diff --git a/README.md b/README.md
index 98f0971..7c2ea38 100644
--- a/README.md
+++ b/README.md
@@ -1,4 +1,6 @@
-# Final Project
+# DJM Final Project
+
+link to final project presentation: https://docs.google.com/presentation/d/1Cj2cMghksd8KFY0QX1QT4nm68gL-UBkqfmLc4fXgGAA/edit?usp=sharing
 
 ## Instructions
 
@@ -13,21 +15,30 @@ are from public sources, or track them with [git-lfs](https://git-lfs.github.com
 
 ## Introduction
 
-This is a final project for the [Comparative Genomics](https://github.com/Yale-EEB723/syllabus) seminar in the spring of 2019. This project (a very brief, ie 1-2 sentence, overview of the project)...
+This is a final project for the [Comparative Genomics](https://github.com/Yale-EEB723/syllabus) seminar in the spring of 2019. 
+My project is to sequence and assemble the first darter genome using an Oxford Nanopore platform to collect long-read sequence data. 
 
 ## The goal
 
-The specific problem I/we sought to explore was ... Our goal was...
+The long-term goals are to provide genomic resources for many future darter projects, including phylogenomic inference, functional genomics studies, and reference mapping. I will sequence a genome for *Etheostoma perlongum*, a species restricted to single lake in NC. The "sister species" of *E. perlongum* is *Etheostoma maculaticeps*, which can be found in the Waccamaw River that drains the lake. My specific goals are to use the genome to help assemble a large amount of ddRAD data that I have collected along a transect spanning the lake and the river. Our preliminary de novo assemblies and analyses of the ddRAD data indicate a steep cline between the lake and river, with some loci exhibiting particularly sharp breaks. My secondary goal is to map these outlier loci to the genomes to identify candidate regions that are maintaining the species boundary between the lake and river.
 
 ## The data
 
-Description of data...
-
-- Data source (simulated/ published/ unpublished?)
-- Data structure
+I have not collected the data yet, but plan to use an Oxford Nanopore PromethION platform to sequence one darter species to ~30x coverage.
 
 ## Background
 
+Speciation commonly involves geographic isolation of lineages that limits or prevents gene flow<sup>1</sup>. The prevalence of allopatric speciation is exemplified by darters, a clade of ~250 North American freshwater fishes. Nearly all darter sister species pairs are isolated in different river drainages<sup>2</sup>. The only exception is *Etheostoma perlongum*. Endemic to the 36 km2 Lake Waccamaw in North Carolina, *E. perlongum* is phylogenetically nested within the widespread Etheostoma olmstedi (Fig. 1A). The closest *E. olmstedi* relatives of *E. perlongum* are found immediately outside of Lake Waccamaw in the Waccamaw River (Fig. 1B). A small spillway dam built in 1926 separates the lake from the river, but the dam is frequently inundated<sup>3</sup>. Despite the lack of dispersal barriers, my dissertation research indicates that there is a sharp geographic cline in allele frequencies between the lake and the river (Fig. 1C&D). Additionally, *E. perlongum* differs from *E. olmstedi* in the number of vertebrae, lateral line scales, body shape, and breeding habits, including an annual life cycle rarely observed in other darters<sup>4,5</sup>. 
+
+![](figures/Fig1.png)
+*Figure 1.* Analyses of ddRAD-seq data for *E. olmstedi* and *E. perlongum*. A) Maximum likelihood phylogeny identified by IQTree, nodes <95% bootstrap support collapsed, red = *E. perlongum*, blue = *E. olmstedi* in the Waccamaw River. B) Sampling map, localities 1-4 in Lake Waccamaw, 5-11 in the Waccamaw River. C) Ancestry coefficients estimated using the “snmf” function in the R package LEA, locality numbers are indicated above the plot.  D) PCA, with points color coded by species designation. 
+
+However, there is still debate whether *E. perlongum* is a distinct species or a lake ecomorph of *E. olmstedi*<sup>6</sup>. Lake Waccamaw is only 15,000-32,000 years old3, requiring very rapid ecological speciation between *E. perlongum* and *E. olmstedi*. Alternatively, the divergence between *E. olmstedi* and *E. perlongum* could be explained by local adaptation and/or phenotypic plasticity. Intraspecific lake-stream divergence is well-documented in many other fish species including sticklebacks<sup>7</sup>, minnows<sup>8</sup>, and cichlids<sup>9</sup>. If the divergence between *E. perlongum* and *E. olmstedi* represents intraspecific variation, we should observe similar genetic, phenotypic, and ecological divergence between other lake-stream populations of *E. olmstedi*. While there are many museum records of *E. olmstedi* in other lake-stream systems, there has been no detailed study of these populations. 
+
+**Research Questions:** Is *E. perlongum* a unique case of recent ecological speciation in a clade dominated by allopatric speciation? Or is differentiation between *E. perlongum* and *E. olmstedi* typical of intraspecific variation between other *E. olmstedi* lake-stream populations?
+
+
+
 Motivation for the project....
 
 How it fits in with other work...
@@ -37,6 +48,9 @@ What the reader needs to know to understand the project
 
 ## Methods
 
+I plan to perform the DNA extraction and sequencing in mid-March in the lab of Trevor Krabbenhoft, a collaborator at the University of Buffalo (http://arts-sciences.buffalo.edu/biological-sciences/faculty/faculty-directory/trevor-krabbenhoft.html). I will use a variety of base-calling and assembly methods, including Scrappie and Canu (outlined in Jain et al. 2018). I will hopefully perform genome annotation using several additional sources of data, including exon-capture sequences and transcriptomic data from a closely related darter species.
+
+
 ## Results
 
 
@@ -51,3 +65,21 @@ What would you have done differently?
 What are future directions this could go in?
 
