1D6tZHkiz5WaYc+WTJWca7iD97xJ0X/8hqf86LgwkPK6aTVwbXwcGgJS2PHSEw+BX3nG42m63ELhJvmCISzBt/ng688WL1YY6M8PJYMsq9nCxWPiactCzi1SPXZ7MZ9vb2MJvNMBwOcfTo0eRpNhqNMJlMVryIlsvlytsEh8MhKpXKSl3T6TQdo2MPNfaA4jFqBWu35GYyTfpIyEjxWNI6FRkkr7w5T5N9Uk6r1QKAlI6PA0p5Ip+3vnB/6LpyL1XQcycIqEAgEAgEAoFAIHA+oDTxxIYVv9FO4P2qX0QKecgRJOwhYsnoeY9YZBCAfe2xSAgOOKzlLPKKyZEfVjqPPCmjN863jp5zRKGuW+vJItAsrx5djpAS0+k0EZpCMLDnjHiuSD/xm+00iogC3cYiIs7zDvPgjbFceu+7VZe0Xx+BEwjBIqSIkEC1Wi3FWer3++ltbjo+EnD22JroX0g/fmuekIDAKpko80SgiUbRjyZoxHOyUqmkFxkw+SSo1+srfaiPwo5Go5XrkkdiPHW73URuceww9vjK9beer5qc9aDnRJBOgUAgEAgEAoFA4HxBaeJJG6gWWZPzQtGGp76fwzpEilVuERlgkVgWxGA8iNHo5SkiT7RXhSbVcm2zdFYke44IE+S8zbzyvLTa6BdiRQe+Fi8cHndl+0Hrc53+02TETeWtoskLi3TktKwbJp+ErNMyi/7m83nyIJrP59jd3U2eTl4wbe2xKN5BfKzPqku/CY7L0u3WR/u0bqRtnF/63/Jk4jfw6TfPSSyo5XKZPOgArJBbrGeLmCwzbzwUkZuBQCAQCAQCgUAgcC5jLeJJjjlxjCcxgLWxl/NW4nRcvlwvY8TpNPoYjuW1ZF3j+rUhyvXxUSKGZ5R6Hle6DZY+5Ogf5yvymrLuWfJZHk4WkZUjlDzPKCYVPJJJ/usjdXyUj8HjisebRZBpOTzZNSwC1Ru/B/VoKiIKPWKMr/O846DiMlZkjgpRJOOo1+slT6FTp04lbyc+KsekCxNdMi9YF6xfTRBax2x5bsvbMHVagdQnfc3eUvyfZWy1WqhUzsR6kphW7KFYr9cT0SYeTyI7HyHU64P89+Yp6yg3JrgMTZwFAoFAIBAIBAKBwLmOtWI8TafTZDxK3B0J+qu9HSySxyKEOG2R8e1BjD+GLlvHKNLGNBMhGjr2kPzXXj9siHIai0zRbdZeF2XiNHmkk9cPWn4PRd5Buk25/ilzTwKMS3Bp8aoRPQpBoPNy7C25Zh138kg4bo83FnMkkdcmnYevlfGc4fJl7DHJxAQpv01OxrEE2G6329jc3ES9Xsfu7i52dnawt7eX4jrxnOW5oUlPloXfoFetVs35r2NGsW7H43HqJ6+vpAy9pog8PJfZq6ndbmM6nSaSifXCb987fvw4Njc3sbGxkWJfcawnb25burJITy2v7t91iMtAIBAIBAKBQCAQ+FrHWjGe2FNBx5mxPAaKDDA27ouIjBwRUMaQ0/lznjFWe3R9OQOSCZBcOVye1z5NQln3retcdq7e3PUiHeTksEjGHOko18RLh+MUcdyger2O6XSa0ut+4PhQWq6yZJkmHLTMmmDQwehz49e7btUn+uejZPxGQE3yVKvVRDgJSTUej7Gzs5PiOrE3kI69JP+5TPk+m80S2ccyyhFIK46TwPJm5LQ6JpSnL4voAc6Q4pPJBKPRKBHkPGaYUBqNRtje3sZisUCj0cCxY8cwHo+xXC7TuNJ9Y8laROxa39ch0wOBQCAQCAQCgUDgXEFp4gk4e5RHPFCYIPCMbW2k3xiwob8O2VR0PUcgsafTum0oS25413PEUBlPIs/QXactZfquiNzySEdNVMj4ajQa6Z4QGnwES5e3zvjSxI6WwfNwssioXL2WjNx+L4/2nvMCiWtZhJhqNpvJO0y8efr9PiaTycrb6LRXjzXu+Lu8OU4Cvct1TdJaBKNH2LHnkIZHVIpXF2M+n2M8HqfPQjxxHq5jMBigWq2i0+ng0KFD6PV6mEwm6Pf7+9aWMkT3OqRveDsFAoFAIBAIBAKB8w1rxXhiD5Rms5lIATFmtfGuDUvLC8jzkvCOLOnPnueMB+uYjLRLe2+xx8lkMjHbZJEnWgaLmNNGvy5b0ltxcCxvMatNOj2n8cg3TWjoMnMeKV5+/Z3z6vg44tHDxAuXLV4/Ug4fxxKCRI8vbzzoo14e4ZfzVPH0YBE6OZ0xsaRJJ00AMekrXk5COEk8o9FohNFohMFgkMhi9kzSHklct/7OdY/H4xTnTbfJG5PWfJHP2puPiSV938oPIBFq4rnkrSNMRu3t7QEAer0eNjY2MJ1Osbe3h+FwmHRi1a3ngOetZcmu9RAkVCAQCAQCgUAgEDgfsPZRu0qlgtlsll5b3mg0VryePINfeyrkyAxtuGo5uCyLTLGIHl0+X7OIMH2Pg4tb5ElOb1aAZv5syVpEnlllWIa+loPze0QI12+RJl7fcV9YAZu9trChLse6tCcdB5xutVopjo+WQ45+8fizvFgsMukgBJvWWY6YsurUJJMmdDQJI23sdDor3k3z+XzFu0mOmkkMJiY89BzV5JIe29Zc5KOP0jeSn2XVOvAIZu4Taz55/WfJpKHnhYyz6XSKxWKBw4cPo9Fo4Ba3uEUi63hO8Zy3Yq/p8WONO28sBgKBQCAQCAQCgcC5jrWO2onRJkF6W60WAKDVaqXYMVYe6zOjiJyQNEVkSRF0fsubAcAKyaTzswGrv7OcHrGR8zbSMln3uY6cJ4hHglj94ZXD3z1ir6i967QJOKt7DqoNYJ9HEMthvfmsCJ53k75fVIYmZZigkDSa3NGEGpNqHMOJ70ueer2OTqeT4jgtFgv0+31Mp1NMp9M0DznGkUUC5/TARxq1R5mGJh65XCsff/fGju5La6x7Y8q7p+uStWx3dxeLxQK9Xg+bm5s4duwYlsslhsMhptOpO7a1fFp2q34rTyAQCAQCgUAgEAic61jL4wk4G+dJDNJarYZGo7FiHHteN2XhkQKeJ4+X32tHzhNHG5ZFBrd3vSzpYhETObm9NN41j/AoqiNXhgYb9bn8lqyevll/7AWkCRqLqMgRaZbs+nMZMkp0KQQNy20dVePPTFhJe/Tb6kRv1WoVjUYjpW+1Wol0Wi6XKTaRxDUSskTmpw62nmsTXxMd6z7h/pC1gPtH2iR65CO4Gjki2JO1iOzxxqv+LJ5Z4rkpnnSbm5sYjUYpjUWmc/2WjHLfG/tBOgUCgUAgEAgEAoHzCWvFeGKDczKZoF6vo9FooNVqoV6vrxhp7PEB7Pd0YHieOBo6f47A4fvW8RYmYrQ8VjBnqYPTW0ZkGYLH8pBZlxBiGaz25ciXMuSQTut5nHBsLKt8PiqmiUlLFilTyBspm8kN8fRhAsGSVerSnmvWm++8semRGkKwCOkqMsvb34r0wZ5OQjpxfUw6tdttVKtV1Ot1tNttNJvNdCRsZ2cHw+Ew1W8dlbPgtd0ix7g/WAfSbvkvRDQfGeTYS8BqnCVLFk82uZ4jMnmcWN5Seq5Im0S+2WyG29zmNjhy5Ei67sWYssaMdwxPy11EcAYCgUAgEAgEAoHAuYS1jtoJKpUzr1iXgNsS3Ng6XsRGVxnPhzKkUxlvA4so0USVRRBoI5LL5Des6fo82bUevPZaJJpVh9X+Ig8orfsyRBRfZ2OdyQhdrtWHRX3r9VWj0UhBtOV+rVZDvV7H4cOHU5yxnZ2dlI9j8XBdOtYOk1qWDFonWj7t3afbbpE3XJb8MflkeRXJW+o6nU7Sx2w2w8mTJzEYDDAajcwjrjlyxtI/f5Y/TSjx0VORTe5LrC0hnbrdboo9tbe3l4J/8wsK9Nyy9F2GtNbEGpdtjTutK/HelL8vfvGLOHr0KA4fPoxqtYovfelL5lvyWNai+W/J7aUPBAKBQCAQCAQCgXMNa8d4Ei8T7WXTbDaTcTadTvfFqpH8Xrll4JEBUkbOy8erU4gEvq5JC4u0yrXN84TKfbfalGuvLitn4JaBR0Z5RJfnCbWO3NZ9qY+9ZsSTRt7a1mw2Ua1W09vVtOeNJnssucvKZLVTEyKsf33sTEgkTcCyTEyGVCqV5EnIpBMATCYTDAYD7O7uYjweJ0KkKBg367XIY0i+ewHJF4sFptMpKpVKCm4uxJOkle88r/i+RTRacmuy1SJhvTaXKYfvCZG+u7ubgrdvbm5iMplgZ2dnJXZWWUI9R5KXHYuBQCAQCAQCgUAg8LWOtT2exChlT4HlcolGo5EMYSEEPEOwCDkC6SAkFefzPKE8AqUsUZFra84ALSv/jUWu/oN6XqxLKkldmpCw+kp72PBRMyFiOD4St6OI3LDk1MRi2TaJrHJPvJc84ik3ntnLqdlsotVqpbZOp1OMRiP0+30Mh8OVt9WVkT1HgGgvMY9slLZOp1PUajUsFosUa4o9gmazWSqzDEFbxiPuIPOhLPksmM/nGI1G2N3dBQAcOnQoedcBwGg0yr45L0dCrSNXIBAIBAKBQCAQCJxLWDu4uEACGWtPFDFM9VEdwD6O5JECFhHkGcY5TyH5ruOvFJELHOdJG8u5t915clgy5zxQtDGeI8Ms/Wp4XiJFhnLRPd2mnAeU/Le84RiLxQLD4TCNLfFwajQa6PV6Kx5AjUYDi8UiESEy/rTsOQKoiJjS91nPQrhYccE0EcF9rtPIHGq329jY2Fg5yrazs4PBYJDetCbEjujKkkt7ZeXGjJbRSsPjXh+zlf6Qujhgt0dicd18zYq/xfdzBLIuX8BHGVln0m9c5nw+R7/fT+vFhRdemMaX9DXHu9JvIJS1Rh879mQNBAKBQCAQCAQCgXMdpYkni7CQN2gBSJ4oYrxpg7fMcSCup+heEfmkDTzr2I8nD+f1YvCI0cmkg0UwlDHqLX2w4VrGs0h73lhpuB720NBt9+rQumLSIkey6X7iN6FpHTGJJDqsVqsrx9Gq1SqazWYiacTLju8zuSD9J/Vbnjg5ItTyuuHvMkZyZKlXthBr7XYb7XYbnU4HAFZiWPFb65jI1br2CEtvDHpt033LpK18Fn0PBgP0er2UTzyxuP80kWTNcV1+mbmi5dT6yK09Oq2UyTqWcbq5uZnijV1//fUr3mZaJn3daqvXF4FAIBAIBAKBQCBwLuJAwcUB7PN+EMOsWq2i3W6vvIq86M1QnleENt4EOZLJy5PLX9RO75XqOmi1lG0ZpDnPIs8LIkeGWLDIH08WlpnvFZXr1ZUrZ10vKy6DvZhGoxFGo1EKtN3pdLBYLNJbySw9MTkk5XJ/FMnBBF2OeOLr+ggcj0n5E7Ky1Wol0qnRaGC5XGI4HGI8Hqc3100mk32EU24safmL+jnnEWXVIwSLBBafzWao1Wpp3ovHo+6TonFs1el5DFnEcxmdeAQpE2xCrFUqFZw+fRqVyplg91tbWxiPx9jb28NkMlnp46K69VoXpFMgEAgEAoFAIBA4X7DWUTvLCBRiht9sJV4cTD7x8SfPEPUIEc+o9EiGIo+bXBneNSuNRygdhGQqk0YTGUWeFWXaYunGI3HKtKFM+4o8cKwxNplMUK1WMRwOV46iAWe8bmazWRpr2qtGiB4ApseQbjv3rSaNcp+ZLPP0Id5REkC83W6j1WqhXq+jUqmkOE7yxjom1bhMD0VET07vWifeOJDrMvflyK0QgqITHaDckn0dEtAieRm5vixT3nK5evRuNpthMBigVquh1+uh1+vh0KFD+7y6LB3q9lnyBgKBQCAQCAQCgcD5gLVjPFnHXTiguBjWcvxmNpuh3++ndFKGNs4ZRR40ORSRVNaxHE0iaCO4Xq+vxG0pMjbLeJnwNS2bRWbk8nHeImO7DClk1ZcjMMRgz8nLbdLHqSxPEE7LgatrtRqOHDmSgm+3220sl2fepCh/nF97I/GxvSKyjr2TGLnA+bps1o/8CeHUbrfR6/WS15aQTnt7e1lyo0x/aN3zZx1/SHvu5UhPHSdLSEE5athutxNZJvoo8kzScar4vhWbzZPVmheet6XXVtaRpN3Z2Un9cezYsfRmO/HEKzPXLLJ1nXUtEAgEAoFAIBAIBL5WsXaMJ230yXcxNheLRTKoW61WMsyGw6Hr3aTJHiYluE5LHuuaJpAsQknXYRFStVoNzWYzvTWNiQhtHLOsOXKHZeE8Qm5YXhy59ltkQo548mSyPF6kfP7veZVYclnyeESBRyIAq15K/X4fJ06cwAUXXJBiI1Wr1eT1NB6PU36Ot8MEhBXAWu4JgSKBonPknqdL3V4pS0hZGU+z2Qw7OzsYj8cYDocYjUbpWJ1HdFr6YWiiRadl2SUt57HGApcnpAsTyaI3jldVqVTScTQr7lFOj1rnVqBuboMXvy3XR5Z+rDWOY1lJezudDhqNBmq1Gra3txMp5dWjiWxNxAYCgUAgEAgEAoHAuYwb5fEk4ON2lcrZwMNiXFUqlWRse0F5LaPPg+elYJVT5DnEMuryJdAwgH1ERM449zxovLZZxr5H3Gj5rfIsb5yckWvlz5FXOY8YllmXVwaWQc7yzOdz7O7uol4/M3SPHj2a4j11Op30RjIpi3XkkWSeDEwyaqKK05VNI6STzBEJGD6ZTDCZTNJ3XZal45z+ivKUJSa9uaTLl1hPEutN3m7JAd818cv5i8ZZ0Xgrcy83/616uQ/4bXayjjWbTRw5cgTz+Rx7e3srfcf1FZHGgUAgEAgEAoFAIHCuY+0YTwI2zsUok7dAiQcAx93hN4tJeo9gyKHo/jokh1WmziueJznSSf7njGjL04TLKGuEWjKs2+Yy9XFf6bYfxFOjTB6LBNQyzedzDIfDFMy+3W6j2+2m/+Jlx15SVt9YRKG0TUhG4Owb8jRxxYSqTsMebJJW0rG3kxwNnEwmK29TKyIZc0TMQb1oisglTezyPSaeWq0WGo0G5vM5xuOxSZxyXZ6nEOvby+9999rmfc/NXfbYWi6XGAwGKb6YxH2azWYr6crKFQgEAoFAIBAIBALnA9Y+aqchxpUQNOLBsbe3h2azmfI2Gg0ASEaaeIkwcZUjdiyjVxvDHoGkvYesdolMbOiKXNVqNQVN1l4tmnyzPK1yHh3efc8rwmuvB0t/lgdWzvtHI+c5ZLU/d9+C11/sgbK3t5e87G5zm9ug2Wxic3MTg8EA4/E4HQkTDyPuTy27XBOySB+tBFbjOumjc/Kd5wJ7Osl98Xjq9/uJlBUCyiNackSmpUfWt0ew5PSv8+e8z/izlDmdTtMb+hqNxsrRRy2LloPbn5s/us51xrHuf018WfG7uNzpdIq9vT0AZ7yejh07trKeSb/mvJqCkAoEAoFAIBAIBALnE0oTTwI2xKzXyHNMlMVisXL0RgzK6XS6YlxWKpUVjw/v+Iv1Wctm5dF1Wff52nK5TIRFvV5PcYS0wSqkQr1eXzki5ckj0DGGJK3l3cEy6TJzBqz20mJD2Iq5sw4sHebk8sg+TdwJqcT6t2TTAatPnz6NjY0NdDodHD9+HKPRCJVKJQW8r9VqGI1GieBh/XOMIEkrJKnIw7JKepZdk6eNRiNdr9frqRzxChIPJz7KaenJIlQsEo+/M5FWhoDSEO8tDxZpKXlmsxlGoxE6nQ7q9Tq63S5Go9EKIefJ4RFtFpGp9aDLy+nKI68FTBrJPRkfHNNK1r/jx49jc3MzeUHt7u6mtuo26bqCgAoEAoFAIBAIBALnA9YmnoC8Nw4b2fKGMSGfxBiWI3lcXtHRu3W9cjQ5oo1JTX54Bi+AZFRrjwz2amGvGe0lsS48LyHPE0y3u6hu3X7LKD+okVy2zR4ZZaXzCD0hOk6fPp0CwXc6HWxtbaFerycSVI6zaZJLyueA4kI+cXBvHj/s7cReNJJO3lrHaeTo32w2Sx4xQkxoMkb3cc7zKUfoWXmKvKiK7sl9PTalHfP5HNPpFOPxGK1WC81mE41GY9+bBr22eOO+rKzeuC/yiCoisvk/t3M4HGJ7exutVgv1eh2HDh3CfD7HYDBIfc5t058DgUAgEAgEAoFA4HzAgYgngSaGLCMUOGOsy7E7AOnNXbocbXSWITGKCAwmiHQaz3PHekuWJj+EWJDjU+IJw2RCkbHpEV6aDLsxJFYuf5HHE5MBZYzlsv1leTxZaTzyjf8AYHd3F61WCwDQaDTQ6XQSwblYLLCzs7NSvtWPfCTOIqcsmfX4kfxyLBNYDbwvHk+6PZYXUY4MuTFjges5CNljpdHznoOMN5tNjEYj07PLGluW7m9MO8uOybJknLST36C4WCwS6bmxsZHaykcouZwgnwKBQCAQCAQCgcD5hAMRT9YrzNn4FKNfrotRLsdRxBNFgpBrQ9MyxosMyByxxDF4hFjKGaUc58UiIKT9jUYDrVZr37EwbahKXblXrrOu+LpllHveSFZeyyOqDNHA/aZJg5ynjdVv+jpf46DzAiaBuCxN6olX0t7eHqrVKkajEdrtNiqVSnrdvZCcHCReE51yJFT6XY7B6TFitU/GgfagAs4czZIjftPpNJFP+qglt8nrW61rfT9HLHpecesE+LfGAJcv94WQaTQaqNfr2NjYwHA4XDmGq2W2CJmctxcfJbS8klhOHTvOGlOylnGf6rWCZVoul8kDUvq10+mgVqvh2LFjqNVq2N3dxd7e3kp/85rI7Q8EAoFAIBAIBAKBcxlrEU+5X+xzZAeAFIS5Wq1ic3MTADAej5PhxuSQkARlPT+Y3LE8UZiAYlktg1QTX9q4FWNUyLXJZLJytEqIFDY0uQ7Lo8MinHKxf9i7St/XZVmEl+dlxWDd8FFCrz/Yc0jqZENe9w0b+5pkEhJIExv6rWFyfzabpeNN/X4fjUYjyTwajVY87Jh8ArDvrXRCjOpxzO3mo3nNZnMl8LyQqUI2jcfjFfJLExAWcWKRT14fi2zeWGDkSCxrLvB3ywtQl81vtxuNRqjX6+h0Omi326mtus2aoLSIVn3Nmvdadv0fgDuO9dzkNNZLD6TexWKR4oeJV5vEfJLjdzs7O4nI5DKCdAoEAoFAIBAIBALnC0oTT5Yh7Hm/sGEmBM1sNkOlcuYYkgTsFoNW0lgGpjbMNVHDaVk+JjuYDNIECbdHygKQPDZqtVoiFmq1WjIg5ViRtFOMWu3BpXWj61tX956udflWvRZBkSOd+H7Oo0Z0Wq/XEwknMW6kL1jf/NY4S14hOdgTSJMWAj7KBpz1uBFySK6zDNwmJsqkPGsccmwnfpudkGQsuz5ep0kzz5PHg0cyrYscictt9dLoueeRXRzrqdPpoNlspphvErzbGndlr1ltsvIVtdnzgCrSMefj+G/AmWOfEmx8a2sLs9kMw+FwZU0M8ikQCAQCgUAgEAicTziQxxOQN4Y1+QQgEU8CeXOYGO3iFSKBx3UMKKtO6zOnFXJACCP2wBEyiY1t/t5sNtFutxOxIF4bQmYIsSLeDExuWQSJR7IUoSzRUIZUKJPfqssjp9h7SWL6iJ6As28BE7JGIEfT2HjXMjCB5xE3AukDyS/9wZ467I2mg4YL8cRkhG4fX2OiTdrG8jHpxIHEPfmL+teaX/xfl+V5PVleRUUyeCRRDkI8STyrVquF6XSKarW64gVota0ImgBnz7+i9AdFkTeZjKfxeJw87trtNtrtNnq93kr/r0s6BgKBQCAQCAQCgcDXOtb2eLKMVzEA5bPl9aTju4jXk3jIAGfIJ+8YDiPnmcGeKeKB02g0MB6PU3nixST/+WhXpVJBq9VCq9VK3+v1Og4fPoxer5fepLazs4PJZLJytErryjM0izxGtN65vRaxlSMa9PUc8SB6szzAtN61R1m9Xker1UK3200ko0e+CSkk3jHaG0m8SCzCyZNd0grZKGmF6JA+lvr0+OWxapFLkmY2m6Hdbqe89Xp9H0E2Ho/TMVImutYhHiz9lSGsckSOJpAsbx8rnS7f+y75+cjdZDJBp9NJ82Y6na6sD7o+ywvJa4OVzisr1/6i9vA9TZLy9eVyifF4jO3tbXS7XWxtbeHIkSNpjuzt7a2Mh0AgEAgEAoFAIBA4H7B2cHHPSNUBf7WXiByvEm+h6XSKTqeDVquFXq+X0giZw2+Is2IU5QxIyztFgv8KSdJsNtN39pSRdnBcHgBot9s4fPhwkvlzn/sctre3sbu7m2K8sMeMNoD5j+/zNastZUkBzq+DVef6MUcs6XJFl0LGif74+Jn0nSZkGOz1or2hdD7Rq+TROmW5Wq0WDh8+nLyuRqMRTp06lfqSPWSY+NDxxLjcWq2GRqORvJgkYLjIKToQUkrIFibOWL+aAPS8diyPGu4LPW486LGo+yI3PqyxyCSzJatA4p/t7Owk8rfT6WA8Hq94p3mktZZfrrE3pEdAcf/lCD6vjevMGV2vjDUZC7e4xS1SzKdWq4VTp06lI4dBQAUCgUAgEAgEAoHzAQd6q12OBPE8a8TjidMJGSXeT8AZw1I8n8Q7xSrXI1+EhJA3zrVaLXQ6nX3HoUaj0T55dJwpfrNZq9XCaDTCxsYGtra20Ov1AADNZhP9fh+DwWDlaBWTP1pGyyvJ82zy2shl57w8NKy69X8mDTmekXwWQkYTVUK+AKsEh5BIVt3Sx0yMyHc5IsljRxNxnL7ZbKLX6+GCCy4AcCbeTr/fT95uFhmoZeX2yz0+LgecPTYqgcgrlUpKw3GdPO8WTUDl+shKk/OcKvqux18ZYqaIiLHyyHwSz696vY5ut4udnZ19Ad7L6MIj7bQcRUScTm/pa532ahl1zKednR30ej00Go0U86nf72Mymew7dhgIBAKBQCAQCAQC5yLWOmpXZNRpA5K9oXRcHfEOEDSbTbRarX2vHreC8Xpkl5AjcuyL/wAkbwvxumIDkT2WLG+k4XCI4XCY3p62sbGBZrOZ6q1UzsZ+Eo8Xyc/eOkWeS4wij42bAtqjSQgVJprEu4kJGYaOxyTg+EdCxuh6xeOFy+aA3fV6HZPJxNUF1ymxuA4fPpzkbbVa2N3d3UdUaK8nSxfSNos0lTEt3js6rpMeS5bc1ucilEnL9XnpyxA0Vt1eW6w65QjqZDJJXob1en2FcJH1oYznledJmJO3zLVcGovUtdY5Ts9/e3t7iXTjmE8AVo7nBgKBQCAQCAQCgcC5igMHF+fjNmxgW54JfLRGUKvVMB6Pk6EOIMVkEiJDjm4Bqx5TlpHKR+jEyBPSY29vD8PhEJPJJAUF1wSJNmL1kSzxxOr3+9jZ2UGr1Upvvuv1erjooosAnIlTtb29jX6/n4gIYJWc4TZ4xqvcszxDtKGe84Dy0vB9fsuckE2dTifFv6rX66le8WJhzy727hIPpEajkY6hSbBp9ijTMrIH1Ww2Q7PZTOU0m82Vt+Rp/Ql5weOQySvWLR9xsoghJt+4XJaT41GJXuT4qBCOfHzPI5luDPlojZtcfs+zx/Jq0rGuckQLXwdW540QcsPhEK1WC+12O8UAs46D5mTU11g2HlP6KJ4mFiXwPNdX1mPKI7wteaX/h8NhWju63W7yvmy329jd3XXrCgQCgUAgEAgEAoFzBQc6agfk451oLwbLeBYSgg17IXJarRbq9TpGo9HKUS6ugw3QWq2WPJCEJNnb20tEgHijaBKBvZ3Y+LYMdTFmmXyRPKdOnUpH+trtNo4ePYrDhw9jPB5jOBxid3d3JbaNjilkEUkWSWXBMtp1gHAuR8duArAS+0r0L+kkKDTrUXs2aX1xgG+OjSQklW6PftuZpBcicnNzMxGH7CWnvZL6/T5uuOEGXHjhhSnQ+ebmJk6cOLEy1nIEIJMaWr98T8adyKuP2GlCxCICLVJR7uXyex443B9cjpWPda8JOD0PtDdTjoDRpI/ExBqPx+h0Otja2sJwONx3fFHrRq5z/Cv+75FFOTLPWpusYOFalrJtl7JZp9PpFHt7exiNRuj3+zh06BDa7faKx2QgEAgEAoFAIBAInMtYi3gqc8yGr0sez2ATMkA8RphkEgJEIAGc2RhmwqTVamG5XCavJgn4rQmuska6580A7DdWhXSQekejERqNRvJsaDQaGA6HGI/HST4dT8qSqUjHBzkuxf0h3k1C2IknD3soMaFixa4SY5vlsQKBW4SMl1+8nuSzEJJSjo6No/vukksuwS1vectEeHzuc5/b52WjdSveMtqbScvKHlHyx8SaNcY8/bMMDI8Us8rNEUtF3lBWWRYBquX36rfK40Dbo9EIrVZr37FNz6sr1xarrUV61dCeXjqfRRbqdBYxxfXKWBVd7O3tYbFYJI++QCAQCAQCgUAgEDjXcWCPJ8A3vKw0ljHHHggSpBk46zFTq9US+WR5qghZIqSEeMQIucP15GSy0vC1nJEr5UgQ5dFohOFwiG63uxLcXLx3xAtKggsXkUoekeHp3TO2tRcPH6NrNpsrpBofG7OOpnGZ2jOHr1v6LLpneXvJ2JD4QGLEW2UAwIUXXojb3/72GI1GuP7669FsNjEYDEziSRNBFhmgvYGYeBKijom5onFVpAstW06edeARKmXylSGJPNnkDXdy3IyPQepyy8xLPfYtIrFsu7g8b66tqzdNyvKYHgwGWC7PBOGXFyoEAoFAIBAIBAKBwLmMA8V40sZ6kWHGMWMs0kYf25L/QirV6/WVsuv1ejrSslgsMBgM0tE6Duws5UhZXps0qZA7fuN5p7BXj3haDQaDFC9pa2sLm5ub2NzcxGAwwPb2dopxpeUtQyJ53612cvuE0NvY2EhBw2ezGYbDYSKbtHeSlkmTQxasQOKe/jgWkzWW5vM52u026vU6Op3OyrFHLaeMtVarhUqlkkg1Pc6YaNPHOD0iUMgm1rP0dc6jTrffOt5mtV+n4aNcWjZddllY8nr97eURGXQekWWxWGA8HqPf7+Pw4cNoNpuJHLYIZS5DH83UdXukttdWi9jMpS9a53QfsryakGUvx8lkguFwmJU3EAgEAoFAIBAIBM4F3Kjg4myI6SM6FvjtY7o8Jntmsxmq1WoiDSSAt8R+qlarOHnyJE6fPo1+v4/BYLDvTWJMMniBvfmzNujZs0WMVV0H60LrSMgIeasXB1ju9XpoNpvJO0pIM+sYW45M0Ea61U/cDvFu2tjYSEfWhsNhOpbI3joeweZdswiUomNPmujTZYlMtVoNo9EItVoNjUYDGxsbycOMibvpdIqdnR28//3vx8c//nHMZjNce+212NnZWXmDodaZ9LF4L1neODzGJbYTcPaYpRWzqFKppODqln4sUqcM6cjEjh4zlidYDjliS9+z5LKIHCb6WK+TyQSDwQCtVgvT6RTj8XifzrT8euxbY8ojQi39cnpdjm4zE+T6nq435wmmr3O8tEAgEAgEAoFAIBA413Gjg4vzZ88zQP+Xz55HER9bEkNUPF6WyyX6/T62t7dT0F4dv+cgRr2WTTyDOI4PgH3H4yzDnI1uYJX4EjmFhBJyjT22LB1abbC8c7jdTJg0Go109E88UORInRxL1HJzeVpv6xJTOX3nPEmE8GM9AtgXk0rSTiYT/Pu//zu+/OUvYzabYXt7G5PJxJXPksMjOoRI0h4uFulkkbIeqaf14ulcy2T1fy5/zrvHI5iKvIhy0F5LQj5J3LNGo7ESy8sbUweVxVp3ivSRG+s5ginXp7qMIqIqEAgEAoFAIBAIBM4llCaeLCPdMwRznkUCHcSZ88ofvwVOyIfJZIKTJ08mQiFn9Fv1WjJaJJIQT3IcTRuO2huCy7S8L+RNeOIhs7m5md6CB5whMCQAufW2rzKkAX/n9kkAcQkiLl5O4mXFcWg4/zreTznkiAPL20Qb5pZe2+12ahcTZ7PZDDfccEMaM+JdkpNZk3g5DxvxwJPyrWN2HmmR042nn7Jki+4/LXMu3zrEGGMdMk/GmbzdTmKeyZsrD0LCeJ5ONwWKCKYivXIa/q/nWiAQCAQCgUAgEAic6yhNPOU8ISxjUx9bY8ixL0krR+u08S6kgRBQ8ra1U6dO7TuaVtYzRNLp+vRxOZFR3k63XC5TTBoAK8fu+MiTQI4ssXHM3jFCNLXbbRw5cgSNRgO7u7vY2dlJXlxstFtt4WNNmjRi8qzZbKLb7QIARqMR9vb2Vo6oaf3pfjiIp4kmVDxyx/LQ8fLrAN5Mpkl7KpXKSuD2nHcJe1RpAlI+z2Yz1Gq1lSNoEqNISESGNx48PfFxtCJ9aiJD61p7uum26PJYZrnufdcksnXNk0HKkFhiR44cQbPZRKfTSXGO9JsKc/J69z3SMkc+W+uYpS+dL4ccKc39fWO8yQKBQCAQCAQCgUDgawVrH7WzPFE8zyXtTcFkiBjdcp09AYRcEOJmNpuh3++n42ES94cNfOuImuXBw/XJPc4HIB2tk3y1Wm2FzGAPF90Ohj62JpAjR/J/Nptha2srxX46ceIEhsNhqk+ID5Y3Z7QKQSKk09bWVvK4GgwGZlBn7i+LiNJjQPezlUbrXJdleZpxmVYdkn8ymaRxsrGxgUajkcjBxWKBRqOxQkSI99N4PF5pc470YrJA4jotFovUZ5oI4/S6bG4PjwurbktXlp64DXI9RxBzv1iw9O6l0+XliCx+EYDEPJOjn3LUVPqoiEy2oIPG5+TOjWXWnbWOeGsc52f5vTlq6SwQCAQCgUAgEAgEzlUcKMaTZSB7b42T+xYpo4kJywtA7ul4RM1mM3lRaNKJ87K83nVNEIihLF40i8XCfNub1omlJ91+ycsk1nA4XDHEDx8+jEqlkjyfLFktg5k/Vypn4jpJPJ3RaLRCnuVkZZmLDHmv/UVGOuvC05MlF+cV4q7RaKDT6SSicrFYoNvtotlspqOMs9ksvU1wNBqZ7bZIF9GBlA2cPTaWe5udpZOi6xaRUYagsPJ4sIhCj2yyPJus8ix5NPErEOKuWq2mMc9zSuZEDkVjM6cDi5DWbcl5IxXpNwdrjgUCgUAgEAgEAoHAuY4Dx3gqgiZa9HdtfGnjmQ395XK54mUi94Xwsoxzj/hgY9oyAKVMIRQsgmEdkkFDG9nStr29PQBngmZvbW0lj6vhcLjifVW2TnkDXKvVAoD0+nrtnWURO1Y9RURQDppA4TeVlfGyscgQ4OxxR44bJMfuut0uDh06hCNHjqBSqWAwGODUqVPJc47L9ohRJp3kT4gtGRd6PLDXi6WvdYkSCzeG/ChbhjW2csQgf84Ra8vlGa80eUOlBBhn77GyxBHXlSNMNdHktU230avTQ47MKzPPAoFAIBAIBAKBQOBcxFrEE4MNKyES2GvJIyss8kFDjH053jSZTDAej1e8dYbDYSKGirxrtGzWsTUdR4nz6Dq4fZrEsrwoNPGi78/n80QwjUYjXHDBBTh+/Dj29vZw+vRp7Ozs7ItDpNupZajVaunNeRLTSbfb0plHSHm64fysH4+8snSWk0UTAvq7BKwejUao1+vodruYTCY4dOgQLrzwQtz61rfGxsYGPv/5z2OxWOC6665bOaKp28AeN0w4caB5DiyudaT1pfvHIx5ynk6eZ46lL11eTsfSRtapEK9alrKwiCH+Lkc+O50OarUaer0eptOpSa5aevB0YK0xuv7cOsHrgkdMr6OHojJyXlWBQCAQCAQCgUAgcC5h7eDi8tkiAfizDpqsjUcdZFf+hDDZ2NhIcXkkng8TA+xVoo08y3DWZJQ2+iwvHI+osQifnGeLRRyIgc9tks8nT57E1tYW2u128ljq9/v7PK8s3Qpp12630Ww2ASCRWkygeSSY9Vn3l5dG68bTV1FdFrHH5VjE1Xg8Rr1eR7vdRqfTSTIvFgv0er3kEaVJLd0PUg973IlnTr1eR7VaxWQyWdGLbofWEQfSr1QqibCygpDnyFjvXm68l/Fc0sSsJU9u7uRkt0jg6XSK0WiEZrOZYnPx3BWdWPPvIGSNRa5xedb6kJsXRXPAS8vyW/cCgUAgEAgEAoFA4FzEgYKLW7CIEP6c86Bh0qler6PZbKJWq2E2m2E6na4cadJGo+dJwsSBlkV/tox6z8vB8mrx6uBrlnzAaqBpiSU1Go1QrVZTnKKjR48CwMqb1CxPL0ar1UpGfC691R4vnXfPSud5/5TxHtF949UhkDaK54zEtDp9+jQ2NzexWCzwpS99CadPn155mx/nt+pmQpC9noR40uXk2uO95TFHPngeQEXeYvzZIj480tiTgT97hHJZLJfL9HbKyWSCTqeDRqOR+k7Xbc3LIsKmaJwVeU55BGKR99e6ZNK6ugsEAoFAIBAIBAKBr0UcKLi4oKyRlSM8mJRgzxImE3IBseUolH7DGHtwFAUfl8+eMZ3zaCpjgOtjfJbhK/qQgNnsjdPr9dKr6CUwNgc+t3Qi5J2lvzLGeK5vPULjxhrSlheOJ6OWh73j2u02RqMR5vM56vU6vvzlL+OGG27AqVOnkvec5NPt0R5QTC7JGJUjoGWhvalybT/odT2OPKJXCDCLNPO8m3LjoWgcWHIK8SQvCmg0Gmg0GphMJqXWlByhrMfxTeVZ5Hk4lkGOqA4EAoFAIBAIBAKBcx036q128llDewdoY40DhAs5VK1WU3Do+XyegkDzm9j4j72kOp0OKpUKJpNJ8gpiWfT/HJFktcVqp8gsabhNmrjwvIr08SZJL15N4hVSrVZx7NgxDAYD7O7upiN38vY9XVaz2UzHyjg2lkc+McklbcgZ7dq4Fz3kPE30WMjp2spTRIQJYTcYDHDo0CHMZjP0+31cf/31KQ6UkB05TzWLFOSjcQKJ86TTWoQOE3/ef6nbCpafI3J0G3gsWHlrtdqKl6CMJblv9YHuB11mEfmq089mM4zH40Sqtlots1+svsiR2OsQybp8Ky0TxlwmjwOrbzw5FovFCmkZRFQgEAgEAoFAIBA4H3BgjyfLKyJHRvE1Jpzkj2MSjcdjjMfj5NUD2CQEEzVCtLChZxmNlueCRbBwfeJRpcvTnjPA2bhCOWNcEynstcR1SdDxG264IXkxHTlyBLPZDDs7OytH6LRXTr1ex2g0Sl4l/KY+1o3WC79VzCIarLbo+ssY+tZ3ucbHuTyvJE7LxxYlEH2r1cJyucTe3h7G47FJCFnQY4HJp9lshmq1ukLWAHasJtYn/8+13SJ4ynjX8JjOEUMcKF3Grx7Xlg4s+XT5uk6LsOJyhCgcjUbpuF2r1cJ4PN6nOy5bB4bXdRTFhbLaq3XpjRO97uhr1rrDYIJWtysQCAQCgUAgEAgEzlVUi5OchWdQ5Yxjy0jl7/zmMIE+NudBDFh5q5l4R7HBqgmiImPPup8zxLUBWmTUWtcsHXD7hsNhIlAAYHNzMxnrOk+1WkWj0UieFdrbqYyXhSZ5yuosNz74f+66JsLK1Mv9LMftGo0G2u32SmDvnBdMrk1MbEkduTwaTLDq/tIELMtqpbHyWKSqRfJZBJAnr/W9aGyzB6CG5eklnmgAUmD4Wq22Qkxr2a0+LOsRZt33xnfRurMudN8G6RQIBAKBQCAQCATOFxzorXbaaPK8C4rSVCpnjv5I0GYAKx48OaNQjFDxRLHuy2fPQ4HlybWpiLDQhrnlmePpRAgn8dbgtsnfZDJBv98HAPR6PXS7XYxGoxWyRcqrVM4ctZM6+TiYhyKvpjIoQxTlYOnKk8nzUJPjb+PxGFtbW2g2m2i32xgMBmZ5y+XZeE450keOp7HXWG6MFo0n7anjee1oQskrM0cgWW0WXeXGMqcvcz3nNcVjmu8L8TSbzdLbLCXQuNfHrBOLsLTgEZ7WHF9nHnhtLpoL65DAgUAgEAgEAoFAIPC1jtLEk2VIanhHbuSz/BeipdFopFeqy2vqp9PpynGZSqViBhe3CCX+LIQLe5p4BBQfv/E8m6zvnlcGkz2e9wmAFNdKPHPkmFi1Wt339rXxeIzFYoHpdIpDhw7h+PHjaLfb2N7exnw+X2mveI5YsrOuPI8RbdDrtnvt0brRdbHHShHpUYYs0PekLweDAYbDIdrtNg4dOoSdnZ19ZI5uj9fmarWKzc1NNBoNAGeJUX10jtuqr+l545ETPFa9tmuCjGOK5eYkE3McbJ/nhm675GfoY4VWP+bmGssuRyNHoxF6vR56vR4GgwEGg0EKiq899tirivWd81qy1q2i8V/k3cVptZ50eZYsgUAgEAgEAoFAIHC+4EAeT/I9R1B4Zchfp9NJQbArldXA4OLJlDtuZxm/nicEw7qnjc0cKaLzcxlscFtHqiQPx1FiA5rJAe31xGTBcrlEo9HAxsYGms1m8ugBkIKt1+v1fTJ48LxLWHaPUNJprD4o48VUVj7WnUAHeZ9MJtjd3UWlUsHhw4fR6/Wwu7ub9OjJY8kmHlTi+STpuO91+zU0OZkjcZkE8nTh5bFINdYPX/OIEK/vOJ/23tJ16XnFc5WJNZFZ5n6z2cTx48exs7ODwWCwcnxWt1/LUmYO6/Za6S3izSPjPBJVE7v6epGMgUAgEAgEAoFAIHAuYe3g4jkPA4H26NDeTrVaLb1CXTwoptMpZrNZMjKtoNkeGSLysCeR9kixSB4ts1X2OkaiZ1R6Xg5CMslr5IV00+RKpXI24Lak7/f76PV6aDab2NrawunTp7FcLlNgcSGexLvMQhFZUuSlUeRxwte9vtI60sa8N5ZyWCwWGI1GaDabmM1m6Ha76UiXJjI9Dyoma6bTKZrNJmq12r6jdloPulxvHlikkHzPEVOacNWEnKXHHBnGwew1eeV5BOlrOXmtenVeics1m83Q6XTQ7XZX2sv69kjhMte9dNyuIpm9dFrf3vgOBAKBQCAQCAQCgfMNax21E1gGbY6ckD9+qxYHwJ7NZuloDR9l8gxNS46cp4IQN9Y9aZsVGJk9VPRxPI90yBm2THpoY1oIB263ro/bMBgMUK/XsbW1hcOHD2M4HGI+nycPMjnGx2/SyhFuZa/LtZwhXdQXWl+58qxxpsvXxIfEDhKvmY2NDezt7aFerycvurKyA1gZl0VjU8uq54rlreWRU8AZ4oU9rbhMa07qY3NFBKoe9zmiKtePghypaOUTfQr51O120xsJ5boQtAdFTm/r5NXwytP9HQgEAoFAIBAIBALnM9Y6aldksGkDU4xqMcTkjWudTge1Wi0Z9BK/yCIkpCzLe4H/MxnAxrwmjThtrp38Zq0iDymWmT9zmpxhz/LIPTkSJl5OTExpr7AjR47gyJEjiXxiYoU9algnmkDwCAqLbGAir6xhnfMAsnRnycz39XEtvlepnPEeGw6HOHnyJG5xi1ug3W5jOp1iOp2a5I8mJhnypjXxzGMiivMwQaG9mtjDSI8BCayf05eUob22NMmkZdf60XOB56gmrji91Q86L8tg6YZ1zfmEYBqNRtjb20Oz2USr1UKtVsNyuVw5fssB3j0Skj+Ll5p13zvWqNcKvq7niUWyeSSjliFIqUAgEAgEAoFAIHA+YG2PJ49A0CQRe9yIodlut9FsNrGxsYHRaJSIgPF4vM941WSIjs3Dcmkjl41lizjKeeRo7xnvug6gbHk5MHnFAdLZi4IJOq6Tv1teIkKgAECr1cLW1hbq9TpGo5EbX2qd75YedB+zPJqY0Prx2mbBSlPk9cT5pP9nsxn6/X7yDut0OimekCZurLFi1V30NjhNsvA18fbTXjSWPvgezyOWwSILi4Loe2OW0+h2cKD7XOwyabPVfzyOWc+aKJ1MJskzslqtYmNjA8PhMHmqWYSnRYx6hKpHvlqw9MPlFhFLVtkWORgIBAKBQCAQCAQC5zIO5PFk/fKv0/JROuDsG9zq9XoyOIV4sgxihmcoa9k8g057ZXhleWQEt5OJIjHU2QPIK88jA4AzRIL24NHGq9aJeIlMp1MMBgMcP358RccCfdTO8zKydOahjPG8DmFUpu6iOi19iYfSYDBAt9tFu93GeDxOpB2/6c6qRxOoOnC2kEhWEHcmFgGk/HLcT6fVc8vqb4v803rxyE/RB7fZI/hqtRparVYK/r+9vZ1iMFkyeoRkDpoQm8/nmM1myRNSSDomocqU7a0PRTLkyvPIq3XLC9IpEAgEAoFAIBAInI9YK7i4ZeDyd/5rNBorBirHGxLSSYKJW8RMEQmVIzG0t1CRN5FVj1emeKAA/jEcLUNRTCGLdLC8OPQ1JlYAoN1uo9VqoVI5ezyPSaicjLqtZa7pcnRaJkfWgUeOaa8Zhue9U6lUMBwO0W63k9fTYDAwg3Rr3cifJvOYdAKwQrBKvfqoJpMnFnHDdfNxuOXyjHcb39PjWuuJ5WTiSdLxcTUdE6pSqaDZbGJzcxObm5totVrJQ0wfcdNHRHOePrqP+P58Pk+eT/JZiGsZw/LZIspy33X9Fvg6E8CWrPq6RXhaZJXXP4FAIBAIBAKBQCBwruMmIZ7YEJY/NuxrtVp6KxiAdMyO49VYnhzy3TNoPaNTEz3s9cNHgTxiRBvjLBd7kgj4GJ3kWdcwlrhNOaNVE2hyfTQa4cSJE7jwwgtx/PhxLBYLnDhxIsXU8jxUGGU8Rcp4dHhpc+STJgB1/+i0Vmwe3Z+cdzweYzgcotPpoNfrod/vY7lcrhwhs9q8XC5TwPZWq5WOe4rXHoAUKF/qnUwm+2JssZeRECu6D5nUkTKr1SomkwnG4/EK6cLxv2ROyT32SpJ5KPKyXvgNfUy2COklbe52u2g2m4l80gSU1Cd1apJNdMz3mbgRGYVcq1arKY+sG0L8CTGldWcRkZpclvTe3Nbt92CRUXrsWte5vWXmRCAQCAQCgUAgEAicKzjQW+3kOxv3mtyQYzNiRIvHiLy9ig3InKeP/izfxWD1DFDtTWKRGPq+9d3SARvbll5ExpzevHZ65ViGrhjRk8kEOzs76XjU0aNH0Wg0VmTVBm/OuPb04fUHy6XTeuXrNum25dJbnmZWvzNBImRTvV7HxsZGGn/WGNJEJXCWGKzX64kUkuNg9Xo9eewIOSKfmdyy6mMd82cOZj6bzfaRNRZhxeVJumq1ukJqchoO8q1J49OnT2M4HKLZbGI0GgE4S6LxfyGELCKN68wRfEw+sTdapVJBr9dDr9dLZXBgfX10UNer6/AC7VuEGOuJodNberfSczt1HYFAIBAIBAKBQCBwLmOtGE/8X6DJDMvYq9fryftBe3yUMfYsWbw02sDV8uvyLW+MItKoDHJprfpz3y1Chz035vM5JpMJdnd3E+EkHio6/lCOMOLv+r6VzsNB6igqJ6dLS17OKwTQZDLBaDRKb00TvXEebqt4jMkb1oRQqtVqyWtIjtyxN47IxeQIE0+6bVpfLJd4BWriqUhnTE4yqcTpeLwzcVOpVFZkkHLEu4rTyviSdvF4s+a36JVlYkJxNpthPB6nMur1Otrt9kq9EqPLIo90HC6GJse1XGWQW6fWLSPIp0AgEAgEAoFAIHA+4MBH7azr2pjkYNdiEHqvos95yhSRHWW9bIqMdpbbC3iujVvOV5aosryicl4XOp8lj7zBTTxHGo2G+yZALa/+LJ4Zll7XNZaL2nQQ5PTqXWfi6ejRo2i1WpjNZokM1fIJsSQklfawEcg18eKT+xyzSDyWtFeQ50nGnj2Szkprgd/oKHklvRUjidsr+flNlJpQ0kfRtIcWtyG3XlgB2aV8Oa4oxwSPHTu2cqRwNBqtHNNlObQ3nFe/Nfate9xOXa633uh5bd0L0ikQCAQCgUAgEAicL1iLeMqBDSkxcMVbpNVqYTweJyNcjEpt6AssrxB9n8khiziR/Jqs8UgiyVutVtFsNk1SwpNXG5EescTpLdn4vlem9VkIAomTM5vNsLGxsa+9/FkTcdrrRV/zCAXdD5Z+y3iwFcHqX60DrxwhciaTSdKVeNHINfZWEu+eRqOBdruNRqOB4XCYvMgkrYxpab8QTVKHR1Zxe7Rnlm6jpfPceJK6mUBkUkmTPnouagJJvIukfAnyLXoQUs17u6NFvnBZHlE4nU6Tntvtdgp2vrOzg8FggOl0ivF4jMFgkN64p9vCRDJwNjZWjkSydJtrC8fw0iiaw0XzIhAIBAKBQCAQCATOBax91I6Nc74nRqQY7RL7RmI7TafTZEzqt3YBSEeWxIDPeUywZ0MujZbTu66NeyZQLJLKI7q4vCLyhesTj5EcLDJLwEY/vxlMjinJMTHLs4NJPss7Q5MJmqiygjFbxFauTUXeMfp7jrTUutH5ptMpdnZ20Ov10G63sbW1hZ2dnZV2NhqNRJq2222MRiOMx+MUr0kIST5G5x2pK0sgeum0HtlrSpNLFqEJ7H9Lnr7PwcrZ40rmsUVOAkj3OL/Io+cUzztZLyROlm6XDtw/nU6xWCzQaDSwsbGR6tzc3MRsNsPu7i6GwyFGo1HyPBPIMV8pl+Nlse6t8af1qee9Jp0sctZbB8qQrYFAIBAIBAKBQCBwLmBtjyfLaOPP8sekk3ibsHeIZZBZRrH2OLA+e+kskoblZHD9+hiPLtPyQvHq0nXotJpU0G0pAyY+hHAS4q9arSZjXYg/y5NJG8o54kyn8YieIlikXpkycqQTwyI+FotFivPUbrfR6XQSYSHliadTp9NJ3m9CnHKcMtG3lKv1Znk1Wd/1tVz6Mp+t9ud0pL9zO/g/e0XxZ6tuJmSsucIkteiQSTsmscbjMfr9PqrVavI8k1hbjUYDhw8fxsbGBkajEXZ2dtJRPPGq4nZa843lsj7ndGfNH12GNc7D2ykQCAQCgUAgEAicLzjQUbsc+ZQK/v9JDwDpKIwV30lQdLyOoQ1ZNozLGnQesSJeMRahYhFDHgFT1tAUT4wydVnGLadnUonJv62trXRtPB6bMba0bizkvELWvWYRhQfp+yJY3j+TyQTT6TR5hEmgceCMF0+r1cLGxgba7TaazSZ2d3dTHiHvNPFkEXNy3SLALBmtNOsQIFb5elxa5XGQcF0eew8xGcTkk5BInF8fwdSQPPLWPW8MCFEo3krD4XDlDYMbGxvY2tpCtVrFZDJBtVrF7u4uxuMxptPpPo8qTTprQsqSV3uWWXqy2qe/634K8ikQCAQCgUAgEAicD7jJYjyJ94L873Q6ydNJYuF4RrHnESFp+D/nZWhigw1ONholHQfe9kgCLpvvswxStmXgFxEtWg9ijGsiwjuGp2URb5HZbLZy/5JLLkG73cbOzg62t7cxHA5XjjZabWN4Xi1eW7WMUlfOsLfK8cg3z1PFGxMiv/zNZjPs7e0l77DNzU0ASF5Pm5ubOHLkCBqNRhq/4/F4hUBlGVl3ui49fjWBUeS1pO/p9qzjPed56Gg55Z6MJX2s1vKC4rHLcaKseaDlFBLLIpSBM8d0B4NBOvLIdQ8GA4zHY/R6PWxubuLrvu7rsL29jdOnT+PkyZMrgcrlLYUyTywd5+Y+60ra63l2af1b6QOBQCAQCAQCgUDgfMCBiCcxFoFVQ5KDMmvjlY1FJjL4iJjljWCRU9o41Ea+XBNUKpWVIzcWGaDLyxFFOq2Fohg/uq3Wd0mvPS1Ef5qYEsN4NpthZ2cH9Xo9HSk7cuRI8uA5ceLESmDsImPYIspyBAeTDdr7J6czS1+eLF7fWeVYnioSO2g4HKLX66HT6SQ9bmxsADhDRO3t7aVg1kyeWmSj9FVOn0U6YIJD2qHHfm5sWaRQrnx9zyJP5/N58k6yyBeZu0KsSDqrHk2iNhoNAGf1KcSelF+v19FoNNBsNlGv11eIP5Ftb28v6aTVauHw4cPo9Xo4duwYrr/+emxvb694qklsKiagPH3ovrA8qHT7rDGqCbdAIBAIBAKBQCAQOF9wkxy1k2tCPElsJ34znOUBYHlN8H+LsPAMWi3LuuSGRXjljMSi+1b6g5ThefMw+C1kQkyIpwcA7O3t4ciRI2i1Wuj1etjd3U0Bm7UHC9dVpMdcGotwKspveceU6Uetx6J+E8JiNpthPB6j0+mgVqulN90tFgsMh0NMp1P0+/2VoPh8TNEaJ0X6WheWJ1IZWN5PfE+Xb923SDU9f4tiOfFnWR+YOJN4ZJJfvMqkrHa7jV6vh1arlfJyDCfg7PHJ0WiE0WiUiOZut4vjx4+jWq0mjyk5Rmsd+831J6djAs4iGS3vLdZBeD0FAoFAIBAIBAKB8wkHCi7uGVbVajXFFRKjzAoobr2VLOfNxOn0Z8/QL0t8sOyWEWphHTLAMvotDy6PZNN5gP1vKdPpxcusUqmkY2Wbm5srMY0Gg0FWN+uSKUUkUVniRIgz9uIqU2+RB5SWRWJ5VatVTKfT5FXDsYTG43EiOXLxySyZpJ6yKJM2N+6KPM+8dGVJKSYp2etKx4fSZCB75ckb5nhcV6tVtFqtleN5QlxXq1V0u10cOnQo9Q33gRwpFTlGoxGGwyEqlUrykDpy5Ej6vre3h+FwiOVyueLBJuPB0oWea946JddyJC6P1ZuaoAwEAoFAIBAIBAKB/6goTTxpwsTyZhDjXYI1i1cJG1ramBVYx1P4v3VPy6WvsZxsWGqSSQxdTZBpuXPePVrGMsiRavwn8urX1Fv5xZuDPUyESGm1WgCAdruNer2O6XSa2q09ybz+kGueR4flBZLzvrHIPh3nyqtLZNeBra26dRnSZtFNp9NJejl58iT6/f5KfCCte61zb1zrfrI8aorIVov8sIgNzp8bK9zfnNciR6yg415f6HRyPI/jv7G3k3zna+12O3ksNRoNbGxsoFqtotlsotFoJC/KSqWS3jIo9c9mM/T7/XR8T47VbW1tod1uY3NzEzfccANqtVp6k6Fe02Q8eWOR+1uvDVafsP68I5KBQCAQCAQCgUAgcC6jNPGkiQD5LBBDUUgcOarkBfFlWF5AOvaKZThzfus/kyCeccykhDaytVFskUqWfFY6L0B3EYnEYFm1PnScJ/E2m81mGI1G2N7exsbGBlqtFrrdbiIHuY1FpFrumueNY3l3WLrkvivSpb5e5LVjkWg8zmazWfIGA87EdhLiVP64HCZ1PPk0SeGRDWVJHAGTIpKePxfNDU8mrRM9HzgdewnJNestd/V6Ha1Wa2UNWCwWKdi86H4wGCRPSU1U8fG6fr+fCCMhtMWLSuI2AUjH7ZrNZtINj/u9vb2VPyGwOLaUtJH73iKarKOGVh/qeWulCwQCgUAgEAgEAoFzEQd+q532ymFDVQgPMcosD5ZcbBi+zvVZ1/leEXnhETrecSH92as/R0DoPDmPHC2jR9B4+pJrHABZjiMNBoNk6It3z3Q6xWQyKfSeKYJHynlprX4o8nBieOPCq8+riwkUIepEZ5anE+cpI5slo26fJi+kjKL2lx2XlgxeOZq00ml037FHkB47QkR3u92kT9EvBweX8akDf89ms0QIyXiWWFA6RpT+LJ58UketVkOz2UStVkOv11tZq5bLZTpOKUS5HhcW9Fyz7nngNTMQCAQCgUAgEAgEznWs5fGkjSz2dNBHSvSb7OS65GMvG8ug1fVYRrTlzeGRS3w/d8RPX9fya0+pXD05wss6wqM/W2QHe7V4xAJ7Y7Dnxmw2w2QySYZ4q9XCaDRKBnZZb6Oi9t4YFPU9e4+UJRqtOrj/RD9CdLD3i+UxlZPd8oqxvJOs9lp9bxFBue8ecVeGhPK+W5483E6e10IcVavVFBh8Op1iPB4nTzIGk1Gz2SyRSwKJAdVoNNJRSPGKEu8pJo6l/4RIAoBms5nKarfbybNN5K/VaphMJqjX6yvHKyWPF0Bc7us+13q01itpQyAQCAQCgUAgEAic61g7xpP8Z6OJj9mwp4IYZDreDB8LY2NcG7/slWDJI/COBln5NOkgZUmsGO1xJJ8lrRz/kXgz8pYsq3yrXq0v1ouWmT0jNGllycl1aZlZ54PBAL1eD91uN8W5sQItW54s8ln3meXJZJEV1lEwizyxvlu68MaG1qtOr3U+Ho9RqVQwmUxS4GnRiRWzySOTrDEjaaxjnwch+nKkUo780HqxCCjvaKknP3CWnBESRmIySYBvIY6Gw2Eab0zisjeUJnKAM956EkPu2LFj6PV6mM/n6Uid5NdvxKtWqyl+V6PRSMft5OUHQkA1Gg1MJhOMx2P0+/1EPIqOxGNL5NZrn0U4cl/xOGCiPoinQCAQCAQCgUAgcD5graN2YoiJ0STHV3TwYPEa0OSFIPc68ZwHkb6fI2ksYsbydJLP/F28KDzygtNYxIOVJ0eeeO1lMs8iq7hcDe2RYhno9XodvV4vlS9eJ+Px2Aw4zvosakOO/NDyaSLGy6uJjxzpZOlC9wHfXy6XKR4WxybLlaXJmCJSSqezYMmlr3vEn1cnl2UFC/fGuE4j3/UbBzXB3G6303gdjUao1WqJyBHoo3eSV3tE8biZz+c4depU8qoSUkiIIT4iKfLJeiTyyPG/er2ePP86nU6KMVWv19Hv91eO+Uk5+uidJpTkGsebYv2y3IFAIBAIBAKBQCBwvmAtjyf+3Ol00Ov1UK/Xk7HIRAmTTp7xvE59gO9NJGDjWJNJZYgeTmvJxwY2v47dSpODli1HKlhkU052SwYmSfhImXijyKvqhRwQLy5L3xahZt33iMLcfUtPRSRTLo833rw2yFFEK7ZTGXksWfh/Ud6cbr0x6XmA5cjPdWGRhbo+huiNYznxn3iTsReRfqMkg72MxCOt0Wgk8lfSMFkoZUkMKbk2Ho8xm83SW/KYPBavqnq9vo9Q5Dhguu2sVyaIAaRA6uzt5BHygUAgEAgEAoFAIHAu4sDBxbvdLo4ePYpms4nBYIDRaJSMdzEiBWygiVHGR1Q8Lxgrn8DK433m/5zX8ori75YXixjOZYxH9rRah7CwiCRLF5bhK/WxwcttEM+Q0WiEbreLRqORYuCwrOK9liP7irxl1mkjt4c/WySazm+Rf2VkEt1wHB8mTXkcW2PLk0OPXf5c5qih19deX+S8lXSaHHFrpdUeWjo/e8axLjlQu0B7OLGXk9ffck36Zz6fYzwep7fmWcfV9HwVGbRc9Xo9kVjikSRgDyZpkz5mZ0GO8UleHbPKkjEQCAQCgUAgEAgEzmUcKMhIpVJBu93GoUOHsLW1hW63i2azmbxptOeB5PE8NiStfC+K1SSeA2zscjnsScEGe5ljLmwYawOWy9BeMSxLLn6LR1hpzw++rj1fdF5NhFnkjE4/Ho8xHo+xXC7TG+5Go1EiEC0ZikgPi/BjnWkCzBonVrlFJJNGbqxpXcr1er2ePGTYI8cq0yLIPJk0ScPXLT1bZZUhN+Wznhv6mgev7+QIrYxnb3zynxxjk7kkxzdHo1EKMG4drdNjw9KRxHaaTCYpD7/tjr0vPVJvPB5jOBxiNBphb28Pp0+fxqlTp3D99ddje3s7HbfkskQPjUZj31+r1UpxrKw1QNZFCbI+HA4xHA7R7/fd/ggEzje84Q1v2LeOXHzxxXjSk56Ef/mXf/lqi3eTYnd3F8961rPwHd/xHbjgggtQqVTwghe8YF+6+XyO//E//gce8YhH4Fa3uhW63S7udKc74ed+7uewvb29L/0Xv/hF/PiP/zhuf/vbo9Pp4La3vS1+6Id+CP/+7/9+8zcqEAgEvsL4u7/7Ozz96U/H7W53u/RCm3vc4x54+ctfjpMnT65d3g/8wA/g0ksvvekF/RrEc5/7XDzqUY/CLW95S1QqFfzAD/yAme61r30tHvvYx+LSSy9Fp9PBHe5wB1xxxRW47rrr9qXd2dnBc57zHNzxjndEt9vFLW95SzzxiU/EP/zDP9zMrQn8R8GBPJ6WyyVOnz4NAGi1WslA00ZpjmiyvEmKPGt0fqtcqxzrO0MHCOZ2ch7Jx4GHrTItw9wqx5Lbko/zWeQHezdZZVl52ciX/OwRouvVpJaWjQmyXPrcmGDZGLrvdftzsmqiifUg/5vN5j7PG8mnvdWsNlmkmScf/5eytBeUVVZR2/l60Xzi9JrYlHokbluz2VwJtu2RuELOSFBxOQbHLxuYTqcrAcCtP9YLcNajiscrv7lO5BJiiIksJrGlbBnjmgTUx+jkuiaQrRhZIh+vg3wEUM83/hwIBFbx+te/Hl//9V+P0WiEv/iLv8BLXvISXHXVVfinf/onHDly5Kst3k2CG264Aa95zWtw97vfHY997GPx2te+1kw3HA7xghe8AE9+8pPxwz/8wzh+/Dj++q//Gi9+8Yvxv//3/8ZHP/pRdDodAMB4PMa3f/u349SpU/jFX/xF3PnOd8YnP/lJPP/5z8ef/umf4hOf+AQ2Nze/ks0MBAKBmw2/8zu/g2c84xm4/PLL8TM/8zO4853vjOl0io9+9KP4rd/6LXzoQx/C29/+9q+2mF+zeOUrX4lv+IZvwGMe8xj87u/+rpvu+c9/Ph70oAfhpS99KW55y1vik5/8JF70ohfhne98Jz72sY/hwgsvTGkf/ehH46Mf/She8IIX4F73uhc+97nP4YUvfCHud7/74e///u9x29ve9ivRtMBXEQc+ajeZTLC7u5uCB3c6nZWjWQJtZMs1zyC2jGCG5dnjGf6WoW+lz3nbFKGISCkiIXQai2jQ6SWteFXUarWVtwhKGkv3rAPxRhFvH75vyV5EuHj68OTXyJEkZeGNHY80A7BCvBV5MK0jg1e3ltGTKzdHvPJzpGeubCZ3NLniEbDAqvehHH/j8QRghXjiNwVqsqmo7UJCybidTqcrMnJ5lo60h52Ux15umojjt+wx4WbJmyOXmPiy9BoIBM7grne9K+51r3sBAB74wAdiPp/j+c9/Pt7xjnfg6U9/+ldZupsGt73tbXHq1ClUKhWcOHHCJZ46nQ4+/elP49ixY+naAx/4QNzmNrfBE5/4RLz1rW/FU5/6VADAn/3Zn+Ff/uVf8NrXvhY/9EM/lNJubW3hKU95Cq688ko87nGPu/kbFwgEAjczPvShD+GKK67Awx72MLzjHe9Aq9VK9x72sIfhv/23/4b3vOc9X0UJv/axu7ub7IE/+IM/cNN97GMfwy1ucYv0/QEPeADucY974N73vjd+53d+B8997nMBAP/6r/+KD37wg3juc5+Ln/mZn0np73CHO+D+978/3va2t+Gnf/qnb6bWBP6jYK2jdmzczmYzDAYD9Pv9dOxF7lneNh60wch1iTFreep45Xgya/mt+1b9FjlgvfLdkseroww5491jI1iO/rRarZU3aWlD3AriLJ4j/MYvbqt1PMv6XqYN6xjYXp050rKMV5aWR5MUnreXlb6ovKL2WmSObk8ur6SxPMWs9mvZiggt9jYSUsbyZmRPI/nPdXNcJn77nDc+pdyiPpCja3JU1DqiqvUl+ax2inzsTcUyyzE5qXM8HmMymWAymaQjhHxNe2RpYssKXB8IBGwICfWlL31p5fqf/Mmf4H73ux+63S42NzfxsIc9DB/60IfS/X/4h39ApVLBW97ylnTtr/7qr1CpVHCXu9xlpazHPOYxuOc973kztmIVRfsiQa1WWyGdBPe5z30AAJ/97GfTtUajAQA4dOjQStrDhw8DANrt9kHFDQQCgf9QeOlLX4pKpYLXvOY1K6SToNls4jGPeUz6vlgs8PKXvxxf//Vfj1arhVvc4hZ42tOehs997nPZeq699lpUKhW84Q1v2HevUlk9Iv2CF7wAlUoFf/d3f4cnPvGJOHToEI4ePYpnPvOZmM1m+OQnP4lHPOIR2NzcxKWXXoqXv/zlK+V94AMfQKVSwR/+4R/iOc95Di655BJsbW3hoQ99KD75yU+up6CbAEUxTQVMOgnuec97olarxTMqsA9rx3iyyCQ9OMWIZ2MTOGvgSZwXK8iwPnbExqkXF4hJqlqtlt54xd5DHgHF97XhLGm4zeLVwUSH1kuOsPCIE30kqIjQEqOf3+zFsWU0CcGEk+jeOnLEbWaPKi1fETzSTn/3iC2OkaPz83jTJJkXH0yTU3xNvF7EM0fH7rKIOSlbjw+5nyOCrPFRRPJZbcgRcAJ+O5ulS4v4kXw8Vz1vRhmH8pnTcowjWQt0fVoOPlpnHUVj4onXFqmHiR65p9PW6/V0JJD1yWuM/DFpJGVqMorrZcLJi1PFfR8IBPL49Kc/DQC44x3vmK696U1vwnd/93dja2sLf/iHf4jXve51OHXqFB74wAfiz//8zwEAd7nLXXDxxRfjyiuvTPmuvPJKdDod/OM//iO+8IUvADjzQomrr74aD33oQ7NyyA9uZf5ubrz//e8HgBUC7Vu+5Vtwz3veEy94wQtwzTXXYG9vD3/913+Nn//5n8c97nGPwvYFAoHA1wLm8zne//734573vCdufetbl8pzxRVX4Gd/9mfxsIc9DH/yJ3+CF73oRXjPe96D+9///jhx4sRNKt/3fu/34u53vzve+ta34kd+5Efwyle+Ej/90z+Nxz72sfiu7/ouvP3tb8eDH/xg/OzP/ize9ra37cv/8z//8/jMZz6D1772tXjNa16Df/mXf8GjH/3ofeEgNP4jPaOuvvpqzOfzlWfUbW97W3z3d383XvnKV+Kqq67C3t4e/umf/gk/+ZM/idvc5jZ40pOedLPLFfjqo/RROzZotXFrGVByfKmscaXLY/JE12uRQUxSiAHMRBEbnpI/5yVltTFHXlkkmGdg67qA1ZhVTBKwES7lSn3SJn5zlkUweN5Ai8Uixd2p1+toNBqYzWb7CB/Wmz46xJ/L/IKb04HnNZQbQx5BwWXrMnns1Go11Ot1TCYTTKfTUt5LVl+xPEV6yBGROcKR+7DsvLJISNa33LfGmtcOvsdEscw5IauE0GMiJvfGS61zPa+0PphIkrbMZrN9xBXrTohpeSOeJhp1vDcrILzVNxb0WAiiKRAohpC4EuPpxS9+Mb792789/Xq9WCzwMz/zM7jb3e6Gd7/73el59chHPhKXXXYZfvZnfxZ/8Rd/AQB4yEMeso94eupTn4o//uM/xpVXXomnPe1p+MhHPoKdnZ1CYub3fu/3Sh/1uznn+uc//3n83M/9HO51r3vhUY96VLper9dx1VVX4fu///uTRxRw5rjdW9/61vRrcyAQCHwt48SJExgMBrjd7W5XKv0//dM/4TWveQ2e8Yxn4Nd+7dfS9W/6pm/Cfe97X7zyla/ES17ykptMvh/90R/FM5/5TADAQx/6UPzf//t/8eu//ut429velo47P/CBD8S73vUu/K//9b/w+Mc/fiX/ne98Z7zxjW9M32u1Gr73e78X11xzDb75m7/Zrffqq6/Ggx70oFIyfvrTn77Zgqjv7u7iGc94Bm5961vjB3/wB1fuveUtb8F/+S//BQ9+8IPTtW/4hm/A1Vdffc7EcAzksVaMp5znikUmeEZazphkg88jhbRHjnf0zSKHrPs6rZYlZ0BabZDrukz9XWB5nHhpdV3yivcio1jrSEgA9gwRXVpv8+L4PEU6kGs39eY7R+jkCB/LS4f1Apz10vPGcY4skvpzsIifdfKXwbqkl/5+UBms8S3eTZ4HkCdzbgzn5nOlUkGj0cB0Ol0pT3vHMenkvT0vRzwWyet9D9IpECgHvbG+053uhHe+852o189sVz75yU/iC1/4Av7rf/2vK/O71+vhe77ne/Dbv/3bGAwG6Ha7eMhDHoI3vvGN+PSnP42LL74Yf/7nf44rrrgCN9xwA9773vfiaU97Gq688kq0Wi1867d+a1auRz/60bjmmmtu+gavgZMnT+KRj3wklssl3vzmN6+0fzqd4vu+7/vw8Y9/HL/zO7+Dyy+/HJ/+9Kfx4he/GA972MPw/ve/f98Rh0AgEDjXcdVVVwHAvrey3ec+98Gd7nQnvO9977tJiSf+QQA48wz727/9W3znd35nulav13GHO9wBn/nMZ/bl5yOCwBliBgA+85nPZImne97znqWfUZdcckmpdOtiNBrh8Y9/PD7zmc/g/e9/P3q93sr9K664Am9/+9vxyle+Eve4xz3wxS9+Ea94xSvw4Ac/GFdddVUEFz8PsLbHk0em6ODWFjxyxDLky7zxSYiSSqWyQt7o41YWoaDr5/ZZx88sIsgzQDX5ZL2BT+fVurU+e9CGOB+/k/qEeNLeS3J0SI7tiReIQALHyyvshaDJecBxvZaHjqU3y8vMIgPLeN7lCFJ9XXSlj5MVjReuT6PIA8byQMvJzl5FZbzKbozHVRGJaI3H+XyOer2+crxVv31OEzx6fHuEtL7OaaUOGd9CKnEdsj7ImiBpgP3ktkU8WXrQY8S65vVBEFCBQB6///u/jzvd6U7Y3d3Fm9/8Zvz2b/82nvzkJ+Pd7343gDNvhAOAiy++eF/eSy65BIvFAqdOnUK3201eTFdeeSVud7vbYTqd4sEPfjC+9KUv4UUvelG69y3f8i3p7XAejh49+lUlbk6dOoWHPexh+PznP4/3v//9uP3tb79y/3Wvex3e/e5345prrklxsb7t274N3/qt34rLLrsMr3rVq/D85z//qyF6IBAI3GQ4fvw4ut1uOoZdhKJnhkX+3BgcPXp05Xuz2US3290Xw6jZbGJnZ2dffh3XT2JYDYfDbL29Xg/f+I3fWEpG2QfflBiPx3jc4x6HP//zP8e73vUu3Pe+9125/573vAeve93r8Ja3vAVPeMIT0vXv+I7vwKWXXooXvOAFeP3rX3+TyxX4j4XSMZ7YaNbEiY6NxEQQG4k58iFnAOq6uT45LsZHefTr2r26dXu0BxXnYxlzHkry2apX32eijNtkxcxinXM6CS7OeYRo00a7jv/EhIs2lHWco2azuRI7y2pTjvCwxg73q1WORSTqMvi/FaPLwnK5TLqQ4weaPPD6T5Oc1ti1rlnt4nvWcVFrnHKbLb3q+nXdWk9MAhURqbp9oiOJAyZ/OjC3FZxc8ntvjWOZLc9Gmeej0SiRopVKBe12Ox2fFJKp3W6j2+2i1+uhXq+nvDpuHI9taxxZRKEm0iw96blkraGBQOAM7nSnO+Fe97oXHvSgB+G3fuu38MM//MN4z3vegz/+4z8GcHZTft111+3L+4UvfAHVajW57N/qVrfCHe94R1x55ZV473vfi3vd6144fPgwHvKQh+C6667DX/7lX+LDH/5wqfhHv/d7v4dGo1Hq76bGqVOn8NCHPhSf/vSn8d73vjf9As74m7/5G9RqNdzjHvdYuX77298ex44dw8c//vGbXK5AIBD4SqNWq+EhD3kI/uqv/qowODhQ/Mw4fvy4m1fIovF4vHJdyKz/SLj66qtLP6Ouvfbam7Tu8XiMxz72sbjqqqvwjne8Aw95yEP2pfmbv/kbAMC9733vleuHDx/GHe5wh3hGnSdY+6idGIBsSIqhl/NaEbDh6BnTko49ZiRmlC6D/+uyNLnjxebh/FynBcujwfO80elzXiM55LxQxPtIt03LqWMzsV6tgNxS9ng83lcH68nyTMt5fjDRomXRxrnOw/Jb9Wm9WkQKBwqXcSvtE9IkRwpY5IlVJxMruTK8Nlltz8HStzXeNCmm+5Llter2vvNY0IROzrPIIiL1PBfoeGY8TpfLZYpPJnHd5EidEKbVahV7e3v73i5n6UV/t+Tx9J1Lo9sfCATyePnLX463vvWteN7znofHP/7xuPzyy3HLW94Sb3rTm/Df//t/T/Or3+/jrW99a3rTneChD30o/uiP/gi3vvWt8V3f9V0AzgQqv81tboPnPe95mE6npYinr9ZROyGdPvWpT+G9730vvumbvslMd8kll2A+n+Oaa65Z+aX5n//5n3HDDTfgVre61VdK5EAgELhZ8exnPxv/5//8H/zIj/wI3vnOd6LZbK7cn06neM973oNHP/rRKZ7QG9/4xhXS45prrsEnPvEJPOc5z3HrufDCC9Fut/F3f/d3K9ff+c533oStuWnw1TpqJ55O73//+/G2t70ND3/4w7N1fvjDH145UnfDDTfgn//5n02yKnDu4SbztdPGlGXoWoRUzlizvDWsunS52tPHIpMs7xBPRoEmd/jPCrpt6Yfzeu228njlsYcXcJZYKXqbmcgghBwb6ly2JiQsDyCvjUXt04RdGRQRMexF45FC0m7x0NHHRMv0YRFuKm8Wz0uqSCZrHnpjICdzjnzSYw44+2Y5762J3hz25Ndtkf71vKM0eSb5hHySFw1YeigiNbkNReuWhzJzJBAInMWRI0fw7Gc/G8961rPwpje9CU996lPx8pe/HN///d+PRz3qUfjP//k/Yzwe4xWveAW2t7fxy7/8yyv5H/KQh+A3f/M3ceLECbzqVa9auf76178eR44cwT3vec9COY4dO7bvCMSNwbvf/W70+33s7u4CAP7xH/8xeXU98pGPRLfbxXA4xMMf/nB87GMfw6te9SrMZjN8+MMfTmVccMEFuOyyywAAT3/60/HKV74S3/M934PnPve5uPzyy/GpT30KL33pS7GxsYEf+7Efu8lkDwQCga8m7ne/++HVr341nvGMZ+Ce97wnrrjiCtzlLnfBdDrFxz72MbzmNa/BXe96Vzz60Y/G5Zdfjh/90R/Fr/3ar6FareI7v/M7ce211+IXfuEXcOtb3xo//dM/7dZTqVTw1Kc+Fb/7u7+Lyy67DHe/+93xkY98BG9605u+gq0th83NzXTM+qbA1Vdfjeuvvx7Amb39Zz7zmfSMesADHoALLrgAAPCEJzwB7373u/Gc5zwHx44dW3lGbW1t4c53vjMA4PGPfzye97zn4YorrsDnPvc53OMe98B1112HV7ziFRgMBvipn/qpm0z2wH9crEU88dERfZ3jKLEhZxlhFjmg04lxaXltaA8fbZjmPCq8dnGZum5uu3yWYznsgZGLS5XzltBt0+k9oor7gw1wkYn1wkG0ucxK5cybx+SIEsfp4f7RRJZuA3vNaL1ZbfO8STwPKU+HueuWnFIet1UHvy6KL6aJTP3ZC3bvfc+RcTlChMvLEZY8x7yxVMbDy0vD86XsW+ws+aw03j0mD/koHhPAs9kskalCPrXb7X1krVe+fOe+XMdbyZK9iDgNBAL78RM/8RP49V//dbzwhS/Ek5/8ZDzlKU/BxsYGfumXfgnf933fh1qthm/+5m/GVVddhfvf//4reR/84AejWq2i0+ngfve7X7r+0Ic+FK9//evxoAc9yPRMvblxxRVXrMQWectb3oK3vOUtAM6+cehLX/pS+gXb2pT/p//0n/CGN7wBAHDrW