 ## References
+
+1. Coyne J.A. & Orr H.A. Speciation. Sunderland, MA: Sinauer Associates, Inc. 2004. 
+
+2. Near T.J., Bossu C.M., Bradburd G.S., Carlson R.L., Harrington R.C., Hollingsworth, P.R., Keck, B.P., & Etnier, D.A. Phylogeny and temporal diversification of Darters (Percidae: Etheostomatinae). Syst. Biol. 60:565–595. 2011. 
+
+3. Stager J.C. & Cahoon L.B. The Age and Trophic History of Lake Waccamaw, North Carolina. J. Elisha Mitchell Scientific Society. 103:1-13. 1987. 
+
+4. Shute, P.W., Shute J.R., Lindquist D.G. Age, growth, and early life history of the Waccamaw Darter, Etheostoma perlongum. Copeia. 1982:561–567. 1982. 
+
+5. Shute, J. R. A Systematic Evaluation of the Waccamaw Darter, Etheostoma perlongum Hubbs and Raney, with Comments on Relationships within the Subgenus Boleosoma Percidae: Etheostomatinae. University of Tennessee, Knoxville. 1984. 
+
+6. Berner D., Adams D.C., Grandchamp A.C., & Hendry A.P. Natural selection drives patterns of lake-stream divergence in stickleback foraging morphology. J. Evol. Biol. 21:1653–1665. 2008. 
+
+7. Collin H. & Fumagalli L. Evidence for morphological and adaptive genetic divergence between lake and stream habitats in European minnows (Phoxinus phoxinus, Cyprinidae). Mol. Ecol. 20:4490-4502. 2011 
+
+8. Theis A., Ronco F., Indermaur A., Salzburger W., Egger B. Adaptive divergence between lake and stream populations of an East African cichlid fish. Mol. Ecol. 23:5304-5322. 2014. 
+
+9. Wainwright P.C. & Richard B.A., Predicting patterns of prey use from morphology of fishes. EnvironBiolFish. 44:97-113. 1994. 
diff --git a/assemblies/v0.1/assemblyPipeline.md b/assemblies/v0.1/assemblyPipeline.md
new file mode 100644
index 0000000..a2c4a98
--- /dev/null
+++ b/assemblies/v0.1/assemblyPipeline.md
@@ -0,0 +1,40 @@
+# Etheostoma perlongum genome assebly
+*v0.1*
+
+Running genome assembly with data from two Nanopore flow cells
+
+Excluding reads < 1 kb
+
+## pipeline
+
+combine fastq files
+
+`cat ~/scratch60/Eper_genome/nanoporeData/Eper_*/*/*/fastq_pass/*.fastq > Eper_nanopore.fastq`
+
+convert fastq to fasta (we don't actually need to do this)
+
+`paste - - - - < Eper_nanopore.fastq | cut -f 1,2 | sed 's/^@/>/' | tr "\t" "\n" > Eper_nanopore.fasta`
+
+remove reads < 1kb
+
+`bioawk -c fastx 'length($seq) > 1000{print "@"$name"\n"$seq"\n+\n"$qual}' Eper_nanopore.fastq > Eper_nanopore_1kb.fastq`
+
+run minimap2 to map each read against all other reads
+
+`minimap2 -x ava-ont -t 20 Eper_nanopore_1kb.fastq Eper_nanopore_1kb.fastq > Eper_nanopore_1kb_ovlp.paf 2> minimap.log`
+
+run miniasm to assmble the reads using the mapping from previous step
+
+`miniasm -f Eper_nanopore_1kb.fastq Eper_nanopore_1kb_ovlp.paf > Eper_nanopore_1kb.gfa 2> miniasm.log`
+
+convert gfa file from miniasm to fasta format
+
+`awk '/^S/{print ">"$2"\n"$3}' Eper_nanopore_1kb.gfa | fold > Eper_nanopore_1kb.gfa.fasta`
+
+run minimap2 again to map reads to the assembled contigs
+
+` minimap2 -x ava-ont -t 10 Eper_nanopore_1kb.gfa.fasta Eper_nanopore_1kb.fastq > Eper_nanopore_1kb_ovlp_genome.paf 2> minimap_genome.log`
+
+run racon to polish the assembly and create consensus sequences
+
+`racon -t 10 Eper_nanopore_1kb.fastq Eper_nanopore_1kb_ovlp_genome.paf Eper_nanopore_1kb.gfa.fasta > Eper_nanopore_1kb.racon.fasta`
diff --git a/assemblies/v0.1/assemblyStats.txt b/assemblies/v0.1/assemblyStats.txt
new file mode 100644
index 0000000..b6c787c
--- /dev/null
+++ b/assemblies/v0.1/assemblyStats.txt
@@ -0,0 +1,9 @@
+# Assembly stats
+v0.1
+
+contig n50 = 872,654 bps
+median contig length = 314,004 bp
+shortest contig = 4,308 bp
+longest contig = 3,968,385 bp
+number of contigs = 1,416
+total assembly length = 717,512,980 bp
diff --git a/assemblies/v0.1/bandageGraph.png b/assemblies/v0.1/bandageGraph.png
new file mode 100644
index 0000000..ac1ff61
Binary files /dev/null and b/assemblies/v0.1/bandageGraph.png differ
diff --git a/assemblies/v0.1/contigLengths.txt b/assemblies/v0.1/contigLengths.txt
new file mode 100644
index 0000000..11039a3
--- /dev/null
+++ b/assemblies/v0.1/contigLengths.txt
@@ -0,0 +1,1416 @@
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+utg001119l	266271
+utg001120l	145591
+utg001121l	184783
+utg001122l	234507
+utg001123l	113765
+utg001124l	190163
+utg001125l	459658
+utg001126l	491326
+utg001127l	288680
+utg001128l	258412
+utg001129l	378915
+utg001130l	120734
+utg001131l	119039
+utg001132l	136965
+utg001133l	396942
+utg001134l	303518
+utg001135l	206981
+utg001136l	127441
+utg001137l	13034
+utg001138l	250432
+utg001139c	45615
+utg001140l	90557
+utg001141l	266573
+utg001142l	349935
+utg001143l	175605
+utg001144l	340876
+utg001145l	408077
+utg001146l	232972
+utg001147l	82818
+utg001148l	318240
+utg001149l	290430
+utg001150l	309240
+utg001151l	135883
+utg001152l	91311
+utg001153l	594340
+utg001154l	401408
+utg001155l	36480
+utg001156l	528500
+utg001157l	246658
+utg001158l	427053
+utg001159l	103381
+utg001160l	164406
+utg001161l	115643
+utg001162l	188225
+utg001163l	93258
+utg001164l	88956
+utg001165l	209920
+utg001166l	215564
+utg001167l	247220
+utg001168l	283002
+utg001169l	314269
+utg001170l	204512
+utg001171l	225465
+utg001172l	216399
+utg001173l	230419
+utg001174l	321305
+utg001175l	711121
+utg001176l	222336
+utg001177l	249862
+utg001178l	111324
+utg001179l	160048
+utg001180l	476107
+utg001181l	287859
+utg001182l	265447
+utg001183l	248382
+utg001184c	20136
+utg001185l	689554
+utg001186l	256779
+utg001187l	177570
+utg001188l	231348
+utg001189l	457162
+utg001190l	101282
+utg001191l	378642
+utg001192l	268940
+utg001193l	215700
+utg001194l	294370
+utg001195l	125395
+utg001196l	68110
+utg001197l	368428
+utg001198l	570215
+utg001199l	135080
+utg001200l	113801
+utg001201l	161803
+utg001202l	106415
+utg001203l	126106
+utg001204l	75798
+utg001205l	219202
+utg001206l	258831
+utg001207l	70198
+utg001208l	314969
+utg001209l	139600
+utg001210l	16903
+utg001211l	162719
+utg001212l	52525
+utg001213l	108241
+utg001214l	129002
+utg001215l	79100
+utg001216l	291650
+utg001217l	464984
+utg001218l	546129
+utg001219l	230975
+utg001220l	143827
+utg001221l	266580
+utg001222l	71961
+utg001223l	232641
+utg001224c	9953
+utg001225c	22464
+utg001226l	87728
+utg001227l	140430
+utg001228l	97919
+utg001229l	79046
+utg001230l	165481
+utg001231l	227359
+utg001232l	298911
+utg001233l	135117
+utg001234l	92086
+utg001235l	155501
+utg001236l	453898
+utg001237l	378520
+utg001238l	153297
+utg001239l	97867
+utg001240l	311703
+utg001241l	199038
+utg001242l	149763
+utg001243l	136273
+utg001244l	556972
+utg001245l	277131
+utg001246l	134717
+utg001247l	261928
+utg001248l	239652
+utg001249l	239147
+utg001250l	255288
+utg001251l	303552
+utg001252c	45799
+utg001253l	419107
+utg001254l	96478
+utg001255c	35399
+utg001256l	103819
+utg001257l	127253
+utg001258l	304340
+utg001259l	380840
+utg001260l	95398
+utg001261l	122837
+utg001262l	101379
+utg001263l	301582
+utg001264l	147124
+utg001265l	208261
+utg001266l	136180
+utg001267l	344378
+utg001268l	84502
+utg001269c	55043
+utg001270l	230247
+utg001271l	47879
+utg001272c	26300
+utg001273l	201218
+utg001274l	166900
+utg001275l	237749
+utg001276l	206540
+utg001277l	193580
+utg001278l	136352
+utg001279c	80020
+utg001280l	285506
+utg001281l	190427
+utg001282l	140808
+utg001283l	125990
+utg001284l	105852
+utg001285l	240041
+utg001286l	235744
+utg001287l	154720
+utg001288l	66982
+utg001289l	95127
+utg001290l	88872
+utg001291l	171576
+utg001292l	88375
+utg001293l	96265
+utg001294l	143536
+utg001295l	156430
+utg001296l	105816
+utg001297l	132431
+utg001298l	91560
+utg001299l	279777
+utg001300l	118518
+utg001301l	181558
+utg001302l	197624
+utg001303l	174303
+utg001304l	70246
+utg001305l	102923
+utg001306l	117223
+utg001307l	123676
+utg001308l	213925
+utg001309l	110249
+utg001310l	448211
+utg001311l	133553
+utg001312l	253909
+utg001313l	90451
+utg001314c	38139
+utg001315l	128303
+utg001316l	114113
+utg001317c	21444
+utg001318l	165706
+utg001319l	207880
+utg001320l	47581
+utg001321l	167282
+utg001322l	116538
+utg001323l	106984
+utg001324l	117126
+utg001325l	128009
+utg001326l	188105
+utg001327l	149161
+utg001328l	107983
+utg001329c	57673
+utg001330l	84297
+utg001331l	110154
+utg001332l	99041
+utg001333l	108484
+utg001334l	159295
+utg001335l	67267
+utg001336l	133140
+utg001337l	122552
+utg001338l	62439
+utg001339l	120577
+utg001340l	102998
+utg001341l	141444
+utg001342l	116004
+utg001343l	199227
+utg001344l	51279
+utg001345c	28457
+utg001346l	134557
+utg001347l	194197
+utg001348l	126467
+utg001349l	135781
+utg001350l	284996
+utg001351l	192258
+utg001352l	225428
+utg001353l	165037
+utg001354l	161524
+utg001355l	179716
+utg001356l	78856
+utg001357l	115792
+utg001358c	30243
+utg001359l	69857
+utg001360l	208295
+utg001361l	78678
+utg001362l	144817
+utg001363l	298591
+utg001364l	84641
+utg001365l	83984
+utg001366l	53431
+utg001367c	57287
+utg001368l	120119
+utg001369c	60873
+utg001370l	141411
+utg001371l	198329
+utg001372l	105500
+utg001373l	67968
+utg001374l	161373
+utg001375l	128957
+utg001376c	32494
+utg001377l	92939
+utg001378l	57475
+utg001379l	116025
+utg001380l	116712
+utg001381l	77824
+utg001382l	100816
+utg001383l	100933
+utg001384l	134577
+utg001385l	101548
+utg001386l	119387
+utg001387l	65970
+utg001388l	84675
+utg001389l	67099
+utg001390l	67216
+utg001391c	52022
+utg001392l	80830
+utg001393l	92614
+utg001394l	146508
+utg001395l	157139
+utg001396l	70248
+utg001397l	91249
+utg001398l	86940
+utg001399c	15191
+utg001400l	76227
+utg001401l	71737
+utg001402l	134010
+utg001403l	86346
+utg001404l	75710
+utg001405l	51574
+utg001406l	81107
+utg001407l	71440
+utg001408l	106471
+utg001409l	114483
+utg001410l	57072
+utg001411l	68723
+utg001412l	57025
+utg001413l	34933
+utg001414l	61930
+utg001415l	64010
+utg001416l	58322
diff --git a/ddRAD/iPyrad/EperRef_c88_m65_WCMWOnly_stats.txt b/ddRAD/iPyrad/EperRef_c88_m65_WCMWOnly_stats.txt
new file mode 100644
index 0000000..a1568a5
--- /dev/null
+++ b/ddRAD/iPyrad/EperRef_c88_m65_WCMWOnly_stats.txt
@@ -0,0 +1,265 @@
+
+
+## The number of loci caught by each filter.
+## ipyrad API location: [assembly].stats_dfs.s7_filters
+
+                            total_filters  applied_order  retained_loci
+total_prefiltered_loci             277755              0         277755
+filtered_by_rm_duplicates           15756          15756         261999
+filtered_by_max_indels                252            252         261747
+filtered_by_max_snps                 1218              0         261747
+filtered_by_max_shared_het            751            600         261147
+filtered_by_min_sample             262927         248826          12321
+filtered_by_max_alleles             28627           4237           8084
+total_filtered_loci                  8084              0           8084
+
+
+## The number of loci recovered for each Sample.
+## ipyrad API location: [assembly].stats_dfs.s7_samples
+
+                sample_coverage
+EolmJV_WCMW_NC             7955
+EolmJW_WCMW_NC             7299
+EolmJX_WCMW_NC             7941
+EolmJY_WCMW_NC             7986
+EolmKX_WCMW_NC             8054
+EolmKY_WCMW_NC             8028
+EolmKZ_WCMW_NC             8032
+EolmLA_WCMW_NC             8027
+EolmLB_WCMW_NC             8058
+EolmLC_WCMW_NC             8002
+EolmLD_WCMW_NC             8043
+EolmLE_WCMW_NC             8029
+EolmLF_WCMW_NC             8039
+EolmLG_WCMW_NC             6321
+EolmLH_WCMW_NC             7939
+EolmLI_WCMW_NC             7713
+EolmLJ_WCMW_NC             8060
+EolmLK_WCMW_NC             7769
+EolmLL_WCMW_NC             8027
+EolmLN_WCMW_NC             8042
+EolmLO_WCMW_NC             8062
+EolmLP_WCMW_NC             8028
+EolmLQ_WCMW_NC             8047
+EolmLR_WCMW_NC             8020
+EolmLS_WCMW_NC             8038
+EolmLT_WCMW_NC             8055
+EolmLU_WCMW_NC             8025
+EolmLV_WCMW_NC             8030
+EolmLW_WCMW_NC             6368
+EolmLX_WCMW_NC             8058
+EolmLY_WCMW_NC             8022
+EolmLZ_WCMW_NC             8050
+EolmMA_WCMW_NC             8056
+EolmMB_WCMW_NC             8036
+EolmMC_WCMW_NC             8038
+EolmMD_WCMW_NC             8053
+EolmMF_WCMW_NC             8032
+EolmMG_WCMW_NC             8022
+EolmMI_WCMW_NC             5269
+EolmMJ_WCMW_NC             8007
+EolmMN_WCMW_NC             8061
+EolmMO_WCMW_NC             6680
+EolmMP_WCMW_NC             7565
+EolmMQ_WCMW_NC             4079
+EolmMS_WCMW_NC             8038
+EolmMT_WCMW_NC             8057
+EolmMU_WCMW_NC             8032
+EolmMV_WCMW_NC             8051
+EolmMW_WCMW_NC             8048
+EolmMX_WCMW_NC             7857
+EolmMY_WCMW_NC             7413
+EperAA_WCMW_NC             8024
+EperE_WCMW_NC              8055
+EperG_WCMW_NC              8056
+EperH_WCMW_NC              8051
+EperI_WCMW_NC              8039
+EperJ_WCMW_NC              8032
+EperKL_WCMW_NC             7987
+EperMN_WCMW_NC             8047
+EperO_WCMW_NC              8057
+EperP_WCMW_NC              8032
+EperQ_WCMW_NC              8066
+EperR_WCMW_NC              8042
+EperS_WCMW_NC              8051
+EperT_WCMW_NC              8060
+EperU_WCMW_NC              4803
+EperW_WCMW_NC              6131
+EperX_WCMW_NC              8061
+EperY_WCMW_NC              7767
+EperZ_WCMW_NC              7609
+
+
+## The number of loci for which N taxa have data.
+## ipyrad API location: [assembly].stats_dfs.s7_loci
+
+    locus_coverage  sum_coverage
+1                0             0
+2                0             0
+3                0             0
+4                0             0
+5                0             0
+6                0             0
+7                0             0
+8                0             0
+9                0             0
+10               0             0
+11               0             0
+12               0             0
+13               0             0
+14               0             0
+15               0             0
+16               0             0
+17               0             0
+18               0             0
+19               0             0
+20               0             0
+21               0             0
+22               0             0
+23               0             0
+24               0             0
+25               0             0
+26               0             0
+27               0             0
+28               0             0
+29               0             0
+30               0             0
+31               0             0
+32               0             0
+33               0             0
+34               0             0
+35               0             0
+36               0             0
+37               0             0
+38               0             0
+39               0             0
+40               0             0
+41               0             0
+42               0             0
+43               0             0
+44               0             0
+45               0             0
+46               0             0
+47               0             0
+48               0             0
+49               0             0
+50               0             0
+51               0             0
+52               0             0
+53               0             0
+54               0             0
+55               0             0
+56               0             0
+57               0             0
+58               0             0
+59               0             0
+60               0             0
+61               0             0
+62               0             0
+63               0             0
+64               0             0
+65            1686          1686
+66            1663          3349
+67            1481          4830
+68            1309          6139
+69            1206          7345
+70             739          8084
+
+
+## The distribution of SNPs (var and pis) per locus.
+## var = Number of loci with n variable sites (pis + autapomorphies)
+## pis = Number of loci with n parsimony informative site (minor allele in >1 sample)
+## ipyrad API location: [assembly].stats_dfs.s7_snps
+
+     var  sum_var   pis  sum_pis
+0   2706        0  4776        0
+1   2479     2479  2244     2244
+2   1430     5339   702     3648
+3    715     7484   227     4329
+4    370     8964    79     4645
+5    189     9909    33     4810
+6     94    10473    12     4882
+7     46    10795     8     4938
+8     28    11019     1     4946
+9     12    11127     1     4955
+10    10    11227     0     4955
+11     2    11249     1     4966
+12     0    11249     0     4966
+13     2    11275     0     4966
+14     0    11275     0     4966
+15     1    11290     0     4966
+
+
+## Final Sample stats summary
+
+                state  reads_raw  reads_passed_filter  refseq_mapped_reads  refseq_unmapped_reads  clusters_total  clusters_hidepth  hetero_est  error_est  reads_consens  loci_in_assembly
+EolmJV_WCMW_NC      7    2051819              1849102               418614                  38051          242710             80599    0.020292   0.001596          75028              7955
+EolmJW_WCMW_NC      7    1184327              1083458               329969                  29132          219014             45583    0.012185   0.001792          43395              7299
+EolmJX_WCMW_NC      7    2364668              2156994               525456                  49950          311256             84348    0.014059   0.001858          79760              7941
+EolmJY_WCMW_NC      7    3074505              2827866               508909                  45645          267065             95466    0.020066   0.001534          89174              7986
+EolmKX_WCMW_NC      7    2157458              1978569               356630                  32476          179463             83807    0.015986   0.001395          79157              8054
+EolmKY_WCMW_NC      7    1586234              1449643               299882                  22499          167876             68469    0.011796   0.001288          65707              8028
+EolmKZ_WCMW_NC      7    1660643              1526538               294360                  21311          160129             64799    0.009943   0.001394          62643              8032
+EolmLA_WCMW_NC      7    2842609              2597602               473629                  49562          206759             93574    0.026828   0.002038          84935              8027
+EolmLB_WCMW_NC      7    2045548              1870330               349897                  29593          177185             78208    0.020086   0.001423          72964              8058
+EolmLC_WCMW_NC      7    1671903              1535348               306854                  28716          166014             64928    0.016089   0.001419          61282              8002
+EolmLD_WCMW_NC      7    2261484              2068367               376368                  39020          183826             82619    0.023397   0.001441          76232              8043
+EolmLE_WCMW_NC      7    2763663              2528004               484501                  42289          213230             95257    0.017603   0.001926          89385              8029
+EolmLF_WCMW_NC      7    2926877              2687602               491501                  41298          218802            100160    0.016942   0.001738          94345              8039
+EolmLG_WCMW_NC      7     748127               684737               215587                  16428          140906             31178    0.009035   0.001574          30180              6321
+EolmLH_WCMW_NC      7    1797625              1655981               343546                  29959          192179             69855    0.014267   0.001434          66379              7939
+EolmLI_WCMW_NC      7    1471801              1311904               358889                  31337          199985             64988    0.010909   0.002009          62365              7713
+EolmLJ_WCMW_NC      7    2931357              2690951               421029                  34724          201558             97134    0.019260   0.001385          91000              8060
+EolmLK_WCMW_NC      7    1227310              1130833               243692                  15560          152274             53354    0.007112   0.001222          52096              7769
+EolmLL_WCMW_NC      7    1759564              1635072               293802                  20849          170607             66269    0.007871   0.001178          64672              8027
+EolmLN_WCMW_NC      7    3082393              2825847               468535                  48163          213389             99570    0.027984   0.001610          90512              8042
+EolmLO_WCMW_NC      7    2777170              2538029               426076                  46753          198593             91663    0.031191   0.001476          82433              8062
+EolmLP_WCMW_NC      7    2330339              2150063               391872                  31855          195977             78985    0.017568   0.001644          74236              8028
+EolmLQ_WCMW_NC      7    2955543              2673880               451417                  44364          210482            104233    0.022122   0.001582          96908              8047
+EolmLR_WCMW_NC      7    1600662              1474591               294198                  22170          174513             62859    0.007387   0.001417          61199              8020
+EolmLS_WCMW_NC      7   12348552             11338121              1003147                 122951          258695            149873    0.045580   0.001262         133863              8038
+EolmLT_WCMW_NC      7    6811462              6240526               739542                  95074          245414            134238    0.047394   0.001400         116970              8055
+EolmLU_WCMW_NC      7    3114584              2856700               512804                  53636          243151             96953    0.029646   0.001765          87499              8025
+EolmLV_WCMW_NC      7    3364399              3083366               505259                  53849          231166            102448    0.034275   0.001496          91457              8030
+EolmLW_WCMW_NC      7     763608               703344               231070                  37898          151360             29655    0.010051   0.001827          28522              6368
+EolmLX_WCMW_NC      7    3450214              3166275               475334                  52397          201046            102036    0.034792   0.001417          91217              8058
+EolmLY_WCMW_NC      7    4347170              3934125               571333                  75037          245708            123214    0.037467   0.001465         110583              8022
+EolmLZ_WCMW_NC      7    3582355              3280981               499162                  56832          210466            105995    0.033347   0.001549          94953              8050
+EolmMA_WCMW_NC      7    3730349              3396364               496573                  52018          220125            114544    0.030021   0.001390         104243              8056
+EolmMB_WCMW_NC      7    7031232              6438601               772685                 101858          258860            135825    0.046583   0.001501         118952              8036
+EolmMC_WCMW_NC      7    1953702              1801754               356929                  30015          197751             71820    0.010436   0.001635          69083              8038
+EolmMD_WCMW_NC      7    4040938              3709855               497039                  49533          199010            112486    0.033874   0.001336         101095              8053
+EolmMF_WCMW_NC      7    4018535              3690339               523876                  56347          209877            107667    0.029743   0.001593          97818              8032
+EolmMG_WCMW_NC      7    2688915              2439878               437630                  40109          220801             97936    0.017341   0.001541          92449              8022
+EolmMI_WCMW_NC      7     563010               516826               174332                  13368          121878             23073    0.007524   0.001532          22461              5269
+EolmMJ_WCMW_NC      7    5805459              5324136               691701                 116952          254259            128199    0.042117   0.001581         113313              8007
+EolmMN_WCMW_NC      7    5316821              4895149               581104                  80000          215038            120324    0.038721   0.001302         107196              8061
+EolmMO_WCMW_NC      7     777268               708757               229247                  19549          149504             32263    0.009137   0.001763          31246              6680
+EolmMP_WCMW_NC      7    1174428              1078910               237733                  22555          145232             46604    0.007486   0.001502          45489              7565
+EolmMQ_WCMW_NC      7     461745               423166               161231                  13382          117169             16839    0.008260   0.001586          16326              4079
+EolmMS_WCMW_NC      7    4457089              4082667               595444                  72263          235838            115409    0.032414   0.001951         103485              8038
+EolmMT_WCMW_NC      7    3383232              3111263               478144                  52378          206771            101691    0.025203   0.001718          93290              8057
+EolmMU_WCMW_NC      7    1896544              1739889               332082                  30300          184825             70689    0.016747   0.001389          66756              8032
+EolmMV_WCMW_NC      7    3743855              3432558               499563                  53516          208526            106514    0.034862   0.001519          95277              8051
+EolmMW_WCMW_NC      7    3855911              3492175               524882                  62658          212462            120040    0.036080   0.001608         107935              8048
+EolmMX_WCMW_NC      7    4816192              4283473               810321                 111893          231041            133723    0.016889   0.001588         128284              7857
+EolmMY_WCMW_NC      7    2839998              2461527               735579                  98020          265431            110452    0.012389   0.002536         105437              7413
+EperAA_WCMW_NC      7    1493453              1372985               270959                  20697          160248             61226    0.008532   0.001423          59277              8024
+EperE_WCMW_NC       7    3187395              2894257               469937                  40116          199675            105461    0.034172   0.001576          94691              8055
+EperG_WCMW_NC       7    4780273              4365780               569303                  71279          209803            125031    0.039442   0.001444         111266              8056
+EperH_WCMW_NC       7    2285582              2077412               358285                  28351          180096             87807    0.015976   0.001425          82993              8051
+EperI_WCMW_NC       7    2062254              1896607               360712                  34278          183036             76430    0.012755   0.001712          72862              8039
+EperJ_WCMW_NC       7    3791514              3456737               553714                  63083          224823            109402    0.032272   0.002105          97661              8032
+EperKL_WCMW_NC      7    1573080              1433357               316888                  32940          179717             66220    0.018166   0.001567          61922              7987
+EperMN_WCMW_NC      7    5254781              4807394               595235                  76413          214663            121716    0.044859   0.001394         106302              8047
+EperO_WCMW_NC       7    3824641              3496061               500642                  68558          202551            110735    0.038566   0.001477          98004              8057
+EperP_WCMW_NC       7    5353342              4878320               603741                  56578          244147            130771    0.037219   0.001349         117394              8032
+EperQ_WCMW_NC       7    5447862              4986762               599083                  58077          219918            127256    0.037972   0.001379         113459              8066
+EperR_WCMW_NC       7    3009157              2777344               435511                  44763          201077             93646    0.013835   0.001863          88666              8042
+EperS_WCMW_NC       7    4004514              3677287               497063                  45573          210097            109598    0.028749   0.001544          99792              8051
+EperT_WCMW_NC       7    2850187              2617596               391659                  34201          186275             91060    0.022450   0.001434          84320              8060
+EperU_WCMW_NC       7     543512               498565               203782                  16606          132377             19405    0.016804   0.001980          18474              4803
+EperW_WCMW_NC       7     620771               575081               192973                  13963          128184             26757    0.008386   0.001765          25947              6131
+EperX_WCMW_NC       7    3932315              3572287               487930                  47071          205087            117471    0.034657   0.001345         105384              8061
+EperY_WCMW_NC       7    3678454              3052491               604187                  77255          206894            114235    0.012446   0.001507         110816              7767
+EperZ_WCMW_NC       7    4370271              3641533               742293                 121385          260762            111887    0.017340   0.001811         107572              7609
\ No newline at end of file
diff --git a/ddRAD/iPyrad/params-EperRef_c88_m65_WCMWOnly.txt b/ddRAD/iPyrad/params-EperRef_c88_m65_WCMWOnly.txt
new file mode 100644
index 0000000..ef8a071
--- /dev/null
+++ b/ddRAD/iPyrad/params-EperRef_c88_m65_WCMWOnly.txt
@@ -0,0 +1,30 @@
+------- ipyrad params file (v.0.7.23)-------------------------------------------
+EperRef_c88_m65_WCMWOnly       ## [0] [assembly_name]: Assembly name. Used to name output directories for assembly steps
+/gpfs/ysm/project/dm733/BoleosomaProject/ddRAD/WCMW/ipyrad ## [1] [project_dir]: Project dir (made in curdir if not present)
+                               ## [2] [raw_fastq_path]: Location of raw non-demultiplexed fastq files
+                               ## [3] [barcodes_path]: Location of barcodes file
+/gpfs/ysm/project/dm733/BoleosomaProject/ddRAD/WCMW/ipyrad/fastqs/*.fastq.gz ## [4] [sorted_fastq_path]: Location of demultiplexed/sorted fastq files
+reference                      ## [5] [assembly_method]: Assembly method (denovo, reference, denovo+reference, denovo-reference)
+/home/dm733/scratch60/Eper_genome/assemblies/v0.1/Eper_nanopore_1kb.racon.fasta ## [6] [reference_sequence]: Location of reference sequence file
+ddrad                          ## [7] [datatype]: Datatype (see docs): rad, gbs, ddrad, etc.
+TGCAG, CCG                     ## [8] [restriction_overhang]: Restriction overhang (cut1,) or (cut1, cut2)
+5                              ## [9] [max_low_qual_bases]: Max low quality base calls (Q<20) in a read
+33                             ## [10] [phred_Qscore_offset]: phred Q score offset (33 is default and very standard)
+6                              ## [11] [mindepth_statistical]: Min depth for statistical base calling
+6                              ## [12] [mindepth_majrule]: Min depth for majority-rule base calling
+10000                          ## [13] [maxdepth]: Max cluster depth within samples
+0.88                           ## [14] [clust_threshold]: Clustering threshold for de novo assembly
+0                              ## [15] [max_barcode_mismatch]: Max number of allowable mismatches in barcodes
+2                              ## [16] [filter_adapters]: Filter for adapters/primers (1 or 2=stricter)
+35                             ## [17] [filter_min_trim_len]: Min length of reads after adapter trim
+2                              ## [18] [max_alleles_consens]: Max alleles per site in consensus sequences
+5, 5                           ## [19] [max_Ns_consens]: Max N's (uncalled bases) in consensus (R1, R2)
+8, 8                           ## [20] [max_Hs_consens]: Max Hs (heterozygotes) in consensus (R1, R2)
+65                             ## [21] [min_samples_locus]: Min # samples per locus for output
+20, 20                         ## [22] [max_SNPs_locus]: Max # SNPs per locus (R1, R2)
+8, 8                           ## [23] [max_Indels_locus]: Max # of indels per locus (R1, R2)
+0.5                            ## [24] [max_shared_Hs_locus]: Max # heterozygous sites per locus (R1, R2)
+0, 0, 0, 0                     ## [25] [trim_reads]: Trim raw read edges (R1>, <R1, R2>, <R2) (see docs)
+0, 0, 0, 0                     ## [26] [trim_loci]: Trim locus edges (see docs) (R1>, <R1, R2>, <R2)
+G, a, g, k, m, l, n, p, s, u, t, v ## [27] [output_formats]: Output formats (see docs)
+                               ## [28] [pop_assign_file]: Path to population assignment file
diff --git a/figures/Fig1.png b/figures/Fig1.png
new file mode 100644
index 0000000..7833444
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diff --git a/notes/1_DNAExtraction.md b/notes/1_DNAExtraction.md
new file mode 100644
index 0000000..4c654f3
--- /dev/null
+++ b/notes/1_DNAExtraction.md
@@ -0,0 +1,2 @@
+# notes on how we extracted the DNA
+
diff --git a/notes/2_NanoporeLibraryPrep.md b/notes/2_NanoporeLibraryPrep.md
new file mode 100644
index 0000000..e78cffa
--- /dev/null
+++ b/notes/2_NanoporeLibraryPrep.md
@@ -0,0 +1 @@
+# notes on library preparation
diff --git a/notes/3_sequenceQC.md b/notes/3_sequenceQC.md
new file mode 100644
index 0000000..11948d8
--- /dev/null
+++ b/notes/3_sequenceQC.md
@@ -0,0 +1 @@
+# notes on sequence data quality control 
diff --git a/sequencing/nanopore/QC/HistogramReadlength.pdf b/sequencing/nanopore/QC/HistogramReadlength.pdf
new file mode 100644
index 0000000..c4abf3a
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diff --git a/sequencing/nanopore/QC/LengthvsQualityScatterPlot_dot.pdf b/sequencing/nanopore/QC/LengthvsQualityScatterPlot_dot.pdf
new file mode 100644
index 0000000..5a7aeed
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diff --git a/sequencing/nanopore/QC/LengthvsQualityScatterPlot_kde.pdf b/sequencing/nanopore/QC/LengthvsQualityScatterPlot_kde.pdf
new file mode 100644
index 0000000..2a004b7
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diff --git a/sequencing/nanopore/QC/LogTransformed_HistogramReadlength.pdf b/sequencing/nanopore/QC/LogTransformed_HistogramReadlength.pdf
new file mode 100644
index 0000000..6fa68cd
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diff --git a/sequencing/nanopore/QC/NanoPlot-report.html b/sequencing/nanopore/QC/NanoPlot-report.html
new file mode 100644
index 0000000..d4ac4ae
--- /dev/null
+++ b/sequencing/nanopore/QC/NanoPlot-report.html
@@ -0,0 +1,211 @@
+<!DOCTYPE html>
+<html>
+    <head>
+    <meta charset="UTF-8">
+        <style>
+        table, th, td {
+            text-align: left;
+            padding: 2px;
+            /* border: 1px solid black;
+            border-collapse: collapse; */
+        }
+        h2 {
+            line-height: 0pt;
+        }
+        .panel {
+            display: inline-block;
+            background: #ffffff;
+            min-height: 100px;
+            box-shadow:0px 0px 5px 5px #C9C9C9;
+            -webkit-box-shadow:2px 2px 5px 5x #C9C9C9;
+            -moz-box-shadow:2px 2px 5px 5px #C9C9C9;
+            margin: 10px;
+            padding: 10px;
+        }
+        .panelC {
+            float: left
+        }
+        .panelM {
+            float: left
+        }
+        </style>
+        <title>NanoPlot Report</title>
+    </head><body>
+<div class="panel panelC">
+<p><strong><a href="#stats0">Summary Statistics</a></strong></p>
+<p><strong><a href="#plots">Plots</a></strong></p>
+<p style="margin-left:20px"><a href="#Histogram_of_read_lengths">Histogram of read lengths</a></p>
+<p style="margin-left:20px"><a href="#Histogram_of_read_lengths_after_log_transformation">Histogram of read lengths after log transformation</a></p>
+<p style="margin-left:20px"><a href="#Weighted_Histogram_of_read_lengths">Weighted Histogram of read lengths</a></p>
+<p style="margin-left:20px"><a href="#Weighted_Histogram_of_read_lengths_after_log_transformation">Weighted Histogram of read lengths after log transformation</a></p>
+<p style="margin-left:20px"><a href="#Yield_by_length">Yield by length</a></p>
+<p style="margin-left:20px"><a href="#Read_lengths_vs_Average_read_quality_plot_using_dots">Read lengths vs Average read quality plot using dots</a></p>
+<p style="margin-left:20px"><a href="#Read_lengths_vs_Average_read_quality_plot_using_a_kernel_density_estimation">Read lengths vs Average read quality plot using a kernel density estimation</a></p>
+</div>
+<div class="panel panelM"> <h1>NanoPlot report</h1>
+<h2 id="stats0">Summary statistics</h2>
+
+<table>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>General summary:</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Mean read length:                 4,286.2</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Mean read quality:                   10.2</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Median read length:               1,845.0</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Median read quality:                 10.5</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Number of reads:              3,991,650.0</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Read length N50:                 10,140.0</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Total bases:             17,109,161,879.0</b></td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Number, percentage and megabases of reads above quality cutoffs</b></td>
+</tr>
+<tr>
+	<td>>Q5:</td><td>3991650 (100.0%) 17109.2Mb</td>
+</tr>
+<tr>
+	<td>>Q7:</td><td>3991649 (100.0%) 17109.2Mb</td>
+</tr>
+<tr>
+	<td>>Q10:</td><td>2473495 (62.0%) 11731.4Mb</td>
+</tr>
+<tr>
+	<td>>Q12:</td><td>244872 (6.1%) 789.4Mb</td>
+</tr>
+<tr>
+	<td>>Q15:</td><td>0 (0.0%) 0.0Mb</td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Top 5 highest mean basecall quality scores and their read lengths</b></td>
+</tr>
+<tr>
+	<td>1:</td><td>14.9 (196)</td>
+</tr>
+<tr>
+	<td>2:</td><td>14.8 (649)</td>
+</tr>
+<tr>
+	<td>3:</td><td>14.7 (607)</td>
+</tr>
+<tr>
+	<td>4:</td><td>14.7 (363)</td>
+</tr>
+<tr>
+	<td>5:</td><td>14.6 (620)</td>
+</tr>
+
+<tr></tr>
+<tr>
+	<td colspan="2"><b>Top 5 longest reads and their mean basecall quality score</b></td>
+</tr>
+<tr>
+	<td>1:</td><td>301857 (10.7)</td>
+</tr>
+<tr>
+	<td>2:</td><td>265670 (9.4)</td>
+</tr>
+<tr>
+	<td>3:</td><td>250054 (10.4)</td>
+</tr>
+<tr>
+	<td>4:</td><td>238373 (10.0)</td>
+</tr>
+<tr>
+	<td>5:</td><td>230377 (10.3)</td>
+</tr>
+</table>
+
+<br>
+<br>
+<br>
+<br>
+<h2 id="plots">Plots</h2>
+
+<h3 id="Histogram_of_read_lengths">Histogram of read lengths</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAmYAAAHKCAYAAACpGoeCAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3XtcVHX%2BP/DXzMAIAqOQCIniKjZsKClkAqWgtqwlkBL1VTM1JDe87TeTvJSauoRaJoo3Qsn1uhpeWHVhvfUTdV3c3SAtszZGVkxRUcDhJgPM%2Bf3hd846DOoZLnKS1/PxMJxz3udz3ryZ9O3nfM4ZhSAIAoiIiIio1SlbOwEiIiIiuouNGREREZFMsDEjIiIikgk2ZkREREQywcaMiIiISCbYmBERERHJBBszIiIiIplgY0ZEREQkE2zMiIiIiGSCjRnRY2Dv3r3w9vbGt99%2B2%2BD%2Bd955B0OHDjXbNnToUMyZM8eq8%2BTk5GD16tXQ6/WNzrWtycjIQFhYGJ555hl4e3vjwoULrZ3SA3l7e2P16tUPjPn555/h7e2NvXv3PqKsHuz69etYvXp1g7WdM2cO/Pz8WiErosaxae0EiKh1rFmzBo6OjlYdk5ubizVr1iAyMhIajaaFMnt8FBcXY9asWRg4cCA%2B%2BugjqNVq/OpXv2rttB47N27cwJo1a%2BDh4YGnn366tdMhahI2ZkRtlI%2BPT2unYLWamhooFArY2Pwy/ujKz89HTU0NXnnlFQwYMMDq4%2B/cuYN27dpBoVC0QHZEJEe8lEnURtW/lGk0GrFu3ToMGzYMzzzzDPr374%2BIiAhs3rwZALB69Wp88sknAIAXX3wR3t7e8Pb2xpkzZ8TjN2zYgJdeegl9%2BvRBUFAQZs2ahWvXrpmdVxAEJCcnY8iQIfD19cWrr76Kv/3tbxg3bhzGjRsnxp05cwbe3t5IT0/H0qVLMWjQIPj6%2BuLSpUsoLi7GwoULMXz4cPj5%2BSEoKAjjx4/Hv/71L7NzmS65bdy4ESkpKRg6dCieeeYZjBs3Tmyali9fjoEDB%2BLZZ5/F1KlTcevWLUn1O3bsGEaNGoW%2BffvCz88P0dHRyM3NFffPmTMHb7zxBgBgxowZ8Pb2Nvv%2B6jNdjj516hTmzp2LwMBA9O3bFwaDAQDwn//8BzNnzkRQUBD69OmDl19%2BGdu3bzcbo7q6GkuXLsWIESPw7LPPYsCAARg1ahSOHj1qcb7y8nLMmzcPAQEB8PPzQ0xMDPLz8yV97/cjJUfTz/XgwYNITEzEwIED4e/vj7feegsXL140i5XyXjlz5gxee%2B01AMDcuXPF92X9y7GXLl3CpEmT4Ofnh5CQECxdulSsrcmOHTvwyiuvwM/PD35%2BfnjppZewYsWKJtWEyFq/jH92EpEkRqMRtbW1FtsFQXjosRs3bsSaNWswefJk9O/fH7W1tbh48SLKysoAAK%2B//jpu376NrVu3Ys2aNXB1dQUA9OrVCwCwcOFC7Nq1C2%2B%2B%2BSYGDx6MK1euYNWqVfjHP/6BvXv3wsXFBQCQmJiIzz//HKNGjUJoaCiuXbuGefPmoaamBj169LDIa8WKFejXrx8WLVoEpVKJJ554AsXFxQCAadOmoVOnTqisrMSRI0cwbtw4/PGPf0RAQIDZGDt27IBWq8WCBQug1%2BuxbNkyxMbGom/fvrCxsUFCQgKuXr2KZcuW4cMPP0RycvIDa3XgwAHExcVh4MCB%2BOyzz2AwGLBx40bx/P3798eUKVPg6%2BuLxYsX47333kNAQICkS8cffPABBg8ejE8%2B%2BQRVVVWwsbFBXl4eRo8ejSeffBKzZ8%2BGq6srTp06hfj4eJSUlGDatGkAAIPBgNu3b2PixIlwc3NDTU0NTp8%2BjenTp2PJkiUYOXIkgLvvhylTpiA3NxdTp06Fr68vcnJyMGnSpIfmdz9SczRZsWIF/P398fHHH6O8vBzLly/H5MmTkZGRAZVKBUDae6V3795YsmQJ5s6di8mTJ2Pw4MEAAHd3d/FcNTU1mDx5Ml577TVMnDgR//znP7Fu3To4OjqKef3lL3/BokWLMG7cOMyePRtKpRKXLl1CXl5eo2tC1CgCEf3i7dmzR9BqtQ/8NWTIELNjhgwZIsyePVt8/c477wgjRox44Hk2btwoaLVa4fLly2bb8/LyBK1WKyxcuNBs%2B9mzZwWtViusWLFCEARBKC0tFfr06SO8%2B%2B67ZnG5ubmCVqsV3nzzTXFbdna2oNVqhbFjxz70%2B6%2BtrRVqamqECRMmCFOnThW3X758WdBqtcIrr7wi1NXVidv/%2BMc/ClqtVoiNjTUb5%2BOPPxa0Wq1QVlZ233PV1dUJAwcOFMLDw83GLC8vF4KCgoRRo0ZZfA%2BZmZkP/R5MP8NZs2ZZ7Js4caIQHBxskdfixYsFX19fobS0tMExTXX54IMPhJEjR4rbs7KyBK1WK2zevNksfv369YJWqxWSkpIemKuprnv27LE6R1NNJk2aZBaXkZEhaLVaITc3VxAE694r586ds8jHZPbs2YJWqxUyMjLMtk%2BaNEkYNmyYWZ79%2B/d/4PdN9CjwUibRY2TZsmXYvXu3xa9nn332ocf6%2Bvrihx9%2BwMKFC3Hy5EmUl5dLPq/pcmZkZKTZ9meeeQZeXl74%2B9//DgD45ptvYDAY8PLLL5vF9evXDx4eHg2O/dvf/rbB7X/6058QGRkJX19f%2BPj4oHfv3vj73/8OnU5nERsSEgKl8r9/3Hl5eQGAOLtSf/vVq1fv960iPz8fN27cwIgRI8zGdHBwwG9/%2B1ucPXsWVVVV9z3%2BYep/v9XV1cjOzkZoaCjs7OxQW1sr/goODkZ1dTW%2B%2BeYbMT4zMxOjR4%2BGn5%2BfWJfdu3eb1cX084qIiDA7V3h4eKNytjZHABZ3CXt7ewP4b%2B0b8165H4VC0eD57v05%2B/r6Qq/X47333sPRo0fFWVmiR42XMokeI15eXvD19bXY7uTkZLHWq7533nkH7du3x/79%2B7Fz506oVCr0798fcXFxDY55r9LSUgBA586dLfZ17txZ/AvQFPfEE09YxHXq1KnBsU2XTO%2B1adMmLF26FKNHj8b//u//wtnZGUqlEqtWrbJYpwQAHTp0MHtta2v7wO3V1dUN5gIAJSUl982rc%2BfOMBqN0Ov1sLe3v%2B8YD1J/3NLSUtTW1mLr1q3YunXrA3M6fPgw3n33Xbz00kt4%2B%2B230alTJ6hUKvzpT3/Cnj17zMa0sbGBs7PzA88tlTU5mnTs2NHstVqtBnD3hgfTmIB175X7sbe3R7t27SzOd%2B/PeeTIkairq0NaWhp%2B//vfw2g0wtfXF%2B%2B%2B%2By5eeOEFq85H1BRszIgIAGBjY4Po6GhER0dDr9fj9OnTSExMxNtvv43jx48/sNEw/SV748YNs7U9pm2mBsAU19AC%2B5s3bzY4E9LQHYn79%2B/HgAEDsGjRIrPtFRUVD/kum870vRQVFVnsu3HjBpRKZZMeJVL/%2B9VoNFCpVBgxYoR4M0F9Xbt2BXC3Ll27dsXKlSvNxjHdwGHSsWNH1NbWoqSkxKw5a%2Bh7ksKaHKVqzHulqaKiohAVFYXKykr885//xOrVq/HOO%2B/g0KFDLXI%2BoobwUiYRWdBoNHjppZfwxhtvoLS0FFeuXAHw31mN%2BjNKgYGBAO42Bvc6d%2B4cdDqduL9v375Qq9XIyMgwi/vmm2/Ec0ihUCjEXEx%2B%2BOEHi8tlLaFHjx5wc3PDwYMHzW6qqKysxOHDh9GvX79Gz5Y1xN7eHgEBAfj%2B%2B%2B/h7e0NX19fi1%2Bm5kqhUMDW1tasKSsqKsKxY8fMxjTdHHHgwAGz7QcPHmzxHKWy5r1Sf7atqdq3b4%2BQkBDExsaipqaGNwDQI8UZMyICAMTGxuKpp55Cnz594OLigitXrmDz5s3w8PBA9%2B7dAQBarRbA3RmYyMhI2NjYoEePHujZsydGjRqFbdu2QalUIjg4WLwr88knn8Rbb70F4O4sSHR0ND7//HNoNBrxTru1a9fC1dVV8vO6Bg8ejHXr1iEpKQnPPfcc8vPzsW7dOnTt2hV1dXUtUh8TpVKJ999/H3FxcXjnnXcwatQoGAwGpKamQq/XY%2BbMmc1%2Bzg8//BBvvPEGxo4dizFjxsDDwwMVFRUoKCjAV199hS1btgC4W5fDhw9j4cKFGDZsGK5du4Z169ahc%2BfO%2BM9//iOON3DgQDz33HP49NNPUVVVhT59%2BiAnJwd//vOfWzxHqax5r3h6esLOzg4HDhyAl5cX2rdvj86dO8PNzU3y%2BebNmwc7Ozv4%2B/vD1dUVRUVFSElJgZOT00Mv5RM1JzZmRATg7izKoUOHkJaWhvLycri6uuL555/HlClTxLVXAQEBeOedd7Bv3z6kpaXBaDRiy5YtCAgIwMKFC9GtWzfs3r0bO3bsgKOjIwYNGoSZM2eazZbMmDED9vb22LlzJ/bu3YuePXti4cKFSExMlHwJMDY2FlVVVdi9ezc2btyIXr16YeHChTh69Cj%2B8Y9/tEh97hUREQF7e3ukpKRgxowZUKlU6Nu3L7Zs2QJ/f/9mP1%2BvXr2wd%2B9erFu3DitXrkRxcTGcnJzQvXt3hISEiHFRUVG4desWdu7ciT179qBbt2743e9%2Bh2vXrmHNmjVinFKpxPr167FkyRJs3LgRNTU18Pf3R0pKisVi%2B%2BbO0RpS3yv29vZISEjAmjVrEBMTg5qaGkybNg3Tp0%2BXfK7%2B/ftj7969yMzMxO3bt%2BHs7Ixnn30Wy5YtEx/1QvQoKARBwgOOiIha0OXLl/Hyyy9j2rRpiI2Nbe10SMb4XqHHHWfMiOiR%2BuGHH3Dw4EH4%2BfnB0dER%2Bfn52LhxIxwdHcUnuBMBfK9Q28TGjIgeKXt7e3z33XfYvXs3ysrK4OjoiICAALz77rtWPwaBHm98r1BbxEuZRERERDLBx2UQERERyQQbMyIiIiKZYGNGREREJBNszIiIiIhkgndlypQgCDAaW%2Ba%2BDKVS0WJjP05YJ%2BlYK%2BlYK%2BlYK2lYJ%2BlaulZKpULyJ5jcDxszmTIaBRQXN/8HMtvYKOHs7AC9vhK1tcZmH/9xwTpJx1pJx1pJx1pJwzpJ9yhq5eLiAJWqaY0ZL2USERERyQQbMyIiIiKZYGNGREREJBNszIiIiIhkgo0ZERERkUywMSMiIiKSCTZmRERERDLBxoyIiIhIJtiYEREREckEGzMiIiIimWBjRkRERCQTbMyIiIiIZIKNGREREZFMsDEjIiIikgk2ZkREREQywcasDSqqKsOt6vLWToOIiIjqYWNGREREJBNszIiIiIhkgo0ZERERkUywMSMiIiKSiVZvzMaNGwdvb%2B8Gf/3lL38R47KysjBy5Ej4%2BvoiNDQU27dvb3C81NRUDB06FL6%2BvoiKisKZM2csYsrLy7FgwQIEBATAz88PsbGxuHLlikVcfn4%2BYmJi0K9fPwQFBSE%2BPh537tyxiJOaGxEREdGD2LR2Ah999BHKy83vENy8eTMOHz6MoKAgAEBubi6mTJmCESNGYM6cOcjJyUF8fDzUajVef/118bjU1FQkJiZixowZ8PHxQVpaGiZNmoS0tDR4e3uLcTNnzsT58%2Bcxf/58ODo6IikpCdHR0di/fz/s7OwAAHq9HhMmTECXLl2QlJSE4uJiLFmyBKWlpVi%2BfLk4ltTciIiIiB6m1RuzXr16WWybOXMmXnjhBbi4uAAA1q5dCx8fHyQkJAAAAgMDUVhYiFWrViEqKgpKpRIGgwHr16/H%2BPHjERMTAwAYMGAAIiIikJycjMTERADA2bNncfz4caSkpCAkJAQAoNVqERoain379mHMmDEAgJ07d0Kv1yM9PV3MQ6VSIS4uDpMnT4aXl5fk3IiIiIikkF3XkJOTg59//hkREREAAIPBgOzsbISFhZnFRUREoKioCN9//714XFlZGcLDw8UYlUqF4cOHIysrC4IgALh72VGj0SA4OFiM69KlC/z9/ZGVlSVuO3HiBIKCgsSmDACGDRsGtVotxknNjYiIiEgK2TVmBw8ehL29PV588UUAQEFBAWpqatCzZ0%2BzONNMm06nM/taP87LywsVFRW4fv26GNejRw8oFAqL8UxjmOJMs2ImarUanp6eYpzU3IiIiIikaPVLmfeqra3FX//6V7z44oto3749AOD27dsAAI1GYxZrem3ar9froVarxTViJh06dAAAlJaWwt3dHXq9Hk5OThbn1mg04lim8eqfs36c1Nway8am%2BftmlUqJWhihUipbZPzHhUqlNPtK98daScdaScdaScM6SfdLqZWsGrO//e1vuHXrltnlSJP6M1wNbW8oxnQJ82FxD9pef7z6cU0Z736USgWcnR0affyDFFWVwdHJDs72LTP%2B40SjsW/tFH4xWCvpWCvpWCtpWCfp5F4rWTVmBw8eRMeOHTFw4EBxm2nGq/7sk16vB/Df2SmNRoPq6mpUV1ejXbt2FnGmcTQaDQoLCy3OXX%2BGTKPRiMfeq6ysTLzEKTW3xjAaBej1lY0%2B/n5UKiVgC5SX3YHNHXn/q6E1qVRKaDT20OurUFdnbO10ZI21ko61ko61koZ1ku5R1EqjsW/yjJxsGrM7d%2B7g2LFjiIiIgK2trbjd09MTtra2uHjxotmC/by8PAAQmyTTV51OBx8fHzFOp9PBwcEBbm5uYtzp06ctZr7y8vLM1pR5eXlZrBEzGAwoKChAVFSUVbk1Vm1tC/1PZgvUGY0tN/5jpK6OdZKKtZKOtZKOtZKGdZJO7rWSzZTJV199hYqKCvFuTBO1Wo3AwEBkZmaabT948CBcXV3FJszf3x9OTk7IyMgQY%2Brq6pCZmYmQkBCxCQsJCYFer8fJkyfFuMLCQuTk5IiPzwCA4OBgZGdno6SkRNx25MgRGAwGMU5qbkRERERSqBYuXLiwtZMAgBUrVqC6uhpz5861WJvVrVs3JCcno7CwEA4ODjhw4AA2bdqEuXPnok%2BfPgDuPhpDpVIhOTkZdnZ2qK6uxqpVq5Cbm4tPPvkEnTp1AgC4u7vju%2B%2B%2Bw65du%2BDm5obCwkIsWLAAdnZ2WLx4MWxs7k4iPvXUU9izZw9OnjwJNzc35ObmIiEhAaGhoRg9erRVuTWGIAioqqpp9PH3o1QqYLQRUF1dAzul7cMPaKOUSgXs7dW4c6cGRqPQ2unIGmslHWslHWslDesk3aOolb29Gkpl49eXA4BCMK2Ob0W3b9/GCy%2B8gAkTJuD9999vMCYrKwsrVqyATqeDu7s7oqOjMXbsWLMYQRCQmpqK7du34%2BbNm9BqtXj//fcRGBhoFldeXo5ly5bh0KFDqKmpQUBAAObPnw8PDw%2BzuPz8fMTHx%2BPrr7%2BGnZ0dwsPDERcXZ3Hnp5TcrFVXZ0RxcUWTxmiIjY0StXZG3L5diQ6q9s0%2B/uPCxkYJZ2cHlJRUyHrKWw5YK%2BlYK%2BlYK2lYJ%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%2BfH2JjY3HlyhWLuPz8fMTExKBfv34ICgpCfHw87ty5YxEnNTciIiKiB5FFY7Z69WosXboUERERSE1NxeLFi9G5c2dxf25uLqZMmQIfHx9s2LABkZGRiI%2BPR1pamtk4qampSExMxNixY5GSkoLu3btj0qRJ%2BPHHH83iZs6cia%2B%2B%2Bgrz589HYmIibty4gejoaLOmS6/XY8KECaioqEBSUhJmz56NAwcOYN68eWZjSc2NiIiI6GFsWjsBnU6H9evXIyUlBQMHDhS3h4aGir9fu3YtfHx8kJCQAAAIDAxEYWEhVq1ahaioKCiVShgMBqxfvx7jx49HTEwMAGDAgAGIiIhAcnIyEhMTAQBnz57F8ePHkZKSgpCQEACAVqtFaGgo9u3bhzFjxgAAdu7cCb1ej/T0dLi4uAAAVCoV4uLiMHnyZHh5eUnOjYiIiEiKVu8a9u7di27dupk1ZfcyGAzIzs5GWFiY2faIiAgUFRXh%2B%2B%2B/BwDk5OSgrKwM4eHhYoxKpcLw4cORlZUFQRAA3L3sqNFoEBwcLMZ16dIF/v7%2ByMrKEredOHECQUFBYlMGAMOGDYNarRbjpOZGREREJEWrN2Znz56FVqvF2rVrERQUhD59%2BuDNN9/EhQsXAAAFBQWoqalBz549zY7r1asXgLszbvd%2BrR/n5eWFiooKXL9%2BXYzr0aMHFAqFxXimMUxxplkxE7VaDU9PTzFOam5EREREUrT6pcyioiKcP38eP/30ExYtWgRbW1usWbMG0dHROHz4MG7fvg0A0Gg0ZseZXpv26/V6qNVq2NnZmcV16NABAFBaWgp3d3fo9Xo4OTlZ5KHRaMSxTOPVP2f9OKm5NZaNTfP3zSqVErUwQqVUtsj4jwuVSmn2le6PtZKOtZKOtZKGdZLul1KrVm/MBEFAZWUlVq9ejaeeegoA0Lt3b7z44ovYtWsX/P39AcBihsvk3u0NxZguYT4s7kHb649XP64p492PUqmAs7NDo49/kKKqMjg62cHZvmXGf5xoNPatncIvBmslHWslHWslDeskndxr1eqNWYcOHdCpUyexKQOAzp07o2fPnsjLy8OQIUMAWM4%2B6fV6AP%2BdndJoNKiurkZ1dTXatWtnEWeaOdNoNCgsLLTIo/4MmUajEY%2B9V1lZmXiJ0zTmw3JrDKNRgF5f2ejj70elUgK2QHnZHdjckfe/GlqTSqWERmMPvb4KdXXG1k5H1lgr6Vgr6VgraVgn6R5FrTQa%2BybPyLV6Y%2Bbl5YWrV69abBcEAUqlEp6enrC1tcXFixfNFuzn5eWJx9/7VafTwcfHR4zT6XRwcHCAm5ubGHf69GmLma%2B8vDyzNWVeXl4Wa8QMBgMKCgoQFRUFAJJza6za2hb6n8wWqDMaW278x0hdHeskFWslHWslHWslDeskndxr1epTJoMHD8bNmzfx73//W9x2/fp1XLx4Ed7e3lCr1QgMDERmZqbZcQcPHoSrq6vYhPn7%2B8PJyQkZGRliTF1dHTIzMxESEiI2YSEhIdDr9Th58qQYV1hYiJycHPHxGQAQHByM7OxslJSUiNuOHDkCg8EgxknNjYiIiEgK1cKFCxe2ZgI9evTA8ePH8ec//xlPPPEELl26hI8%2B%2BggAsGTJEtja2qJbt25ITk5GYWEhHBwccODAAWzatAlz585Fnz59ANx9NIZKpUJycjLs7OxQXV2NVatWITc3F5988gk6deoEAHB3d8d3332HXbt2wc3NDYWFhViwYAHs7OywePFi2NjcnUR86qmnsGfPHpw8eRJubm7Izc1FQkICQkNDMXr0aDF/Kbk1hiAIqKqqafTx96NUKmC0EVBdXQM7pW2zj/%2B4UCoVsLdX486dGhiNQmunI2uslXSslXSslTSsk3SPolb29moolY1fXw4ACsG0Or4V3bp1CwkJCcjKykJtbS2ee%2B45zJ071%2BwxFFlZWVixYgV0Oh3c3d0RHR2NsWPHmo0jCAJSU1Oxfft23Lx5E1qtFu%2B//z4CAwPN4srLy7Fs2TIcOnQINTU1CAgIwPz58%2BHh4WEWl5%2Bfj/j4eHz99dews7NDeHg44uLiLO78lJKbterqjCgurmjSGA2xsVGi1s6I27cr0UHVvtnHf1zY2Cjh7OyAkpIKWU95ywFrJR1rJR1rJQ3rJN2jqJWLi0OT15jJojEjS2zMWhf/sJOOtZKOtZKOtZKGdZLul9KYtfoaMyIiIiK6i40ZERERkUywMSMiIiKSCTZmRERERDLBxoyIiIhIJtiYEREREckEGzMiIiIimWBjRkRERCQTrf4h5vRoGQUBxXfKoRCa9pERRERE1Pw4Y9bGlBgq8MnXf8XtmqrWToWIiIjqYWPWBikU/LETERHJEf%2BGJiIiIpIJNmZEREREMsHGjIiIiEgm2JgRERERyQQbMyIiIiKZYGNGREREJBNszIiIiIhkgo0ZERERkUywMSMiIiKSCTZmRERERDLBxoyIiIhIJtiYEREREckEGzMiIiIimWBjRkRERCQTbMyIiIiIZIKNGREREZFMsDEjIiIikgk2ZkREREQywcaMiIiISCbYmBERERHJBBszIiIiIplolsassLAQJ06cQElJSXMMR0RERNQm2Vh7QGJiIqqqqvDBBx8AAE6fPo3Y2FjU1NRAo9Fg27ZteOqpp5o9USIiIqLHndUzZocPH0avXr3E1ytXroS3tzfWrFmDLl26YP369c2aIBEREVFbYfWM2fXr1%2BHp6QkAKCkpwbfffouUlBQMGjQI1dXVWLZsWbMnSURERNQWWD1jJggCBEEAAOTk5EClUuG5554DAHTu3NnqdWZ79%2B6Ft7e3xa/ly5ebxWVlZWHkyJHw9fVFaGgotm/f3uB4qampGDp0KHx9fREVFYUzZ85YxJSXl2PBggUICAiAn58fYmNjceXKFYu4/Px8xMTEoF%2B/fggKCkJ8fDzu3LljESc1NyIiIqIHsXrGzNPTE//v//0/BAUFISMjA76%2BvrCzswMA3LhxAxqNplGJbNy4EU5OTuJrNzc38fe5ubmYMmUKRowYgTlz5iAnJwfx8fFQq9V4/fXXxbjU1FQkJiZixowZ8PHxQVpaGiZNmoS0tDR4e3uLcTNnzsT58%2Bcxf/58ODo6IikpCdHR0di/f7/4vej1ekyYMAFdunRBUlISiouLsWTJEpSWlpo1jVJzIyIiInoYqxuzUaNGYfHixfjzn/8MvV5FeFrLAAAgAElEQVSPhIQEcV9OTo7Z%2BjNr9O7dGy4uLg3uW7t2LXx8fMRzBQYGorCwEKtWrUJUVBSUSiUMBgPWr1%2BP8ePHIyYmBgAwYMAAREREIDk5GYmJiQCAs2fP4vjx40hJSUFISAgAQKvVIjQ0FPv27cOYMWMAADt37oRer0d6erqYl0qlQlxcHCZPngwvLy/JuRERERFJYXXX8MYbb%2BCzzz5DREQEli5disjISHFfdXW12evmYDAYkJ2djbCwMLPtERERKCoqwvfffw/gblNYVlaG8PBwMUalUmH48OHIysoSL79mZWVBo9EgODhYjOvSpQv8/f2RlZUlbjtx4gSCgoLMmsVhw4ZBrVaLcVJzIyIiIpLC6hkzAAgLC7NoRgDgD3/4Q6MTCQ8PR0lJCbp06YL/%2BZ//wdtvvw2VSoWCggLU1NSgZ8%2BeZvGmmTmdToc%2BffpAp9MBgEWcl5cXKioqcP36dbi7u0On06FHjx5QKBQW4506dUp8rdPpEBUVZRajVqvh6ekpnktqbo1lY9P8s20q4e6YKoWiRcZ/XKhUSrOvdH%2BslXSslXSslTSsk3S/lFo1qjFrTq6urpg%2BfTr69u0LhUKBr776CitXrsT169exYMEC3L59GwAs1q6ZXpv26/V6qNVqcY2YSYcOHQAApaWlcHd3h16vN1vLdu94prFM4zW0Xu7eOKm5NYZSqYCzs0Ojj7%2Bf2iojAMDBsV2LjP%2B40WjsWzuFXwzWSjrWSjrWShrWSTq510pSYzZ06FCLGaYHOXbsmOTYQYMGYdCgQeLrgQMHol27dti8eTNiY2PF7fc7/73bG4oxXcJ8WNyDttcfr35cU8a7H6NRgF5f2ejj76e85u5dpRXl1ShBRbOP/7hQqZTQaOyh11ehrs7Y2unIGmslHWslHWslDesk3aOolUZj3%2BQZOUmN2YABA8yajOzsbBQVFcHPzw%2Burq4oKipCbm4uOnfujICAgCYlBAAvv/wyvvjiC1y4cAEeHh4ALGef9Ho9gP/OTmk0GlRXV6O6uhrt2rWziDPNnGk0GhQWFlqcs/4MmUajEY%2B9V1lZmbjw3zTmw3JrrNra5n/j1BnvjlknCC0y/uOmrs7IOknEWknHWknHWknDOkkn91pJasyWLl0q/j49PR05OTk4fPgwunTpIm6/cuUKJk6ciAEDBjRrgp6enrC1tcXFixfNFuzn5eUBgNgkmb7qdDr4%2BPiIcTqdDg4ODuLjN7y8vHD69GmLma%2B8vDxxDFOcaS2ZicFgQEFBgbj2TGpuRERERFJYPd%2B2YcMGTJ8%2B3awpAwAPDw9MnToVKSkpTU4qIyMDKpUKPj4%2BUKvVCAwMRGZmplnMwYMH4erqKjZh/v7%2BcHJyQkZGhhhTV1eHzMxMhISEiE1YSEgI9Ho9Tp48KcYVFhYiJydHfHwGAAQHByM7O9vsgblHjhyBwWAQ46TmRkRERCSF1Yv/CwoKGlw8D9y9tNfQE/QfJCYmBoGBgdBqtQDurk/78ssvMX78eLi6ugIApk6dijfffBPz5s1DREQEcnJykJaWhsWLF4vPCVOr1Zg8eTISExPh4uIiPmD28uXLWLFihXi%2Bvn37YvDgwfjwww8xZ84cODo6YtWqVfDw8DB71Mfo0aOxbds2TJkyBVOmTMGtW7ewdOlSREREmM2EScmNiIiISAqrGzMPDw/s3r3bbHbJ5Msvv7SYSXuYHj16YPfu3bh27RqMRiN%2B9atf4YMPPsC4cePEGD8/P6xbtw4rVqxAeno63N3dMW/ePIsn60%2BcOBGCIGDr1q24efMmtFotUlJSzJ76DwCfffYZli1bhkWLFqGmpgYBAQFYvXq12R2dGo0GmzdvRnx8PKZPnw47OzuEh4cjLi7ObCypuRERERE9jEIw3bYo0d69e/HBBx%2BgT58%2BCA8PR6dOnXDz5k0cPHgQ58%2BfR3x8vMXzv8h6dXVGFBc3/12Tt%2BsqsfT8X/HOU8H4lX2nZh//cWFjo4SzswNKSipkvUhUDlgr6Vgr6VgraVgn6R5FrVxcHB7NXZn3evXVVwEAK1euNLspwNXVFX/4wx/YlBERERE1UqMeMPvqq68iMjISFy9eRGlpKTp27IiePXs26bldRERERG1do5/8r1Ao%2BDgIIiIiombU6Mbs3//%2BN3Q6Haqrqy32jRw5sklJEREREbVFVjdmVVVVmDx5MrKzs6FQKBr8yCM2ZkRERETWs/rWgXXr1uHKlSvYtm0bBEHAmjVrsGnTJoSGhqJ79%2B7Yt29fS%2BRJzUgQBNw2VMFo3Q25RERE1MKsbsyOHTuGSZMmwc/PDwDw5JNPIigoCElJSejduzd27NjR7ElS8zIKArZcPI1SAz/EnIiISE6sbsyuXLmCnj17QqVSQaFQoKqqStwXERGBY8eONWuC1DKU4B20REREcmN1Y%2Bbk5ITKykoAwBNPPIFLly6J%2B2pra8V9RERERGQdqxszb29v/Oc//wEABAQE4PPPP8e//vUvnDt3DmvXrsWvf/3r5s6RiIiIqE2w%2Bq7MqKgocZbs3XffxRtvvCF%2BrqVGo0FKSkrzZkhERETURljdmA0fPlz8fbdu3XDo0CHx0Rl%2Bfn7o2LFjsyZIRERE1FY0%2BgGzJu3bt8fQoUObIxciIiKiNq1RH4FuMBiwc%2BdOvPfee4iOjhbXnB09ehSXL19uzvyIiIiI2gyrZ8yKi4sxYcIE/PTTT%2BjUqRNu3bqFioq7z8M6duwYTp06hYULFzZ3nkRERESPPatnzD799FPo9Xrs2bMHx48fFz%2BSCbh7l%2BY///nPZk2QiIiIqK2wujE7fvw4fv/736N3795mn48JAG5ubrh27VqzJUdERETUlljdmJWXl6NLly4N7qutrUVdXV2TkyIiIiJqi6xuzLp27YpvvvmmwX3nzp1Djx49mpwUERERUVtkdWMWERGBDRs24OjRo%2BL6MoVCgXPnzmHLli0YMWJEsydJRERE1BZYfVfmpEmTkJOTg2nTpqFDhw4AgJiYGJSWlmLQoEEYP358sydJRERE1BZY3ZjZ2tpiw4YNyMjIwPHjx3Hr1i04Oztj8ODBCAsLg1LZqEejEREREbV5VjVm1dXVSE9PR//%2B/REWFoawsLCWyouIiIiozbFqeqtdu3aIj4/HrVu3WiofIiIiojbL6uuO3bp1w82bN1siFyIiIqI2zerGbPz48UhJSUF5eXlL5ENERETUZlm9%2BD8vLw8lJSUYOnQoAgMD4erqavEJAPPmzWu2BImIiIjaCqsbs23btom/P3z4sMV%2BhULBxoyIiIioEaxuzH744YeWyIOIiIiozeNDx4iIiIhkgo0ZERERkUywMSMiIiKSCTZmRERERDLBxoyIiIhIJiQ1ZkuWLEFhYSEA4OrVq6ipqWnRpIiIiIjaIkmN2ebNm1FUVAQAePHFF3HhwoUWTYqIiIioLZLUmHXo0EH8fExBEFosmYqKCgQHB8Pb2xvffvut2b6srCyMHDkSvr6%2BCA0Nxfbt2xscIzU1FUOHDoWvry%2BioqJw5swZi5jy8nIsWLAAAQEB8PPzQ2xsLK5cuWIRl5%2Bfj5iYGPTr1w9BQUGIj4/HnTt3LOKk5kZERET0IJIeMNu3b198%2BOGHeOaZZwAAy5Ytg5OTU4OxCoUC69evb1Qy69atQ11dncX23NxcTJkyBSNGjMCcOXOQk5OD%2BPh4qNVqvP7662JcamoqEhMTMWPGDPj4%2BCAtLQ2TJk1CWloavL29xbiZM2fi/PnzmD9/PhwdHZGUlITo6Gjs378fdnZ2AAC9Xo8JEyagS5cuSEpKQnFxMZYsWYLS0lIsX77c6tyIiIiIHkZSY/bRRx8hISEBeXl5UCgUuHTpEtRqdYOx9T83UyqdTocdO3Zg9uzZ%2BOijj8z2rV27Fj4%2BPkhISAAABAYGorCwEKtWrUJUVBSUSiUMBgPWr1%2BP8ePHIyYmBgAwYMAAREREIDk5GYmJiQCAs2fP4vjx40hJSUFISAgAQKvVIjQ0FPv27cOYMWMAADt37oRer0d6ejpcXFwAACqVCnFxcZg8eTK8vLwk50ZEREQkhaSuwcPDA2vXrsWhQ4cgCALWrVuHr776qsFfx44da1QiH3/8MUaPHo0ePXqYbTcYDMjOzkZYWJjZ9oiICBQVFeH7778HAOTk5KCsrAzh4eFijEqlwvDhw5GVlSVegs3KyoJGo0FwcLAY16VLF/j7%2ByMrK0vcduLECQQFBYlNGQAMGzYMarVajJOaGxEREZEUVn9W5pYtW8TZouby17/%2BFT/88AOSkpJw/vx5s30FBQWoqalBz549zbb36tULwN2Ztj59%2BkCn0wGARZyXlxcqKipw/fp1uLu7Q6fToUePHhYze7169cKpU6fE1zqdDlFRUWYxarUanp6e4rmk5tZYNjbNP9umEu6OqQCgslG2yDkeByqV0uwr3R9rJR1rJR1rJQ3rJN0vpVZWN2YDBgwAAFy6dAnZ2dkoLS2Fs7MzAgIC0L17d6sTqKqqwtKlS/Hee%2B/B0dHRYv/t27cBABqNxmy76bVpv16vh1qtFteImXTo0AEAUFpaCnd3d%2Bj1%2BgbXx2k0GnEs03j1z1k/TmpujaFUKuDs7NDo4%2B%2BntsoIAFAolejQoT2c7Zv/HI8Tjca%2BtVP4xWCtpGOtpGOtpGGdpJN7raxuzARBwB/%2B8Afs3LkTRqNR3K5UKvHGG29g3rx5Vo23fv16PPHEE3j11VcfGHe/tWv3bm8oxnQJ82FxD9pef7z6cU0Z736MRgF6fWWjj7%2Bf8pq7d5UKRiNu366EzR15/8uhtahUSmg09tDrq1BXZ3z4AW0YayUdayUdayUN6yTdo6iVRmPf5Bk5qxuzP/7xj9ixYwfGjBmDyMhIuLm54fr160hPT8eOHTvQtWtXvPXWW5LGunLlCr744gusXbsW5eXlAIDKykrxa0VFhTjjVX/2Sa/XA/jv7JRGo0F1dTWqq6vRrl07izjTOBqNRnxYbv3x7p350mg04rH3KisrEy/lSs2tsWprm/%2BNU/d/zbQAoK7WiFoV/0d%2BkLo6Y4v8HB5HrJV0rJV0rJU0rJN0cq%2BV1Y1ZWloa3nzzTbOZMTc3NzzzzDNQKpX48ssvJTdmP//8M2pqavC73/3OYt/48ePRt29fbNu2Dba2trh48aLZgv28vDwAEJsk01edTgcfHx8xTqfTwcHBAW5ubmLc6dOnLWa%2B8vLyzNbOeXl5iWvJTAwGAwoKCsS1Z56enpJyIyIiIpLC6vm2y5cvY8iQIQ3uGzJkCC5fvix5rKeffhpbtmwx%2BzV37lwAwKJFi/DRRx9BrVYjMDAQmZmZZscePHgQrq6uYhPm7%2B8PJycnZGRkiDF1dXXIzMxESEiI2ISFhIRAr9fj5MmTYlxhYSFycnLEx2cAQHBwMLKzs1FSUiJuO3LkCAwGgxgnNTciIiIiKayeMXNycsLVq1cb3Hf16tUGF/Dfj0ajQUBAQIP7evfujd69ewMApk6dKs7SRUREICcnB2lpaVi8eLH4nDC1Wo3JkycjMTERLi4u4gNmL1%2B%2BjBUrVojj9u3bF4MHD8aHH36IOXPmwNHREatWrYKHhwciIyPFuNGjR2Pbtm2YMmUKpkyZglu3bmHp0qWIiIgwmwmTkhsRERGRFFY3Zs8//zxWrlyJp59%2B2uxREBcuXEBSUhIGDhzYrAkCgJ%2BfH9atW4cVK1YgPT0d7u7umDdvnsWT9SdOnAhBELB161bcvHkTWq0WKSkpZk/9B4DPPvsMy5Ytw6JFi1BTU4OAgACsXr3a7I5OjUaDzZs3Iz4%2BHtOnT4ednR3Cw8MRFxfXqNyIiIiIHkYhWPnhl4WFhRg1ahSKiorQq1cvuLq6oqioCHl5eejcuTN27doFd3f3lsq3zairM6K4uKLZx71dV4mPv82AIBgx12c4XNpJn%2BFsS2xslHB2dkBJSYWsF4nKAWslHWslHWslDesk3aOolYuLQ5PvyrT66CeffBLp6el4%2B%2B23YW9vj59//hn29vb43e9%2Bh3379rEpIyIiImokqy9lAoCLiwtmzpzZ3LkQERERtWlcnU5EREQkE2zMiIiIiGSCjRkRERGRTLAxIyIiIpIJqxszg8EAK5%2BwQUREREQSWNWYVVdXo2/fvjh69GhL5UNERETUZlnVmLVr1w4dO3aEvb19S%2BVDRERE1GZZfSlzyJAhOHLkSEvkQkRERNSmWf2A2bCwMHz44YeYO3cufvvb38LV1RUKhcIsxvTh40REREQkndWNWUxMDABg3759SE9PN9snCAIUCgUuXLjQPNkRERERtSFWN2ZLlixpiTyIiIiI2jyrG7PIyMiWyIOIiIiozWvSA2YvXryIr7/%2BGpWVlc2VDz0igiCg1FAJI59JR0REJBuNaszS09MRHByMsLAwvPnmm8jPzwcA/O///i%2B%2B/PLLZk2QWoYRAtbnHUepoaK1UyEiIqL/Y3VjlpmZiTlz5sDHxwfz5883%2BxSA3r17IzMzs1kTpJaj5CdyERERyYrVfzOnpKTg1VdfRXJyMkaNGmW2r2fPnsjLy2u25IiIiIjaEqsbM51Oh7CwsAb3dezYEaWlpU1OioiIiKgtsroxs7e3R1lZWYP7rl%2B/jg4dOjQ5KSIiIqK2yOrGzM/PD9u3bzdbW2ayd%2B9eDBgwoFkSIyIiImprrG7Mpk6dim%2B%2B%2BQavvfYatm7dCoVCgcOHDyM2Nhb/%2Bte/EBsb2xJ5EhERET32rG7MfH19sWHDBlRWVmLp0qUQBAGff/458vPzkZKSAq1W2xJ5EhERET32rH7yPwAEBgYiMzMTBQUFuHnzJpydndGjR4/mzo2IiIioTWlUY2bi6ekJT0/P5sqFiIiIqE1rVGP2888/IyUlBWfOnEFpaSk6duyIgIAATJo0Cd26dWvuHImIiIjaBKvXmF24cAGRkZHYu3cvOnfujBdeeAGdO3fG3r17ERkZiQsXLrREnkRERESPPatnzBISEuDi4oJNmzahS5cu4vYrV65g4sSJSEhIwNatW5s1SSIiIqK2wOoZs3PnzmH69OlmTRkAeHh4YNq0aTh37lyzJUdERETUlljdmDk5OcHJyanBfRqNBo6Ojk1OioiIiKgtsroxCw8PR1paWoP7vvzyy/t%2BjiYRERERPZikNWaHDx8Wf9%2B7d28cOnQIr732GsLDw9GpUyfcvHkTBw8eRHFxMV566aUWS5aIiIjocSapMfv9738PhUIBQRDEr4WFhfjuu%2B8sYmfNmoWIiIhmT5SIiIjocSepMduyZUtL50FERETU5klqzAYMGNDSeRARERG1eVYv/iciIiKiltGoj2Q6evQo9u/fj6tXr6K6utpsn0KhwP79%2ByWPdfLkSXz%2B%2BefIy8tDeXk53Nzc8Jvf/AbTpk0zeyxHVlYWEhMTodPp4O7ujrfeegtjx461GC81NRXbt29HUVERtFotZs2ahYCAALOY8vJyfPLJJzh06BAMBgMCAgIwf/58eHh4mMXl5%2BcjPj4eX3/9Nezt7REWFoa4uDjY2dmZxUnNjYiIiOhBrG7MNm7ciOXLl8PFxQWenp6wt7dvUgK3b9%2BGn58fJkyYAI1Gg59%2B%2BgmrV6/GTz/9hC%2B%2B%2BAIAkJubiylTpmDEiBGYM2cOcnJyEB8fD7Vajddff10cKzU1FYmJiZgxYwZ8fHyQlpaGSZMmIS0tDd7e3mLczJkzcf78ecyfPx%2BOjo5ISkpCdHQ09u/fLzZder0eEyZMQJcuXZCUlITi4mIsWbIEpaWlWL58uTiW1NyIiIiIHsbqxmzHjh2IiorC4sWLoVKpmpxAeHg4wsPDxdcBAQFQq9WYP38%2Brl%2B/Djc3N6xduxY%2BPj5ISEgAAAQGBqKwsBCrVq1CVFQUlEolDAYD1q9fj/HjxyMmJgbA3bVxERERSE5ORmJiIgDg7NmzOH78OFJSUhASEgIA0Gq1CA0Nxb59%2BzBmzBgAwM6dO6HX65Geng4XFxcAgEqlQlxcHCZPngwvLy8AkJQbERERkRRWdw2lpaUIDw9vlqbsfjp27AgAqK2thcFgQHZ2tsWDayMiIlBUVITvv/8eAJCTk4OysjKzJk%2BlUmH48OHIysqCIAgA7l521Gg0CA4OFuO6dOkCf39/ZGVlidtOnDiBoKAgsSkDgGHDhkGtVotxUnMjIiIiksLqGTN/f39cvHgRQUFBzZpIXV0damtrkZeXh7Vr12LIkCHw8PBAXl4eampq0LNnT7P4Xr16AQB0Oh369OkDnU4HABZxXl5eqKiowPXr1%2BHu7g6dTocePXpAoVBYjHfq1CnxtU6nQ1RUlFmMWq2Gp6eneK6CggJJuTWWjU3zz