98a11xzDV74whfiZS97Ga677jpceOGFuN/97ofnPe95uPzyy2/+RgUCgcBXCD/yIz+C+9znPnjlK1+Jl73sZfjiF7+IRqOBO97xjnjKU56CH//xH09pX/3qV+Oyyy7D6173OvzGb/wGDh06hEc84hH4pV/6pcIfFH7lV34FwBnv2729PTz4wQ/Gu971rpvtrXD/UfD85z8fV199dfr+gQ98AB/4wAcAnAnY/sAHPhAA8K53vQsA8JKXvGRfkPYHPOABKU+v18OHP/xhvOQlL8Fv/dZv4XOf+xyOHj2Kb/qmb8KrX/3qbOD0wLmDyrKkG0ev11shlMTQazab6PV66Ha72Nvbw3g8xmg0Sm9Gsww3ywNJQ8ehYXKFy+DymfzQZIflraSJmxXFKIPfImzE6OWyxCDmgMqaEONX2AssgkZfZ7m0vGx866OQlp75SFK320Wn08FyucRoNMLJkydXiBgmUlh+kU9i6Ui8LfYosWS1jPtce71jhBZypIr0W71eR6vVQrvdRq/Xw6lTpzAej1f6jOXR44kJNib1JJ831qz26bbk7lntt/SlYY0Dj4ACVmNqWXVJm/lIm5Q1mUz2BRO3iGquyyOmLHll3tXrdTSbTXQ6nUQuyZ+MP5Gv2Wyi1WolV+zd3d0UF+r06dOYTqcrxwNzhHNZjyaPMNX5ddyAQCAQCAQCgUAgEDjXUNrjyTO62PMAOGt06zercXpgP3mhDW4dUFquCwmgSSe5L2XrOnVsGC7Xa2/O22O5XO4LzM3/G41GOm7EbeS/nPcLkxpFHiOeF5KlDyZMuB2ST3TF7dJ6YM+wer2OY8eOYWtrC/P5HLu7u7jhhhuSR4lFcOSINQ+e15NHxFnfmTCRo1fWW9dYNk1KWl4rmvzUdZd5QyNDE6nWPY8Q4u/cdpFRjycLPEY5VpO+zx5HEqje0qUmZrkcq25PH3Jf6ppOp4loknwyz5lw5nkpc0GIUonr5RGkWqfa889qp8AitHX6QCAQCAQCgUAgEDjXsfZRO897Rht3FlFleTB4RAp7EuUM95wHAhvIRQGO14H2YtIeNRKguqhsK02OWPIMVm0gW4awNpqZOGBSjo8m6fIt7y55a9jm5mZq9/b2diKzbgpYZEUReaLzMYQwE9JCv3XNIncEOTKyrFyapCqTR6OIaCtKL3KU9YLi+/zHb4Dk43VSPv+36vSIRA9cJh+Z00STRTYBq6+Q5THNst3Y/ii7nhyknkAgEAgEAoFAIBD4WsOBgot7RAAfv9EBfDX4eJJ+3bjcFyNQx4/SZVivvZe0Qq7oegSWcWwZn5rwsI7fsJeI5bElsnIcJbmf826xvFQ00ZTzwNFlCtkkuqnX6ysea1a8C/aGkj6R/M1mE81mM7VB+t8KuO4Z9rk0FlGxDlmoiUEOpC7HQllnlixchnc/R4B6bdblWyRNGTLSK9tKb5GK/CfXdTt5bspfpXI2RpbWI2C/MVLLyfLpeeFB6mFvPanPOiooxFir1VoJep47Vij/vbdhlrlmlRkIBAKBQCAQCAQC5xNKE0/aMBWIQcfGnBzVYsJIl8FeNvpImialioxW/uwZ+F6cGc8wzBn8OU8mMYitI3gWaaXba8nFx+MsLw3r+Bx7JvFRJCaqJE2n00G328VkMsF4PN5HQFgkoXyfz+fY2dlJ+h0Oh4l84rg5mgTRhISWO2e4a/1rokzrkPuBSbfFYoHJZGJ6O1n9qj/zGMnlY33zNdaHhvbg4fosbyerrd59S/cil36DoVWXkJX1ej0defOCifM45PotQlTaq+dHbjzmiCppjybBZdwul0s0m8209uixyvV7/ez1aY6EtNIHAoFAIBAIBAKBwLmKtYgn75rEdmECSgw28dYRDwkx+uv1OjY2NlCv1zGZTHDq1KkVL5npdApgP0ljwTMKpSzx6NFEmNWeMgahRXRYXiQWQaHTiyGeI9W0V8ZisUCj0UjlMpFgvZXOarf2+vD616pbSBsJJr6zs4PBYJDqbTQaaDab6f50Ot1Xvw6wrr3Cch5ERfDIF/lrtVqJkJBx5pVhEQ+s36KYSZa3FstTNFas/LmxUkYOi0DWRKeks2IkNRqN1G4953V5Vl1yP+fRZMmqiUlNlLHMXA+TT/KZ14ZWq5XyTSYTVw5LXxbJpskrr51l2h8IBAKBQCAQCAQCX+s4MPGkvzN5od+oJsaXeJvU63UcPXoUF110ETY2NjAajfCJT3wCe3t7yQMFsMmmHMmjCQIhu+TNV6PRCOPx2DwSxO3K1am9r6y6PT1ZhAjXYX1f1zgHsO+18lZa9jCRN2vpIOOeLlgfYqzPZjPUajU0Gg10Op1UXqVSSR5XFvHCJA5f4+v67YCSfx1iisvlI5rWWFuHELi5PFcOUqYnN/dXUbmeV5VAx/li0smbr558B9G3bpMej3JP318ul4l8YpkXi0UippvNZiLQvTp1mywU6TA8nQKBQCAQCAQCgcD5hLWIJ8tQFEJJSB6B9nhgo79er+Piiy/Gne50Jxw7dgyj0QjXX389ptPpisdBjgzQ8nieJY1GA5ubm+h2uyno9UECXwuR5REyWjbvexkj2zPetS4swsYCE1FahsVigX6/j+l0umIw6zK1Mc8QIk+Ip42NjeTtpL2CuHz9RjQZH5rEZO+3IvLJMvqt8TcajVJgaqsvc+UWkaEWIeJ5TZUh0MqQRtrDRuexPHOAVc8zawxpbyeOBcaB2T1d5PRktaGojRbRpMeodayWSVXxeJI2tFotVKtVNJtNjMdj1wPRqlun0TKt075AIBAIBAKBQCAQOBdRmniq1+v7jC+J88LeTLVabeVoFd8DzsaE6vV6uPDCC3HRRRdhNBrhggsuwM7ODsbjMcbj8T6Shf9bhqEmHDTB0e12MRgMkqHN+T1DVu4xOG+OjGGiwzquZnn/aGjiTQgZIWMkX6PRWPFg4rw5EkYg3koWweF5JOl03CYmk8TLxGqHkEDT6XSF1JPrQhgsl8s0prQMFsFikScyDoRkkNhEuq36mBTXofvZ0mWOGLNIMU9eXUaOgNWwyA3dJv2mN93HMk6ZcGo0GintbDZLf7pePRb4Xo7kK/KA0qSaXPNikAFYITRZl+zxNBwO93nrTadTc556cjH0GhQoj3a77R79Bfz5Yt2zXpTAJLi3bvNRU+uZYtUt99eBrJPsganHsvdjBxPzvG565KyUqddQTY5z2qJjxJzHe3bIf15P+H5ufllrH1/TpLnMdZHD6xur7UXPS6+Nes306reeLVZ7NPRzjb/rtdWSW8fM07JaeyGvP/S8sMrLjT+uQ7eH9ePpU5fhjTk9rniseONC72uKxiLrR5dbtEZZuiiqy2u7Xgd0uwTb29tmWeczDh06tPLd27t5c0LPO2tMev2uUbRXyK1lZfJ7zzk9X9aR98Ygt2/1nl36eVIkT0433jPFq2OdvZy1xnhrnZW+qO5ce/RnS1dl5fXK57LlnqefXD+XqUOu672INz91uVZduWeJJ+eNHe9l5bHqytXv3Svbhzc1KpWKG66EUZp4EuKIN0mNRiPF86lUKunIirdBEi+D+XyOz3/+8+j1ejh58iSazSbq9TqazSYajUYy+iS/twngh65AT+7xeIyTJ09id3cX4/EYk8mksGP1IqDTrDMQlsvlvg0VywlgZcPM5Xhv7bOMJ96oWBsxbofeKOpg5brt1qZKZODN6Hw+x2AwSOkkhpI2qOQ/B6Tmsjkel7Td8oQq2uCyfqTcWq1meupIGdYC55WZm8jeWLHGjmWQWXXmUPbh4m2M9HXWqxCB9fqZ5WI6nSYdWv3B7VzngW2hyKgR410/BDk/X9eGmIwBGYeyBgHAZDJZqb/MAyuXxtscBFZRdmPCzxYrvZdXj3GvPquMnJFhyajLtdYFbwPlyV+Uxpp33ubkpt5cldno5YxwL5/ua69u/bzOGQAWvA1oztgps8ZpXRfVWVSW5Cu7GbfGq5ZJe4rq+rTM3ksirGejls3rA0/H1jX9XLDueXPTa6/XT1rmg8yVnGxcX5F+dP97Bmzg4PD20vqafPf0vs66XZTGWzesdcja360zZr21s4y8Om9Z8iNX9jr1l9mf63o92cugTP9bczu37yiz1pR51q67Tln1lmnbOjLyva/0emXtjbx01mf5vs74Pp/W5bLjrTTxJMYYF66JHyZLvDTS8SdOnEC9XsfJkyfR6/UwGAxWCBqBJkykDCuGkbUJEfJJYkdZx3Asg7zs5tSTVesqh6K6vE2KpduDwDOMcg8ty3NMji6NRqN0z3q7H9dlPSD0L9cAEmkkga0nk0kiQLhsazzIZyFQdDBsb4NaZrE4qM7Llmk9uCx4i5+36BU92FhvovtKpZKOqgoxmFt0193slHmAeXIeFHq+y3jlY6CefFbd58sD5uaCXotzBKZee7UxqT1igP0kvr7P16Vcaz2Q9cQzXr28npHsyWE9X7Txyc8Ivabq+7lnnacDlluXoZ/Jni45n9z3fnCR/1Z53ttQvQ2+Lt+T0Wq/lCPpRV491ixDx3u2aPnYo03LInVaG13dBywTP3slr9TDx+K94/fcbpFdj3WWna/ldOAZgzm962uWfNZ4tvaBVh1cP6fR40SPO/YGtvpY16/XsjIvoPD2NJ6u9DxYZx9zPsJai600ct9aWzX0GNT1cBpvX+zt9bz9HdeX22/puZJ77lltKNqfee3JyWN91teseaI/W2ukVy6w/wdmxmKx2OdAocvydFE0nrR88tk6aZFD2bW0aG+u1yh9Pyc/3+fng96PlBkPZevyxnmur/S13B7LGnO6jCId59ZiTyZdflFbitql54n1nCyDojxF48RDaeKp2WwCODvA+AgVH7exFh9Jwx4829vb6Pf7aLVaOHz4MACk+CpclpTDGzQ+JiPl602ABLQGsPLZe1jot6zlUOTWrK/LRq9MB5WZVABcLyWu29oQW+lzbfY2xNwvvMmVYOOcz3rrGBOUvImXMnQe8axrt9totVrY29vDcDg0yURLThkftVoNo9Fon9EgdRc9uPmBrRdWvdnTDyFPzwd5UOfKsRY9lpHbDqyOZ70ZEbJPxu90Ot0XnN9bZK2HsC7f2zAIrF/VdVqr3QxeF6zxzF5Ps9kM9Xo9jRWJDWVtKHXbPHgbhIMs2OcDeIzoB6Ze9/Qax2sH96185/9SHntVWhtvnicsAxv2kh7Y/9ZTLz3LZcVHZC9jhrRXk/9Shv7xx1sfvaN5ej5z+/W6zeklUL9uB6+XPJ+tt8MKJJ21Tktave8QfWm5vTZ7uhHZmBiTdYDlEfKG26XXMq1LvfZqPXnjT491rXs9BvVYn8/nK+ObCS1vz2ERMbqPxBNZ1yvH90UmXku1bqy+sowYb5231lH93PD2bFK+RYJyOn0EVsbScrlMuuX0+pp+Luq9Ce9nNax9HJft9R3P24APzyjz9ibevlvvswSWTZN79ltrBNdRVJ98t9ZxPU/X2YMU7Y3XuefpnKHnhW6j3lfm+iO3ZlpleUS191yx5qBe961ng6cLa+zp/vR0YclUpr9z+3LOaz2nrPxl6rXq8fLzmrsOiuwHaw3NjUmvjFxer3+t53aZuSHQc8PrN/28tcaLdd0KV6HLXkdeQWniCUDaVFarVbRarZV7vMkQo01vGvmBLd4qo9EI/X5/JQaUbOq4Ue12Ox3pm06n2Nvb27fplqN+AFLgaFGopxjroc7X+bvAu+4N8NymQpAj1rT8EgiZZeRXxEt5Wk7RvTD60k+8YRciR3sE6cEnZB5v3FgH2gtO95W1iEka3fZms4lut4tWq4V6vY5Go4Fer5fqleOTeoKxLvionpAn+ox7rgytR2vTbo0h/l/0gBVZ9byxNgzWplIvWl56fV+XL/dlnjcajRQTS45Oas8RgTc3cnqwxqm3weL4YEwwcDk6Lz+0+AinfOZ0QprKUWKOAyZzT+fxNiLaGPXGR2AVPBfku7XBtsaJJnA4X9FDXt/j71y+tzbo9N7a4uWzNiO5TVPR5s7bjOv2CDQBrevXpI31fOWyvY1rkY5Z/qK8nKboByFLHwzeZGmiRZ7L3jiy/nO/y3VvrFljlWXQG0BLltxzRvZT1jPF6ismZK22MKzrXB+AFdIp94xgeOu6NX5YH9beTc8/b8zJ91z4Ab0/0KSTls3a62hY1/X+xEqvy9a68coOrPaNtW8q0rmH3P4xJ4tee7kub4/h3dd158isXBu88nRa66SLt98p0qO1rhY9Pzm99b1o76nXBm/eeWVY+b18Wq+WnFZ7NHL3i9adddeEnMzWWruOrBZ0+Xo9LWq7tf5a6Q4K/QwtC2tuezIVlV00lq2yvGejV1/ROqD3NGX7eS3iCThrxEtcJiF8Wq1WMk6tRVHHiOIGCGli/YojDbM2AnpwStwZ675evMp0qrdJ1MrO/XKr5eDvXjtk02nJwhs5Pg7Eiz/Xozez1vf5fJ76z2sHy8obYmvTreMxCSzCQjaN+hr303J55hdTiTPUarXSL6i7u7sr7bHGjYzRarWaAmJLOk2wFaHs5kNg6SC3wfE2CDmjQpdXJq01DmSeysZbdM6kk/Wrde6hvs4G2Juber7xde1xp8cRezJKfC9rfPF39gbQR1J0HVr3nsemp5PAKnLjxdvMeRvMImNCj98ccpu4IpmstnA6b02x5o83v3U5uY2zVbcnN9ejDQGd1vo1MrcWaRTpzCvDMkxy8zTXTtaLt+Z4+tfzPbfpLWpXmWu6n2X9ye1/+Lo113LPNytMgZdeE7R6vGkirYzudV3W3Mm1zZIzN6b4c26P4D2ziuDJ5fVL0dropQ3YKJqbB9WhtfZY88Rb34vk9faG+lrZZ1aZ/W9ONm/flpPpoLgx+b0+ke83tvwy9VrXvLlfVAbf08++3L7zoPuXMvlvDv3psr3xX2a/42GdsVlGf165RfZZ2TqK0h80v/X8LTP310Vp4kkMTjHgK5VK8j6RP34zmhaOPZosJfFRK2vDxsf7mFzyysjBIin43rqb5KKNAnemXhxymyJdtpZf8uQ2T9orRK5Z5BB7kXgy6UVO/0ouniLytkMAK2+k0+XmNuq8SZX8rVYLlUolvTHPOgKgwW1l0unGPGzKPrhyG9IyD/obs/kpA913QrQI6QRgJa4Tl+3JeGM2IHqcWMacN1/LGnpclmU8STuF2PUW4yLE5n99sM5kHDJy65EY3t7GRD9cJR8fmZHvlhGvx4G19pQx6vV9T05un5cvVw63lfXj1aXboj3OdH7ruwd+3kla1vFyuVx5O6s8z7UemWjWnrNMdlh5c88c6xd77nO98bae59ZRTatPdJ1aT6JTHvs6XplnzFjjD9j/A4tuj947aQ9mhuS3jkHqftXzmdtvlannpNa9Tqv1Y41VqVv3lZZf75X4vt7nyPjTzx/dF9a6YT2vrOeYDjfAZbP83rNpnfAR5yMsctSCXjes+Zebj0X3rDFQRh6WyZJT18V59Fyx2lMku7U2Fsku9ZcJoVDUL56s1vNely2fPX3njhix/NbeUPLn2pdb/7w0ZcacbqOXTq9HuTFTdq/rye7tNXRdRXudXBu4fGssePVbZVj1FsnOsJ4JuX2W17ZcW3QbvGvenCiq1/tedu0rwtrEU8r4/xullUplH+mkFc8bCU7jbY5kU8NphWRYLpcr5IHUwbC+e4uQN6C8Trau5QaSHuC5jZyW33so6IFveXsw2aLrlb6SP9ng6rRStj5elBvc4g3XbDbT5oiDUXsT3ZuolcpZkmm5XKbjT8PhMMV44rK8hUDaqOMT8ZECb5HQ8uh+s8aN99C0+tp7UBx00+jNDevhpuuRsSHeZaJ71luuTbmF0ruWQ64MPU8AO14V39M6sY7ACgEhxJM+4uI9lNfdKIZBsB/6GWGNNW++8HOG01pjnsuQMcCkhlW/ta54BrI1FiyP1KL1Q9fr6UfXL+umnheSR3vJ8nrIuuL5pI9L6XnGcW2sNNqrWR/H1nNRP4s4jy5f7xks7yvuK/EYFkhMIq0fBj/DpT3cP+LtLX9W7CP+7B2X023W/anXNH6GsmzeuJIymYzS+zNNqmq9a1JS+s86+s3prGefdV3vNz39SBvkRxOBJtrkBxXrOcGy8TzSHvj8nceSHOGWe6JP/Z3L1oStt+ewnl96bgMwPZHXPV51vsF7Xsu93D5Grut9j1Vmbk0vqsO6p8cip/H2JdazKbdXtZ67Ak3YeXrQcntrg1WPtbfjNNazhpFro7ev9jx2rbK9NZr/W+m9a1yOJUfR3kK32Vpn1y3TG5vWfsQb+1ZbrTqssr28RW3zPhettdZ3Sy69r/HSe/rLrTtWfXpOeXvDIjmsa0V9llunbsxzpTTxJMds5LiSHF+q1+uJCBiNRin2Dx8Bk42EddTKGrQ8QPTDlR/2+hcp7hi9yfc2rHzNQ5GCLfl1ftnUilwcGJV/PdObBqs80aPehFqbQQ6AKpB+5DeVST69edT1aeNM8sn12WyG6XS68hZEDkit9VWkOylzZ2cHg8EAN9xwwwoZ4sUsEn1IDCvxwJJ4UKxna4J5i7W1qWdZrXHL5VrXcpuP3EON72lj2doo6HHGepI/OXYpm3h+I6S1oPPc8+TOPRhYXo6vYumDZeb/MoakXB6r/F/WIR7n1gOTjSghnySPNy4CNw28DYC1ruuHo1WWNYash643Tsus/VbZ3jqgZfHK0te8jY/eBJXZOOlr3tz0ZPDGfhlda3nLbko9Uoo3ZDnZ5J7e3Ou9htV/npze5rNobSjakEqdmhzR7S7zvOB01jHg3IY6p1NL5941gXVUr+zctZ6V+nNuHFtty601Iq8eq3yf2+U9l7h+PVa5Xkt2Tl+0T7La4ekicBbW2PXSFM0Hb73w9oNFzxbd77l9VFk5y6bPzX89jsu2R7erjEzWdd4HlG2jV6Y3X4vy6/aWeT4z1p2/ZfYKHnL9UqacXBqtA2tsWGVYY7qsrvV9Xc66bSnKV1R2UZk35fp7kLXdelaWyWPVUTQ2y7a1NPHERlqlctYLhd8QBpw9iqd/4dGeJrqR3j25pt20WR5rsbKM16KF2Rv4VmfxQ8Yi0yyI3Dq/Bb6nfw3WXkhMKMh1PiYk8ZCkTn3Mjo9B6iDlLIOWz2ofcIZoGgwGKY/V9/zdOhah/wvJNJlM9uXPLUzL5RkvKU0eWEc7pRzLrb7IoCuzGfGQW0SL8llGSO6hnatbxoqMNx0zjdtktVM+W+3Vc3ydh6neIAhEVv1rM9fPn4WElKOfORJc2t9qtcxjGZbe190g3JQPpHMRPPf0uCna4BRtZjh92Q001y3IkdDrPJRzRkVurdX5WTfWURs9R3IbCWtOW/PFkrPMZvvGbBb1vVy/cVrdFm3IcFneumO1yVrzrHW5jBeKVT8/uwHbU5P1pI9i6fssg7cn43vWmLDq9eThNvAYtdro5c/JYMnK13Ufe7Lqce7Jp9uv55r+bD03tXwerL7Wa6A3L8vOsfMRZcdPmbwa1nq+7lpspfPmatF8LNMmD9azpUx6lqdoHc3Be9Zb5Zcpq+hembWckZPLQ9Gz9OZGbu23sM7csPKuY/9wHmvMrdM3nKds36+Tt0h/N4Vs62CduXBT1MX/16m3NPHEnS9GmZAAAJJxL55Q0+l0ZfNjeUUI2Hj06raOVFnpvE1MLl0Rigadd7+MweDJWWSwWBuOXL0yiSuVM0cjdRohduR/rtyiTTOTXMD+40lloTeA3O9FRo5c58261TY2Bqx2WnLnyIWiMaHbxWmtNuUe4kXllgEbNLVaLcVZEc+13LyV/GUXX70hlnv8n+9xXo2ymxAp14ppJuVoGWS94f7nI5lahq/mBuJcg45rYgUglnsa2rgs6hd57ngbf702lDEMrP+5sc0y59Y0vfn2xrmlH2vj7hlAuSNC+hXxnlcur/usC89w4aOOnF4fR+L5x2uKVb7o1ZrTLCfHMpKxIGmtX9W5Ti6z6EiuXk8syA9EUrb+8U73i9a3lovTS3n6CBrryttzeHsWfXxT16fTy2c9BtjLmvcpnMYi/xm5vYklby6Glcik55o19yzdFM1VPY75P48XXhd0mZb3GOvPIqsCNrz1WcNbz+Q7j2urzNyehcvX41v3Oc9va09llX2QfZT1jCmzF7WeNVyepztL7jLt4bmZy8vtzc1hrz0HrdPSE5ep8+t7ufKtddBKm+t/b30vKof70xr7ubmknz1WuWXHR24M8r7BK1+X4T1zdVp+FnvPJv3csODpWZdh6SPXDqusorEuaXTf5vpynbIFa3k8iRD8CntRuBxlqlbPBJfWR5r0ogWsEgN6o6QnpY5XoRuq6yqzMFib5TKDIzdIrXK9iZmT01uUdFpvw61lEz3XajW0Wq2kU/4vG0CLbCja2HF667geT1K9MHnt98q3YOWrVFY9eLTXHk8qr70WvL6R77mF0trA6v7VY6BoY6EfjLkF22sPE0/j8XiFeNLtZPm1fLkHrO7v3IKuy/F0llu0eWxzOVbZVjn6SKtXn3dd5+GHbMAGrxPW2slprH7MGQe6Hm+tFOh1UKfVMhTJaMnDY8Ty/KzX60kO3qDxZyZuLF1a9crc0AQG52FPWt1uWS/4uaznJstuPfOscvVz3NKt1itgHyPj9onOOD3HBLI2d9ZxfqsPRJf1en1FTnlDqOhLl6/7hPtfEw+6nbpfiogGq27tRS1lWbA8+7gfi/pLzy+9Fup1UY8DLetyefaFNdbzztpzyWfrhybuWyYTdTouSz9ntD5YR9wu7cXJZXMePTa0bvV+19N7wIa1z/CeLdbeSpOTegx7ZXv39Vqs+5T3Ud5zh5991t6L0/A49p4RWs7cnrJoH1u0z8+VXXY/7pVTNN88+aw2Fsmck5XLKJqb1rMgJ5uk1Wsy73N0/bkx4um0aI2xPEtza5R1oiSn06K+5vTeOPNks9pg3ee6vSPxVnvK9LsFL7+lryJbpQhl5sGNRWniSYTguDp6QyADXLyfZGMwnU73lcX59YOcN7XWr0OWYjSh4U1+Xph1GVo2+Wz9Ugr4gT2tzbM1GHR6rWtLHv3gsTY1kkZv7OQaH8GbzWYYj8fJyNbH4qwHrG6Plknn14ughjex9aTW+te6kuvcVnnDnhwhtMautanT+tYyaVn0ONR59GbfWjD0Z6sfy8LagFhpKpWzb6dsNpuJcGJ96TxaX0WbAr1AW/NCytLHQrUuOL0mE7m98idjmuNYeXJaD1/d1xZJzvLr62UekoH94D4t2ujyOMltEKz1WafLlV3Ud7pcb13PjYnchp3LtfJYmw/Op9vjtUHLzusQo8gbLNdOb+7k9Gd9t9pr1Wk9Q7Q8Rbqx+qNoE+i1cx3ocaXXuDK686DbYj23dbrc/6K2eu3PeTMV5dX3vXleZBwIvL1arl+9Ncgao0X9UmYur6OnMuPgfEVuTK07V6314MbqPtfHeo/npc+tdbm6cnaU3Pfq4T1bbg0sesbzvSJZ1lmLvGeztc7mUGaMWHvLsmNr3TFYZCuxPJ5sut4y61Uub06PB5kfRX1dpo5c+3IylRnTNwZlxpu3L7qpZPhKoDTxpF2xJcA4sOrhIv/l1z5ha/Uv0dp4Y8KEf33i+5KXfz1cLpcrbtPW4pHbkOXS6vTWAuhtJrzF1Rok3q99/N3yFNKQ8vmXQGkT/2mXXfnP/ZjbWHkPN08m/b2MsSWfJTi6VW5uUZN7+ldubof+NduT3Rozcl3fs0hKXU7RQli0kFtt9e7JdS2TfK9Wz7yFUN5SOZ1O9wWD1+3Tcuk54gV+9PTC9yyiUctslSP3+ciufJa3TbEHAZen26nHiPXLd24c5zZkuWuBM7A2aDLXLK8ey+jT64PVt2U2ZVbadfrNm8ve5sFqP6/b1tqjvWkEOjag1oe15urnktYNP3f5Oc3l6HTcFn38jdPp+VhGp14/sjy6bUXPeU92S4ZcGktuSx+WvJYMOej1rGjDL3n4M+/BcmuYtfZZ/Zer29KFriPnwWeV742hnKyWvN5+gMvjcnO69vYmOR1Z7cqN81w51vHywH7otQnw96Ve/qI+8vJx+dYeXe6XKavo+abrzV3L7VP1vdycKpK9zBpnrd28ZpRpq563lvxeWmvO3pj+1vCeVZa8B+nbdWXznndl6uc03vMkhzJ9mpuPZfcRuhxrbK/zfC+Sq6gMb605SH8edAzkyvP6Y501SlCaeJLAvMvlcsUTib+zwclHJdjo40ZYypX/1nEvD0UDTW92WQZ9vyy8TY410XIbpDIQTw3r4WbVx8YIf5e3u1nxapbLVe8zxjpG8kEGvGXAl6k/t/BImzU5Ku3LtTH3YLJQ1GbdN2UX8bKbiCJY+hT9iLdTpXL2hQEynzUOOi68fNbmxZPXSqOvW/26WCxW3rQp9TIZ7q01PH84v7fJKtv+MnkC9nEjvenUc2udjajk8eJlyJqo13nveSNlaTmsTbPkZzn5iI9l/BZ59co9zu/9gKM/a/CznHVh9QcbS/r4E+vG+oGF67OMCt0uncd6rvM9vq5jVHE79JjQ40jy8/E8SSv1lPHO5e+5H8w0acg68Tb1uTiZlueqtZbxXi23+eU5Y6Wx9Mvyan0VbbZz49aaEzxW5TPr24rLkVvT9Xi32mjlFRk4fpjua2+vwWuJbhvLrMe6nvtFxzDPd+h1Wd8DbGLU2rfqsZHbo/J/hvXcsMrS40z/yFC0h7XGYNE+05sj3jFDPS75mqUDS57c2uD1g15bPPn13s7TgbU+WOtnkZ68+5aevPxWH3pyWHuNoj1sGX3nZLPSeONKt9n7b9Wl6+W26ToO8pzK6SBXv5XeW1/WaWOuLGu/5LWvaI7nxlsZ2cqgNPEkBupyuUxHs3jDwxsmecjysS5ugD6iZi3qvInKTUh+SGsF6EVFGwVSpuT3Jr+1oGp4E8i6XzQxGJVKJZF+ojvr1xAm9uSImaTnMur1enqzFxvcRURfblHWOrU2gpyW22wtVGXAY4fL5f8W8cSkileGt9BaY03Lo1GkU2tslXnwWfXn7ll6qtVqaDabaDQa6XjdbDbb149lNq6WnlhXcs/zWLF07m0YdH79x1gsFuktdsDZNzjynLEeFnr90msI18Xr0LrjOLAKjovDa7joXuBtKvWG1tpQeZuMok2QnoPeZscqR68t1lpjyczjjolTfpZqeRiWB6uk0ySKPHO9WCPa09jSCc9D/WNTbp7IdSGJi9ZT7znK9yzijtvl5RcIkWatXdYewpNVp5f/4mVa9GwVWbw4H1I2/6DEOvSeQdb6xWsc3xMZuL26T605YM1HHpPWXLP639s3aF146TUpaM1DXtutvrbarNsh6TUZZNWl54K1bsg1TZxxO7gsS/fxTLJhrft6v6L72nrGCKy5pu9b656Wx5IvV05uT8p1eHV7a7FXjsDzbLdkstbK3PrIc9Aa255cZZ4L1r2cHqx9g5XeWl88uaz9Rg5aP/r5o+vM6WBd2bl+L7+3FltrpDW2uBzvWeo9EzxZc+mstfLGoCh/Ti/8v2gsWM+GnAw5XXrfvfHkzbeDPF9KE098tE4LoSeR9RDWG2VrkngNsOLmeEeBrEUi9wYTnddaMLnMXBneoLC+c1rrFyu+t7GxgSNHjqBarWIymeDkyZOYzWZJNxJTS8iVer2OTqeDxWKByWSy75e+RqOBRqOB0WiE0Wi00lYpIxdczdoAe+NAb/qsjSO32VpMOb1+uOtf4C0dy9GxopgkrAMu35uAAr1ZsR4SVr25Rdzb1Hrpc+OTdSqGFMd1Go/HmEwmaaxYGzFPX7qt+lfWoo2ZVU6u7XKf1xMp1/Li43bMZrP0EgTRhZaL5zp7hAFIca+sMWg9wHIP0YANaxxbzxa9zjNyG5uizbfuW+v5kJPdgvdQt9qQS6vllTGaa5++nttgeJvEMptVwCasrA2XpUdJZ/3yrNcX+ZzTnXzPbUCL8lrt0/PeWudy5Wvd5tZty8ON172czHo91Rv3Iu8IkVWn8cr38nGb+fmdG4ca3v7J23d649WSL/d8LgNPdl1m0fjwxrwll9Vfln6K1qsA9o0jL43Xf976UmbfVvaelOelzd3LoehZwZ9z++Uy1z1dWPumovKK1nkrjYeiNcJbH8rM73XrLvPsturS67z+LN/X1UmuT8q0ObeWWc9DzlP0OfesyN230ufs0Fw7DoKbaj0uksXTQdFzKHfdG3sHaVNp4sl6wxVvgtibCNgfE0orgskWazJrN2OpV+ex5NEPXuvBYj2c9aZIb7R0fVZ5DG8x9CairlfeQHfkyBHc9ra3RbPZxHw+x7/927/hxIkTWC7PvPWo3W7vq1t+Ta1Wq4mkWi6XmEwmaDQa6HQ66d54PE71W0cRvIW+TPu0Pr0NU864KnrochorpsFyeZYI0YbLQd3Qc8Ypo+ghXnbx1nV749Kqj+ckE48SP2s8Hq+Qc0UPCktG7scyBrhVVq6t8t+Lt8Rz1zpywnJpT0zrqC2vDXwMiF+U4K2H3uZEXwujYD+Wy9Vj2poEBux1gdfQovWJv+uxYxmznE8ft/SMb+uatE3Laj1vdPmWnrRsug08b+Sz9yOHV75uN+eR/tFycN9pfelntH7mWt7JIs9yeTZ+oTXHLX3ptcl6nrE8DP0s0UST1W79v+g5weVY8bi0Z4zO59XN7dXQ+zCW1VrnrR+adH1F49XTAY+DItnLGjtaT968OEi53jUvFqBXlm6Xvm7NXWu90OV4+gz4sJ4XZfVXZo5LeUX5i/ZWVrksqx5H3vFajdyzxKs3t8/zYK2Leizz9bLz0rumy2LZAfvta7l6cvt2675lQ+WeT2Xq1+V6z/Hc2CtbJ8Nq2zprTJG+itJ798uUUXYfaH231uRcXq88jTLPyXX6KNcXB71nybPuuPFQmnhaLpfJDR6wYyhoiIGXi/sg/4s2w2UWaP2fH8K5tLpMb9GzBpOV1lvocvXzd71gyZGozc1NLJdLdDqdlVdZS5p6vZ5eYS2LqrzRDUA6RjWdTtHpdNBoNNDtdjGZTNIGNxenItemXNvKbPTKDn4N3Sc8PkUnk8nETKNlW2diWeOqaBJ77S5aGNeRJfcgkj85bgkAk8lk5dilnodFc5HrtNJ5kHq8zXpOJ3qOs9zexkrAZJE+Bmzl1UScjrdWZrx4bbmpFvFzCbVabYV4Avb3vReDxloLitZw7QWpveByxIo2aAE/XqDkKYolYbXFO/qm26Rl0CSJ1pvlSWw9y/SRZbmv4zpa45xfMsKbVetZx/NRSHHWM7eHXzqh+4PLlft8T9KL/Fxn0Z6GdSnexawX1o3Vv3xcUdog+qnX66lOTbh6RpJlqOmNs7RVp/XWYK0rkYePwWr9cN96RH7R2sz1in6tPaLojvu66HnBHuHWc3g2m60cPZXveh/pjV3uu0qlkuKBaSJVdM0/BurnmLSf55YVQ4fHqfb8lj73nuGB1bVaj21vjdX9r59Tei3l8rx4gXq+anj95+3x9H39nNN5rbZq+ay5Zs0FLsOST3/Wa5JG0V5U94GGtb/LxaMS6JcalWmLJbOXpywpyGVaa7LOZ60lum3WGC6Sna9ZaXSdZdrjtZ+fyfxc0XJwWXo99NJb41Tvg6yx68lqhe/J5S+a615a3VaNorAh/D8nn/Ws0fJ4471MmwSliSepwNrciUDysJUHPD+45RdKazJwHqtTihYXwF5MrEWHH/68IfA2bVpmXbbUraEXmdwixGVqOebzeToS1+12E2nAOpvP58mLqd1upwDRInur1cJyecbbaTQaYTKZYDabodlsotfrpSNE0k9FG3jevHHsAa9tWp/8INR9lOt/q0/0Q1/+mIhjjy5etHnBKlO31SaWXV+30nrQi4K14HA7c3JozxD5LGScxGqbz+cYj8crm2CrTEserTddl4ecnrhcr07dHmD12K2XV+7pfudyJA0/VICzx4xFt9oo8jYxZfo9sArRr/SJNgh0XKLcg9baJHO/1Wq1RMbrsSFpxaCUNUX3qQ5YrTc8LO9yuXTlB/ZvJJfLZapfxqIQHQzr2ch61GOR9aPHvia5+HOz2Vwhblln/CzV8ogerI2qtI/3AvJdk4Dz+XyF6JF2Wmun9EtuA8x9wWNCz2uun/c08tnbnzCBaq2TwGqcJ77OZUt7uW/kBya5z57NDKmXCRC9ubQ2m5qQ5TEobZBjy6Ibiyhi6Hu5DbEei1yvrNmaiNR7AJ1f8sgPdjyWhSTiuiyPN5ZD64PzSpm83+BxYJF4PA+0fuSHRpFDjxdrf1Bm33w+wzLWrH0lp2FYe089pxjeXpLL4O+5PZdO68mq5wKXq2Xx9m+eXJYM3hgGVtdD4Oy+zdK71UZrLHv7U2/s83pordfcRi/cCNep55s3TnQayxmj6AcAvdfJPXus9U/f934c8caH1R4tG1/T7dA60H3K//l5ZO2vvHmq22DJpPf/3nzKITf/rL7Q63PONsjd8+rg+7xOWLIetHyrH8vIZKE08cTeNfKdN25sBMoDmTc58l2gB6Y8pK3Ak8BZcsp7cwvLxumsh7AMbO9oEcvFmzJvMnkLp26rXjAY3iI3n8+xu7uLU6dOpRg1o9Fo36+z7XYb7XYbzWYTs9ksxW7it9hVq9VkPMhGsl6vo9frAQBGoxHG4/G+jWZO15buWDZvMdZttYI66v/e4qJ/EeZNpPxyyQaYBNGezWb7vKF0m8psPPizHg8in7cw63Z6dWnPgjKTn/UjZCXH/hJvJ+4nK79nJFgPYzYMLUJSL/RWnbnxYulPyszFeGLw+C4iTplwEtKX6xADV6558cGsdq2zUJ8vkLnK3rKsN47RBawabHrNZ2Odr0l+Meb4z9q0yxjjdUaus7Gv55Gk57Vc5Je2MnHDY4nXZ72Z5/r15k1vcHg94s8ypnOeIyynHOkWHfIzXp6jHBhc8rKxoQ17PWdkH2B5pcgPWSwvx53Um2HuT2/t1m2V+W3tV5bLM57Ceg/hzWEpm8tjWTyvPW8d1/fkmc7jQnvT6fEo/cR9J2nZw0zy6pfGaP2xDmQd9eq3CFAuR+uCdWA9Z6ROvQfge9aeio9/WmPAk43v67r1XATOzhm5xnsuPa6sZ6XeP+j2SRr9Z61Z8ZyxIbEbrWe0p2OGnqs8J7mf9BrMdVq2QJnrVp8W9bP1DPHy67HPZeTmjKSxjgjzWiFEuazTlgeQnv9MLuv6reeFRbxom1TK0PNEz1NN0uTksGxKvRZZ//War5+behwWPds83Xj7BV23NResumR903Xr+vUzT+8VdLt5XuXa7j0zrfaxfJzGehZYczQ3LwXWs9IrW8sLlHuZk1e+7mdrrfB+XGQ5tL688nJrSA6liaecF4UsIvzrMTdET0aZ+Nbmix+cAlkE9IaUFwsenHqg6kmgFxGtTB6I1iTWepDvGtZEsNLxRshidyeTCb74xS/i5MmT6eiYGMIA0oZ5Pp9jOByi3++nNvIm0zoaIYZTo9HYZ0zwhkm3W5OIvEgK2TWfz/d5X+X0oNttTXBLx9zverHW8nP7LA8DSwZrEdV5LLly962HtzXe5LqWQ+f1ZJB5xscwxcvJMsxyn62Hiq6Pf4n3NiW6TO++1z69SdDjKjdutN6tDYU2DOQ+v62TdWB5c/K49PQV2A8hF8RwE+NAIOOYCXUhPYQ0534RskTA40RIHYlxJp6fbCTqvmu1WiueNPrtoLKeykaZn3PT6TTJLfH7ZB7ymityilcqy83kDrDfq0bS8prM45Cfi0w8MVGv9SV90ev1VtZ1KW82m2E6na6Q+CKbtLdara70pcjDaxA/n9ijSfpXxoc87yaTycpzU9ojfT8YDFZeCMA6kz2L7ttms2kaLPKjj0DyiSysW4F4IvPzWcgyISU4diZD/yIuupL+5qMg/BzXBAYbBDLGRecSr06PVWm/HMHnPtMGJccK5LnARrik1x5Clodczthhnej9IxMzuh2iB5aJ5x3XJ7D2ZJxGex7qZxmPewl3IHOc+3E+n6d+4TaLrNJufu6ILMvl0iRYRbeyjlrjOYCVZ0PumW+RtcB+w5mfRzqNhmdX6DR8r2jvzGOD69DzzyuHx4lFWPI6ndsLyriUOvTclOe6/Pgpz20tk66D135rz6d/ALT2iTIH+WhstVpNz1nJy/sAaY+Wjd80znsCmY/6R0iWlfUpn7WsrDveY2hbOjcurHu8Z9A/1ll9qeXi69babY0Lnda6ZtlEomfRp9V2zu/ZZ7oNmnvQz+6cLvVeSqe3PKk9e0/fk/u6Ld4a4sGSVfJY/cnQP9gWrVNlZWKsRTxp4fkBr38x5klvMcD8QNdsKYMnm94k8MPY27B4A0gPNLnO+cs8FA5y3ZsMnJZlXCwW6Pf7ydOJN4naaBAvHtkQWpsOq42yqIuHkDxceAOkZdftkEWi1WqhVquljajnpabbnbvG96wF2oPUz/2tN8S6TdbDVI9Na6yyPJaeilB20uq6rDJ4URdDXY4WFQUSz9Xn6ZvHqqVf64Gm5fbq9hZd2UxZc9nL6z1IGXqd4e+Wx4y0W/d9kTxlx8X5BHnpgRAVvV4vGXnz+RytVivFp5PrMqZ3d3fT2AbO6PrQoUNoNBqp72Q9q9Vq2NjYwHK5xN7eHgaDAfr9PnZ3d/cZpEISzOdzbGxsJPJpuVxie3t7hdzgTV2lcuZ4miYZxDtVDB/+0UYHr2cDVza1YogKGcIGD5OjmsjhZ6iMPXkjKnDGWJbnOMtQrVbRbrdxwQUX4NChQ5hOpxgMBlguz8QbXC7PkHenT5/GaDRamROtVivpsNPprBCH0m+8SefnhehNiCfx1m02m+h2uxgMBhgOhwDOenU2m83UV7u7uxgMBomgEsgcFA8m0VWv10O320Wr1UKr1Vrx5BqNRitkmxgv8iekmpAI8lneHNput1N/ylrMa5fc00SR9K+MDWmn1C/jnceAjG+ZM/xDy3g8xng8xmg0ws7OzopBJ15t0jej0WilvOVymca6jCEh6ywSVxsEev/Ia7EmoaQPOS0fO61UKmnsynzgvZGM22aziUajgfF4nMbJYrFI4Qu4fXyUjfcATBRKe6TNkk/6SuSTejudDnq9HhaLBQaDAUajUeoz0bOMUQbPexkXsqdjOWTtkL6Wucfjk43qwFkcPnw46VL/OCpzk/WpQxJoI5rDX3h7Kx5X2sDksi3vEGsOcf16jbM8RbhMTqefW1w22wA5GQT8YxCvLTI3ZZ0ZDAYYDAZJ/zmbrFKppFAirVZrn37lecj7fXnuy7ogIUb4ucryCMSG4jZbPxC0Wq2UXuuW5ZF9Aa8hmjDWZcv6JfqzxhU/Pyz7nMtmIoH3TfroP7eD9Ws5c/C44blh9aG0Rf/YxeOenQG4PUzw8Y+CPD503SyrrkfrS/TjjW1dpuY1tI1drVZX9ojafub0vMbovtJzVs93aZceO2wXyXfdLrlm/fCi62Jd8X1rHSyLAxFP/KubKEkWZh4sukN4k6cXYP4vDdMGH9/j8uTXS65H16sngybJNItvGdnW5pUHpW6vNViscnjg64Vf0vKv8Qz+5WyxWKQFkzcpmiW2Hlr8C6HeeLGBzTLpycwGhpQ3mUxWZNBtsx66Hlmg67f0aumY3Xn1wiX5dZ9Y/W6NK26HVZY1jjSs+7qNVvv0BkbA41CIQBlf4u3EC7MnnzUvtWw8N2X86XR6M6XHcBlY88iTy+oDuW71q9VfDI57JkaKzBlN0uZI1oMs0OcbJpNJ2igCq4aAGGfNZhOtVisRJQIxjvmIS7PZXNn8yqZL1qrpdIp2u51i6bHnp6QTORaLRSIrmDjxNpD8vAPObvR4jPFRQt7QcRlcDj/n2DjlHx9kMwPsf/OifGa9eZthyS966vf7ySNI+mBjYyM9f+UYuBzhZe+eRqOBVquFXq+HjY0NtNtt9Pt9bG9vJw9e3WaBPB9lAy7zr16vJyOEj03qzSwb59avvbx5FsNFCEA2QHU/87NE2irp2POtWq0mEoqPfQuppPcdUi+TgtYxTQApfqP8iYy8WeeyhXhiElbkFYKs2+1iPB7vM770Dwoi12w2S326u7uLnZ2dfRt5fsmJyKmf6Tzn9RFmGds8TySNzG+Z62xcCfHX7XZXnlMAEvHE9fHY0/vcdrudrgk5Kc8EKUvkabVaaLfb6HQ66Ha7aDQa2N7exnA4xGg0Sm0YDocrMQT5WcmEmuwvtYyNRmNl783ebDLvtNdo4AyYpBfweivf5fkOrO5hLHvA2t/KZ8nH6Xg+6TWP82nyxzOMtWGp94V8j3+45v/cfqnT+gHbmi/8A4isbzI3eb1jaPtArulnEJfF7RbID6uyNsg6IOuKzB/+cUOeZRxrT8BrvT5GrPuYx4vIIrLL2qZJYz2GdHu4bo/QZBm1fPxc4HHHp1k0KaLrF3A6tpXlsyYm9T5by8D7HtGd6Ij1yfelXXpusDyWbcjzg/Po9ml7yJpHrGPdPmv+WusLk33yzGDSzbKP9Nyw5j/Xr8ejZePxvjJnm1i2l75v2VI5lCaeut1uEt761UVvSnRn8YLGC5AsDvpXSb0Rkway8nkR44nAA9ea4DmleQ8OSWtB59f39ANG59Odzw8FgWxE2CjjxZoXJYn1JHoeDocrg0yz32JsSZ6TJ0/uk9NqF+tH2jidTpPrrBUzReTma7zBtPRk6UxPOvnMJACw/xdfHqdWO0Tv8iASYze3oPEY1PrSY1HftxbM3DjTY5SNFq5Dxkun00GlUknGIP9yYy3UuYXDWlx03bodLK98LmL0rTLks2wedNwua93R60eRjnP9yUY/t4MfJGzM6fqtB1dusT9fMZlMVjw/RqNR+i5jVzwqeZMrzyC9YZH1QAxLYD8hIXNjMpnsWycEkoeNdv5lVBu1wNn+5008/+gixriUzeAfIvhZwG7nDL2ZEZl5vdMbNl0v/3DE6aWMnZ0d1Gq15BUj9+UZIl49Ir+k0fNdfpwQfbMHJv8qqj15xGuF+5T7SvpD6pGYhUw88aZNZJV6ptNpIgKY1JO5L/rS/c3rgCYy9LOHvemWy1XyySIfeNxw37NXn+4rPQa4LPmVXnvwcB2yv9M/2OjnJ4+v+XyOra2tdMRRH0HlsabHnX4eyljUxq4+0lipnPV6EmJT+kHIFo61xOu41q38Sq3L57na7XZX9ChElOiTSWm5L3/ijSeEkPQP7+f0/BMwCSd6szwVpO2S3nrOBs5iPB6v2DIC6wdzYPXFA95znvcA3j7T2p9oA1XyCCySwNsDs62lIeNCj2/9w7MFbrNFOvE6pj/L+Be96GO/er3i9vD6JOuRtu/EeNdrE//IyrFdRefa85TBuuGjzXrvxjrg+7yma7Igt/djWfTzm20cPT607NZ+nOu1nAn02LTGGe+1eW9v2TfcHv3HP7p40GOMoZ8v1l5fZPFIPm+8WW3z7AdLd/xjNfc5zw1pk36m6vZb/3PQ+tf5tZ2Ty2vpNWc7lX3WlCaeDh8+vLL48WZRG7LWALSUCuxnBnmDYE0Kq/NynSWf9cDjezyR9GSzytUPD16U5FpRZ1kDV+e3FiyuU9rFjL64e4unkTdpZVMpv8TyX7VaxalTp9LxAn2+WcvLD4HZbIZ+v58muyafLHiLhtaT9d1b7PmYhn4AeP3Ldeh0LJPedFh977XHaoNXt5YzNyb1mOc4OHL8wXNntmTk60UPh1w5eo6tU5fVV6wfyxDScpR5sOXkYch41uOJN2yyqfE2AmUeHOczxuPxSgyG06dPr3huisfNaDRK4xw4a8xyMO7FYpHS8eaX177lcpmOHu3t7aWNKRvJ8l/ID36mWG/FY4js/CcEsBAcPHZl7eLjVAK94eY88lleLiGbH8nnQW9seY7ysT/pFwDJu0WOSWxubq6QUfJ8EmOc4+mIgd/tdjGdTjEajdDv9xNBxGuX6I/7Uu4Nh8P0Czd7eQjxJM9ADmDrbbqkX6R/2ViSPPP5PHnN8Esp2ADTZIDE8JJ2AGdjdMlawUdQ2NtOZOY9lhCVQppazxpuj2C5XP3FXX7l12mkbdJnQshqA5sNwEqlko6LHT58OB1xPH369Mqc+P/ae7cex5bkOjhYxVtVV5/LHGE0ukEfpAcBMmBDfrZ/pn+LH+0nvwgwDBjwWJItaCyNRpqZM+d0d11YJKv4PTTWrsVVKzKT1X0sT3csgCC5d14jbxFrR+ZWuSu5q09o2YsHRgqfv4Vth7gH8pPPUOM08R99Ah8ms+GprQTm4fCeIHz16tU0LuFFxR6A8HpCH2ZjnvVl5AvZ8XXOk8lL9gZDX+D+50g9JgULz4EHsmx7MPQcL4Af4DKBySS5Equ6PqjOqGDdNSKe6dFujLf0Q47jCEl+SOMeVvAaw+XHNX7I4OZCLh+2amPb6cg5sBiTkPlisTiKh3HLDyHYbuG5FPVCGVFnJnd7JBLXncvpSDttF5SB0+TrKgf+z3E5/8xG4/KiHkrQ4Z6zfzO9XdNUHSOTE6+VvHbqb5Ul38NcyfmorLQ83F85vFuX9HpmM7EMeI3kfLg+6G9YGwAcS+PahMcll8vJV+OqXDg89z9HZLI8VLY9m3QEw8QTA4PTGXcqBB1crgF1cnNpMLgDczikoeAO4iYLDtcqp8qAlVNWGjQtjcflaUHr6TqT5odvdWvniRT3WaGFErVYLOLy8nJyB9dBnC1wfF/3+47Ikuuh91z7txZansTcwusmaM1TlbUsT23LXl1dXhmy9tZr2uf5QNvHx0d7plNrMjmljFquFtyk2UuHJ3AXxhn7Tl6nlMEtvKwc6JMvJsx5zuq126l95XMAFnH2YOI2m8/ncX19fTT36vzI44GNASZuImIyLtlYYKXs4eHhmcGXeRG4ua6lsGw2m4k80fpxXFbg9Ukyk+oRT1tHMP4hS8jFeYqplw7LismB/X4f19fX0/mByOPNmzfx+vXr+OKLL2KxWBw9sNCn9I+Pj3F5eRnfffdd/MM//EO8efNmOpeL8+J2ZMOOvXxwjxVFPPVmryLOW8etKot8hpJ6QhwOzx/mcJ+Axw2Dt3WibRAX9cIZVXomE+Ztzp/1I5Rd5czrPW855f7D+bLnE4g3kEd3d3eTQuwUcHgOPT4+xps3b+IXv/hF3N3dTdv09EFHZtyg3PxbSVO0F5Oy0FHwG1tB2QiGHJDWdruNu7u76Vw3tAu2xGWyxNZetCX+M8l1c3MztRnGLtrq4eH9i1+U+GJdTOcQlhPScn0IYZ08X2oYfA64u7t7ZnPw2Oa1x5GZmZ6J8NgGzLYS+hfGAhNeejwJr02qC/K2JJQH6bHhjniY63XuQr/jt1m7Map2i+aBhzo8PkFcI++3b99O8xrmByWEuC4Axj7Gz+3tbdNJgcvuwnD7gtDC3O3s1Uxn1muIj3ZRrxf+KOnOZVW5O9lw/krua7kVaqu4cK2HVZqOS6OlX+t6yOF4zsaYg66BvjWbzY4eKnE/xnhzY1L7lJb/VDlym+jDGdVV+DeOXMDn7Ozs2QO6LC/Og/+PyJ3rw/UfIQ2zsrwUw8TTu3fvpkzRQE4J5jBq9DuhqOEw0tAcl687A9DFccLXfLRMmj8mGAwGVgbdIqbXuQy6APECokq4duyI54chz2azZ26lbKQdDk+urnhy+vj4GBcXFxHx/m0fX3zxRUQ8HboIJYnlkQ3skUkrk7em6yZ7bTfuW2oY6gILWeCeW1hU+WxNYKqgtBZPzlMX9NYkrmmxsuRkAQPzcDgcGYHZmHD5tMZga0HJJnc3obsxpnE0fdfuHE7nHbRPq07uHsuBJ2gsmgDmANzn8uh8oOOnkCNTFmHszmazo7dyaZ9RRd2NO33KquM+4onMcfO7/tZryIP7OYC8tQzwhMA17ru8FrCyw2ljXXKGgRJ16qnLT/gPh8PkPYUP5MMGM5f96upqOpSaz8/husA7BudBMSmuslKiT9cdJs1YD+H25DnCEZkMbmeWM/LDGsykJ//nc6a4bRnqWcFh1PuN24bXfvyHDBAWbcKeMi5/yIC9Zs7Ons4w4vZm2Wt9WFa73S5+8YtfTN4MbEzqmuj6rdaX88VvPcfocDhMW1/v7+8nb22uux6wfX9/P5FjfO4XwsLTig/Jn81m8e7du+mlBmdnZ1MaGA+3t7fx7t27icx2c4t6PfF9fXDpdIfsW8Nn8QrH0AeqrIejT3PfZQMS3/qb/3N4nh90zmIDlOPAK1dfmAEwaYw66HzJDxCg6+t9/NfxrvlxHTF/gCRgL9X9fj95EfM8wg+BnE6a9X/UC+k4Hc/F0TB6H3Vm702ts9MbGG4NwfzK7czy0zI6O5RtFH6w5NoIabuyuLK2dJZT4PqIyyebf1S2WPP5mhKxPH/yHI/7rJ/wGs7HKPT696nyYL1e0+Vx5TzmUA9+q3Irb87LjQHXFtk60aprq6+00h/FMPGEJ2SAPm2MOB50/GHGHuHYzdEZlJz+bHb8hgANz4fKYfLGeRBoJBjiWUNwuqooaVgAk5aSOtqg7imGm4Q4LO6D8WXiiZ/2QU58gB+/dQhPY/lpB28nQb5wY8XT7B/96EfTWyRwACw/ochcf92kowqk66xO5ipTN0G7hV+NFlVo2fjIyqHtzG2qdXXl7i1QXBatv8pRxw7Kg77B4aEMQGmBAp3VhcvnJiUtm/vP4VA+h2x88H2VsxopqDfGgS7E+pRS+56WucX2uzQ4PzZyoEByWdV44/RfOmF/LsjmCTUWIrzx6sZo6zcrCG7s6selo2XR+zquWanU+iCsKiKq/PM9XTt4PZzNZkdEgzsjRg9/5W1gPN5YVjjTD4c4s2Gh53fA8IJnERMIWEv14YprEzWeAG57Tt+1k5uP3dri5AFZqrzZiEF5OH9WQLnM6Oe6tSfbZslKOfcFfSMi56Py0Tc5nZ2dxeXlZUQ8eQLqGpApqGjv77//flKi9WEPp8FzoJatBe0TPEZAmOkaAsMY5zPxW/fcw1HE462lZ2dncXt7G9fX19OWUt02h61DfEC9zlU8HrJ7fI3XfJ0buLyQn5sP0YcLHryuq66lRKv2Udd33MNi5yV1OByOCBveRgrweHZ54j+uaZ9i0gkfnTt1PdLfnD50ISZq+YiOiKc3zPJLDFi2PN+7tZzz1/lH2yizMVi/ysJAXhqGv3XtUN00W0Oy9sjGoT7g4H6iNo/qBrw+tmyQrLyZXXIK3Brr9PxM78+g9ecHOkwuqbxY/8dHvW81/ZaekNlCI/XQPqV2HNZt5yGe5ZeVdfSa9hWnZ2d1OyVsCye91Y4zcpMwOoBT1HnygjKgrqv69A958dMjNxgj4sjNHQ3qDFNnOOhTUM7DGS9cx8fHx2cu+ArtdEw8oQPy4OGnIOxRgTrxuQuPj0+Hjs5msyMSjs8w4PRUBri22+3i+vp6OpT6/Pw8fvSjH8XV1dW0NeTu7m56/a/bK9xSLp0sHNxTaTexukmZnx5pfHy4P7myZe0HtAY3s9qtRUDTzRRgVaSRBxQW3h5wOBym9teDxF3aLg+tny4gLVnwgt+TlYbhRQJkDs8H2t5uPPcWkVaZMrh24/bFAsgeJfy0KuLY4Dt14fqc4cYnrz1OoeH52ZEWmTKm/YjDssKrhLZTsABHfLqyaP/Ve3xfyRUOp4a0etfgGtYUPXCbCVQ+dwi/D4fDRErgHmQIY4PLp14fh8NhegsXyCduU5UPx0XZsjbSOrP3UWveapF1PKbV1R/nMqjBr55hWg8up7Y9rvOHlW4mDHk7HTyloO+wHgGCDGVhYxcK+cPD+7PEXr9+PRm7yIvHAD8M5LKjrjc3N9O9rD1Z1q79tI1aehj3Hb0Pbzj0Q/bI0LkB24LY64jPjzk/P4+7u7v49a9/PW2xi3g6twnbdbjt2dDn+YL1Ni6LPmBR2bBOxWNVDVG0XUsHK7wHewvqXO50UNXR3JqhW4h47uSwmIPxdkQmgVW35y2tnAbGLsaqekyw/qQ6b7YmMpxOynMk3mq6Xq9jNpvF7e3tkbcTn1vDeY3qZ7q2uvlA77MMnR7q1gHIUnXMHhnOefbIXR2PXBd3ppTO/7we6fqCOYzr15INy4OR6e1so7o0oA9wvs6Waum+2tfYDkb++lALYff7/eScgbUaOjnmfZzN6cqFvLhtWI/JZJbJWscKp686D9tpStCqjEfWTC1Xht74H123s/89DBNPSn7oJKgTAiuTqsyx4sPKDG9Z0w7MA1O9paBgIW8c/MkC43QBVoh1EtEO1zLg+SwQd1+v6wTnlF3+zwOPzwZQuWjHQBxMqm5yQ7340NKI9y7p6/V6OnQTr1qGOz7eXOMO4uX6O7in/CNwBoSTqfZD18Za1pFy8KSgE002mbrJ9iXKoCrVeEoGQ46VVz68eFTRyGTbCucWs2xx4r7eqnvWvllZsgmyp9Scgla9lBzjJ5wcTucehC/kwDzsFmTuTy4O5r/WuNP2UOXeKboRx0qtGnmcLhuHyL9VBn4g0QLP7ZyuU7Z1nmMlh8kB3MPagzM7cL4CDk9WxRnkBbwroYQyQYIygKzh+evs7OnAZ62beg8odExx2TK3dSdj1inwFB/blVVPYQUbD52wBsIoYGKN80A85M8PSJjg4t8cHwo1wvMZUuptOZvNpjcNIt5ms5nqtlqtJi8F1OOLL76Y3iqJ851QHzZuGMjLnWeSrRUtQ+iUuNze7PGEOqE9IRsmiBCG+7Ia6gjH+i48wzk+5KfxMTdw3+Z4Wjfuk0pE8fyH38440jTd/8J78DZqgOdShTO+sz6Ke+ibh8PTNmp+8I5xvVgsJu90jDmQONDlUGbOC3Mkk566PjB6fcH1R5SZ5yx4TP74xz+O3/md34mIiL/+67+eyqw2IqfdGv9ZeZzRq2m5MYX/LXssW4+dLDIdTvWTTGfMZKDhmahQHQL9abFYTPML60nugZurU+te1m4OLf3c3de6OjnzGMHYae22ORwO1m7mNaklA3hr6zrCcfiT1VU91bBWaLl415GOFe0nTid0Ns7oPJ/1Te3LLaj+dEr+EScQT6vValI+3ITCkxPC8X8wkmD5VTHFgEFcZqBZucBE/fj4ePT0Dq7Uj4+P00F5KhRVaCKetsvpYWA82J2Cq4JnpUMnIYUq0rwY4cPyZNIJpELE88NmuU6sVPGTNzypjnh6ww4P5sPhMB3SuV6v4/LyMr755pu4vLyMi4uLeP369XSILB8kypNea3LPSCduZ42rYVsy5cGte7d1YDtlN8PIIHcD1w1Qrq8b4K1ywaCAURhx/PR8s9nYg11b5crqNiKXDKp8ZXlpu7u20fAY566vuXx7k6im79Lj/2rcANz3OIwaZ4UcvGhHPD+/DoAclXzhez3jLFuAOT03R/EYcmOMw7vrPWRzS0uxdve0LJmHFq9XvFZgbeTDPSOOX/uuT+p4HWQijxVi9uhp1S8be5yWxtf20DnXfXjc8pZ1XYcPh8O01vF6zA94uF+pocqHfbPhCVnwVkgm31DfzWZzJAe0A8rChCLnt16vJ5IP+SyXy+lMLjyoY/IE5BTXUeHay+k+7nprXWkp9m5MsW6hegZIQMTN9Nftdnv01kQtO+tKvN6q7srjQscXx1G9JBuTHKcFp+8W2oCMZ7MnD0nVYbO51aWVtSPGJBvV+L9YLCayF+eO8YcPo3flYTuF++NImRXOrlG9GvMWXkL0J3/yJ/Hnf/7nsd/v42c/+1kcDs9txJb+N1ouxM30ZadbZ2EyvdDNTbqWZPpslqfWQa/zNU6Lz+nDvMbtwToIHj5nW9NdOXm9PEU/znBqu2p4LgP6Ga/1TNLw+g+Z8CH2PD9HPD0A5HHH8uMzAB8eHo74A8hId/c4xxv+zQQU15m3aI+c6ZTN55mOmMl6ZF3I+nUvz5f0o2HiCa+vdMJiRZInKr7He5jPz8+PXqWpjG3E8yeT+GbCar/fx3K5PDq/CC6gcP9kN1UohxHHHlxg6bWzQZgga3RCd8YOoI2tBqlTfJmxZRc8KE6sWPKgxCSFeqoSqk/98GQFg0Bf5YiBfHt7G99///3kYr5araYBCu+nh4f3b8DRJzOsqDollJEZePxfw6v8uO9pHqyQsmLObcSGrg62zKjV+rly6gLGi5cqDSorVdSxyPChkriGN37gnAkue2tBbSkFOqFond1kw2EzubiwEc+3LkU8P48LSiLf14NZnfw4LZWxM6pQR20fLU+rP/FcpcQ0fxeewOO6tbhm8632eQ3Tk/nHUsRQVh1fLeWgVZZevVx+Csxt6K/uCb6mhfVluVwekReqB2AN5+1Zbr7gNHmtOEXmXDan3Lmxytd0zdBt7UwKsdKp26lUBjpP6RqFrYl8lhaXhck+Pl+I12ieq9hY5vMv+MntfD6Pi4uL+OKLL2K5XE7p8IMLeOzAYw06k3vaninALGttBw6H39ka3xt/ep/7lcuP20kJIwYINiYcOS32YGrlrzqkK7MzDjPZsWLv4OYYzrPWmDbc/Jf1Kdx3aPU/XpdwDdfhRYrxCh2av5nIcf2kZRy2+oDWHePD6dYgm3iOXC6X8Yd/+Ifxb//tv43dbhf/8T/+xyM7rqVb4trovK/re5amxunJIMsja/eWbjJSllPKhz7C3qSYg7it+Dfbuc5h4mPqNw4t/YzvO/BaousvfzisthnLBjY+r6Vsh+MDj0O1BZAe5v4Wocr1R5vonM/l410qulb8EBidx1y8Xn9/SZmHiScoJM7Vk199CPIEpAQaEqx+xPuDyvVtW9zouvDiHn6DiIHrPgYnAIUMv9G5WEnF0zyQTtwZVJiq8OngzQxzBh/SqsoybzHEQsPnR3CndISOlgWGOA8cNgr4hH99Ssr5YADhDITb29tJnuzBdnFxEavVKrbbbWy32+nJDXtB6YTekpX+V8OE5a0yRX745rrxpMBtqJ56kJeWk/+PLKQ6ObIMdPLj9nJ5shHAZOJ8Po+bm5ujwxx1EtO+3KqD3uspNQ4fOnkqkcOTOHtJcNisnFl74F4WNoNb8HicbrfbZ2fX8W8OX3gO5wmqSgW3ARuTvHWC50pWuNwYZDhlfPSpFMDrmeah/U37L99/fHw8Oi+M0+Pw2ieRHpdBxzMrYwxeR7Ee4TwoXkcjYtpSwWs/2gHx3XwEPQIeJrinTyq1zPwf65K2AbctiBWVH29T4zOs+OHY4fD0RlA9MFrHPvcrlj/S5i17fG4UdBfoVu7JLuQIMoiVc37rIOSO8rF305dffhm///u/HxER3333Xdzc3MRsNpu+9/v99EY2lFPnKe3DLQNM1zIXtmeYtAwVNTCcsajthHOeEJ+ffiP8/f19XFxcxMXFxXSAOBt97sEI9y0d21mdXL3dGu3qhbKqTLVMbu4pHIP7qTuWIJtbs3SyvgrwLg4mjHEmEnZy8FyjurmWD0De/BCey69pqGHMcTHP83yFA8Q5/cViEX/yJ38S/+7f/bs4HA7xH/7Df2ga6G6+GNGD3BrpxpqTS5aXG5Mjc46uvVm5dD0YLZfmz3NPxHEfcg9OMBfxupU9WM3qmoUb1VmdHJ2e5eqNvrdYLKZxACcMHq+aH6/H/AAH298x57P9xDYV6zUYh0ibjy7hBzsAryOqx6BMnJ56grt5Z2QdVHmPoLUWjaSvOs5Ly3ES8cSCVI8mXsAx+ajnDeJjO5AqNq2nhzpps/J5fn5+5LHEB7AhDd6brEqyuri7QeGIJ4RhjyKE5fryJKEKBeQJJYfdbN2E7SYzVkZd/qgn4ul+cFUUGfwklcvPLrcXFxdHBOTZ2dnR2RfcniOdMxts2UTG8uU0tH9xn+H25MWkpVDj/ikDTNNXqMxHFqqI4739IJ2yt6idglPDM7hftyZKnvxUnj1jhuO2FlSHD6mbS8PNEeoSr4Qzt8+p5f8c4JQRfTjhlL+RxVoJbFUUVYHUdWek3KycZmM5C8v/oaA4eehYcPlw/9P5Hb+VgOdtRJBXxNMhyofDIVar1WSQsIGEcJiT+JxFLRPXFXGQv9ZP52keN0w8oLwc5+zsLF6/fj2tR3yGFbvXIw3d2qKHh2MdRXh9sx2fj3V+fn4kKz6QGvoP0mMdQNdjR2hADqpfcf/FuhAR8fr16/izP/uzWK/X8fOf/zzu7u7iT/7kT+Lm5ib+63/9r/HTn/40rq+vJ9mdnZ1NLxPhV8qr0u90N7eWZfNuFl7HqQuvhClk5cYCrvNb79y2581mE5vNJpbLZVxcXEx1536HdgbQbgrWt3Q+cmsz93stv/5385HTc7iMBY9s+7tbG7RteP51bde6jv7IY5/PvmWvSPb2cOWIOD58ml8owLYFrzX8gc4e8fSAHMS27sRAnbEj4r/9t/82vdjp17/+9dGb+NR+ydYy/a3o9XW+prZQC24d1vRH4rX0Sk07S8vd137nvlm2vLaxrZN55rag9dL1JZufOW7LDtC52j1k4zWQr7fAdeS+rx7GbKuyzCLiaIcRbFjE4zWF+zSXMSu/1p/j99qkN05G7VKnL4/EaemaL8Ew8cReJFBa+QNl53B4fhAYlBkoW46QyAwMVR5UUeH0VfnhgQJXdxyu6ZQ8516OdJC+Cnw2m8VqtYrXr1/H4+PTYaPsIuueWEDpVEZXFRlWpLOBD2NXFypuM3d4qyOeIActL5dBlbj7+/ujrXjYDoY3HaH9HKnXm7S53qgjl4PbJ3vag3iYmCFvJtVaCxXLW9MdqU82SUPWLHu3kPJEjgkabY3XOGfu2Fo+LYurF8vWGQFZGd39kclN5afxnEGhhhrnq+Ne81CMKEa9cgPsScJPpFi547mucAwQGgy36AGtsefazxkBfJ3/68MGve/K2FJKP0SRzdbB1hjr5c9zkKuX5oU5HGspt5WuG1jftG4t41vL1po73Nrg5qkvv/wyLi8vIyLil7/85VTO5XJ5tE4+Pj4ePdVkfcb1MchWDwjXs6J4recn0awjIU1+C55bK3GNlWieC3WuW6/X8Tu/8zvxe7/3e/F7v/d7sd1u46uvvorHx8f4n//zf8bPf/7z+NnPfhbff/997Ha76XgCVrh7T8yRX0uh7c2h2ZjKro0q2a1yct5ID6TgarWKy8vLuL29tTqfGhn8O5urWvVwY2HUKNe6cDqtebMQk+dDxBNZ6/SADK21JfuvbaR9iecUzCPQXZlA0L7CZDrOqAPZzrq69gnoJXreHHvRsAck4+HhIf7P//k/EfHe+/Xbb789OgPPyWvUcB1Z11q6tluvW+m5OFkZtR11Deql01qzTgHSZD1YSUKkzw+ls3q10Cqza9devTKbIsK/iOcU6BzPvAB7PQEgWCOejsVgBxDnwc0PjFy+GbHE4y/TgUb0nlOuu/RcOTL8EOvHMPHEXjjq4cMHXkc8ZywxqfN9bhSeSBAX15wxyQoxlKSWMo60sKVOlW0Oh2vsdgpFlcvO3lGr1Sq+/vrr2O128fbt2/j++++nCViJMVZ2kV7E8wWIFSKFDpzZ7P1ecZy7hMmH5XQ4HI5IMc6Ly4GytBQolI+V6s1mM3lAXV1dTedsXV1dxfX19eSRo264jvhgZhl1ZVKQ663thr6mpAQW5dVqFXd3d0ekHMvf1ZnrnpVZ5aPl4rSdUsmKAerrJiu8ZXA2ezqHS0knXRg5fS2jtrUbm04GWicnHyfHljLm/kMWLr7WVcuTlfel4H6PfJwSqKQ2iFj2iOAn4oUnYIsLrwURx9thI17erj1ld/S6Gx+6/jiFwhkf+K19CeuMzoUaP1svVF56P7vGeXH+vPbhyTpvRYo4ftKsczCvm5lC5uSF3z1jnD24ZrP3hO8XX3wRX3/9dSwWi3j37t3R+UUwzDB/Yusgz42t+Q558FNTXqeWy+WUJm+h4zNcOA/1ktG+xe2h+pAqwbPZ+0PFv/zyy/j666/j6uoqvvvuu2nb5E9/+tP4m7/5m7i7u4v9fh/n5+dxcXEx1Ts7W+aUOeulY9SNk16+6FutfF3f5/94CIg3+kJW0F11vncPBFvlcPOB6nIObi0fkQnnUfBwD84zHcXNOSPrkZuvAbUD0A9ZX8DWH+gWGgd1wFss8TIBePBx2VU347mLSTjcZ/1Yd7bsdrv4xS9+EW/fvo13797F27dvj+xAJ6fR/1kaPdJDr7fG/Gg+2ZqdobcW4z+TQ+4hqtNrnQ0SEc/0SXdOXcRz70cnJ+4rmS6j6b5Ezpwfx2WiiD8qAxc/08dY91A9ireXI39+QKS7GBDG6QcqD9W/WjLg+f3/ZbT6wyiGiSecf8BKlPOcAUbc47IJ2XUyHQBZg7cWZSa02PvADXb9zQehsnJ6dnZ29PrQ+/v7ePfu3TPjE2XUa1q2rE6ZDCBfvF0OCw+/+hrpY0C18uL/qkCpUcLyYyb48fFxeuoCsmexWMRut5vOgVIPOpZ5tpA4BRhGkAPHYaUCnndcfo6jE5a2geahk92pEwdv2XCk3Gw2OzrQkQlEfZLhytqb8LJrOhG2FnmXr0u/pSS4/9k3fvcWeAc3ybeUyiwNB/W+jIijvsdPoz508v4UcXl5efSkNuL5vODkxvMxz3mufzCZxXNEpuhl7QTvQy6D9i2dgxWuTvq71y85Pzfm9T7LyqXHY8KtG3jAsF6vp+1obJDwmq/zLN+H7LJ5Q71sNT2tn3oZrlar+PLLL+Orr76K2Wx21LdglIFg0fMwkD/khi2LKAsTTbztnLfw48BuJrT04Qv3DdTBrfFcZ36AxW3pPBtwhsxvfvObePfuXfz617+OX/7yl/H27Vur9yB9flsfl9WNEZYV4rN+xfXTMZEZCq4/ahky/SQbCzo2OT76JPrG1dXV9MYxlov2zUyX03pwHC27699cz9aDQM2H+wP31cJzYFzDSMfh+pmew+A+xmOA+5ibX52ug/GCeWE2m8V2u332wArnqmof4fnu9evXcXV1FRcXF3F9fR1v376d6qre2NxHVqvV9CABejrKD32GvaHwsPnm5iYi3jsf3N3dHW1FdvLm3y259NbibNxkbYV6ZGGdzurWVdx39pMb026OxTUQhPP5PK6vr4+2NWu53frHukvE8wOsuY3duuYcPLj+PI9l+Ts91qWZwa3jWI/1HCaMkaxvsYx5/eF+jvrjiB4+K1fPWWTyya0xOvdnfTCLo7J0cVpyy+K4cZaNlV4+CKPtlJVlpM0jTiCemEHlp3fu6SV+ZwN8ZPFU5UvDuP8atmeotJTZbJJkZSziSeHjbVt83lSr/K0yufBuQGMCAfHEA5bDs7KqaTu5Ovm36sIyhKKNA+JAWuLNAZCTKtBZp9WJnpUwnXAypZ2JQD3jqYfRweTCZvVipRAKRUQ8ewrO3gXz+TwOh8PRa3ezp/KnjD0X3sU/RQ4uHV2MRxcnjZ8pJfq7l1ZPyXRzxIgMefw4zzt4U2aE6eeM3/md34l3795Nb2kEScwKFStMqujqeSvaF5zHEMfPFFuE4fiZQcdp8Tz8+Pg4jWE2xN0879Ji5Vbrp4ap69tsPDiliY0aLQ8ro2dn718e8tVXX01ETkRMdeOHUlx3TltJP77m5MD1QR46/2MuxeGkl5eXcXNzM/WJzWYT19fX04MPfnMstwfnz/LmN95hTuZ+gjfGog43NzfPXuTB9VMvVT4cltNlYyGb17W/Pj4+xtu3b+N//I//Ed9991384he/iFevXk1vqWUv5MPhcLS2MOnLcsjKwNd0js/aUtHSxfBf+4YSOToGXF/h+mh6/KKZ/X4fq9VqMsIz2QPZvJLNMdpmWm+3rrt1zsXnrZ96llnhCTAyedxnuhqfP8NjtKUHu/nEhUVZEIb7CTw0VVfg9NHefEbU4XCYvPdACM1ms+lB8OXl5XQcxsPDQ6zX61itVtMLam5vb4/y0hc1IA/oN7e3t9Nc97F0RwbGVyZDN4ZaeqHT7fheTzfVcZ3NDbrlDXFBomBuubi4eLb9W+uRzaFab7Q9EzbY9s3erPqQTtfjbCy05qWePDSeAmXElmf2xNM3pmv7KZnKRCmvpRgLbFdh7b67uztyJEF+LXsxWxuy/qNrV6bzaJyejdOKq/mcgt7Yzda7Fk4intjdU9+c5hT8rIDuWzu868iZ0jUCN3CzRUOVuAh/WCQGCZ4SZHV39dE8tY5uknTfyG+73cbd3d20xU0Vcn1Cqoq868yqIGmZVRZcDyzq2+02Li8vp7OfQEIxq8weUDookaYqjnwPT89bckUb6t7crG3cZO7a0xl8WsasLnhaju2R7DXGkynOJpvNZtNTdPUs4PbS/Nxiwgqukxvnn8GNk2w89pQAzksNLic/zYvL4LYHabldOVwYNw5Zpq25icvPYXhBLBxjvV5PnhuOLOe5iGXfGsMZWvfduHbKqJsXOIz2X/6v40aNSE2/pQy7OdzNly2lsbe+oj0wd+M8EZ6H+JykrH2ysihU9lk5WcnEnAqllc+/w3l4vPaoAanrjKbL/1FvxFflPcsDacPDgBVcpwe15Kc6C/ej3W4Xb968mepxdXUVNzc38ebNm7i5uZnKhrpFRPoK914bnqKztfSh1pzc6qvuvxvDuu65/g2vJ25zfjimZdBx6da6TIfKvJmcrqmy0P/8YdJpvV5beX7uwBhVT6VT4vN3L2xr7nZhWcdj+4PXCYztw+EwvVEaeiKMaNhqX3zxRVxdXcWrV6+meRuE02KxiH/6p3+KzWYTt7e3UzpIX3UyJnp1rmiN4Qw94/YlxnNPF8/mIL7fm480rraR/gdYpjrns3dtC86Di+c3nZ/4PEI8SNA1R9cRTT+T1aj9g3st2aPPo2z8QAZ9z8VnnVr7rXswAei2uuy8XCcTF8bVUet3KjKdcDRury/938ZJh4tHPJ9k3GStRuOIkoB4vTCcR29i0HRHGownCH0KkZFpmVLRKr9CWdwRg4fDPDw8xO3tbcxm7w9U1W0HupWgp8xnE8Ph8Px1kZk88Pv6+nraioBDyKEM7ff76Sk0Ey6qLOrWSDYAMNm4umHCYpdTnTRUSVWPgBGF5JS+xsbRq1evYr1eT0oD6oM6rlarqf3wNFo9DRmun+qk5QwELjt+uwXILbKZDHBN+4sqTDzmtO9o3VzbZHXntN3Cemrfd22rcd3YUCPncDhMZGLhGPP5PF69