7aphLtjKv7vPyobZYuc55dOpVKafaX7Y62kY62kY62kYZ2k%2B6XUyurG7IMPPsC0adPg7u6OQYMGQa1WN0siQ4YMwfXr1wEAgwYNwooVKwDcXYMG3P0cznuZXpv26/V6qNVqi4X5HTp0AHB3ps/d3R16vb7Bz/rUaDTiWKbx6p%2BzfpzU3BpDqVTA2dmh0cffT22VEQCgUCqhVCnQoUN7ONs3/3keFxpN09ZQtiWslXSslXSslTSsk3Ryr5XVjVn37t3x/PPPY9q0aVAoFBaNkEKhwNdff211IikpKaisrEReXh7WrVuH2NhYbNq0yWzchty7vaEY0yXMh8U9aHv98erHNWW8%2BzEaBej1lY0%2B/n7Ka%2B4AAASjEUYocft2JWzuyPtfD61BpVJCo7GHXl%2BFujpja6cja6yVdKyVdKyVNKyTdI%2BiVhqNfZNn5KxuzD799FNs27YNTz/9NHr27NlsM2a//vWvAdy9VOrj44OoqCgcOXJEvCxYf/ZJr9cD%2BO/slEajQXV1Naqrq9GuXTuLONPMmUajQWFhocX568%2BQaTQa8dh7lZWViQv/TWM%2BLLfGqq1t/jdOnfHumML//aeu1ohaFf9nvp%2B6OmOL/BweR6yVdKyVdKyVNKyTdHKvldWN2b59%2BzBp0iTMnDmzJfIBADz99NNQqVQoKCjA0KFDYWtri4sXL5ot2M/LywMAsUkyfdXpdPDx8RHjdDodHBwc4ObmJsadPn3aYuYrLy9PHMMUZ1pLZmIwGFBQUCCuPfP09JSUGxEREZEUVs%2B31dXV4fnnn2%2BJXES5ubmoq6tD165doVarERgYiMzMTLOYgwcPwtXVVWzC/P394eTkhIyMDLNcMzMzERISIjZhISEh0Ov1OHnypBhXWFiInJwc8fEZABAcHIzs7GyUlJSI244cOQKDwSDGSc2NiIiISArVwoULF1pzwPnz51FXV4f%2B/fs3SwLTpk1DQUEBysrKcO3aNRw9ehQJCQno1q0b5syZA5VKhW7duiE5ORmFhYVwcHDAgQMHsGnTJsydO1e861GlUkGlUiE5ORl2dnaorq7GqlWrkJubi08%2B%2BQSdOnUCALi7u%2BO7777Drl274ObmhsLCQixYsAB2dnZYvHgxbGzuTiI%2B9dRT2LNnD06ePAk3Nzfk5uYiISEBoaGhGD16tJi/lNwaQxAEVFXVNKGyDasWanDyxk8wCkaoFEoMdO0Fe5vmuRz9OFEqFbC3V%2BPOnRoYjUJrpyNrrJV0rJV0rJU0rJN0j6JW9vZqKJWNX18OAArBtDpeoh9//BEzZszAqFGjMHjwYHGd1b1MzyGTIiUlBRkZGSgoKIAgCPDw8EBoaChiYmLg6OgoxmVlZWHFihXixx5FR0dbfOyRIAjiRzLdvHkTWq0W77//PgIDA83iysvLsWzZMhw6dAg1NTWSPpLJzs4O4eHh9/1IpoflZq26OiOKiyuaNEZDbtdV4uNvM1BrrIWtwgazfV6CSzvHhx/YxtjYKOHs7ICSkgpZr0WQA9ZKOtZKOtZKGtZJukdRKxcXhyYv/re6MTMt0n/QHYcXLlxoUlLExqy18Q876Vgr6Vgr6VgraVgn6X4pjZnVi/%2BnTp3apMdAEBEREVHDrG7Mpk%2Bf3hJ5EBEREbV5fLIoERERkUxYPWO2Zs2aB%2B5XKBSYOnVqoxMiIiIiaqvYmLVhgiCg1FCJjmoHKLlukIiIqNVZ3Zj98MMPFttKS0tx9OhRbN68GSkpKc2SGLU8IwSszzuOuT7DeWcmERGRDDTLGrOOHTvitddeQ0REBOLj45tjSHpElFxmSEREJBvN%2Breyr68v/v73vzfnkERERERtRrM2Zj/%2B%2BCPat2/fnEMSERERtRlWrzFLT0%2B32GYwGPDjjz9iz549eOWVV5olMSIiIqK2xurGbM6cOQ1ub9euHV555RXMmjWryUkRERERtUVWN2bHjh2z2NauXTt06tSpWRIiIiIiaqusbsw8PDxaIg8iIiKiNo/PSiAiIiKSCUkzZhEREZIHVCgU2L9/f6MTIiIiImqrJDVmHTt2fGhMZWUlzp8/DwU/2oeIiIioUSQ1Zlu3br3vvtraWuzatQvr1q2DQqFAeHh4syVHRERE1JZYvfj/XpmZmVi5ciUKCgrw/PPPIy4uDk8//XRz5UZERETUpjSqMTtz5gyWL1%2BOb7/9Fj4%2BPvjiiy8QFBTU3LkRERERtSlWNWY//vgjli9fjlOnTqFr16747LPPEBYW1lK5EREREbUpkhqzwsJCrFy5EgcPHkSHDh3wwQcfYPTo0bC1tW3p/IiIiIjaDEmN2bBhw1BTU4NBgwbh7bffhoODA/7973/fN753797NliARERFRWyGpMTMYDACAEydO4OTJk/eNEwQBCoUCFy5caJ7siIiIiNoQSY3ZkiVLWjoPIiIiojZPUmMWGRnZ0nkQERERtXn8rEwiIiIimWBjRkRERCQTbMyIiIiIZIKNGREREZFMsDEjIiIikgk2ZkREREQywcaMiIiISCbYmLVxdYIRpYbK1k6DiIiIwMaMiIiISDbYmBERERHJRKs3ZpmZmZgyZQpCQkLQr18/REREYMeOHTAajWZxWVlZGDlyJHx9fREaGort27c3OF5qaiqGDh0KX19fREVF4cyZMxYx5eXlWLBgAQICAsPxt/YAACAASURBVODn54fY2FhcuXLFIi4/Px8xMTHo168fgoKCEB8fjzt37ljESc1NjgRBwO2aKhgFobVTISIiavNavTHbtGkT1Go1Zs2aheTkZPzmN7/Bxx9/jE8//VSMyc3NxZQpU%2BDj44MNGzYgMjIS8fHxSEtLMxsrNTUViYmJGDt2LFJSUtC9e3dMmjQJP/74o1nczJkz8dVXX2H%2B/PlITEzEjRs3EB0dbdZ06fV6TJgwARUVFUhKSsLs2bNx4MABzJs3z2wsqbnJlRECtv0nG6WGitZOhYiIqM2T9CHmLSk5ORkuLi7i68DAQFRWVmL79u2YMWMG1Go11q5dCx8fHyQkJIgxhYWFWLVqFaKioqBUKmEwGLB%2B/XqMHz8eMTExAIABAwYgIiICycnJSExMBACcPXsWx48fR0pKCkJCQgAAWq0WoaGh2Pf/27v/qKjq/H/gzzuD4yAyCP6AldRVdEiSRDcFVoXCNUsxK6zsWLnGwcSfmbbqnmTN%2BJj2U60US9djieW6mmc1yCxzoBK3I7RpbvuNESUNFUqYAXFmmHl//yBuDgN6BWQu8HycQ8ibF3de8%2BoqT%2B69c/nwQzz66KMAgA8%2B%2BAAWiwV79%2B6V%2B9NqtVi8eDFSU1MRFhYGAIp6UzuNJHm7BSIiIoIKjphdHcrqDB48GDabDeXl5bDb7cjLy8PEiRPdaiZNmoTS0lKcPHkSAJCfnw%2Br1YrExES5RqvVYsKECTCZTBC/nqozmUwwGAyIi4uT63r37o3hw4fDZDLJazk5OYiNjXXrb/z48dDpdHKd0t6IiIiIlPB6MGvIsWPH0K1bN3Tv3h3FxcVwOBwYMGCAW83AgQMBAGaz2e19/bqwsDBUVVXhwoULcl3//v0h1TtKNHDgQHkbdXV1R8Xq6HQ69O3bV65T2pvaCSFQbr/M68yIiIi8zOunMus7fvw49uzZgzlz5kCr1aKiogIAYDAY3OrqPq77vMVigU6ng16vd6sLCAgAAJSXlyMkJAQWiwX%2B/v4ej2swGORt1W2v/mPWr1PaW1P5%2BLR8btaK2m1K8n9qrzPbWHgYz92eiO6du7b4Y7ZFWq3G7T01jrNSjrNSjrNShnNSrq3MSlXBrLS0FPPnz0dkZCRSUlLcPlf/CFdD6w3V1J3CvF7dtdbrb69%2BXXO21xiNRkJgoF%2BTv74xNdW1r3aVNBpoJAlCSJAgwUerRUBAFwT6tvxjtmUGg6%2B3W2gzOCvlOCvlOCtlOCfl1D4r1QQzq9WKlJQU6PV6bNy4EZ06dQLw2xGv%2BkefLBYLgN%2BOThkMBthsNthsNnTu3Nmjrm47BoMBJSUlHo9f/wiZwWCQv7Z%2Bn3WnOJX21hQul4DF0vJ35K901L7yVLhccEkauISABAEXNKiouAyfK%2Br%2BSaK1aLUaGAy%2BsFiq4XS6rv8FHRhnpRxnpRxnpQznpFxrzMpg8G32ETlVBDObzYbU1FSUlZVh586dCAwMlD/Xt29fdOrUCadOnXK7YL%2BwsBAA5JBU995sNiMiIkKuM5vN8PPzQ3BwsFz31VdfeRz5KiwsdLumLCwszOMaMbvdjuLiYiQlJd1Qb01VU9PyO47z1/vDCQCSqPtD7XtnjQs1Wv7FvprT6bop/x/aI85KOc5KOc5KGc5JObXPyuuHR2pqarBgwQJ8//332Lx5M0JDQ90%2Br9PpEBMTg%2BzsbLf1/fv3o2fPnnIIGz58OPz9/ZGVlSXXOJ1OZGdnIz4%2BXg5h8fHxsFgsyM3NletKSkqQn58v3z4DAOLi4pCXl4dLly7JawcPHoTdbpfrlPZGREREpIR2xYoVK7zZwIoVK7B//34sWLAAvXr1wvnz5%2BW3rl27QqfToU%2BfPsjIyEBJSQn8/Pywb98%2BbN26FcuWLcOQIUNqn4hWC61Wi4yMDOj1ethsNqxbtw4FBQV46aWX0KNHDwBASEgITpw4gZ07dyI4OBglJSVIS0uDXq/HypUr4eNTexBx0KBB2L17N3JzcxEcHIyCggKsWrUK48aNw9SpU%2BX%2BlfTWFEIIVFc7mjHZhtmEA7kXf4BLuCBBgoCAJAFaSYPRPQfC10fX4o/ZFmk0Enx9dbhyxQGXi69WvRbOSjnOSjnOShnOSbnWmJWvrw4aTfPuDSoJ4d17JCQkJDT465AA4N1330V0dDSA2vuPvfbaazCbzQgJCcGMGTMwbdo0t3ohBLZs2YLMzEyUlZXBaDTi2WefRUxMjFtdZWUl1qxZgwMHDsDhcCA6OhrLly/3OFpXVFSE9PR0HDt2DHq9HomJiVi8eLHHKz%2BV9HajnE4Xfvml5e/GX%2BG8jP87noUaVw000MApXJAkoJPkgyUR9yCIr8oEUPuK2MBAP1y6VKXqQ95qwFkpx1kpx1kpwzkp1xqzCgrya/Y1Zl4PZtQwBjPv4j92ynFWynFWynFWynBOyrWVYOb1a8yIiIiIqBaDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGQEAhBAot1%2BGSwhvt0JERNRheT2YnTlzBmlpaZg8eTIiIiKQmJjYYJ3JZML999%2BPyMhIjBs3DpmZmQ3WbdmyBQkJCYiMjERSUhKOHj3qUVNZWYm0tDRER0dj2LBhmDVrFs6dO%2BdRV1RUhOTkZERFRSE2Nhbp6em4cuVKk3tTMxcENhYeRrm9ytutEBERdVheD2Y//PADTCYT%2BvXrh7CwsAZrCgoKMHv2bEREROCdd97BAw88gPT0dOzatcutbsuWLXj99dcxbdo0vP322%2BjXrx9SUlLwv//9z61u0aJFOHToEJYvX47XX38dFy9exIwZM9xCl8ViwfTp01FVVYX169djyZIl2LdvH5577rkm9dYWaLy/OxAREXVoPt5uICEhAX/6058AAEuXLsWJEyc8at566y1ERERg1apVAICYmBiUlJRg3bp1SEpKgkajgd1ux8aNG/HEE08gOTkZADBy5EhMmjQJGRkZeP311wEA//nPf3D48GG8/fbbiI%2BPBwAYjUaMGzcOH374IR599FEAwAcffACLxYK9e/ciKCgIAKDVarF48WKkpqbKIVJJb0RERERKeD01XC%2B42O125OXlYeLEiW7rkyZNQmlpKU6ePAkAyM/Ph9VqdTsVqtVqMWHCBJhMJohfr50ymUwwGAyIi4uT63r37o3hw4fDZDLJazk5OYiNjZVDGQCMHz8eOp1OrlPaGxEREZESXj9idj3FxcVwOBwYMGCA2/rAgQMBAGazGUOGDIHZbAYAj7qwsDBUVVXhwoULCAkJgdlsRv/%2B/SFJksf2vvjiC/ljs9mMpKQktxqdToe%2BffvKj6W0t6by8Wn53KwVtduU5P/8Sqp90/pobsrjtjVarcbtPTWOs1KOs1KOs1KGc1KurcxK9cGsoqICAGAwGNzW6z6u%2B7zFYoFOp4Ner3erCwgIAACUl5cjJCQEFosF/v7%2BHo9jMBjkbdVtr/5j1q9T2ltTaDQSAgP9mvz1jampdgEAJI0GGkmCEBIkSNBIEjQaCQEBXRDo2/KP21YZDL7ebqHN4KyU46yU46yU4ZyUU/usVB/M6tQ/wtXQekM1dacwr1d3rfX626tf15ztNcblErBYLjf56xtT6ah9gYNwueCSNHAJAQkCkDSQhEBFxWX4XFH3TxOtQavVwGDwhcVSDafT5e12VI2zUo6zUo6zUoZzUq41ZmUw%2BDb7iJzqg1ndEa/6R58sFguA345OGQwG2Gw22Gw2dO7c2aOubjsGgwElJSUej1P/CJnBYJC/9mpWq1W%2B8F9pb01VU9PyO47TVbtNAUASdX/49T0AZ40LNVr%2B5a7jdLpuyv%2BH9oizUo6zUo6zUoZzUk7ts1L9oZG%2BffuiU6dOOHXqlNt6YWEhAMghqe593fVfdcxmM/z8/BAcHCzXFRUVyUfSrt7e1bfrCAsL89iW3W5HcXGxXKe0NyIiIiIlVB/MdDodYmJikJ2d7ba%2Bf/9%2B9OzZExEREQCA4cOHw9/fH1lZWXKN0%2BlEdnY24uPj5dOK8fHxsFgsyM3NletKSkqQn58v3z4DAOLi4pCXl4dLly7JawcPHoTdbpfrlPZGREREpIR2xYoVK7zZQHV1NT777DMUFhbiyy%2B/RFlZGUJCQlBYWIigoCD4%2BvqiT58%2ByMjIQElJCfz8/LBv3z5s3boVy5Ytk1/1qNVqodVqkZGRAb1eD5vNhnXr1qGgoAAvvfQSevToAQAICQnBiRMnsHPnTgQHB6OkpARpaWnQ6/VYuXIlfHxqz%2B4OGjQIu3fvRm5uLoKDg1FQUIBVq1Zh3LhxmDp1qty/kt6aQgiB6mpHMybbMJtwIPfiD3AJFyRIEBCQJMh/juwWisDOvPhfo5Hg66vDlSsOuFz8NVXXwlkpx1kpx1kpwzkp1xqz8vXVQaNp%2BvXlACCJ%2Buf0WtnZs2cxduzYBj/37rvvIjo6GkDt/cdee%2B01mM1mhISEYMaMGZg2bZpbvRACW7ZsQWZmJsrKymA0GvHss88iJibGra6yshJr1qzBgQMH4HA4EB0djeXLlyM0NNStrqioCOnp6Th27Bj0ej0SExOxePFij1d%2BKuntRjmdLvzyS8v/eqQK52X83/Es1LhqoIEGTuGCJP121//Zg%2B7EAP9eLf64bY2PjwaBgX64dKlK1dciqAFnpRxnpRxnpQznpFxrzCooyK/ZF/97PZhRwxjMvIv/2CnHWSnHWSnHWSnDOSnXVoKZ6q8xIyIiIuooGMyIiIiIVILBjIiIiEglGMxIJoRAhaMaLl52SERE5BUMZiRzQWD76TyU21v%2BRQdERER0fQxm5EbTjN/vSURERM3DYEZERESkEgxmRERERCrBYEZERESkEgxm5EYIgXL7Zb4yk4iIyAsYzMiNCwIbCw/zlZlERERewGBGHjTcLYiIiLyC34GJiIiIVILBjDzwOjMiIiLvYDAjD7zOjIiIyDsYzKhBvM6MiIio9fG7LxEREZFKMJgRERERqQSDGTXIKVwot1/2dhtEREQdCoMZERERkUowmFGDhBCocFTzlhlEREStiMGMGuSCwPbTebxlBhERUStiMKNGaSTJ2y0QERF1KAxm1Cj%2BBgAiIqLWxWBGjeJvACAiImpdDGZ0TfwNAERERK2H33Xpmng/MyIiotbDYEbXxNtmEBERtR4GM7omFwTeKzqC05WlDGdEREQ3GYMZXZ8EvgiAiIioFTCYkSKSkHjrDCIiopuMwYwU4a0ziIiIbj4fbzdAbYfLJXC6sgwuAQR19uNvBiAiImphDGakmAsC750%2BAq2kwexBd%2BH3XXsynBEREbUgnsqkGyJJEgAJG374nK/UJCIiamEMZtQkTiHw5v87hCLrRZRdqWRAIyIiagEMZi2gqKgIycnJiIqKQmxsLNLT03HlyhVvt3XzScBbhZ9j9cmPUGS9iIvVVoY0IiKiZuA1Zs1ksVgwffp09O7dG%2BvXr8cvv/yCF198EeXl5XjllVe83d5Np4EGTuHCmz8cgiRJ0EBC6sA74d%2BpCzSSxBcJEBER3QAGs2b64IMPYLFYsHfvXgQFBQEAtFotFi9ejNTUVISFhXm5w9ZRG8rcQ5oQAo//Pha3dOnuVsvARkRE1DAGs2bKyclBbGysHMoAYPz48fjrX/8Kk8nUYYLZ1eSQBhfeO30EkiTBJVyQIF0zsDUHwx4REbUHDGbNZDabkZSU5Lam0%2BnQt29fmM3mJm9Xo5EQFOTX3PY8dEMXrBmVdP3CNsig84UWLRTMJAlOlwtdDXqA18xdG2elHGelHGelDOekXL1ZaaSWv8xeo2n%2B9yAGs2ayWCwwGAwe6waDARUVFU3eriRJ0Gpb/uiPFkCvLp79UsO03m6gDeGslOOslOOslOGclFP7rPiqzJtECPHrPb%2BIiIiIlGEwayaDwQCLxeKxbrVaGzySRkRERNQYBrNmCgsL87iWzG63o7i4uENe%2BE9ERERNx2DWTHFxccjLy8OlS5fktYMHD8JutyM%2BPt6LnREREVFbIwnBl3E0h8ViQWJiIkJDQzF79mz8/PPPWL16NUaPHt0hbjBLRERELYfBrAUUFRUhPT0dx44dg16vR2JiIhYvXgy9Xu/t1oiIiKgNYTAjIiIiUgleY0ZERESkEgxmRERERCrBYEZERESkEgxmRERERCrBYEZERESkEgxmRERERCrBYNZBFBUVITk5GVFRUYiNjUV6ejquXLni7baabc%2BePQgPD/d4q39zX5PJhPvvvx%2BRkZEYN24cMjMzG9zeli1bkJCQgMjISCQlJeHo0aMeNZWVlUhLS0N0dDSGDRuGWbNm4dy5cx513p75mTNnkJaWhsmTJyMiIgKJiYkN1ql5Nkp7aw4lc1q6dGmD%2B1lOTo5HbXudU3Z2NmbPno34%2BHhERUVh0qRJ2LFjB1wuV5N6aa9zApTNivtUrdzcXDz22GOIiYnBkCFDMHbsWLz44ouwWq1N6qddzEpQu1dRUSHGjBkjHnnkEWEymcSHH34oRo4cKRYtWuTt1ppt9%2B7dwmg0ipycHFFQUCC//fTTT3JNfn6%2BiIiIEMuWLRNHjhwRb731lrj11lvFP/7xD7dtbd68Wdx2221i8%2BbN4quvvhILFy4UkZGR4vvvv3ermzlzphg1apTYt2%2Bf%2BPzzz8UDDzwgxo0bJ6qrq%2BUaNcz84MGDIi4uTsybN08kJiaKiRMnetSoeTZKe2suJXNasmSJGDt2rNs%2BVlBQICwWi1tde57TQw89JBYsWCD2798vjhw5ItauXSsiIiLE6tWrb7iX9jwnpbPiPlVr37594pVXXhGffPKJyMvLE%2B%2B9954YOXKkmDFjxg33015mxWDWAWzatEkMHTpU/Pzzz/Lav/71L2E0GkVhYaEXO2u%2BumB29XOrLzk5WUyZMsVt7bnnnhOjRo0STqdTCCGEzWYTf/jDH8SaNWvkmpqaGnHvvfeKp59%2BWl775ptvhNFoFIcPH5bXzp07JyIiIsSOHTvkNTXMvO65CVH7TaChwKHm2SjprSUomVNj61dr73Nq6O/YqlWrRGRkpLDZbIp7ae9zEkLZrLhPNW7nzp3CaDSK8%2BfPK%2B6nPc2KpzI7gJycHMTGxiIoKEheGz9%2BPHQ6HUwmkxc7u/nsdjvy8vIwceJEt/VJkyahtLQUJ0%2BeBADk5%2BfDarW6ncbSarWYMGECTCYTxK%2B/IMNkMsFgMCAuLk6u6927N4YPH%2B42SzXMXKO59l9vNc9GaW8t4XpzUqq9z%2BnqPuoMHjwYNpsN5eXl3J%2Bucr1ZKdURZtWQbt26AQBqamo65H7FYNYBmM1mhIWFua3pdDr07dsXZrPZS121rMTERAwePBhjx47Fpk2b4HQ6AQDFxcVwOBwYMGCAW/3AgQMBQH7%2Bde/r14WFhaGqqgoXLlyQ6/r37w9Jkjy2d/Us28LM1Twbpb21puLiYtxxxx0YMmQIHnzwQXz66adun%2B%2BIczp27Bi6deuG7t27c3%2B6jqtnVYf71G%2BcTidsNhu%2B%2B%2B47vPXWW7jrrrsQGhraIfcrnyZ9FbUpFosFBoPBY91gMKCiosILHbWcnj17Yt68eRg6dCgkScKhQ4ewdu1aXLhwAWlpafLzq//86z6u%2B7zFYoFOp/P4xfMBAQEAgPLycoSEhMBiscDf39%2Bjj/qzbAszV/NslPbWWgYPHozIyEgMHDgQVqsV77//PubMmYN169bhnnvuAdDx5nT8%2BHHs2bMHc%2BbMgVar5f50DfVnBXCfqu%2Buu%2B6Sw9OYMWPw2muv3VA/7WlWDGYdmBDC46eGtmbMmDEYM2aM/PHo0aPRuXNnbNu2DbNmzZLXG3ueV683VFN3%2BPt6dddar789tc1czbNpzvZa0vTp090%2BTkhIwNSpU7F%2B/Xr5m2hjfbXHOZWWlmL%2B/PmIjIxESkrKDffSUeYEND4r7lPu3n77bVy%2BfBmFhYXYsGEDZs2aha1bt95QP%2B1lVjyV2QEYDAZYLBaPdavV2uBPBG3dvffeC6fTif/%2B97/yT0v1f3Kpm0fd8zcYDLDZbLDZbA3W1W2nsVnW/%2BmqLcxczbNR2pu3aDQa3H333TCbzfLL5zvKnKxWK1JSUqDX67Fx40Z06tTphnrpKHOq66GhWTWkI%2B9TAHDrrbdi%2BPDhePjhh/Hmm2/i6NGjOHjwYIfcrxjMOoCwsDCPc912ux3FxcUe59Dbm759%2B6JTp044deqU23phYSEAyM%2B/7n39OZnNZvj5%2BSE4OFiuKyoqkn8Ku3p7V8%2ByLcxczbNR2ps31X%2BeHWFONpsNqampKCsrw%2BbNmxEYGCh/jvuTu2vNqjEdcZ9qyODBg6HValFcXNwh9ysGsw4gLi4OeXl5uHTpkrx28OBB2O12xMfHe7GzmyMrKwtarRYRERHQ6XSIiYlBdna2W83%2B/fvRs2dPREREAACGDx8Of39/ZGVlyTVOpxPZ2dmIj4%2BXD0nHx8fDYrEgNzdXrispKUF%2Bfr7bLNvCzNU8G6W9eYvL5cKBAwcwaNAg%2BZqW9j6nmpoaLFiwAN9//z02b96M0NBQt89zf/rN9WbVkI64TzWmoKAATqcTt9xyS4fcr7QrVqxY0aSvpDZj0KBB2L17N3JzcxEcHIyCggKsWrUK48aNw9SpU73dXrMkJyfj4sWLqKysxJkzZ/D3v/8dmZmZePzxx%2BXrNPr06YOMjAyUlJTAz88P%2B/btw9atW7Fs2TIMGTIEQO3LqrVaLTIyMqDX62Gz2bBu3ToUFBTgpZdeQo8ePQAAISEhOHHiBHbu3Ing4GCUlJQgLS0Ner0eK1euhI9P7WWbaph5dXU1PvvsMxQWFuLLL79EWVkZQkJCUFhYiKCgIPj6%2Bqp6Nkp6a405/fLLL5gzZw4cDgesViu%2B%2B%2B47pKeno6CgAM8//7z8U3F7n9OKFSuwf/9%2BLFiwAL169cL58%2Bflt65du0Kn03F/Ujir0tJS7lO/mjt3LoqLi2G1WnH%2B/Hl8%2BumnWLVqFfr06YOlS5dCq9V2vP2qSXc/ozbn1KlT4sknnxRDhw4V0dHR4oUXXnC7y3Fb9cILL4i7775b3H777WLIkCEiMTFRbNu2TbhcLre6w4cPi/vuu0/cdtttYuzYsWL79u0e23K5XOKdd94Rd955pxgyZIh48MEHxZEjRzzqrFareO6558SIESNEVFSUeOqpp8TZs2c96rw98x9//FEYjcYG3/Ly8uQ6Nc9GSW/Ndb05Xbp0ScyaNUuMGTNG3HbbbSIqKko89thjIicnx2Nb7XlOd911F/cnha43K%2B5Tv9m0aZOYPHmyGDZsmIiKihITJ04Ua9euFVar9Yb7aS%2BzkoSod6KViIiIiLyC15gRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRERERqQSDGREREZFKMJgRUZuyZ88ehIeHy28REREYPXo0Fi5ciNOnT3u9r7Nnz16z7o033kB4eHgrdXV9JpMJb7zxRoOfCw8Px8qVK1u5I6KOzcfbDRARNcWLL76IAQMGwGazIT8/HxkZGTh69Ciys7MREBDg7fbaDJPJhMzMTMybN8/brRARGMyIqI0aNGgQIiMjAQDR0dFwOp1444038OmnnyIpKcnL3RERNQ1PZRJRu1AX0n7%2B%2BWePz2VlZeGRRx5BVFQUhg0bhuTkZJw8edKt5vjx41i4cCESEhJw%2B%2B23IyEhAc888wzOnTvnsb1vvvkGU6dORWRkJEaPHo1XX30VNTU1zepfSY9Lly7FsGHDcObMGaSkpGDYsGGIj4/H6tWrYbfb3WrPnz%2BP%2BfPnY9iwYbjjjjuwaNEifPvttwgPD8eePXvk7WVmZgKA2%2Bnh%2Bqdj9%2B7di3vvvRdDhw7Ffffdh88//7xZz5WIGscjZkTULtSFid///vdu6xkZGVi7di0efPBBpKamwuFwYMuWLZg2bRp27dqFgQMHAgDOnTuH/v37Y%2BLEiQgICEBpaSnef/99TJkyBR999BGCgoIAAIWFhfjzn/%2BM0NBQrF69Gnq9Hjt27MD%2B/fub3LvSHgHA4XAgNTUVU6ZMwZNPPomvv/4aGzZsQNeuXTF37lwAwOXLl/HEE0%2BgoqICixcvRr9%2B/ZCbm4uFCxe6Pe7s2bNx%2BfJlHDhwADt37pTXe/XqJf/58OHDOH78OObPn48uXbpg8%2BbNmDt3Lj7%2B%2BGP06dOnyc%2BZiBohiIjakN27dwuj0Si%2B%2BeYb4XA4RGVlpcjJyRGjRo0S06ZNEw6HQ6796aefREREhHjhhRfctlFZWSlGjRolFixY0Ojj1NTUiKqqKhEVFSW2bdsmrz/99NPi9ttvF6WlpW6199xzjzAajeLHH3%2B8Zv/r168XRqOxST0uWbJEGI1GkZWV5VabkpIixo8fL3%2B8fft2YTQahclkcqtbvny5MBqNYvfu3fLa888/79bP1YxGo/jjH/8orFarvFZaWipuvfVWsWnTpms%2BTyJqGh4xI6I26eGHH3b7OCwsDBs2bICPz2//rH3xxReoqanB5MmT3U41du7cGSNGjMDRo0fltaqqKmzYsAGffPIJzp07B6fTKX/ObDbLfz569ChiY2PRo0cPeU2r1WLChAl48803b/h53EiPACBJEhISEtzWwsPDkZeXJ3/89ddfw8/PD3FxcW51iYmJbkfGlIiOjkbXrl3lj3v06IHu3bs3eIqXiJqPwYyI2qQ1a9YgLCwMVVVVyMrKGMptVgAAA0lJREFUws6dO/HMM89g8%2BbNck1ZWRkAYMqUKQ1uQ6P57TLbRYsWIS8vD7Nnz0ZkZCT8/PwgSRJmzpwJm80m15WXl7uFsjoNrSlxIz0CgK%2BvLzp37uy2ptPpFPXYvXv3G%2B6vW7duHmv1H4%2BIWg6DGRG1SWFhYfIF/zExMXC5XNi1axc%2B/vhj3HPPPQCAwMBAAMD69evRu3fvRrdltVpx%2BPBhzJ07FzNnzpTX7XY7Kioq3Gq7desmh6mrNbSmhNIeb0S3bt3w7bffeqw3tUciaj0MZkTULjz77LP45JNPsH79etx9993QaDQYPXo0fHx8UFxcjPHjxzf6tZIkQQgBnU7ntr5r1y63U5pA7am9Q4cOoaysTD4q5XQ6kZWV1aS%2BlfZ4I0aMGIHs7GyYTCbEx8fL6x999JFHbd1zvnLlCvR6fYs8PhE1HYMZEbULAQEBmDlzJl5%2B%2BWXs27cPkydPxi233IL58%2Bdj7dq1%2BPHHHxEXFweDwYCysjIcP34cvr6%2BmD9/Prp27YoRI0Zgy5YtCAwMRGhoKP7973/jn//8JwwGg9vjpKam4tChQ5g%2BfTrmzJkDvV6PzMxMVFdXN6lvpT3eiAceeADbtm3DX/7yFyxYsAD9%2BvVDTk4OvvjiCwDup0eNRiMA4J133kFcXBw0Gg3Cw8M9QioRtQ7ex4yI2o3HH38cvXv3xoYNG%2BQjXU899RTWrVuH06dPY8mSJUhOTsYrr7yCc%2BfOYcSIEfLXvvrqq4iOjsbLL7%2BMuXPn4sSJE9i6dSv8/f3dHsNoNGLr1q3o2rUrlixZgrS0NISHh2P27NlN7ltpj0p16dIF27Ztw8iRI/Hyyy9j3rx5KCkpwd/%2B9jcAcHtOiYmJeOihh7Bjxw488sgjmDJlCi5evNjk50JEzSMJIYS3myAiopuv7n5phw8fRkhIiLfbIaIG8FQmEVE7tH37dgDAgAED4HA4kJeXh/feew/33XcfQxmRijGYERG1Q3q9Htu2bcPZs2fhcDjwu9/9DikpKUhNTfV2a0R0DTyVSURERKQSvPifiIiISCUYzIiIiIhUgsGMiIiISCUYzIiIiIhUgsGMiIiISCUYzIiIiIhUgsGMiIiISCUYzIiIiIhU4v8DAolLGMeiYKkAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Histogram_of_read_lengths_after_log_transformation">Histogram of read lengths after log transformation</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoIAAAHKCAYAAACXEyqJAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3XlcVOX%2BB/DPzMAIAoOSC2niVXRIFAUzkDIwrqYpuKFXW9TUSBTXJJdSwyKXNEncEOWamqaZyk9NXlp2Rb2FLZC2aFeR0gwVl3FYhGFmzu8Pm5PDDMjADAzN5628lPMs5zvPnDN8ec4mEQRBABERERE5HGl9B0BERERE9YOJIBEREZGDYiJIRERE5KCYCBIRERE5KCaCRERERA6KiSARERGRg2IiSEREROSgmAgSEREROSgmgkREREQOiokgVdvevXvh5%2BeHH374wWz5xIkTERERYbQsIiICc%2BfOtWg92dnZWL16NdRqdY1jdTSHDh3CwIED0bVrV/j5%2BeHs2bP1HVKV/Pz8sHr16irr/P777/Dz88PevXvrKKqqXbt2DatXrzY7tnPnzkVQUFA9RGVKo9Fg4cKF6NWrFzp16oTBgwcDAFJSUvD555/XaSw12f%2Bt4cKFC1i9ejV%2B//33Ol93TXz11VcYNmwYAgMD4efnV%2BfvkzVUtn2dOnUKfn5%2BOHXqVD1ERdXhVN8B0N/bmjVr4O7ublGbnJwcrFmzBkOHDoVCobBRZH8ft27dwuzZs9GrVy%2B8%2BeabkMvl%2BMc//lHfYf3tXL9%2BHWvWrEHr1q3RqVOn%2Bg6nUh999BF27dqFBQsWoHPnzmjcuDEAYMOGDejXrx/69OlTzxHa3oULF7BmzRoEBwfjkUceqe9wqiQIAmbMmIF//OMfWL9%2BPVxdXdGuXbv6DstilW1fnTt3xq5du9ChQ4d6iowehIkg2ZS/v399h2Cx8vJySCQSODk1jN0jLy8P5eXlGDRoEIKDgy1uX1paikaNGkEikdggOqpr58%2Bfh4uLC1588UWbr0un00Gn00Eul9t8XbZ09%2B5duLq61su6r1%2B/DpVKhT59%2BiA0NNQqfdrTPu3u7o7AwMD6DoOqwEPDZFMVDw3p9XqsW7cO/fr1Q9euXdGjRw9ERUVhy5YtAIDVq1fj3XffBQD885//hJ%2Bfn9FhBb1ej40bN6J///7o0qULQkNDMXv2bFy9etVovYIgICUlBU8//TQCAgIwbNgw/Pe//8Xo0aMxevRosZ7hsEV6ejqWLl2Kp556CgEBAfjtt99w69YtJCQkYMCAAQgKCkJoaCjGjBmDb7/91mhdhkOYmzZtQmpqKiIiItC1a1eMHj1aTNJWrFiBXr164bHHHkNcXBxu3rxZrfE7evQoRo4ciW7duiEoKAjjxo1DTk6OWD537lw8//zzAICZM2fCz8/P6PVVZDi8f/LkScybNw89e/ZEt27doNFoAAC//vorZs2ahdDQUHTp0gXPPvsstm/fbtRHWVkZli5disGDB%2BOxxx5DcHAwRo4cafawUFFREebPn4%2BQkBAEBQVhwoQJyMvLq9Zrr0x1YjS8rwcPHkRSUhJ69eqF7t2746WXXsLFixeN6lZnWzl16hSGDx8OAJg3b564XVY8vP3bb78hJiYGQUFBCA8Px9KlS8WxNdixYwcGDRqEoKAgBAUFoX///li5cuUDX/eaNWswYsQIBAcHo3v37hg6dCh2794NQRDEOn5%2Bfti9ezdKS0vFGA3veUlJCfbt2ycuv387KSgowMKFCxEWFoYuXbogIiICa9asgVarFesYtvONGzdi3bp1iIiIQEBAALKysh4Y%2B/3%2B%2BOMPxMfHG71///73v6HX643qXb16FdOmTUNQUBB69OiBWbNm4cyZMw88XWDv3r2YPn06AGDMmDFG4wAAo0ePRmRkJL755huMGjUK3bp1w%2Buvvw7g3ikW48ePR69evdC1a1c8%2B%2ByzWLFiBUpKSozWYTgVoLbv9%2BrVqxEWFgYAWLFiBfz8/IxOr/n2228xduxYBAUFoVu3bhg1ahSOHTtm8nor26dXr14NPz8/nDt3DtOmTRP31yVLlkCr1eLixYuYMGECgoKCEBERgY0bNxr1Xd19vartq7JDww/6bDOMj5%2BfH86fP49XX30Vjz32GJ544gnMmzcPhYWFlW4DZJmGMeVBdkWv1xv9gDC4/wdSZTZt2oQ1a9Zg0qRJ6NGjh/hhZNipR4wYgTt37mDbtm1Ys2YNmjdvDgDiYYWEhATs2rULL774Inr37o0rV65g1apV%2BPrrr7F37154eXkBAJKSkrBhwwaMHDkSffv2xdWrVzF//nyUl5ebPeyycuVKBAYGYtGiRZBKpXjooYdw69YtAMCUKVPQrFkzlJSU4LPPPsPo0aPxwQcfICQkxKiPHTt2QKlUYuHChVCr1Vi2bBliY2PRrVs3ODk5YfHixfjjjz%2BwbNkyvPHGG0hJSalyrA4cOID4%2BHj06tUL7733HjQaDTZt2iSuv0ePHpg8eTICAgLw1ltv4dVXX0VISEi1DsW//vrr6N27N959913cvXsXTk5OuHDhAkaNGoWHH34Yc%2BbMQfPmzXHy5EkkJibi9u3bmDJlCoB756DduXMH48ePR8uWLVFeXo4vv/wSU6dOxZIlSzBkyBAA97aHyZMnIycnB3FxcQgICEB2djZiYmIeGF9lqhujwcqVK9G9e3e88847KCoqwooVKzBp0iQcOnQIMpkMQPW2lc6dO2PJkiWYN28eJk2ahN69ewMAvL29xXWVl5dj0qRJGD58OMaPH49vvvkG69atg7u7uxjXp59%2BikWLFmH06NGYM2cOpFIpfvvtN1y4cOGBr/3KlSsYOXIkWrVqBQD4/vvvkZiYiGvXron979q1C%2BvWrcOpU6fEX658fHywa9cujB07FiEhIZg8eTIAiNtJQUEBRowYAalUiri4OPj4%2BCAnJwfr16/HlStXsGTJEqM4tm3bhn/84x%2BYM2cO3N3d0bZt22q/f7du3cKoUaNQXl6O6dOno3Xr1jh27BiWLVuGS5cuISEhAQBQUlKCMWPG4M6dO4iPj0fbtm1x4sQJzJw584Hr6N27N1599VWsXLkSCxcuROfOncVxMCgoKMBrr72Gl19%2BGTNnzoRUem9O5Ndff0VYWBjGjh0LV1dXXLx4ERs3bsSZM2ewdetWo/VY4/0eMWIEHn30UUyZMkVMUA2zq19//TXGjx8PpVKJd955B3K5HB999BFiY2OxcuVKDBgwwCgec/u0wYwZMzBo0CCMGjUK//3vf7Fp0yZotVp8%2BeWXeP755zFhwgQcOHAAK1asQNu2bfHMM88AqP6%2BXtX2ZU51PtvuN3XqVAwYMADDhw/H//73P7z33nsAYLJtUg0JRNW0Z88eQalUVvn19NNPG7V5%2BumnhTlz5ojfT5w4URg8eHCV69m0aZOgVCqFy5cvGy2/cOGCoFQqhYSEBKPlp0%2BfFpRKpbBy5UpBEARBpVIJXbp0EWbMmGFULycnR1AqlcKLL74oLsvKyhKUSqXwwgsvPPD1a7Vaoby8XBg7dqwQFxcnLr98%2BbKgVCqFQYMGCTqdTlz%2BwQcfCEqlUoiNjTXq55133hGUSqVQWFhY6bp0Op3Qq1cvITIy0qjPoqIiITQ0VBg5cqTJa8jIyHjgazC8h7NnzzYpGz9%2BvBAWFmYS11tvvSUEBAQIKpXKbJ%2BGcXn99deFIUOGiMszMzMFpVIpbNmyxaj%2B%2BvXrBaVSKSQnJ1cZq2Fc9%2BzZY3GMhjGJiYkxqnfo0CFBqVQKOTk5giBYtq2cOXPGJB6DOXPmCEqlUjh06JDR8piYGKFfv35Gcfbo0aPK110dOp1OKC8vF9asWSMEBwcLer3eKJbAwECTNoGBgUb7osGCBQuEwMBA4cqVK0bL09LSBKVSKZw/f14QhL/ejz59%2BggajaZacVbc/1esWCEolUrh9OnTRvXefPNNwc/PT7h48aIgCILw4YcfCkqlUsjMzDSJtbL34H4ZGRmCUqkUsrKyTMpefPFFQalUCl9%2B%2BWWVfej1eqG8vFz4%2BuuvBaVSKZw9e1Yss%2Bb7bRjXTZs2GS3/17/%2BJYSGhgpFRUXiMq1WK0RGRgphYWHie17VPp2cnCwolUrh3//%2Bt9HywYMHC0qlUjhy5Ii4rLy8XOjZs6cwZcqUSmOtbF8XhMq3L8O%2BaHgvLPlsM8S/ceNGoz4TEhKEgIAAo%2B2eao6Hhsliy5YtwyeffGLy9dhjjz2wbUBAAM6dO4eEhAScOHECRUVF1V6v4dDC0KFDjZZ37doVvr6%2B%2BOqrrwDcmynRaDR49tlnjeoFBgaidevWZvs2/AZc0UcffYShQ4ciICAA/v7%2B6Ny5M7766ivk5uaa1A0PDxdnFgDA19cXAMTZo4rL//jjj8peKvLy8nD9%2BnUMHjzYqE83Nzc888wzOH36NO7evVtp%2Bwep%2BHrLysqQlZWFvn37wsXFBVqtVvwKCwtDWVkZvv/%2Be7F%2BRkYGRo0ahaCgIHFcPvnkE6NxMbxfUVFRRuuKjIysUcyWxgjA5Cp2Pz8/AH%2BNfU22lcpIJBKz67v/fQ4ICIBarcarr76Kzz//XJx1ro6vvvoKL730Eh577DF06tQJnTt3RnJyMlQqVbVPNTDn2LFjCAkJQYsWLUzGFLg3M3W/iIgIODs712hdWVlZ6NChA7p27Wq0fNiwYRAEQTzM/M0338DNzU2MwaCm205Fnp6eZs/Hu3z5MmbNmoUnn3xSHGPDuZYVTymw5ftdUlKC06dPo1%2B/fnBzcxOXy2QyDBo0CFevXjWJp7LPMMD8Z5BEIjEaXycnJ7Rt2xZXrlwxqludfd0SNflsMzfOZWVltdru6S88NEwW8/X1RUBAgMlyDw8Pk3P1Kpo4cSIaN26M/fv3Y%2BfOnZDJZOjRowfi4%2BPN9nk/lUoFAGjRooVJWYsWLcQPYEO9hx56yKRes2bNzPZtOAR9v82bN2Pp0qUYNWoUpk%2BfjqZNm0IqlWLVqlUmH8LAvR8u9zP8sKxseVlZmdlYAOD27duVxtWiRQvo9Xqo1eoan%2BBesV%2BVSgWtVott27Zh27ZtVcZ05MgRzJgxA/3798fLL7%2BMZs2aQSaT4aOPPsKePXuM%2BnRyckLTpk2rXHd1WRKjQZMmTYy%2BNxx2Ky0tFfsELNtWKuPq6opGjRqZrO/%2B93nIkCHQ6XTYvXs3pk2bBr1ej4CAAMyYMQNPPvlkpX2fOXMGEyZMQHBwMN5%2B%2B214e3vD2dkZn3/%2BOVJSUsTXUxM3b97Ef/7zH/EQakUVx7Sm7x9wb7zNJdiGfdrwfqhUKrPjb%2B59qglzr6G4uBjPP/88GjVqJF7F6%2BLigqtXr2LKlCkmY2zL91utVkMQhEr3f%2BCvsarqNRmY%2BwwyF7%2Bzs7PRL%2BfV3dctUZPPtgftx1Q7TASpTjk5OWHcuHEYN24c1Go1vvzySyQlJeHll1/GsWPHqkxsDB8G169fNzo3y7DMkHAY6pn7bfHGjRtmfxCZu7pu//79CA4OxqJFi4yWFxcXP%2BBV1p7htRQUFJiUXb9%2BHVKptFa31qn4ehUKBWQyGQYPHixefFKR4TYc%2B/fvxyOPPIL333/fqB/DOWkGTZo0gVarxe3bt42SQXOvqTosibG6arKt1FZ0dDSio6NRUlKCb775BqtXr8bEiRNx%2BPDhStf36aefwsnJCRs2bDD64W2N%2B801bdoUfn5%2BmDFjhtnyir941eZK1CZNmlS6TRtiMdQ7c%2BaMSb0bN27UeN33M/casrKycP36dWzbts3o6vvaXpRQk/dboVBAKpVWa6wMbHGFcHX3dUvY%2BrONLMdDw1RvFAoF%2Bvfvj%2Beffx4qlUo8JGH4ba/ijFnPnj0B3Ptwut%2BZM2eQm5srlnfr1g1yuRyHDh0yqvf999%2BbHPaoikQiMbktxrlz50wOP9pCu3bt0LJlSxw8eNDoIpySkhIcOXIEgYGBVr3dhaurK0JCQvDzzz/Dz88PAQEBJl%2BGD3CJRAJnZ2ejHwwFBQU4evSoUZ%2BGi2kOHDhgtPzgwYM2j7G6LNlWrD0L0bhxY4SHhyM2Nhbl5eVVXjAikUggk8mMDqWVlpaa7AtVkcvlZmPv3bs3/ve//8HHx8fsmLZs2dKyF1aF0NBQXLhwAT/99JPR8vT0dEgkEnGbefzxx1FcXIzMzEyjep9%2B%2Bmm11lOT98qwPVfc53fu3FntPqpiyfvduHFjdOvWDZ999pnRa9Dr9di/fz%2B8vb3r5F6D1d3Xgcq3r4rq%2BrONHowzglSnYmNj0bFjR3Tp0gVeXl64cuUKtmzZgtatW4tXHyqVSgD3fuscOnQonJyc0K5dO7Rv3x4jR47Ehx9%2BCKlUirCwMPGq4YcffhgvvfQSgHuzCePGjcOGDRugUCjEK0HXrl2L5s2bV/s35969e2PdunVITk7G448/jry8PKxbtw6PPPIIdDqdTcbHQCqV4rXXXkN8fDwmTpyIkSNHQqPRIC0tDWq1GrNmzbL6Ot944w08//zzeOGFF/Dcc8%2BhdevWKC4uxqVLl/DFF1%2BIV0327t0bR44cQUJCAvr164erV69i3bp1aNGiBX799Vexv169euHxxx/H8uXLcffuXXTp0gXZ2dn4v//7P5vHWF2WbCs%2BPj5wcXHBgQMH4Ovri8aNG6NFixYWJUrz58%2BHi4sLunfvjubNm6OgoACpqanw8PCo8tSI8PBwbN68GbNmzcLIkSOhUqmQlpZm0f37lEolvv76a3zxxRdo3rw53Nzc0L59e0ybNg1ffvklRo0ahdGjR6Ndu3bQaDT4/fffcfz4cSxatMhkBr6mXnrpJaSnp2PixImYNm0aWrVqhWPHjmHHjh147rnnxORm6NCh2LJlC2bPno3p06ejbdu2OH78OE6ePAkARgmxOR07dgQAfPzxx3Bzc0OjRo3wyCOPVPmLQlBQEDw9PfHmm29iypQpcHJywoEDB/DLL7/U%2BPXW9P0GgFdffRXjx4/HmDFjMH78eDg7O2PHjh04f/48Vq5cWSf3CKzuvg5Uvn1VVB%2BfbVQ1JoJUp0JCQnD48GHs3r0bRUVFaN68OZ544glMnjxZPHcuJCQEEydOxL59%2B7B7927o9Xps3boVISEhSEhIQJs2bfDJJ59gx44dcHd3x1NPPYVZs2YZfcjPnDkTrq6u2LlzJ/bu3Yv27dsjISEBSUlJ1T7sEBsbi7t37%2BKTTz7Bpk2b0KFDByQkJODzzz83OYHeFqKiouDq6orU1FTMnDkTMpkM3bp1w9atW9G9e3err69Dhw7Yu3cv1q1bh/fffx%2B3bt2Ch4cH2rZti/DwcLFedHQ0bt68iZ07d2LPnj1o06YNXnnlFVy9ehVr1qwR60mlUqxfvx5LlizBpk2bUF5eju7duyM1NdXk4gxrx2iJ6m4rrq6uWLx4MdasWYMJEyagvLwcU6ZMwdSpU6u9rh49emDv3r3IyMjAnTt30LRpUzz22GNYtmyZeOsjc0JDQ7F48WJs3LgRsbGxaNmyJf71r3/By8sLb7zxRrXW/cYbb2DRokV49dVXcffuXQQHB2Pbtm1o0aIFPvnkE6xbtw5paWm4du0a3Nzc0Lp1azz11FNWPUzn5eWFnTt34r333sN7772H4uJiPPLII3jttdcwbtw4sV7jxo2xZcsWLF68GMuXL4dEIhGfnPPKK6/Aw8OjyvW0adMGr7/%2BOrZu3YoxY8ZAp9NhyZIlGDZsWKVtmjZtig0bNmDZsmV47bXX4Orqin/%2B859ISkoyuUCtumr6fgNAcHAwPvjgA6xevRrz5s2DXq/Ho48%2BivXr1%2BPpp5%2BuUTyWqu6%2BDlS%2BfZlT159tVDWJIFTj5m9EfwOXL1/Gs88%2BiylTpiA2Nra%2BwyE7xm3FPqWkpOD999/HsWPHrDZLSeToOCNIf0vnzp3DwYMHERQUBHd3d%2BTl5WHTpk1wd3cXnxBBBHBbsVcffvghAKB9%2B/YoLy9HVlYWtm3bhkGDBjEJJLIiJoL0t%2BTq6ooff/wRn3zyCQoLC%2BHu7o6QkBDMmDHD4tuC0N8btxX75OLigi1btuD3339HeXk5Hn74YcTExGDSpEn1HRrR3woPDRMRERE5KN4%2BhoiIiMhBMREkIiIiclBMBImIiIgcFBNBIiIiIgfFq4btlCAI0Ot5HY81SKUSjqWVcCytg%2BNoPRxL6%2BFY1p5UKqmTp75YExNBOyWRSKBWl0Cr1dd3KA2ak5MUTZu6cSytgGNpHRxH6%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%2BZl8HT9%2B3KS/tLQ0REREICAgANHR0Th16pRJnaKiIixcuBAhISEICgpCbGwsrly5YlIvLy8PEyZMQGBgIEJDQ5GYmIjS0lKTepmZmRgyZAgCAgLQt29fbN%2B%2BvZajQkRERGR7TvUdwObNm9GqVSvMnj0bDz30EE6dOoV33nkHly9fxpw5c8R6bdq0wYoVK4za%2Bvr6Gn2flpaGpKQkzJw5E/7%2B/ti9ezdiYmKwe/du%2BPn5ifVmzZqFn376CQsWLIC7uzuSk5Mxbtw47N%2B/Hy4uLgAAtVqNsWPHolWrVkhOTsatW7ewZMkSqFQqozhycnIwefJkDB48GHPnzkV2djYSExMhl8sxYsQIWwwZERERkVXUeyKYkpICLy8v8fuePXuipKQE27dvx8yZMyGXywEALi4uCAwMrLQfjUaD9evXY8yYMZgwYQIAIDg4GFFRUUhJSUFSUhIA4PTp0zh27BhSU1MRHh4OAFAqlejbty/27duH5557DgCwc%2BdOqNVqpKeni/HJZDLEx8dj0qRJYhK6du1a%2BPv7Y/HixWL8%2Bfn5WLVqFaKjoyGV1vukKxEREZFZ9Z6l3J8EGnTq1AllZWVQqVTV7ic7OxuFhYWIjIwUl8lkMgwYMACZmZkQBAHAvcO4CoUCYWFhYr1WrVqhe/fuyMzMFJcdP34coaGhRvH169cPcrlcrKfRaJCVlYWBAwcaxRIVFYWCggL8/PPP1Y6fiIiIqK7V%2B4ygOd999x2aNGmChx56SFx26dIl9OjRA6WlpVAqlZg8eTL69Okjlufm5gIA2rdvb9SXr68viouLce3aNXh7eyM3Nxft2rWDRCIxqtehQwecPHnSqL/o6GijOnK5HD4%2BPuK6Ll26hPLycpN1dujQQeyjS5cuNR0GyGT1nqc3eIYx5FjWHsfSOux5HGU6KSR//qlIAglkTlI4OdlP3PY8lg0Nx9I6JKa7jt2zu0Twhx9%2BwN69exEXFweZTAbg3gxhQEAAOnTogMLCQnz00UeIi4vDqlWr0L9/fwD3zumTy%2BXiOX4Gnp6eAACVSgVvb2%2Bo1Wp4eHiYrFehUODOnTvi92q1GgqFosp6hn8r1jN8f39/NaFQuNaqPf2FY2k9HEvrsMdx1N7V30v2zJzSIugFeHo2RlNXt3qIrGr2OJYNFcfS8dhVIlhQUIBp06YhICAAMTEx4vKxY8ca1YuIiMCoUaOQnJwsJoIATGb5AIiHhO8vM1evquUV%2B6tYrzb9VUWtvgudTv/gilQpmUwKhcKVY2kFHEvrsOdxvFNWAp1WD4nU9LNLp9fjzp0SOJXaz4yRPY9lQ8OxtA5PT9cGd22A3SSChYWFiImJgYuLC9avXw9nZ%2BdK60qlUjzzzDNYvnw5SktL4eLiAoVCgbKyMpSVlaFRo0ZiXbVaDeCvmUGFQoH8/HyTPivOACoUCrFtxTgNF4oY%2Bqw482doZ25G0RI6nR5aLXdIa%2BBYWg/H0jrscRx1Wj2EP/9UJECATquHVmZfMQP2OZYNFceydgTTXcfu2UXaWlZWhkmTJuHGjRvYtGkTmjZt%2BsA2QoXRNiRnhvP3DHJzc%2BHm5oaWLVuK9fLy8kzaX7hwweh2NL6%2BviZ9aTQaXLp0Sazn4%2BMDZ2dnXLx40aSv%2B2MiIiIiskf1nghqtVpMnz4d586dw6ZNm9C6desHttHr9Th8%2BDA6duwonhPYvXt3eHh44NChQ2I9nU6HjIwMhIeHi4dpw8PDoVarceLECbFefn4%2BsrOzxdvJAEBYWBiysrJw%2B/Ztcdlnn30GjUYj1pPL5ejZsycyMjKM4jt48CCaN28Of3//GowIERERUd2QJSQkJNRnAAkJCTh48CCmT5%2BOFi1a4OrVq%2BKXu7s7CgoKEBcXh/LychQWFuKnn35CYmIicnJysGjRInHWTSaTQSaTISUlBS4uLigrK8OqVauQk5ODd999F82aNQMAeHt748cff8SuXbvQsmVL5OfnY%2BHChXBxccFbb70FJ6d7R8s7duyIPXv24MSJE2jZsiVycnKwePFi9O3bF6NGjRLjb9OmDVJSUpCfnw83NzccOHAAmzdvxrx582p1xTAAlJaWQ69vgPPMdkQqlcDVVc6xtAKOpXXY8zje1WmQdfMipBLTOQK9ICC0mS9cneT1EJl59jyWDQ3H0jpcXeWQmjnH1p5JhIrHSOtYRESE2ce7AcDWrVvh5%2BeHefPm4aeffsKtW7fg7OyMLl264JVXXsFTTz1lVF8QBKSlpWH79u24ceMGlEolXnvtNfTs2dOoXlFREZYtW4bDhw%2BjvLwcISEhWLBggclsZF5eHhITE/Hdd9/BxcUFkZElEjIsAAAgAElEQVSRiI%2BPN7kyOTMzEytXrkRubi68vb0xbtw4vPDCC7Uem9u3i3muRi05OUnRtKkbx9IKOJbWYc/jeKusCEm/fAYnqcykTKvXYaZfX3g1cq%2BHyMyz57FsaDiW1uHl5dbgbsFT74kgVY47ZO3xw816OJbWYc/jyETQcXEsraMhJoINK1oiIiIishomgkREREQOiokgERERkYNiIkhERETkoJgIEhERETkoJoJEREREDoqJIBEREZGDYiJIRERE5KCYCBIRERE5KCaCRERERA6KiSARERGRg2IiSEREROSgmAgSEREROSgmgkREREQOiokgERERkYNiIkhERETkoJzqOwAiIqoZvSBApSmutAyQQCox37aJ3A1SSSWFROQwmAgSETVQKk0xVpw7DJnE9OCORq%2BFBBI4S2UmZTpBj/hH%2B8GrkXtdhElEdoyJIBFRAyaTSOFkJtnT6vWQQGK2DPo6CIyIGgSeI0hERETkoDgjSERk5yo7F1ClKQGEegiIiP42mAgSEdm5ys4F1Oi1kEHGD3IiqjF%2BfhAR2YGqrgBWaUogg%2Bm5gFo9T/YjotphIkhEZAcedAUwZ/6IyBb4uUJEZCequgKYiMgWmAgSETkYQRDuXWhSQVUXn1TWBuDNqYkaMiaCREQORicISM09bnKz6aoOQVfWhjenJmrYmAgSETkgaQ0uPjHXhjenJmrYeENpIiIiIgfFGUEiojqiFwTcLCuC9q4ed8pKoNP%2BNZ3Gm0MTUX1gIkhEVEdUmmK8d%2B4I5M5O0Gn1EO7L/HiLGCKqD/zMISKqQzKJFM5SGSRSiVEiyFvEEFF9YCJIRFSJqp72AfC2KUTU8DERJCKqRFVP%2B%2BBtU4jo74CJIBFRFSp72gdvm0JEfwe8fQwRERGRg2IiSEREROSgmAgSEREROSgmgkREREQOiokgERERkYNiIkhERETkoJgIEhERETkoJoJEREREDoqJIBEREZGDYiJIRERE5KD4iDkiIivTCwJUmmKT5SpNCQCh7gMiIqoEE0EiIitTaYqx4txhyCTGB100ei1kEjPPLSYiqidMBImIbEAmkcJJapz0afX6eoqGiMg8niNIRERE5KCYCBIRERE5KCaCRERERA6q3hPBjIwMTJ48GeHh4QgMDERUVBR27NgBfYVzaTIzMzFkyBAEBASgb9%2B%2B2L59u9n%2B0tLSEBERgYCAAERHR%2BPUqVMmdYqKirBw4UKEhIQgKCgIsbGxuHLlikm9vLw8TJgwAYGBgQgNDUViYiJKS0tN6lU3NiIiIiJ7Uu%2BJ4ObNmyGXyzF79mykpKSgT58%2BeOedd7B8%2BXKxTk5ODiZPngx/f39s3LgRQ4cORWJiInbv3m3UV1paGpKSkvDCCy8gNTUVbdu2RUxMDH755RejerNmzcIXX3yBBQsWICkpCdevX8e4ceOMkjy1Wo2xY8eiuLgYycnJmDNnDg4cOID58%2Bcb9VXd2IiIiIjsTb1fNZySkgIvLy/x%2B549e6KkpATbt2/HzJkzIZfLsXbtWvj7%2B2Px4sVinfz8fKxatQrR0dGQSqXQaDRYv349xowZgwkTJgAAgoODERUVhZSUFCQlJQEATp8%2BjWPHjiE1NRXh4eEAAKVSib59%2B2Lfvn147rnnAAA7d%2B6EWq1Genq6GJ9MJkN8fDwmTZoEX19fAKhWbERU/yq7t59BE7kbpBJJHUZERFT/6j1LuT8JNOjUqRPKysqgUqmg0WiQlZWFgQMHGtWJiopCQUEBfv75ZwBAdnY2CgsLERkZKdaRyWQYMGAAMjMzIQj3buKamZkJhUKBsLAwsV6rVq3QvXt3ZGZmisuOHz%2BO0NBQo/j69esHuVwu1qtubERU/wz39kv65TOTrxXnDleZJBIR/V3V%2B4ygOd999x2aNGmChx56CHl5eSgvL0f79u2N6nTo0AEAkJubiy5duiA3NxcATOr5%2BvqiuLgY165dg7e3N3Jzc9GuXTtIKvzm36FDB5w8eVL8Pjc3F9HR0UZ15HI5fHx8xHVdunSpWrHVlExW73l6g2cYQ45l7TX0sZTppHCSyEzu7QcAEr0OMicpnJykJm0kf/4xaQOJ2TZVtbt/iUQCQJAYld37a35d5spq0sba/VU1DrbW0LdJe8KxtI6GeFDB7hLBH374AXv37kVcXBxkMhnu3LkDAFAoFEb1DN8bytVqNeRyOVxcXIzqeXp6AgBUKhW8vb2hVqvh4eFhsl6FQiH2Zeiv4jor1qtubDWlULjWqj39hWNpPQ11LLV39fcSFjOnawh6AZ6ejdHU1a3WbapqJ7sviar4A9dQZjaxrKSsJm2s3V9V41BXGuo2aY84lo7HrhLBgoICTJs2DQEBAYiJiTEqqziDZ265uTqGQ8IPqlfV8or9VaxXm/6qolbfhU7HJxHUhkwmhULhyrG0goY%2BlnfKSqDT6iGRmu6XOr0ed%2B6UwKlUWus2VbXTaYV7MwZOgE6nhyAYl0ECaGE6tpWV1aSNtfurahxsraFvk/aEY2kdnp6uDe7aALtJBAsLCxETEwMXFxesX78ezs7OAP6a0as4u6ZWqwH8NfumUChQVlaGsrIyNGrUyKSeoR%2BFQoH8/HyT9VecAVQoFGLbinEaLhSpbmw1pdPpodVyh7QGjqX1NNSx1Gn1EP78U5EAATqtHlpZxcTI8jZVtbv3/b3kUBBgVC5AgESQVLouc2U1aWPt/qoah7rSULdJe8SxrB3BdNexe1ZJW/Pz83H8%2BHHcvn27Ru3LysowadIk3LhxA5s2bULTpk3FMh8fHzg7O%2BPixYtGbS5cuAAAYlJm%2BNdw/p5Bbm4u3Nzc0LJlS7FeXl6eOFN4f3%2BGPgz1Kval0Whw6dIlsV51YyMiIiKyRxYngklJSeKtUgDgyy%2B/RL9%2B/TBx4kT0798f58%2Bft6g/rVaL6dOn49y5c9i0aRNat25tVC6Xy9GzZ09kZGQYLT948CCaN28Of39/AED37t3h4eGBQ4cOiXV0Oh0yMjIQHh4uHqYNDw%2BHWq3GiRMnxHr5%2BfnIzs4WbycDAGFhYcjKyjJKbj/77DNoNBqxXnVjIyIiIrJHFieCR44cEa%2BKBYD3338ffn5%2BWLNmDVq1aoX169db1N9bb72F//znP4iNjUVpaSm%2B//578auoqAgAEBcXhx9//BHz58/HqVOnsH79euzevRvTp08Xj8XL5XJMmjQJH3zwAf79738jKysLs2fPxuXLlxEbGyuur1u3bujduzfeeOMNfPrpp8jMzERcXBxat26NoUOHivVGjRoFDw8PTJ48GSdOnEB6ejrefvttREVFGc30VSc2IiIiIntk8TmC165dg4%2BPDwDg9u3b%2BOGHH5CamoqnnnoKZWVlWLZsmUX9GW7Zcv%2BTRAy2bt0qPgZu3bp1WLlyJdLT0%2BHt7Y358%2BdjxIgRRvXHjx8PQRCwbds23LhxA0qlEqmpqfDz8zOq995772HZsmVYtGgRysvLERISgtWrVxtdcaxQKLBlyxYkJiZi6tSpcHFxQWRkJOLj4436qm5sRERERPbG4kRQEATx/Lrs7GzIZDI8/vjjAIAWLVpYfJ7gF198Ua164eHhRoduzZFIJHj55Zfx8ssvV1nP3d0db7/9Nt5%2B%2B%2B0q67Vr1w5paWlWiY2IiIjI3lh87NLHxwf/%2Bc9/AACHDh1CQECAOJN2/fr1Wl8pS0RERER1w%2BJEcOTIkeIh20OHDuFf//qXWJadnW10/iARERER2S%2BLDw0///zz8PT0RE5ODgICAjB48GCxrKyszOiCCyIiIiKyXzW6ofTAgQMxcOBAk%2BUPOueOiIiIiOwH729CRERE5KCqNSMYERFh0XNzjx49WuOAiIiIiKhuVCsRDA4ONkoEs7KyUFBQgKCgIDRv3hwFBQXIyclBixYtEBISYrNgiYiIiMh6qpUILl26VPx/eno6srOzceTIEbRq1UpcfuXKFYwfPx7BwcHWj5KIiIiIrM7icwQ3btyIqVOnGiWBANC6dWvExcUhNTXVasERERERke1YfNXwpUuX4OHhYbbM09MTV65cqXVQRET2ThAEqDQlZstUmhJAqOOAiIhqwOJEsHXr1vjkk0/MPlLt448/NpkpJCL6O9IJAlJzj8NZKjMp0%2Bi1kEFWs/tzERHVIYs/p1555RW8/vrrGD58OCIjI9GsWTPcuHEDBw8exE8//YTExERbxElEZHekkMLJTCKo1evrIRoiIstZnAgOGzYMAPD%2B%2B%2B8bXUTSvHlzvP3224iOjrZedERERERkMzU6cjFs2DAMHToUFy9ehEqlQpMmTdC%2BfXuL7jVIRERERPWrxqewSCQS%2BPr6WjMWIiIiIqpDNU4E//e//yE3NxdlZWUmZUOGDKlVUERERERkexYngnfv3sWkSZOQlZUFiUQCQbh3j4T7DwszESQiIiKyfxbfUHrdunW4cuUKPvzwQwiCgDVr1mDz5s3o27cv2rZti3379tkiTiIiIiKyMosTwaNHjyImJgZBQUEAgIcffhihoaFITk5G586dsWPHDqsHSURERETWZ3EieOXKFbRv3x4ymQwSiQR3794Vy6KionD06FGrBkhEREREtmFxIujh4YGSknuPVXrooYfw22%2B/iWVarVYsIyIiIiL7ZnEi6Ofnh19//RUAEBISgg0bNuDbb7/FmTNnsHbtWjz66KPWjpGIiIiIbMDiq4ajo6PFWcAZM2bg%2Beefx%2BjRowEACoUCqamp1o2QiIiIiGzC4kRwwIAB4v/btGmDw4cPi7eSCQoKQpMmTawaIBERERHZRo1vKG3QuHFjREREWCMWIiIiIqpDFp8jCAAajQY7d%2B7Eq6%2B%2BinHjxonnDH7%2B%2Bee4fPmyNeMjIiIiIhuxeEbw1q1bGDt2LM6fP49mzZrh5s2bKC4uBnDvHoMnT55EQkKCteMkIiIiIiuzeEZw%2BfLlUKvV2LNnD44dOyY%2BYg64dxXxN998Y9UAiYiIiMg2LE4Ejx07hmnTpqFz585GzxcGgJYtW%2BLq1atWC46IiIiIbMfiRLCoqAitWrUyW6bVaqHT6WodFBERERHZnsWJ4COPPILvv//ebNmZM2fQrl27WgdFRERERLZncSIYFRWFjRs34vPPPxfPD5RIJDhz5gy2bt2KwYMHWz1IIiIiIrI%2Bi68ajomJQXZ2NqZMmQJPT08AwIQJE6BSqfDUU09hzJgxVg%2BSiIiIiKzP4kTQ2dkZGzduxKFDh3Ds2DHcvHkTTZs2Re/evTFw4EBIpTW6NSERERER1TGLEsGysjKkp6ejR48eGDhwIAYOHGiruIiIiIjIxiyavmvUqBESExNx8%2BZNW8VDRERERHXE4uO4bdq0wY0bN2wRCxERERHVIYsTwTFjxiA1NRVFRUW2iIeIiIiI6ojFF4tcuHABt2/fRkREBHr27InmzZubPGFk/vz5VguQiIjslyAIUGlKKi1vIneDtMLPCCKyHxYngh9%2B%2BKH4/yNHjpiUSyQSJoJERA5CJwhIzT0OZ6nMTJke8Y/2g1cj93qIjIiqw%2BJE8Ny5c7aIg4iIGigppHAykwhCX/exEJFleNM/IiIiIgfFRJCIiIjIQTERJCIiInJQTASJiIiIHBQTQSIiIiIHVa1EcMmSJcjPzwcA/PHHHygvL7dpUERERERke9VKBLds2YKCggIAwD//%2BU%2BcPXvWpkERERERke1VKxH09PQUny8sCIJNAyIiIiKiulGtG0p369YNb7zxBrp27QoAWLZsGTw8PMzWlUgkWL9%2BvfUiJCIiIiKbqFYi%2BOabb2Lx4sW4cOECJBIJfvvtN8jlcrN1Kz53mIiIiIjsU7USwdatW2Pt2rUAgEcffRTr1q0TZwdr67fffkNaWhpOnz6N8%2BfPo3379jh48KBRnblz52Lfvn0mbTdu3IiwsDCjZWlpadi%2BfTsKCgqgVCoxe/ZshISEGNUpKirCu%2B%2B%2Bi8OHD0Oj0SAkJAQLFixA69atjerl5eUhMTER3333HVxdXTFw4EDEx8fDxcXFqF5mZiaSkpKQm5sLb29vvPTSS3jhhRdqMyxERERENmfxs4a3bt0KX19fqwVw/vx5ZGZmolu3btDr9ZWeg9imTRusWLHCaFnFONLS0pCUlISZM2fC398fu3fvRkxMDHbv3g0/Pz%2Bx3qxZs/DTTz9hwYIFcHd3R3JyMsaNG4f9%2B/eLSZ5arcbYsWPRqlUrJCcn49atW1iyZAlUKpVRHDk5OZg8eTIGDx6MuXPnIjs7G4mJiZDL5RgxYoS1homIiIjI6ixOBIODgwHcm8nLysqCSqVC06ZNERISgrZt21ocQEREBPr06QPg3szfjz/%2BaLaei4sLAgMDK%2B1Ho9Fg/fr1GDNmDCZMmCDGGhUVhZSUFCQlJQEATp8%2BjWPHjiE1NRXh4eEAAKVSib59%2B2Lfvn147rnnAAA7d%2B6EWq1Geno6vLy8AAAymQzx8fGYNGmSmISuXbsW/v7%2BWLx4MQCgZ8%2BeyM/Px6pVqxAdHQ2plLdqJCIiIvtkcZYiCALeeustPPvss3jzzTeRlJSEhQsX4tlnn0ViYqLlAVgpUcrOzkZhYSEiIyPFZTKZDAMGDEBmZqY405iZmQmFQmF0SLlVq1bo3r07MjMzxWXHjx9HaGiomAQCQL9%2B/SCXy8V6Go0GWVlZGDhwoFEsUVFRKCgowM8//2yV10ZERERkCxbPCH7wwQfYsWMHnnvuOQwdOhQtW7bEtWvXkJ6ejh07duCRRx7BSy%2B9ZPVAL126hB49eqC0tBRKpRKTJ08WZxIBIDc3FwDQvn17o3a%2Bvr4oLi7GtWvX4O3tjdzcXLRr187kopYOHTrg5MmTRv1FR0cb1ZHL5fDx8RHXdenSJZSXl5uss0OHDmIfXbp0qfFrlsk4m1hbhjHkWNZeQx9LmU4KyZ9/KpJAApmTFE5OUova3Ptb/bL7e5JIAAiSB7Z5UH%2BWtrF2fw9qY25craWhb5P2hGNpHQ3xelmLE8Hdu3fjxRdfxPz588VlLVu2RNeuXSGVSvHxxx9bPRHs1KkTAgIC0KFDBxQWFuKjjz5CXFwcVq1ahf79%2BwO4d06fXC43uZDD09MTAKBSqeDt7Q21Wm321jcKhQJ37twRv1er1VAoFFXWM/xbsZ7h%2B/v7qwmFwrVW7ekvHEvraahjqb2rv5eUmDkKIegFeHo2RlNXt2q3kf2Z%2BJhLciork92XLFX8gVub/ixpY%2B3%2BqmpT2bhaW0PdJu0Rx9LxWJwIXr58GU8//bTZsqeffhq7du2qdVAVjR071uj7iIgIjBo1CsnJyWIiCJi/dY3hkPD9ZZXd4qY6t74RBMGkXm36q4pafRc6nb5WfTg6mUwKhcKVY2kFDX0s75SVQKfVQyI13S91ej3u3CmBU6m0%2Bm20AiABtDAdi8rKdFrh3oyBE6DT6XH/tXE17c/SNtbur8o2lYyrtTT0bdKecCytw9PTtcFdG2BxIujh4YE//vjDbNkff/wBd3f3Wgf1IFKpFM888wyWL1%2BO0tJSuLi4QKFQoKysDGVlZWjUqJFYV61WA/hrZlChUIjPTb5fxRlAhUIhtr1fYWGheKGIoc%2BKM3%2BGduZmFC2h0%2Bmh1XKHtAaOpfU01LHUafUQ/vxTkQABOq0eWlnFJKfqNhJBYlHZve/vJZWCAKPymvZnaRtr9/egNubG1doa6jZpjziWtdMQH75mcdr6xBNP4P333ze5uvfs2bNITk5Gr169rBZcVSreZsaQnBnO3zPIzc2Fm5sbWrZsKdbLy8szaX/hwgWj29H4%2Bvqa9KXRaHDp0iWxno%2BPD5ydnXHx4kWTvu6PiYiIiMgeWZwIzpo1CzKZDCNGjEBUVBTGjx%2BPqKgoDBs2DFKpFLNmzbJFnEb0ej0OHz6Mjh07iucEdu/eHR4eHjh06JBYT6fTISMjA%2BHh4eJh2vDwcKjVapw4cUKsl5%2Bfj%2BzsbPF2MgAQFhaGrKws3L59W1z22WefQaPRiPXkcjl69uyJjIwMo/gOHjyI5s2bw9/f3/ovnoiIiMhKZAkJCQmWNPDw8MDgwYMhlUpx7do1XL9%2BHR4eHhgyZAiWLFmC5s2bWxTA3bt3cfToUVy4cAH//e9/cePGDXh7e%2BPChQvw8vLCrVu3EBcXh/LychQWFuKnn35CYmIicnJysGjRInHWTSaTQSaTISUlBS4uLigrK8OqVauQk5ODd999F82aNQMAeHt748cff8SuXbvQsmVL5OfnY%2BHChXBxccFbb70FJ6d7R8s7duyIPXv24MSJE2jZsiVycnKwePFi9O3bF6NGjRLjb9OmDVJSUpCfnw83NzccOHAAmzdvxrx582p1xTAAlJaWQ69vgPPMdkQqlcDVVc6xtIKGPpZ3dRpk3bwIqcT091%2B9ICC0mS9cneTVbqPV6yGBxOyFJJWVafV6SCQSyJ2cTMawxv1Z2Mba/VXVprJxtZaGvk3aE46ldbi6yiE1c06xPbP4HEEA8PLystrM382bNzF9%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%2BBzBp59%2BGp999pktYiEiIiKiOmTxOYIDBw7EG2%2B8gXnz5uGZZ55B8%2BbNTc4X7Ny5s9UCJCIiIiLbsDgRnDBhAgBg3759SE9PNyoTBAESiQRnz561TnREREREZDMWJ4JLliyxRRxEREREVMcsTgSHDh1qiziIiIiIqI7V6obSFy9exHfffYeSksrvE0VERERE9qlGiWB6ejrCwsIwcOBAvPjii8jLywMATJ8%2BHR9//LFVAyQiIiIi27A4EczIyMDcuXPh7%2B%2BPBQsWQBAEsaxz587IyMiwaoBEREREZBsWJ4KpqakYNmwYUlJSMHLkSKOy9u3b48KFC1YLjoiIiIhsx%2BJEMDc3FwMHDjRb1qRJE6hUqloHRURERES2Z3Ei6OrqisLCQrNl165dg6enZ62DIiIiIiLbszgRDAoKwvbt243ODTTYu3cvgoODrRIYEREREdmWxYlgXFwcvv/%2BewwfPhzbtm2DRCLBkSNHEBsbi2%2B//RaxsbG2iJOIiIiIrMziRDAgIAAbN25ESUkJli5dCkEQsGHDBuTl5SE1NRVKpdIWcRIR2YwgCFBpSnCrrMjoS6UpAUwPfhAR/W1Y/GQRAOjZsycyMjJw6dIl3LhxA02bNkW7du2sHRsRUZ3QCQJSc4/DWSozWq7RayGDrGYflEREDUCtPt98fHzg4%2BNjrViIiOqNFFI4VUgEtXp9PUVDRFQ3apQI/v7770hNTcWpU6egUqnQpEkThISEICYmBm3atLF2jERERERkAxafI3j27FkMHToUe/fuRYsWLfDkk0%2BiRYsW2Lt3L4YOHYqzZ8/aIk4iIiIisjKLZwQXL14MLy8vbN68Ga1atRKXX7lyBePHj8fixYuxbds2qwZJRERERNZn8YzgmTNnMHXqVKMkEABat26NKVOm4MyZM1YLjoiIiIhsx%2BJE0MPDAx4eHmbLFAoF3N3dax0UEREREdmexYlgZGQkdu/ebbbs448/rvQ5xERERERkX6p1juCRI0fE/3fu3BmHDx/G8OHDERkZiWbNmuHGjRs4ePAgbt26hf79%2B9ssWCIiIiKynmolgtOmTYNEIoEgCOK/%2Bfn5%2BPHHH03qzp49G1FRUVYPlIiIiIisq1qJ4NatW20dBxERERHVsWolgsHBwbaOg4iIHIjh%2Bc7mNJG7QSqR1HFERI6Jj9AkIqI6V9nznXWCHvGP9oNXI96Bgqgu1CgR/Pzzz7F//3788ccfKCsrMyqTSCTYv3%2B/VYIjIqK/L3PPdwYf70xUpyxOBDdt2oQVK1bAy8sLPj4%2BcHV1tUVcRERERGRjFieCO3bsQHR0NN566y3IZLIHNyAiIiIiu2TxDaVVKhUiIyOZBBIRERE1cBYngt27d8fFixdtEQsRERER1SGLE8HXX38d27dvx9GjR6HRaGwRExERERHVAYvPEWzbti2eeOIJTJkyBRKJBC4uLkblEokE3333ndUCJCIiIiLbsDgRXL58OT788EN06tQJ7du3h1wut0VcRERERGRjFieC%2B/btQ0xMDGbNmmWLeIiIiIiojlh8jqBOp8MTTzxhi1iIiIiIqA5ZnAg%2B%2BeSTOH36tC1iISIiIqI6ZPGh4cmTJ2PmzJlwdXVF79694enpaVKnSZMmVgmOiIiIiGzH4kRw8ODBAIClS5di6dKlZuucPXu2dlERERERkc1ZnAjGxcVBIpHYIhYiIiIiqkMWJ4JTp061RRxEREREVMcsvliEiIiIiP4eLJ4RXLNmTZXlEokEcXFxNQ6IiIiIiOoGE0EiIiIiB2XxoeFz586ZfGVlZSExMREdO3bEF198YVF/v/32GxYuXIjBgwfD398fkZGRZutlZmZiyJAhCAgIQN%2B%2BfbF9%2B3az9dLS0hAREYGAgABER0fj1KlTJnWKioqwcOFChISEICgoCLGxsbhy5YpJvby8PEyYMAGBgYEIDQ1FYmIiSktLaxwbERERkT2xyjmCTZo0wfDhwxEVFYXExAG5EVoAACAASURBVESL2p4/fx6ZmZlo27YtfH19zdbJycnB5MmT4e/vj40bN2Lo0KFITEzE7t27jeqlpaUhKSkJL7zwAlJTU9G2bVvExMTgl19%2BMao3a9YsfPHFF1iwYAGSkpJw/fp1jBs3zijJU6vVGDt2LIqLi5GcnIw5c%2BbgwIEDmD9/fo1iIyIiIrI3Fh8arkpAQABSUlIsahMREYE%2BffoAAObOnYsff/zRpM7atWvh7%2B%2BPxYsXAwB69uyJ/Px8rFq1CtHR0ZBKpdBoNFi/fj3GjBmDCRMmAACCg4MRFRWFlJQUJCUlAQBOnz6NY8eOITU1FeHh4QAApVKJvn37Yt%2B%2BfXjuuecAADt37oRarUZ6ejq8vLwAADKZDPHx8Zg0aZKYtFYnNiIiIiJ7ZNUs5ZdffkHjxo0tC%2BABiZJGo0FWVhYGDhxotDwqKgoFBQX4%2BeefAQDZ2dkoLCw0OrQsk8kwYMAAZGZmQhAEAPcO4yoUCoSFhYn1WrVqhe7duyMzM1Ncdvz4cYSGhopJIAD069cPcrlcrFfd2IiIiIjskcUzgunp6SbLNBoNfvnlF%2BzZsweDBg2ySmAGly5dQnl5Odq3b2%2B0vEOHDgCA3NxcdOnSBbm5uQBgUs/X1xfFxcW4du0avL29kZubi3bt2pncFLtDhw44efKk%2BH1ubi6io6ON6sjlcvj4%2BIjrqm5sNSWTcTaxtgxjyLGsvYY%2BljKdFJI//1QkgQT3/kqqtbymZfevXSIBIEge2Kau47OHGGROUjg5PXg7a%2BjbpD3hWFpHQ3zehsWJ4Ny5c80ub9SoEQYNGoTZs2fXOqj73blzBwCgUCiMlhu%2BN5Sr1WrI5XK4uLgY1TM8C1mlUsHb2xtqtRoeHh4m61EoFGJfhv4qrrNiverGVlMKhWut2tNfOJbW01DHUntXfy/BMHMUQvZnMlIx%2BahseU3LZPclPRV/4NamP2vHV58xCHoBnp6N0dTVzaRNZRrqNmmPOJaOx%2BJE8OjRoybLGjVqhGbNmlkloMpU9li7%2B5ebq2M4JPygelUtr9hfxXq16a8qavVd6HT6WvXh6GQyKRQKV46lFTT0sbxTVgKdVg%2BJ1HS/1GkFQAJooa/W8pqW6bTCvRkDJ0Cn0%2BPPj6f/b%2B/%2Bo5uq7z%2BOv5KUtNiSQpXBQEGopq6K/NiwoNh68DBUWhFBZQcVFVFbAUXqYIp8J3IExm%2BYiCh6mOBkVcdRbFUmo8DOyjwWJ/6YWwta6Kryq6QUaJrkfv/AZqQpGNq0%2BfV8IAfyuZ988s7b8Mm7937uvS0aL9jxhTwGj0dHjx5X3MnA9ghG8mcynJDL4EhObh9x5waccyHYvXv31ojjjBr26DXeu%2BZwOCT9b%2B%2BbzWZTXV2d6urqFB8f79evYRybzaaqqiq/12m8B9Bms3mfe7qamhrviSKBxtZcbrdHLhf/IIOBXAZPpObS7fLI%2BOFXY4YMmQyT37YztTd326nHpwpRw5DP9uaOF%2Bz4wiEGt8sjlyXwz1ikfibDEblsGcP/ox72wr5s7dGjh9q1a6c9e/b4tJeVlUmStyhr%2BLNh/V6D8vJyJSYmqkuXLt5%2Be/fu9e4pPH280y9fk5qa6jeW0%2BlURUWFt1%2BgsQEAAmMYhqqdx3W47liTvz2R%2BE0LhLGA9gjm5OQEPKDJZNLbb7/d7IAas1qtGjRokIqKinTPPfd42zdt2qTOnTsrPT1dkjRgwAB16NBBhYWF3ja3262ioiJlZWV5D9NmZWXpueee0/bt271nDldVVam0tNTnGoGZmZl6/vnndeTIEXXq1EmStHnzZjmdTu9lZwKNDQAQGLdhaHX5NrUzW5rY5lH%2BZcOVEp8UgsiA6BRQIdixY8cf7XP8%2BHF9/vnn57wu7sSJE97LsVRWVurYsWN67733JJ26DmBKSooefvhh3XnnnZo5c6ZycnJUWlqqgoICzZ4923ss3mq1Kjc3V0uWLFFKSorS09NVUFCgffv2afHixd7X69u3r6677jo9%2BeSTmjFjhpKSkrRs2TJ1795do0aN8vYbO3as1q1bp7y8POXl5enQoUOaN2%2BecnJyfPb0BRIbACBwZpkV10Qh2MRSQwAtZDIaHyM9Ry6XSxs2bNDKlSt1%2BPBhZWdna8GCBQE/f//%2B/br%2B%2Buub3PaHP/xBGRkZkk5d/2/x4sUqLy9X165dde%2B992rcuHE%2B/Q3D0Jo1a7R%2B/XodPHhQdrtdjz/%2BuAYNGuTT79ixY5o/f77ef/991dfXKyMjQ0899ZTf%2Bse9e/dqzpw5%2Bvjjj5WQkKDs7Gzl5%2Bf7nZkcSGzNceRILWs1WiguzqxOnRLJZRBEei4P1x3Tkq82N1lgnHTVyyST4uPiAmpv7raTrnqZTCYlxcfL9cOaxRaPF%2Bz4wjgGl8etqWnDvHsEI/0zGU7IZXCkpCRG3CV4WlQIFhUVaenSpaqoqNDVV1%2Bt/Px8/exnPwtmfDGNf5Atx%2BQWPJGeSwrB1hmPQjA6kMvgiMRCsFm3mNu5c6cWLlyo3bt3Kz09XS%2B//LIGDx4c7NgAAADQis6pEPzqq6%2B0cOFC7dixQxdeeKEWLVrkd3s1AAAARIaACsGqqiotXbpUmzZtUnJysp544gmNHTtW7dq1a%2B34AAAA0EoCKgSHDx%2Bu%2Bvp6XXvttbr//vuVmJiof//732fsf/nllwctQAAAALSOgApBp9MpSdq2bZu2b99%2Bxn4Nt1/78ssvgxMdAAAAWk1AheDcuXNbOw4AAAC0sYAKwdMvtAwAAIDoEFkXuwEAAEDQUAgCAADEKApBAACAGEUhCAAAEKOadYs5AGhtHsNQtbP2jNs7WhNlNpnaMCIAiD4UggDCUrWzVgv/9b4sJv8DF27Do/zLhislPikEkQFA9KAQBBC2LCaz4swW/w2eto8FAKIRhSCAqHG2w8nVzuOS0cYBAUCYoxAEEDXOdjjZ6XHJIguTHgCchjkRQFQ50%2BFkl4fjyQDQGJePAQAAiFHsEQQARATDME6t9fyBxW2W64RHR%2BuOy%2B3ycEkhoBkoBAEAEcFtGFpdvk3tfjj0b5JJljiz3C6PXIabSwoBzUAhCACIGGb9bw2oSSbFmc0ymU0yPJwSDjQHawQBAABiFIUgAABAjKIQBAAAiFEUggAAADGKQhAAACBGUQgCAADEKApBAACAGEUhCAAAEKMoBAEAAGIUhSAAAECMohAEAACIURSCAAAAMYpCEAAAIEZRCAIAAMQoCkEAAIAYRSEIAAAQoygEAQAAYlRcqAMAAKClDMNQtfN4k9s6WhNlNpnaOCIgMlAIAog4Z/rSr3Yel4wQBISQcxuGVpdvUzuzpVG7R/mXDVdKfFKIIgPCG4UggIhzpi99p8cliyxMbDHKLLPiGn0m5AlNLECkYL4EEJGa%2BtJ3efjWB4BzwckiAAAAMYpCEAAAIEZRCAIAAMQoCkEAAIAYRSEIAAAQoygEAQAAYhSFIAAAQIyiEAQAAIhRFIIAAAAxKiIKwbfeektpaWl%2BvxcuXOjTr7i4WLfccov69OmjYcOGaf369U2Ot2bNGg0dOlR9%2BvTR6NGjtXPnTr8%2Bx44d06xZs5SRkaH%2B/fvroYceUmVlpV%2B/vXv3asKECerXr58GDx6sOXPm6OTJk8F54wAAAK0oom4x99JLL6lDhw7ex126dPH%2BfdeuXcrLy9PIkSM1Y8YMlZaWas6cObJarbrtttu8/dasWaMlS5Zo6tSpSk9PV0FBgSZOnKiCggKlpaV5%2B02bNk2ff/65nnrqKSUlJWn58uW699579fbbbyshIUGS5HA4NH78eHXr1k3Lly/X4cOHNXfuXFVXV/sVqQAAAOEmogrByy%2B/XCkpKU1ue%2B6555Senq5nn31WkjRo0CBVVVVp2bJlGj16tMxms5xOp55//nndfffdmjBhgiTpqquuUk5OjlatWqUlS5ZIkv75z39q69atWr16tbKysiRJdrtdw4YN05///Gf96le/kiS9/vrrcjgc2rhxozcui8Wi/Px85ebmKjU1tVXzAQAA0BIRcWj4xzidTpWUlGjEiBE%2B7Tk5OTpw4IC%2B%2BOILSVJpaalqamqUnZ3t7WOxWHTTTTepuLhYhmFIOnWI2WazKTMz09uvW7duGjBggIqLi71t27Zt0%2BDBg32K0%2BHDh8tqtfr0AwCEhmEYqnYe1%2BG6Y03%2B9vww7wOxKqL2CGZnZ%2BvIkSPq1q2bbr/9dt1///2yWCyqqKhQfX29evfu7dP/kksukSSVl5friiuuUHl5uST59UtNTVVtba2%2B%2B%2B47de3aVeXl5erVq5dMJpPfeDt27PA%2BLi8v1%2BjRo336WK1W9ejRw/taLWGxREWdHlINOSSXLdfWubS4zTL98Ksxk0w69Z8poPbmbmuN8RpaTCZJhulHnxPu7zeUMTRM0SbTmZ/nMaTV5dtkNft/3bkNj359xQ06Pz7Jb1usYa4MDpP/xzbsRUQh2LlzZ02ePFl9%2B/aVyWTSli1btHTpUn333XeaNWuWjh49Kkmy2Ww%2Bz2t43LDd4XDIarV61/g1SE5OliRVV1era9eucjgcPmsRTx%2BvYayG8Rq/ZlP9mstma9/iMXAKuQyetsql64RHljiz4sz%2BX0yWH77s4%2BLMAbU3d1trjSf5f%2BGGU3wRF4PFLItx5vEssighrp3fePUet5KTz1On9ol%2B22IVc2XsiYhC8Nprr9W1117rfTxkyBDFx8dr7dq1euihh7ztjffgNdXeVJ%2BGQ8I/1u9s7Y3HC6Tfj3E4Tsjt9rR4nFhmsZhls7Unl0HQ1rk8WndcbpdHJrP/vyW3y5BMkkuegNqbu601xjOZJMVJbrdHpx%2BVDJf4IikGk%2BnU59Lt9jRvPI9HR48eV9xJ9oIxVwZHcnJ7mZv44TWcRUQh2JQbb7xRL7/8sr788kt1795dkvz2wjkcDkn/2zNos9lUV1enuro6xcfH%2B/Vr2DNos9lUVVXl95qN9wDabDbvc09XU1MTlBNF3G6PXC7%2BQQYDuQyetsql2%2BWR8cOvxgwZMhkmv21nam/uttYYTz/s1TIM%2BWwPl/giKgbDN5fNGc/t8shlYW5owFzZMpG45DSyytYz6NGjh9q1a6c9e/b4tJeVlUmStyhr%2BLPx%2Br3y8nIlJiZ6L0eTmpqqvXv3evcUnj7e6QVeamqq31hOp1MVFRWcMQwAAMJexBaChYWFslgsSk9Pl9Vq1aBBg1RUVOTTZ9OmTercubPS09MlSQMGDFCHDh1UWFjo7eN2u1VUVKSsrCzv4dysrCw5HA5t377d26%2BqqkqlpaXey8lIUmZmpkpKSnTkyBFv2%2BbNm%2BV0On36AQAAhKOIODQ8YcIEDRo0SHa7XZL04Ycf6k9/%2BpPuvvtude7cWZL08MMP684779TMmTOVk5Oj0tJSFRQUaPbs2d7j9VarVbm5uVqyZIlSUlK8F5Tet2%2BfFi9e7H29vn376rrrrtOTTz6pGTNmKCkpScuWLVP37t01atQob7%2BxY8dq3bp1ysvLU15eng4dOqR58%2BYpJyeHPYIAACDsRUQh2KtXL73xxhv69ttv5fF4dPHFF%2BuJJ57QXXfd5e3Tv39/rVy5UosXL9bGjRvVtWtXzZw50%2BeuIpJ03333yTAMvfrqqzp48KDsdrtWr17tc1cRSVq0aJHmz5%2Bvp59%2BWvX19crIyNCKFSt8zji22Wxau3at5syZo8mTJyshIUHZ2dnKz89v3YQAAAAEgclovBAOYePIkVoW7bZQXJxZnTolkssgaOtcHq47piVfbVac2eK37aSrXiaZFB8XF1B7c7e1yngmk5Li4%2BX64WSYsIsvgmIwyaS4OLNcLo9OuJznPJ7L49bUtGFK4TqCzJVBkpKSGHHXYoysaAEAABA0FIIAAAAxKiLWCAIAEGwN9yE%2Bk47WRJkj8Z5hwDmgEAQAxCS3YWh1%2BTa1a2IdqtvwKP%2By4awfRNSjEAQAxCyzzE2ekNTEHemAqMQaQQAAgBhFIQgAABCjKAQBAABiFGsEAYSUxzBU7az1a692Hpe43D0AtCoKQQAhVe2s1cJ/vS%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%2Bbo448/Vvv27TVixAjl5%2BcrISEh1KEBACDp7Pcunn7FjTpfHDKORRSCLeRwODR%2B/Hh169ZNy5cv1%2BHDhzV37lxVV1dr4cKFoQ4PaDNcKxAIf9y7GI1RCLbQ66%2B/LofDoY0bNyolJUWSZLFYlJ%2Bfr9zcXKWmpoY4QqBtcK1AIDIZhqEjzuM6cKJGR%2BuOy%2B3yrQw50zi6MS%2B30LZt2zR48GBvEShJw4cP1xNPPKHi4mIKQUQdj2HocN0xv/Zq53FZzrBInWsFAuHLbRha9dVWtd9rldvlkXHa7nvONI5%2BFIItVF5ertGjR/u0Wa1W9ejRQ%2BXl5S0aOzm5vQwOp7VIww%2Bx4ZhLjxFhxZHJJLfHoyRbvDwJ/snspEQ903WUmtpx0JD7c9nWVs9hvMiPIdbGa%2BsYOlgTZFFo9wiamzjSEI7M5sjbc0oh2EIOh0M2m82v3Waz6ejRoy0a22yOjA9%2BJAjHXFoUfjEFwmI2q3Ncu1CHAQAIgsj8JooAhmHIxJoKAAAQxigEW8hms8nhcPi119TUNLmnEAAAIFxQCLZQamqq31pAp9OpiooKThQBAABhjUKwhTIzM1VSUqIjR4542zZv3iyn06msrKwQRgYAAHB2JsMIt3MpI4vD4VB2dra6d%2B%2BuvLw8HTp0SPPmzdOQIUO4oDQAAAhrFIJBcPot5hISEpSdnc0t5gAAQNijEAQAAIhRrBEEAACIURSCAAAAMYpCEAAAIEZRCAIAAMQoCkEAAIAYRSEIAAAQoygEw8g333yjWbNmaeTIkUpPT1d2dnaoQ4oIgeatuLhYt9xyi/r06aNhw4Zp/fr1bRxpeAl23tasWaOhQ4eqT58%2BGj16tHbu3Nma4YdEKHJ27NgxzZo1SxkZGerfv78eeughVVZWBvV9tbZwztvevXs1YcIE9evXT4MHD9acOXN08uTJlr3hIImGvIVi3o2lvAVj3qUQDCP/%2Bc9/VFxcrJ49e3Kf4nMQSN527dqlvLw8paen68UXX9SoUaM0Z84cFRQUtHG04SOYeVuzZo2WLFmicePGafXq1erZs6cmTpyor776qi3eSpsJRc6mTZumLVu26KmnntKSJUv0/fff69577w2bYiUQ4Zo3h8Oh8ePHq7a2VsuXL9f06dP1zjvvaObMmcFPQjNEet5CNe/GSt6CNu8aCBtut9v79%2BnTpxsjRowIYTSRI5C8TZgwwRgzZoxP28yZM41rrrnG5/mxJFh5q6urM37%2B858b8%2BfP9/ZxuVzGjTfeaDz66KOtFH1otHXOPvnkE8Nutxtbt271tlVWVhrp6enGa6%2B9FrT31drCNW8vvPCC0bdvX%2BPQoUPetrffftuw2%2B1GWVlZC95xcER63kI178ZC3oI577JHMIyYzfzvaI4fy5vT6VRJSYlGjBjh056Tk6MDBw7oiy%2B%2BaM3wwlaw8lZaWqqamhqfwy8Wi0U33XSTiouLZUTRzYvaOmfFxcWy2WzKzMz09uvWrZsGDBig4uLiYL2tVheuedu2bZsGDx6slJQUb9vw4cNltVrDIr%2BRnLdQzruxkLdgzrtUHoh6FRUVqq%2BvV%2B/evX3aL7nkEklSeXl5KMIKe4HmreHPxv1SU1NVW1ur7777rg2iDQ/Bzll5ebl69eolk8nkN140fW5Dlbfy8nK/Q4dWq1U9evSIiPyGc97Ced6NhrwFc96lEETUO3r0qCTJZrP5tDc8btgOX4HmzeFwyGq1KiEhwadfcnKyJKm6urq1Qw0bwc6Zw%2BFQhw4d/F7HZrNF1ec2VHlzOBx%2Br9lUv3AVznkL53k3GvIWzHmXQhAxo/FPaz/WjlMCyVtTfRoOTcRifoOZs1j63IZL3gzDiKj8hnPewvnzG%2Bl5C9a8SyGIqNfwE1Ljn0AdDock/5%2B8cEqgebPZbKqrq1NdXV2T/RrGiQXBzpnNZvO2Ne4XTZ/bUOXtTP1qamoiIr/hnLdwnnejIW/BnHcpBBH1evTooXbt2mnPnj0%2B7WVlZZLEpXrOINC8NfzZeM1PeXm5EhMT1aVLlzaINjwEO2epqanau3ev38LvsrKyqPrchipvqampfmM5nU5VVFRERH7DOW/hPO9GQ96COe9SCCLqWa1WDRo0SEVFRT7tmzZtUufOnZWenh6iyMJboHkbMGCAOnTooMLCQm8ft9utoqIiZWVlhcUhoLYS7JxlZWXJ4XBo%2B/bt3n5VVVUqLS1VVlZWG7yjthGqvGVmZqqkpERHjhzxtm3evFlOpzMi8hvOeQvneTca8hbMedfy29/%2B9rcB90arOnHihD788EOVlZXpb3/7mw4ePKiuXbuqrKxMKSkpat%2B%2BfahDDEuB5O2iiy7SqlWrVFVVpcTERL3zzjt65ZVX9Jvf/EZXXHFFqN9CSAQrbxaLRRaLRatWrVJCQoLq6uq0bNky7dq1S7/73e90wQUXhPidBk9b56xr16767LPPtGHDBnXp0kVVVVWaNWuWEhISNHv2bMXFxYUyHQEL17xdeumlevPNN7V9%2B3Z16dJFu3bt0rPPPqthw4Zp7NixIctXg0jPW6jm3VjIW1Dn3XO66iBa1b59%2Bwy73d7k75KSklCHF7YCzdvWrVuNm2%2B%2B2bj88suN66%2B/3li3bl0Iow69YObN4/EYL774onHdddcZV1xxhXHrrbcaf//739vy7bSJUOSspqbGmDlzpjFw4ECjX79%2BxoMPPmjs37%2B/Vd9nsIVz3vbs2WPcd999Rt%2B%2BfY2MjAzjmWeeMU6cOBHcBDRTNOQtFPNurOQtWPOuyTCi6GqvAAAACBhrBAEAAGIUhSAAAECMohAEAACIURSCAAAAMYpCEAAAIEZRCAIAAMQoCkEAAIAYRSEIAAAQoygEAUSUt956S2lpad7f6enpGjJkiKZOnaqvv/465HHt37//rP1WrFihtLS0NorqxxUXF2vFihVNbktLS9Ps2bPbOCIAbSkyblQJAI3MnTtXvXv3Vl1dnUpLS7Vq1Srt3LlTRUVFSk5ODnV4EaO4uFjr16/X5MmTQx0KgBCgEAQQkS699FL16dNHkpSRkSG3260VK1boL3/5i0aPHh3i6AAgMnBoGEBUaCgKDx065LetsLBQd9xxh/r166f%2B/ftrwoQJ%2BuKLL3z67N69W1OnTtXQoUN15ZVXaujQoXrsscdUWVnpN94nn3yisWPHqk%2BfPhoyZIgWLVokl8vVovgDiXHGjBnq37%2B/vvnmG02cOFH9%2B/dXVlaW5s2bJ6fT6dP322%2B/1ZQpU9S/f3/94he/0LRp0/Tpp58qLS1Nb731lne89evXS5LP4fbGh7c3btyoG2%2B8UX379tXNN9%2Bsv/71ry16rwDCB3sEAUSFhuLl4osv9mlftWqVli5dqltvvVW5ubmqr6/XmjVrNG7cOBUUFOiSSy6RJFVWVqpXr14aMWKEkpOTdeDAAf3xj3/UmDFj9O677yolJUWSVFZWpnvuuUfdu3fXvHnzlJCQoNdee02bNm1qduyBxihJ9fX1ys3N1ZgxY3Tffffpo48%2B0sqVK5WUlKRJkyZJko4fP667775bR48eVX5%2Bvnr27Knt27dr6tSpPq%2Bbl5en48eP6/3339eGDRu87T/5yU%2B8f9%2B6dat2796tKVOm6LzzztNLL72kSZMm6b333tNFF13U7PcMIEwYABBB3nzzTcNutxuffPKJUV9fbxw7dszYtm2bcc011xjjxo0z6uvrvX3/%2B9//Gunp6cYzzzzjM8axY8eMa665xnjkkUfO%2BDoul8uora01%2BvXrZ6xdu9bb/uijjxpXXnmlceDAAZ%2B%2BN9xwg2G32419%2B/adNf7ly5cbdru9WTFOnz7dsNvtRmFhoU/fiRMnGsOHD/c%2BXrdunWG3243i4mKffk899ZRht9uNN99809v29NNP%2B8RzOrvdblx99dVGTU2Nt%2B3AgQPGZZddZrzwwgtnfZ8AIgN7BAFEpNtvv93ncWpqqlauXKm4uP9Nazt27JDL5dLIkSN9Dt3Gx8dr4MCB2rlzp7ettrZWK1eu1AcffKDKykq53W7vtvLycu/fd%2B7cqcGDB%2BuCCy7wtlksFt100036/e9/f87v41xilCSTyaShQ4f6tKWlpamkpMT7%2BKOPPlJiYqIyMzN9%2BmVnZ/vs%2BQtERkaGkpKSvI8vuOACnX/%2B%2BU0eMgcQeSgEAUSk%2BfPnKzU1VbW1tSosLNSGDRv02GOP6aWXXvL2OXjwoCRpzJgxTY5hNv9vmfS0adNUUlKivLw89enTR4mJiTKZTHrggQdUV1fn7VddXe1TBDZoqi0Q5xKjJLVv317x8fE%2BbVarOH%2BSdAAAAvNJREFUNaAYzz///HOOr2PHjn5tjV8PQOSiEAQQkVJTU70niAwaNEgej0cFBQV67733dMMNN0iSOnXqJElavny5unXrdsaxampqtHXrVk2aNEkPPPCAt93pdOro0aM%2BfTt27Ogt3k7XVFsgAo3xXHTs2FGffvqpX3tzYwQQvSgEAUSFxx9/XB988IGWL1%2BuX/7ylzKbzRoyZIji4uJUUVGh4cOHn/G5JpNJhmHIarX6tBcUFPgcIpZOHSrdsmWLDh486N3r5na7VVhY2Ky4A43xXAwcOFBFRUUqLi5WVlaWt/3dd9/169vwnk%2BePKmEhISgvD6AyEEhCCAqJCcn64EHHtCCBQv0zjvvaOTIkbrwwgs1ZcoULV26VPv27VNmZqZsNpsOHjyo3bt3q3379poyZYqSkpI0cOBArVmzRp06dVL37t31j3/8Q2%2B88YZsNpvP6%2BTm5mrLli0aP368Hn74YSUkJGj9%2BvU6ceJEs%2BIONMZzMWrUKK1du1a//vWv9cgjj6hnz57atm2bduzYIcn3cLPdbpckvfjii8rMzJTZbFZaWppfUQwgOnEdQQBR46677lK3bt20cuVK7568Bx98UMuWLdPXX3%2Bt6dOna8KECVq4cKEqKys1cOBA73MXLVqkjIwMLViwQJMmTdJnn32mV155RR06dPB5DbvdrldeeUVJSUmaPn26Zs2apbS0NOXl5TU77kBjDNR5552ntWvX6qqrrtKCBQs0efJkVVVV6f/%2B7/8kyec9ZWdn67bbbtNrr72mO%2B64Q2PGjNH333/f7PcCILKYDMMwQh0EAKD1NVyvcOvWreratWuowwEQBjg0DABRaN26dZKk3r17q76%2BXiUlJXr11Vd18803UwQC8KIQBIAolJCQoLVr12r//v2qr6/XT3/6U02cOFG5ubmhDg1AGOHQMAAAQIziZBEAAIAYRSEIAAAQoygEAQAAYhSFIAAAQIyiEAQAAIhRFIIAAAAxikIQAAAgRlEIAgAAxKj/B3H0Yk7C3SpaAAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Weighted_Histogram_of_read_lengths">Weighted Histogram of read lengths</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAoMAAAHKCAYAAAB40UG3AAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3XlcVPX6B/DPzMAAIQOSCGliig6JoEBXlpuCS6QpVIrmVnrJLDTNCss0QVPC5XbFDSGMzPXnlpoalJaJVtel4Lbawsh15SImMIDCwMz5/eGdcx0G9QyLjM3n/XrxwvmeZ77nmYdRHr9nGZkgCAKIiIiIyCbJWzsBIiIiImo9bAaJiIiIbBibQSIiIiIbxmaQiIiIyIaxGSQiIiKyYWwGiYiIiGwYm0EiIiIiG8ZmkIiIiMiGsRkkIiIismFsBomsyCeffAJfX19kZ2ebbXv88cfh6%2BuLo0ePmm175JFHMHz4cIv3N3PmTERFRTUq19TUVPj6%2BkKr1d42ds2aNfj8888btZ9bOXPmDHx9ffHRRx/dMu7rr7%2BGr68vPvvsswa3JyUlwc/Pz2Rs7Nix%2BNvf/mZRPr/99htWrVqFixcvWvQ8W/bVV19hxIgRCAwMhK%2BvL7744ovWTumWIiIi8Oabb94ypq6uDr6%2BvlizZs0dyurWqqqqsGrVKpw8edJsmyV/j%2BnPi80gkRUJCQmBTCbDsWPHTMbLysrw22%2B/4Z577sHx48dNtv3nP//BuXPnEBoaavH%2BXnrpJaxcubJJOUuRnp6OQ4cOtfh%2BmtPChQuRmJho0XN%2B//13rF69ms2gRHq9HjNmzICDgwPS09Oxbds2PPTQQ62d1p/O1atXsXr16gabQSIAsGvtBIjof9zd3dG9e3ecOHHCZPzkyZOws7NDbGysWTNobBwb0wx6e3s3Ptk/uW7durV2ChbT6/XQ6/VQKpWtnYok//nPf1BRUYFHH30U4eHhFj9fp9NBLpfDzo6/yoiagiuDRFYmNDQUhYWFuHTpkjh2/Phx%2BPv7IzIyEj/99BMqKyvFbSdOnIBCocBf/vIXcUwQBGzatAmPP/44AgIC0KdPH7z00ks4d%2B6cyb4aOkxcVlaG2bNno0%2BfPggKCkJ8fDz%2B/e9/3/SwV0lJCV5%2B%2BWUEBwfj4YcfxptvvinmZzxcptPpsHPnTvj6%2BsLX19fk8GtxcTHmzp2Lfv36wd/fH4888gjWrFkDvV5vsp/i4mK89NJLCAoKwl/%2B8hckJCTgjz/%2BsLzAEjV0mHjz5s2IiYlBUFAQgoKCMGTIECxfvhwAsGPHDrz66qsAgPHjx4uv9cZD2Nu3b0dMTAwCAgIQEhKCadOm4fTp02b73rp1Kx599FEEBAQgOjoa2dnZZj8r4yHy999/H6tXr8bAgQMREBCAb775BtXV1Vi0aBEef/xxPPTQQwgJCcGYMWPMVmeNP5%2B3334bO3bswODBg9GrVy/Exsbi%2B%2B%2B/hyAIyMzMxMCBAxEUFIS//e1vZu%2Bhmzl58iQmTJiAoKAg9O7dG2PGjEFubq64PTU1FQMHDgQALF68GL6%2Bvrc8ZcF4qH/fvn1ISUlB37590atXL1y4cAGA9PfRihUrMHLkSISEhCA4OBgjRozArl27IAiCSZxOp8OSJUvw8MMPo3fv3hg3bhx%2B%2BOEHSa/9ZqTkaPy5fvDBB3jvvffE2o8ZMwbff/%2B92Zy3e6%2BcOXMGffv2FV%2B78X1Z/1D3rf4eG2VnZ2PkyJF46KGHEBgYiEceeQRz585tUk3IOvC/U0RWJiwsDBs3bsSJEycQHR0N4HozOGDAAAQHB0Mmk%2BHbb79FZGSkuM3Pzw8uLi7iHHPmzMG%2BffswYcIEvPbaaygrK0NaWhrGjh2LvXv3wt3dvcF96/V6vPDCC/jll18wffp09OjRA3l5eXj%2B%2Bedvmu%2B0adMwbNgwPPXUU/jll1%2BQmpoKuVyOhQsXws7ODtu2bcPTTz%2BNfv364YUXXgAAMdfi4mKMGjUK9vb2mD59Ojp16oRvv/0Wa9aswcWLF5GcnAwAuHbtGiZMmIArV65g5syZ8Pb2xuHDh5GQkGBRbQ0GA%2Brq6ix6jtFHH32EBQsWYMKECejfvz9kMhnOnDmDwsJCAMCgQYNQUlKCFStWYMGCBfD19QXwv9XXtLQ0rFy5EjExMZg5cyZKS0uxatUqjB49Gh9%2B%2BKEYt3nzZixYsABDhgzBm2%2B%2BifLycqxYsQI6na7BFbAPPvgAXbt2xRtvvAFnZ2c88MADqK6uhlarxXPPPYf27dtDp9Ph66%2B/xosvvoilS5ciJibGZI7PP/8cP/30E2bOnAkA%2BPvf/47nn38eMTExKCoqQlJSEsrLy7FkyRLMmDEDu3btumWt/vnPf%2BK5556Dn58fUlJSYG9vj02bNuGFF17A8uXLMWTIEIwdOxY9evTAjBkzMHHiRAwdOhQODg63/Tn8/e9/R3BwMBYuXAgAcHNzk/w%2BAoCLFy9i7NixuO%2B%2B%2ByAIAv71r39h/vz5uHTpEuLj48W4OXPm4OOPP8akSZMQHh6OX3/9FS%2B%2B%2BKJZgySVJTkCwIYNG9CtWzfMmTMHALB8%2BXJMnjwZn3/%2BOdq0aQNA2nvlvvvuQ2ZmJp5//nmMHj0aI0aMAADce%2B%2B9Jvu71d9jAPjmm2/w6quvIjo6GtOnT4eDgwMuXLjAQ89/FgIRWZWysjLhwQcfFBITEwVBEIQrV64Ivr6%2BwpEjRwRBEISRI0cKixcvFgRBEC5evCio1Wph6dKl4vNPnjwpqNVqYf369Sbznj9/XvD39xeWLVsmjiUkJAiPPPKI%2BPizzz4T1Gq1sH37dpPnpqWlCWq1WkhLSxPHli1bJqjVamHdunUmsYmJiUJgYKDJmL%2B/vzBnzhyz1zpnzhwhODhYKCoqMhl/9913BV9fX%2BH06dOCIAjCxo0bBbVaLRw%2BfNgk7o033hDUarWwZ88es7lv9NVXXwlqtfqWXz169DB5zpgxY4SJEyeKj5OSkoTQ0NBb7mf//v2CWq0WTp48aTJ%2B5coVwd/fX4iPjzcZP3funNCzZ0/h9ddfFwRBEGpra4WwsDBhzJgxJnFnz54V/Pz8TH5W//73vwW1Wi08%2BuijQm1t7S3zqqurE2pra4VZs2YJsbGx4nhtba2gVquFvn37ClevXhXHP/nkE0GtVgvDhw8XDAaDOJ6VlSWo1WqhoKDglvsbMWKE8PDDD5vMWVdXJzz22GPCgAEDzF5D/fdQQ4w/wwkTJphtk/o%2Bqk%2Bv1wu1tbXCihUrhPDwcHH8119/FdRqtbBkyRKT%2BN27dwtqtbrB9/KNjHW98e%2BL1ByNNXniiScEvV4vxuXl5QlqtVrIyckR9yH1vXLp0iWzfIyk/j1%2B9913BbVaLVRVVd3ytdPdiYeJiayMq6srHnzwQfHcwJMnT0KhUCA4OBgA0KdPH3Gb8fuN5wsePnwYcrkcMTExqKurE788PT2hVqvNzjm8kfF/%2BY899pjJuHGFsiHGQ31Gvr6%2BuHr1KkpLS2/7Wg8fPozw8HC0a9fOJNeIiAgIgiDmc/z4cahUKnE11Kj%2BCtftzJo1Czt37jT7evTRR2/73F69eqG0tBQJCQn4/PPPJb0%2Bo/z8fOh0OnFVxuj%2B%2B%2B9HSEgI/vnPfwIANBoNrly5Ylb/Tp06oXfv3g3OPWjQoAZXDLOzszFmzBgEBgbCz88PPXv2xO7du6HRaMxiw8PD4eTkJD728fEBAERGRkImk5mNGw/NNqSyshI//fQThgwZYjKnQqHA448/jgsXLuDMmTM3ff7tNPSzkvo%2BAq4fbp44cSIeeugh9OjRAz179kRaWhr%2B%2BOMP8Wdq/Dvy%2BOOPm%2Bxn6NChkMsb92vTkhwBoH///ib7Mq40Gy9Oasx75VZu9/e4V69eAK5fdJadnY3i4mKL90HWi4eJiaxQaGgo1q1bh%2BLiYhw/fhw9e/aEs7MzgOtXHK9btw4VFRU4fvw47OzsTK7A/OOPP2AwGBAWFtbg3A888MBN91tWVgYHBwfxMJRR/UNKN3JzczN5bLx4oaam5pav0ZjrwYMH0bNnzwa3G38RlZWVoV27dmbbGxq7FW9vbwQEBJiNt23b9rbPHTFiBAwGA3bu3Inp06dDEAQEBATglVdeue3FD2VlZQAADw8Ps23t27fHN998YxJ3s9daUlLS4PPry87OxiuvvIKhQ4fiueeeQ7t27aBQKLBp0ybs27fPLN7V1dXksb29/S3HdTqd%2BYv8r7KyMgiC0GBexrGysjJ07tz5pnPcSkPzSn0f5efn47nnnkNYWBiSk5Ph5eUFOzs7HDhwAJmZmeJ79mY/B6VSCZVK1ai8peZodLO/V9XV1bfM0TjW0HvlVm739zgsLAyrV6/Gxo0b8frrr6O2thZqtRpTpkzB0KFDLdoXWR82g0RWyNgMnjhxAidOnEBERIS4zdj4nTx5EsePH0dAQIDYKALX/1GXy%2BXYsmVLgytGtzovy83NDTU1NaioqDA5B/Hy5cvN8bIa3F%2BvXr0wffr0Brd7enqKcb/88ovZ9pbKqyEymQyjRo3CqFGjUFVVhZMnT2LlypV44YUXcODAAXh5ed30ucZftA39gr506ZLYjBrjGnpdlvxy37t3Lx544AEsW7bMZGXvVk1cc3Fzc4NMJjO5AMrIOCal%2Bb6ZG1/PjfuU8j76%2BOOPoVQqkZGRYXLF9aeffmo2H3D953Bjs6XT6Rp9Pz6pOVoynzHH%2BixtBKWKiopCVFQUdDod8vLykJmZiVdffRX333%2B/uHJIdyceJiayQn369IFCocCnn36K33//HSEhIeI2FxcX9OjRA3v27MGFCxfMbikzYMAAGAwGlJSUICAgwOxLrVbfcr8AkJOTYzL%2B8ccfN%2Bn1KJVKcUWjfq6//vorHnjggQZzNa4ChYaGQqvVmlyNCqDBVa47wdnZGf3798cLL7yAmpoaFBQUALj5qmhwcDCUSiX27t1rMn7x4kWcOHFCXFn08fGBu7u7Wf3PnTvX4JWkNyOTyWBvb2/SOBUXF%2BPw4cOS52isNm3awN/fHwcOHDCpg16vx759%2B9CxY8dmv6WR1PcRANjZ2Zkcfr127ZrZz8X4d6r%2BeHZ2NgwGQ4vnKIUl7xVLVuulUCqVCAsLw6uvvgpBEHDq1KlmmZdaD1cGiaxQmzZt4Ofnh88%2B%2BwxyudzsRrx9%2BvTB%2BvXrAZjfXzAkJASxsbGYNWsWvvvuO/Tp0weOjo4oKSnBN998Az8/P4wePbrB/fbv3x%2BBgYF4%2B%2B23odVq4efnh7y8PPGXYmPPlzKeq/jFF1%2BgXbt2aNOmDbp06YKXX34Z//znPzFmzBg8/fTT6NKlC2pqanD%2B/HkcPnwYKSkp8PDwwIgRI7Bhwwa89tprmDFjBjp37owvvvjC7ObcLWn27NlwdnZGcHAwPDw8UFJSgoyMDLi6uoqH/rp37w4A2LZtGxwcHODg4IBOnTrBzc0N8fHxWLlyJWbPno3HHnsMV65cwerVq%2BHk5ISpU6cCuN6oTJs2DQsWLMDLL7%2BM4cOHo7y8HGlpaWjfvr3k%2Bg8YMACJiYlYuHAhHnnkERQVFYlzSL01TFMkJCTgueeew8SJExEXFweFQoEtW7ZAo9FgxYoVzb4/qe%2Bj/v37Y%2BPGjXjttdcwatQolJaW4r333jM5txG4/n4dNmwY1q1bB4VCgbCwMPz2229Yt26dySp8S%2BQolSXvFVdXV3h6euLgwYMICQmBSqWCu7s7OnbsKHl/y5Ytw%2BXLlxEeHg5PT09otVqsX78e9vb2Jre1orsTm0EiKxUaGooffvgBPXr0MDuHr0%2BfPvjggw9gb2%2BPoKAgs%2Be%2B/fbbCAoKwvbt27F582YIggBPT08EBwc3eM6ckUKhwLvvvovFixcjIyMDdXV1eOihh7BkyRKMGTPG5NCxJebOnYuFCxfi5ZdfRnV1NcLDw/HBBx/A09MTH374IdLT07F27VpcunQJzs7OuP/%2B%2B9GvXz9xf/fccw/Wr1%2BPlJQUvPPOO5DL5ejbty/eeecdjBs3rlE5Weovf/kLPvroI%2BTk5KC8vBxt27ZFnz598I9//EM87PnAAw/gjTfewMaNGzFhwgTo9XosXboUTzzxBF588UW0a9dOPG/PyckJISEhePXVV01WysaPHw%2B5XI73338fn332Ge6//35MmTIFOTk5ku%2BrOGrUKFy5cgXbt2/H9u3b4e3tjSlTpuDcuXNYu3Zti9TnRuHh4Vi3bh1Wr16NN954AwaDAT169MC7775rdhFQc5D6Purbty%2BSk5Px3nvv4YUXXoCnpydGjx4NlUqFpKQkkzkXL14MDw8P7Ny5E%2BvXr4efnx9Wr16NadOmtWiOlrDkvbJo0SIsXboU8fHx0Ol0GDlyJN5%2B%2B23J%2BwoMDMSWLVuwdOlSlJaWQqVSoVevXtiwYYN4YRHdvWSCUO9Om0RE9ezZswezZs3Cjh07eG5QKygvL8ejjz6Kxx57DPPnz2/tdMiK8b1CjcGVQSIysXfvXly%2BfBndu3eHTCbDv/71L2RlZSE0NJSN4B1QXFyMtWvXIiQkBG5ubrhw4QLWrVuH6upqPPPMM62dHlkRvleoubAZJCIT99xzD/bv348zZ86guroa7du3x8iRIzFjxozWTs0mKJVKnDt3DtnZ2SgvL4eTkxMCAwORnJzMw3Fkgu8Vai48TExERERkw3hrGSIiIiIbxmaQiIiIyIaxGSQiIiKyYWwGiYiIiGwYryYmE4IgwGBo/muK5HJZi8z7Z8RaScM6ScdaScdaScM6SXcnaiWXyxr83G6p2AySCYNBwJUrVc06p52dHG3bOkOrvYq6usZ9rqetYK2kYZ2kY62kY62kYZ2ku1O1cnd3hkLR%2BGaQh4mJiIiIbBibQSIiIiIbxmaQiIiIyIaxGSQiIiKyYWwGiYiIiGwYm0EiIiIiG8ZmkIiIiMiGsRkkIiIismFsBomIiIhsGJtBIiIiIhvGZpCIiIjIhrEZJCIiIrJhbAaJiIiIbBibQSIiIiIbxmaQWoVBEHClphIGQWjtVIiIiGwam0FqFWW6Kiw59QnKdFWtnQoREZFNYzNIrUYuk7V2CkRERDaPzSARERGRDWMzSERERGTD2AwSERER2TA2g0REREQ2jM0gERERkQ1jM0hERERkw9gMEhEREdkwNoNERERENozNIBEREZENYzNIREREZMPYDBIRERHZMDaDRERERDaMzSARERGRDWv1ZvCZZ56Br69vg18ff/yxGJebm4snn3wSAQEBiIqKwubNmxucLysrCwMHDkRAQABiY2Nx/Phxs5jKykokJSUhNDQUQUFBiI%2BPx4ULF8ziCgsLMWnSJAQGBiI8PBzJycmorq42i7Pm3IiIiIhupdWbwXnz5mHbtm0mX0OHDoWdnR3Cw8MBAPn5%2BZg6dSr8/Pywdu1aDB8%2BHMnJydixY4fJXFlZWUhNTcX48eORmZmJzp07Y/Lkyfj1119N4hISEnDo0CEkJiYiNTUVly5dQlxcnEkzpdVqMXHiRFRVVWHlypWYNWsW9u3bh7lz55rMZc25EREREd2OXWsn0K1bN7OxhIQEPPzww3B3dwcApKWlwc/PDykpKQCAsLAwFBUVYcWKFYiNjYVcLodOp0N6ejomTJiASZMmAQBCQkIQExODjIwMpKamAgC%2B%2B%2B47HD58GJmZmYiMjAQAqNVqREVFYffu3Rg7diwAYOvWrdBqtdizZ4%2BYh0KhwMyZMzFlyhT4%2BPhYfW5EREREt9PqK4P15eXl4fz584iJiQEA6HQ6HDt2DMOGDTOJi4mJQUlJCX7%2B%2BWfxeRUVFYiOjhZjFAoFhg4ditzcXAiCAOD6IV2VSoWIiAgxrkOHDggODkZubq44duTIEYSHh4vNFgAMHjwYSqVSjLPm3IiIiIikaPWVwfr2798PJycnDBo0CABw9uxZ1NbWomvXriZxxhVFjUYDf39/aDQaADCL8/HxQVVVFYqLi%2BHl5QWNRoMuXbpAJpOZzffll1%2BKjzUaDWJjY01ilEolvL29xX1Zc25NYWfXvP9HUCjkJt8BQKGXQwYZFHbyZt/f3ayhWpE51kk61ko61koa1km6u6VWVtUM1tXV4ZNPPsGgQYNwzz33AADKy8sBACqVyiTW%2BNi4XavVQqlUwtHR0STO1dUVAFBWVgYvLy9otVq4uLiY7VulUolzGeerv8/6cdacW2PJ5TK0bevcpDluRqVyEv9cd80AhUIOV9d70NapZfZ3N7uxVnRzrJN0rJV0rJU0rJN01l4rq2oGv/rqK/zxxx8mh1ON6q%2BWNTTeUIzxEOzt4m41Xn%2B%2B%2BnHWnJulDAYBWu3VJs1Rn0Ihh0rlBK32GvR6AwCgvOYq9HoDysuvwq7auv/HdCc1VCsyxzpJx1pJx1pJwzpJd6dqpVI5NWn10aqawf3798PNzQ19%2B/YVx4yrZ/VXvLRaLYD/rcKpVCrU1NSgpqYGDg4OZnHGeVQqFYqKisz2XX%2B1TaVSic%2B9UUVFhXiBhjXn1hR1dS3zhtXrDeLc%2BjoDBAjQ1xlQp%2BA/JvXdWCu6OdZJOtZKOtZKGtZJOmuvldUsyVRXV%2BPzzz/HkCFDYG9vL457e3vD3t4ep0%2BfNokvKCgAALH5MX6vf86cRqOBs7MzPD09xbjCwkJxVe7G%2BW5spHx8fMzm0ul0OHv2rBhnzblZuzLdVRgMwu0DiYiIqEVZTTN46NAhVFVViVcRGymVSoSFhSEnJ8dkfP/%2B/fDw8ICfnx8AIDg4GC4uLsjOzhZj9Ho9cnJyEBkZKR4%2BjYyMhFarxdGjR8W4oqIi5OXlibdzAYCIiAgcO3YMpaWl4tjBgweh0%2BnEOGvOjYiIiEgKxfz58%2Be3dhIAsGzZMtTU1GD27Nlm57116tQJGRkZKCoqgrOzM/bt24d169Zh9uzZ8Pf3B3D9Vi0KhQIZGRlwdHRETU0NVqxYgfz8fCxduhTt2rUDAHh5eeHHH3/Etm3b4OnpiaKiIiQlJcHR0RELFiyAnd31I%2Bfdu3fHhx9%2BiKNHj8LT0xP5%2BflISUlBVFQUxowZc1fk1hiCIODatdomzVGfXC6Dk5MS1dW14mpgqa4K3145g74e3eBkp2zW/d3NGqoVmWOdpGOtpGOtpGGdpLtTtXJyUkIub/w1AzKh/jHJVlBeXo6HH34YEydOxGuvvdZgTG5uLpYtWwaNRgMvLy/ExcVh/PjxJjGCICArKwubN2/G5cuXoVar8dprryEsLMwkrrKyEkuWLMGnn36K2tpahIaGIjExER07djSJKywsRHJyMr799ls4OjoiOjoaM2fONLsq2Jpzs5Reb8CVK1VNmqM%2BOzs52rZ1RmlplXjOxOmKS3i34Ahm%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%2ByPTc3F08%2B%2BSQCAgIQFRWFzZs3NzhPVlYWBg4ciICAAMTGxuL48eNmMZWVlUhKSkJoaCiCgoIQHx%2BPCxcumMUVFhZi0qRJCAwMRHh4OJKTk1FdXW0WZ825EREREd2KVTSDq1atwuLFixETE4OsrCwsWLAA7du3F7fn5%2Bdj6tSp8PPzw9q1azF8%2BHAkJydjx44dJvNkZWUhNTUV48ePR2ZmJjp37ozJkyfj119/NYlLSEjAoUOHkJiYiNTUVFy6dAlxcXEmzZRWq8XEiRNRVVWFlStXYtasWdi3bx/mzp1rMpc150ZERER0O3atnYBGo0F6ejoyMzPRt29fcTwqKkr8c1paGvz8/JCSkgIACAsLQ1FREVasWIHY2FjI5XLodDqkp6djwoQJmDRpEgAgJCQEMTExyMjIQGpqKgDgu%2B%2B%2Bw%2BHDh5GZmYnIyEgAgFqtRlRUFHbv3o2xY8cCALZu3QqtVos9e/bA3d0dAKBQKDBz5kxMmTIFPj4%2BVp8bERER0e20%2Bsrgrl270KlTJ5NG8EY6nQ7Hjh3DsGHDTMZjYmJQUlKCn3/%2BGQCQl5eHiooKREdHizEKhQJDhw5Fbm4uhP9%2B6kVubi5UKhUiIiLEuA4dOiA4OBi5ubni2JEjRxAeHi42WwAwePBgKJVKMc6ac7NmgiCgorYavO80ERFR62v1lcHvvvsOarUaaWlp2LRpEyoqKhAYGIg333wTPXr0wNmzZ1FbW4uuXbuaPK9bt24Arq8s%2Bvv7Q6PRAIBZnI%2BPD6qqqlBcXAwvLy9oNBp06dIFMpnMbL4vv/xSfKzRaBAbG2sSo1Qq4e3tLe7LmnNrCju75v0/gkJxfT6FXA4ZZNDLDNh1/lvYy%2B2gsJM3%2B/7uZmKtFKzJrbBO0rFW0rFW0rBO0t0ttWr1ZrCkpAQ//fQTfv/9d7z11luwt7fH6tWrERcXhwMHDqC8vBwAoFKpTJ5nfGzcrtVqoVQq4ejoaBLn6uoKACgrK4OXlxe0Wi1cXFzM8lCpVOJcxvnq77N%2BnDXn1lhyuQxt2zo3aY6baePiCLlcDkEQoJApIJfJ4ep6D9o6tcz%2B7mYqlVNrp3BXYJ2kY62kY62kYZ2ks/ZatXozKAgCrl69ilWrVqF79%2B4AgJ49e2LQoEHYtm0bgoODAcBstczoxvGGYoyHYG8Xd6vx%2BvPVj7Pm3CxlMAjQaq82aY76FAo5VConnLv8B2r1ddf3IwgwyAwoL78Ku2rr/h/TnWSslVZ7DXq9obXTsVqsk3SslXShDV78AAAgAElEQVSslTSsk3R3qlYqlVOTVh9bvRl0dXVFu3btxEYQANq3b4%2BuXbuioKAAAwYMAACzFS%2BtVgvgf6twKpUKNTU1qKmpgYODg1mccRVOpVKhqKjILI/6q20qlUp87o0qKirECzSMc1pjbk1RV9cyb1i9IEA8UVAAIAP0dQbUKfiPSX16vaHFfg5/JqyTdKyVdKyVNKyTdNZeq1ZfkrlZ8yIIAuRyOby9vWFvb4/Tp0%2BbbC8oKDB5vvF7/XPmNBoNnJ2d4enpKcYVFhaKq3I3zndjLj4%2BPmZz6XQ6nD17Voyz5tyIiIiIpGj1ZrB///64fPkyfvvtN3GsuLgYp0%2Bfhq%2BvL5RKJcLCwpCTk2PyvP3798PDwwN%2Bfn4AgODgYLi4uCA7O1uM0ev1yMnJQWRkpHj4NDIyElqtFkePHhXjioqKkJeXJ97OBQAiIiJw7NgxlJaWimMHDx6ETqcT46w5NyIiIiIpFPPnz5/fmgl06dIFhw8fxkcffYR7770XZ86cwbx58wAAixYtgr29PTp16oSMjAwUFRXB2dkZ%2B/btw7p16zB79mz4%2B/sDuH6rFoVCgYyMDDg6OqKmpgYrVqxAfn4%2Bli5dinbt2gEAvLy88OOPP2Lbtm3w9PREUVERkpKS4OjoiAULFsDO7vqR8%2B7du%2BPDDz/E0aNH4enpifz8fKSkpCAqKgpjxowR87fm3BpDEARcu1bbpDnqk8tlcHJS4mJ5GU5cLry%2BHwiQy2To59EdTnbKZt3f3cxYq%2BrqWhgMvPnOzbBO0rFW0rFW0rBO0t2pWjk5KSGXN/6aAZlQ/5hkK/jjjz%2BQkpKC3Nxc1NXVoU%2BfPpg9e7bJrVhyc3OxbNkyaDQaeHl5IS4uDuPHjzeZRxAEZGVlYfPmzbh8%2BTLUajVee%2B01hIWFmcRVVlZiyZIl%2BPTTT1FbW4vQ0FAkJiaiY8eOJnGFhYVITk7Gt99%2BC0dHR0RHR2PmzJlmVwVbc26W0usNuHKlqklz1GdnJ0fbts44ebYQq08dur4fwQA7uRyz/YbC3aFNs%2B7vbmasVWlplVWfX9LaWCfpWCvpWCtpWCfp7lSt3N2dm3QBiVU0g2Q92Ay2Lv4jKw3rJB1rJR1rJQ3rJN3d0gy2%2BjmDRERERNR62AwSERER2TA2g0REREQ2jM0gERERkQ1jM0hERERkw9gMEhEREdkwNoNERERENozNIBEREZENYzNIREREZMPYDBIRERHZMDaDRERERDaMzSARERGRDWMzSERERGTD2AwSERER2TA2g0REREQ2jM0g3REGQUC57hqE1k6EiIiITLAZpDvij%2BpKrNd8BQGG1k6FiIiIbsBmkO4YuYxvNyIiImvD385ERERENozNIBEREZENYzNIREREZMPYDBIRERHZsGZpBouKinDkyBGUlpY2x3REREREdIfYWfqE1NRUXLt2DXPmzAEAfP3114iPj0dtbS1UKhU2bdqE7t27N3uiRERERNT8LF4ZPHDgALp16yY%2BXr58OXx9fbF69Wp06NAB6enpzZogEREREbUci1cGi4uL4e3tDQAoLS3FDz/8gMzMTPTr1w81NTVYsmRJsydJRERERC3D4pVBQRAgCNc/VCwvLw8KhQJ9%2BvQBALRv357nDRIRERHdRSxuBr29vfHFF18AALKzsxEQEABHR0cAwKVLl6BSqZo3QyIiIiJqMRY3g6NHj8aGDRsQGhqK7OxsPPXUU%2BK2vLw8k/MJiYiIiMi6WXzO4Lhx4%2BDq6or8/HwEBATgiSeeELfV1NRg%2BPDhzZogEREREbUci5tBABg2bBiGDRtmNr5w4cImJ0REREREd06jmkEA0Gg0OHnyJEpLSzFy5Eh4eHiguLgYrq6u4jmERERERGTdLG4G9Xo9EhMTsXv3bgiCAJlMhoiICHh4eGDevHno0aMHZsyY0RK5EhEREVEzs/gCkvT0dOzfvx%2Bvv/469u/fL95mBgD69euHo0ePNmuCRERERNRyLG4Gd%2B/ejalTpyIuLg5dunQx2Xb//ffj/PnzFs23a9cu%2BPr6mn298847JnG5ubl48sknERAQgKioKGzevLnB%2BbKysjBw4EAEBAQgNjYWx48fN4uprKxEUlISQkNDERQUhPj4eFy4cMEsrrCwEJMmTUJgYCDCw8ORnJyM6upqszhrzo2IiIjoVhr1CSSBgYENbnNwcEBVVVWjEnnvvffg4uIiPvb09BT/nJ%2Bfj6lTp%2BKJJ57AG2%2B8gby8PCQnJ0OpVGLUqFFiXFZWFlJTU/HKK6/Az88PO3bswOTJk7Fjxw74%2BvqKcQkJCfjpp5%2BQmJiINm3aYOXKlYiLi8PevXvF8x21Wi0mTpyIDh06YOXKlbhy5QoWLVqEsrIyk0bVmnMjIiIiuh2Lm8F7770X586dQ1hYmNm2wsJCeHl5NSqRnj17wt3dvcFtaWlp8PPzQ0pKCgAgLCwMRUVFWLFiBWJjYyGXy6HT6ZCeno4JEyZg0qRJAICQkBDExMQgIyMDqampAIDvvvsOhw8fRmZmJiIjIwEAarUaUVFR2L17N8aOHQsA2Lp1K7RaLfbs2SPmpVAoMHPmTEyZMgU%2BPj5WnxsRERHR7Vh8mDgyMhIZGRkoLi4Wx2QyGSoqKrBx40YMGDCgWRPU6XQ4duyY2a1sYmJiUFJSgp9//hnA9RteV1RUIDo6WoxRKBQYOnQocnNzxXMbc3NzoVKpEBERIcZ16NABwcHByM3NFceOHDmC8PBwkwZ18ODBUCqVYpw150ZEREQkhcUrgy%2B99BKOHDmCoUOHIjQ0FDKZDMuWLcPvv/8OOzs7TJ06tVGJREdHo7S0FB06dMBTTz2F5557DgqFAmfPnkVtbS26du1qEm/8pBONRgN/f39oNBoAMIvz8fFBVVUViouL4eXlBY1Ggy5dukAmk5nN9%2BWXX4qPNRoNYmNjTWKUSiW8vb3FfVlzbk1hZ2fx/xFuSaGQow4GiK/qhpensJM3%2B/7uZgqF3OQ7NYx1ko61ko61koZ1ku5uqZXFzWC7du2wc%2BdOrFy5Erm5uVAoFPjll18wYMAAvPTSS3Bzc7NoPg8PD0yfPh29e/eGTCbDoUOHsHz5chQXFyMpKQnl5eUAYPaZx8bHxu1arRZKpdLsHoeurq4AgLKyMnh5eUGr1Zqcm3jjfMa5jPM19DnLN8ZZc26NJZfL0Latc5PmaEjJtQrIZHLIZYBcJoMgyCCXyeHqeg/aOjX//u52KpVTa6dwV2CdpGOtpGOtpGGdpLP2WjXqptPt2rXDggULmiWBfv36oV%2B/fuLjvn37wsHBAevXr0d8fLw4Xn%2B1rKHxhmKMh2BvF3er8frz1Y%2Bz5twsZTAI0GqvNmmO%2BhQKOWAPCIIBBsEAyOQwCAIMMgPKy6/Crtq6/8d0JykUcqhUTtBqr0GvN7R2OlaLdZKOtZKOtZKGdZLuTtVKpXJq0upjoz%2BB5EZFRUX4/fffERAQgLZt2zZ5vsceewzvv/8%2BTp06hY4dOwKA2YqXVqsF8L9VOJVKhZqaGtTU1MDBwcEszrgKp1KpUFRUZLbP%2BqttKpVKfO6NKioqxAs0jHNaY25NUVfXAm9Ye0C8I6Xw3y8ZoK8zoE7Bf0zq0%2BsNLfNz%2BJNhnaRjraRjraRhnaSz9lpZ3EampqaKV84CwNdff43Bgwfj%2Beefx5AhQ/D77783a4Le3t6wt7fH6dOnTcYLCgoAQGx%2BjN/rnzOn0Wjg7Ows3qrGx8cHhYWFJjfLNs53YyPl4%2BNjNpdOp8PZs2fFOGvOjYiIiEgKi5vBAwcOiBdIAMDy5cvh6%2BuLtLQ0dOjQAenp6U1OKjs7GwqFAn5%2BflAqlQgLC0NOTo5JzP79%2B%2BHh4QE/Pz8AQHBwMFxcXJCdnS3G6PV65OTkIDIyUjx8GhkZCa1Wa/JJKUVFRcjLyxNv5wIAEREROHbsGEpLS8WxgwcPQqfTiXHWnBsRERGRFIr58%2BfPt%2BQJy5Ytw7hx43D//fejtLQUixYtQnJyMvr37w%2BVSoUdO3YgLi5O8nyTJk3CpUuXUFlZiTNnzuD999/H5s2b8cwzz2DIkCEAgE6dOiEjIwNFRUVwdnbGvn37sG7dOsyePRv%2B/v7XX4hCAYVCgYyMDDg6OqKmpgYrVqxAfn4%2Bli5dinbt2gEAvLy88OOPP2Lbtm3w9PREUVERkpKS4OjoiAULFsDO7vqR8%2B7du%2BPDDz/E0aNH4enpifz8fKSkpCAqKgpjxowR87fm3BpDEARcu1bbpDnqk8tlMNgJOHD2JwgQIIMMAgTIZTL08%2BgOJztls%2B7vbiaXy%2BDkpER1dS0MBuH2T7BRrJN0rJV0rJU0rJN0d6pWTk5KyOWNv2bA4nMGBUEQD2Pm5eVBoVCgT58%2BAID27dubrFZJ0aVLF%2BzcuRP/%2Bc9/YDAY8MADD2DOnDl45plnxJigoCCsWbMGy5Ytw549e%2BDl5YW5c%2BeafMIHADz77LMQBAEbN27E5cuXoVarkZmZafIJHwDwj3/8A0uWLMFbb72F2tpahIaGYtWqVSZX%2B6pUKqxfvx7JycmYPn06HB0dER0djZkzZ5rMZc25EREREd2OTKh/gtptPPHEEwgNDcWcOXOQkJCAixcv4v/%2B7/8AXD%2B8m5KSYnJPPLq76PUGXLnSuI8UvBk7OznqHA2YeXQ7DIIBcsihFwywk8sx228o3B3aNOv%2B7mZ2dnK0beuM0tIqqz7ZuLWxTtKxVtKxVtKwTtLdqVq5uzs36Wpii585evRobNiwAaGhocjOzsZTTz0lbsvLyzM5n5CIiIiIrJvFh4nHjRsHV1dX5OfnIyAgAE888YS4raamBsOHD2/WBImIiIio5TTqPoPDhg0z%2BzxeAFi4cGGTEyIiIiKiO4cf/UBERERkwxq1Mnjy5Els3LgRGo0G1dXVZts///zzJidGf36CIKBMdxVuSmfIm/gxekRERNQ4Fq8MfvPNN/jb3/6GiooKaDQadO3aVbwnnp2dHUJCQloiT/oTMkBAesFhlOma9%2BplIiIiks7iZnDVqlUYMWIE3nvvPQDAyy%2B/jC1btmDXrl2oqqpCVFRUsydJf15ynqlARETUqiz%2BTfz777/jkUceET9CTa/XAwAefPBBTJ06FWlpac2bIRERERG1GIubwWvXrsHZ2RlyuRxKpdLkE0e6du0KjUbTrAkSERERUcuxuBns0KEDLl%2B%2BDADo1q0bcnNzxW0nT56Em5tb82VHRERERC3K4quJQ0JCcOLECQwZMgSjRo3CW2%2B9BY1GA6VSia%2B%2B%2BgpxcXEtkScRERERtQCLm8Hp06ejvLwcADB27FhUV1dj3759AIApU6YgPj6%2BeTMkIiIiohZjcTPo7u4Od3d38XFcXBxXA4mIiIjuUo266bRRcXExysrK4ObmBk9Pz%2BbKiYiIiIjukEY1gwcOHMA//vEPnD17Vhzz9vbGK6%2B8giFDhjRbckRERETUsixuBrOzs/Hqq6%2Bia9euePHFF9GuXTuUlJQgOzsbr7zyCgwGA4YOHdoSuRIRERFRM7O4GUxLS0NERAQyMjIgl//vzjQvvvginn/%2BeaSlpbEZJCIiIrpLWHyfwbNnz2LcuHEmjSAAyOVyjBs3zuTQMRERERFZt0bddPratWsNbquursZ9993X5KSIiIiI6M6wuBl89tlnsWbNGly5csVk/I8//kB6ejqeffbZZkuOiIiIiFqWpHMGk5OTTR5XVlZi0KBBCAsLg4eHB0pKSnDs2DG0bdsWBQUFLZIoERERETU/Sc3gpk2bGhz/4osvTB5fu3YNmzdvxty5c5ueGRERERG1OEnN4C%2B//NLSeZCNEgQBZbqrcFM6Qy6TtXY6RERENsficwaJmpMBAtILDqNMV9XaqRAREdkkNoPU6uR8GxIREbUa/hYmIiIismFsBomIiIhsGJtBIiIiIhsmqRlctGgRioqKAAAXL15EbW1tiyZFRERERHeGpGZw/fr1KCkpAQAMGjQIp06datGkiIiIiOjOkNQMurq64vLlywCu3xeOiIiIiP4cJN10unfv3njzzTfRq1cvAMCSJUvg4uLSYKxMJkN6enrzZUhERERELUZSMzhv3jykpKSgoKAAMpkMZ86cgVKpbDBWxk%2BRICIiIrprSGoGO3bsiLS0NADAgw8%2BiDVr1oirhERERER097L41jIbNmyAj49PS%2BSCqqoqREREwNfXFz/88IPJttzcXDz55JMICAhAVFQUNm/e3OAcWVlZGDhwIAICAhAbG4vjx4%2BbxVRWViIpKQmhoaEICgpCfHw8Lly4YBZXWFiISZMmITAwEOHh4UhOTkZ1dbVZnDXnRkRERHQrFjeDISEhcHZ2xpkzZ7Bt2za8%2B%2B672L59O86cOdPkZNasWQO9Xm82np%2Bfj6lTp8LPzw9r167F8OHDkZycjB07dpjEZWVlITU1FePHj0dmZiY6d%2B6MyZMn49dffzWJS0hIwKFDh5CYmIjU1FRcunQJcXFxJs2UVqvFxIkTUVVVhZUrV2LWrFnYt28f5s6de9fkRkRERHQ7kg4T30gQBCxcuBBbt26FwWAQx%2BVyOcaNG9fohkSj0WDLli2YNWsW5s2bZ7ItLS0Nfn5%2BSElJAQCEhYWhqKgIK1asQGxsLORyOXQ6HdLT0zFhwgRMmjQJwPXGNSYmBhkZGUhNTQUAfPfddzh8%2BDAyMzMRGRkJAFCr1YiKisLu3bsxduxYAMDWrVuh1WqxZ88euLu7AwAUCgVmzpyJKVOmiKuj1pwbERER0e1YvDL4wQcfYMuWLRg9ejS2b9%2BO3NxcbN%2B%2BHWPGjMGWLVvwwQcfNCqRt99%2BG2PGjEGXLl1MxnU6HY4dO4Zhw4aZjMfExKCkpAQ///wzACAvLw8VFRWIjo4WYxQKBYYOHYrc3Fzxlji5ublQqVSIiIgQ4zp06IDg4GDk5uaKY0eOHEF4eLjYbAHA4MGDoVQqxThrzo2IiIhICoubwR07duDpp5/GvHnz0KtXL3h6eqJXr15ISkrCuHHjsH37douT%2BOSTT/DLL7/gxRdfNNt29uxZ1NbWomvXribj3bp1A3B9RfHG7/XjfHx8UFVVheLiYjGuS5cuZlc9d%2BvWTZzDGFd/hU2pVMLb21uMs%2BbciIiIiKSw%2BDDxuXPnMGDAgAa3DRgwANu2bbNovmvXrmHx4sV49dVX0aZNG7Pt5eXlAACVSmUybnxs3K7VaqFUKuHo6GgS5%2BrqCgAoKyuDl5cXtFptg/dIVKlU4lzG%2Bervs36cNefWFHZ2zfuR1QqFHHUwQGxxb%2Bx1ZYAeBmgN1WhvZ/6abI1CITf5Tg1jnaRjraRjraRhnaS7W2plcTPo4uKCixcvNrjt4sWLDTZ0t5Keno57770XI0aMuGXcze5feON4QzHGQ7C3i7vVeP356sdZc26WkstlaNvWuUlzNKTkWgVkMjnkMkAuk0EQZJBBBvl/81W5OLbIfu9WKpVTa6dwV2CdpGOtpGOtpGGdpLP2WlncDP71r3/F8uXL0aNHD/j7%2B4vjp06dwsqVK9G3b1/Jc124cAHvv/8%2B0tLSUFlZCQC4evWq%2BL2qqkpcPau/4qXVagH8bxVOpVKhpqYGNTU1cHBwMIszzqNSqVBUVGSWS/3VNpVKJT73RhUVFeIhWmvOrbEMBgFa7dUmzVGfQiEH7AFBMMAgGACZHAZBgAwCILv%2BvyVtRTVKUdWs%2B70bKRRyqFRO0GqvQa833P4JNop1ko61ko61koZ1ku5O1UqlcmrS6qPFzWBCQgJGjx6NUaNGoVu3bvDw8EBJSQkKCgrQvn17JCQkSJ7r/PnzqK2txfPPP2%2B2bcKECejduzc2bdoEe3t7nD592uTCioKCAgAQmx/jd41GAz8/PzFOo9HA2dkZnp6eYtzXX39ttopWUFBg0kj5%2BPiYnX%2Bn0%2Blw9uxZxMbGAgC8vb2tNremqKtrgTesPSB%2BqrXw3y8ZxEFDnaFl9nuX0utZDylYJ%2BlYK%2BlYK2lYJ%2BmsvVYWt5H33Xcf9uzZg%2Beeew5OTk44f/48nJyc8Pzzz2P37t3w8vKSPFePHj2wYcMGk6/Zs2cDAN566y3MmzcPSqUSYWFhyMnJMXnu/v374eHhITZXwcHBcHFxQXZ2thij1%2BuRk5ODyMhIsbmKjIyEVqvF0aNHxbiioiLk5eWJt3MBgIiICBw7dgylpaXi2MGDB6HT6cQ4a86NiIiISArF/Pnz51v6JCcnJ/z1r3/FqFGj8Mwzz2DUqFEIDw%2BHk5Nlx8QdHBxw//33m3zV1NRg9%2B7dmDZtmngYulOnTsjIyEBRURGcnZ2xb98%2BrFu3DrNnzxZjFAoFFAoFMjIy4OjoiJqaGqxYsQL5%2BflYunQp2rVrBwDw8vLCjz/%2BiG3btsHT0xNFRUVISkqCo6MjFixYADu764ul3bt3x4cffoijR4/C09MT%2Bfn5SElJQVRUFMaMGSO%2BBmvOrTEEQcC1a7VNmqM%2BuVwGg52AA2d/ggABMsiuf5cBsv9eTdLn3gfQ1oHnDMrlMjg5KVFdXQuDQbj9E2wU6yQdayUdayUN6yTdnaqVk5MScnnjrxmQCcarGKzE8ePHMWHCBOzcuRMBAQHieG5uLpYtWwaNRgMvLy/ExcVh/PjxJs8VBAFZWVnYvHkzLl%2B%2BDLVajddeew1hYWEmcZWVlViyZAk%2B/fRT1NbWIjQ0FImJiejYsaNJXGFhIZKTk/Htt9/C0dER0dHRmDlzptlVwdacm6X0egOuXGnec/fs7OSoczRg5tHtMAgGyCGHXjBAJgPk/12cntq9P7q6tG/W/d6N7OzkaNvWGaWlVVZ9SKG1sU7SsVbSsVbSsE7S3alaubs7N%2BmcQatrBql1sRlsXfxHVhrWSTrWSjrWShrWSbq7pRm07hvfEBEREVGLYjNIREREZMMsbgZ1Oh14ZJmIiIjoz8GiZrCmpga9e/fGZ5991lL5EBEREdEdZFEz6ODgADc3N4tvIUNERERE1sniw8QDBgzAwYMHWyIXslGCIKC89hoMPP2AiIjojrP44%2BiGDRuGN998E7Nnz8ajjz4KDw8Pk49OA4CePXs2W4L052eAgE3/PobOzvfC3aFNa6dDRERkUyxuBidNmgQA2L17N/bs2WOyzfiZuqdOnWqe7MhmyGWNv3M6ERERNZ7FzeCiRYtaIg8iIiIiagUWN4PDhw9viTyIiIiIqBU06abTp0%2BfxrfffourV682Vz5EREREdAc1qhncs2cPIiIiMGzYMDz99NMoLCwEAMyYMQPbt29v1gSJiIiIqOVY3Azm5OTgjTfegJ%2BfHxITE00%2BjaRnz57Iyclp1gSJiIiIqOVY3AxmZmZixIgRyMjIwOjRo022de3aFQUFBc2WHBERERG1LIubQY1Gg2HDhjW4zc3NDWVlZU1OioiIiIjuDIubQScnJ1RUVDS4rbi4GK6urk1OioiIiIjuDIubwaCgIGzevNnkXEGjXbt2ISQkpFkSIyIiIqKWZ3Ez%2BOKLL%2BJf//oXRo4ciY0bN0Imk%2BHAgQOIj4/HN998g/j4%2BJbIk4iIiIhagMXNYEBAANauXYurV69i8eLFEAQB7777LgoLC5GZmQm1Wt0SedKfnCAIKNNdhaGBFWciIiJqORZ/AgkAhIWFIScnB2fPnsXly5fRtm1bdOnSpblzIxtigID0gsOY7TcU7g5tWjsdIiIim9GoZtDI29sb3t7ezZUL2Th50z4Qh4iIiBqhUc3g%2BfPnkZmZiePHj6OsrAxubm4IDQ3F5MmT0alTp%2BbOkYiIiIhaiMVLMadOncLw4cOxa9cutG/fHg8//DDat2%2BPXbt2Yfjw4Th16lRL5ElERERELcDilcGUlBS4u7tj3bp16NChgzh%2B4cIFPPvss0hJScHGjRubNUkiIiIiahkWrwx%2B//33mD59ukkjCAAdO3bEtGnT8P333zdbckRERETUsixuBl1cXODi4tLgNpVKhTZteCUoERER0d3C4mYwOjoaO3bsaHDb9u3bb/q5xURERERkfSSdM3jgwAHxzz179sSnn36KkSNHIjo6Gu3atcPly5exf/9%2BXLlyBUOGDGmxZImIiIioeUlqBl966SXIZDIIgiB%2BLyoqwo8//mgW%2B/rrryMmJqbZEyUiIiKi5iepGdywYUNL50EEvWBAme4qP4GEiIjoDpLUDIaEhLR0HkRERETUCvj5X0REREQ2rFEfR/fZZ59h7969uHjxImpqaky2yWQy7N27t1mSIyIiIqKWZXEz%2BN577%2BGdd96Bu7s7vL294eTk1BJ5EREREdEdYHEzuGXLFsTGxmLBggVQKBQtkRMRERER3SEWnzNYVlaG6OjoZmsEjx49iqeffhphYWHw9/fHoEGDsGjRIlRUVJjE5ebm4sknn0RAQACioqKwefPmBufLysrCwIEDERAQgNjYWBw/ftwsprKyEklJSQgNDUVQUBDi4%2BNx4cIFs7jCwkJMmjQJgYGBCA8PR3JyMqqrq83irDk3IiIioluxuBkMDg7G6dOnmy2B8vJyBAUFYeHChcjKykJcXBz27NmDGTNmiDH5%2BfmYOnUq/Pz8sHbtWgwfPhzJyclmn4SSlZWF1NRUjB8/HpmZmejcuTMmT56MX3/91SQuISEBhw4dQmJiIlJTU3Hp0iXExcWZNFNarRYTJ05EVVUVVq5ciVmzZmHfvn2YO3euyVzWnBsRERHR7Vh8mHjOnDmYNm0avLy80K9fPyiVyiYlEB0djejoaPFxaGgolEolEhMTUVxcDE9PT6SlpcHPzw8pKSkAgLCwMBQVFWHFihWIjY2FXC6HTqdDeno6JkyYgEmTJgG4fkucmJgYZGRkIDU1FQDw3Xff4fDhw8jMzERkZCQAQK1WIyoqCrt378bYsWMBAFu3boVWq8WePXvg7u4OAFAoFJg5cyamTJkCHx8fALDq3IiIiIhux%2BKVwc6dO%2BOvf/0rpk2bhsDAQAQHB5t8PfTQQ01Oys3NDQBQV1cHnU6HY8eOmX3mcUxMDEpKSvDzz1OtORIAACAASURBVD8DAPLy8lBRUWHSWCoUCgwdOhS5ubkQBAHA9UO6KpUKERERYlyHDh0QHByM3NxccezIkSMIDw8Xmy0AGDx4MJRKpRhnzbkRERERSWHxyuDf//53bNq0CT169EDXrl2bvDJopNfrUVdXh4KCAqSlpWHAgAHo2LEjCgoKUFtbi65du5rEd%2BvWDQCg0Wjg7%2B8PjUYDAGZxPj4%2BqKqqQnFxMby8vKDRaNClSxfIZDKz%2Bb788kvxsUajQWxsrEmMUqmEt7e3uK%2BzZ89abW5NYWfXvLefVCjkqIMB4qu68eXd8GcBAioMNZArZJDXq4GtUCjkJt%2BpYayTdKyVdKyVNKyTdHdLrSxuBnfv3o3JkycjISGhWRMZMGAAiouLAQD9%2BvXDsmXLAFw/pxAAVCqVSbzxsXG7VquFUqmEo6OjSZyrqyuA6xe%2BeHl5QavVwsXFxWz/KpVKnMs4X/191o%2Bz5twaSy6XoW1b5ybN0ZCSaxWQyeSQywC5TAZBkEEGmcmfBQjYVPhP/H979x8XVZn3j/91ZmAYREdFDW5JLVFMgkLvVaAUNluyEjXTLffrVrfLbfkr3TZL3Udyu8VtWpa/Usl0fZhhud1anySoTHPATWwfSqVZJiNKupiQwgy/ZoaZ6/sHzomZQT3A4Mwwr%2BfjwYMz11xz5j1vj/Dmus51zp1R/dArNLBvSafT8ZJNSjBPyjFXyjFXyjBPyvl6rlpdDNpsNtx1110eD2TTpk2oq6tDSUkJNmzYgJkzZ2Lr1q3y866jZS21t9THMQV7vX7Xanfdn2s/X46ttex2AaOxrl37cKVWq4BgQAg77MIOSCrYhYAE4bQt0FQoVlfXIajBt/%2BK6ihqtQo6XSiMxnrYbHZvh%2BOzmCflmCvlmCtlmCflblSudLrQdo0%2BtroYvPvuu/HNN98gOTm5zW/akttuuw1A02rl2NhYTJ48GXv37pWnXF1HvIxGI4BfR%2BF0Oh3MZjPMZjNCQkLc%2BjlG4XQ6HcrLy93e33W0TafTya9tzmQyyQs0HPv0xdjao7GxAw7YYEA4tsWVL6mFbQmwNdrRqA7sHzA2m71j/h06GeZJOeZKOeZKGeZJOV/PVavLyNmzZ%2BOjjz7Ctm3bcPbsWVRVVbl9tdfQoUOhVqtRVlaG/v37Izg42O1yNiUlJQAgFz%2BO767nzBkMBoSFhSEiIkLuV1paKo/KNd9f80IqOjrabV8WiwVlZWVyP1%2BOjYiIiEiJVheDEydOxOnTp7F8%2BXLcf//9SE5Odvtqr%2BLiYthsNtx8883QaDRISkpCfn6%2BU5/c3Fz06dMHsbGxAJpGFLt164a8vDy5j81mQ35%2BPlJTU%2BXp09TUVBiNRhQWFsr9ysvLcfToUflyLgCQkpKCoqIiXL58WW7bu3cvLBaL3M%2BXYyMiIiJSQr106dKlrXmBEAKJiYkYOXLkNb%2BUmjt3LsrKymAymXDhwgV8/vnnWLZsGfr164dFixZBrVajX79%2ByM7ORnl5OcLCwrBnzx5s3boVixcvRlxcXNMHUauhVquRnZ0NrVYLs9mMNWvWoLi4GK%2B88gp69%2B4NAIiMjMTx48exc%2BdOREREoLy8HJmZmdBqtXjxxRcRFNQ0cz548GDs2rULhYWFiIiIQHFxMZYtW4a0tDRMnTpVjt%2BXY2sLIQTq663t2ocrlUqCPUjgs7LvICDkxSKSBKdtoOmcwdF9BiM0yDOr1P2NSiUhNFSDhgYr7HZx/RcEKOZJOeZKOeZKGeZJuRuVq9BQDVSqtq8ZkITrnOQNtmnTJuTl5aGsrAxCCERFRSEtLQ0ZGRno2vXXFaV6vR6vv/46DAYDIiMjMX36dEybNs1pX0IIbNmyBTk5OaisrERMTAyee%2B45JCUlOfWrqanBihUr8Omnn8JqtSIxMRFLlixBVFSUU7/S0lJkZWXhyJEj0Gq1SE9Px4IFC9xWBftybK1ls9lx6VJtu/bhKihIhUatHQsK/wG7sEMFFWzCDkmC07YQQJBKhcWxDyI8JDBXEwcFqdCzZxguX6716fNLvI15Uo65Uo65UoZ5Uu5G5So8PKxdC0i8XgySb2Ex6F38IasM86Qcc6Ucc6UM86ScvxSDrV5N/MYbb1zzeUmSMGfOnDYHREREREQ3DotB8ilCCFRZ6tBDExawdyEhIiK6kVpdDP7www9ubVVVVfj888%2Bxbds2bNq0ySOBUWCyQ2BjyYGAniomIiK6kTxym4cePXpgypQpGD9%2BPLKysjyxSwpgKs8clkRERKSAR3/rxsfH49ChQ57cJRERERF1II8WgydPnkSXLl08uUsiIiIi6kCtPmfwww8/dGuzWCw4efIkdu3ahQkTJngkMCIiIiLqeK0uBhctWtRie0hICCZMmIDnn3%2B%2B3UERERER0Y3R6mJw3759bm0hISHyLdWIiIiIyH%2B0uhh0vS0aEREREfkvXsODfI7jwtN23imRiIiowykaGRw/frziHUqShI8%2B%2BqjNARHxwtNEREQ3jqJisEePHtftU1dXh%2B%2B%2B%2Bw4SbyFGHsALTxMREd0YiorB7du3X/W5xsZG7Ny5Exs2bIAkSUhPT/dYcERERETUsVq9gKS5/Px8rF69GmVlZbjrrruwYMECDB061FOxEREREVEHa1MxePjwYaxcuRLHjh1DbGws/v73vyM5OdnTsRERERFRB2tVMXjy5EmsXLkSBw8exM0334zXXnsN48aN66jYiIiIiKiDKSoGy8vLsXr1auTm5qJ79%2B7461//iqlTpyI4OLij4yMiIiKiDqSoGBw7diysVitGjx6N//7v/0ZYWBh%2B/PHHq/a//fbbPRYgEREREXUcRcWgxWIBABQUFKCwsPCq/YQQkCQJ33//vWeiIyIiIqIOpagYfPnllzs6DiInNmFHlaWOF50mIiLqYIqKwUmTJnV0HERERETkBbzNAxEREVEAYzFIREREFMBYDJJPEkKg2loPuxDeDoWIiKhTYzFIPskOgXfOFKHKUuvtUIiIiDo1FoPks1SS5O0QiIiIOj0Wg0REREQBjMUgERERUQBjMUhEREQUwFgMEhEREQUwFoNEREREAYzFIPksIQSqLHW81iAREVEHYjFIPssOgY0lB3itQSIiog7k9WIwPz8fs2fPRmpqKhISEjB%2B/Hjs2LEDdrvdqZ9er8dDDz2E%2BPh4pKWlIScnp8X9bdmyBWPGjEF8fDwmT56Mw4cPu/WpqalBZmYmEhMTMWzYMMycORPnz59361daWoqMjAwkJCQgOTkZWVlZaGhocOvny7H5O5X3D1EiIqJOzeu/abdu3QqNRoPnn38e2dnZ%2BN3vfof//d//xauvvir3KS4uxuzZsxEbG4u33noLkyZNQlZWFt5//32nfW3ZsgWrVq3CtGnTsGnTJgwYMAAzZszAyZMnnfo9%2B%2Byz2L9/P5YsWYJVq1bh4sWLmD59ulMxZTQa8cQTT6C2thZr167FwoULsWfPHrzwwgtO%2B/Ll2HyFXQhcaqgBwOleIiIiXxPk7QCys7MRHh4uP05KSkJdXR1ycnLwzDPPQKPRYP369YiNjcWyZcvkPuXl5VizZg0mT54MlUoFi8WCjRs34vHHH0dGRgYAYOTIkRg/fjyys7OxatUqAMA333yDAwcOYNOmTUhNTQUAxMTEIC0tDR988AH%2B8Ic/AADee%2B89GI1GfPjhh3J8arUaCxYswKxZsxAdHQ0APh2br7hsqcUrxz%2BBTQjwniJERES%2Bxesjg80LQYehQ4fCbDajqqoKFosFRUVFGDdunFOf8ePHo6KiAidOnAAAHD16FCaTCenp6XIftVqNBx98EHq9HuLKIgS9Xg%2BdToeUlBS5X9%2B%2BfTF8%2BHDo9Xq5raCgAMnJyU7xjR07FhqNRu7ny7H5Gklq26HGRSREREQdy%2Bsjgy05cuQIevTogV69eqG0tBRWqxUDBw506jNo0CAAgMFgQFxcHAwGAwC49YuOjkZtbS1%2B/vlnREZGwmAw4NZbb4Xkct/bQYMG4eDBg/Jjg8GAyZMnO/XRaDTo37%2B//F5lZWU%2BG1t7BAV59m8EtWjan/ypmn%2B8lrabtdmlpkUkL9yRjl4hXT0aly9Sq1VO36llzJNyzJVyzJUyzJNy/pIrnysGjx07ht27d2POnDlQq9Worq4GAOh0Oqd%2BjseO541GIzQaDbRarVO/7t27AwCqqqoQGRkJo9GIbt26ub2vTqeT9%2BXYn%2Bt7uvbz5djaSqWS0LNnWLv24aqxvmkxkKSSIEGCSpIghPu2gGjxebVKhe7du6BnqGfj8mU6Xai3Q/ALzJNyzJVyzJUyzJNyvp4rnyoGKyoqMG/ePMTHx2PGjBlOz7mOlrXU3lIfxxTs9fpdq911f679fDm21rLbBYzGunbtw1WNtWnxi7ALCAhAUsEuBCSXbQG4tUFSQRIC1dV1CGrw7b%2BsPEGtVkGnC4XRWA%2BbzX79FwQo5kk55ko55koZ5km5G5UrnS60XaOPPlMMmkwmzJgxA1qtFhs3bkRwcDCAX0fPXEe8jEYjgF9H4XQ6HcxmM8xmM0JCQtz6Ofaj0%2BlQXl7u9v6uo206nU5%2BrWucjgUavhxbezQ2evaAtV25TFBTsXdlw/HAdbulNgC2Rjsa1YHzQ8dms3v836EzYp6UY66UY66UYZ6U8/Vc%2BcRQi9lsxqxZs1BZWYnNmzejZ8%2Be8nP9%2B/dHcHAwTp8%2B7fSakpISAJCLH8d313PmDAYDwsLCEBERIfcrLS2VR%2BWa7695IRUdHe22L4vFgrKyMrmfL8dGREREpITXi8HGxkbMnz8fP/zwAzZv3oyoqCin5zUaDZKSkpCfn%2B/Unpubiz59%2BiA2NhYAMHz4cHTr1g15eXlyH5vNhvz8fKSmpsrTp6mpqTAajSgsLJT7lZeX4%2BjRo/LlXAAgJSUFRUVFuHz5sty2d%2B9eWCwWuZ8vx9aZ2IQdVRbPTl0TERFRE/XSpUuXejOApUuXIjc3F/Pnz8dNN92ECxcuyF9du3aFRqNBv379kJ2djfLycoSFhWHPnj3YunUrFi9ejLi4uKYPolZDrVYjOzsbWq0WZrMZa9asQXFxMV555RX07t0bABAZGYnjx49j586diIiIQHl5OTIzM6HVavHiiy8iKKhp5nzw4MHYtWsXCgsLERERgeLiYixbtgxpaWmYOnWqHL8vx9YWQgjU11vbtQ9XZmHFwYoSNNptkIBfF4tIztsA3NqkK0uLR/S6BT1DOv8CEpVKQmioBg0NVtjtvJzO1TBPyjFXyjFXyjBPyt2oXIWGaqBStX3NgCRc5yRvsDFjxrR4uzUAePvtt5GYmAig6Rp8r7/%2BOgwGAyIjIzF9%2BnRMmzbNqb8QAlu2bEFOTg4qKysRExOD5557DklJSU79ampqsGLFCnz66aewWq1ITEzEkiVL3EYlS0tLkZWVhSNHjkCr1SI9PR0LFixwWxXsy7G1ls1mx6VLnr0XcLWtDsu/%2BwQNjRZIaLrFnE3YIUnO20LArc1xO7rZg3%2BLgd1u8mhcvigoSIWePcNw%2BXKtT59f4m3Mk3LMlXLMlTLMk3I3Klfh4WHtWkDi9WKQfAuLQe/iD1llmCflmCvlmCtlmCfl/KUY9Po5g0TXI4RAtbWedyEhIiLqACwGyefZIfDOmSJUWTw7YklEREQsBslPqNp5MW0iIiJqGYtBIiIiogDGYpCIiIgogLEYJL8ghECVpY6LSIiIiDyMxSD5BTsENpYc4CISIiIiD2MxSH5DxcOViIjI4/jblfwGp4qJiIg8j8Ug%2BQ1OFRMREXkei0HyK5wqJiIi8iz%2BZiUiIiIKYCwGya/YhB1Vljpvh0FERNRpsBgkIiIiCmAsBomIiIgCGItBIiIiogDGYpD8ihAC1dZ6XmuQiIjIQ1gMkl%2BxQ%2BCdM0W81iAREZGHsBgkvyMBvBMJERGRh7AYJL/DO5EQERF5DotB8ku8EwkREZFn8Dcq%2BSUhBKeKiYiIPIDFIPklThUTERF5BotB8lucKiYiImo//jYlv8WpYiIiovZjMUh%2Bi1PFRERE7cdikPyWTdi9HQIREZHfYzFIREREFMBYDJJf43mDRERE7cNikPyaHQIbTn2BMzUVLAiJiIjagMUgdQISF5IQERG1EYtB6hR4zUEiIqK24W9QIiIiogDGYpA6BZuwo8pS5%2B0wiIiI/A6LQeoUhBCottZzEQkREVEreb0YPHv2LDIzMzFx4kTExsYiPT29xX56vR4PPfQQ4uPjkZaWhpycnBb7bdmyBWPGjEF8fDwmT56Mw4cPu/WpqalBZmYmEhMTMWzYMMycORPnz59361daWoqMjAwkJCQgOTkZWVlZaGho8KvYAoUdAttLD3FVMRERUSt5vRg8deoU9Ho9BgwYgOjo6Bb7FBcXY/bs2YiNjcVbb72FSZMmISsrC%2B%2B//75Tvy1btmDVqlWYNm0aNm3ahAEDBmDGjBk4efKkU79nn30W%2B/fvx5IlS7Bq1SpcvHgR06dPdyqmjEYjnnjiCdTW1mLt2rVYuHAh9uzZgxdeeMFvYgs4EriqmIiIqJWCvB3AmDFj8Lvf/Q4AsGjRIhw/ftytz/r16xEbG4tly5YBAJKSklBeXo41a9Zg8uTJUKlUsFgs2LhxIx5//HFkZGQAAEaOHInx48cjOzsbq1atAgB88803OHDgADZt2oTU1FQAQExMDNLS0vDBBx/gD3/4AwDgvffeg9FoxIcffojw8HAAgFqtxoIFCzBr1iy5cPXl2AKRJCRUWerQQxMGlSR5OxwiIiKf5/WRQZXq2iFYLBYUFRVh3LhxTu3jx49HRUUFTpw4AQA4evQoTCaT0zSzWq3Ggw8%2BCL1eD3Fl6lCv10On0yElJUXu17dvXwwfPhx6vV5uKygoQHJyslxsAcDYsWOh0Wjkfr4cW6CyQ3B0kIiIqBW8PjJ4PWVlZbBarRg4cKBT%2B6BBgwAABoMBcXFxMBgMAODWLzo6GrW1tfj5558RGRkJg8GAW2%2B9FZLLqNGgQYNw8OBB%2BbHBYMDkyZOd%2Bmg0GvTv319%2BL1%2BOrT2Cgjz7N4JaNO1P/lTNP15L29d7/jrbEiQY7Q3ore7md6ODarXK6Tu1jHlSjrlSjrlShnlSzl9y5fPFYHV1NQBAp9M5tTseO543Go3QaDTQarVO/bp37w4AqKqqQmRkJIxGI7p16%2Bb2PjqdTt6XY3%2Bu7%2Bnaz5djayuVSkLPnmHt2oerxno7AEBSSZAgQSVJEMJ9W0Bc83ml2zZhx/qT%2B/HqqEfQK7SrRz/LjaLThXo7BL/APCnHXCnHXCnDPCnn67ny%2BWLQwXW0rKX2lvo4pmCv1%2B9a7a77c%2B3ny7G1lt0uYDR69np9NdamxS/CLiAgAEkFuxCQXLYF4NbW1m2VJKG6ug5BDb7915grtVoFnS4URmM9bDa7t8PxWcyTcsyVcsyVMsyTcjcqVzpdaLtGH32%2BGHSMnrmOeBmNRgC/jsLpdDqYzWaYzWaEhIS49XPsR6fToby83O19XEfbdDqd/NrmTCaTvEDDl2Nrj8ZGzx6wNnvT/pqKvSsbjgeu2y21tWFbQKCy1gSr1Y7wEP9bTGKz2T3%2B79AZMU/KMVfKMVfKME/K%2BXqufH7YpH///ggODsbp06ed2ktKSgBALn4c313PmTMYDAgLC0NERITcr7S0VB6Va76/5oVUdHS0274sFgvKysrkfr4cW6CzQ2B9yRdYfuJjXnuQiIjoGny%2BGNRoNEhKSkJ%2Bfr5Te25uLvr06YPY2FgAwPDhw9GtWzfk5eXJfWw2G/Lz85GamipPn6ampsJoNKKwsFDuV15ejqNHj8qXcwGAlJQUFBUV4fLly3Lb3r17YbFY5H6%2BHBsBKqgASFxdTEREdA3qpUuXLvVmAPX19di3bx9KSkrwz3/%2BE5WVlYiMjERJSQnCw8MRGhqKfv36ITs7G%2BXl5QgLC8OePXuwdetWLF68GHFxcU0fRK2GWq1GdnY2tFotzGYz1qxZg%2BLiYrzyyivo3bs3ACAyMhLHjx/Hzp07ERERgfLycmRmZkKr1eLFF19EUFDTzPngwYOxa9cuFBYWIiIiAsXFxVi2bBnS0tIwdepUOX5fjq0thBCor7e2ax%2BuzMKKgxUlaLTbIAG/LhaRnLcBuLW1d9sm7JAAxHWPgl0AWnVwu8%2Br7EgqlYTQUA0aGqyw2zmaeTXMk3LMlXLMlTLMk3I3KlehoRqoVG3/3SYJ1znJG%2BzcuXO49957W3zu7bffRmJiIoCma/C9/vrrMBgMiIyMxPTp0zFt2jSn/kIIbNmyBTk5OaisrERMTAyee%2B45JCUlOfWrqanBihUr8Omnn8JqtSIxMRFLlixBVFSUU7/S0lJkZWXhyJEj0Gq1SE9Px4IFC9xWBftybK1ls9lx6ZJnR9GqbXVY/t0naGi0QELTiJ1N2CFJzttCwK3NU9sAoJZUWBz7IMJDfHeFcVCQCj17huHy5VqfPr/E25gn5Zgr5ZgrZZgn5W5UrsLDw9q1gMTrxSD5ls5aDKqgggoSnhqUgu6aMJ9dVMIfssowT8oxV8oxV8owT8r5SzHo8%2BcMEnmKY1HJiu/zeA4hERHRFSwGKWDYxJWLXwsJl821qGyo4SpjIiIKeD5/nUEiT3OMEKogYfbge3BL1z4%2BOWVMRER0I3BkkAKSEE1F4YZTX/A6hEREFNBYDFKAk7Dux334%2BtJZThsTEVFAYjFIBAnbzxziwhIiIgpILAaJAEiSBElIOFNTiRLjRY4QEhFRwGAxSHSFHQJvn/kSG07t53mEREQUMFgMEjUjQQVIwIZTX6DUdFE%2Bj9AuBC6ZeU4hERF1PiwGiVokYd2pfVj2XS5KTRdx2lSBFSc%2B4TmFRETU6fA6g0RX4RglXF/yBezCjiBJjcvmWtgF0EPTBUZrHXpofPO2dkREREpxZJDoOpruaqySL1a9/MTHOFb1E0cKiYioU2AxSNQKKqhgEwJvl34JIQSqLHU8j5CIiPwai0GiNpAk6ap3MOFiEyIi8icsBonawSYE3vhxP0pNF3Gx3oTKhhpcMtdixfecQiYiIv/ABSRE7dVskYkKKjx2a7I8hRwe0tXb0REREV0Ti0EiD1BBBQEAErD9zCFIQkKVpQ4X601Nz0sSVyATEZFPYjFI5GEqqGCDvakolCR5xPChm4fh/53/GnMG34NbuvZhQUhERD6B5wwSdRBJkuTL0kACdp87AtHCohMuOCEiIm9iMUh0g0jyfzcJG0sO4JK55soXF5wQEZH3cJqYyAvsdoET1f9G7vlvkR51B4RoGiGsaDChobYRpoZ6dFd34VQyERF1OBaDRF5gh8AH545CLamx%2B9wRBElq/FR3CdvPHAIkQCUkzB58D/qH9XZadGIXAlWWWi5CISIij%2BE0MZGXSFeKOcet7rafOQQBQCWpAEnCuh/34cuKU1j%2BXT6%2BvnQWp6p/xmlTBW%2BDR0REHsWRQSIf4ViF/CtJHj18%2B8yXkCDJi1Ium2uvLDiREB7CUUIiImo7FoNEPqz56KEkXbmeoRA4X1%2BFjSV62IQNj92SjJu79IJKYmFIREStx2KQyM80P98QkOTrGarw63mGZ2sqYBdAz5AwFohERHRNLAaJ/JDUrLhzTB3bhB1v/Lgfj92ajLdLDwEQCFKpMWvQb6ELDr1yFxQWhkRE5IzFIFFncuV2eEBTkei4LV6VpR7vnf0KUweMQLegUHTXdAEATi0TERGLQaLOpvlCFDuEvPjEdSFKU18Jswb9Ft2C3YtDXsaGiCgwsBgk6uQci0%2Babzumle2SwPqSL2AX9isFo0ouDo3WerxlKMBzQ8dyipmIqBNjMUgU4FRQQQBXCkYJ607tk0cPg9B0Mex3z3yFpwaloLsmDD00XZwuhN0cRxOJiPwPi0EictJ89NAqbHi79EuoJTXWndoHFVR47NZkuTi0i6bXOM5BNFrrsalEj5mDU3FL1z4sCImI/ACLQSK6pubXOnQsUBECeOPUfggIeRTx16lmNdb9uA%2BP3ZKM/mG9ER4SBgCostRCF3z1UUUiIvIO3o6OiFpFdeXHhiRJV0YRmy5t49hu0nT9w%2BUnPsbXl87i60tlWHHiE5TVVmL5iXycqalAo92OygYTKhtqrtxNpYldCFwy16DRbscls/NzRETkeRwZ9GOlpaXIysrCkSNHEBoainHjxmHBggXQarXeDo3oSmEoySuYg6UgnKu7DJsQ2HDqC0yISsAH54uhdlnR7Jhq/sMtI/Huma8wc3Aq%2Bof1htFaJ48shqu6oqLeBJXg6CIRUXuxGPRTRqMRTzzxBPr27Yu1a9fi0qVLePnll1FVVYWVK1d6OzwimeMcRDsEdp87ApXUNIro2HZdtGIXdqgkFbafOQQVVNhw6gtMuyUJ75QWYeLNCcg9/y2mRSfhva%2B/wlODU9Ff2wsAcMlcA9d7NXNBCxHR9bEY9FPvvfcejEYjPvzwQ4SHhwMA1Go1FixYgFmzZiE6OtrLERK5k5qdmeK6Ld97%2BUqb4/I3kuM8RUC%2BDd/WkkIEqYPwxvf78P8NSAQgYcfZwwCEPMpYbamDqbEB7511XgldZamFXeDK5XK6OI04smgkokDEYtBPFRQUIDk5WS4EAWDs2LH461//Cr1ez2KQOhXHhbTlxSzSlUJSkpwuqm0TAm%2Bc2u%2B%2BoKXZSuicM4dhhx0qSJh2SxLePfOVPCXd0gppOYYrxaOjmHSLsdnzjhFKAPLIZPPt6xWcHNEkohuJxaCfMhgMmDx5slObRqNB//79YTAY2rxflUpCeHhYe8Nz0gNd8HLywxDgQgDyvoR%2B/Vt87NrekrCgEKgbr16cNX9epwkFAEgWCV2DQ5q2rRJ0Gi3UuHaBZ4OAZGnq63C911yVJMFmt6N791DY7Pa27SNQXMlVV50W4MKlq2OelHPJlUrqmHW7KlX7/mhkMeinjEYjdDqdW7tOp0N1dXWb9ytJEtRqz45EqAH06dLNo/sk8pYwTUirntcGBcvbXYI1it4j2OV1nqJSs1hxuQAAEWJJREFU8QISSqi9HYCfYJ6U8/Vc8SdDJyOEaHZ5DyIiIqJrYzHop3Q6HYxGo1u7yWRqccSQiIiIqCUsBv1UdHS027mBFosFZWVlXDxCREREirEY9FMpKSkoKirC5cuX5ba9e/fCYrEgNTXVi5ERERGRP5GE4FIgf2Q0GpGeno6oqCjMnj0bv/zyC5YvX45Ro0bxotNERESkGItBP9b8dnRarRbp6em8HR0RERG1CotBIiIiogDGcwaJiIiIAhiLQSIiIqIAxmKQiIiIKICxGCQiIiIKYCwGiYiIiAIYi0EiIiKiAMZikDpMaWkpMjIykJCQgOTkZGRlZaGhocHbYbXb7t27MWTIELcv14t96/V6PPTQQ4iPj0daWhpycnJa3N%2BWLVswZswYxMfHY/LkyTh8%2BLBbn5qaGmRmZiIxMRHDhg3DzJkzcf78ebd%2B3s752bNnkZmZiYkTJyI2Nhbp6ekt9vPl3CiNrb2U5GrRokUtHmsFBQVufTtrrvLz8zF79mykpqYiISEB48ePx44dO2C329sUSyDnicdTk8LCQvzxj39EUlIS4uLicO%2B99%2BLll1%2BGyWRqUzydIleCqANUV1eL0aNHi0cffVTo9XrxwQcfiJEjR4pnn33W26G1265du0RMTIwoKCgQxcXF8te///1vuc/Ro0dFbGysWLx4sTh06JBYv369uO2228Q//vEPp31t3rxZ3H777WLz5s3iyy%2B/FM8884yIj48XP/zwg1O/J598Utx9991iz5494osvvhCTJk0SaWlpor6%2BXu7jCznfu3evSElJEU8//bRIT08X48aNc%2Bvjy7lRGpsnKMnVwoULxb333ut0nBUXFwuj0ejUrzPn6ve//72YP3%2B%2ByM3NFYcOHRKrV68WsbGxYvny5a2OJdDzxOOpyZ49e8TKlSvFZ599JoqKisT27dvFyJEjxfTp01sdT2fJFYtB6hBvvvmmuPPOO8Uvv/wit3300UciJiZGlJSUeDGy9nMUg80/m6uMjAwxZcoUp7YXXnhB3H333cJmswkhhDCbzeI///M/xYoVK%2BQ%2BjY2N4oEHHhB//vOf5bavv/5axMTEiAMHDsht58%2BfF7GxsWLHjh1ymy/k3PHZhGj6xdNSgePLuVESm6coydXV2pvr7Llq6f/ZsmXLRHx8vDCbzYpjYZ54PF3Lzp07RUxMjLhw4YLieDpTrjhNTB2ioKAAycnJCA8Pl9vGjh0LjUYDvV7vxcg6nsViQVFREcaNG%2BfUPn78eFRUVODEiRMAgKNHj8JkMjlND6rVajz44IPQ6/UQV24OpNfrodPpkJKSIvfr27cvhg8f7pRLX8i5SnXtHym%2BnBulsXnK9XKlVGfPVfM4HIYOHQqz2YyqqioeU1dcL09KdfY8XU2PHj0AAI2NjQF5TLEYpA5hMBgQHR3t1KbRaNC/f38YDAYvReVZ6enpGDp0KO699168%2BeabsNlsAICysjJYrVYMHDjQqf%2BgQYMAQP78ju%2Bu/aKjo1FbW4uff/5Z7nfrrbdCkiS3/TXPpT/k3JdzozS2G62srAy/%2Bc1vEBcXh4cffhiff/650/OBmKsjR46gR48e6NWrF4%2Bpa2ieJwceT7%2By2Wwwm8347rvvsH79etxzzz2IiooKyGMqqE2vIroOo9EInU7n1q7T6VBdXe2FiDynT58%2BePrpp3HnnXdCkiTs378fq1evxs8//4zMzEz587l%2Bfsdjx/NGoxEajQZardapX/fu3QEAVVVViIyMhNFoRLdu3dzicM2lP%2BTcl3OjNLYbaejQoYiPj8egQYNgMpnw7rvvYs6cOVizZg3uv/9%2BAIGXq2PHjmH37t2YM2cO1Go1j6mrcM0TwOPJ1T333CMXbKNHj8brr7/eqng6U65YDNINJYRw%2B%2BvI34wePRqjR4%2BWH48aNQohISHYtm0bZs6cKbdf7XM2b2%2Bpj2Nq4Xr9rtXuuj9fy7kv56Y9%2B/O0J554wunxmDFjMHXqVKxdu1b%2B5Q0ETq4qKiowb948xMfHY8aMGa2OJdDzxOPJ2aZNm1BXV4eSkhJs2LABM2fOxNatW1sVT2fJFaeJqUPodDoYjUa3dpPJ1OJfPv7ugQcegM1mw/fffy//Vej6F5ojH47Pr9PpYDabYTabW%2Bzn2M/Vcun6V6Q/5NyXc6M0Nm9SqVS47777YDAY5MtNBEquTCYTZsyYAa1Wi40bNyI4OLhVsQR6nloSyMcTANx2220YPnw4HnnkEbzxxhs4fPgw9u7dG5DHFItB6hDR0dFu5y5YLBaUlZW5nRPR2fTv3x/BwcE4ffq0U3tJSQkAyJ/f8d01TwaDAWFhYYiIiJD7lZaWyn9tNt9f81z6Q859OTdKY/M2188aCLkym82YNWsWKisrsXnzZvTs2VN%2BjsfUr66Vp6sJxOOpJUOHDoVarUZZWVlAHlMsBqlDpKSkoKioCJcvX5bb9u7dC4vFgtTUVC9G1jHy8vKgVqsRGxsLjUaDpKQk5OfnO/XJzc1Fnz59EBsbCwAYPnw4unXrhry8PLmPzWZDfn4%2BUlNT5eH%2B1NRUGI1GFBYWyv3Ky8tx9OhRp1z6Q859OTdKY/Mmu92OTz/9FIMHD5bPU%2BrsuWpsbMT8%2BfPxww8/YPPmzYiKinJ6nsdUk%2BvlqSWBeDxdTXFxMWw2G26%2B%2BeaAPKbUS5cuXdqmVxJdw%2BDBg7Fr1y4UFhYiIiICxcXFWLZsGdLS0jB16lRvh9cuGRkZuHjxImpqanD27Fn8/e9/R05ODh577DH5vJt%2B/fohOzsb5eXlCAsLw549e7B161YsXrwYcXFxAJouQaBWq5GdnQ2tVguz2Yw1a9aguLgYr7zyCnr37g0AiIyMxPHjx7Fz505ERESgvLwcmZmZ0Gq1ePHFFxEU1HTqry/kvL6%2BHvv27UNJSQn%2B%2Bc9/orKyEpGRkSgpKUF4eDhCQ0N9OjdKYrtRubp06RLmzJkDq9UKk8mE7777DllZWSguLsbf/vY3eQSgs%2Bdq6dKlyM3Nxfz583HTTTfhwoUL8lfXrl2h0Wh4TCnIU0VFBY%2BnK%2BbOnYuysjKYTCZcuHABn3/%2BOZYtW4Z%2B/fph0aJFUKvVgXdMtenqhEQKnD59WvzpT38Sd955p0hMTBQvvfSS09XW/dVLL70k7rvvPnHHHXeIuLg4kZ6eLrZt2ybsdrtTvwMHDogJEyaI22%2B/Xdx7773inXfecduX3W4Xb731lvjtb38r4uLixMMPPywOHTrk1s9kMokXXnhBjBgxQiQkJIinnnpKnDt3zq2ft3P%2B008/iZiYmBa/ioqK5H6%2BnBslsXnC9XJ1%2BfJlMXPmTDF69Ghx%2B%2B23i4SEBPHHP/5RFBQUuO2rM%2Bfqnnvu4TGlwPXyxOPpV2%2B%2B%2BaaYOHGiGDZsmEhISBDjxo0Tq1evFiaTqdXxdJZcSUK4TGITERERUcDgOYNEREREAYzFIBEREVEAYzFIREREFMBYDBIREREFMBaDRERERAGMxSARERFRAGMxSERERBTAWAwSERERBTAWg0RE17F7924MGTJE/oqNjcWoUaPwzDPP4MyZM16P69y5c9fst27dOgwZMuQGRXV9er0e69ata/G5IUOG4MUXX7zBEREFtiBvB0BE5C9efvllDBw4EGazGUePHkV2djYOHz6M/Px8dO/e3dvh%2BQ29Xo%2BcnBw8/fTT3g6FiMBikIhIscGDByM%2BPh4AkJiYCJvNhnXr1uHzzz/H5MmTvRwdEVHbcJqYiKiNHIXhL7/84vZcXl4eHn30USQkJGDYsGHIyMjAiRMnnPocO3YMzzzzDMaMGYM77rgDY8aMwV/%2B8hecP3/ebX9ff/01pk6divj4eIwaNQqvvfYaGhsb2xW/khgXLVqEYcOG4ezZs5gxYwaGDRuG1NRULF%2B%2BHBaLxanvhQsXMG/ePAwbNgy/%2Bc1v8Oyzz%2BLbb7/FkCFDsHv3bnl/OTk5AOA09e461f3hhx/igQcewJ133okJEybgiy%2B%2BaNdnJaKr48ggEVEbOQqYW265xak9Ozsbq1evxsMPP4xZs2bBarViy5YtmDZtGt5//30MGjQIAHD%2B/HnceuutGDduHLp3746Kigq8%2B%2B67mDJlCj7%2B%2BGOEh4cDAEpKSvBf//VfiIqKwvLly6HVarFjxw7k5ua2OXalMQKA1WrFrFmzMGXKFPzpT3/Cv/71L2zYsAFdu3bF3LlzAQB1dXV4/PHHUV1djQULFmDAgAEoLCzEM8884/S%2Bs2fPRl1dHT799FPs3LlTbr/pppvk7QMHDuDYsWOYN28eunTpgs2bN2Pu3Ln45JNP0K9fvzZ/ZiK6CkFERNe0a9cuERMTI77%2B%2BmthtVpFTU2NKCgoEHfffbeYNm2asFqtct9///vfIjY2Vrz00ktO%2B6ipqRF33323mD9//lXfp7GxUdTW1oqEhASxbds2uf3Pf/6zuOOOO0RFRYVT3/vvv1/ExMSIn3766Zrxr127VsTExLQpxoULF4qYmBiRl5fn1HfGjBli7Nix8uN33nlHxMTECL1e79RvyZIlIiYmRuzatUtu%2B9vf/uYUT3MxMTHirrvuEiaTSW6rqKgQt912m3jzzTev%2BTmJqG04MkhEpNAjjzzi9Dg6OhobNmxAUNCvP0oPHjyIxsZGTJw40WkaNyQkBCNGjMDhw4flttraWmzYsAGfffYZzp8/D5vNJj9nMBjk7cOHDyM5ORm9e/eW29RqNR588EG88cYbrf4crYkRACRJwpgxY5zahgwZgqKiIvnxv/71L4SFhSElJcWpX3p6utMIoBKJiYno2rWr/Lh3797o1atXi9PnRNR%2BLAaJiBRasWIFoqOjUVtbi7y8POzcuRN/%2BctfsHnzZrlPZWUlAGDKlCkt7kOl%2BvVU7WeffRZFRUWYPXs24uPjERYWBkmS8OSTT8JsNsv9qqqqnApBh5balGhNjAAQGhqKkJAQpzaNRqMoxl69erU6vh49eri1ub4fEXkOi0EiIoWio6PlRSNJSUmw2%2B14//338cknn%2BD%2B%2B%2B8HAPTs2RMAsHbtWvTt2/eq%2BzKZTDhw4ADmzp2LJ598Um63WCyorq526tujRw%2B5gGuupTYllMbYGj169MC3337r1t7WGInoxmExSETURs899xw%2B%2B%2BwzrF27Fvfddx9UKhVGjRqFoKAglJWVYezYsVd9rSRJEEJAo9E4tb///vtO08VA07Tp/v37UVlZKY%2B%2B2Ww25OXltSlupTG2xogRI5Cfnw%2B9Xo/U1FS5/eOPP3br6/jMDQ0N0Gq1Hnl/Imo7FoNERG3UvXt3PPnkk3j11VexZ88eTJw4ETfffDPmzZuH1atX46effkJKSgp0Oh0qKytx7NgxhIaGYt68eejatStGjBiBLVu2oGfPnoiKisJXX32F//u//4NOp3N6n1mzZmH//v144oknMGfOHGi1WuTk5KC%2Bvr5NcSuNsTUmTZqEbdu24fnnn8f8%2BfMxYMAAFBQU4ODBgwCcp55jYmIAAG%2B99RZSUlKgUqkwZMgQt8KYiG4MXmeQiKgdHnvsMfTt2xcbNmyQR/SeeuoprFmzBmfOnMHChQuRkZGBlStX4vz58xgxYoT82tdeew2JiYl49dVXMXfuXBw/fhxbt25Ft27dnN4jJiYGW7duRdeuXbFw4UJkZmZiyJAhmD17dpvjVhqjUl26dMG2bdswcuRIvPrqq3j66adRXl6O//mf/wEAp8%2BUnp6O3//%2B99ixYwceffRRTJkyBRcvXmzzZyGi9pGEEMLbQRARUefkuJ7hgQMHEBkZ6e1wiKgFnCYmIiKPeOeddwAAAwcOhNVqRVFREbZv344JEyawECTyYSwGiYjII7RaLbZt24Zz587BarXiP/7jPzBjxgzMmjXL26ER0TVwmpiIiIgogHEBCREREVEAYzFIREREFMBYDBIREREFMBaDRERERAGMxSARERFRAGMxSERERBTAWAwSERERBTAWg0REREQB7P8HuiUs7LuIscIAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Weighted_Histogram_of_read_lengths_after_log_transformation">Weighted Histogram of read lengths after log