ehURMW2Fiohnii0ABSpiTLnPFEykpdc03KkLeDbWtCyqmI6kd0rZdE3jaygX5sms7HhKCkIFczr+44GCvl2zNRe6OUWVNzdWnYLviCcQCfw2OX7bkyuHGvDqcYow6vnNxqF6OGm9MM+7BwdcFueJpeEzmUInwP9Xr17F3d1d3NzcTAQcwPMWP5xxOl5P58oME33I4eZ9XHfpct6aDq/xOtdzfC2Tps/kE7zndEzwnDMiE81D9dYR/dGFU9lpv8XLXvDWscJz6BzA30DPEO8ha2cNo31ISclM90I8kKUY13gr5Wz2/ry3b775Jr788st49erVRELg/93dXfyf//N/4vr6etr2hTlKPbRBUnM5R3RkRa/PZ2NqZB12Y+olxndrPtNv/GbbhNNQsokflvNbzLNyOD1V9duImOwHDocy6rY1fNSTXOs60oc5rK53Ld3H1TXiePs5n4vq5KSeZfrAPNtmeTgcJq9Wta0y8smlk9WB0Zo/3PrGeb+k774UI2vZS8IyhomnCH8wmSpLbNxnQnwJdBIZ7QAcZnRxR9iWoTmSlpY/U5576bsJlD8A3AXX6/WzhdK5+mfoGUtcBg6Pb/U4Ye84GCkwDM7OzuLy8vLoDCgtC/evzFBpDWpHfCCuDmhWvDk9195u0KlsNC7+z+fzuLy8jD/6oz+KP/zDP4xf//rX8c///M/x85//fLqPLSPYcqSv99b8W+XSMD1k/bu18LQW6FY+2r+c7Fyfd8pab65RhUH7Tmuid/m16sLxAPbeOWW75+cCPXMD8wEraBjP7OnIhn+vfXhsq1Gp65gzlhFW03T9U7eUQSlk5YrrwGlq2V0/5Sd5zntR69zyYMzKroBhDoNGy6LlYfk4BRDhtPwq58zFnuuKhxvL5TIuLi4mz1smW7hduS9pO4FY4+0rqA+21KuXqq5XKlttByj8u93uaEsA0lRZ4D6IP+0TLJOzs7Opnd6+fTvVn988BQMUBxpzm3DZWd7uybPWt/U/03/c2tJa61SmWnc1HHgsLhaLo/yYKMVcggPG8YYwLjOXo7cGs3ccY+QBF89FvHZl/YvJAniZ/980Wn6b4NrOzeut/t7Tp5x+yGiNEW3nTF9AOMy/6KsgT7/55pv4V//qX8WXX3455f/ll1/GX/zFX8Svf/3r+Ju/+Zv4T//pP8WvfvWro7P8uGz80Hq3201zBXvBujkoq69bm/S+qy+Xq6dvsezcmMnK5NLL1kLV9zEGeYtXxHNvftYDQf6wPPQhvM7HnAbmOvXEdToDbAvVq3XLqcqS5aTX3VykZc3mSJWx6ueoN7bD4ZobK7iOB07aLizviJjWb6yTTHS59dzVXWXAdXXrG65rGKebqoxcfiPI1l0tS1a/1jx3SjkYJxNP2R5eLoj7fSoyhQL/e5O+3j9VOE5x0vs9OAWZ09bytQbzaD76FpaI509fR8vP4VoTUrZ488LNyjT6ELw+1D2SFfqecZ6VjycBHtSqnMKwcK+3HoEuaCN9DvWcz+dxdXUVv/d7vxcR759Q/dM//VNEPL2aG0YJG0ytxVbLdUo/1f+nTEAjyNIdKQ8v4Nki5xSNXtlbk/KpUAXBpT/qCfI5A+dPXF9fx+3t7ZEyxS7iEZ6QjPDzZ4u4wHU3R7DSlrWb61+srDrjQfuEotVf3frYqldvPlDlOlMW0Q6YJ3/0ox9NbzRyZxmxzN2DK8yFrjzskaN1cddxlgXepgqPHxwkzmsA0mByh58G4y1vTEzpuZY8JzvPJDYOZrOnrQ5qEGSe4a5POUWaoZ5LXG5sc0cd4XEJYwQkHQ5Tbc2f2le0PPwEfQTcP51irP0TeemcD2TzMBttLh7aA2+203QcIcf3kL7zvNV4HCYzshGf03FGi3qAr9fr6exIN44KuR4OuLkf8fjbpevS02uuv3Nc9kBt5Y34ePAMwuPLL7+MP/3TP40/+IM/iK+++mraEbFer+MnP/lJ/Jf/8l/ir/7qr+Lv/u7v4le/+tU07qGb6vx3f38/6aVan972MNWRR/VkTUPXYTX2Xb6uHFoe95vL4dZY1T30Tei868TViW0N9XhyD5G0DrqG8FqiOpHO1bB7sD7c3d1N93U9a7Wr1ikrXyu8XnNrPD9EcDsIuO48D7v5Hr/5ARTLhz2R9eGPwulI+r81xnt2QCb7U+yU1jgZsUF6YUbGsmKYeDocnlzSMrfATKCqLLuJ3A3uXvoZnAGik8sIWopTpvDw/ywf1wmcwu+uZZ2QByvOSAFzy2xupsBlZdaOz09+XP3chBERRww0+s92u508fzARIg0QQTppaB7avqz0uYWOZTmfz+P169fx6tWrePPmTdze3j47T6YH7dP8ZNzJUMsE76+Li4vpLRfI9/Hxcdqn74i40UnDKS86JrU++p/7bG8hydLL+jz/zuYKXGuVl8uaKRCar5NVNjZ6k2o2hjXfl7qmfw7A29IWi0VcXV1NY5JlCyKWCXYoeCNGlip4QK99Wwquuz+yYLcU3la5tbxuTJ+inGT5uPmct6/hKfp2u403b948I8a177tytXQJhG15gwEwmLCWwGMO3qJuDcVvfkLNHiP8RF/XUSWdNH3Va+DNhzmGlVpnIDioUq0yzeYgrLlsEPF/fquPen+5NtK52YXha62+mxkuuqa7eTmbR7OyZWOG74GAg0cYvIYyGWRw+ofL14V3axWPb9Vx0Gf5TU0RMR1gXPBo6ejud6bLuLRG59/WXK3zZkt/4vlktVrFT37yk/jmm2/i1atXsdvt4vr6Oh4fH+Pdu3fx5s2b+Ku/+qv4+c9/Ht9++21st9ujuQ+kND9MiDj2NuH5kuekEbugJZtTdaPW2sL56Vw0skZmcxPu4aNEk/P+ZehDbtVxenq2zr9of86Tw+vDHTwEwTwBBwDefpc5K/TaxtkMrbAsS5SV/+vWbzcO1COU08R8qW3BD0e4zc7Pz4/OHW7ZC6PyyOK+VEfTtEbmj9H8euPiQ3RLYJh44g7Jxrn7Vqae76PQ+sRJG487yilKuXayUcXIGbSt/J1xyR271xH4t27H0EXPXe+ljbM3eNFw4Vr1cv95gkO5MmJDFSW+zh5G9/f300G1eOMGK/sgXrhM+PCix3mzbCOOXYVR5tVqFV9//XX88R//cfzd3/1d/PKXvzw6JB5w7aNtrUomX3PyxcGvf/3Xfx3ffvvttAUC3lcwmNzZV06Rzdq398SsZzy4scv3WgtzFiYro1tYWW7waOBtDy2iUA0YTsvJz81DzsU6W0x53nNGhz5B7XnzfY5YLpdxeXkZETEpy/zmrfPz87i/v58+PBdhzoh4Pm9mSpAuyL151o1zRUuxHVmPekaPywu/XX915TllTGgZ+ADmH//4xzGbvd8W+e2336bEk/vdUuq4jCzrbI2OiMlgAvF0OBymeTXbSoD1A0o4K598ZhUf3MvlcyRNxLFSy2miD/P2FJUNw7U/2rmn4HN9eTsH15UJC37A0VKqdT1vhesp5T24+qne2FvDcI11Fbdu4RvEE+S1Xq/j+vratrOWM8J7W+EcFc7L1Qm/nexcGG5PbAvEVhr03c1m44X7maM3ZnQMjBpbPUMz6z+sH7gHYPztwN4by+UyfvzjH0/nh97c3ExeTff39/Htt9/GP//zP0+Hj0c8Eff48IskIBc954nnSt2OrPVVvVjrNypf4NR0XLncusLI1kz+5jHI/xEHaybPH0rs8Lzi6qX2lMZTIlrBXuPwfsU8MZvNpocs2GGBOStb31rzfqscGkblCNnx+sa8gxuvWn9N05WHtybqFj/2qnfrnBuXI/jQtXA0j57sT9V5WzoGcOrYPcnjafRpmFMQndLAaTOYIMgm8WzP7WhdMsXDoSdUHYRZmVVRVuW7JZtswnb/4WrNxllWNqdIOaMkyw9KaKZEafhMziCi+PwnfXKXkWj8qltW9Dm8I0J3u128ffs2fv7zn8ebN28mlhvh2bDg+joFkNNmWejTIGbzD4fDdPgryoe31unWv96Ab/XfXruMjqNT8hhR1lx5QrSWNQAAsU1JREFU3NwBufGZVyPpueu9saNoyZ7LPJKeem2cOll/Dri8vIwvvvhiMobfvn07KbdsUN3d3cXbt2/j/v4+VqtVzGZPZDa+I8Y8KwD25ox4/kQMcTit1j3+7ZQX9AMoP25rBaej50Px3Iv/ui6zApcpuaqEOyVNw4I4PxwOcXl5GYfDIf7hH/7hSDdwCivLoXdGkLYFvltzBF5esVgs4v7+fnpdNYgoris8gjG3oG+BaMLWlMPhyWNIPY6QLiu/KL+GRfuiLdX4aM0jqhsgfVae1bhB27Fs8Q3Pq2xLt0LXiqys2rddf3Lt3dMRXVzn2cxl0HNVWDZOkebxstvt4t27d3F5eRkXFxeTIc5pI35rm1xWVy4/xr7KIpuv0H/Qb3GmGb9k5f7+/ugNjoXncMYkj1c3R2Zzu1v3VZ/h9PQez+WuX0Y8t4uyNQj981e/+lV8//33sdvt4rvvvpte4gMdU8l4zLeYA/ncJk2fCfuI92+jBcHZ6rtcf5UJp6/ydvLgdnDpnGqHaH78W+cS1uPVy5DXC3wc8ZSVWfsT54Pf7NmN8rFt7tZ8fvCw3+8nLyfYi4iDPsL9INtG7PqyyjR7eMt9ndcxdhZgeTkPJCcvbU+UWePxLhIuP9ZC1iFdnu6eQ0tGTu9x67WrW+9/tvZmaWbl0jHo5sDRdIFh4sm9ZrAn8Nb9VkftTRp63QnYTVqqYJ/SeVr4kPi9hkO67hwMDsMTI0gb9wST08RvJ2++r/da5czScJ0W9QILz8QmyCe8nQWkVKYYI23uDzpw1HPp4eEhbm5uprNAeDuGk4EunC6sUwZQDzyRR1zUdbvdTkYlezllbecmqhG0FuwRnNruLw2rdcRiCRk649zV5ZSJ8KVl7uXRU8IKx3jz5k2s1+vpfImvv/56ugfFDgcxR7x/8x2M6MfHx/jNb34zKWWtcRORexZwHEU2X7eUHw7fWq9cnmrctpQJTduVya0nrkyq/LOsMF/f3d3F4fD+rL6Li4ujsz8yBZrLNbr2ubiAkg+ZchwRR9u5UQc+ABbbBzH3avpYZ1UeMArUuOByIB88TUYczPvqRa5lz7yoOZ2I9tuRWOYg3NCerN+5hzvcD3rjJeujmQ6i7eX0M/7W/uN0Pe3frCNpWTVPhFV9BG2U6R8qI3dGUKbEZ+uBjhGshSCa5vP5dHYXHlTBY9ptlyk8AWMWUD2VjXkd7wjD49zN4W4O498652bXGG7tYFJ7Nnt/wPgvfvGLaWzjYSZ7MHH82Ww2HdHBc46OafR9zGPs7eRenJHpq278ZfVr1T273rMfW2sozxXa3iwfJUvQDkxo8DU3X3HeThaujLPZ+zOauH1Y5+F+qHOOto/zfl0sFtPOAt6qrv291Qbcvq36og/xfx1PmcMLoLaxErjZgxTOj8kuJQ0z3aw1Nt080QLfd96O2Zzg+kzLvhi1PXpjkGXS0+MchoknZcidYJ2imSnkWgFX8Eyx0I7PT4oRz7GyOhiArCFbE8WI4pApYlmnzDpyJiNNF5MH9mdj0Gn9VbHjay4/VqK4TL2Bx/GzsFCYeJGCArVarWK9Xk+HfO73++kptpavNchZTjA2YHjc3NzEzc2NnWBacte6oS7a5rPZ7Oip5NXV1bMnSqwwQkHIFg/XX5xCq+XWdFrIJhaMq9Yi6fqRU6h6cVTe/CSE5avlzSb53sT/UmjerfxUASg8x7t376bxvlqt4urq6mh88dY6fnvn4XA4Mrp7/bw157bQm990/LfWmZHx2OsrPQW7F/4U6Py32+3i9vZ2MnyZxOnlNToXcfisPBoOYWGYAzhLEH3l9vY2Ip4OEOUHG0r684MdfsW4vlkoU45RNhh3fIaUyy+rm8oXxqbz6EUYHiMqH1znc9OyJ8sqe7c+jsy9LV2qFX9UGXfXsrjZb34YNpu934qy2Wxsnq1yZ/3Wbcdz4fgbbQ3PX34Qwx5r7LlW60wOECXZDosR28SFewl6aajO3nsQDY8V9GM+n47rq+krAaz3UW+8VZPBBBSQkU8jcHOOq2t270OQ6bVcFnx4hwXGvNtKx2nxf0eIcz66tjr9282prTx1JwUfMcJeuVgvuc9kD0EyWWl9uA661Q3xmRDuzWNZfs6Gcff5v7bd/62xPZKGruV8PVuDfmhoe46Ow2Hi6e7u7hlBgIZpTdzZ4q9wnQAVYlfkzNh08VzaLcVBB3OmWIzkx50hU9B6gzP7r3nzkwbIC09v9UDUrD7ZIHNuktkTPy5Tq0482ekZPSgL9p7v9/v48ssvp6fVII1Uydd+wf2G70M2Gt8tEE5WXIeWEqCLAxb/6+vro6dF5+fncXt7O9VXnzi7/HuKPIdxpIwznvEfC6gqvXxff7fk1ernIwoJFCco1HroHytL+tvJKGtnbctsXLfKfDg8EbQtw7GMgRzv3r2bti998803cXFxMckVB0ZjzcE5dpjn+DyoCE/+cB9x84b7zXEZasxnLuXIqzX2eH5y9zm/rEyurjpeW2PfQcOzovjw8BBv376dXo4Az7PWONR1hmWoa6ZuQXL15TrxoagRxx5OeInFxcVFPD4+xmazOdqKjkOYmQhikh0eQmdn798Gt1qtpi0LHJ51JN56gTWA16b1en3kZaSHjWf6k8oA/U6NCaeocjysp4fD4Zm3l66N7sGT63stxZPvsTcQ33N929VBlW+N29IXVZ74zf/RHri2Xq/j5ubmyLPA6RyuvVz9tRwqX8iI4/Lh4XhjHfLEGWT8QMvVq/AEGNURYXUe1QudF0wm36y/ufm4F64HbevHx8ejuQzXtH/xGNFtz269Ug8+nq+UdHI6UlaX1hyl8nD11v+ZzjqKnr2FdmMvIS4rrwccHvdZhkgjs6nUmYDTcmuhk3HWR1HW2Wx2NK8xcYgHJOzt6frmyNzP5WYZ6vZ5Pkda8+H/2Rhxa4tbO5ye5x4CabwWnExG+39WXy7faFm0vlk6fK0lryxtgL0tR3DS4eIZg8tnYShGDS0VfKaY9NJ2ndFNRKcsxr1GcIx1lr5b3LL8Wp0Ev3kAw+16uVxOW8dcnMz1UP9DTm5bBtezN1FndYGyrJMyyohy3tzcxNXV1aRw4cDE7LA5zk+3QLDctIzZgp8NPDWaOG3+4GkkT6gYM3d3d7HZbJqH5zllRcuoyBQjZyzovdbkoWXQPHuLgks/+899DQSD82pRg0bJ8ZG5Y2SB0Lw0/ujCNCLnzxU3NzcR8V5O6/U6vvnmm2kewBYTEJGLxWIaP9fX15PnIgBjjRVvnc+cC7yObzd/6vyHMNmT6Kx/ZPOiG2euv3L54PmrBoSm7crG97V/ohzwskBe+/0+/vmf/zkeHh7i66+/jq+//jpubm4m+ejZMtn8pfVAnu6tb6zMc3uhjUEgoZ2vrq4i4v06cHFxMc2zOCcM64jbfsJlQ/pI55tvvok/+qM/ipubm3j79m18++2307Zt7mtMxuGebovH3MYeSK7dlIg4HA5Hb19zDwX5aTJvqVgulxHx5O212+2OtozgXqYvwfsQZeGtPkBrS5p6zipOWeOcTqP9WIkopw+ooYg+vN/v4/LycnorGPdt7h+u7NyPuN0zogn30KZ8DUQhezixJzjPc5p/4TmwPdg9oHU6H7cXt09EHOmxGTKd08HZAG6O1PisN/Papl5O2jfc2qHpc3qYZ+fz+SQLtkUgF15/kZ4S9G6dVV1My9LSM3XsZ+3JctQ8s3WX5cDEE68Rbm7T+nPa2jYIhxdlrFar+OqrryZC8d27d5PnLOKxDe7mI9fPeC3iFz1hrmGvSmztRbstFgv7oNz124g4IrN4neC5UL1/M/ln1zP9Xce0tjPPqXrki8Lph3pf8+a1xfXF0XmD8+Q16pTyOLj0svVXxxOPeZ4PezjpcPGe0ppBlcSPjZ6B2YMzIlrldJOWXuf/LzEwe3VBOfnDk4U7VPKUTshx0KFYEWvFyyb6TFZZ32Claj6fx3q9nuqIOKwAZgZTNiA139EJIesbOilweHygoLCRhK11LUXxY46bbKz07kXkE+tL+vgpYKUasuB92c5LrCcz7QOuf7bmAr53qkx/qLnwtx3L5XJ6mo/tUHh6u1gsjt74uNlspnaHYrNarY5IXmzbg3EfcTzfs1cKP3lzBogu8q4NW4rFyPqgCoBTwF3aEc8fAOnYZMWU8+K6ufmQy6DExM3NzUSuXF1dxevXr5+V28kTv/UBE8tIDSGVHeYEzAMgkyLeb6vDQxisI99///3RuRW3t7fPtiTpNhH1QIORen5+Hv/+3//7iIj4xS9+EX/5l38Z/+t//a+pTpAfPKQWi0Xc3NxM9ce2aj2+oLUO6MM99XRSA0YBg4LPRNOzOx35pf1egX7B9Xb92BmP2vc1TVWGOb4jtlQHyPqyzvlZ/ZA33rYJOWcPYTU9JQv5Nz8l5if/aFf9fzgcJoKEH6apdxa+M+Op8B4YmzCasgdbLE/ugxlR5cZLS4dowfV7p2/x+Nfr7hvp6HjU8rv0eC4E6aTn9HD/RTyeIzD3ch8elc2puqabY07Rv5yex964fE4ftw2vHc4bGvfUhtE1ZLlcxh//8R/H2dlZvHnzJn72s5/F27dvbd10Tce39lElqdAG+I0dBmgzJtkQF+dM6RrK+XF5srKpl7H2P6c3nDqvaZ+BfNnjTB9AubUB9rBzEuDyaZ/JyjGC1jqp61hvvumhpV+6tuT+Abt2BCcRT1ognoB74fVaTwkZEZxTRpF2q9wKVb65fFm5sknbDQq3SLQ6oC4srjOwUoJrOEtoNns6JyniuH1YkcnKyHXB4owtL9vtdnq1cAs9eajssi1Oj4+PEwt/OBymty9AeYaRibbCIFDX4tYk0GufrJ05HTe5AvDU4G0N2IPvFMasX7swrb7EcnX3uPyZ4q1Qo8TVN0sPZeUnQln5M/lGPPVnbMkCoeC2qjiF0LW3hnH3WvLgsCOTfxkEHnjNLzwq7u7u4v7+PiLi6AwTfkrNb5VRBYo9dCKe5rSIOCLQVVkYxSnKset7rXneKRyj41TTVIVtVEHJxifku91u4+7uLm5ubuL169fT2402m82Rcp7NbVqX1rzRWzdBLkIhjnh6eAGiCUR/axt6S4HnrXx//ud/HpeXl/Gzn/0sfvazn8X//t//uylLrg+eXuO3GgEanuXg5OUOJ+dwui0EdeHt7vymKvfU183BuM4kCiukum2C47j1OevvrWssG5ZR5oXv4Iwb/I6IyZscXh5cr6xM2RrGegrLi73juB+ocaa7D7QP83etMznQP/RsOpan86TD9yny5b7Z6itOL8vycPNTC5pWNpdkcbO0+B73XzbuZ7PZ0dZnnvtYLpldovPDSLlHx36WVy99wBHunB6vgaqDujHLhN3Z2fst2b/7u787jXt+WIYwqt/wWZhcj9Zazg9weV2CfoX5idsYYZiwVe9Sp+OwLDjv3rhq2QqjfRlgIjQjvTgPnquz+eGU/DntbE0bjY/wPR3y1LJx+qob6fa6ljwUJxNPbjA548sNLpeexkEebvCrgFtKO193ebmJTgeFS0vvZw2d1V/LnSGrI09I3PhQjFar1bNzJ1xZMkXXTfzr9Xp6cqxb4zickydPtPhWhTCTB8eF18Nut5ueZnN8dZHkQQEPMLfIoSw8YPTJFqfFddCnxCo3TGzr9XqarO7u7o7IMid3N570Ok8GrTCtxZxl7OK79hi5no2NbGFujWv1HlAlHXLFuVmZsdHq4xrOydnNaw6tfq1xT1WMPgdgrGBs3d3dTWMX7Q/SYL/fH7mFr1arKRz3G1aoEP5weDrUn/slK01OkdFrrISoUunWC07HjY9sLUR4nn/dOFZFwIHnMoZu/3H9VZWLw+E9+XRzcxPb7XbyMuKxqR6JXPZsvGpeGPecL88J6C88z+NtTvwB2a/GuyrSXH7OMyImr98//dM/jZ/85CfxxRdfxF/+5V8e9SvuG3poN/LSty+25mEYHDqHctl0beP5EkYf4mFbBW//47fj8dY9vJBD5YByYo3l/8gLeaA8iA/jiNNhg0uRycjdG52j3TjhuNz38MpxEN/sZcaGnsuH5QKolwh730Qcn1fGh0Qjz2w9c+t5rTMeWD/QXyOedElnSEd4G6VnL/SuZ/p0K0+3PrV0SNUFR+I7qH4E2WDrF49pnU/4DYx4Iyrr0dyve+OJ5cLEi9Y/05OdztqaF5zeyuC3+/GDVYTveaXqw1heh9brdXz99ddxfX19RObx/KRkD5dbH2y4dlf9BfN+xNMxO5gHMVZ4nUEdeF12tic++qCkRTq5vur0Ew7PcO2IMrK3kz5sce0NGXCburHv6pDdc3G5LzidrlXHjwHOz61j6uXEY3gEw8QT0JrgsoK3BrlLwykZLm1XNr3vJu0sbIZWo2adrqf8MHRB0XJpWhgwaHgcPsdukFlaXD797eqB7RRM/LizO7Q+el0XLP1Wo0LT4aeL8ICAlwPHUffnliLGT8XZyIABwfeU3VWDVT98EOhsNpuetOtbg06dkHQiH8Ep4V8ygbn+m40B18+1L6hMmESIOHaTxXX+fIw6ZXF7E/7InPWxF4lPCXht+W63i3fv3h21MY9pGGogxOfz+aT8Xl9fT4dB8xskI54URO5XDDaOWXHi/popjxofebhxy31en7wBbs3ifp6ROTyOlNhx5QFYeXXyORwOz7YFQ+bz+TzevXs3vb1zvV7H7e3tNE/yAaqqYKNcCMfyQXlVCeP47O4N7yaU8/r6eiKc+GB6fWUy6sfriSsnZPDmzZv4z//5P8ef/dmfxZs3b6b+xXGwbnEZWTHHff44A8cpnm691DZmQ2G5XE79AYY1G9dYX/kFHiDzuR+xYq4PBfg/zgBhRZXD6gMsXmNZ/pC99lUti+qTHMeNPae3soGmYwYGIPoOjA78Zt3LtR/LB/Vl4gnHByBdnD2mT+KZxOWxwPJkXabWmhzwpEdbLBaLqa24n2LMAJlO6eZupy+4+VXnG1xDWgqdk5weomsXl0vHgTMYM/3U6deY47i8fB1zK/RhzE3cV3k+YuJCx6vKltdZ3G+t0Q7ZQwZG9pAEefKLj3g+gz6Tta/KjGW82Wzi7du38Xd/93ex3+/j3bt3ERGT12XEE8HHaxqnlcmO5yWnQ3NaeIsh7nE7cnnY00oJKZ2/tKz8n+fSTOaqn7i1A+E0DSb4HTK9n8vI61rmuKD9tJeXW+f4t1u3evF6YbMy6VrGehbAhJM+EGnhJOJJBaQTHneiTECIeyrcBP6haSrcQtGqh1sYWovFaJxM8dTJghdNeICo4p7l31NMeALAtjB0MG3znuzdIGzlrWmz8skH4EV48sEtrDqQMDHqhMKLmCrEkD1Pqpymtge+7+/vp+11rm1OUTZ6cHLWfEbazMXrTWajk05rDOC33uNJ3qXVy0vLquVwv128nnIyUo5TZPW5ASRBREzKGo+riGOFA8YCn9EBBYkJBpX5bDabyCqGKkCZIYk0WwquKnna71Up6fURp/g7uPQj/JlFWjdOQ5U/3RbMHk0gCiPeK8KvXr2ynp3IR5/Qap2QJz8caBlBHB/z9e3t7fT2Oj3LSGWu6wzS4LRBZh4O78mn//7f/3v80z/9U7x79y7+9m//NjabzdH2PW4D9rRDv+R6aBtw3bn9OJybDzlPXocQn0kulR2UcDzE0hdiaJ9R70LuLzgHw7Wt9iEeH5CVlk/z17ZzRJPqA7r+ZwaBpn929n6r/OFwmEi8y8vLmM2eHiipVxjSQX304FXWPWaz2TNCl/9DqVcdJJsfWr8LT2BPDiUd2bBmz48IbwD29GjEc/OctqVrV50XOVymu2TzZZavK7cbG1l4HYMRxw91sbZDpjq/ZaS/zu8I01pPNb6Gc/XprdF8jedSHp9MKLONonLTujgdG9c2m0388z//czw+Ph6dC6hzmsqF0dP3Vd/hNYy9OlkPc2lwP+D/2o6j/Z3L5MI6vaXVzpru+fl5rFaraSeK063cb52Lswd6Tu5ZPwP0wYGm0buvaWv6DlwOfnDF9cQ36336YGQULz7jCdeyCcd15EwQIx2PByeu9eK38hgtS0SfDWclUfMdhQ4MrT83PPbbckeAQgSiQyemVpmyRYgnCX3ik3X27D9f547dkkXE0xYDnuzZvRdbCHQrQOaGqh4JOtHqU1RXT35Kz+VF+njqj/tv37595immk2LWRiwvF1cXMBdfy9jqG1m7jExiIxOuuhRz/bXcmh76Pb/2OyKOJkCtsxprrlw6iWvZRpUwLbObh1ryKUTc3d0dKfisxPGTaTwRxQGYETGdcQfvTBAOTuGZz+dxeXl5tG3vcDgcPXVluPXIKVCZItuCKnitPurSbM2lGj9LsxWPy8fp8PjDQfCYj3GgNp6AspE3WpdsXmzJlIkQkE7O05Tr5uZPDaPxtttt/M3f/E38/Oc/j81mE7/4xS+mfqfp4D8fmu8Mr9F1GjLXdUHXIe5LmB/h7eSMAYy71WoVX3/9dazX6/j222/j7du3RwSuk5fztHZPQLOxxR+Vv4blOHzNpalyaxkCbj5HPPXYury8PDIyt9vts3huzmJ9mWUPowdyY0K8pdT3dLFaZ3Kozq790D1czOZ9hOP/Di27pBUvm+O5LDxfjq4JTl9p5adl1Tq78YsP5uLZbGbnE85P9XROU9MH1E5Uu4btjsx7aVSGmC8xnyKcbrnDPICHDm4sq/7L+eJB+7fffhuz2dMxA/pwQ2Wt6aucdL7le1pPfDPZhm2qEc+3yWXjw6Xr4OwI7g/O49OtTTo2sjLoWunWi56s0Kdcf2zVy6XnxqCLi/uZHsD11P6l+eoayHOgOl5wXflzylpzEvGkjaoV7U0MLXLGCdlNYlmDaWfM8mldz5ApP+6a62yu3D1liOvCCgx3BDdg2CtAB4PrIDwJZ2VlOfCEztd1ktd4Wcd3/YCfDHL5MNnrvlzUF3uPsRBgktKBw0QWFggYA7ro6AdEGJeP2wNh7u/vpzorCcbyaLlLI05L8ewtHOrh4MK48BxndKzoHMF5uQlclQTtl7inXn3YTqNkAbcR0tf6t+Ytl79zn3dxRhTIUybmzxV4ZXnE8yeFs9lserMlPCo2m81E8uJV9xiLasBFvFfklstlXF1dxY9//ON4fHyM3/zmN3F9fR339/fTFhfkx23JCiXAfU/B8wvXQedRnqt0/UI6iMOHQ0cck1YoI//nfDn/loLp5netA/KYzY49oc7Pz6cz+K6uruLs7GySa0tvyNZI9UrV8upawWfnwNCBop65guv6xYocy57n99vb2/jpT386HWR+e3s7kQcoB9YotNt6vZ7OYES53NyX6QVcRpZlpkDrQeL8hN5tlwd58vr16/g3/+bfxGaziZ/+9Kfxt3/7t5M3G+eBMkBG/GpxJvs4j1Zb42EaexBoXwH0qWzE8fZ3blf+8PUMkCd7M3D58ZT88vIybm9v4/r6etrey23CHmer1Wq6zoe663ljLFOud6YLt8ZUrTdtcN9EO/MRFmg7PlyZx4+2k5uftA+3dCT+nc1T3Kd7epnT0XmtycKOpNlaQ1S3xe+7u7sjvYptGF4nszmf89Py4xqPBx0fmaegmy/0IYkrB2+hi4jpYQv6DXTUiJj0koing9VRJiVwtD4REb/61a+m8rPdM5vN7EsynMx4LlFCAWUBNC30mYeHh0lHYruH5zDoBEibPX11XmPZ6joIsJcNh9P1jsPhhUOQo65XSAfEXrbmKngMOZ2qF9+NG9b7nC7gbCj+dv2a03BOI9kayfFhU6tnta6LLJfRNWeYeGKBO+WUocJ1nbiH1gBqlTGL28v/QxZql19rAdHy6nfE8YHWrEzrYOOJkQ1y7cgj5dDfWflHr+n9TL5ucdb72u8wCcLjAVtuMNFhYGBBU2WC3UZns9nRW+a4PVqeVLiPPGDobrfbZwrxyMSWLXQcT++P9u3etdG+r/mdMuZeMilz27NBwOdsZLIYLVdWht6YaU32Lv3Rxe1zBl457+bQ2WwWm81mIphxb7FYxHq9jqurq3j9+vVkJGCswwjG2XA43+b8/Dxev34dEe+N9O+//z5ub2+PFDydmzCHIO/ZbDb1RYeWgYj/ziMTcTVei1Die6qoaXlc2VxdEU6JrcPh+KUKh8PTIeP7/T7W63Ws1+u4vLyMxWIxkU/84gutH/9XZRjKrd7XhzHs/aqveWZZsMLFCqtrE3zYK/bh4SHevn175NnKdYARq9su+BwZfiquW+Q5P20LfNQLhx864YwlVhJ1i4abG+E1+MUXX0yECQwHljOvrazYo8zsWcXy4zbItmywh4DKQsNxntyGKjMlKHEd0G0+HA5tiTkFntYXFxfx+vXr+Oqrr+LXv/719Ip4Hc/oB2iT3W43GTvcp7RumQ7dMhYA6DeFHCwj7rdot91u94x44vZyL/FRAsDpa8jP9UPuO3wunuoRPb2G4cLzPf0/ov9oujzGHXEM+4TLy7+ZgHHgvo7wqmMzEaJl5DnAGc2wCXju5nkt0xtBxGA+XK1WcXV1Ne08QT9Zr9fTWgBSBH0LeTsyDXJT8oRl6K67uULnFAavgW57PD/EgP7Ec1DmFIG5XNcDXft1vXXtg7HFb9hzZcQDnYyM4ziHw2Ei7iAHlT+H5/6Aa9BNAO37mo6CX8yBMnDZdaxAVwD0QZDrD6pLtHS9iDjSn2ez5y/v4vLyixlGMUw8qTsXoBOrK0BrUnRxemGzMoyGPdXwGyl/K+5oOO7YPIB1UEc8X6wwsDebzdHThF553GSVoXVfJ2VV8PX3KLJJn8v98PAQi8Vius8KOeKz1xgGb8TTU2EmrnTiRB4Rx0/GEI4Ve5zlpO2J8jiZjfat1vg7Jc7HCp8pKKr4t+K3wmjfUUXdLSw9mZ4yll29To3TCnPqWPgcwC7cEccGYYTfvjObvSek4PGEsQxDmz1u4Glwd3cX33//fTw8PMTt7e3RNgBdwFkZ0j6bPfHmsmVzI4dBWkySM5zHkSomOt87BUTnI6fEanxVtpxyA6D9zs7OJlKG36bGSgx+Iw3essBl4DmZx70+kXPrXe9JMKev8mHwmowwMDrc9grMUSgX1ofNZjPly32ZlUfkx2SUzrVafiVroBOwIdgC9/HNZhO//OUv4/b2Nt69e/dsXKAc2o+436oirx4EWItd2yAtVuDVc7A1jjQM5KNlz/q8xtnv93F3dzeNTSY52bMPMuPzu9APOA9ua1c/Nap1vGXGlOrQ2qcKz6FeOdp/Wd5KlCoRxWfAOeM9s5EyPUrXFl2bFD39cFTv+Fj9xdXf1VXLlelwPCb0N4d1L2nQMcM2Auv7aEcXT9Pg8roH0iCp+eG3kmOs02o9M5snA89dOt9yHd11rNG8fvB8xHoYf7gv6VrMNhfA+g2no14/qu9wXnipTMsOUJJE1wKWK39rn3HzZ9avW3qE06s0LS57CxqnNc9nfciNJZYxe3vqA7+WTtubW4CTiKdsC4JWiCucTQ4ZMgWR0+gtui5N7SCOlewhWyCcIq8N3KsXdwRWqDGJ8X3eEoa88EQfdWRl2LnVu0VMJyS3OHB8Ln/WtpnMNEw2AUQ8Z5Dxnxd7ABM9jE81FlWhfXx8nM4kYVmrzPnpE6fz+Pi0zYKfMPMkh+/s6VVPLq3+ni3mDA2jSm2vHC6dTCnWPtRKRyc7F0bvqzzc/1bfdGO3pQS24mdjO0tb0zt1/vkcwErI4XC8VbLXv3C4MxbM5XJ5FA6kMAiDN2/eTPHYLf6UsgJuPuXrDtqvNU0N21IsMtKJw7m+mOXTWq+yMkQcH2DNSibePoiyHg6H6U08/LSX5aBPTWez2dE8y2+iinh6Zbc+CXVydophpjyxjLN1ied7VXYhT/RNVrg5LuqiY8CVne+pQcFkkzNqsjaFrnBzcxO//OUvY7vdHhEuXGY3BlXWbp3hdVg9ljiMM5CyPok0dK7gMqjM3BjltmSDab/fx83NzTSf8JNgeFtGRHz//fex2WyOysX1a50fx2Xn+vM17kvOa4N1GmdkFo6hehHmpEzH0DmUt5a6vuf0dKCl+7iwmrbTi0br+7H7gxvj2frjdFH85rq5NmCyiPPO7BctWzbf8zWdv1tpcNn4W8vY0vd0LPNckJXbfWud1FFE7ZGIp/VLiSUlgdgbDff1d6ufa3nUU5rHFsqnD2X4odRisZi2rLOHqc6NSjyxHFx/U6icOJ1s7Gb9Y2ScI0/n3cYyzvo4jy8nX7cmuvrqfdfOmY7Y0hMZJx8u7iqiCpaDNpxLu1fwUybMltKiC4Xmrfm4zps1fq9MnKYqRUwW8QfIFElW4ODWyXFZadS6cVxVqpE+/+7VjweOyiyDm7BUEdTr/H1/f3/0lAOHrOO3srZaJpBC7FINhWK/309PLiAHPLnGOR1wqdUBqosiJlAuAz8lz+TSkpkuPC5eb1yd0la47xY1rtNImVtp4L72STf/ZHVtzUea/ohC4fpj6+mELv5uESkcg2WL8aLbXfkBSMSxF9Tt7W08Pj5O5y0gDghihN9ut0eH/rP7eFYe/Q1DXY1yDa/rBV/nPq1PAlF2Tc/1OY7PXprIg8l6LosaWi1Fh5VW3OPz8rh+iMOEAJNCh8PhaOsRb6EEeQWyCsb95eVlXF9fx93d3RQec33Ee4X0yy+/jNlsNnki8UH0KCevHSy/1lrOaw7CO2VOf3P6OJMM64rK6vLycurrOG9JH6pgXdNtbBFx9NIF1RXQ1lomre9+v4/r6+v4xS9+Ebvdbtr6qjoEP8DBPX4TGMua+wmgXj/4DSNouVwenV3iFH/2DOL+zf2d20/nFm5HlTXkBZnBkxzl4wdJy+Uyvvrqq6MtuAgLnUzfLKj9gz0O8GG9EEQr6zzcdzh9jputxYXnerHTdbkdlWhGGvyB/HHGD8+DTs/isZLpYdl87/TiVhi91vrN8hnNm8ems5EA58mFePhonXVd4ocauM9kq+r7Th/n9JgMwbdb2zIZaB0wD/ODFZ6zOayuGxiz2Qud3Ljm+nGf43hsX2o9ef6APDicztd6zAXnx/LGfKcydHMXz+dIn9sG8oB9Bnmy3nY4HJ6d6chlYmcMp5tn67iu9fzNNjTy5LnF6RqcppsPNE+Op44NvJ7AkUL7Baen/VbHGtu+3Bbczs5mdfNNhmHiiZ/WOCU7U+Kc4BS84I4UXBvSoXV/VDgctlWPU9JDeP6wS6IaD8iPG1sZaZ1Y+YkXlBZXF5ajY8h10h2RKfcRRqttVfnk9Frh8ZsP+OXJC+6YWq/ZbDZ5N5ydncV2uz16sq4DlxcOfEA6uVeGc/2dQoF0ddLJFAUHN2Za7dNKZ+S/6/NuUh0Bh1cCWPNQY4APMczqkilLWnZc14nYLUKaxylwbXuqzD4X8Bs7s0N3nYKFRfI3v/nNdL7QarWaXg3P8yorhyCjOH0dkzwPwjsSJAq/NU29S1VRRBru6abmjWtunGf96HA4PtB4NptN8xPWBTZwWXmHPJiIQl3YOwX58wd5qbEPxZDn1oiYCKGvv/56OqD5u+++i+vr66kenDfO0/nd3/3dWK/XcX19HW/fvo3ZbBZfffXVdA4RPxjAnL5arab+cX9/f6RM8wdty4q3ylefrLISD2VXHxghDs9jXC5u84uLi1iv13E4HOLm5uaZRws8bhAeZ1moEQBZ6/bwTMHl8h0O78/q+s1vfjPFhWHiDMaWHuOII6TJ6zXnP5u938K2Xq8nYjJ7MyV/czpoP/fknuOp/sM6F+6jvLe3t1OfQh9brVbx6tWrePfu3URk39/fx/39/ZFhxGdRor20zdBWui7p3IFxxvMFjxdA26fwHNqfIp5vCeV5jWWJ9YnHu+qfi8XiqH2YmHI6qeq+me6IMC09R41NvsZpZL+1jG79cbrniF6T9Um3/ml5srGs62dG1qks3Fyo8sD8wmF4+3jE05rGB4xvNpuj4zfwgNyVXfsXX3PyU6JM+5Xqzipnne/4nCMtC697bi1B/9b1CnLTh+2Ql2sPfbjFeiDPe3j7MT58gLnaZFpW5TIc1OHDtQHAc7dbo7QvtfQ3pM15ZmVEOJW7yo/Jz5YerfXi/DmMrl1cJz7UvYWTPJ5aAvhYhlRPCB+aZuu6dgpGr47ZfZ2seeLEt57hxB2CBzU3tE5WUHAwQXK6nL+rI5dtpB1HBs+p7cj1ce2i4HDKMmOyU3Zf0+aJlCdyvo+JChPcdrs92u7ROhTQpdXrQ6filD58appZW2ifdnAKk15z8tZxwr8zzxKOr/ll5W/19Y81n/XKUngOECeq/LJigv8YvxFPYxkLnyqiMGahBOKeeh/0+haH13PhuHwZdB4eVdSz6268oL5ffvllnJ2dxe3t7XT2DM95Oh6xZqgBoMQTl0kPSGUZcH5MDAGQJQ6Gx/lHkI0eDs7GNcgVnPdwfn4+kTVMVqCsOnewYp7Jl+vN/YyhZJu2DzyutJ/wgZyHw2EikVBnbAnltuGXZvATdCY01TjTe5weA/H0qS2vcWyU61zr5lnoJM6wYgOMFW20O4w0JmncAf5M7KnuwWVyCjrCsL7ExpYSiPB6Qt1gTGKrPZ8Vx2/W5QOrefxx/pnOw0al6nqq/HPd2LAoeDg9xOkkWRxeg9C+bDgzwcBeU7w2qe6t/eFDdAak6fpAtuY524D7nsrApTmiI2q5eA7Q9F16kCmPV1eHVttqeVxdsvtZOfkhNe+IcMdwODlkss7AYbVPubWK9Q6WKa+zvG5wudBv2cNI47I8uF5KBLkXA6mej+vqmah2H6fbmxtb4ypbz3pt4HS53trYytv9d2OP5eDCsg6gD3BZ3tpnXP9huWVrVksXUgwTT1zZD5kMGdrp9PpIeVpxWsYvx3PptCaDXnkwKaqixwsSk018TgXSYXdBp7xpp0CjIzyfEdUycPiea9tsEmstaNoBXccelXNLOVD58hNvBp4wOzkgLAamusRvt9vJCMB/VfhbsnQy6ikz2USidc7k4uKqrFz5nHxGFj6dDFvKBpfJKROtONzGLQXNKQT635VBw7mnn5xHq64Iw1tMeopbIY62ToFABomAfusUvYinBfjh4ekVuTzXrlaryXhkUqSnJAOseGVGeGtNyuYw/G/lr2NTw2N88P/Ly8u4urqK6+vrmM1mcXd3d0TmKPnAhhMMb8hblUGOw2+Z4fGJQ6lZ+WGZ4dB3tA2eWrKnDv5jezPmX4wtfosdv5lUHwig7bQOKJu2BxMPPNZ1nsnkg+sg5Vg2/GIKJiNQL/RfrgNkw2/zZBKK5cVeGDxGuK+iftr+HB4kpObD9VcjidPnvsa6C5eV2wH/sfayAZEZNzz2tL1dGK0rp89A/dWQ5C33MCzh2YDt9+xNzbLWtYv7pdNLGawXqDzcms3jt9BHy7BDe/F4UR0C4ZlY0HNCVYfhvNkbCv1/pMxO7+Hy8Vzk9K+WDpPpSCP6uZONlrFVn5au5uJpftl61dPX3LXWWOT5DOsU1jSsb2zLtcrA7ZTZT9k1p4dkZdePzieZzsrzMpPyqL/qMjwWdOujexCkbZetL6pHaBlVFtna3WuL7FrLTjplvs3CnnLdXdPD9VvrhIuv66iL4647uWQYJp4ypUMbP8JPQho+Q2vi0U46Cp38eAI4dSLSMnEeuMeET8STAsKu6Bhgen6JKl2qoAE8qDGwOS8+q4jLp9+uU6rM3UKTyYkNoNbEn8ldFeKsL+l/Vd54QYDLs+4V5rqDAMS5IlhAsHCwlxMrqlx3vub6Fo8VlXvW37MJMmuTljKC+z0DomWM9yacTLHKZMD3MG5U2WDygJ8eaz6ufBlcv9f5qaVo4b7K241TlcUpE/Tnhqurq4h4b2jDC+b777+fzjThOZM9ItzTvu12e3TuzGw2mw4Cns2ettvqIs3XGWg39QBxhAbmG25nJTk0j15f4nR4jtU1GN4Y33//ffz4xz+eCAR4aEC+WmYQOUiXv1VOuDebvTewVqtVHA6H2Gw2U5vgySgTGDDm8eF6c54gHDHfnp+fx7t372Kz2UxeJYvFYjpH5XA4TJ4n+M9vF1MiCtsKHcGEeoH4zJR0XXeRFsKhr/IazJ7OLMeImOrLHj98jw9T1bPFlExEuZEmwOH0ybUqrOw2r8QTr9NujcZWPy6fjgfUgQ0TlrWSK7quZU/CER/1Y68l5KcPpw6HJ6KUxyH0ACadcA9thXUJBibPE5mSzt9u3Du9V88yydJ2+mIhx4h+6nTMzDbRb3z4IHLWw7i/s27q1rRMD2zpFK5OGBesy7p683V3LytbKx2Nx/FbayCXwZGAnAYTea58rXI6z/qW3ovfOJcP88zd3d3RVneXJuSvNpPOlao3Y35BXdlmZPlkfUK9Ozks+iK3lRI6ul47XZzT0LZQEl51ME7frc18n9cmTRvlz+Dk48ZSbxxyWr37vfSz+6N1YDlBNq34rvyj1zLbqIeTPJ44cRWOmyzc5J2lmU2c2cSepcvpuIUhS8PVpzd5uv+80PB/JZt0Itd9rLzwZIOTgUEOBQiGBU/CbAS0kC0gvYUtC5O1nbuuSpcL766zXLCAs/LHLL1O6ovFIi4vL2O5XMZqtYqbm5upPaBcsiHEZXFKZFbm1mI20ld7CuUpk1MWxk0moxNulk+mlLh0szkA/VifHnGYbB5x/cspOq2+m0HzzBaMU/rz54zVanW07QhvAlutVhHxdAZUxNMh/xFP7cpeO9yvMP+t1+upL93c3BwZz5gfER4KHStASi5wPJ6vI/x4cVucALcGcbr6lBH38VufBG632/jHf/zHuLq6iqurq/jVr351dEAxAzJRTxktjyqTXJ7FYjF5VfE8yWd2QSYgV/h10zzHsucSlPrHx8eJdGJPFKx5IAhY6eK6sgLN19VrCGFBbqGv8VqsZGN2jdcd1Bv9mGV/fn4+vaQC9df81LhQ5d2tRZl3npsrOV5ruwXAxKH7ZnIHsue0dOsJ569zqtN3uK34t8652me1vponPtwvIUuWvXqxu36EtJnUc2uF++30A21rVy+91tIZPme4Psf31AuppVdExLO+rHM22wb6OTs7m0h0125avohcf850DV6PtO+68Hpd+28mi6wMahe5PHGvJ+tMFtmYdmm69Rlj1ZFPLn/cPz8/n9YeEPb84MQRYTq/c5kdWeXKwrqI6rWAznmcPvLU+VPLw/Xl+3yN46POulZxPXR+47K5tF193DXV/TRfBw7v6pPFd/lkYXs2Tiuu5pPpjdn4zPJy6fX4gSydU9aZk4knwFWcB3jW+C30wvJAyQTvJheXdq+hX1pOXkjwX8kmfVLISljroLIWeEJgBV6fjvfio1wf2nk5nFOIR+pzSn7uNyuckAUr/BFPW0VAOsHg0HOcdLtCq85ZeVp91E2SL5FThkwROCXtU8O3ypG1J48JDsvKtFMCs8m6V95TtyNkCswoTp1rPjewEoStKxFPyjFv7cJ/3n6FNPDNXhXoU0xcIX1neHC+gB4qyh5C7k1jnK8j/XXBZ5JCZcJrB8qmY4Pr8vDwENfX1/H4+Dh5v6oyqMoWK5r64IPLjP9Mhuh8yfXTtnDzHca2pgFiCe2FuRivrkdaerYTK9duzLJxxfXl+1wGrrd6I/B9bnN+Ks1vSWLigtNwB4E6pZ7z4fpp/8u8hrL1Xg0PzaulIzh5uHut/pSFbeWn496F17hu3tf/kKW+OIDnKM03ax9O0+WZ6QCafhanpS/UmpODZcZ9gr2slUxs9UO1KzCW0Gd4fse84Lx4Mz2J+4Tm5UgCraezg0Z19F7/dPd6Y7aVbuuaxs/GRJZnVl+et7O8XHlgd6lXJc8HGfHUkhOHRf4Z8eLSc+k7uWT3sUa69Nx4yNYRF67Vzj37/GPPaafwFJp/a+59KTTNLP0Re2R0DLbG80vK3MIw8eQmVL7nFBMujOvgo/lyhUYr1lI83OTrJiwNw3BkDk/8vMDA3V6VQcTlSUufyGbKFdfrcHja1sEEFha0+Xx+lH6vLbLrmUxd52/J8pQOiokvK4cu+uxWj7aA4shtoO0DAxKv6uY38riD8FqDO1vwsjiZ8sjtr9ccWjJ34bL/nFdPKRiZsFqKiZY5U4winvbRj8gev7MJ3C2Mrjwj0LkjWzA+xuT+qQPyYZIBYCNgPp9P27vgCQejnQ18eK1gi9dsNpvOI+LzWiL6bYW8+D88YpSIQHl5vPKbxjQfnsf5IQWH57GAeuj4UAWV36TD65MbM7wu8fhwdcN/3VannrsMJg/x23mQMvmEcuNpMtIG8QRSDWF0e5e2q9bZzeksD/zneYfbSw09lS2f96Py4fbjevP5Y5yfM0TcWjMSluOoTFQWbv3K1iZAZc/ecaibbhd1/Yu9/XQ8ZmO0VR8O68rNugS3u3pYqRzdupzJnQnfDCO6AsPVqdaYNnS+1z6mJD3+t4w2TV/HGq7p9lusWW43BJDpFtnYyewcrXtLPi09KFsvUQZX/qy8LpxDNm/34mTjo1XOnp7vwHaHEk0tj6dsvs7sQCYzdf5Reeh/lkXLe0j1gqwsmQzdGubCoUyt+bo1f7v0sv8jeEmcDLqenFqOD5nDtV9xeV4y5hC/l+cITvJ40oHiJgEOp5Of7ikeMXidgLLKndJIOoicAunKg3rwbzZGsJDot26JUCLIPSF0E7UqbFoe5IewrUXM1W+044wsMi+ZIHig9hZgl68qdQirE+zj4+PRW/+wZYfPc3AeT5xWNoCzRdVNAhqmtUjwtaydXtKWrkyaD8rlnhS32jlb8Hm8tMqPPPnsklbdNe+WLLMFzoXT9PmaO28gwvfFLL3Ce/Bh/zizhwl0vG4e4zQiJk8i3YapW7uwlQEHWS+Xy+lgYFzn/gZvKreOcf8F+YQ8cR1kF8rAZ8wdDodYLpdTWA7D2+HcOUg8v8MTgw10hNV7OHA9U3hns9nRWwH1TBvUneeo8/PzSa4gAJlM4nroHMxbnrM5UAkoVmjxraSO00vY6OO8Wg9imOjmD9LksiJ/fUgCsvPx8TFubm6mvoY+CSA9ffsR14N1J5Wv6jJO/9I11iHTr/S69h31tsvSzr7d3I00dX51ayxfY4Ms0x+cPqDejNwH1VhzW2dahqqWj685Q1XlmKXt0uc8uAyFY6iOjge0uqYjLF93fQ7/s61rPA8eDodnb6nkbVmZnjOiU7f6IZA9AOHwSkBwf9Ptg7pO9PqczqOZjuXmXBe/h17ZXN3cOtlKXx8StdbNrF6tcmtZEc95JPH6oWufzjFKLCnU7kE+ugZy3SPaHseuv+lv1qO1/q35P5ObYmQ97MUbzS+bp7O+9ZJ+zek5vapVjl66WfovxTDx5DqWVlA7On/4aXWmDHD6nHbLgGwN3paB14uni7iGU3IJ4dSzBoOCiSY9q0EVt0werv5cn1ZdWjJrydqlp+Vz5Ti1c47WL1uYVJlz9WEZo93QHviNs0SYcGrJK5NBFr4nv16YntGg8UYWTU0jawtWrviaEixZW3DfcPll45zjjC4oqtC4uAiXbX/QumT5t8K3cEq7fC549+5dzGZPZwDxk+aImMYnDAU+WwWvLuY5Aemo4oU5mr1z+BXo7H0Scaxoc/9ikgBpMFHKBiofPswPLFwZULeIYwUYeSJtVWaB2Ww2nfXHpC2Hcwosh+F1CWmqMaIkk9uSxt5NvB7xwd0Iq+2kSiyXh8sCko3j8W+dD/ShjCOgMh3BKcRujWaPWfRlJgidt2VGnnGbcH7Zeoj2VHm49YPjcNq8XmocHQfOI0kNmoyId+lpvVX2bk3V8NzXWvqlG2daH62/GlVOplmZAH2AqOumu6cEX0uP5foWnkMNdiX5dasUwuHb6Z7azzU+wA8kImIi7905ogw3Zvj3yJhwyPJy6ffG6ojuo/mqXpnpW65MWbpuPLn66tqg7dqyR3Cf1xNXdtcnRsrr5kEtj67JLg+ti66zGl/za/XFXl0cRvpIK0yrPCPz3WhY7QutOL3x6uL2+tYoRmTeypfjZ84b/H803QwvPuOJM+pVFAPSKVsu7EiemdKl6biJspevU1RdXZy3k6ure6qRKXW9Cc8pXplCyW/RcPFdWiPIlNCPjZG2yyZ6jq9eYnoo6uFwmJ7U8xki7D3xIeXXax+CD2mnrEwRLycce3FGy+sWRv4gr5coHq3rIwbCyILC9XBpnLIofM4AScQGuHoCwFsx4viMJcyvLYMZgOGoZwlx3nytpRhijsXcgjw5XXaJR1zdFsZ5RcRR/fVpI+4z3LyshBmH0+9MOe6NN5W31rNlVKjx535zPL3GZVYZaVqt8dhSELN1xa3dmgbaD/1W+5Xm05MB11s9K1ryUh3BlV/rl+kVnJeT66hRkZ2zpOPtJfpFS7HGfycTfHNf7pVBw7n77nev7B9DVzjVgPmcwO2mawxf03HJYZCOpgdwukrEcj/jeSEjnl35P8b1EWgf1nHjZKTxW32xp1d+SNlbREHLvtD27rU//x5pv6w8o2PWyd+VVfGx7TWXnlv/szky0w9cWI3XC9Mr8ynzscu/ZaOPtkeGUTmM3O/lM8qNjKQ1gmHiyZFGLcE4IqdXqJE0ON9WeL6mSowiqwfnqQeBzmaz6cBWLZcaGnp+U8TxE1ZXJ6dU6kBWI0XfyKSGO8dFWJXBKNHCT1Od/Lg+6vbJ918KlZcO8mzS06fUfKAr2koPeHUTpaufW8S0rbJy47v3pBUKO6etMuH6qWxU2R8xRrh+Og6dfJQx57QdWvMIn3/Ar0rvLaytPLTs2aL40sWitSCWIdAGXknMyrjOlTjHKeI58cT9Q+dXjB2+xsQTGxyat47hbPwqmYQ5Rt3wucxId7/fT28jfXx8PJqHHPHk0nNjEWHcuOZ1hv+3vFPcHNbyGHJl03VQZantx+C0WuXUOFkZdG5ya2Y2r7t8AD0jpmeMcJ93aWaeOa00R8HyRHqnKpyZbDUP165ZW48o/VleLXm7e07HbMEZL5ncTl1X3HrF6bTSGClP4Xgccd/ksdDSi3v9SvuHji31DkUY3bam6WV1Ga0zkOk9Lr+eXq3zvtOFs7JmffqUPu/C98JpnJYenM1XPDdnskX8ns56ahu25HaqnaVlHw2jbdyzDVyc7NqpcXvrK6fbG089aF/P8tHfrr9puq118kMx0s7/N9aLYeJpvV5Prz8GnHKG69oJWLlXF/CI51sZGNpouuefv/G7Nak64xZxnBIaEdN5QLyFgs/jwNkYvHCwIcT1VyOG89L6cyfka1xv9rpC2ZwijQ/qgTJyOR3cxJZtDZzNnrvoO4VdJyitY2sy5bTdJKwTC2Sk5YcrNbs268KfLYaMzNiLiGkLCMLp2RBa9ladWvJyctG+PFIfV7/syXpWB/Wway3IPO41LQDkArYqaX1P2RKiyoWrT2vB0LSB3oTuFLgyCJ7j/v7+2TVuP3hE4TyW9Xo9kcdMIGeKj54XpMYFex1h3KJ/MSkTcdzfNB03P4LYwW/tPzwnoa/r1reeAqMkuG4FbI1Frht+81rtCGUuOx+Yq/Mv5oXeOsjjws1dPFa57OothvitBymt8ad1deXkdTDi+NXWnIbKwcV3ulQ27/IartdVD9L4rEM5MrM3J/Z0vmxtx38+ooDTc/JulcP1mUyP4HHj5n33EE3rq1vc2HvdyVvz1PK4s8D0Iab2Gx0zLCuUyc15BQ+dM5Q80D4RcdwfnK6BeBwf9/i3i+/0ztZ4dnnytSyOlsflk+mNPV2J+62Gy/TFrIytOvR0X43ryqnl6OXp7rv4Lq2WHp7NWz2MhHFrfK8f9cLrXN+ru8unFVb7kMLJi8ulYXVcf6gjBLdnNj+8pE9z/Oy/xh+d69063ctD42dlO0V2wDDx9OrVq6PtR6OTAaCdiRfR2ez9Aa1OkeIOwnnywalKnvQE4cqpHkKcr57nlIXjQ6idmy7C6pPL1p5uV+ZskcE9KEX8ynEOp8ZEK28t+8gk2uvImcKY1Zf/u36k8sjKyJNlxLEnRSZHhNN0evXCb+clqJOWU1A5vUwu2YKl9TwFpyiurcVBy9hLX+XCY47JukyxGIHm3RpHimxRyxbeXh0LHuytqUY5v5r+4eEh7u7uJsJDvUwB12Y8542MbTf3sJLL83dLKUH9NF3tE7ymaTotJad1CHOvXk4GTE64OVbzzogpxMm8m1QGWX0Zvflf03HzoZsrM7lpW6G+TuZaFt5qpzIBnDKs6agsmER14dy5mtk6rrLK5jEtg2vPLAzfP1X5ZfmpnthaUzi8lj9rc5eGjnltT61jy8DiB524n207RNqct7aTm8dG1ubPHSqjzKvJyXH0mrvn+k8Wv9eOrXXhlHQ0bA+Zzpzll/XtVnqjhm02P7bWv5Y8RuSkY8yN36wemXw/9nhtyf9D5ofW2jwyj47GGS1Hqy5OVxkZU606jPSdnt71oW19irxG+t3I+qthP6QOJ3s84RwcN5EyMgXcKXDn5+exWq2evfWHnyDqFqTz8/NnW6L4m8mfbGLisuiHFTp3jhOgeaLs2dMwjo9y6VaPTI4ZnOHilGpNNyNFWhMWl9vhpZNItui8JC7Xw9WH2zh7Ip4tlM64yMrj2sApma582SL+Etm+FCMTzIe0E9JuGas89twTepVdT+nvXf8YOHW8Fp6g48zNNTznRjydZTdCPGnaQDbvZf2pZdy18uT8XFg3z2TrViuv1u9RxVrL4s4KzNLuKVdsTCNea95z9XFl7ilXH2PdOnX8fqw5yCl92Xd2rZUWQ0kWTbM1dhycAdBS8LN1dcRoa+k9Lv2XrAWntmmmI0d48q5Xz14f/CHXt08FI/PhyPzj5uesvUf774fA9ZFT5tGRMC3D3N0fnV9fYpT3wr9kzRgpx8hcO9IWI+uew8cgAD42eoRNK85LbZzR+r+U3FJ7/bcRP5QN+dI0T/J4gvt/74BsXfQzxRmG5Wq1isvLy8mA4DMxtOFns6c3/iyXyykcx8UWBXdQtCrRbNy6N9WhDFwH3brAbz/jMrg6Q278NiYNx/kp05gZSCg3p+sUMCW7tH20rVpP4rhcanCMnj3RIm5cfF7UVTZcZo7PCvRs9nTYeCZH/mQGVW8xcwaYljlTNDNDoJVf63pv0skUhqzPtcqlfY3TacV1v2ezp1fVq7zcgjBq/LRkmcnKGWFZ/Awtw73wHr3FXcfybrebtqPpvOvaz53FoOlnY9+VhePoW+ZG69c7T8n1R6esad0zQzdbjzMly833WTq8vcyFbxEWvXmPPa2zeaxVN90upXG57q68Gt6hVT9NSw8Yd/mNGH+8xrm4LzF2R9oma89sfeY+6uZZ92CB72e6TFaWVrldHTNoHqjHqTqBu5atr6Pyd+BxWMjRG99OF9J+2dKFM4z0zZ6u0ZqHR9Cbi09J52OgtV718s3K3tPl+P+orLNrWVtmc3BrXRjBqXZTDyO6Ledzyvyi60KW/2jZXtpXXbk0794YdvqRC/Mh5ftY9YsYm5N0nLTa6UPsH8Yw8bRareL169dTp7u7u7MLrlMO9N5s9t5jabFYxHw+j/l8Pr0KG6SRegxxWpwOysBpXVxcxNnZ2dHZMO/evZvOqALxoG+mg8Dn83nqPcXlcNvpWMF1OBwO05kkquj2FkGdyPjDYOIM+SHeqecAtBSibOAiH62Tmxh7ClWmlGX5KnQgqSx1QnQLRbY1x+V9ODw/v8HljetMYmZ1y/LrGUgjchrpC5mi3iqrLjacj8tPw+GzWCxiv9/Hdrs9eh19Vh+9psZJZgS5sru0snujGFVOP1ewXJTEALRvaT/UOZLHLBv7PP453QzO0NC5NovH31w/Xnta49iVuaccoHxcR5WNykDJGZ0bee1syUOVUze+OR7HZ/ngulP0nex6c46TBe4rKaLy1bHr5kIue2sbHr80IcuztTWPy4P0XD4ch/u+toVb25zsst8sd0fu6lzbW3Oz/q3jFdd0HLq5Q+vr0nbzicpDZdyKh99oazf+svN+WnOBy6enDxSeQ+cLgPv+iDzd2Mzya5UlSy/LL5s/tI9qHqPl5fxO0Vnc2HFpoBxOr3Zt0lpjW3pohqxcI/JoQdcsV29eR06Rbxb2FDJoJM9WXzllfsnmKZdH1oatsrdkm9kKTnfJ8s3mVu67p8ojKxf+nzIXtOb+TPdsobUOu/R7cnQYJp4i3m+3g4Jzfn4+ETl44uwqzP+Z6Fkul5OyACIGC7B724OCF2BUHtsAt9vt5BV1fn4e8/k8Xr9+HcvlMu7v72O73TaVX2wl1LM2AD77J1NkFW4S6k12o51GFXaUST17OP3z8/Mj77WROmjZRiYJDuuUrl79sglS47YGsl7nNLN0WJnWeri+ndVF77UmSVev3j3tx5zuCFrhev0vU+R75clkqB+eH9ibxeXV6ycjZegpLqNKaIYyCMYAeWeHveq8nxndmUeuy8vFd+sZ9/nZ7PmTP01P52Vt/+ygSze2M0MimwNbymU2r7h1KlPAtIzunJms3C5Ma6y15qDRPEfWG+1b2t5ZeP6dlaOnpPWUae1rrr0z9PQPXRMz3SiDOw/slH7X0yeyvsxt09OnsjGh/XhkrhhZO7Qvu/7Hc1jrPEj9z/VgPc/pGrXmeLT0J9x3vzP0+g+H0XDah0d1hV4/zOZyd390nRwp32j5W320N545XlbvLK+R9SlLqyUnpNfqVy6dU/vaSDk5rdbaNJJfpi9n65xL181lo3OTq0eWblbn1vrq8squqyxG1oLRPDTNns43gg9ZB1pz44esK8PEEw5xXS6XcXV1FRHvlY3NZjORM6y06cLHb4EDGYRF8/HxcfJmQMcZHXzceeFFhLxms/feS6vVKl69ejWVmRWBw+H5tjN+m5ErC8dtTRjZABhptOx+L16vXKpInyLrf2mMLmQ9Y03DjbbvSNlGw2eL6EsmlR9SyXST7IcqACPAGI6Io3PcRtpWy87xekqDww+luJdB8BzOcMqMVb2fKQYtpUj7QxYvMwJfupi7cTLan7P/Lh/3v1WvVn56T3+3FF8X5pS5LpuHRucDzOUtOWfz3Igx+FJl8CXXHXFyaj64l8kj02Va9RwxREfn31GD2t13Y/oUuWZ11DmjN5e4cnJaIwbtSNsoal05HSNy78U/RT99SX69sfMS3SbTgz/UsBwhkj4GTpH7SJyR9D5G3/gQWbw07ofEy8r/Mes2ssaMlO1jYLRO/y/Yzi0S7FSMjI1sTTol72HiCV5A5+fncXV1FZeXl/HmzZu4vr6Ow+G9l1DEExGkr06ez+fPttZhSx1eIY0K8DfDdQZUmJ8W8VlN2+02ttttRLz32MI2vMfHx+mevoI783By5Tscjp9WoSyZkuWUZfc2P81PySuuPwx0Jzsl2VSWTmlSxSp70uoIj16n5M6Lb96W4Aw6F79HJIwaONpe7OGmbcgyzNLXb2fwjBiM2l6ap9ad7zkPEFWqtfx63SngPePB1V3TzOIw2FOR24TnFvSbnou2yrynuPVwqnKXjZEyDjy4nTC36baZbF7ie9pX3TjAf/YWcPMg/9f7LSPX3dO5T+vuZKFQ+SAs1hKko6+sVxm5NN05Vdma3JpjXXz97+Yat064dSsDh8/W1ZH0snle1ymtp+sjrfQRpifbbN7WOL35LZuDdb53c2gLbixm8Vp6A6/DfN2NhUwvyOSva6Trl9k84OD6kZOlhlW5ZrpXb/13abo+fsp69TlhZA127cLXW+lm64DrN278vQTaf1rlbOlEvf7cSu+Ucp6KrH/31mGN04Jr59a8q/ddmFbfaZVd446UOStD1pZ6fSS/U9qvt4730snK01ufRuZAN9+6srXGcA+Zrjdqb7Suja6LvTHcGyMfew0ZJp4Oh0Pc3NxExPtFe71ex3q9ns5q2mw2Rwd541W/Ee+3dSHs4+PjFBbb61zlRpSYTFhsqMxms9jv97HZbKYtfhHviTSQXygv58UDxXU6JSs076w+mi7iu9ciQ9ZKhGTlwTZGlIO3BOo5AjoRcH5uYuJwpy6KGt55xzk59RRtvqYy1fy1LVSWqjjrAe2QpRqpvUHPcTjvVl936bUWXLdwZGGz/LJ20DD6W/PTCRyy43K6/sQfzBeXl5fTNl6E7SkcDtk8kS3Ao+gpbS6PUeX1c8Xt7e2/dBEKhUKh8Iljs9n8SxehUCgUPjsME08glXDeyna7nbazrVaraescjPj7+/sjw5uNLT3TKWL86cOI0aZGNn4zmYDzqfSNdC5tR45pOXoMd4/IaTGNLaZcw2JLpF5XMk3lr/Vz9W2FbTH2ri4j6D0ZGImDeA5KhEB+uOdYYxdnVIacVlYnJWqyeBmJqMRPq8+8hETMyuHqNNIWSjotFou4uLiIy8vLuLq6is1mE9fX18/K0Pqt9VeCzuElfav3dOBU2RYKhUKhUCgUCoXCp4iTiKeI90YVDhTHtrn5fD4dFo4weDMce0Ax8eMOUhzBS8KxUYn8UQf3ZrpWWs5YH/VeYfQIgla9Wp4pSkJoGVUO7p6WqVdnrVdW7hH0iI1TCcpeuIzA0XAvKQPQCz9KiGRptmTbIgGzuC8hpLJ8e/1EPZ2Wy2Usl8tYr9exWq3i/Pw83rx5E7vd7tmbLplUcnVz3mAZRohfrdtInYt8KhQKhUKhUCgUCp87TjrjCW+Km81m0xvk8H1xcTHdPzs7i4uLi9hut3F/fx83NzdHHlPOgyQi35o2Yri7twOx9wq/FUuJMOTTMpQZPWO6ZdS7ujgvKiUWeq9LzmSUve7beTtlHiJqaDuCqmecZ0QJl5/lpmdpZLIaJe0ygk5JvBaRp9c1XSUTW3m7vLKzwXokYIuEanmqZaQMk0EcvjUWW/Lga7yVczabTe18dnY2eTvxa8a/+OKL+Pbbb2O73U7nyGV5qzwyOWd9Vu9r32+Fd7+1fFxfV+5CoVAoFAqFQqFQ+BQxTDzd3d3Fer2O+XweFxcX09vs4L203W7j7Ows5vP3Sd7c3MT9/f1EPuGsFudlEvHcOwE4xYOI00RaeGNexNN2QRxazOVpeTU58mUkfyZH2MMr8wbpGaJKBmXEUMQT4cT1d/VzxvWphEPPY8fJxKWDcisZ0iob5xERRweVuzpwm4Ak5TCaL8igjHhzZWjJp1Und7Cvq2uPiGp57yAfJxNXXlfPbKw4AiaTOYfFQeKLxSIiYtr+en9/H5eXl7FareLu7m7Kb7FYTPG32+1Ru7kXA4zKR8dlq91617L8i2wqFAqFQqFQKBQKnxuGiaf7+/sj7wQlivRAcZzj1PIsannOjJArPQ8ENZBRDhBPo0bgaD6OTIgIu62wRcJwmAhPxnCYjAhxstbvFnoeIa1rmVeOq0dWl8zTJIvL5XDEh0vD3XfeYFomjtuSf8tjpkXoaTqt/47McnXt5dOL4wgmfTuQkk88V8xms2lrLntOzmaz6Y2XETGdIcdv5dJ0XPkysnIUrTHh7p0yhrRfFgqFQqFQKBQKhcLngpO22uHQapzf5EgNPtdJ36bGJBXDGb09w79lyLnrGZmQeZe8xHBtlbd33xnMmWdSz4hVjx29p68qHoEjdD42tE4/tJGupADKwH27RcAwHPkySm7yOGrlN0q8uvgZoddLU4mzHtGlhN75+fnk5XR2dja9BRPXd7vdRDwtFotpS91ut5vuZ3VtybZFWGdw8te+0doq1xuPWR6FQqFQKBQKhUKh8CnjpMPFN5vN0VlPvHVHz34C2PjLSBY1uh3544xcxGPPCBAHerYREwoj3jaKVvldWIZLu+UlomXUbXpZek5++pY2yMu9qU/rxu2S1TUjL3oy4rz0LW6tNsrqOuI5lAF9WclJVwfti1o/3S7n2lPJjFGcQjS1/qM8ri85cpHDgjiCvDAf6FjE9jn1cIp4T1zjjZjYYgcyar/fT+TodruN6+vrZ+PWbZ9zfXukT+jWzEyWLLMWSZiNay5jdr9QKBQKhUKhUCgUPkUME094AxzOX1FPhoj350Bha91qtYqIY+OutYUpor2dpUVk6Dk8TESxQYrfqEuWL8qshiGfjcNx2YuIy+rSz8g1Nmy13koEKGGn9eUDnPkcIy5rRtxoWTNiCdfcoe69ejljPiNmXJrufsug1zLA8wZ92HnnZWQU569tdDgcpq1jTg5adpWH+6/10Po5uSp5qPJtpccHewPoQ4vFYjpzCdvh7u/vpzOX0BfPz8+Pzn+D9xJkfXt7e5Tu1dVVrFar6WDxX//617HZbCbiiWWMdkOZ9/v9UT1Y/i2PpIxUzYhMHQsq9yyeG0+uPIVCoVAoFAqFQqHwqWKYeIp47nmD78PhMG2PeXh4eJ8wveHOoefp0TLgOIx6ImRx4F1xdnY2lTFLE99ZGZzROWpEtgzb1n/Oz13n87fYA+1wOMRyuZzaiA9jzvJx5dVrmReQ/ndk2Uvy5LQ13Yxo4jjOe0cJmh7RlJW15QWTERtanxa55Yg9zX+EgNPrrb7LJB3GDj6r1Wp6WYBiv9/HbrezRB4IKcRlYhSfy8vLWK/Xsd/vp5cT4OwnEFeOAO7VOQvfi99qOw7fyrcIpkKhUCgUCoVCofA5Y5h4Ym8ZNlaZyIEnEXs5sVcJ0CIqTkXPuFZSBtt5mGxwdXV1fwkh4f4rmdDzzGj9dwSLeqLxtxICrXq81FD/GIb2CBF3alpMOPHWLz2vrFeHFsGJfHrk2Snkml5vxVFkxK/Lw3nkYPzC0yji+WH56t0Er0euI9KAVxjunZ+fx93d3fRGzKurq1gul7FcLmO73R69sEDJNc1jtB1a5FxGBDq0yO5efy0yqlAoFAqFQqFQKHwuOMnjiQkYkE24zt4iuI+3x83n89hut0eGmjOIR4xEkFpKxvA3e/sgnpbPEWEtMgjXub5Mvp3iweWIJEcwjQDEmpIG8E5hOMO/t0XIGeLOy0bvt7YYaT6ax4hRfqq3C+4zGZptneTyuz7k6tOSBYd1Wzi17/XIVA7X2uLJ5VbZMvHG6akHEggnHtfv3r2bPJe22+3RdrdsOy226TrPt91uN22/W6/Xk0cV0uY0mTjteSNlMmRZuHlC0xzxguqNHy1DEU+FQqFQKBQKhULhc8HJxFOEPwOJzxKCkfn4+Bjn5+dxeXkZs9ks9vv9dF29JrIDr1tbiHreCkzqMOG02+0sOYI4mYfTaHglZRyx4oxXrbMjwpxXihIL5+fnsVwup62Fy+Uyzs7OYr/fx3q9PtoKxWm7/JVkc6RTqy2yMC2vn5bH0UsMdvV04q2I/IY/7S98HdDDw10dW2SaEq5MfrS8sbTsmay07zApyR8um74cgMcLXhaAs930viPpXHs7maF+IK7gJfmTn/xk2m53c3MzpTWfz4/GrubvkLUH589lzeSZjXE3Nnrl4LYsFAqFQqFQKBQKhU8dJ221099stOkh0zBaYWSB8IDxymcNtUgIIPMY4v+OOFFj/nA4TMYrG/e9Mrh7GVGUxWl5VziDlWWjRnzLUFaDls/XATGVEXpODi5sT1bOm8bFzTxCRq6N5suGvpPPCHnB5VbZ8zhwslOSQj2c9Jv7q57dhbe/AfpWNucJxOQTwjNpw+c1sWcSE0nqaYSPHl6vcnVyUXky4Xx3dxebzSaWy2VcXl7GZrN50TbdjATm/F2cjHTSa6fAtW0RT4VCoVAoFAqFQuFzwUkeT47sgFGKN91lXg7Ydvfw8BD7/X7yfuKw7vdImdRrxxmPyB8eT+px1TIuewary7dVXv49WtdTw0Y8EWogDbB1yW2zYqjniv7m/yMkUavO6mE04j3i8svaz3n7cJ/JPlpHV+Zef+D8W/GUmMBWQCaecI+JJ4w9zkPPV1JCSLeb6hY4/EdcJqwyj8QW+ePGZkbIPj4+xv39fWw2m8lrb7lcxmazsf2Py5f1Ve1fro1eClembFxlZHihUCgUCoVCoVAofOp48VY7Ph/HEQf8RH+328VsNov1eh2LxWIyLl38DExIqNHJW/wQhg12GLERMZFemrYarj1ixhEK2X2XLhMGXB+VM9A6y0e9WphYenh4iLdv304HNeOwZncOlsqX01dZtUgX9gJy9/hMrBaB1ZKJ/lfDnttAPYjY4FdPHiZYnMcLl63XD7TeGUECIknJJXg4HQ6HiVDC2UdcfiZ0eOsa54V669ZCR8BmMnX9RT2utJ+iLzhiUElqkMJv376d6o4tdzxmlUjTccT59AinjJhqjX9OQ4lSnXu0H+I6vBALhUKhUCgUCoVC4VPHyW+1w281oJnMiDgmnuBRgTdXwTOKSQglM5TManlYsAHN93V70m63i+12mx6ArPXVvDl9DefiqFGqxqyroxrljphxHjP8mc/n0+HuEe/Jts1mM3mygIDS+ilRwe0y4rWC+1qPjMTKoHXV9ndy4vSdrEFAsuebki5KEGT17XnauPLiPuTKRNhyuXxGnoA82m63k4eetgGnyWXgsBxOSSctt5PF+fn5NH5ZNpxeRjJy2tlB7k7Gt7e3E/GG7XaYMyA/7b9Zf2yRv47Y1BcFuHGq6erchLJCRjzXRcRUt0KhUCgUCoVCoVD4HDBMPGUeLhkJw9uBIuLI0F+tVrFer+P+/t56Z7TycwQVG9RMTMCrYLFYTIck42wpV+YsP5f/SHkdCdLKx4VreVvwfeeJgrOsdrvd0dvBeGsVp5mRbQ4sZ9d+rqwjdeul4UjAzJsGRGdETG9n40PFHQGjhFmvjCp/LheuqzcakyhcHv5wevzWOJc/b1lFni1PH9f2nF4mb/Uu0vutdEcIWtwDUbpYLGK1Wh3JKSM0XV2zcdoic3uyGRn7SjTxNRe+UCgUCoVCoVAoFD5lnLTVTqEGFgxT3sbFRjBIovPz81itVpNxqK9Mz/LKDGe9Bq8DeLicnZ3FdrudzjhycdQAbhm2I147WnZ9CyCuZ+FfAvYIYZnyQe56ho/K1HmBIO1RcnCknC1kZF8W35FP3P6HwyEWi8Wz7YURx2ceKVGoxEjmGTRSPpAnIEL5Hp97puMgI2V7Y0Bl1yJ7WumwbHpk06njwhFAETGdR3Z7exuXl5dTGCVxR8knDv/SMrfklXlV8Xjk8mcEVqFQKBQKhUKhUCh8ijh5q50asbx9iY1THGLNBj1Ij/v7+7i8vIz5fB6bzSbu7u7sgcg9gkHvcZmWy+VENuz3+7i9vT3y9HFeMtl/V3/10mCjVg1k9chqlV/rmRnPLn+QG3hrIHvQIJySCCwL/da21jZuGfVcTn1rYEY4cJ5MmGTh3H/2dMInIiayZ7fbPSuv9r0sHy2by5vJBng7oRwYK7ztk73RNJ+srq0yZvLKSETtqxoeRG02Nk8Zo1kZ1ZOKvfXevn0b6/X6qKxc5uw8rt4Y5v+9OFm62Vh2RKZuRS7SqVAoFAqFQqFQKHwuOGmrnRqbIHjW63UcDofpLBrn4XM4PB2QjMPF1+t1rNfrOD8/j81mE7vdbjp/qGUoZ6QUjHyQTiC5cL5Rz4OpZQzqGTUtbyBHvvRIlx7RwPLnV9i783Ugy+wMI47LpBTnlf13ZTzFqyQjJhxxwNf0TBwlP7huIHjm83ksFouYzWbP3qSoh4pnBITzVHPnAGn+AHs4oe9jLODT8nLK+nvL40nj9kiT8/PzIwIu82xSgjUry2hfaZHLOCR9s9kceQ1FxDMPS0fSZuRpNs6UgDuVmFZCDOWDxyXfhyz1JQeFQqFQKBQKhUKh8Cni5LfaOe8ObGfKDGhcPz8/nwxKkAAgCC4uLiZPEHyQj+btiB0cIo709vv9lI57DXxWL6DnuTFyv5VnD87zJyKOzghiUoQ9QJhgQVx+0xbiunIqWaYEEKcxWrcRw/3U8Or9olvZlsvl0VsV8VY/JlYc8ZaVxZUpKxcfnh8Rk0cTSCbIX8kvxM+8zLI+54ifljcOlzUjL09JOyN/sviKLDzI7P1+f0Q69cqrcsvyaPVDJfx6YbPr+kF7u8PtC4VCoVAoFAqFQuFTxAed8RSRb71hr5qHh4cjQxAEAIiny8vLWK1WU3w1GtXjBUSDeplga11EHG1j4q0vSC/zIGl597jrvWstw7cl01MNXS4jjFoXTuup3jutMra8bzIZnUq6tdLm+6798Vmv10dv9MMh9s67S9sqk61rZy0XysEeaTjUHn3+8fHxyHvOlSHDiKfYSDoaxnk49fLjMC0i8pR+zOQq/uP8KyZOW+kxQdcj6pQw0/R7ddO8lZR3/baIp0KhUCgUCoVCofC54cXEExvVm83m6Gk+vKDUm4MNLRhe+/0+ttttXF1dxWq1iouLi7i4uIjb29vJc4c9VZA+ezjBwwRnG+12u2lLE5cXYHIL/50nCH6jvOoNxPczI9qFV0MWXhxaLpcuyzEzlvVMJ5z7xPkr+cHlUm8o3eamnm3OwM7Kh+uta06+XHZ4FaEfoA+A+FkulzGbzaa+ifOC1HNI//dIHFcW/ObtfREx9V0mnbR9sry4HKPkD7c1kJ1/lKWVETE9Qqo1FrQ+btxp/9O0VX6O5NF0MgLYyc+V2aFFQPJHSVFNG55vRTwVCoVCoVAoFAqFzwEnE09sNPJh4RHHZw8p8aRGrRrft7e3sdvtpleov379OiJiSh+GPNJCXhFPXi3OoMuMyJanA65nBEjLEGej1xn1SrBwXhmJxdcgUw7D5wq5s4seHh6Ozh2C3PgNeCwP9i5RTxP21mBixBFtPSJC5ZXFUZIB53jxm+u4rDhYXQlI9UQBCZDJHDJyBAHyg6cd4oNI5bObWl43Th4aruXl485SO8UzKrvGbaJhsrSyQ+SzvNy8oOQRk5wZCZmNP1fmHrHL9/iQeCefrEz4zQRUNm4KhUKhUCgUCoVC4VPHSYeLOw+CzHDHGU1KZGRGKcgPeDjtdrsjLxZ47cBoQxg+M2rUi8B5XWiZWmQJo+UdkYXp5dMiu/S+kjLuLXYgn5R40S1NnD+fmfT4+PjsjWxM9LXk0SJNMlkoAaXGPL8lDt5uOGcMZ3uBqMxII/528uK8ncyVdAIJqweG90iGnnwciZn1xxGir5X/aDlHSRPIpVdHhiMw0f/U8y6L7+Yp9UrisD1vKE1fSSztL/r2Ot1eV+RToVAoFAqFQqFQ+JxwkseTejrgW7eJgQCA4alwBhef+wTSCVvpsHWK08fZL+wJNWLMZYb4qUYgp6O/I9oeJr10R/NlqEeUxkE89WZiUoXPhmLC73A4TO2wWq0mjyLEceXIoMZ6j+zgD2+t49fT83lKzuPIpQnAE0zJCk2b4zMphz6OfujOkuJ0VUYtcqbXVzWdlmeOXnOeRb20XJ1cXpnnmiu3xmvlqcRRhszTyhGJrfpomBECj72cENcRTkU6FQqFQqFQKBQKhc8Fw8STGn/sHYMPjHj1vmGjj+9z2jDQcB8EFIfnOLo9rOVFpEZeyyvKGcE9A18NUiZ6Wuk5DxtcH/VSyfLNiBS0C7+iHm+Ag7cQtyuXfTZ7f5bR5eXl0YHx/NYxJ2ttO+0LKhutHzyb+BBxpM19h73gnJyYNNJrTFQx+ebi81lO/ObEjMwY6ZvcX9x1BbdJ1rcinp/PpX2O47XSaYV1cF5HGtelw+XluYVJUW0b9MUIT7wiL94KrPNNrx5ujGpcJkNRLiad1LOuyKdCoVAoFAqFQqHwOeAkjydHqOA6P/HHwd/wjHEeI4gH6Hkq6pXgPIlGvTJO8UbKrmn5tA5qUGt6jmhxhBWHydLJvHhAvjg5sleTyhDb6B4eHmKxWEzbJzkePHm22+2ze9iOx6SX2xaVtVfmAcMeTtxvUD4Oz1vcuM5Ia7FYHHlwsbcXn3UFIomJCdSRy8Lb+fjwa61nNlZ6fc+FaRFYKg/17NF0UQ53aP4ppFLEcy8f1wcRz11z8lHSVsm4bK5oEVtcZ0fA6bjrEcNMMqkM1MsJqAPFC4VCoVAoFAqFwueGF7/VLuL503781/NYHNGi5E9muPM1JaN6YfXah6BHFLRIlZFwLTiPjFHvKGfYs6cH/jOxAiIJn/Pz8ymcklg4fJu3pI22SVYH9k5hssgRDkqwOKIA2zaxNY63wzHZgK2dh8PhyAOKPa4i4tkZUqN9+EPu9Ugprq9e65UrI8aysCpj3v7IXmOu3K5OTDZldVePp1YdNX3uZ0qKcf4a15WL680f503lSGdHihYKhUKhUCgUCoXCp4wXnfHUC+MO14XRjzBswGZGtSOs+HrPgG8ZsiP1GCWTWmiRYJnX2ClGqfMOyfJmwgiePvjP6eAAcbQlEwnqwYG21m1EnGeLdHL/UQYmnVze3NdUDpoWiBFNC23Jh5Vjyx68mfgQc77n3p6Yedlo22i9W31tBCPhNI+sXTScG6P4ZuJpPp8/O3Mt87xqjZ+MBOI+6+K4+URx6mH4riyOcMJ/5+lUBFOhUCgUCoVCoVD4nHHSGU9KjKixzR4i+N/bduMM88xLI/PccB4zLcBA7NXHxXNy0fuZN1dmxGqeLe8LvsZeQSx/JUT0TCNNCx5AXBYlD3Rrob4q3p25BQ8TR1yo5weXhz1oIo7PcuLygBACWYQyszcTiCfIis+jAkGwXq+ncq5Wq/jmm29is9nEdruN+/v7qawPDw+x2Wyeba3TNlYPrayfaB/QcO5/1k9a13oErXp/ZX0/I5KwtXa1WsX9/X1st9tncuiVQ+/rWEI7MuETEc/6qZNnNg51HuB6cjgtI/cnJdkhTyU2AUdWFgqFQqFQKBQKhcKnjGHiyXkaKGHAHijO8IbR74zbngeEu++IopYxzmXpGZicxojHykhdMvJNjWwXVuWvnj4ub46rZ9DgPrcHbx3L2ok9O9zvw+EQi8ViCq/kY0YQcDnxFkPE17LAg0nPbEL9lSTRM5xQV3y4Xz48PMTXX38dX331VURE3N7exnfffTcRKiDYHFnKbeDIQm0fllGLOG0Rknod2x4zOPIF1/TNdirH2ez9dsTXr1/H4+Nj3N/fx93d3UTIwRMs6/+OgNSytUgjVzccDK91c7JxhLbbEpy1HfLjD7ZmgmxiAhTXW/NHoVAoFAqFQqFQKHzqOPmMpxHvCWyti/BkSm+7i0vXGYItDw01MEfq4QiunvfUS5AZtVlYLYsjbBhqbJ+fn8dyuTwiajQNNpzZe4nvuzIoiaT/mRBqGfQICw8m9cRhzxJs68I1JoPm8/mz/sXp6dlMuMblvb6+njxbIt57hPG5UIASmfqbw2i8TAbu+il9ZYSccgRMqx5ol8ViEV988UX8f//f/xebzSa+++67+Pu///t4fHx8RjplZHFWZyc3JbBHSOAsf0e0teTa6t9MaHJ66E9KurvyFglVKBQKhUKhUCgUPhectNVO/ztjFl4jOKgZHgDswdIzxtVoU2NYPZZOhTO8M1LnJem5e5knxylg7xP8Rx7Zq+FBGqxWq6NtabyNDV4jIJ64jI5s4XLof04T5QHxw/V2fQdbtmaz2VGf0fAg0JznGDxRGIvF4ugNdPv9/kh+/Ja82WwWd3d3ERETuQXSKfNu4m+HVrxT0CKsXkK08nU3HnAN7XJxcRE/+tGP4g/+4A/i+vp6kiP6CNqMyc1ePR0hNDJeHIHUyzO7x+loWtoHHQHFcdxb60b6SKFQKBQKhUKhUCh8qjj5cHFnvIEE4O1cV1dXR28RU0NSt2e5N1Y5Msh5EzBGvIkyzwn1lmh5pbQ8K1yaeoC3kjcaX8vH15AW5A1ih+Nzm6xWq1itVhER03YzANuFlsvldA0ePvggfOYl40hDkBD6hsOIOCKV+G1gzpgH4H2k+SINNfhBuM3n87i8vIy3b98eeXOplwrHw8HqfGA2e7K0vIe4rZgQ5OstEiW7rjLJyBK97siZjKRyHkfoH+v1Oq6urmK9Xsdms4nNZnMkS04n216meSl5yWXIyD2UieHmA5U14jniO5Or3kcark9rObM5yqVfKBQKhUKhUCgUCp8yTiKenLcLrsMowyHD6/U65vN5zGaz2G63sdvtnhnvbJi1DDn974xaLSOH07CneEux943zsNH0WoQUy2qk/FoO3GeCj884Oj8/PzqjCaTO4+NjXF9fT9vKeGsaCBZ4qPE2Nv7Pb+tyh8ZrWZmAah3kziQVZD2fz6d0QN44Lxikw8Tm4XA4Kv/l5eWzg9Fbv1FWPa9H65WRsEo2ufZVKAmrZAzHaxEzLi8n76z/aZ9G2fb7fdzf38fhcIjr6+v4+7//+9jtdrHZbCzJ1Btbeti9q4cSkQjLb09EX9SxibCaXqtdOI6Oayac+A2JLB94zWWydvUtFAqFQqFQKBQKhc8BJ5/xxFAPFTaqcEj05eVl3NzcpN4Rp+YXMbZlpWXgjXgiZESRptu738OHGKfskcJeTExi4BBoNtTVAIcnEA7sBmGI8rGXiJ7ZBHAY9SrpnUGVGfvarzJiQ9NjUg5b5UDOgYjr9SXcx2HkihbZo542vf7q+pTec6SMS8cRSxmB6+K4MJAfe77xm9uQjiNmHZmldcm8jLIyjcizFaZFvOl/7U/w4uS+zmeG6Rz30rmuUCgUCoVCoVAoFD4VnHTGk3p5qEHJxuLj4+PkSbNcLqetOeyxwOkqeuRLjzxqGZ+Zt9KIV5Ijmhwp8EManGoIn5+fHxEk7DHDxJEa+Xwf5JNuJVICCVve4GmlYRy5qPm6rVJcL3g9sWeXIyy5T3IZZ7PZ0SvvdStdywuIZXw4HOxB61rm1rUeXF9plUfDtAjTLD99i56rF6cLkonJTZcut1PmDaZ9wZ1NpsShO7fLlfljQYk5lIX7LuoB0onH2EvyKRQKhUKhUCgUCoVPFcPEk9vKwiQTExFnZ2ex2WymV43Dg0a9Z/hbjW39z0Yqh8mgBq4zeh1Bkv1WIiYjy1w+I2V2Xi4OSJ/PMEJ8yJa3wamMM7AnFJ8Z5fJfLBZHRAAf1j3i6cF9RYmjHrnJpAZ+QwYIN5/PY7VaxXK5jOVyGbe3t+nh67jG+SE9bKPq9TtHXLI8MqIt+8111oPaHfk0CoSF/LNytPos6sN1ywgmHQuO6FMSDB586Nt8kDwIxV5f7o25Vt9WMlM9nlBekJJ6/ldrjnFkYqFQKBQKhUKhUCh86jjJ48lts2JjjQ+qfnx8jO12GxER6/U6VqvV5B0A9LyKnBHo8s7Sc0SAi8dhtTzuembwjxBGzhurRSBwndnrAmcvzWazo8Oe9TBrJmiULGRjmmUDzyeVhZaX01IZOe8xXNetbipvEJZs5EfEM88XliU8pNhjC31RiU8luzitxWIxvQWP5dlr29Y950HT60u4xx5aml/WNlkYHleu3K5NXNmyceSIFwclDjnNs7OzuLq6itevX8fV1VXsdru4u7s78izSOUHL7/Lj8mWEtkvTeV3peWdI142DVrkKhUKhUCgUCoVC4XPAyYeLZ9f40Gk2ys7Pz2OxWDTTdURQZmzz/VO8HkaMv4yMGjUcucyjnk699J0XDMgZyO3+/v7I80Lzy8gIJaNanjjcRiNbtdx1RwAoIcdkliMxsLXQETcg0nB9t9vF/f39s7pmpADIKpARztsp82pSom1EDpp/C46gysgX583kyqdpqlxcHZwMNW7rWit9pL1areLy8jIuLy+ng815i25v7LfuuTK0SGQQTiw/Pd+Ky9Vq+0KhUCgUCoVCoVD4HPFBh4uzgcXnBMHTCVgsFl0jtuXFEfG0PUjPiBqBGug9o9V567Q8UzS+5vsxDFEmTtirB55l/PY1zrPnseU8cCKek0s9UoqhxFaLDENeODvKGfioM9Li7VZ6H/HxpjH0yYhjjynXJnwmFOKPkglZ/x7BiAdTdt+l1YrjyKYe8dkiGU8hWFtlxjfakknAiHjmXaR9yslQSbjMU8r9j4gjD0NOK9ta16t/EVOFQqFQKBQKhULhc8SLiKeM1ICB//j4OG1Z0reIISzeegfCgc/h0bTPz8+nrXqO2HKePO53hp5nFRusel3zcCSaevX0XuveMvbhEbJYLCZ5qCHu6stblLRc6r3Rq696yzw8PDQPf9Z0kAf+s4HP5wchLG8HZM8n5M3lZQLucDjEdrudCIzz8/N4eHiY3kwG7zzcOzs7i4eHh2ceZCpP3SqoHkSZN5AjQLO+2SOjWqRgq887Msbl1yJTWN6ur46SKxgL7FH0+PgY7969m34/Pj7G3d3ddHg+E5QtwtP9d/G0X2tf1H6NPuG22Gm93f9CoVAoFAqFQqFQ+NzwIuLJGX0RT4cxR8SRt8hisbBn5Zyfn8dyuUwNWyYT3OvbGepBo2cBaTn1UORTvRAyw7/nUaHEQLbNxxnLfKD4fr+P3W4X2+3WEkdZWfFfvTcyogPhWoerZ3VQ+TDxpdfUG4nJOZBFDJzpxN5JTFzhGkgi9VLBlj3uCw8PD7Hb7SaSw/UP1zaZDBRIIyNYNWzP2yiLP0J29DyVMgLNEadKwmr6LWKOSaeI97LZbDbx8PAQt7e3cTgcprfpoe+j3d15T6NzhCs/+h+TTuh36B9MbI7KVuXSIhwLhUKhUCgUCoVC4VPDB221c2BCg899YsD4enh4mLyXMi8RYLfbPSNYXDhO33k2qEfHv5QBeIr3A4xrkCWz2Sx2u93RdrAI7/GleWXeMplcex40Gj4j2FzeCA9vo4hoEowgB/hgdcTB/eVyOb1VEcQc9x3n2YW+yPJskRSt+iBdJlp6RGOGUU+iU71qlGjMfmflcWG4vVuET68/oS0iYvpWTyft525c96BEEF/Xc52Qrn7cfNTKi9MqFAqFQqFQKBQKhc8Fw8RT5uHD9x2pASLBpQHyZMTIh9dDqwyt+K04Lc+SjDToGc8tT5TsXqsM7IEBjx4QJR+CEa+a0et8T/uDIwhwD2RadqA4e3vhw94pnO98Po/1eh1nZ2dxf38/yQoEqJIMkOdut5s8WkbqmxFzLXmeCkfw9EjAw+FgvflahJJefykx4mRwClHGskRboO2ZxOO4PVm48Zt5FPI4Q7/iftl6i52rj/t/KklYKBQKhUKhUCgUCr/t+OC32uk9GGTz+fukYcyxcYew6l2SETOar/PQ6JXPxefytIxYNeQ1Ly6HGrWunIrMS0S3/8DTZ7vdTlvstCz8n9Pks5M0jLumbQUooZBtIXJEBu5rf1D58v/Z7P0b/FarVSyXy1gulzGbzY7OEwNp9Pj4GOv1OubzeXzxxRdxOLx/4993330X7969mwgNJTiYnOJyOnmCiMiIlRZRqWAyBXmOeKtlbebK7uqg5XXhXDn1mspllLzK6pgRlUwI8dscsb1S24NlGXFMTmbEJrBYLI6212nf6Hk5aR30jChu65cSfIVCoVAoFAqFQqHw24Rh4qnlxaBGKYw0PnMHXi0Ir+fccJp6RpMri0PmXePij3qFuDTUyHVbcpiAcgauSy+7dnZ2FovFYiJcNpvNM++gHgGh8lWiSPNUkiMjnDKvEidb3OP2BQnF3iRMSp2fn8erV6+mLXTcL5AHDgXf7/dxc3MTq9UqLi4uYrlcxuXlZUQ8bduCFxTXmb3uMoJG66LXsvst0tERMJm8nSxbMta6cP1eQtZyOk5GLSKpR9q6+vFv7Rt8ADh7qGVjtUWKsWeTetOBdAIc6aTEoZNXVvdCoVAoFAqFQqFQ+BzwUc54UmOWjThch0HXM4zd/5E8Nc0WekTPhyIjaU5Ng8kX3mKXvW2N89T/H1I/Ryy1yIwsDU1P+4OSdXyYOkgnbJnTbXOHw3tPu+12G7e3t1PcxWIxeUzxuVgcB79HCE3+zrzCTsGpffGU/DJCZKS9OKz7PYpT42REKP/WM8CcTLJ5xpWJPaqUSOKPehg6Obp+3qtnoVAoFAqFQqFQKHzK+Ghb7QB457x+/fpoW4w7sNelmxmHLylfL63ME6JlMPYMf/ZYObUOjoRhLwy8cS3zvGBvq57B+9IyZnAeN65eDjD8MwJzPp9PxBu21mGrIfobyrDb7WKz2cRyuYz5fB7L5fIoLZBXkJW+paznpfPSfqlePK2wLh7Kd0peCiULR6D9qpXfS/tUL23+oA+wt5s7a6lVH/3P5zplnpY6tkblWF5PhUKhUCgUCoVC4XPHi7baOY8ekEur1Sq++eab+Nf/+l/HZrOJN2/exC9/+cuUlOB03DYqh9ZWJ1fezOMhI5qcAa3X1Ch2hmhra5KGUTkw6QJvHXjs8Jk2WZ5OXkogZGXN7us1VyfnGaXh1KsJ51bxfRBK6/U6ImI6w2m73cbd3V3sdruprOyp8vj4GPf397HZbKZ08YY7PauHzxjL5Mn/RwiEnqcNxklGeDL04PQeYdHzbsLv1qHYLS+enpxcflqHLA9HXKr3UcRTP8B957GmZWz9Z2ITRLmePcdb+7gMSgC3xvnHJnoLhUKhUCgUCoVC4bcFL9pq1zKelstl/O7v/m78xV/8Rbx79y7+4R/+Ib7//vvYbrdHXk8jXiDOkHNx+XoWn+87MsQhI1sycsalqeXNwjLpBtJpsVjEYrGYCBeQLS6dzOgeNXQdSdIjGfhe1kb6W8kCGPFs2IN0Wi6XkzcTtsjhIHH2fLm7u5tIA5A6eOvf4+NjrFaruLu7m/JmrzE9TywjJ909rW9Lnvxb3/KYeRW1PI2yvFvjyJUrI4+yemV16/1v1SsbG/zB1kkmGs/OzqY2dp5PaO9W35zP57FYLI7Oo0MZuW84sk7HlyPTVPatuaNQKBQKhUKhUCgUPkUME0+Zh4Li4eEhbm9v4927d7HZbI48FNRbiNPOvBKyOFo2JZc47qn163myZL+zco78Vy8gPhNru90ene3Uyu8UoimTZ8+DStEi1XreOmyMM6GwXC6fvV0MB4irLHA4OG+Venh4mMg6eLOAnMq8tLL/vbr3+ksW75T0R9pqJJ+MNMu8kFpoefi4PEbK5NqHyaeI54d8I7y+uTFLD9exjZXHGh9WjrLxx9XBEUk9orZQKBQKhUKhUCgUPhe8+HBxRxQdDu/P2Hn79m384z/+Y8xms7i7uzt6c5RixFOkFT4zLEe3tvB2IBdff78EmUeSC8cGMbw42EPHGbejXikt8qcl757ni9tO5fJULxfUB14pWv/5/H33ZMKJPZ4AkJsg7CIidrtdzOfzuL+/j8vLy8l77Pz8PPb7/VGdemSeq09GnjgClNEiT7PrzkOI+0JG2o6mp3Xg3+wFNDKeXFpKzPS8rVoeUG6LG6eJMC2vLPWigieVEk9KOvU8nDJoX/uQuaRQKBQKhUKhUCgUftvwUd5qx9jtdvHmzZv41a9+Fb//+78fX3/9dfzoRz+KX//617FYLGK/30/b7nj7ipIAmeEKYoLvnZ+fH53LAiKjZfzzdpueMZldG/UMYvLGGcR8RhG/jQ1eO/DoGfGs6BEinGe29Uflknmg4dvJr0V4cb5or8ViMZEG/Aa/iIjNZhObzWbabufKgLgIw2++Q3/Btqr7+/uUxGNiIpOjxuX6jng/jZA3WreMLOIwLi+Xn3rruH7s6tmqWysPlR0fFO/Cap68Rff+/v4onvZj7rs8H7h6Iz4Tp4fD4ajv6HlPTGwhPfXoVHBbcl6nHIpeKBQKhUKhUCgUCr+t+KAznhxBgW94mMxms3j9+nV8//33Rwakeq30jHF3BhIbms7LoeXVovXAf2fgj3qp9DwZHDmgnj54ExsfJq5eGFr2jDxiAkHrzYa6g4vD6XLZuS5oYzbGud6ZRxA8vGCQ397eTt4tIAKc1xeXj4kAeIk9PDzEbPb+LJ/D4RDL5XJ6053KtgWtt5ONI4Z6XjJZHA07QmyNeOO0CKGRNHoeOz2SDWN1tNyz2SxWq9V01hnmDe5r6G/4MBnF5zRxn9e3bIK0hEcd8lJvPO2DWX/MwGGzN+gVCoVCoVAoFAqFwqeED/Z4ct4SDw8P8e2338Z8Po+zs7N49+7dZADqtrsRwgmEDJ8XhfN6kAaMTUfA9PIZJZqcoe7yaBFS7jcMYT6HiL12NH9Xph6JlxEcTFC1vLZaaXN9UJcI7wmSETgchj2XeGvViIHP6eMw8tvb21gul1P5uC+p94rKZqTep+ClpGYvTNb3WuXIytNrY5fOKBwR1ZIBvP+U9NGxc3Z2ZslJkFIZARrxdEYYE5yaTkbCfax+USgUCoVCoVAoFAqfKj7KGU+Mw+H9Fql/+qd/ml5pf319PW2bYi+DLL4aiOwFBCNRPWTUmPwQg7BnvPe8PpCGM7IRXz24QDph22BrWxmnP1KWVtmyMjq0PH74YHBspXIyyLZX4btFAGjf6JGJEe/Jp81mM23ng5wh3xaRknl9Aad4vI2QepqHxsnif+h191/bZ2RMKDJSSfuweiRxWjiDCf3CeRopacp9TOcS/o04mWedboXL5Jm1LRPiozIrFAqFQqFQKBQKhU8NLyKeWsZkxHtj//vvv4/r6+sp7MXFxeSZMJ/PJ2MPcXuEgnox4Hs2m8V+v5+M04g4OuMpM5ozYsjFYY8grave5/guPZAzbDSDWIOn083NzbOtiK6MnH/rgO8RL5aWh9gIgRDxvj3wanr2MnGkGQN94uzs7OitdegfrbPA4AnDctFzdLbb7URcLJfLiYBCeJCZTh7a9rx1a1TO2rdbMnFk1qkEmKYJ+bi4Cg7rwrvx1BsXri6uT+nYQH86Pz+fSGf0K24D7h+cBtLHGV/sjYf80fa8tU7HrOt/rr4K7ptaf5ZboVAoFAqFQqFQKHzKGCaenGGuxjIb0zhjh42r9Xo9ES273e4ZOaPpR8REHOx2u+k+CAo2QEFqOUOey6rEEF/j8Fo/V06HrD4qS/YQgnG93W6nw5Pdm7tYxq5eWX56bcTDpRfHlQtb20CgQQ4ZkYdvkE44m4kJAK5rlq9C+x17tuz3++mQ8Yj326zcdqwsD0fS6W/+r+VTD5he3Vw9ep5QLW+lERLSXWvFyQhFja/15i1yEe9ls1wuj9oeh+zz1suIsC8TcESTI2X1MHHAEViYa/i8pxHyqTV2C4VCoVAoFAqFQuFzwkfdaqdkDns0wbiHd892u7VkEMBGpm6dgXcC39NyZEZez8vgFEPyFLBs2EOIt36pcd0rQ8+LpeXFxGmMEFGZ3JQcQruox5Dmx+QfiAJ4H+mbxLL6Z3VzBI0eOs2y5zA9clEJvww9MsbVoZVOdu0Ub7YsvV4aXMaXjAPXb3FuG8az8wBT70j3AgHEUZJYP+ibfM6cy5d/Yw7jPtEiyTX+h8isUCgUCoVCoVAoFD4VfPDh4hHPtyNFPD/kmd9GtVwuj7Y64YNzmx4fH49eeZ95tSAfzW/EM4nhjMeW50uPlOl5wsCoxsHJZ2dnsdlsJm+fXvlbZE5Wn1Z9T/VsyrzFtAyanxJv7FUCYgDbqbQ8o4Sgaw94qvDZPThPC29LU5m3yAPnTdeSPZdppF1bpJUSdyPEVE8+Wm5tK9d2rbSy+5oOCEe+D+ISxNR8PrdzQcurj8eYHnTPZ5Dxh0lynrdwbaS+LZxCRBYKhUKhUCgUCoXCp4STiacRQxOeK47QwHYaPTz78fExVqvVZIz+5je/sQYh8uBXqTNh0SKruA5qxJ7q9cFeS1wu3HfnALEHBjy/5vN53N3dTVvsRomEUe+f1v8e4dTy7MgMae4D+OZzkVgGIAEiIrbbbWy32+kQes6X5YItikp2jZBB2GqHA6vPzs5itVpN7cXnS2kdW0Rbi3h055g5GTuPOEcuOQJI8271f60Lf2fldP1ey+JIIZDIrl7YKstjPOI92YMzuPA2O367I6eBtHms8VvwEI7LpW+JxNzB85DOOa05zx2W3yPFTiHFC4VCoVAoFAqFQuG3HcPEk3paZGBjmUkiGJvwNlEPqYygwD2Fvh2PDUZXHqTZqpN6d2RyyK61vBr4TKflchnn5+fx+Pg4kU7uDXau7i1PnF55M08cV26N1yPzRtPFf5BOIJ52u92Rx1dGuCiRkcleCR1HkEVELJfLODs7i/v7+6nv8XliEXFEbLBXDueXyTnrc9l9TSMjGLO2GPGsafWvXpyM1HN58rjCh7fPKkmpn4iwZKCSSjxvLBaLiXjiOSfi6Ww496ZEpKNlyuSl9c9k4A5rH2mjQqFQKBQKhUKhUPhU8FG22inUOIWxxVvu+IBfnGvExEPm/cNxgNbZPC0vE3ffeWe4uo2C0+NzhSLi6NDkzLDXMvcIpxHPJb7WIw1a6TqMeHRAFrzNjonDUeLPycq1jxIM3FfQFhHH3mutLY8f4rVyqhxHyNCRdHphULaeJ5XGGckfyPq0XuPznDBnjBy2z31Kva24Xfm/9oeRMiI/R75pnB6BXigUCoVCoVAoFAqfOn4Q4iniuZGFA8FBtMxms8nrB9f4wHD2VHDGs75lqmXUZWEyg1C9n1ppj5ACSA/n1vCbsjJPp6yMp5IQL/WYyeKOQD2nMvnC68kdHK1EUWbA98gI/q+kBoDznviQ84h4Rj6NkBCab6+9lKB1XmenkIIZadkilNzvl2DEy8qVXYkvbqPege/c1ufn50cEFO5zuyvxFPGcuB5tZ752ChlZnk6FQqFQKBQKhULhc8Iw8dTzKgHUE4ANs/1+H9vtNna7XSyXy9hsNtP/3W53lIc7ZwfGoTtXSbfZqaeI2xLjiA7Ov2eU97wcEAeeTovFIs7Pz2O328Vms3n2BjvnkePyb3lEufo4ErBVl6y+DqMeWCoTbIlaLpdxc3OTerWo54pLV/+jj/A9Pg+I35K23W6ns7bQRpyHtkUmJyXJEE636Wmf5LiOxNDf7pqSVyqXUeIrk20WNstLy9aChmFSksc2twXHURIT5BOXF4QTE1paj2zMtcaZC6fjblS2hUKhUCgUCoVCofCp4qQznvh35lWRGVpsAO52u1iv1xP5wof7Zka+I6Ba2396xEx2T8O0vB/cNTZ64XkBkuVwOEykk/O8aXl2ZOXNPH4caTBaN00j8+ZxpI8DEyqQC+Kp11dWr1a/cMRMVsbD4TAdYP7w8DCd8RQRE/m0Wq0mogqHvre875wMXF90Y0jbasQzyZVDSSuWt5ORk2UrvxbRp+G0Tj0SVe/piwP4HpNS/J8JPlzb7/ex2+2OvAvhbcllzYgnnZMyWWVEbov06xGChUKhUCgUCoVCofCp4Ac940mvgXzCG++w7cwRMA4twiQjglrpZeWGx0xG4KhBz0Y+eznhM5/Pn2011Liu7C3vklFkbdFCRq604jvPHP7N19SbhYnHLK9WeTISJwPyRFxssYuIaTvkYrFIy/YhhEGPCFL05KL/R0jZkTKOXBuJ3xqrShDqGFKykmXGfUjH4vn5+TTXOG8nLluL7D2VBNZr2Zhw/wuFQqFQKBQKhULhU8WLiKdTvF1cXLw1jLdatbybNH1HpLBh6rxInEeKGum6ZcbVmT0s3IHYGgZbf+B5oW/ociRBT34vwWg7OS8Zvoe0MmKs5x2lXitMDCh54sqrbT1aVy0fk0/sgYX/IAv5TDLtK1rWVlkyZG3f6hMjJO1Licoe1JNKoWMoG7fn5+fPxhDCaBy9xh5PWjYuA2+pdG9LRBhXR/c7w8j4fSkJWCgUCoVCoVAoFAq/7TiJeMqMJ73e8rY4HN5vrzo7O4uLi4uIiHjz5k1KavQ8f0BEMHqElTMSNQ0NzwYwzpLhw9ARn4kVGNebzSZ2u92RkZ0Zty3SJ5PJiGdXlq4iC8Nkj55bxGQMe4plZFMLrr2VuMri6W8nL7QVrsH7DiQYPJyw7W4+n09EKcJoHi2Psoyg0uujXkYtotLJKbvm4rk+4vJqtSHXx7UZPJKYlM36dcTzs974zC8QhDoXHA6H2G63cXd3N70pU8leTvMUcsmR0yq7jPQezatQKBQKhUKhUCgUPiWcRDz1yCYNo2FhmOH/+fl5LBaLWK1WR+f8qHHvDmhuGatZWV0cR1KMGNYgKNjIZi8nfmMfSCetn5OREndKBrTk27rWIxMy9Egt55Gi/7X9Qd5FxOR1lJXb1VcPG3dkZYsY0utoT7QRtoBGvPfKe3h4iO12OxEb6qGj5dZrrfZxcsr6X4/4ddtD9e1uDlkbZ2RYr++0vJHwOyNgVQYYU4ijYw7/+ZwubGndbrfpgeI9ZONPidaMUFR59Nq2UCgUCoVCoVAoFD5VPHfzGcAo+dHCdrudPIb4TVSaD5+VlJFCpxpzPQO8l4eeF8NlRF34TCd9K9cpZfsYHhIfkuap+TuyReXKRAeTOE4+GXHEUM+qHumhv/nQe2ytQ7lAIvIb0/TDZTgVPdLC1W8Uo15uLt5IPq10e14+TCRl+bux3yKqEJa3tGbnx43KxJFxL4nriNkioQqFQqFQKBQKhcLngB/kcPHMC4SNLbzGPuLpvJfM2wFptbycsq0uep/LpcYgl7NloMLjBsYuys/eGSAw9EynrPyAK/8I8XKqMezImWxrVIv8cW2taTmCBsQDH7Sepdlqt6w82X9NhwkQLiO8nvBb2zCTS4/UbIUdISK0bzrPp9G0XBojGO1v8ETK2la9h3Cfx1XEsddTRmhh211ExG63m7bYad7qvaT1UW+qkTqOEvGnjNNCoVAoFAqFQqFQ+FTw4sPFFUwwOCKBPX4Oh0NsNptYLpfT6+s3m00cDofpIGf1CHAklt7rGYxs3DoDls/+4W8YwpwPPGBAUKBeur0u8+rgOE5WKJeSMJmRO0JmqZw0D5WHlgnxeKsbX3ey1vQhS5By9/f3Tc+XltdIRg5qX9R7OOdJCUS+j62U6BOLxWIKo4eh85sZ9cD5EdIOdXBESNZXs/+nkIYavhdG+2tG8Lo68X0ld/TsL463WCyOtrVqnQ+HwzQO5/N5bLfb2Gw2sdlspvO7srichqsrlxfQbbLZ+Bxp8/J4KhQKhUKhUCgUCp8DhomnFgnA/zMjj71LQDrwW8Vw3pOeoePgjL8sTy6T885R7yo1+jUM/qO82H4FzyaQTuptkcmo5TGEe7od7VT0jGG91yKwIuKZF0sWlgkgkDvwTOEtiFk+mfGfEYgaJ6sfwikBwr9BHIJYhFfbbDZ7dlA8+ixv0WvJpIeMaHIkniMd3bhrkbJZupyWkpUO2i4tklTT1Lwxls7Pz2O1Wk3eT85Djj0j7+/vj7bxalnVc6pVF0ecqXx6fbA1Z75kLBcKhUKhUCgUCoXCbxs+aKtdZliOkBIgn3g7DXuetNJwBl2LyGmFzwxL3GPjGOUDCYEwMJKxvQ5GL6fB/508PhSnptHyovnQvJTEcB/IbTT/U432zAuK83XEJIgJJjjg3YY4/Bv3lWhr9ate/XrEzik4xaNp5N6IB1VvbPKYYm8xzgOej/P5PBaLRczn8zgcDkekEt/nw+ozjzN4V6FdkcdLydzeXHdqHy0UCoVCoVAoFAqFTxEvequd84Jw3ituWwmMNXiMsJcI0sMb4TJvgQ/x+snqwf+zt4Oxxw7qAUMXW8b0vCDGKNmjsup5GGHr2CheYmx/DNIDxA4b7aN9xnnc9LxOnNfVbDY7IgY1TkQ82zaHDx9yzW9a461izutHy+n6h3oCndI+Sq60wo2m9xI4zyklf5wXHI91nh/wZjoQf9iiyVskF4tFLJfLKR9uW0eC4dPzqhypJ9Jxnlucp8Z11wuFQqFQKBQKhULhU8Uw8eQMOL7uyAAOzwYakza4t9vtIuL49e9KPOC3247n8svuu3rw/cfHx6M37YEMY9IEnk3w3FIS5RSSqeXhMkJCuC2CowTESPoZUcLxlRh03kSQ42w2m7zDOA0N2yKTsvpkHmVKQml43Od+g//wjAHpyNsyI+LoPoioEWKxJd9WeC1jq+4fGyMELn4zuYRrTN45MsqNMbyIYLlcxqtXr2Kz2UzzycXFRaxWq3h4eIjNZjN5RCmZBbCXXdZnuQ6ZV1OLQHJtcmqbFwqFQqFQKBQKhcKnghdvtettB2ptrwHg1QDjnsM57w8Ymy1DUMvB/5W8ch4xAL+pjj1XYNQ6j62efEa8UhxOIZKy9B3ZNOpZ0zOukb4jHvg/v+6ez0hi415JJyaEkF7PWyUjpzIZcJjs4HSEB7GEw6zx0TcYnrqNsOe9xWH5W72JXJ6nkJKaZi+clivi+TlKTCoxCQXo1kWOgzGH8+DW63XM5/MpvfV6HRExkVGcryOeIvremS8linXOK++mQqFQKBQKhUKhUPiAt9rpWUynPsFn44zP01HPB4TFfzYaOQ0mDLLyOmM9Io68MJCu84yBBwZvqRvZstPznPiX8H74IfNzxA2uY7tURgowRgi1LG+Oo2SBI96ULMC3Iygj4tnh4rj3+PgY2+029cIaIX565IbzOnJ5aZqjOLVvOHI5Ix3VO0+Jpix/jBOMc36THY/JFrnb63OnEsKuLV5KaBUKhUKhUCgUCoXCp4oPOlwcyIwtJVvcNhsmnmDIwwNCiQvc0+tKOh0OTwc+439GPLU8MVAmfDPxpIQbp9kjU04x7Ec8VZz3jkvjY5XpVOjZSNvtNt0KxcgIiJ63lYtzynW+pwQS8sH2OnhAcR3hvcdkiBKrmraWn//rYein1KOHnheYC++ILx2nABNOOJifx0yLlFPvJXhIQtaLxSIi4tn8MVrfbMwqGdkijhUjxKIrS6FQKBQKhUKhUCh8qjjpjCc+wNqRQnzPeTIw9K1w6gXz8PBgjVWkxeQU7jvjENe47EoyqdHJHk3qkeWIIPfdIhicx1VmgDvZOQPd3XfeFpnXl8qsFxf/W2QFiKbHx8eYz993NW5rJRZc/i1SM6tPi9DJkMXvbe/EeWB489p8Po/VahW73W46+0tlpeV3fTYro/YVJnG4ztoXszxd3BbceFbylsMx4cgy4A+uQV6cDg7yd/lg+x2TmO6NhVq3HpmrfSojolrjTNHKp1AoFAqFQqFQKBQ+ZQwTT2pkqReHC+twdnZ29PpzPieJ4/Bbw/jwZiU7snLpOTP8n41yRxrpuU0oB5NYLbLAEUMtI9eRL+6/gyOosvRG4mb/ta2dcZ6RkNpuehaPy7NXzhY5N+J14srbKg+H5zer7ff7WCwWU78BAYVzoLbbbex2O1tnzXOkbqPlbdVtJJ4Lr6STa3cdp0wQR7SJIcgHsuU5AEReRMRisZgI6f1+H7vdLrbb7VEZlazifpehNRb5fia/U8fgyPguFAqFQqFQKBQKhd92fJStdoqMKMC3vrlKjfLZ7PgteI5sytJH/s6jokU68adnoGo9W/edh0iWRstzIjOKe14TGVmUhWkhk3evHNrmo/JVOJIjC8e/nZcQf2eeK5m8cA1p81avw+EwEU8cn8nMlhdVC0qu9vCSMBmR3CoLt69+Ow8n9nbMCDGuJ5NVIJh4Ky1kiy2Omh7PIVndW2RrBkcwFwqFQqFQKBQKhULhGCcRT44YUc8X/a1EEYzSiKczcJSIAPHEaWkabPTxAdAAeyxhuxfS04+7ntXbGf0ZadHyEsritnCqJ8+oR8wpabp6ZWEZSjaOGvRZObmOLdLoVCjBp6SUIxv0TYcRT145y+Xy6I2NWuZRsiIjfzJSLIs/QjSN9hslhuGFFBFHxJvKhsve8why57eBvFosFkd5nNKvPjZcXykUCoVCoVAoFAqFwolb7Rgt7xMliZQ8gpG43+9jv99PW+kQRz1UdHuOu58ZfLPZ7NnWOa4D18URT0pyOQ+HzNBUksaFzwiBjNDDPa1Pi5jQ/FvePFmdnGHtwnLbcJvP5/PJY0UPFs88krL6jJB/DCU8lPTgcmq6ODwc9xzJxff4P5/5hLev7ff7uL+/P+rT3P9Vripv9hhCGJUDX2/JJSPTWsQJj2VHBuu9/X7/bNuqyj7LW2WL87Qi3ns8LZfLuLi4ePYGTE6bz4RiIkvH80sII+0Prm/+kGRXoVAoFAqFQqFQKPw24MVb7XpEFEPfbKWGYMSxgY84+sp6GHD8tjDngdPyxsG3M0bxXw3InqdGRhplMsvICxdXSSpXV01DCRWNkxGGjB6ppmGdJwwA7x+3HcqRAM6ryJVd72XEXibvEXImS7eVFjxvUFf2BNrtds/axZ0Z5sqVkWMMJiVd/Xp9EwCZw+NMw+E6vwSAz1Jz3oyu/I5o03HJeePtdvf393FxcRHz+XzKG2VHGfj64XCI3W7XJdkygtXJPSO8EL5IqEKhUCgUCoVCofC546Od8ZQZcDBM+TviifBxhIl6RfA9hnorZGSFpqvXOM6okaz1zPJ2cOSSI0cyb5Ze3CxsD704o14h6vmi26643C7fFpH3EjJmBBlx2SIIs/JzHXe7XSyXy2eycHUaIbiysnO5GBnZ0SOv+DeXV98IyWQyh1OvJs7zlHGdkag4cHy3200HuZ+fnx+F0/Tc2VojZJC2TRa+RRoXCoVCoVAoFAqFwueKDyKenNGvRIh6Rejb5ZQMYk8H5xHiCJbMcNfrLZJL09T/mcGZGfpqqGbkAOrn8h8lUz6GgTtSt1PAhAW8TtzbCx3JNHJtFFlb6n3n5dLzBnPpa7j9fj9tM4yII68gRYvMOgUtAsQRLy3otj4mEXEf3lxZWVoEFI9fgMunWx3xDe+5+/v7ePXqVSyXy9hut3F3d3eUv57tNoIPkX2v35TXU6FQKBQKhUKhUPjcMEw8ZcYyQz1dnNcLfuOsHwcYaNkWH3fwuCMDnCE/Qiq1vF10O5DzjhnxOsnIi8yzIjPM3X+WSU8+CudBNUpAOS8eEE+45kgHd4aSljeTF8t8xBMlI2UyLyeXFufjDrZHGBCo2+02lstlzOfzWCwWEfF+y93Dw0M8PDwcbT/l7WmZZ47KYrR+HL7nRaZjT8eyI27hhcTg7YaoI859Uu83pNMimrk+j4+PsdlsYj5/P43N5/OJgOIyaf2dPLguKjM3hhyyuaQ31guFQqFQKBQKhULhU8bJb7Ub9fphoxVbYXAtM65bpIvzdOoRImpcjhiGrfj43QuPdBU9T4heWiPEigv3oR5ULVlnZJMSjtgWpedlaVpOvs5jpkWaKVpeTr36OlJPrytBodf3+/2Rx99qtZpkEvH+DKzz8/M4HA6TnLJyqXycN5CDk42Sk+rJBAJIvZz4LX0oNz77/d4SOSCKNC2WN4dz1/U/v6Dg/Px8Osx9v99P908hUZVgyvpnj0huEc+t9AuFQqFQKBQKhULhU8RHOePJGbCOgIg4frV6i8TR9F+KHlH2sbwORryKRsgyh5fGG0k3IidgsjL0vD+4L6Dd4d3zseSdkUmj4fmaa7cRcrGXHwNbw0DozOfzKQxvv3PEDDCbzSbypkWIjRDE6s3Ev5kwbL0NEr+VEGvFYY+pUYJUiUBOH/0KMsRZTxrOpevK2CKNRtNx6Z1CRBcKhUKhUCgUCoXCp4Rh4okNsMygyrxdYGyDbFLiiYkKILumv50HgfOceanxyOlpXZ083H/N19VrxChu3RvxAMq8eNSwb3kijXiM4LfbQtYqt2tTF17JlZ4nVC9NDef+j7Z1RvjgTWwREavVatp+qH2ViRmXnp6RltU7k4PbGsgHhush4S0PLxBl+vY6rovrg1wHje/GB9dRyS0QT4+Pj7FYLKbtjPB46vWHFonq6pOhNd5dnnqvUCgUCoVCoVAoFD5VnOzxxMQSX9NzWfCGKRw+DEOQPV/cq9azfNS4d14TmbHOhl5GDDgSQw1ol0dmvGZkiKaTkVAZyZX91zSdHEY9OnrgMjqj3PURtDV70WTlxNlIrpzc9pxGRnK4PqHkRovkcvd7RI/Wj880QlrYFrZYLOL+/n4KExHTeHFl4nSyseFIIyUEdWzxdR6brf7O8ZRE5vJwW8E7CeTbYrGId+/exW63e7ZND3GU6NL72+128nZaLpeTjDg9J0v+Znk5ohkAUYZwevg5l1Fl7+aqQqFQKBQKhUKhUPjUMUw86Vku7m1X+A1Di7frMPHEBnjLi4CREQojHjMtI8+RCiPhuCy4r4ari8sGu5PniDxanjtKCvTqp2RBL39H+OBbPwCIRhAaXPdRT51W22p/yEiFkT7nSKmeV4wjFt191J89cZbL5XTmE8gnfcuhykD7C5M7GKfcDlxvHada/rOzs+mMpIwY5mtMEmZ9XslcJaK0rL32YTkcDoe4v7+f7l9cXEyEFggoPpNqdF5wfWpkbugRuS8heguFQqFQKBQKhULhtxkvequdEhXsLYFrvK1KPTVaRhzQ8vjpXef4el+NyFHi6xT0jEtnXJ9ivGZ5ZumdGvdUOC8avsftr2UbIXZ6+NAwI+3VupaRYpw+wikZ8vDwML3pbjZ7f+C4I20i4hlphfsZGefawxGcStTxWHXnNTExxkTZSL9lApJlkMnYEUAqT3g2zWaz6SUGOGz8/Pzc9juWXfZ2TQ2bla9V15FrhUKhUCgUCoVCofAp42SPp4jnXjXO06VlzL7E+FKjVg1yZ2QDIwaiI7oy8ovl8FIPhqwuL0GrrIqWHB0Z1yJScJ/f2KbpgLBsbavkcmVEoaurC/uh6BF4PY8shHEeYRFxRLigvqvVKpbL5dFB7JoW6u22jzHpyx5I+s1pqtcS/sMjkcvHdQRRw2d3KenoyEQtA95IFxGTh1VPrpyukk8g7M7OziavJ2xn5Dpxmtmc5ciuDNn4GSHKfwjSu1AoFAqFQqFQKBT+X8Mw8cRv4WLjk41e9mbQQ4PVINZzUXAd1/Bft+Eo+RMRz9LKiAlNW6H1cOXhdDjcKQSUeoxp2XreT6d4BykppWEcaTdiaCvxx4dlR8R0ttf5+Xnc39/bNtbf3MZKpGnZMi8Yh+z+KAmQkVEtkgp9nAlb/gYZ8vDwEDc3N3FxcRHz+fzZNlQleXF2Gp/ztFgsJvnztkYnL/xWssnVwcUFuN/wb5A/rs/iPsqoZUW6qAtk4Agd7TPwfLq9vY3Hx8fJ2wlnPu33+4noytrMtWGLeM1IdD4DysmzUCgUCoVCoVAoFD4nnLTVDoBxyUaxM9jUGOW4rW13LQ8N53mUGbkj6fF9R2a59Fya2TXFCInk6tgrf0a4jXh0ZPm4fF25QT7gNxOSTHJkhnqP4HPlze5n5c5ko0RGj7zjcPzbkWiZ7PXabreLxWIRy+VyIp+cnCPeex6enZ1N56VxuLOzs1gsFrHf7ydiS7eROW8mbRcleVUWTnZOtgyud/ZWy4h4Rlq5uYFlzOXHdRCd6IvwJsP5VSgD19HNFz3SttX2Lr62exFRhUKhUCgUCoVC4XPAyW+1U4NVjXA1xtzr3931ltfNqDdRz7vgpYaeevn80AbjKelnnjyOvDklzRYJpGGdp5IjBlw5Nb8fCqf2H3dv1KuK+zWIN4YeyA3PJ3gKwkvKnT2kpJCGg0cU8smIJ66vEjA6jnreYpncXFoZETnSR10YLTdkudvtJm8weITN5/PpIPIe6XQK3Pzl6l8oFAqFQqFQKBQKnyOGiSc1piOebzlhLyEmlmAMcjz2iOFruA7PBPUs+RjIDNiWd0OWDsqu+JDytoxwJXe0rC8l3FpeR63wrTLi4wiUUa+PrJ1ObStO76UeJ5lsnTcUb2XTrWguDZBEIJ54WxiTTUxS8dsiOU8Or6Sf5o94GamaeQdyfO4zPZKKz1v60D6m/1FW3sJ3dnYW6/X6aD56eHiY/jvvLpd2rwzaD0bqV6RUoVAoFAqFQqFQ+BwwTDy1vDYijs+NgcE3n8+nbyae9KBpJlIQfrlcTluGOK6L57w1nJE/6oGTefZk6bn7LS8Qh563Te+6ehrxPT302xGHnI5eb53ZoyQYfoNAVNJR83NpOw+qEXkgrhIprk5ODpyG1lPjtkikiKfxgrIwKYv4uP7w8BCbzSb2+/1EkkA2TKIg7f1+b7eqzWazeHh4mLyeOL6TXWusOFmwJ5WOJfVw5H7I431E/nw/G9OZ5xN/w/Pp/Pw8FovFtO2O3xyo8xrmLlc3LX/P21DL3RozhUKhUCgUCoVCofCp4iSPJ3zDmIx4MqBhjKqBDLAxp+EQn99uxW9KwwHVONMmI5Cy386r4aXeTVyHTD4jBqWGU6KEkREfHP4U4soRO634bJw7rxYlVdhzzb3NbrS8PcM+g8o1Iwgzubo3w7VImoy4a5Wb+wuPpf1+P8mPvXf4MPLszCwtB3tPtcrc6rs9MlXHlvbH0bGVeYQ5gjsbu1wOyHS3202ynM/nMZu9336n4bk+Wo9Wf3XkWCabkbFWKBQKhUKhUCgUCp8ahoknvGlKPVgyg5a3/TiocYoPyCWcyQICgw8k72HE2ykjFloY9dD4ELyEtDol7RYBMRonC6cf9nZxRn6GD5Gjy6PnpTJCLDjy0qWTXdfD6t1vkK/z+fzoPrz+MPZw3ZGhWf8eqfMpMm/Jy5XpQ9Jspd0L8/DwENvtdpILzyfuLC0d4/zt6vMh4708ngqFQqFQKBQKhcLngGHiabVaWY+LiPfGGr82ng3gzCPBGfPwboAhyB5PnL56QYwQTQo2XJXUanl9ZPk5T4wWQdXDqUZ4L6wa0IqRsva8sri9INOMKHkpMs8YLqtrv5aHWEZK9sqhebprkAfuua1vHA8eT1wGnOfE5yM5ZPLtEWv6vze2WvFPIZqUfHaeTL22dHnyPKGf5XI5pcGeZa5snBaH4fOiMm+nDKeELRQKhUKhUCgUCoVPAcPEE86LYSNOvTXgoQRDG2fRZG/XygxUkBYcDx5XiBuReyu1PHuUgGEvCIRzxrdLK7uvnie99Fpptuo26q3VCue2Aykp4/JU7yYlnZAme76xFxTSGT2PSeuSbYlq1V/Rakcti+aZkaxOPvBgyt4op2lgi6prC4xDLXfW35Xw67W3k4ve6xE/Lo2M6NNrLk5vLI6QapDZ4+PjNJeox5PzTHPpZ2S6K7P2iUKhUCgUCoVCoVD43DBMPG02m9jtdkceTwwYcCBxYMT1PCoAPlCZzwhyhrcelq1oebVwGP7tjPNROEN+hLjqEUcZMTJCHoxghKjJCAElnfQ/wrW2MY3klcEZ+xkyj5hWfhk5krVd9j/iiWRVT0EOrySueuUgzf1+/6zceiaV9v+WrFqya3kgZWlm4z0jB11fdt8j5eX8VJ64hw8IUpz7hLzm83nM5/N4fHyctujpGwq17C2vJ66bm9MKhUKhUCgUCoVC4VPHMPGEc2Z0qxCgHi5MRkS0CRn1nnHeMWyMq6dCy9tlBCOGYItYUK8VvX9KvprOS/CxjVtHgCnppPcijr3aegRHRohovzm1Xh/aN1yZTkn3cDictN2Q+z7G0WKxeDb2eDxkfVLL7Orh8ue4LeJR02oRc3z/VM+00TBu7HA53BZdzCfoy6vVKhaLxSR7eJ9lh+Qj7ey3XisUCoVCoVAoFAqFzw3DxFPE860nzsiEgbdYLI62sKgxyEao+8BIVAIq4mkrHn9z/q7cihY50zKQcU+9rpyXScsY1XsjBM0pBJmSACNGs+aVEUruOt+Hwa7nZqlsNJ1TSZJW+U9J46Vo9RHcV4KoRRJxfCae5vN5PDw8TN5OGAvsJdjK3+WR1SFrh1OIEw7rvB5bMmuVQe+fQuggPSbvIEOcIXd+fh6r1SouLy8nGd/f309pPDw8dMeqm+tcPcvrqVAoFAqFQqFQKHwuOIl44rObHLECQ1e34+mZTM5YVAOZX3muBAYTUrx9hYkvTpOhRI9Dz6BV4zPzsNBrWd2VjFDPDM2zZfy6+ulWrCxdvq9tq2QCv3EQ4fEmQrSBnu2lZKPWP/uv115KgmhajqQbITNUZi5O6z5vneP7+Dw8PExhsL0V4UCO7Pf7yQuq1Z975eyNhQyclvPw0XCZTEfISJWTEtrZuHHjCt/4oM8uFotYLBYTUTabzWK5XMZyuXy2VZLPMOP0Xd20rUGWFwqFQqFQKBQKhcLngpO22jHRgC0o2VN/fjMdvx4ecfiAZEdOsGGn21x4Gx/CYfsdjD3dopeVtXW9hd6b9UbJETaelVxreSy5dCK815cjenoEWRaXr+P8IZAfvTS5bC1vESfLEXKqhVZ7jMhAyZRTysHeOVpHyFHlx+dBMbnEfQJEMI8lDdeqW+aJpGXN5OK8pVwYzatH+mbokVfZOFHvSSanD4fDkVeTxkO6Sngj7kh/QfvCq4pf0lAoFAqFQqFQKBQKnzpOIp4ijrenKGGkxhmTT+ydxK+Fd4YtE1dMQrHnQra9CGDPBRjueiZUy2B1RE3mXaSeMyNEUcv7pEcQKHExknbPK8vhFPKMPyNpj+bVIjP+pdAjwlr9yrUdk09KRihxo/cz+bSIHkcs9dJ06YxgpA/12jgbK6eWT9OELLGFUYm30fHhvKz4Om/nwxbkh4eH2O12zfQLhUKhUCgUCoVC4VPAMPGE7XUwovDmJ3zYCIMBzWQVe2iAOHIePrjGXhzOEGRPJvZwYqOe02TSCmkyMuORy6f32LB08Vx66jGRhR812DMPpx5c3kqk9eSgr6FXryv+uLJrWbL8QBxynVsY8ZhqQT3CWvJspe36oUsTb1hryT2Tp46NEdm7svc8l3p11rpxe+lW21Y6GXmrc4XG4TB6jdPSrW48T3FYN6aVrBvpV/D4xGe5XMbhcJg8RguFQqFQKBQKhULhU8cw8cSHJO/3++k15PwUP+L5GUwgpni7ydnZ2fSqcoTBob9s/HGaTG6ptwiusfHuPKJAkLChyee+aJqOZOH8kR6/Zc9toVGShQ1bvsbhe8QJE22KU7w1uD6ufi68Eil83hOMavZqU5LRESIZEaay4rK0CK0ewdci6zLSg++Nena18sZ4WC6X09lYm80mHh4epnEC8LlCvA1Py4n7PfJIx9cItO2YZOZyKrj9HWmjxLBrw6yMeh1pcd9jOI8yd74cPJSQB9JxslV5aP9gEn25XMZqtYrlcjks90KhUCgUCoVCoVD4bcYw8cRG4tnZWex2uyMPJhhn6hGFLSVsOCMMDk4GWYM82LDmvLUszhOEySWQIbztLiKOzoPKiBDNt+Udwh5XmexanhKOmGqRR44kyogSF0+JJiVRMo8Slx7aEjLWtkT/aJUv83zRsD0SgsOpd4orewutttRyZfF7bcJEEZMfOBNN89K+3iqD5p0RlC3o+FBCyLWHyyvr65qWI25cGj20SEMHPjwccUA8KZGNNwxymbPDzvV+RMR2u53C1Va7QqFQKBQKhUKh8DngpLfaqSHMZAu/vQkGF7yisE0PBhsbdJkHx4iXCpcDeevB4iMkSs87Bte5bhkZwGE/Fk4xuiNetrVM4+tv/laSkduS2xPhQfRxmFPrNRr2VFn14AiklndUi8jEfU7r8fHx2VsimaRtfRjZtY+JjIgdjTOKHoH7seDGsnpD8osRXLtkZdP/mKN2u90Ujz2hCoVCoVAoFAqFQuFTxUnEE+CIHT23CQQT8PDwMB3ii1fCZwa8M6BbHhB8HwYeH37OW/CQlyMIlFBTQ1sPU0cc9oBwZc08epSoyrxIFC8hGHoePL08ITOQTnxuTUQ8kwHSBTmFvDicpt9q/wzsKcNhT5GJa4dRgmOUWMn67+PjY9zf3x8Reeo9xnHcNZS59Za0kX7l6qTkzKn1dGRtFkfL6LyHWvez+vXGEsflPspvG1QPOjd39Or5+PgY2+128nT6mCRaoVAoFAqFQqFQKPy/ihcRT46s4S1VfP7QbDabzoBiMkKNOiV1MiPaGXVMguHDh/fyGVNMUvABwmzAujNp+Loanerho+V13hBZPdhw1Tgalq+rB5ka6S5ulqd6MLE3G7ZR4lwiJviQL8KgnUFC4v/t7W3c39/Hfr+3h71reXrEo8ph1BNlhExxb1BsEVOOfMjaGuk/Pj5O5By2oDLJh3D41rT1muYzSqQ5Eq/lMZj1VZdmr/+OlEkJQo6vxDOuZR5pWZ3YGwn9mbc+sgcfj2P+dm3E9cCHvakKhUKhUCgUCoVC4VPFB1k+GSEAr4Htdhvz+TwWi8URIXJ2djaRDo6EyTyHWuVQozQjepA/G/ZK0jCJhvju0HCOg3AAp8vbdxDHGc89sqInA1cmveZkm5ETbKSDOOLDsNk7h+u9Wq2ODHPeCnl+fh6vXr2K2WwW2+02ttvt0ZajEaKJCYUeseLqlHmlOLLOvX2xhYw0dP0kIw1B9jHhx+VxW1OzOjmyRu9nJKX2EU4vC5eVJcs7u9dLVwmtrP+PEpQu/Gw2S72fAH0bIROpGeGkHpiFQqFQKBQKhUKh8CnjRcRTy0CNOD67JuL9W6LU2IJBx/FHvB9a1zPvCg6D+45wwm9+Q1vLo0Lh0kGcEUN8JF1naLfCn4KMfMI1EE/4gBwBccSHuT88PBxtq+M3/oG8OhwOR15PLbg+4q6NEnZZP2khI2+ycrQIFSXNuF0hTyXJRomvzGNphMw9hfBtpXHq/RZZ1It3aju6dJ1nFG8pxpzB24cdEaVl5baMiCMC60PLXSgUCoVCoVAoFAq/Dfhoez0c+aRvf4KxhbfdRTxtd3t4eHhmZGdeQS3DuEU+MZkEQ9J5JKhBCc8HGKE4DJrz1Hx6ZVRPIZXhiFF6CsHQkpvWRb1g1FsDpBNvFcJ93EPbo601Pbz1EB5PLULJed6oHEbJS43HcVpyywi/VlkzYtXlAVkx4QF5ajw3TjQ9oPe2xdb1TNZuXOK33teyuvSyMFk+rfL3SB0llLNyufbWLbuap+bhyviSflooFAqFQqFQKBQKv804mXjKCAI13viAbhAt7AHEZATus5E84r2k/5WAyAxepIsywMDneCBQuC5uWw1vr+Hy6NlFbBCzUe7qpoZsq36O5NJrelh6ZiTzNa0LZMEy2O/3U7vCk2mxWDx7Mxj/xgHzSM+9Fa8HJ1MlN0fia5wsfovE5APsObxrWz1TzBF+nLZ+XP5cl1M9iTL5aR4aNyMC9c2WLgz/dzLQsjEJlxF5fM15z42SP9pumv9sNovdbvdsq656MfEZUPP53NYrIwMLhUKhUCgUCoVC4VPDiz2e9MBlJiecFxHC8Ee3u+G/esi0DG/8BloGr3pQ8G8moZgsU0NUt+GBfMjOq9L8NW8ta4vMU2T3lSDreVeNGsGQU8RTeytZ+PDwMJF2TB4gDvLDoeQtciUrg/uN/yN1+VhG/6inDMK2CC9cZxlFHJOe/F/fbOfyGYGSXTqWeoSeq1cmmyxvJXeyco2QpK18XdrZ/xZh9/DwcES4Ikw2/3GbMlFVKBQKhUKhUCgUCp8DXkw8OSPPGZ78DaKBD5Nuxf2hkJEXKIO+pY09OdxWG3hwsRdURoqMkE+KnsGt11HOjARx5eoZ8EyygVxCODamsRWPr7PhrWTdyPlOI/JoyaSXjusDLe8a/n8q0ZNBSRj1gHLjicv6oWVwMlCMkJWj5J9Dq0+3rp9CQDqyuhW3RVZrm2kYfLO3IMZGeT0VCoVCoVAoFAqFzwUnE0/OKOZvvab39aBt9gpwBMioQa1GuiujhmsRDuoBhTjYUsZkC/6z5xMTUGyYqrdKBuSbndGTeWtEPPd4anmBufTYc4PLAplst9tYrVZHJBdksFgsYjabHW0xcm348PAQ+/3+yLsNcOTPKcRKi0RreUxl+FBSx+WfET1Mfh4Oh6NztJAWn02WEWKtOvQI0Kzs7p6Sii7PFkGtxGfLeyvrBy+twyl9g+XNc5kSvEoIRsSzeaKIp0KhUCgUCoVCofA54aO81Y6vsacLn5sEkiF73TjCMnnD6SoB0zISlcQa9RbKDGc1UHFOkRJQfI4VE0fs4cNpqmHqyDlX1pZHCn9Yvln8TEYoF6fLb7VjzOfziYgC1ut1zOfz2O/3sVqtjoi4h4eH2G63R6RD5hHGJIzWlX9rXTOPJc5LiQRH5jjiL+uHnH4GJdQcmMyBJx33LZWNa98sL5VTjwBppTGSZ0b6cvp8T+XgyCdXRs6D/7stwK7c2X/NA6Qqj29XXhCq3G56iL5uVy4UCoVCoVAoFAqFTxEnEU8tAxz/9WwfJWDYWOPDqZmIcobtKWSREgotTwl3n71+8D8jGBzhhP96oDpvLWN5MOHk0m/V2xnS/IbAEcNaDWAlJXTrHBOKEe/bUUnGw+H9Icvw2Nnv99P9zWZzVDcc2Myyzki/rC1H6tsjLl1/0fOxXN9y+WVEj0OvPnwAO9/PSCNHbnKcXv6tvtcifF3bKAnVIuU0jYwc7RF/2f9W3+Eyuvu4zkSzvkAAv7ltMM4xfjg9t+W4UCgUCoVCoVAoFD41vPiMJ4Z62qhh2DpEGl4AmbHcgiME+L+WMTOaM1Kq5Y3BYfQ162p8grzh845AznC9FT2SxZEeLa+UTC76nw1x9ejS9PncLnxvt9ujerOHFK5FxDMvHrdVMSunQ4vYGInf80QajX9q2hnBo2QHh+cPk60u7dHxpGUdleUISdwj31z8kf47mtaHhmsRfQCTjHq2GQhMPh/t1HYpFAqFQqFQKBQKhd9GnEQ8ZVtlsg/iONKJjS5sXdPrPbQ8H7TcLWNZvSycsd4y4Llejnyaz+exWCym8Ord0yLmskPCW55QMHp7RIS2I5dfCSj8Zq8tlB1l3O/3sdls4v7+fir7+fl5LJfLIw+wxWIRi8ViOufp/Px82oq53+9t2VXGmcdSz1vnJaRSi9Rs9YlemgjntlyxzEFaRsREXHA+mefMaF2zunEZe95Crf+6ZY7D6Plnp4w7d1/L2iP6eGxp39H+z4flt+YTjAsmDvlthC/th4VCoVAoFAqFQqHw24jZoR67FwqFQqFQKBQKhUKhUCgUfgDU6baFQqFQKBQKhUKhUCgUCoUfBEU8FQqFQqFQKBQKhUKhUCgUfhAU8VQoFAqFQqFQKBQKhUKhUPhBUMRToVAoFAqFQqFQKBQKhULhB0ERT4VCoVAoFAqFQqFQKBQKhR8ERTwVCoVCoVAoFAqFQqFQKBR+EBTxVCgUCoVCoVAoFAqFQqFQ+EFQxFOhUCgUCoVCoVAoFAqFQuEHQRFPhUKhUCgUCoVCoVAoFAqFHwT/Pz3Lfg8dZRpPAAAAAElFTkSuQmCC", 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from bioMONAI.core import cells3d, img2Tensor\n", + "from bioMONAI.visualize import visualize_slices\n", + "\n", + "\n", + "img = cells3d()[:,0]\n", + "\n", + "visualize_slices(img, showlines=False)\n", + "\n", + "img2 = Resample(5)(img2Tensor(img))\n", + "\n", + "visualize_slices(img2, showlines=False)" ] }, { @@ -61,7 +145,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 39, "metadata": {}, "outputs": [], "source": [ @@ -78,7 +162,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 40, "metadata": {}, "outputs": [], "source": [ @@ -106,7 +190,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 41, "metadata": {}, "outputs": [], "source": [ @@ -127,7 +211,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 42, "metadata": {}, "outputs": [], "source": [ @@ -146,7 +230,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 43, "metadata": {}, "outputs": [], "source": [ @@ -167,7 +251,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 44, "metadata": {}, "outputs": [], "source": [ @@ -205,7 +289,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 45, "metadata": {}, "outputs": [], "source": [ @@ -266,7 +350,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 46, "metadata": {}, "outputs": [], "source": [ @@ -280,7 +364,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 47, "metadata": {}, "outputs": [], "source": [ @@ -351,7 +435,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 48, "metadata": {}, "outputs": [], "source": [ @@ -366,7 +450,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 49, "metadata": {}, "outputs": [], "source": [ @@ -407,30 +491,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 50, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "orig tensor: tensor([[[0.1329, 0.4358, 0.5974, 0.0011],\n", - " [0.8778, 0.4527, 0.1575, 0.5419],\n", - " [0.8945, 0.3887, 0.8519, 0.3610],\n", - " [0.3527, 0.5458, 0.0610, 0.7919]]]) \n", + "orig tensor: tensor([[[0.4283, 0.6739, 0.2406, 0.0107],\n", + " [0.8278, 0.0757, 0.5693, 0.2902],\n", + " [0.4235, 0.1068, 0.4149, 0.7679],\n", + " [0.7541, 0.4180, 0.5222, 0.2093]]]) \n", "\n", - "metatensor([[[0.7919, 0.0610, 0.5458, 0.3527],\n", - " [0.3610, 0.8519, 0.3887, 0.8945],\n", - " [0.5419, 0.1575, 0.4527, 0.8778],\n", - " [0.0011, 0.5974, 0.4358, 0.1329]]])\n", - "tensor([[[0.1329, 0.4358, 0.5974, 0.0011],\n", - " [0.8778, 0.4527, 0.1575, 0.5419],\n", - " [0.8945, 0.3887, 0.8519, 0.3610],\n", - " [0.3527, 0.5458, 0.0610, 0.7919]]])\n", - "metatensor([[[0.0011, 0.5974, 0.4358, 0.1329],\n", - " [0.5419, 0.1575, 0.4527, 0.8778],\n", - " [0.3610, 0.8519, 0.3887, 0.8945],\n", - " [0.7919, 0.0610, 0.5458, 0.3527]]])\n" + "tensor([[[0.4283, 0.6739, 0.2406, 0.0107],\n", + " [0.8278, 0.0757, 0.5693, 0.2902],\n", + " [0.4235, 0.1068, 0.4149, 0.7679],\n", + " [0.7541, 0.4180, 0.5222, 0.2093]]])\n", + "metatensor([[[0.0107, 0.2406, 0.6739, 0.4283],\n", + " [0.2902, 0.5693, 0.0757, 0.8278],\n", + " [0.7679, 0.4149, 0.1068, 0.4235],\n", + " [0.2093, 0.5222, 0.4180, 0.7541]]])\n", + "tensor([[[0.4283, 0.6739, 0.2406, 0.0107],\n", + " [0.8278, 0.0757, 0.5693, 0.2902],\n", + " [0.4235, 0.1068, 0.4149, 0.7679],\n", + " [0.7541, 0.4180, 0.5222, 0.2093]]])\n" ] } ], @@ -447,7 +531,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 51, "metadata": {}, "outputs": [], "source": [ @@ -489,30 +573,30 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 52, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ - "orig tensor: tensor([[[0.8310, 0.7337, 0.4620, 0.6483],\n", - " [0.2909, 0.9434, 0.2867, 0.2595],\n", - " [0.0954, 0.1127, 0.1863, 0.6641],\n", - " [0.4874, 0.4285, 0.0029, 0.2368]]]) \n", + "orig tensor: tensor([[[0.8164, 0.5124, 0.3953, 0.5893],\n", + " [0.1210, 0.3000, 0.7443, 0.1098],\n", + " [0.2507, 0.9986, 0.4490, 0.2646],\n", + " [0.1390, 0.0916, 0.2910, 0.8086]]]) \n", "\n", - "metatensor([[[0.2368, 0.0029, 0.4285, 0.4874],\n", - " [0.6641, 0.1863, 0.1127, 0.0954],\n", - " [0.2595, 0.2867, 0.9434, 0.2909],\n", - " [0.6483, 0.4620, 0.7337, 0.8310]]])\n", - "metatensor([[[0.2368, 0.0029, 0.4285, 0.4874],\n", - " [0.6641, 0.1863, 0.1127, 0.0954],\n", - " [0.2595, 0.2867, 0.9434, 0.2909],\n", - " [0.6483, 0.4620, 0.7337, 0.8310]]])\n", - "tensor([[[0.8310, 0.7337, 0.4620, 0.6483],\n", - " [0.2909, 0.9434, 0.2867, 0.2595],\n", - " [0.0954, 0.1127, 0.1863, 0.6641],\n", - " [0.4874, 0.4285, 0.0029, 0.2368]]])\n" + "metatensor([[[0.5893, 0.1098, 0.2646, 0.8086],\n", + " [0.3953, 0.7443, 0.4490, 0.2910],\n", + " [0.5124, 0.3000, 0.9986, 0.0916],\n", + " [0.8164, 0.1210, 0.2507, 0.1390]]])\n", + "metatensor([[[0.1390, 0.2507, 0.1210, 0.8164],\n", + " [0.0916, 0.9986, 0.3000, 0.5124],\n", + " [0.2910, 0.4490, 0.7443, 0.3953],\n", + " [0.8086, 0.2646, 0.1098, 0.5893]]])\n", + "metatensor([[[0.5893, 0.1098, 0.2646, 0.8086],\n", + " [0.3953, 0.7443, 0.4490, 0.2910],\n", + " [0.5124, 0.3000, 0.9986, 0.0916],\n", + " [0.8164, 0.1210, 0.2507, 0.1390]]])\n" ] } ], @@ -536,7 +620,7 @@ }, { "cell_type": "code", - "execution_count": null, + "execution_count": 53, "metadata": {}, "outputs": [], "source": [ @@ -550,6 +634,18 @@ "display_name": "python3", "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" } }, "nbformat": 4,