transformation</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAp8AAAHKCAYAAABFQyDRAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3XlcVOX%2BB/DPzOAgogPiAi5hig6KoIDJkoq7mYq5Ji4/lczCvdRyt1I0tRI3hDAzRb0qpZaF16US7ZpL4u2mN01GExdCVDbZBmbO7w%2Bbcx1mQAaGYcDPu8vLy3Oe85zvPHPO4TvPec4ZiSAIAoiIiIiILEBa1QEQERER0bODyScRERERWQyTTyIiIiKyGCafRERERGQxTD6JiIiIyGKYfBIRERGRxTD5JCIiIiKLYfJJRERERBbD5JOIiIiILIbJ5zPon//8J9zd3REfH2%2BwbPDgwXB3d8epU6cMlvXp0wdDhw41eXtz585F3759yxVrREQE3N3dkZWV9dS6mzdvxvfff1%2Bu7ZTm5s2bcHd3x9dff11qvdOnT8Pd3R3Hjx83unzp0qXw8PDQKxs9ejQmTpxoUjx//PEHNm7ciLt375q03rPsX//6F4YNGwZvb2%2B4u7vjxx9/rOqQShUUFIRFixaVWqeoqAju7u7YvHmzhaIqXU5ODjZu3Ijz588bLDPlOK5sgiDgk08%2BQffu3eHh4QF/f38AwM6dO3Hw4EGLxlKe498c/vrrL2zcuBFXrlyx%2BLbL49KlSxgzZgx8fX3h7u6OnTt3VnVIJitp/yrr35eaxqaqAyDL8/Pzg0QiwZkzZzBgwACxPCMjA3/88Qfq1KmDs2fPolu3buKyv/76C7du3UJoaKjJ25s5cyZycnLMEntpoqKiMHjwYPTu3bvSt2Uuy5cvh0QiMWmda9euYdOmTQgMDETTpk0rKbKaQ6PRYNasWWjTpg2ioqJgZ2eHVq1aVXVYNU5ubi42bdoEmUyGzp07V3U4JTp69ChiYmIwbdo0dOnSBba2tgAeJwcuLi4YMmRIFUdY%2Bf766y9s2rQJrq6uaNu2bVWH81QLFixAYWEh1q1bB4VCgebNm1d1SCYraf9q0qQJ9u7dC1dX1yqKrGow%2BXwGOTk5oU2bNjh37pxe%2Bfnz52FjY4Phw4fj7NmzesvOnDkDAOIogSmetYPKFK1bt67qEEym0Wig0Wggl8urOpQy%2Beuvv5CdnY1%2B/fohMDDQ5PXVajWkUilsbHi6rAmuXbsGABg/fjwcHR0rdVuCIECtVosJbnWVl5cHOzu7Ktm2VqtFUlISxo4di6CgILO0aU3HtFwuh7e3d1WHYXG87P6M8vf3x40bN3Dv3j2x7OzZs/D09ET37t1x%2BfJlPHr0SFx27tw5yGQyvPDCC2KZIAjYuXMnBg8eDC8vL3Tu3BkzZ87ErVu39LZl7LJ7RkYGFixYgM6dO8PHxwdhYWH4888/S7yMmJaWhrfeegu%2Bvr7o0qULFi1aJManu/yoVqvx5Zdfwt3dHe7u7nqXs1JTU7F48WJ069YNnp6e6NOnDzZv3gyNRqO3ndTUVMycORM%2BPj544YUXMGfOHDx48MD0Di4jY5fddu3aheDgYPj4%2BMDHxwf9%2B/fHunXrAABxcXGYPXs2AGDs2LHia33yks2%2BffsQHBwMLy8v%2BPn5Yfr06bh%2B/brBtvfs2YN%2B/frBy8sLgwYNQnx8vMF7pbsk9Pnnn2PTpk3o1asXvLy88MsvvyA/Px8ffvghBg8ejE6dOsHPzw8hISH44Ycf9Laje39WrFiBuLg4vPTSS%2BjQoQOGDx%2BO//znPxAEATExMejVqxd8fHwwceJEg32oJOfPn8f48ePh4%2BODjh07IiQkBAkJCeLyiIgI9OrVCwCwatUquLu7lzoFRDd14tChQ1i5ciW6du2KDh064M6dOwDKvh%2BtX78eI0aMgJ%2BfH3x9fTFs2DDs378fgiDo1VOr1Vi9ejW6dOmCjh07YsyYMfjtt9/K9NpLUpYYde/rF198gc8%2B%2B0zs%2B5CQEPznP/8xaPNp%2B8rNmzfRtWtX8bXr9sviUwdKO4514uPjMWLECHTq1Ane3t7o06cPFi9e/NTXHRsbizFjxiAgIADe3t4IDg7G1q1bUVRUJNYJCgrCxo0bATw%2BB%2BrON0FBQbhx4wZ%2B/vlnMfYn95Ps7GysWrUKvXr1gqenJ4KCgvDhhx8iLy9PrPPkfr5r1y70798fnp6e%2BOabb54a%2B5PS09OxdOlSdO3aFZ6enujduzfWrVsHtVqtV8/Uc6jO6dOnMWrUKADAu%2B%2B%2BK75e3Tpz587FCy%2B8gCtXriA0NBQ%2BPj547bXXAACnTp1CWFgYgoKC0KFDB/Tr1w/vv/8%2B0tPT9bahm2ahUqkq9H7HxcWhXbt20Gq1iI2Nhbu7u97UpatXryIsLAwvvPACvLy8MGTIEINL26Ud03FxcXB3d8fZs2excOFC%2BPn5oVOnTpg/fz7y8vLEvwedOnVC165d8dFHH%2BntT0DZjvXS9q%2BSLrs/7dym6x93d3ecP38eS5cuhb%2B/P/z9/TFz5kykpaWVuA9Yg6pP%2B6lKBAQEIDY2FufOncOgQYMAPE4%2Be/bsCV9fX0gkEly4cAHdu3cXl3l4eKBevXpiGwsXLsShQ4cwfvx4vPPOO8jIyEBkZCRGjx6Nb775Bk5OTka3rdFo8Oabb%2BLKlSuYMWMG2rVrh8TERLzxxhslxjt9%2BnQMHDgQr776Kq5cuYKIiAhIpVIsX74cNjY22Lt3L8aNG4du3brhzTffBAAx1tTUVIwcORK1atXCjBkz8Nxzz%2BHChQvYvHkz7t69i/DwcACPP92PHz8eDx8%2BxNy5c%2BHq6ooTJ05gzpw5JvWtVqs1OEGV1ddff41ly5Zh/Pjx6NGjByQSCW7evIkbN24AAHr37o20tDSsX78ey5Ytg7u7O4D/jS5HRkZiw4YNCA4Oxty5c5Geno6NGzdi1KhR%2BOqrr8R6u3btwrJly9C/f38sWrQImZmZWL9%2BPdRqtdHRgC%2B%2B%2BAKtWrXC/PnzYW9vj%2Beffx75%2BfnIysrC66%2B/jsaNG0OtVuP06dOYNm0a1qxZg%2BDgYL02vv/%2Be1y%2BfBlz584FAHz00Ud44403EBwcjJSUFCxduhSZmZlYvXo1Zs2ahf3795faVz///DNef/11eHh4YOXKlahVqxZ27tyJN998E%2BvWrUP//v0xevRotGvXDrNmzcKECRMwYMCAMo1CffTRR/D19cXy5csBAI6OjmXejwDg7t27GD16NJo0aQJBEPDvf/8b77//Pu7du4ewsDCx3sKFC/Hdd99h0qRJCAwMxNWrVzFt2jSDP9BlZUqMALBjxw60bt0aCxcuBACsW7cOkydPxvfff4%2B6desCKNu%2B0qRJE8TExOCNN97AqFGjMGzYMABAgwYN9LZX2nEMAL/88gtmz56NQYMGYcaMGbC1tcWdO3eMziMtLjk5GcHBwWjevDlsbGxw5coVREdH488//xTbj46ORmxsLPbv349t27ahTp06aNKkCXr06IHp06fDyclJTHx0%2B0lOTg7GjBmD%2B/fvIywsDEqlElevXsXGjRtx7do1bN26VW/qzJEjR9CgQQPMmDEDDRo0QMOGDcv8/unOQbdv38bMmTOhVCpx7tw5xMTE4OrVq4iKigJQvnOoTocOHRAeHo7FixdjxowZ4oeGJk2aiHUKCgowdepUhISE4I033oBWqxX72NfXF6%2B%2B%2Birq1auH27dv4/PPP8e4cePw9ddfG5w7Kvp%2B9%2B7dG61atcKYMWMwYMAATJgwQezrpKQkhISEoFGjRliyZAkcHBxw8OBBzJs3D%2Bnp6QZTxIwd0zqLFi1Cv379EBERgcuXL2PdunXQaDS4du0aXn75ZYSEhODUqVP47LPP4OzsjPHjx4vrluVYj46OLnH/MqYs57YnLVy4ED179sQnn3yCu3fv4qOPPsK8efPw%2Beefl7ovVCmBnkkZGRlC27ZthSVLlgiCIAgPHz4U3N3dhZMnTwqCIAgjRowQVq1aJQiCINy9e1dQKpXCmjVrxPXPnz8vKJVKYfv27Xrt3r59W/D09BTWrl0rls2ZM0fo06eP%2BPvx48cFpVIp7Nu3T2/dyMhIQalUCpGRkWLZ2rVrBaVSKWzbtk2v7pIlSwRvb2%2B9Mk9PT2HhwoUGr3XhwoWCr6%2BvkJKSolf%2B6aefCu7u7sL169cFQRCE2NhYQalUCidOnNCrN3/%2BfEGpVAoHDx40aPtJ//rXvwSlUlnqT7t27fTWCQkJESZMmCD%2BvnTpUsHf37/U7Xz77beCUqkUzp8/r1f%2B8OFDwdPTUwgLC9Mrv3XrltC%2BfXvh3XffFQRBEAoLC4WAgAAhJCREr15ycrLg4eGh9179%2BeefglKpFPr16ycUFhaWGldRUZFQWFgozJs3Txg%2BfLhYXlhYKCiVSqFr165Cbm6uWP7Pf/5TUCqVwtChQwWtViuWb926VVAqlUJSUlKp2xs2bJjQpUsXvTaLioqEl19%2BWejZs6fBayi%2BDxmjew/Hjx9vsKys%2B1FxGo1GKCwsFNavXy8EBgaK5VevXhWUSqWwevVqvfoHDhwQlEql0X35Sbp%2BffJ4KWuMuj555ZVXBI1GI9ZLTEwUlEqlcPjwYXEbZd1X7t27ZxCPTlmP408//VRQKpVCTk5Oqa/9aXR9/uWXXwoeHh5Cdna2QSyZmZl667z00kt6x6JOZGSk0K5dO%2BHy5ct65d99952gVCqFn376SRCE/70fnTt3FrKyssoUZ/Hjf%2BfOnYJSqRSOHj2qVy8qKkpQKpXCzz//LAiCaedQYy5evFjiOW3OnDmCUqkUDhw4UGobWq1WKCwsFJKTkw3Om%2BZ8v3X9Gh4erlc%2BY8YMwcvLS/jrr7/0yl977TXB29tbfM9LO6b37dsnKJVKYeXKlXrlb775pqBUKoUdO3bolQ8aNEgYMWJEibGWdKwLQsn7l%2B5YfPK9KOu5TRf/8uXL9dqMjo4WlEql8ODBgxJjrWq87P6McnBwQNu2bcW5nefPn4dMJoOvry8AoHPnzuIy3b9Pzvc8ceIEpFIpgoODUVRUJP44OztDqVQazBl9ku5T7csvv6xXrhuBNUZ36VTH3d0dubm5Bpd7jDlx4gQCAwPRsGFDvViDgoIgCIIYz9mzZ6FQKMTRXp3iI3hPM2/ePHz55ZcGP/369Xvquh06dEB6ejrmzJmD77//vkyvT%2BfixYtQq9XiqJNO8%2BbN4efnh59//hkAoFKp8PDhQ4P%2Bf%2B6559CxY0ejbffu3dvoiGh8fDxCQkLg7e0NDw8PtG/fHgcOHIBKpTKoGxgYqDdvzM3NDQDQvXt3vZEjXbnuUrcxjx49wuXLl9G/f3%2B9NmUyGQYPHow7d%2B7g5s2bJa7/NMbeq7LuR8DjS30TJkxAp06d0K5dO7Rv3x6RkZF48OCB%2BJ7qjpHBgwfrbWfAgAGQSst3ajYlRgDo0aOH3rZ0I%2Bm6JymUZ18pzdOO4w4dOgB4fJNifHw8UlNTy9z2pUuXEBYWBn9/f7HPFy5ciKKiIvz5558mx6pz4sQJtG3bFkqlUq9PdTdkFp87HxgYqHeFyBRnzpxB3bp1DaaG6J4yojuGy3MONZWxY%2BD%2B/ftYsmQJgoKCxOO9T58%2BAGD0mK/M9/vs2bPo0qULnJ2d9cqHDBmC3Nxcg%2BkjpZ1/e/Toofe77oZEY%2BXFnzJSlmPdFOU5txW/ybb4cWyNeNn9Gebv749t27YhNTUVZ8%2BeRfv27WFvbw/g8R3x27ZtQ3Z2Ns6ePQsbGxt06tRJXPfBgwfQarUICAgw2vbzzz9f4nYzMjJga2srXtbTKX6J7knFbwzQ3exSUFBQ6mvUxXrs2DG0b9/e6HLdCSIjI8PoJTJTLpsBjy%2BBe3l5GZTXr1//qesOGzYMWq0WX375JWbMmAFBEODl5YW33377qTfLZGRkAAAaNWpksKxx48b45Zdf9OqV9FqNzRVq3LixQVl8fDzefvttDBgwAK%2B//joaNmwImUyGnTt34tChQwb1HRwc9H6vVatWqeXF57g9KSMjA4IgGI1LV5aRkYEWLVqU2EZpjLVb1v3o4sWLeP311xEQEIDw8HC4uLjAxsZGvMtat8%2BW9D7I5XIoFIpyxV3WGHVKOq7y8/NLjVFXZuq8sqcdxwEBAdi0aRNiY2Px7rvvorCwEEqlElOmTNF7Mkdxt27dwrhx4%2BDm5oaFCxeiefPmkMvluHjxIlasWCG%2BnvK4f/8%2B7ty5U%2BY%2BNXb8lVVGRobR9Rs1agSJRCK%2BH%2BU5h5qibt26qFOnjl6ZRqNBaGgoHj58iClTpqBNmzaws7NDYWEhxowZY7SPK%2Bv9BoDMzMwSz3XA//bd4uXGFI%2BztHPTk39zynqsm6I857anHcfWiMnnM0yXfJ47dw7nzp3Tu5NQl2ieP38eZ8%2BehZeXl5iYAo93dqlUit27dxsdESttPoujoyMKCgqQnZ2tN0Jw//59c7wso9vr0KEDZsyYYXS57pOzo6Oj0efeVVZcxkgkEowcORIjR45ETk4Ozp8/jw0bNuDNN9/E0aNH4eLiUuK6uhOQsYTg3r17YvKrq2fsdZmSTHzzzTd4/vnnsXbtWr2Ry9KSRnNxdHSERCLRu2FOR1dWlmS/JMYef1XW/ei7776DXC5HdHS03hMBjhw5YtAe8Ph9eDK5U6vV5X4eZlljNKU9XYzFVdYNDX379kXfvn2hVquRmJiImJgYzJ49G82bNxdHyoo7fvw48vLyEBkZqXeMXLp0qcLx1K9fHwqFQpwrWFzxue2mPjrtSY6Ojvj9998NytPS0iAIgt4xXJnnUGOv4cqVK/jjjz/w0Ucf6Y3WGxvxNEV53m/gcWJY0rkOMDz%2BK/K%2BlKSsx7opKvvcZi142f0Z1rlzZ8hkMhw5cgTXrl2Dn5%2BfuKxevXpo164dDh48iDt37hg8Yqlnz57QarVIS0uDl5eXwY9SqSx1uwBw%2BPBhvfLvvvuuQq9HLpcb/aTXs2dPXL16Fc8//7zRWHWfJv39/ZGVlWVwR6GxUTxLsLe3R48ePfDmm2%2BioKAASUlJAEoe9fX19YVcLje4u/bu3bs4d%2B6cOHLq5uYGJycng/6/deuW0TudSyKRSFCrVi29k3pqaipOnDhR5jbKq27duvD09MTRo0f1%2BkGj0eDQoUNo1qyZ2R/xVdb9CABsbGz0Lmfn5eUZvC%2B6Y6p4eXx8vHiDR2XGWBam7CumXI0oC7lcjoCAAMyePRuCIBhNynR0%2B%2BCTCYBWq0VcXJxJ2yvp/HHz5k04OTkZ7dNmzZqZ8KpKFxAQgOzsbIMnRujuhNYdwxU9h5bnvTLWxwCwd%2B/eMrfxtJjK%2Bn4Dj/vq559/Nki4Dx48iDp16hi9%2BlQZynKsAyXvX8VVxbmtKnDk8xlWt25deHh44Pjx45BKpXqX1YHHJ7jt27cDMHy%2Bp5%2BfH4YPH4558%2Bbh119/RefOnVG7dm2kpaXhl19%2BgYeHh/g4j%2BJ69OgBb29vrFixAllZWfDw8EBiYqJ4wJZ3vpturumPP/6Ihg0bom7dumjZsiXeeust/PzzzwgJCcG4cePQsmVLFBQU4Pbt2zhx4gRWrlyJRo0aYdiwYdixYwfeeecdzJo1Cy1atMCPP/4oPuPUEhYsWAB7e3v4%2BvqiUaNGSEtLQ3R0NBwcHMTLfm3atAHw%2BKRva2sLW1tbPPfcc3B0dERYWBg2bNiABQsW4OWXX8bDhw%2BxadMm2NnZYerUqQAenyynT5%2BOZcuW4a233sLQoUORmZmJyMhING7cuMz937NnTyxZsgTLly9Hnz59kJKSIrZR1kclVcScOXPw%2BuuvY8KECQgNDYVMJsPu3buhUqmwfv16s2%2BvrPtRjx49EBsbi3feeQcjR45Eeno6PvvsM4PnJCqVSgwcOBDbtm2DTCZDQEAA/vjjD2zbtk3vKkNlxFhWpuwrDg4OcHZ2xrFjx%2BDn5weFQgEnJyeTkrO1a9fi/v37CAwMhLOzM7KysrB9%2B3bUqlVL7zFvxXXp0gW1atXC7NmzERoaioKCAuzevdukL7dQKpU4evQo4uPj0bx5c9SuXRtKpRITJ07EsWPHMG7cOEyYMAFKpRIajQYpKSn46aefMHnyZLMlOsOGDcOePXvwzjvvYObMmWjdujV%2B%2BeUX8VFkuvNwRc%2BhLVq0gK2tLb7%2B%2Bms8//zzsLOzg7Ozc6kfTlq3bo1mzZrho48%2BgkajQb169fDDDz%2BI81DLo7zvNwDMmDEDJ0%2BexP/93/9h6tSpUCgU%2BPrrr/HTTz9h/vz5BlMSKkNZj3Wg5P3LGEuf26oCk89nnL%2B/P3777Te0a9fO4GDt3LkzvvjiC9SqVQs%2BPj4G665YsQI%2BPj7Yt28fdu3aBUEQ4OzsDF9f31JPxjKZDJ9%2B%2BilWrVqF6OhoFBUVoVOnTli9ejVCQkLKPVl/8eLFWL58Od566y3k5%2BcjMDAQX3zxBZydnfHVV18hKioKW7Zswb1792Bvb4/mzZujW7du4vbq1KmD7du3Y%2BXKlfj4448hlUrRtWtXfPzxxxgzZky5YjLVCy%2B8gK%2B//hqHDx9GZmYm6tevj86dO%2BOTTz4RL7U8//zzmD9/PmJjYzF%2B/HhoNBqsWbMGr7zyCqZNm4aGDRuK8y7t7Ozg5%2BeH2bNn631aHjt2LKRSKT7//HMcP34czZs3x5QpU3D48OEyP9d05MiRePjwIfbt24d9%2B/bB1dUVU6ZMwa1bt7Bly5ZK6Z8nBQYGYtu2bdi0aRPmz58PrVaLdu3a4dNPPzW4acwcyrofde3aFeHh4fjss8/w5ptvwtnZGaNGjYJCocDSpUv12ly1ahUaNWqEL7/8Etu3b4eHhwc2bdqE6dOnV2qMpjBlX/nwww%2BxZs0ahIWFQa1WY8SIEVixYkWZt%2BXt7Y3du3djzZo1SE9Ph0KhQIcOHbBjxw7xRjRj2rRpg/Xr12P9%2BvWYMWMG6tevj%2BDgYEycOFF89NrTzJo1Cw8fPsSiRYuQm5sLV1dXHDt2DHXr1sXu3bsRExODPXv24Pbt26hduzaaNm2KF1980awjn3Z2dtixYwciIiKwZcsWpKenw9nZGa%2B//jqmTZsm1qvoOdTe3h7h4eHYvHkzXnvtNRQWFmLWrFniB1Rj5HI5Pv30U6xcuRJLliyBjY0NunTpgs8//9zgxqKyKu/7DTxOhv/xj39g3bp1eP/996FWq%2BHm5obVq1db7FuqTDnWS9q/jLH0ua0qSASh2FOPiaqI7hltcXFxpc71ocqRmZmJfv364eWXX8b7779f1eGQFeO%2BYp14DqXqgiOfVCW%2B%2BeYb3L9/H23atIFEIsG///1vbN26Ff7%2B/jxpWkBqaiq2bNkCPz8/ODo64s6dO9i2bRvy8/Pxf//3f1UdHlkR7ivWiedQqs6YfFKVqFOnDr799lvcvHkT%2Bfn5aNy4MUaMGIFZs2ZVdWjPBLlcjlu3biE%2BPh6ZmZmws7ODt7c3wsPDn3q5i54t3FesE8%2BhVJ3xsjsRERERWQwftUREREREFsPkk4iIiIgshsknEREREVkMk08iIiIishje7U56BEGAVst70CpKKpWwH82EfWk%2B7EvzYD%2BaD/vSPKRSSaV8f31lYfJJeiQSCbKyclFUVL7vlibAxkaK%2BvXt2Y9mwL40H/alebAfzYd9aT5OTvaQyapP8snL7kRERERkMUw%2BiYiIiMhimHwSERERkcUw%2BSQiIiIii2HySUREREQWw%2BSTiIiIiCyGyScRERERWQyTTyIiIiKyGCafRERERGQxTD6JiIiIyGKYfBIRERGRxTD5JCIiIiKLYfJJRERERBbD5JOIiIiILMamqgMgIqJnl1YQkKHOKXG5o9weUonEghERUWVj8klERFUmQ52Dj68cgUxieCFOI2gxt%2B1LcLKtWwWREVFlYfJJRERVSiaRwkYqM1ygtXwsRFT5OOeTiIiIiCyGyScRERERWQyTTyIiIiKyGCafRERERGQxTD6JiIiIyGKYfBIRERGRxTD5JCIiIiKLYfJJRERERBbD5JOIiIiILIbJJxERERFZDJNPIiIiIrIYJp9EREREZDFMPomIiIjIYph8EhEREZHFMPkkIiIiIoth8klEREREFmNT1QEQEREZIwgCMtS5JS53lNtDKpFYMCIiMgcmn0REZJU0goAY1UnUksqMLNNibtuX4GRbtwoiI6KKYPJJRERWSwopbIwkn9BaPhYiMg/O%2BSQiIiIii2HySUREREQWw%2BSTiIiIiCyGyScRERERWQyTTyIiIiKyGCafRERERGQxTD6JiIiIyGKYfBIRERGRxTD5JCIiIiKLYfJJRERERBbD5JOIiIiILIbJJxERERFZDJNPIiIiIrIYJp9EREREZDFMPomIiIjIYph8EhEREZHFWEXyefz4cYwcORK%2Bvr548cUXMX36dFy/ft2gXkJCAoYMGQIvLy/07dsXu3btMtre1q1b0atXL3h5eWH48OE4e/asQZ1Hjx5h6dKl8Pf3h4%2BPD8LCwnDnzh2Dejdu3MCkSZPg7e2NwMBAhIeHIz8/v1rFRkRERGQtqjz5PH36NKZPn46WLVti48aNWLJkCW7cuIHQ0FA8evRIrHfx4kVMnToVHh4e2LJlC4YOHYrw8HDExcXptbd161ZERERg7NixiImJQYsWLTB58mRcvXpVr96cOXPwww8/YMmSJYiIiMC9e/cQGhqql7xlZWVhwoQJyMnJwYYNGzBv3jwcOnQIixcv1mvLmmMjIqLHtIKAhwWPSvzRCkJVh0j0TLCp6gC%2B%2B%2B47NG3aFKtXr4ZEIgEANGvWDCNHjsSFCxfQvXt3AEBkZCQ8PDywcuVKAEBAQABSUlKwfv16DB8%2BHFKpFGq1GlFRURg/fjwmTZoEAPDz80NwcDCio6MREREBAPj1119x4sQJxMTEiO0rlUr07dsXBw4cwOjRowEAe/bsQVZWFg4ePAgnJycAgEwmw9y5czFlyhS4ublZfWxERPRYhjoHH185ApnEcNxFI2gxt%2B1LcLKtWwWRET1bqnzks6ioCPb29mLiCQD16tXTq6NWq3HmzBkMHDhQrzw4OBhpaWn473//CwBITExEdnY2Bg0aJNaRyWQYMGAAEhISIPz9qTYhIQEKhQJBQUFivaZNm8LX1xcJCQli2cmTJxHjt5PkAAAgAElEQVQYGCgmdwDw0ksvQS6Xi/WsOTYiItInk0hhI5UZ/BhLSImoclT5yOeIESMwceJExMbG4pVXXkFWVhZWr14NNzc3BAYGAgCSk5NRWFiIVq1a6a3bunVrAIBKpYKnpydUKhUAGNRzc3NDTk4OUlNT4eLiApVKhZYtW%2BolvLr2fvrpJ/F3lUqF4cOH69WRy%2BVwdXUVt2XNsZWXTMaTcEXo%2Bo/9WHHsS/Ox1r6UaaSQ/P1fcRJI8Ph/xpfJbKSwsSn763natsrSnrX2Y3XEvjQfieEubdWqPPns3LkzNm3ahDlz5iA8PBzA40Tr888/h1wuBwBkZmYCABQKhd66ut91y7OysiCXy1G7dm29eg4ODgCAjIwMuLi4ICsry2B0Vdeeri1de8W3WbyeNcdWXgqFXYXWp8fYj%2BbDvjQfa%2BvLojzt46RPapiAyP5OEo0lhIJWgINDHdS3szfLtkxtz9r6sTpjXz57qjz5TExMxDvvvIPhw4ejV69eePToEaKjozF58mT84x//QN26/5t/U3w00Fi5sTq6S9pPq1daefH2itez5thMlZWVB41GW6E2nmUymRQKhR370QzYl%2BZjrX2ZWZALTZEWEqnheUtTJAASoAiG8Wq0WmRm5sImXz%2BR1AoC0tU5RreVrs6FpkhjfFsltFectfZjdcS%2BNB8HBztIjXyoslZVnnyGh4cjICAAixYtEss6deqEoKAgxMXFITQ0VBwdLD6il5WVBeB/o4wKhQIFBQUoKCiAra2tQT1dOwqFAikpKQaxFB9NVCgU4rpPys7OFm/osebYykuj0aKoiCeCimI/mg/70nysrS81RVoIf/9XnAABEkFS4jJNkRZFMv3X8rDgUYk3Fam1RZBBBpnUsD2toMWD3EfQGOkbR7k9pMU%2B1FtbP1Zn7MuKq24PaqjyNFmlUqFt27Z6ZU5OTmjcuDGSk5MBAK6urqhVq5bBsz%2BTkpIAQEy2dP8Wn/OoUqlgb28PZ2dnsd6NGzfEUccn23sycXNzczNoS61WIzk5WaxnzbERET2LSrqpSFrKnzyNICBGdRIRV4/p/Xx85QgyShhJJaLyqfLks2nTprh8%2BbJeWVpaGu7du4dmzZoBeHwjTUBAAA4fPqxX79tvv0WjRo3g4eEBAPD19UW9evUQHx8v1tFoNDh8%2BDC6d%2B8uXo7u3r07srKycOrUKbFeSkoKEhMTxccbAUBQUBDOnDmD9PR0sezYsWNQq9ViPWuOjYiIyk4Kw6SVd8ETmZ/s/ffff7%2Bqg9i%2BfTvS09NhY2ODy5cv47333kN%2Bfj4%2B%2BOAD2Ns/nvz93HPPITo6GikpKbC3t8ehQ4ewbds2LFiwAJ6engAeP7pIJpMhOjoatWvXRkFBAdavX4%2BLFy9izZo1aNiwIQDAxcUFly5dwt69e%2BHs7IyUlBQsXboUtWvXxrJly2Bj83g2Qps2bfDVV1/h1KlTcHZ2xsWLF7Fy5Ur07dsXISEhYvzWHFt55OcXQqutZmP4VkQqlcDOTs5%2BNAP2pflYa1/madQ48%2BA6pEaSvCKtFhJIjN4gpBUEBDZ0g52N3CztlbSs%2BHastR%2BrI/al%2BdjZySE1MpfZWkmE4td3LUwQBOzbtw%2B7d%2B9GcnIy6tSpAy8vL7z99ttwd3fXq5uQkIC1a9dCpVLBxcUFoaGhGDt2rEF7W7duxa5du3D//n0olUq88847CAgI0Kv36NEjrF69GkeOHEFhYSH8/f2xZMkScbRV58aNGwgPD8eFCxdQu3ZtDBo0CHPnzjW4a92aYzNVenoO599UgI2NFPXr27MfzYB9aT7W2pcPCx4h4uox2EhlBsvyiwohgQS2Noa3JxRpNXjbva/BQ%2BHL215Jy4pvx1r7sTpiX5qPk5N9tXpkVZUnn2R9eCKoGJ5QzYd9aT7W2pdMPp9d7EvzqW7JZ5Xf7U5ERGStBEFAhjpX/F2mkaIoTys%2BIsrYnfBEVDomn0RERCXQ3QVf6%2B%2BRVN03IWmKtCgSNPw%2BeKJyYPJJRERUCt1d8ADEm5IkUgkE3iRDVC7VZ4IAEREREVV7TD6JiIiIyGJ42Z2IiKqd4jcC6WSoc2Hk2ziJyIow%2BSQiomqn%2BI1AOrrvb%2BcfNyLrxeOTiIiqpSdvBNIp0vJ5kUTWjnM%2BiYiIiMhiOPJJRERUDiXNO9XhA%2BiJjGPySUREVA4lzTt9vEzLB9ATlYDJJxERUTkZm3cKAODUU6IScc4nEREREVkMRz6JiIhqIK0gIEOdY3QZ56NSVWLySUREVANlqHPw8ZUjkEn0L3JyPipVNSafRERENZRMYmROKuejUhVj8klERPQM4SOiqKox%2BSQiInqG8BFRVNWYfBIREVVTpd1UlKHOBQTj6/ERUVSVmHwSERGZWWmXts15Wbukm4oAQK0tggwy/qEnq8N9koiIyMxKurRdGZe1jd5UBKBIy2FMsk5MPomIiCqB0UvbzAeJmHwSERFZu5LmdpY2r5PIWjH5JCIisnIlze3kvE6qjri/EhERVQPG5nZyXidVR4a3xxERERERVRKOfBIREVkIv12IiMknERGRxfDbhYiYfBIREVlUSd8uJGhKHhXlXe1UkzD5JCIisgKljYpa6q52TgsgS2DySUREZCVKGhW11F3tnBZAlsDkk4iIiEQlJcD8diYyFz5qiYiIiIgshsknEREREVkMk08iIiIishgmn0RERERkMUw%2BiYiIiMhimHwSERERkcUw%2BSQiIiIii2HySUREREQWw%2BSTiIiIiCyGyScRERERWQyTTyIiIiKyGCafRERERGQxTD6JiIiIyGKYfBIRERGRxTD5JCIiIiKLYfJJRERERBZjluQzJSUFJ0%2BeRHp6ujmaIyIiIqIaysbUFSIiIpCXl4eFCxcCAE6fPo2wsDAUFhZCoVBg586daNOmjdkDJSIiIqLqz%2BSRz6NHj6J169bi7%2BvWrYO7uzs2bdqEpk2bIioqyqwBEhEREVHNYfLIZ2pqKlxdXQEA6enp%2BO233xATE4Nu3bqhoKAAq1evNnuQRERERFQzmDzyKQgCBEEAACQmJkImk6Fz584AgMaNG3PeJxERERGVyOTk09XVFT/%2B%2BCMAID4%2BHl5eXqhduzYA4N69e1AoFOaNkIiIiIhqDJOTz1GjRmHHjh3w9/dHfHw8Xn31VXFZYmKi3nxQIiIiIqInmTznc8yYMXBwcMDFixfh5eWFV155RVxWUFCAoUOHmjVAIiIiIqo5TE4%2BAWDgwIEYOHCgQfny5csrHBARERER1VzlSj4BQKVS4fz580hPT8eIESPQqFEjpKamwsHBQZwDSkRERET0JJOTT41GgyVLluDAgQMQBAESiQRBQUFo1KgR3nvvPbRr1w6zZs2qjFiJiIioigiCgAx1rtFljnJ7SCUSC0dE1ZXJyWdUVBS%2B/fZbvPvuu%2BjWrRsGDRokLuvWrRsOHDjA5JOIiKiG0QgCYlQnUUsqK1auxdy2L8HJtm4VRUbVjcnJ54EDBzB16lSEhoZCo9HoLWvevDlu375ttuCIiIjIekghhU2x5BPaqomFqi%2BTH7WUmpoKb29vo8tsbW2Rk5NT4aCIiIiIqGYyOfls0KABbt26ZXTZjRs34OLiUuGgiIiIiKhmMjn57N69O6Kjo5GamiqWSSQSZGdnIzY2Fj179jRrgERERERUc5icfM6cORMajQYDBgzAjBkzIJFIsHbtWgwaNAgFBQWYOnVquQKJi4vD4MGD4eXlhcDAQISFhektT0hIwJAhQ%2BDl5YW%2Bffti165dRtvZunUrevXqBS8vLwwfPhxnz541qPPo0SMsXboU/v7%2B8PHxQVhYGO7cuWNQ78aNG5g0aRK8vb0RGBiI8PBw5OfnG9Sz5tiIiIiIrInJyWfDhg3x5ZdfYuDAgbh8%2BTJkMhmuXLmCoKAg7NmzB46OjiYHsXHjRqxatQrBwcHYunUrli1bhsaNG4vLL168iKlTp8LDwwNbtmzB0KFDER4ejri4OL12tm7dioiICIwdOxYxMTFo0aIFJk%2BejKtXr%2BrVmzNnDn744QcsWbIEERERuHfvHkJDQ/WSt6ysLEyYMAE5OTnYsGED5s2bh0OHDmHx4sV6bVlzbERERETWplwPmW/YsCGWLVtmlgBUKhWioqIQExODrl27iuV9%2B/YV/39kZCQ8PDywcuVKAEBAQABSUlKwfv16DB8%2BHFKpFGq1GlFRURg/fjwmTZoEAPDz80NwcDCio6MREREBAPj1119x4sQJxMTEoHv37gAApVKJvn374sCBAxg9ejQAYM%2BePcjKysLBgwfh5OQEAJDJZJg7dy6mTJkCNzc3q4%2BNiIiIyNqYPPJpTEpKCk6ePIn09HST192/fz%2Bee%2B45vcTzSWq1GmfOnDH4Os/g4GCkpaXhv//9LwAgMTER2dnZes8dlclkGDBgABISEiAIAoDHl8gVCgWCgoLEek2bNoWvry8SEhLEspMnTyIwMFBM7gDgpZdeglwuF%2BtZc2xERNZEKwh4WPDI4CdDnQsIVR0dEVmSySOfERERyMvLw8KFCwEAp0%2BfRlhYGNRqNRwcHLBz5060adOmzO39%2BuuvUCqViIyMxM6dO5GdnQ1vb28sWrQI7dq1Q3JyMgoLC9GqVSu99Vq3bg3g8cipp6cnVCoVABjUc3NzQ05ODlJTU%2BHi4gKVSoWWLVtCUuybGFq3bo2ffvpJ/F2lUmH48OF6deRyOVxdXcVtWXNsRETWJEOdg4%2BvHIFMoj/modYWQQZZ%2Bb/rmYiqHZOP96NHjyI0NFT8fd26dXB3d0dYWBg2bdqEqKgorF27tsztpaWl4fLly7h27Ro%2B%2BOAD1KpVC5s2bUJoaCiOHj2KzMxMAIBCodBbT/e7bnlWVhbkcrnB98o7ODgAADIyMuDi4oKsrCzUq1fPIA6FQiG2pWuv%2BDaL17Pm2CpCJjPLgPgzS9d/7MeKY1%2BaT1X3pUwjhY1EZvCAco1WACSABIZfzSh5vMCkZeVZx5T2dGMDEol1xldVMchspLCxMW3fqup9siapbt9sanLymZqaCldXVwBAeno6fvvtN8TExKBbt24oKCjA6tWrTWpPEATk5uZi48aN4ohp%2B/bt0bt3b%2Bzduxe%2Bvr4AYDAaqPNkubE6ukvaT6tXWnnx9orXs%2BbYykOhsKtwG8R%2BNCf2pflUVV8W5WkfJyhS/URD9nciYyxxKc8yS7Unk0khE6w3PkvGIGgFODjUQX07e4N1yoLH97PH5ORTEAQxaUpMTIRMJkPnzp0BAI0bNzZ53qeDgwMaNmyod6m%2BcePGaNWqFZKSksTnhhYf0cvKygLwv1FGhUKBgoICFBQUwNbW1qCebpRRoVAgJSXFII7io4kKhUJc90nZ2dniDT26Nq0xtorIysqDRsPvSysvmUwKhcKO/WgG7Evzqeq%2BzCzIhaZIC4lU/wOypujxyGeRke9oLM%2Byym5PInnclxqN1irjq5IYtFpkZubCJt/0kU8e3%2Bbh4GAHqbT6jCCbnHy6urrixx9/RGBgIOLj4%2BHl5SVeTr53757Ry8GlcXNzw927dw3KBUGAVCqFq6sratWqhevXr%2BvdiJOUlCSu/%2BS/KpUKHh4eYj2VSgV7e3s4OzuL9U6fPm0wSpiUlKSXuLm5uRnMn1Sr1UhOThbnW1pzbBWh0WhRVMQTQUWxH82HfWk%2BVdWXmiIthL//e5IAARJBYlBe3mWV3t7fo52CYKXxVVEMmiItimTl2694fFecUM1u2jM5TR41ahR27NgBf39/xMfH49VXXxWXJSYmijfblFWPHj1w//59/PHHH2JZamoqrl%2B/Dnd3d8jlcgQEBODw4cN663377bdo1KiRmMz5%2BvqiXr16iI%2BPF%2BtoNBocPnwY3bt3F5O57t27IysrC6dOnRLrpaSkIDExUXy8EQAEBQXhzJkzeiO5x44dg1qtFutZc2xERERE1kj2/vvvv2/KCl5eXmjZsiUUCgXGjh2LIUOGiMuOHTuG3r17o23btmVur2XLljhx4gS%2B/vprNGjQADdv3sR7770HAPjwww9Rq1YtPPfcc4iOjkZKSgrs7e1x6NAhbNu2DQsWLICnp%2BfjFyKTQSaTITo6GrVr10ZBQQHWr1%2BPixcvYs2aNWjYsCEAwMXFBZcuXcLevXvh7OyMlJQULF26FLVr18ayZctgY/N4MLhNmzb46quvcOrUKTg7O%2BPixYtYuXIl%2Bvbti5CQEDF%2Ba46tvPLzC6HVVrOPUVZEKpXAzk7OfjQD9qX5VHVf5mnUOPPgOqTF7nYv0mohgcRgLmh5l1V2exJIIJVKoNUKKNJqrC6%2BqohBKwgIbOgGOxu5wTqlqep9siaxs5NDWmxKizWTCELVD9Y%2BePAAK1euREJCAoqKitC5c2csWLBA79FECQkJWLt2LVQqFVxcXBAaGoqxY8fqtSMIArZu3Ypdu3bh/v37UCqVeOeddxAQEKBX79GjR1i9ejWOHDmCwsJC%2BPv7Y8mSJWjWrJlevRs3biA8PBwXLlxA7dq1MWjQIMydO9fgrnVrjq080tNzeAmkAmxspKhf3579aAbsS/Op6r58WPAIEVePGdztnl9UCAkksLUxnAVWnmWV3Z4EEtjYSFFUpEVekdrq4quKGIq0Grzt3hdOtnUN1ilNVe%2BTNYmTk321emqAVSSfZF14IqgYnlDNh31pPlXdl0w%2Bref1Mvmseapb8lmu5/qeP38esbGxUKlUet85rvP9999XODAiIiIiqnlMTpN/%2BeUXTJw4EdnZ2VCpVGjVqpU4P9HGxgZ%2Bfn6VEScRERER1QAmJ58bN27EsGHD8NlnnwEA3nrrLezevRv79%2B9HTk4O%2Bvbta/YgiYiIiKhmMDn5vHbtGvr06SM%2BHkij0QAA2rZti6lTpyIyMtK8ERIRERFRjWFy8pmXlwd7e3tIpVLI5XK9Z022atXK4OHnREREREQ6JiefTZs2xf379wEArVu3RkJCgrjs/PnzcHR0NF90RERERFSjmHy3u5%2BfH86dO4f%2B/ftj5MiR%2BOCDD6BSqSCXy/Gvf/0LoaGhlREnEREREdUAJiefM2bMQGZmJgBg9OjRyM/Px6FDhwAAU6ZMQVhYmHkjJCIiIqIaw%2BTk08nJCU5OTuLvoaGhHO0kIiIiojIp10PmdVJTU5GRkQFHR0c4OzubKyYiIiIiqqHKlXwePXoUn3zyCZKTk8UyV1dXvP322%2Bjfv7/ZgiMiIiKimsXk5DM%2BPh6zZ89Gq1atMG3aNDRs2BBpaWmIj4/H22%2B/Da1WiwEDBlRGrERERERUzZmcfEZGRiIoKAjR0dGQSv/3pKZp06bhjTfeQGRkJJNPIiIiIjLK5Od8JicnY8yYMXqJJwBIpVKMGTNG71I8EREREdGTyvWQ%2Bby8PKPL8vPz0aRJkwoHRUREREQ1k8nJ52uvvYbNmzfj4cOHeuUPHjxAVFQUXnvtNbMFR0REREQ1S5nmfIaHh%2Bv9/ujRI/Tu3RsBAQFo1KgR0tLScObMGdSvXx9JSUmVEigRERERVX9lSj537txptPzHH3/U%2Bz0vLw%2B7du3C4sWLKx4ZEREREdU4ZUo%2Br1y5UtlxEBEREdEzwOQ5n0RERERE5cXkk4iIiIgshsknEREREVkMk08iIiIishgmn0RERERkMWVKPj/88EOkpKQAAO7evYvCwsJKDYqIiKofrSDgYcEjoz8Z6lxAqOoIicgalOlRS9u3b8fAgQPRpEkT9O7dG3v37kWHDh0qOzYiIqpGMtQ5%2BPjKEcgkhuMaam0RZJCV7Y8OEdVoZToPODg44P79%2BwAAQeBHVyIiMk4mkcJGKjMoL9JqqyAasgRBEB6PbJfAUW4PqURiwYjI2pUp%2BezYsSMWLVokjnauXr0a9erVM1pXIpEgKirKfBESERGR1dIIAmJUJ1HLyIcOjaDF3LYvwcm2bhVERtaqTMnne%2B%2B9h5UrVyIpKQkSiQQ3b96EXC43WlfCTzdERETPFCmMj3iDA95kRJmSz2bNmiEyMhIA0LZtW2zevJlzPomIiIjIZCY/amnHjh1wc3OrjFiIiIiIqIYz%2BcZDPz8/AMDNmzdx5swZZGRkoH79%2BvD390eLFi3MHiARERER1RwmJ5%2BCIGD58uXYs2cPtE/cvSiVSjFmzBgsXrzYrAESERERUc1hcvL5xRdfYPfu3Rg9ejSGDh0KZ2dnpKam4uDBg9i9ezeaN2%2BOiRMnVkKoRERERFTdmZx8xsXFYdy4cXojnM7OzujQoQOkUin27dvH5JOIiIiIjDL5hqNbt26hZ8%2BeRpf17NkTt27dqnBQRERERFQzmZx81qtXD3fv3jW67O7du6hblw%2BSJSIiIiLjTE4%2BX3zxRaxbtw6XLl3SK//999%2BxYcMGdO3a1WzBEREREVHNYvKczzlz5mDUqFEYOXIkWrdujUaNGiEtLQ1JSUlo3Lgx5syZUxlxEhEREVENYPLIZ5MmTXDw4EG8/vrrsLOzw%2B3bt2FnZ4c33ngDBw4cgIuLS2XESUREREQ1gMkjnwDg5OTEEU4iIiIiMpnJI59EREREROXF5JOIiIiILIbJJxERERFZDJNPIiIiIrIYk5NPtVoNQRAqIxYiIiIiquFMSj4LCgrQsWNHHD9%2BvLLiISIiIqIazKTk09bWFo6OjrCzs6useIiIiIioBjP5snvPnj1x7NixyoiFiIiIiGo4kx8yP3DgQCxatAgLFixAv3790KhRI0gkEr067du3N1uARERERFRzmJx8Tpo0CQBw4MABHDx4UG%2BZIAiQSCT4/fffzRMdEREREdUoJiefH374YWXEQURERETPAJOTz6FDh1ZGHERERET0DKjQQ%2BavX7%2BOCxcuIDc311zxEBEREVENVq7k8%2BDBgwgKCsLAgQMxbtw43LhxAwAwa9Ys7Nu3z6wBEhEREVHNYXLyefjwYcyfPx8eHh5YsmSJ3rcdtW/fHocPHzZrgERERERUc5icfMbExGDYsGGIjo7GqFGj9Ja1atUKSUlJZguOiIiIiGoWk284UqlUmDt3rtFljo6OyMjIqHBQRERkvbSCgAx1jkF5hjoXEIysQET0BJOTTzs7O2RnZxtdlpqaCgcHhwoHRURE1itDnYOPrxyBTKJ/8UytLYIMMtP/sBDRM8Xky%2B4%2BPj7YtWuX3lxPnf3798PPz88sgRERkfWSSaSwkcr0fqQVe4AKET0jTD5TTJs2Df/%2B978xYsQIxMbGQiKR4OjRowgLC8Mvv/yCsLCwyoiTiIiIiGoAk5NPLy8vbNmyBbm5uVi1ahUEQcCnn36KGzduICYmBkqlsjLiJCIiIqIaoFxTcwICAnD48GEkJyfj/v37qF%2B/Plq2bGnu2IiIiIiohqnQvHBXV1e4urqaKxYiIiIiquHKlXzevn0bMTExOHv2LDIyMuDo6Ah/f39MnjwZzz33nLljJCIiIqIawuQ5n7///juGDh2K/fv3o3HjxujSpQsaN26M/fv3Y%2BjQofj999/LHUxOTg6CgoLg7u6O3377TW9ZQkIChgwZAi8vL/Tt2xe7du0y2sbWrVvRq1cveHl5Yfjw4Th79qxBnUePHmHp0qXw9/eHj48PwsLCcOfOHYN6N27cwKRJk%2BDt7Y3AwECEh4cjPz/foJ41x0ZERERkTUxOPleuXAknJyccPXoUsbGxWLt2LWJjY3HkyBE0aNAAK1euLHcwmzdvhkajMSi/ePEipk6dCg8PD2zZsgVDhw5FeHg44uLi9Opt3boVERERGDt2LGJiYtCiRQtMnjwZV69e1as3Z84c/PDDD1iyZAkiIiJw7949hIaG6iVvWVlZmDBhAnJycrBhwwbMmzcPhw4dwuLFi6tNbERERETWxuTL7v/5z3%2BwYsUKNG3aVK%2B8WbNmmD59erkTIJVKhd27d2PevHl477339JZFRkbCw8NDTGwDAgKQkpKC9evXY/jw4ZBKpVCr1YiKisL48eMxadIkAICfnx%2BCg4MRHR2NiIgIAMCvv/6KEydOICYmBt27dwcAKJVK9O3bFwcOHMDo0aMBAHv27EFWVhYOHjwIJycnAIBMJsPcuXMxZcoUuLm5WX1sRERERNbG5JHPevXqoV69ekaXKRQK1K1bt1yBrFixAiEhIQZ3zavVapw5cwYDBw7UKw8ODkZaWhr%2B%2B9//AgASExORnZ2NQYMGiXVkMhkGDBiAhIQE8aH4CQkJUCgUCAoKEus1bdoUvr6%2BSEhIEMtOnjyJwMBAMbkDgJdeeglyuVysZ82xEREREVkjk0c%2BBw0ahLi4OHFk7kn79u0zSMTK4p///CeuXLmCDRs24PLly3rLkpOTUVhYiFatWumVt27dGsDjEVNPT0%2BoVCoAMKjn5uaGnJwcpKamwsXFBSqVCi1btoREIjFo76effhJ/V6lUGD58uF4duVwOV1dXcVvWHFtFyGT8lpKK0PUf%2B7Hi2JfmY86%2BlGmkkPz935MkkODx/yQG65S0rDzrVGV7utOzRGKd8VljDDIbKWxsDPc7Ht/mIzHseqtWpuTz6NGj4v9v3749jhw5ghEjRmDQoEFo2LAh7t%2B/j2%2B//RYPHz5E//79TQogLy8Pq1atwuzZs42OmmZmZgJ4PKr6JN3vuuVZWVmQy%2BWoXbu2Xj3dd81nZGTAxcUFWVlZRkduFQqF2JauveLbLF7PmmOrCIXCrsJtEPvRnNiX5mOOvizK0z5OKKT6SYPs7%2BTDaKJRwrLyrGMN7clkUsgE643PWmIQtAIcHOqgvp29wTIdHt/PnjIlnzNnzoREIoEgCOK/KSkpuHTpkkHdd999F8HBwWUOICoqCg0aNMCwYcNKrVd8NNBYubE6ukvaT6tXWnnx9orXs%2BbYyiMrKw8ajbbC7TyrZDIpFAo79qMZsC/Nx5x9mVmQC02RFhKp/vlGUyQAEqAIhu2XtKw861RlexLJ477UaLRWGZ/VxaDVIjMzFzb5xkc%2BeXybh4ODHaTS6jOCXKbkc8eOHZWy8Tt37uDzzz9HZGQkHj16BADIzc0V/83JyQ94WnAAACAASURBVBFHB4uP6GVlZQH43yijQqFAQUEBCgoKYGtra1BP145CoUBKSopBLMVHExUKhbjuk7Kzs8Ubeqw5torQaLQoKuKJoKLYj%2BbDvjQfc/SlpkgL4e//niRAgESQGJSXtqw861Rpe3%2BPdgqClcZnhTFoirQokpW8z/H4rjjBsOutWpmSTz8/v0rZ%2BO3bt1FYWIg33njDYNn48ePRsWNH7Ny5E7Vq1cL169f1bsRJSkoCADHZ0v2rUqng4eEh1lOpVLC3t4ezs7NY7/Tp0wajhElJSXqJm5ubm8H8SbVajeTkZHG%2Bpaurq9XGRkRERGSNqnSMtl27dtixY4fez4IFCwAAH3zwAd577z3I5XLxu%2BSf9O2336JRo0ZiMufr64t69eohPj5erKPRaHD48GF0795dTOa6d%2B%2BOrKwsnDp1SqyXkpKCxMREvZuogoKCcObMGaSnp4tlx44dg1qtFutZc2xERERE1qhcX695/PhxfPPNN7h79y4KCgr0lkkkEnzzzTdlakehUMDf39/osvbt26N9%2B/YAgGnTpmHcuHFYvHgxgoODkZiYiLi4OCxbtkyc4yCXyzFlyhRERETAyckJHh4eiIuLw61bt7B27Vqx3Y4dO6JHjx5YtGgR5s%2Bfj7p162L9%2BvVo1qwZhg4dKtYLCQnBzp07MXXqVEydOhUPHjzAqlWrEBwcrDcKac2xEREREVkbk5PPzz77DB9//DGcnJzg6uoKO7vKv0vNx8cHmzdvxtq1a3Hw4EG4uLhg8eLFGDlypF691157DYIgIDY2Fvfv34dSqURMTAzc3d316n3yySdYvXo1PvjgAxQWFsLf3x8bN27UuxtdoVBg%2B/btCA8Px4wZM1C7dm0MGjQIc%2BfOrTaxEREREVkbiSCYNk21V69eCAwMxLJlyyCTySorLqpC6ek5nPxdATY2UtSvb89%2BNAP2pfmYsy8fFjxCxNVjsJHq/w3ILyqEBBLY2hiOa5S0rDzrVGV7EkhgYyNFUZEWeUVqq4vP2mIo0mrwtntfONkaPkqRx7f5ODnZV6vnpZocaUZGBgYNGsTEk4iIiIhMZnLy6evri%2BvXr1dGLERERERUw5mcfC5cuBC7du3C999/D7VaXRkxEREREVENZfINRy1atMCLL76I6dOnQyKRGHxlpEQiwYULF8wWIBERERHVHCYnnx999BF27tyJdu3aoVWrVpDL5ZURFxERERHVQCYnnwcOHPj/9u4%2Busn6/v/4K0lJg4W0IAoDhUkVZrUT2LBUseXLxlApIMImO2wyZVUpNw5BUQ8yjusUBcedYgcyfkxhcpjKEaTiDaPgZplHUGEKWyuKcqoCUgItNE1y/f7ARtO0mrbplSvp83HgQK/rkyvv632aK69cd1F%2Bfr5mzpzZGvUAAAAggTX5nE%2B/36%2BrrrqqNWoBAABAgmty%2BLz66qv17rvvtkYtAAAASHBNPuxeUFCgGTNmqH379hoyZIhSU1PDxqSlpUWlOAAAACSWJofP0aNHS5Lmz5%2Bv%2BfPnNzjmgw8%2BaFlVAICYChiGKr1VDc6r9FZLTfpuPAD4WpPD55QpU2Sz2VqjFgCARVR6q7Rw/1Y5bOFnZ3kDPjnkaPobCACoGeFz2rRprVEHAMBiHDZ72Pe3S5IvwPdwIzKGYZzdU94Ah9%2BuVOMckyuCFfDBFQAAtAq/YWhF%2BQ61a%2BBDTMAw9MfUG5XU9GufEeeaHD4ff/zxb51vs9k0ZcqUZhcEAAASh10N70H3swe9zSJ8AgAAwDRNDp/79%2B8Pm1ZZWanXXntNa9as0YoVK6JSGAAAABJPVE60SEtL07hx4zRy5EgVFhZGY5EAAABIQFE9yzczM1NvvvlmNBcJAACABBLV8HngwAGdcw63TQAAAEDDmnzO58aNG8Omeb1eHThwQM8995xGjRoVlcIAAACQeJocPu%2B9994GpycnJ2vUqFG65557WlwUAAAAElOTw%2Bfrr78eNi05OVldunSJSkEAAABIXE0Onz169GiNOgAAANAG8J1WAAAAME1Eez5HjhwZ8QJtNptefPHFZhcEAACAxBVR%2BExLS/vOMdXV1frPf/4jm83W4qIAAACQmCIKn08//XSj83w%2Bn9avX6/ly5fLZrMpLy8vasUBAAAgsTT5gqNvKi4u1uLFi3Xo0CFdddVVmjVrli699NJo1QYAAIAE06zwuWvXLi1cuFB79%2B5VRkaG/vKXvyg7OzvatQEAACDBNCl8HjhwQAsXLtQbb7yhCy64QI899phGjBjRWrUBAAAgwUQUPisqKrR48WJt3rxZqampuv/%2B%2BzV%2B/Hi1a9eutesDAABAAokofA4fPly1tbW65ppr9Nvf/lYpKSn673//2%2Bj4yy67LGoFAgAAIHFEFD69Xq8kaceOHdq5c2ej4wzDkM1m0wcffBCd6gAAAJBQIgqfDz/8cGvXAQAAgDYgovA5ZsyY1q4DAGCygGGo0lvV4LxKb7VkmFwQgDahRff5BADEr0pvlRbu3yqHzR42zxvwySEHbxIAoo7tCgC0YQ6bXUl2R9h0XyAQg2oAtAXhH3cBAACAVkL4BAAAgGkInwAAADAN4RMAAACmIXwCAADANIRPAAAAmIbwCQAAANMQPgEAAGAawicAAABMQ/gEAACAaQifAAAAMA3hEwAAAKYhfAIAAMA0hE8AAACYhvAJAAAA0xA%2BAQAAYBrCJwAAAExD%2BAQAAIBpkmJdAACgdQUMQ8dqTsl3OqATNdXy%2BwKSpEpvtWTEuDgAbQ7hEwASXKW3So/tf0XOdkny%2BwIyvkqc3oBPDjl4IwBgKrY5ANAGOGx2tbM7ZLPbguHTFwjEuCoAbRHnfAIAAMA0hE8AAACYhvAJAAAA0xA%2BAQAAYBrCJwAAAExD%2BAQAAIBpYh4%2Bi4uLVVBQoNzcXPXr108jR47UunXrFKh3C5CSkhLdcMMNyszM1LBhw7R27doGl7dq1SoNHTpUmZmZGjt2rHbt2hU25tSpU5o7d66ysrLUv39/3XHHHTp8%2BHDYuIMHD2rSpEnq16%2BfsrOzVVhYqDNnzoSNs3JtAAAAVhLz8Ll69Wo5nU7dc889Kioq0k9/%2BlP98Y9/1IIFC4Jj9uzZo4KCAmVkZGjlypUaM2aMCgsLtWHDhpBlrVq1SosWLdKECRO0YsUK9erVS/n5%2BTpw4EDIuJkzZ2rbtm164IEHtGjRIn3xxRe65ZZbQsKbx%2BPRxIkTVVVVpaVLl2r27NnatGmT5syZE7IsK9cGAABgNTG/yXxRUZE6d%2B4c/HnQoEGqrq7W2rVrNWPGDDmdTj3xxBPKyMjQQw89FBxTUVGhJUuWaOzYsbLb7fJ6vXryySd18803a9KkSZKkK6%2B8UiNHjlRRUZEWLVokSXr33Xe1fft2rVixQrm5uZKkPn36aNiwYXrhhRf0y1/%2BUpL07LPPyuPxaOPGjcH6HA6HZs2apcmTJys9PV2SLF0bAACA1cR8z%2Bc3g2edSy%2B9VDU1NaqsrJTX61VpaalGjBgRMmbkyJE6cuSI3n//fUnS7t27dfLkSeXl5QXHOBwOXX/99SopKZFhnP1Gj5KSErndbuXk5ATHde/eXQMGDFBJSUlw2o4dO5SdnR1S3/Dhw%2BV0OoPjrFwbAACAFcU8fDbk7bffVlpams4991wdOnRItbW16t27d8iYiy%2B%2BWJJUXl4e8m/9cenp6aqqqtLnn38eHHfRRRfJZrOFLa9uGXXj6u9BdDqd6tmzZ3CclWsDAACwopgfdq9v7969ev755zVlyhQ5HA6dOHFCkuR2u0PG1f1cN9/j8cjpdMrlcoWMS01NlSRVVlaqW7du8ng86tixY9jzut3u4LLqllf/OeuPs3JtLeFwWPIzSdyo6x99bDl6GR0Ov111n2ltNknG2R9ssunsH1vYY5ozz6zHxHJ53%2ByjFeuLlxqkr3vJ67vlbOHttTRLhc8jR45o%2BvTpyszMVH5%2Bfsi8%2BnsDG5re0Ji6Q9rfNe7bptdfXv1xVq6tOdzu9i1eBuhjNNHLlvGdDsjeQJB3fBUIkpLC3/ybM8%2Bsx1hheQ6HXQ7DuvVZvQZJMgJn3wN5fbc9lgmfJ0%2BeVH5%2Bvlwul5588km1a9dO0td7B%2Bvv0fN4PJK%2B3svodrtVU1OjmpoaJScnh42rW47b7VZFRUXY89ffm%2Bh2u4OPrV9n3SFvK9fWEh7Pafn9ge8eiAY5HHa53e3pYxTQy%2Bg4UVOtgD8g2R3y%2BwP66nOv/D5Dskk%2Bhfe2OfPMekwsl2eznf299PsDlqwvXmqQpIBxdhqv75ZLTW0vuz1%2B9iBbInzW1NRo8uTJOnr0qNavX69OnToF5/Xs2VPt2rXThx9%2BGHIhTllZmSQFw1bdv%2BXl5crIyAiOKy8vV0pKirp27Roc969//StsL2FZWVlIcEtPTw87f9Lr9erQoUMaO3as5WtrCb8/IJ%2BPDUFL0cfooZct4/d9HTgNQzJ09gdDhmyGLfjzNzVnnlmPienyvtrbWddHy9UXJzVI%2BvpDEK/vFjPC22tpMY/JPp9Pd955p/bv36%2BnnnpKPXr0CJnvdDo1aNAgFRcXh0zfvHmzzjvvvGCYGzBggDp27KgtW7YEx/j9fhUXFys3NzcY5nJzc%2BXxeLRz587guIqKCu3evTt4eyNJysnJUWlpqY4fPx6c9uqrr8rr9QbHWbk2AAAAK3LMmzdvXiwLmDdvnjZv3qw777xT559/vj777LPg3w4dOsjpdOrCCy9UUVGRKioqlJKSok2bNmn16tW67777dPnll59dEYdDDodDRUVFcrlcqqmp0ZIlS7Rnzx49%2Buij6tKliySpW7du2rdvn9avX6%2BuXbuqoqJCc%2BfOlcvl0oMPPqikpLM7gy%2B55BI999xz2rlzp7p27ao9e/booYce0rBhwzR%2B/Phg/VaurbnOnKlVIBBnH6MsxG63qX17J32MAnoZHaf9XpUe%2B1BJDkdIH32BgGyyKamBw3XNmWfWY2K5PJtsstttCgQM%2BQJ%2By9UXLzVIZ69T%2BL8LfyC7z8bru4Xat3fKbo%2Bfq45shhHbnbVDhw5t8OsjJemvf/2rsrKyJJ29B%2Baf/vQnlZeXq1u3brrllls0YcKEkPGGYWjVqlVau3atjh49qj59%2Bujuu%2B/WoEGDQsadOnVKjzzyiLZu3ara2lplZWXpgQceCNvrevDgQRUWFurtt9%2BWy%2BVSXl6eZs2aFXbVupVra47jx6s4BNICSUl2deqUQh%2BjgF5GLmAYqvRWNTiv0lut/3fwn3I5nfL5AsFDoGd8tbLJpuSk8DOwmjPPrMfEcnk22ZSUZJfPF9Bpn9dy9cVLDZLkDwT04FU3KOmMndd3C3XunBJXdw2IefiE9fBG3zIEpuihl5H7suaUFu7fKoct/A3IG/DJYXOoQ3Iy4ZPwaYkaJMJnNMVb%2BLTEBUcAgJZz2OxKsjvCpvsCvLHDegzD0JdnTslRY5e/XvhMc6bIHm83r0TECJ8AAMB0fsPQwj1blWQ4Qq6G9xsBzfrBcHVO7hDD6tCaCJ8AACAmHDa7kmyh4bOBW4IiwcTPCQIAAACIe4RPAAAAmIbwCQAAANMQPgEAAGAawicAAABMQ/gEAACAaQifAAAAMA3hEwAAAKYhfAIAAMA0hE8AAACYhvAJAAAA0xA%2BAQAAYJqkWBcAAIhMwDBU6a1qcF6lt1oyTC4IAJqB8AkAcaLSW6WF%2B7fKYQs/aOUN%2BOSQg406AMtjOwUAFtPYHs5Kb7UcsivJ7gib5wsEzCgNAFqM8AkAFtPYHk72bgJIBGzDAMCCHLbwPZzs3QSQCLjaHQAAAKYhfAIAAMA0hE8AAACYhvAJAAAA0xA%2BAQAAYBrCJwAAAExD%2BAQAAIBpCJ8AAAAwDeETAAAApiF8AgAAwDSETwAAAJiG8AkAAADTED4BAABgGsInAAAATEP4BAAAgGkInwAAADBNUqwLAIBEFTAMVXqrGp2f5kyR3WYzsSIAiD3CJwC0kkpvlRbu3yqHLfwgk98IaNYPhqtzcocYVAYAsUP4BIBW5LDZlWR3hM8ImF8LAFgB53wCAADANIRPAAAAmIbwCQAAANMQPgEAAGAaLjgCAACWYRiGKr3Vjc7nFmXxj/AJADHwbW%2Bwld5qyTC5IMAi/IahFeU71K6Bu0Rwi7LEQPgEgBj4tjdYb8AnhxxsoNFm2cUtyhIZ2zYAiJHG3mB9Ad5hASQuLjgCAACAaQifAAAAMA3hEwAAAKYhfAIAAMA0hE8AAACYhvAJAAAA0xA%2BAQAAYBrCJwAAAExD%2BAQAAIBpCJ8AAAAwDeETAAAApuG73QGghQKGoUpvVdj0Sm%2B1ZMSgIACwMMInALRQpbdKC/dvlcMWejDJG/DJIQcbWgD4BraJABAFDptdSXZHyDRfIBCjagDAugifAPCVxg6f10lzpshus5lYEQAkHsInAHylscPnkuQL%2BJWfnqM05zkNPI5zOwEzGIZx9vXWCD4gxgfCJwB8Q0OHz6Wzh9BXlO9QuwbmcW4nYA6/YTT6OvQbAc36wXB1Tu4Qg8rQFGwrASBCdjUeTAGYo7HXoXgZxg3u8xnHDh48qEmTJqlfv37Kzs5WYWGhzpw5E%2BuyAAAAGsWezzjl8Xg0ceJEde/eXUuXLtWXX36phx9%2BWJWVlVq4cGGsywMsjftyAkDsED7j1LPPPiuPx6ONGzeqc%2BfOkiSHw6FZs2Zp8uTJSk9Pj3GFgHVxX04g8XzbxUhciGQtbGPj1I4dO5SdnR0MnpI0fPhw3X///SopKSF8At%2BB%2B3ICiaWxi5G4EMl6CJ9xqry8XGPHjg2Z5nQ61bNnT5WXl7do2amp7WVw6LHZ6j5cW7GPASPOwpXNJn8goA5ul6LZzI5y6Q%2Bdx6j%2BjpC6p2hoB0lz5rG8%2BKihrS3PCjUE59mk%2BrNao76OTpccYc/07ewN3HLNquz2%2BNqrS/iMUx6PR263O2y62%2B3WiRMnWrRsuz1%2BXnBWZsU%2BOuL0GsMGrmttkXaSXEntorxUAEAk4vOdCI0yDEM2zmsBAAAWRfiMU263Wx6PJ2z6yZMnG9wjCgAAYAWEzziVnp4edm6n1%2BvVoUOHuNgIAABYFuEzTuXk5Ki0tFTHjx8PTnv11Vfl9XqVm5sbw8oAAAAaZzMMq12Pi0h4PB7l5eWpR48eKigo0LFjxzR//nwNHjyYm8wDAADLInzGsYMHD6qwsFBvv/22XC6X8vLyNGvWLLlcrliXBgAA0CDCJwAAAEzDOZ8AAAAwDeETAAAApiF8AgAAwDSETwAAAJiG8AkAAADTED4BAABgGsJnG/fxxx9r7ty5Gj16tDIyMpSXlxfrkuJCpH0rKSnRDTfcoMzMTA0bNkxr1641uVJriXbfVq1apaFDhyozM1Njx47Vrl27WrP8mIlF306dOqW5c%2BcqKytL/fv31x133KHDhw9Hdb1ak5V7dvDgQU2aNEn9%2BvVTdna2CgsLdebMmZatcJQkQt9isd1tS32LxnaX8NnG/e9//1NJSYl69erFd8I3QSR927NnjwoKCpSRkaGVK1dqzJgxKiws1IYNG0yu1jqi2bdVq1Zp0aJFmjBhglasWKFevXopPz9fBw4cMGNVTBWLvs2cOVPbtm3TAw88oEWLFumLL77QLbfcYpmQ9F2s2jOPx6OJEyeqqqpKS5cu1ezZs7Vp0ybNmTMn%2Bk1ohnjvW6y2u22lb1Hb7hpo0/x%2Bf/D/s2fPNkaMGBHDauJHJH2bNGmSMW7cuJBpc%2BbMMa6%2B%2BuqQx7cl0epbTU2N8aMf/ch45JFHgmN8Pp9x3XXXGb/73e9aqfrYMbtv77zzjtGnTx9j%2B/btwWmHDx82MjIyjHXr1kVtvVqTVXv25z//2bjiiiuMY8eOBae9%2BOKLRp8%2BfYyysrIWrHF0xHvfYrXdbQt9i%2BZ2lz2fbZzdzq9Ac3xX37xer0pLSzVixIiQ6SNHjtSRI0f0/vvvt2Z5lhWtvu3evVsnT54MObTlcDh0/fXXq6SkREaCfXGb2X0rKSmR2%2B1WTk5OcFz37t01YMAAlZSURGu1WpVVe7Zjxw5lZ2erc%2BfOwWnDhw%2BX0%2Bm0RG/juW%2Bx3O62hb5Fc7tL8gBawaFDh1RbW6vevXuHTL/44oslSeXl5bEoy/Ii7Vvdv/XHpaenq6qqSp9//rkJ1VpHtPtWXl6uiy66SDabLWx5ifK7G6uelZeXhx2WdTqd6tmzZ1z01sp9s/J2NxH6Fs3tLuETaAUnTpyQJLnd7pDpdT/XzUeoSPvm8XjkdDrlcrlCxqWmpkqSKisrW7tUS4l23zwejzp27Bj2PG63O2F%2Bd2PVM4/HE/acDY2zKiv3zcrb3UToWzS3u4RPoBXV/1T6XdNxViR9a2hM3WGfttrfaPatrfzuWqVnhmHEVW%2Bt3Dcr/%2B7Ge9%2Bitd0lfAKtoO6TYP1P2h6PR1L4J0ycFWnf3G63ampqVFNT0%2BC4uuW0FdHum9vtDk6rPy5Rfndj1bPGxp08eTIuemvlvll5u5sIfYvmdpfwCbSCnj17ql27dvrwww9DppeVlUkSt7VqRKR9q/u3/jlc5eXlSklJUdeuXU2o1jqi3bf09HQdPHgw7AKCsrKyhPndjVXP0tPTw5bl9Xp16NChuOitlftm5e1uIvQtmttdwifQCpxOpwYNGqTi4uKQ6Zs3b9Z5552njIyMGFVmbZH2bcCAAerYsaO2bNkSHOP3%2B1VcXKzc3FxLHF4zU7T7lpubK4/Ho507dwbHVVRUaPfu3crNzTVhjVpfrHqWk5Oj0tJSHT9%2BPDjt1VdfldfrjYveWrlvVt7uJkLfornddcybN29exKORcE6fPq3XX39dZWVl%2Buc//6mjR4%2BqW7duKisrU%2BfOndW%2BfftYl2hJkfTtwgsvVFFRkSoqKpSSkqJNmzZp9erVuu%2B%2B%2B3T55ZfHehViIlp9czgccjgcKioqksvlUk1NjZYsWaI9e/bo0UcfVZcuXWK8ptFldt%2B6deumffv2af369eratasqKio0d%2B5cuVwuPfjgg0pKSoplOyJi1Z5dcskleu6557Rz50517dpVe/bs0UMPPaRhw4Zp/PjxMetXnXjvW6y2u22hb1Hd7jbprqBIOJ988onRp0%2BfBv%2BWlpbGujzLirRv27dvN0aNGmVcdtllxk9%2B8hPjmWeeiWHVsRfNvgUCAWPlypXGkCFDjMsvv9y48cYbjTfffNPM1TFNLPp28uRJY86cOcbAgQONfv36Gbfffrvx6aeftup6RpOVe/bhhx8at956q3HFFVcYWVlZxh/%2B8Afj9OnT0W1AMyVC32Kx3W0rfYvWdtdmGAl2N2YAAABYFud8AgAAwDSETwAAAJiG8AkAAADTED4BAABgGsInAAAATEP4BAAAgGkInwAAADAN4RMAAACmIXwCwHd4/vnn1bdv3%2BDfjIwMDR48WDNmzNBHH30U87o%2B/fTTbx23bNky9e3b16SqvltJSYmWLVvW4Ly%2BffvqwQcfNLkiAGay/hf0AoBFPPzww%2Brdu7dqamq0e/duFRUVadeuXSouLlZqamqsy4sbJSUlWrt2raZNmxbrUgDEAOETACJ0ySWXKDMzU5KUlZUlv9%2BvZcuW6bXXXtPYsWNjXB0AxAcOuwNAM9UF0WPHjoXN27Jli2666Sb169dP/fv316RJk/T%2B%2B%2B%2BHjNm7d69mzJihoUOH6oc//KGGDh2qu%2B66S4cPHw5b3jvvvKPx48crMzNTgwcP1mOPPSafz9ei%2BiOp8d5771X//v318ccfKz8/X/3791dubq7mz58vr9cbMvazzz7T9OnT1b9/f/34xz/WzJkz9d5776lv3756/vnng8tbu3atJIWcylD/1IGNGzfquuuu0xVXXKFRo0bpH//4R4vWFYB1sOcTAJqpLjB9//vfD5leVFSkxYsX68Ybb9TkyZNVW1urVatWacKECdqwYYMuvvhiSdLhw4d10UUXacSIEUpNTdWRI0f0t7/9TePGjdNLL72kzp07S5LKysr0m9/8Rj169ND8%2BfPlcrm0bt06bd68udm1R1qjJNXW1mry5MkaN26cbr31Vr311ltavny5OnTooKlTp0qSqqurdfPNN%2BvEiROaNWuWevXqpZ07d2rGjBkhz1tQUKDq6mpt3bpV69evD04///zzg//fvn279u7dq%2BnTp%2Bucc87RU089palTp%2Brll1/WhRde2Ox1BmANhE8AiFAgEJDP5wue8/nkk09q4MCBGjp0aHBMRUWFli1bpl/96leaM2dOcPpVV12l4cOH6/HHH9fixYslSddee62uvfba4Bi/368hQ4bo6quv1ubNm3XzzTdLkp544gkZhqE1a9aoS5cukqQhQ4YoLy%2BvWevRlBqls%2BFz2rRpuu666yRJ2dnZ2rdvnzZv3hwMny%2B88II%2B/vhjrVy5Ujk5OZKkwYMH6/Tp0yEhs2fPnsF16NevX4P11dTUaPXq1erQoYMk6bLLLtM111yj4uJi3Xbbbc1aZwDWQfgEgAj94he/CPk5PT1dy5cvV1LS15vSN954Qz6fT6NHjw45LJ6cnKyBAwdq165dwWlVVVVavny5XnnlFR0%2BfFh%2Bvz84r7y8PPj/Xbt2KTs7OxjaJMnhcOj666/X448/3uT1aEqNkmSz2UICtnT2kHlpaWnw57feekspKSnB4FknLy8vJHxGIisrKxg8JalLly4699xzGzwdAUD8IXwCQIQeeeQRpaenq6qqSlu2bNH69et111136amnngqOOXr0qCRp3LhxDS7Dbv/6VPuZM2eqtLRUBQUFyszMVEpKimw2m2677TbV1NQEx1VWVoYEzzoNTYtEU2qUpPbt2ys5OTlkmtPpjKjGc889t8n1paWlhU2r/3wA4hfhEwAilJ6eHrzIaNCgQQoEAtqwYYNefvnl4OHzTp06SZKWLl2q7t27N7qskydPavv27Zo6dWrIoWSv16sTJ06EjE1LSwsGxm9qaFokIq2xKdLS0vTee%2B%2BFTW9ujQASF%2BETAJrp7rvv1iuvzPAoyQAAAmlJREFUvKKlS5fqZz/7mex2uwYPHqykpCQdOnRIw4cPb/SxNptNhmHI6XSGTN%2BwYUPI4Xfp7GHobdu26ejRo8G9i36/X1u2bGlW3ZHW2BQDBw5UcXGxSkpKlJubG5z%2B0ksvhY2tW%2BczZ87I5XJF5fkBxA/CJwA0U2pqqm677TYtWLBAmzZt0ujRo3XBBRdo%2BvTpWrx4sT755BPl5OTI7Xbr6NGj2rt3r9q3b6/p06erQ4cOGjhwoFatWqVOnTqpR48e%2Bve//62///3vcrvdIc8zefJkbdu2TRMnTtSUKVPkcrm0du1anT59ull1R1pjU4wZM0Zr1qzRPffcozvvvFO9evXSjh079MYbb0gKPZTfp08fSQpenGS329W3b9%2BwIA4gMXGfTwBogV//%2Btfq3r27li9fHtxjefvtt2vJkiX66KOPNHv2bE2aNEkLFy7U4cOHNXDgwOBjH3vsMWVlZWnBggWaOnWq9u3bp9WrV6tjx44hz9GnT5/g1d%2BzZ8/W3Llz1bdvXxUUFDS77khrjNQ555yjNWvW6Morr9SCBQs0bdo0VVRU6Pe//70khaxTXl6efv7zn2vdunW66aabNG7cOH3xxRfNXhcA8cVmGIYR6yIAAImp7n6i27dvV7du3WJdDgAL4LA7ACAqnnnmGUlS7969VVtbq9LSUj399NMaNWoUwRNAEOETABAVLpdLa9as0aeffqra2lp973vfU35%2BviZPnhzr0gBYCIfdAQAAYBouOAIAAIBpCJ8AAAAwDeETAAAApiF8AgAAwDSETwAAAJiG8AkAAADTED4BAABgGsInAAAATPP/Abpo2r0CdCM/AAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Yield_by_length">Yield by length</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAk0AAAHKCAYAAAAep3%2BlAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3XlcVGX///H3sCWoCAhakBVSYJqpLS65o2YZftPMdjVzS8mlzVBLW7WyRclKM/UWl2z3Dm61RYvMn0v7KmpuKZYaiiibMDO/P7rhFhngnGEGBng9H48eMmebDx/94911rnMdi91utwsAAADl8qruAgAAAGoCQhMAAIABhCYAAAADCE0AAAAGEJoAAAAMIDQBAAAYQGgCAAAwgNAEAABgAKEJAADAAEITgHKNGTNGV111lf78889S%2BzIzM9WlSxfddttt2rx5s2JiYrR161bT37F161bD5yYkJCg2NrbC42JjYzVmzBjTtZgVExOjV155xe3fY0Rubq5eeeUVh3185ZVXFBMTo2PHjlVDZUDtQGgCUK6nn35a3t7eevTRR0vte%2Bqpp5Sdna3nnntOrVu31ttvv61WrVpVQ5WQ/glN8%2BbN07Zt26q7FKBWIjQBKFdYWJhmzJihr776SqtWrSre/umnnyolJUUPP/ywLrzwQjVo0EBt27ZVgwYNqrFaAHAfQhOACvXr10833HCDnnvuOR08eFDHjx/XjBkz1LlzZ91xxx2Syr7F9vPPP%2Bvee%2B9V%2B/bt1bp1aw0YMEBr1qwx9L0ffPCB%2Bvbtq8suu0zXX3%2B9Vq9ebbr2Tz/9VP3791fr1q3Vq1cvJSUlFe/Lzs7WVVddpenTp5c67%2BDBg7r00kv15ptvmv7Oo0ePavr06erWrZsuu%2BwyxcbGat68eSosLCxx/ZiYGC1atEhLlixRbGys2rVrp1tvvVU//PBDqWu%2B8847xb3o16%2BfkpOTS9yqPHjwoDp16iRJmjdvnmJiYhQTE6OEhIQS18nIyNADDzygK6%2B8Utdcc42mTJmikydPmv4dgbrIp7oLAFAzTJ8%2BXdu2bdPUqVMVEhKigoICzZw5s9xztmzZopEjR6pNmzZ6/PHH1bBhQ61Zs0b333%2B/8vLydNNNN5V57gcffKApU6aoV69eSkhI0MmTJzVv3jydPn1aXl7G/n9v%2B/btmjlzpu677z6FhoYqOTlZzzzzjAoKCjRixAjVr19fgwYN0jvvvKOHH35YDRs2LD535cqV8vX11aBBg4w16L%2BOHj2qwYMHy8vLS/Hx8brgggv0/fff6/XXX1d6erpmzZpV4vgVK1aoefPmmjp1qiRp7ty5Gj16tNavX19cz9tvv63p06erb9%2B%2BxSFn3rx5KigoKL5OkyZN9Oabb2rkyJG6%2BeabNXjwYElSSEhIie8bP368%2BvXrp5tvvlk7d%2B7Uiy%2B%2BKEml6gLggB0ADPriiy/s0dHR9ujoaPvq1atL7NuyZYs9OjravmXLluJt1113nX3AgAH2goKCEseOGTPG3rlzZ7vVanV4rtVqtXfp0sU%2BcOBAu81mKz7v4MGD9latWtl79uxZYa09e/a0x8TE2Ldv315i%2B/Dhw%2B1XXHGFPScnx2632%2B1//PGHvUWLFvYlS5YUH5OXl2dv3769PSEhocLviY6OticmJhZ/fuyxx%2Bxt27a1p6enlzhu0aJF9ujoaPuuXbvsdrvdfuDAAXt0dLQ9Li7OXlhYWHzcjz/%2BaI%2BOjranpKQU96Jz5872wYMHl7heenp6qV5kZGSUqqdIYmKiPTo62r5w4cIS2x9//HF769atS/QZgGPcngNgWPfu3dW2bVtddNFFuvHGG8s9dv/%2B/dqzZ4/69%2B8vSSosLCz%2Br1u3bjp69Kj27t3r8Ny9e/fqyJEjiouLk8ViKd4eERGhdu3aGa73kksuUYsWLUpsi4uL06lTp/Trr79Kkpo1a6YePXrorbfekt1ulyQlJycrMzNTd911l%2BHvKvLFF1%2BoQ4cOatKkSanfWVKpSdo9evSQt7d38eeietPT0yX904ujR4/q%2BuuvL3FeeHi4qV4UOfvJw5iYGOXn5ysjI8P0tYC6httzAEzx8/OTr69vhcf9/fffkqTnnntOzz33nMNjjh8/Xu720NDQUvtCQ0OLA0VFyjpf%2Bme5hCJDhw7V3XffrU2bNqlLly5auXKl2rVr59STgBkZGfr888/LPPfs3zkoKKjEZz8/P0lSfn5%2BieMbN27s8Hcx2ouKvi8vL8/UdYC6iNAEwC2Cg4Ml/bPOU58%2BfRweExkZWe65RcHrTI62laW8888MD506dVJ0dLSWL1%2BugIAA/frrr5o9e7bh7zlTcHCwYmJiNGnSJIf7mzRpYvp6khyOBJnpBYDKIzQBcIvmzZvroosuUlpamh544AFT50ZGRiosLEwpKSkaPnx48S269PR0ff/994aDx65du5SWllbiFl1KSorq169faiRoyJAhmjFjhk6dOqXQ0FBdd911pmou0qNHD6WmpuqCCy5Qo0aNnLrGmYp6sXbtWg0fPrx4%2B6FDh0r1glEjwL2Y0wTAbZ544glt3rxZI0aMUEpKir7%2B%2Bmt99tlnWrBggSZMmFDmeV5eXpo4caJ%2B/fVXxcfH64svvtBHH32k4cOHO7zlVpYmTZpo7Nixev/99/Xll1/qoYce0qZNmzR27Fj5%2B/uXOPb//u//FBgYqK%2B//lqDBw8uDiBmTZgwQb6%2Bvrrtttu0cuVKbd68WampqVqxYoXGjBmjv/76y9T1vLy8NH78eP3444%2BaMGGCUlNTlZycrOHDhyssLKzEnK8GDRooIiJC69ev11dffaWff/5ZBw8edOr3AFAaI00A3KZjx4569913NX/%2BfM2cOVNZWVkKCgpSVFRUqYnNZyt6ZP7NN9/Ufffdp4iICI0ZM0Zff/214RWvL730Ut1000165ZVXtG/fPjVp0kRTpkzR3XffXerYevXqKTY2Vh999JFuv/12079rkSZNmui9997Ta6%2B9pkWLFunw4cOqX7%2B%2BIiIi1LVrVwUGBpq%2B5q233iqLxaI333xT8fHxioiIKF6W4OzX2zzzzDN6/vnnNXbsWJ0%2BfVoDBw7Us88%2B6/TvA%2BB/LPaix0UAoA47ffq0YmNjdeWVV2ru3LnVXU6FsrKy1LdvX/Xu3VtPPfVUdZcD1AmMNAGo044dO6Y9e/bogw8%2BUEZGhkaPHl3dJZVy9OhRzZ8/Xx06dFBQUJAOHTqkf/3rX8rOztbQoUOruzygziA0AajTvvjiC02ZMqX4HXue%2BMJhPz8/paen64knntCJEydUr149tWnTRk888YQuueSS6i4PqDO4PQcAAGAAT88BAAAYQGgCAAAwgNAEAABgAKEJAADAAJ6ec5LdbpfN5vo59F5eFrdctzaiV8bRK2Pok3H0yjh6ZZy7e%2BXlZSmxir5ZhCYn2Wx2HTuW7dJr%2Bvh4KTi4vrKyclRYaHPptWsbemUcvTKGPhlHr4yjV8ZVRa9CQurL29v50MTtOQAAAAMITQAAAAZU%2B%2B25/fv3a9GiRfrxxx%2B1a9cuNW/eXCkpKSWOiYmJKfP8jRs3qkmTJmXud3RuaGioNm3a5HzRAACgzqn20LRr1y6lpqaqTZs2stlscrRA%2Bdtvv11q2yOPPCJ/f/9yA1ORIUOGKC4urvizr69v5YoGAAB1TrWHptjYWPXu3VuSlJCQoF9%2B%2BaXUMW3bti3x%2BeDBg9q3b58efvhhQ99x3nnnlboGAACAGdU%2Bp8nLy3wJKSkpslgsJUaPAAAA3KnaR5qc8Z///EdXX321zj33XEPHv/HGG3rppZfk7%2B%2BvLl26aPLkyQoPD690HT4%2Brs2c3t5eJf5E2eiVcfTKGPpkHL0yjl4ZVxN6VeNCU1pamnbu3Kknn3zS0PEDBgxQjx49FBoaqp07d%2Br111/XHXfcoX//%2B99q1KiR03V4eVkUHFzf6fPLExjo75br1kb0yjh6ZQx9Mo5eGUevjPPkXtW40JScnCxfX1/17dvX0PHPPfdc8c9XX321rrzySt1000165513NGrUKKfrsNnsysrKcfp8R7y9vRQY6K%2BsrFxZrSyCVh56ZRy9MoY%2BGUevjKNXxlVFrwID/Ss1klWjQpPdbteaNWvUtWtXBQUFOXWNFi1aKDIyUr/%2B%2Bmul63HXiqVWq42VYw2iV8bRK2Pok3H0yjh6ZZwn98pzbxw68O233%2BrQoUPq379/pa7jaFkDAACA8tSo0JScnKyAgAD17NnT6Wts375d%2B/btU%2BvWrV1YGQAAqO2q/fZcbm6uUlNTJUnp6ek6deqU1q1bJ0lq3769QkJCJEmFhYX6%2BOOP1bt3b/n7O54k1qdPH4WHh2vp0qWSpEWLFunAgQPF19m1a5fmz5%2Bvc889V4MHD66C386coZsWlfi8uMPwaqoEAACcrdpDU0ZGhiZOnFhiW9HnpKQkdejQQZL01Vdf6fjx4%2BWuzWS1WmWz/e8%2BaGRkpD755BOtWbNG2dnZCg4OVvfu3TVp0iQFBga64bdx3j1blzjcRnACAMAzVHtoOv/887Vjx44Kj%2BvRo0eFx23YsKHE59jYWMXGxlaqPgAAAKmGzWkCAACoLoQmD8FtOAAAPBuhCQAAwABCEwAAgAGEJgAAAAMITQAAAAYQmgAAAAwgNHk4R4teAgCAqkdoAgAAMIDQBAAAYAChyYMkdR5R3SUAAIAyEJoAAAAMIDQBAAAYQGgCAAAwgNAEAABgAKEJAADAAEITAACAAYQmAAAAAwhNAAAABhCaAAAADPBx5qSDBw9q7dq1OnTokPLy8krss1gsmjlzpkuKAwAA8BSmQ9MXX3yh%2B%2B67TzabTSEhIfLz8yux32KxuKw4AAAAT2E6NL388su64oor9PLLL6tx48buqAkAAMDjmJ7TtH//fo0aNYrAVIXu2bqkuksAAKDOMx2awsPDlZOT445aAAAAPJbp0DRmzBgtXrxYubm57qgHAADAIxma0/T000%2BX%2BPz333%2BrT58%2B6tChg4KDg0sd/%2Bijj7qmujooOW6C%2BqckVncZAADgLIZC0/Llyx1u/89//lNqm8ViITQBAIBax1BoSktLc3cdAAAAHs30nKZDhw6poKDA4b7CwkIdOnSo0kUBAAB4GtOhqVevXtq%2BfbvDfWlpaerVq1eliwIAAPA0pkOT3W4vc5/NZmNFcAAAUCu57IW9p0%2Bf1pdffunwaToAAICaztBE8Hnz5unVV1%2BV9M/TcbfeemuZxw4ePNg1lQEAAHgQQ6GpdevWuuOOO2S327Vy5Ur17dtXoaGhJY7x8/NTdHS04uLi3FIoAABAdTIUmrp3767u3btLknJzczVu3Dg1a9bMrYUBAAB4EkOh6UyzZs1yaQH79%2B/XokWL9OOPP2rXrl1q3ry5UlJSShyTkJCgDz/8sNS5CxcuVLdu3cq9fkFBgRITE/Xhhx/q5MmTuvzyyzVt2jS1aNHCpb8HAACo3UyHptWrV5e5z2KxKDAwUC1btlTTpk0NXW/Xrl1KTU1VmzZtZLPZynw6r1mzZnrhhRdKbIuKiqrw%2BrNmzdLq1auVkJCgiIgIvfnmm7r77ruVnJyssLAwQzUCAACYDk0JCQnFywqcGXDO3Obl5aUbb7xRTz31lHx8yv%2BK2NhY9e7du/jav/zyi8Pj6tWrp7Zt25qq9fDhw1q1apWmTZumW265RZLUpk0b9erVS0uXLtVDDz1k6noAAKDuMr3kwLvvvquIiAjdcsstWrZsmdasWaOkpCQNHjxY4eHhWrhwoSZMmKCUlBTNnz%2B/4gK8XLbqQSlfffWVrFarbrjhhuJtDRo0UGxsrFJTU932ve5wz9Yl1V0CAAB1mumRpqSkJPXp00ePPPJI8bbmzZurffv2evbZZ/X%2B%2B%2B9rzpw5OnHihJKTk3Xfffe5pNA//vhDV111lfLy8hQdHa1x48YVj1CVZffu3QoNDVVQUFCJ7VFRUUpOTpbNZqtUaPPxcW3g8/Yu/3qu/r6arKhXFfUM9Moo%2BmQcvTKOXhlXE3plOjR98cUXmjt3rsN93bp104QJEyRJHTt21PLlyytX3X9deumlat26tS6%2B%2BGKdPHlSb731luLj4zV37lxdd911ZZ6XlZWlhg0bltreqFEjFRQUKCcnRw0aNHCqJi8vi4KD6zt1rrOq%2BvtqgsBA/%2BouocagV8bQJ%2BPolXH0yjhP7pXp0GS1WvXHH3/ommuuKbVv//79xfOc/Pz85OfnV/kKJQ0bNqzE59jYWN12221KTEwsNzRJcvhal/JeBWOUzWZXVlZOpa9zJm9vLwUG%2BmtFt1G688uFpfYfP57t0u%2BryYp6lZWVK6vVVt3leDR6ZQx9Mo5eGUevjKuKXgUG%2BldqJMt0aOrSpYvmzJmjZs2aqXPnzsXbN27cqLlz5xZv27NnjyIiIpwurDxeXl669tprNXv2bOXl5alevXoOjwsMDFRWVlap7VlZWfL19VVAQECl6igsdM9faln/WNz1fTWZ1WqjLwbRK2Pok3H0yjh6ZZwn98p0aJo2bZqGDBmikSNHqn79%2BmrcuLEyMjKUnZ2tCy64QNOmTSs%2B9uwRIlcyMloUFRWljIwMZWZmlpjXtHv3bkVGRrp1EjoAAKhdTIempk2b6t///rc%2B%2BOADffPNN8rMzFTLli119dVXa%2BDAgfL3/%2Bde5J133unyYovYbDZ9/PHHuuSSS8ocZZL%2BGRXz8vLS2rVrdfvtt0uSsrOztWHDBt6RBwAATDEdmiTJ399fd955p0uCUW5ubvHj/%2Bnp6Tp16pTWrVsnSWrfvr1yc3OVkJCguLg4XXDBBTpx4oTeeust/fLLL3rllVdKXKtPnz4KDw/X0qVLJf0T8G677Ta98MIL8vHxUXh4uBYvXizJvaNgAACg9nEqNLlSRkaGJk6cWGJb0eekpCTFxMSoQYMGevXVV3Xs2DH5%2Bvrqsssu08KFC9W1a9cS51mtVtlsJe%2BDJiQkKCAgQHPmzNHJkyfVpk0bLV26lNXAAQCAKRa7yUfJCgoKtHDhQqWkpOjQoUPKz88veUGLRb/99ptLi/REVqtNx4659mk2Hx8vBQfX1/Hj2Rq6aVGp/Ys7DHfp99VkZ/bKUycMegp6ZQx9Mo5eGUevjKuKXoWE1K/ap%2Bdeeukl/etf/1K3bt3Uu3dvly0rAAAA4MlMh6a1a9cqPj7eZSt9AwAA1ASmx6hOnDihq666yh21AAAAeCzToenqq69WWlqaO2oBAADwWKZD06OPPqr33ntPn3zyiU6fPu2OmgAAADyO6TlNN954owoLCzVx4kRZLJZSi0taLBZ9%2B%2B23LisQAADAE5gOTX379nX4Ely43z1bl7DsAAAA1cR0aHr22WfdUQcAAIBH4421AAAABjgVmnbv3q0HHnhAXbp00WWXXaZff/1VkjRv3jxt2bLFpQXWVdyGAwDAs5gOTdu3b9fNN9%2Bsbdu2qX379rJarcX7srOztWrVKpcWCAAA4AlMh6YXXnhBMTEx%2BvTTT/X888/rzFfXXX755fr5559dWiAAAIAnMB2avvvuO40cOVL%2B/v6lnqILDQ3V33//7bLiAAAAPIVTc5p8fX0dbj9x4gQv8AUAALWS6dAUExOjzz77zOG%2BjRs3qlWrVpUuCgAAwNOYXqdp6NChevDBB%2BXv768bb7xRkvTnn39qy5Ytev/995WYmOjyIgEAAKqb6dDUr18//fHHH5o3b56WLVsmSRo/fry8vb01YcIExcbGurxIAACA6mY6NEnSvffeqwEDBmjjxo3KyMhQcHCwunTpooiICFfXBwAA4BGcCk2SdO6552rw4MGurAUAAMBj8RoVAAAAAwyNNLVo0aLUmkxlsVgs%2Bu233ypVFAAAgKcxFJri4%2BMNhyYAAIDayFBoGj9%2BvLvrgEH3bF3Cy3wBAKgGzGkCAAAwgNAEAABgAKHJg3EbDgAAz0FoAgAAMIDQBAAAYAChCQAAwABCEwAAgAGsCA4AAGAAK4IDAAAYwIrgAAAABjCnCQAAwABDI02O7Ny5U7t371Z%2Bfn6pfQMGDKhUUQAAAJ7GdGjKzc3V2LFjtWXLFlksFtntdkkqMeeJ0AQAAGob06HptddeU3p6upYvX6677rpL8%2BbNU/369fXWW29p586dmjNnjqnr7d%2B/X4sWLdKPP/6oXbt2qXnz5kpJSSneb7VatXjxYqWmpur333%2BX1WpVdHS07rvvPnXq1KnC68fExJTaFhoaqk2bNpmqEwAA1G2mQ9P69es1atQotWvXTpJ03nnnqVWrVurUqZMefPBBrVy5Uk8%2B%2BaTh6%2B3atUupqalq06aNbDZb8chVkby8PC1YsEADBgzQiBEj5OPjow8//FDDhw/X66%2B/rp49e1b4HUOGDFFcXFzxZ19fX8P1AQAASE6EpvT0dDVv3lze3t6yWCzKzc0t3te/f39NmzbNVGiKjY1V7969JUkJCQn65ZdfSuyvV6%2Be1q9fr0aNGhVv69Kli/bt26fFixcbCk3nnXee2rZta7gmAACAs5l%2Beq5hw4bKycmRJDVu3Fj79%2B8v3ldYWFi8z3ABXuWX4O3tXSIwSf/Mn2rRooWOHDli6rsAAACcZXqkKSYmRvv27VO3bt3UoUMHLViwQBdeeKH8/Pz06quvqkWLFu6oswSbzabvv/9eUVFRho5/44039NJLL8nf319dunTR5MmTFR4eXuk6fHxcu2KDt7dXiT%2Br6ntrIqO9Ar0yij4ZR6%2BMo1fG1YRemQ5NgwYNKh5dmjRpku644w4NGTJEkhQYGKg33njDtRU6sGzZMu3du9fQbcABAwaoR48eCg0N1c6dO/X666/rjjvu0L///e9SI1hmeHlZFBxc3%2BnzyxMY6F/ufnd9b01UUa/wP/TKGPpkHL0yjl4Z58m9stjPnnltUk5OTvHyA%2B3atVNQUJDT1yqa03Tm03Nn27Ztm%2B655x4NHTpUkydPNv0daWlpuummm3T//fdr1KhRTtdqtdqUlZVb8YEmeHt7KTDQX1lZubJabZKkoZsWOTw2qfMIl353TeOoV3CMXhlDn4yjV8bRK%2BOqoleBgf6VGslyenHLIgEBAYqNja3sZQxJS0vTuHHj1Lt3bz388MNOXaNFixaKjIzUr7/%2BWul6Cgvd85dqtdoqvLa7vrumMdIr/INeGUOfjKNXxtEr4zy5V06HpuzsbP35558OVwRv1apVpYpy5I8//tDIkSPVsmVLPf/885V6gXAlB9cAAEAdZDo0HTt2TI8%2B%2Bqg%2B//zzUvvsdrssFou2b9/ukuKKHD16VPfcc49CQ0P12muvyc/Pz%2Blrbd%2B%2BXfv27dOgQYNcWKH7LO4wXPdsXVLdZQAAUOeZDk3Tp0/Xli1bNHToUEVFRVV6ocjc3FylpqZK%2BmcNqFOnTmndunWSpPbt2ysgIEAjR45URkaGEhIS9Pvvv5c4/8z1l/r06aPw8HAtXbpUkrRo0SIdOHBA7du3V0hIiHbt2qX58%2Bfr3HPP1eDBgytVNwAAqFtMh6YtW7YoISFBt9xyi0sKyMjI0MSJE0tsK/qclJSkiIgIpaWlSZLi4%2BNLnb9jx47in61Wq2y2/90HjYyM1CeffKI1a9YoOztbwcHB6t69uyZNmqTAwECX1A8AAOoG06HJ39/fJWscFTn//PNLBB9HKtpfZMOGDSU%2Bx8bGVtkkdQAAULuZfu7uxhtvLL59BgAAUFeYHmmaNGmSpk2bpvj4ePXo0cPhApHXXnutS4oDAADwFKZD08GDB/Xjjz9q3759Wr9%2Bfan97nh6DgAAoLqZDk2PPfaYTp06palTp7rk6TkAAICawHRo%2Bumnn/TMM88oLi7OHfUAAAB4JNMTwRs3bqyGDRu6oxaYwIKXAABULdOh6fbbb9fbb7/tjloAAAA8lunbc15eXtqxY4cGDhyobt26KSgoqMR%2Bi8Wiu%2B%2B%2B21X1AQAAeATToWn27NmS/nnliaOn5AhNrsf75wAAqH6mQ5OjZQYAAABqO9OhKSIiwh11AAAAeDTTE8EBAADqIkMjTUOHDtWMGTMUFRWloUOHlnusxWLR0qVLXVIcAACApzAUmux2u8OfKzoWAACgtjAUmpYtW%2BbwZwAAgLqCOU0AAAAGmH56rkhGRobS09OVn59fat/VV19dqaJgzD1bl2hxh%2BHVXQYAAHWC6dB05MgRTZ48WVu3bi21z263y2KxOFz0EgAAoCYzHZqeeuopbd%2B%2BXQ899JBiYmLk5%2BfnjroAAAA8iunQtG3bNk2ePFmDBg1yRz0oA69SAQCgepmeCG6xWHTeeee5oxYAAACPZTo0XXfddfr888/dUQsAAIDHMn177vrrr9djjz0mu92unj17KigoqNQxrVq1cklxAAAAnsJ0aBo2bJgkafny5VqxYkWJfTw9BwAAaivToWnWrFnuqAMAAMCjmQ5NAwcOdEcdAAAAHo3XqNRwLEMAAEDVMDTSNG/ePA0ePFhNmzbVvHnzyj3WYrEoPj7eJcUBAAB4CsOhqVu3boQmAABQZxkKTWlpaQ5/RtViVXAAAKoPc5oAAAAMIDQBAAAYYHrJAavVqmXLlik5OVmHDh1Sfn5%2Bif0Wi0XffvutywoEAADwBKZD0wsvvKAlS5bo0ksv1TXXXCM/Pz931AUAAOBRTIem5ORkjR49Wg888IA76gEAAPBIpuc05efnq1OnTu6oBU7iiToAANzPdGjq3LmzfvrpJ5cVsH//fk2fPl033nijWrZsqbi4OIfHpaamasCAAWrdurX69OlT6mXBZSkoKNCLL76oLl26qE2bNhoyZAjLJgAAANNMh6ZHH31UH3/8sZKSkrR//35lZmaW%2Bs%2BMXbt2KTU1VRdeeKGioqIcHvP9999r3LhxatmypRYuXKiBAwfq6aef1rvvvlvh9WfNmqUVK1ZowoQJeu211%2BTj46O7775bR48eNVUnAACo20zPaWrQoIEiIyM1a9YszZo1y%2BEx27dvN3y92NhY9e7dW5KUkJCgX375pdQxr776qlq2bKmZM2dKkjp27Kg///xTc%2BfO1aBBg%2BTl5Tj7HT58WKtWrdK0adN0yy23SJLatGmjXr16aenSpXrooYcM1%2BkpWOASAIDqYTo0zZgxQ%2BvWrVOvXr0UFRUlX1/fShVQVuApcvr0aW3ZsqVUwOnfv7/eeecd/fbbb7rsssscnvvVV1/JarWzR4BiAAAgAElEQVTqhhtuKN7WoEEDxcbGKjU1tUaGJgAAUD1Mh6bPPvtMDzzwgEaMGOGOekr5448/VFBQoObNm5fYfvHFF0uSdu/eXWZo2r17t0JDQxUUFFRie1RUlJKTk2Wz2SoMbeXx8XHt2qDe3l4l/qzOWjxdZXpV19ArY%2BiTcfTKOHplXE3olenQ5OPjo5YtW7qjFodOnDghSQoMDCyxvehz0X5HsrKy1LBhw1LbGzVqpIKCAuXk5KhBgwZO1eXlZVFwcH2nzq1IYKC/6XPcVYunc6ZXdRW9MoY%2BGUevjKNXxnlyr0yHpmuvvVYbN26s8mUHLBaLqe3l7bfb7ZWux2azKysrp9LXOZO3t5cCA/2VlZUrq9Vm6tzjx7NdWounq0yv6hp6ZQx9Mo5eGUevjKuKXgUG%2BldqJMt0aLrhhhv02GOPqbCwUD169FCjRo1KHdOqVSunCzpb0fXPHlHKysqSVHoE6kyBgYHFx519rq%2BvrwICAipVW2Ghe/5SrVab6WsP3bRIizsMd0s9nsyZXtVV9MoY%2BmQcvTKOXhnnyb0yHZruvvtuSVJSUpKWLVtWYp/dbpfFYjH19FxFLrjgAvn6%2BmrPnj3q1q1b8fbff/9dkspcpqBoX0ZGhjIzM0vMa9q9e7ciIyMrNZ8JAADULaZDU1nLDLiLn5%2BfOnbsqLVr1xYHNklKSUlRWFhYufOrunTpIi8vL61du1a33367JCk7O1sbNmzQ4MGD3V06AACoRUyHpoEDB7q0gNzcXKWmpkqS0tPTderUKa1bt06S1L59e4WEhCg%2BPl533XWXHn30UfXv31/fffed3n33XT355JMlRov69Omj8PBwLV26VJLUtGlT3XbbbXrhhRfk4%2BOj8PBwLV68WJI0bNgwl/4eVYm1mgAAqHqmQ5OrZWRkaOLEiSW2FX1OSkpShw4d1K5dO7322mt66aWXtHr1ap177rl69NFHS40WWa1W2Wwl74MmJCQoICBAc%2BbM0cmTJ9WmTRstXbpUYWFh7v3FAABArWKxu%2BJRsjrIarXp2DHXPrHm4%2BOl4OD6On48u8JJcI5GmurSRHAzvarr6JUx9Mk4emUcvTKuKnoVElK/Uk/PMRMaAADAAEJTLcI8JwAA3IfQBAAAYICp0JSXl6euXbtqw4YN7qoHAADAI5kKTfXq1VN%2Bfr78/T33vTB1RV2a9A0AgCcwfXuuY8eO2rx5sztqAQAA8Fim12m69957NX78ePn5%2Benaa69VWFhYqZfinvnKEgAAgNrAdGi66aabJEnz5s3Tq6%2B%2B6vAYV757DgAAwBOYDk3x8fGlRpbgOe7ZuoT5TgAAuIHp0DR%2B/Hh31AEAAODRKrVOU35%2Bvo4cOaL8/HxX1QMAAOCRnApN3333ne644w5dccUV6t69u6644grddddd%2Bv77711dH8rBbTgAAKqO6dtzP/zwg4YNG6bAwEDdcsstatKkiQ4fPqxPP/1Uw4YN07Jly9SmTRt31AoAAFBtTIemxMRExcTEKCkpSQEBAcXbJ0%2BerKFDhyoxMVGLFi1yaZEAAADVzfTtuR9%2B%2BEEjR44sEZgkKSAgQCNGjOAWnQfgxb0AALie6dBks9nk5%2BfncN8555wjm81W6aIAAAA8jenQ1KJFC7311lsO97399ttq0aJFpYsCAADwNKbnNI0aNUrx8fEaMGCA/u///k9hYWE6evSoUlJStH379jJXCYd7LO4wnNtxAABUAdOhqVevXpo9e7Zmz56t559/vnh706ZNNXv2bMXGxrq0QAAAAE9gKDSlpaUpMjJS55xzjiSpf//%2BiouL0549e5SZmamgoCA1b96c16t4EF6nAgCAaxma0zRw4EDt2LFDkjR06FDt3r1bFotFUVFRuvLKKxUVFUVgAgAAtZqh0OTn56fTp09LkrZt26bs7Gy3FgUAAOBpDN2ea9asmZYsWaK///5bkrR161b99ddfZR5/7bXXuqY6GMJkcAAA3M9QaBo3bpwmT56s9evXy2Kx6MUXXyzzWIvFou3bt7usQAAAAE9gKDT169dPHTt21N69e3XnnXdq%2BvTpuvjii91dGwAAgMcwvORASEiIQkJCNHDgQHXt2lXNmjVzZ11wAZ6gAwDAdUyv0zRr1ix31AEAAODRTL9GBQAAoC4iNNUS3IYDAMC9CE21HEsRAADgGoQmAAAAAwhNAAAABhh6eu7rr782ddGrr77aqWJQOawMDgCA%2BxgKTUOGDCl%2BIa/dbq/w5bysCA4AAGobQ6EpKSmp%2BOfs7Gw99dRTioyMVFxcnEJDQ/X3338rOTlZe/fu1fTp091WLJzDIpcAAFSeodDUvn374p8ff/xxXXXVVXr%2B%2BedLHDNw4EA9/PDD%2Bvzzz9WzZ0/XVgkAAFDNTE8EX7dunfr37%2B9wX//%2B/fXJJ59UuihHhgwZopiYGIf//ec//zF93u7du91SJwAAqJ1Mv0YlLy9PGRkZDvdlZGQoLy%2Bv0kU5MmPGDJ06darEtqVLl%2BqTTz5Rp06dyj33iiuu0COPPFJi2/nnn%2B/yGj0Bk8EBAHAP06Hpyiuv1Jw5c9SyZUtFR0cXb9%2BxY4fmzJmjK6%2B80qUFFrn44otLbXvwwQfVuXNnhYSElHtuYGCg2rZt65a6agrmNQEAUDmmQ9O0adN01113acCAAbr44osVFhamo0eP6vfff1dQUJCmTZvmjjpL%2Be6773Tw4EFNmjSpSr4PAADUbaZDU/PmzZWcnKwlS5Zo27ZtOnDggIKCgjRixAgNGzZMoaGh7qizlJSUFPn7%2B6tXr14VHrtt2za1bdtWVqtVbdq00cSJE12ylpSPj2vXBvX29irxp6u5ut7q5O5e1Sb0yhj6ZBy9Mo5eGVcTemWx2%2B326i7CrMLCQnXr1k2dOnXSiy%2B%2BWO6xiYmJCg8P10UXXaQjR45o0aJF2rFjh5YtW6Z27do5XYOR9aqqU/%2BUxFLbkuMmVEMlAADUDjUyNKWmpmr06NGaP3%2B%2B6eUNcnJyFBcXp6ioKC1cuNDpGqxWm7Kycp0%2B3xFvby8FBvorKytXVqutUtcaummRw%2B1JnUdU6rqewpW9qu3olTH0yTh6ZRy9Mq4qehUY6F%2BpkSxDt%2BemTJli%2BIIWi0UzZ850uiAjUlJSFBQUpC5dupg%2BNyAgQN27d9fHH39c6ToKC93zl2q12tx2bXddt7q4s1e1Db0yhj4ZR6%2BMo1fGeXKvDIWmrVu3Gr6gu29Z5eXlaf369erfv798fX2dukYNHFwDAADVzFBo2rBhg7vrMGzDhg3Kzs4uc4HNiuTk5Cg1NVWtW7d2cWWehfWaAABwLc%2Bdol6G5ORkhYeHO1wPaurUqWrZsmXx52%2B%2B%2BUZjx47VBx98oC1btuijjz7SnXfeqaNHjyo%2BPr4qy/YYBCkAAJxjesmBIhs3btS2bdt0/PhxjRs3TuHh4frpp590/vnnV7jYpLNOnDihjRs3atiwYQ5vA9psNlmt1uLPYWFhOn36tF566SVlZmbK399f7dq10xNPPKHLL7/cLTUCAIDayXRoys3N1bhx47R58%2Bbi4HL77bcrPDxcixcv1nnnnVfqlSWu0qhRI/3yyy9l7n/22Wf17LPPFn%2B%2B8MILtWiR46fIAAAAzDB9e%2B7ll1/WL7/8oldeeUXffPNNiUnVnTt31v/7f//PpQXCeWW9NuWpHz%2Bq4koAAKj5TI80rVu3ThMnTlSfPn1K3AqTpPDwcP35558uKw7usTfP8QuXAQBA2UyPNB07dszhy3MlycvLS3l5eZUuCgAAwNOYDk1NmzbVzp07He7bsWOHzj///EoXBdcp6xYdAAAwx3RouvbaazV//nz99ttvxdssFovS09P1r3/9S9ddd51LC4R7sPQAAADmmJ7TFB8fr82bN2vw4MG65JJLZLFYNGXKFP3xxx%2BKjIzU6NGj3VEnAABAtTI90tSgQQOtWrVKEydOVEBAgC644AL5%2B/trzJgxWrFiherVq%2BeOOgEAAKqVxc6L2Jxitdp07Fi2S6/p4%2BOl4OD6On482%2BUvKyzrdlxNnfPkzl7VNvTKGPpkHL0yjl4ZVxW9CgmpL29v51%2BGUuNeowIAAFAdDM1pmjJlisaNG6dmzZppypQp5R5rsVg0c%2BZMlxQHAADgKQyFpq1bt2rYsGHFP5fH0TvhUP0Wdxju8BbdPVuX1NhbdAAAVCVDoWnDhg0OfwYAAKgrmNMEAABggOnQ1L9/f61atUq5ubnuqAduVNZtOBa6BACgYqZDU3BwsB5//HF169ZNM2fO1L59%2B9xQFgAAgGcxHZqSkpKUkpKiG264Qe%2B995769eunESNG6PPPP3dHfQAAAB7BqTlNF198sR5//HF9%2BeWXSkhI0KFDhzRu3Dj16tVLixYt0okTJ1xdJ1yEW3QAADinUhPBGzRooKFDhyopKUnt27dXenq6Zs%2BerR49eujZZ59l3hMAAKg1TL%2Bw90zff/%2B9VqxYoY8//lg%2BPj66/fbb1a9fP61fv15vvfWWDh8%2BrJdfftlVtQIAAFQb06EpPz9fycnJWrlypbZv367w8HDdf//9Gjx4sBo2bChJuvrqq9WiRQs98cQTLi8YlcdClwAAmGc6NHXr1k1ZWVm66qqr9Morr6hXr14OVwGPjIzk9hwAAKg1TIem3r17a%2BjQoYqJiSn3uDZt2igtLc3pwlA9GG0CAMAx0xPBn3nmmQoDEzwfwQgAAHN4jQoAAIABhKY6jDWbAAAwjtAEAABgAKEJDjHaBABASYSmOo4J4QAAGOP0iuC7d%2B/W119/rePHj%2Bvmm29WWFiYDh8%2BrEaNGqlevXqurBEAAKDamR5pslqtmjp1quLi4vT4448rMTFRR44ckSTNmDFDCxYscHmRcC8mhAMAUDHToen1119XSkqKJk%2BerJSUFNnt9uJ9Xbt21caNG11aIAAAgCcwHZo%2B/PBDjRs3TsOHD1dkZGSJfeeff74OHjzosuJQ/RhtAgDgH6ZD0%2BHDh9W2bVuH%2B8455xxlZ2dXuihUPSaEAwBQPtOhqXHjxjpw4IDDfXv37tW5555b6aLgWRhtAgDAidDUvXt3zZ8/X4cPHy7eZrFYdPLkSS1btkw9e/Z0aYGoOow2AQBQNtOhacKECbJarerXr5/Gjx8vi8Wil156SXFxccrPz9e4cePcUSeqGaNNAIC6znRoCg0N1XvvvacbbrhBv/76q7y9vZWWlqZu3bpp1apVCgoKcnmRH3zwgWJiYkr998ILL1R47ocffqjrrrtOrVu3VlxcnNauXevy%2BmoTRpsAAHDMqcUtQ0ND9eSTT7q6lgq9%2BeabatiwYfHnpk2blnv8unXrlJCQoNGjR6tz58767LPPdP/996thw4bq0qWLu8utde7ZuoRQBQCos0yHpuXLl6t///5q1KiRO%2BopV6tWrRQSEmL4%2BLlz5%2Bq6667Tgw8%2BKEnq2LGj9u7dq8TEREJTORZ3GM7tOAAAzmL69tzTTz%2Btrl27atKkSdq4cWOJxS09yYEDB7Rnzx7FxcWV2B4XF6effvpJx44dq6bKajbCFACgrjI90rRmzRq9//77Sk5O1scff6ywsDANHDhQAwcO1EUXXeSGEv8nLi5Ox48fV3h4uG655RaNHDlS3t7eDo/ds2ePJKl58%2BYltkdFRclut2vPnj2mRq0c8fFx7fuOvb29SvxZnZI6j9DQTYsc7nP17%2B0MT%2BqVp6NXxtAn4%2BiVcfTKuJrQK9OhqXnz5nr44Yf14IMPauPGjfrggw%2B0ZMkSvfHGG2rXrp0GDRqkQYMGubTIsLAwjR8/Xm3atJHFYtGGDRs0Z84cHT58WNOnT3d4zokTJyRJgYGBJbYX3VYs2u8sLy%2BLgoPrV%2BoaZQkM9HfLdV3FXb%2B3Mzy9V56EXhlDn4yjV8bRK%2BM8uVcWuwvur2VlZSk5OVkLFy7UkSNH9Ntvv7mitnI999xzWrp0qb744gs1adKk1P6PPvpIDz/8sDZt2qTQ0NDi7fv27VPfvn31%2BuuvKzY21unvt1ptysrKdfp8R7y9vRQY6K%2BsrFxZrTaXXttZZY02JXUeUcWVlOSJvfJU9MoY%2BmQcvTKOXhlXFb0KDPSv1EiWU0/PnenUqVNau3atPvroI/3111/y96%2BahHj99ddr8eLF2r59u8PQdOaI0pmhKSsrS1LpEShnFBa65y/VarW57dqu4in11YReeQp6ZQx9Mo5eGUevjPPkXjkdtzZv3qyHHnpIXbp00YwZMyRJTz75pDZu3Oiy4iqjaC5T0dymIrt375bFYik11wnmMCEcAFDXmB5pSkxM1OrVq/Xnn3%2BqcePGuvPOO3XTTTcpKirKHfWVac2aNfL29lbLli0d7m/WrJmaN2%2BuNWvWqE%2BfPsXbU1JSdPnll1d6EnhdUd7yA6zbBACoS0yHpjfeeEM9e/bUY489pm7dupX59JorjRgxQh07dlR0dLQkaf369XrnnXc0dOhQhYWFSZKmTp2q1atXl5hPNWHCBN1///264IILdM0112j9%2BvXatGmT3nzzTbfXXJsEeddTpjWvussAAKBamQ5NX375ZZWP0kRGRuq9997TX3/9JZvNposuukhTp07VkCFDio%2Bx2WyyWq0lzrv%2B%2BuuVl5en%2BfPna9GiRbrwwgv18ssvs7ClSS9ddTujTQCAOs8lT8/VRVarTceOZbv0mj4%2BXgoOrq/jx7M9chJcWcGpOkKTp/fKk9ArY%2BiTcfTKOHplXFX0KiSkvvufnpsyZYrGjRunZs2aacqUKeUea7FYNHPmTKcLQs3DaBMAoC4wFJq2bt2qYcOGFf9cHovFUvmq4JF4Jx0AoC4zFJo2bNjg8GegCKNNAIDazvSNvUOHDqmgoMDhvsLCQh06dKjSRcFzEYwAAHWV6dDUq1cvbd%2B%2B3eG%2BtLQ09erVq9JFoWbi1h0AoDYzHZrKe9jOZrMxp6kOYLQJAFAXOf/c3VlOnz6tL7/8UsHBwa66JGogRpsAALWVoYng8%2BbN06uvvirpn6fjbr311jKPHTx4sGsqg0fj9SoAgLrGUGhq3bq17rjjDtntdq1cuVJ9%2B/ZVaGhoiWP8/PwUHR2tuLg4txQKAABQnQyFpu7du6t79%2B6SpNzc3OKFLlG3MdoEAKhLTM9pmjVrFoEJxQhGAIC6wvQLe4vs3LlTu3fvVn5%2Bfql9AwYMqFRRqB0YbQIA1CamQ1Nubq7Gjh2rLVu2yGKxFC9BcOZSA4SmuoXbdACAusD07bnXXntN6enpWr58uex2u%2BbNm6clS5aoT58%2BuvDCC/Xhhx%2B6o04AAIBqZTo0rV%2B/XqNGjVK7du0kSeedd546deqkxMREtWrVSitXrnR5kfB85Y0msXYTAKA2MB2a0tPT1bx5c3l7e8tisSg3N7d4X//%2B/bV%2B/XqXFoiag%2BAEAKjNTIemhg0bKicnR5LUuHFj7d%2B/v3hfYWFh8T4AAIDaxHRoiomJ0b59%2ByRJHTp00IIFC/TNN9/op59%2B0quvvqoWLVq4ukbUIIw2AQBqK9OhadCgQcrOzpYkTZo0Sbm5uRoyZIhuvfVWHTp0SAkJCS4vEjULwQkAUBuZXnKgX79%2BxT83a9ZMH3/8cfHyA%2B3atVNQUJBLCwQAAPAEpkeazhYQEKDY2Fj17NmTwIRijDYBAGqbSocmoCwEJwBAbWLo9lyLFi1KrPhdHovFot9%2B%2B61SRQEAAHgaQ6EpPj7ecGgCzsQrVgAAtYWh0DR%2B/Hh314FajOAEAKgNmNOEajeK%2BU0AgBrA9JIDq1evrvCYAQMGOFUMaq/yRpusVVwLAADOMB2aylq88sw5T4QmOMJtOgBATWY6NDl6Ie/x48e1fv16rVmzRi%2B//LJLCkPtRHACANRUpkNTRESEw22XXXaZCgsLlZSUpGeffdYlxQEAAHgKl04E79SpkzZs2ODKS6IWYtFLAEBN5NLQlJ6eLi8vHshDxQhOAICaxvTtua%2B//rrUttOnT2vHjh1asGCBOnXq5JLCUPuNjOysN/ducriP%2BU0AAE9jOjQNGTKk1OrgdrtdknTNNdfosccec01lqPWuaRJdZmiSCE4AAM9iOjQlJSWV2nbOOecoIiJCoaGhLikKdUd5T9NJBCcAgOcwHZrat2/vjjpQh1UUnAAA8AQ1Ytb22rVrNW7cOHXv3l1t27ZV//79tXLlStlstnLPGzJkiGJiYkr9t3v37iqqHEYxMRwA4OlMjzRZrVYtW7ZMycnJOnTokPLz80vst1gs%2Bvbbb11WoCQtWbJE4eHhmjx5sho3bqytW7fqmWee0YEDB/TII4%2BUe%2B4VV1xR6pjzzz/fpfXBNVj4EgDgyUyHphdeeEFLlizRpZdeqmuuuUZ%2Bfn7uqKuE%2BfPnKyQkpPhzx44dlZOToxUrVuj%2B%2B%2B8vt4bAwEC1bdvW7TXC/QhOAIDqZDo0JScna/To0XrggQfcUY9DZwamIpdeeqny8/OVmZmpJk2aVFktcC8mhgMAPJXp0JSfn%2B8RazF9%2B%2B23CgoKUuPGjcs9btu2bWrbtq2sVqvatGmjiRMn6uqrr3ZJDT4%2Brp0S5u3tVeLPuiqp8wgN3bSozP33bF2iFd1GSaJXRvDvyhj6ZBy9Mo5eGVcTemWxFy2yZNCkSZN06aWXasyYMe6qqUI///yzbrvtNsXHx2vcuHFlHpeYmKjw8HBddNFFOnLkiBYtWqQdO3Zo2bJlateuXaVqsNvtpdargmv1T0ksd39y3IQqqgQAACdC099//63Ro0drwIAB6t69uxo1alTqmKCgIJcVeLajR4/qlltuUdOmTbVs2TL5%2BvoaPjcnJ0dxcXGKiorSwoULK1WH1WpTVlZupa5xNm9vLwUG%2BisrK1dWa/lPBtYV5Y04SdKKbqPoVQX4d2UMfTKOXhlHr4yril4FBvpXaiTL9O25Bg0aKDIyUrNmzdKsWbMcHrN9%2B3anCyrPyZMnNWrUKNWrV0%2Bvv/66qcAkSQEBAerevbs%2B/vhjl9RTWOiev1Sr1ea2a9c0Fc1xuvPLhcxxMoh/V8bQJ%2BPolXH0yjhP7pXp0DRjxgytW7dOvXr1UlRUlOng4qz8/HyNHTtWf//9t95%2B%2B20FBwc7dR2TA2vwAEwOBwB4AtOh6bPPPtMDDzygESNGuKMehwoLCzVx4kSlpaVp%2BfLlioiIcOo6OTk5Sk1NVevWrV1cIdyN4AQAqG6mb%2Bz5%2BPioZcuW7qilTE8%2B%2BaQ%2B//xz3XvvvcrLy9MPP/xQ/N%2BpU6ckSVOnTi1R1zfffKOxY8fqgw8%2B0JYtW/TRRx/pzjvv1NGjRxUfH1%2Bl9cM1KgpFrBwOAHAn0yNN1157rTZu3Filyw589dVXkqTZs2eX2peUlKQOHTrIZrPJarUWbw8LC9Pp06f10ksvKTMzU/7%2B/mrXrp2eeOIJXX755VVWO1yLEScAQHUx/fTcli1b9Nhjj6lnz57q0aOHw6fnWrVq5bICPZXVatOxY9kuvaaPj5eCg%2Bvr%2BPFsj50E5ykqGlUiOP0P/66MoU/G0Svj6JVxVdGrkJD6lXp6znRoatGixf9OPmudoqK1i9z19JwnITRVLx8frwqXIyA4/YN/V8bQJ%2BPolXH0yriaEJpM354ra5kBoKolx00odwFMbtUBAFzJdGgaOHCgO%2BoAnGLklSsEJwCAK3juC14Ag3iqDgBQFUyPNE2ZMqXc/RaLRTNnznS6IMAZPFUHAHA306Fp69atpbZlZmYqJydHgYGBatiwoUsKA8wyEpwa%2BwRo9pW3VmFVAIDawnRo2rBhg8Ptmzdv1hNPPKG5c%2BdWuijAWRUFp4zCHEadAABOcdmcpk6dOumuu%2B7SM88846pLAk4xEoiY5wQAMMulE8GjoqL0888/u/KSgFMITgAAV3NpaPr6668VHBzsyksCTjManAhPAAAjTM9pmjdvXqltBQUF2rFjh7788kuNGDHCJYUBrlAUnCoKRsxzAgBUxCWhyc/PTxEREZowYQKhCR6pogniEsEJAFA%2B06EpLS3NHXUAbmc0OBUdCwDAmVgRHHWK0TDEPCcAwNkMhaYTJ05o/Pjx%2Bvzzz8s85vPPP9f48eN1/PhxlxUHuMPiDsOZJA4AMM1QaHr33XeVlpamrl27lnlM165dtXPnTq1YscJlxQHuxKgTAMAMQ6FpzZo1Gjx4sHx8yp4C5ePjo8GDB5e5YjjgicwEJ8ITANRthkLT3r171bp16wqPa9Wqlfbt21fZmoAqZfR2nUR4AoC6zFBoslqt5Y4yFfHx8VFhYWGliwKqg5kn5ghOAFD3GApNYWFh%2Bv333ys8bteuXQoNDa10UUB1YdQJAFAWQ6Gpffv2WrlypQoKCso8pqCgQG%2B99ZY6dOjgsuKA6mJ21InwBAC1n6HQNGzYMO3du1f33XefDh8%2BXGr/4cOHFR8fr7179%2Bruu%2B92dY1AtTAz6iQRngCgtjO0IniLFi00ffp0PfHEE%2BrVq5cuu%2BwyRURESJLS09P1yy%2B/yG636/HHH1dMTIxbCwaqmtH31xVhVXEAqJ0Mv0bllltu0SWXXKIFCxZo69at%2BuGHHyRJ/v7%2B6tq1q8aMGaO2bdu6rVCguhl5DcuZCE8AULtY7Ha73exJNputeOXv4OBgeXnVvbexWK02HTuW7dJr%2Bvh4KTi4vo4fz1Zhoc2l165tqrtXztyGq67wVN29qinok3H0yjh6ZVxV9CokpL68vZ3PLKZf2CtJXl5eaty4sdNfCtR0Zm/ZnX0so08AUPPUvSEiwIXMThYvwqRxAKh5nBppAlCSMyNPZx/P6BMAeDZGmgAXcnbkSWL0CQA8HSNNgBsUBafRW5fI7IuFGH0CAM9EaALc6I0zQo8zo0hnn0OIAoDqQ2gCqoiz857OdOa57QLP1/hL%2B1S6LgCAMYQmoIotruToU5Hvsw6WON9L0puMRAGA2xCagGrkitGnIjYH1%2BF2HgC4DqEJ8ABnhpvjp7P14PfvuOS6jsJYA4ufEtvf6ZLrA0BdQmgCPEywX32X3cJz5JT9dJnXZGQKAMpWY0LT3r179fTTT2cUquAAABkgSURBVOvbb7%2BVv7%2B/brjhBj300EOqV69ehed%2B%2BOGHWrBggdLT03XhhRcqPj5e119/fRVUDVTe2UHGnWs5VXTt25tdpT7hrd32/QDgyWpEaMrKytKwYcMUHh6uxMREHTt2TLNmzVJmZqZeeOGFcs9dt26dEhISNHr0aHXu3FmfffaZ7r//fjVs2FBdunSpot8AcJ2qDFFne%2BvAN3rrwDeGjvWWtJCRKwC1SI0ITatWrVJWVpZWr16tkJAQSZK3t7ceeughjR07VlFRUWWeO3fuXF133XV68MEHJUkdO3bU3r17lZiYSGhCrVCdIao8VrmnluiAJkpofYPLrwsAFakRoenLL79Up06digOTJPXt21dTp05VampqmaHpwIED2rNnjx544IES2%2BPi4jRlyhQdO3asxDWB2uDsEOXj46Xg4Prqn5JYTRW51s6cI6bCmJ%2B8ZJNdVtnlKy%2Bdlk2SZJF0jnxUKKu85SVvL2818qsnm92uzPxshZzTQE39G0mSTtsKlVt4Wv4%2Bfiq0WXU0/6TskoJ9A%2BTv46eGXudo%2B6k/1di3gQJ8/LTn1N%2ByWCxqWq%2BhLm8UoV3ZR1Vgs0qSgn3r67S9UD2aRKtZ/cban31MXrLr1xN/yt/bVwE%2BfpKknMLT%2BiPnmLIL89Wi4XlqF9JMO08eVnpOpoL9Av45xlqgiwKCtT/nuEL86qt9aKSC/eoX/%2B7HT2frtxOHlF2YL0kK8D5Hgb7n6NcTfzo8/szz9mcfU5BvPaXnZspul1oFhevE6Rxt/nuPwvwb6JL8pvrhrwNq0%2Bh8XdQgrMR5F9YPKb6uo23lba9IReeVt9/Mdzpb39mO5Wdr1%2BEjamyvr0Bvf6ev44iravQ0x/KztSfrb4/8vWpEaNq9e7cGDRpUYpufn58uuOAC7d69u8zz9uzZI0lq3rx5ie1RUVGy2%2B3as2dPpUKTj49rX93n7e1V4k%2BUjV4ZV9SjFd1GyWq1ldo/9v8lKdteUNVlVZmikHT2z3ZJef99yU2hrJLNqpy808X7/8zP0p/5WeVeO7Mgt8TnrP%2BGk6Iv2JuTob05GQ7P/SHzgJqc00DZ1oLiUFOWXaeOKOXPH2Uv9yjpy6M79Mhl/RRyTn0dy8/Wyzs%2B1aGcTNn%2Be6bln7IcHl/kWH62Xtm5Xhn52cqzFqjQbpVFFoXWa6BjedkqLOrhvn/%2BWHvoZ0297AYF%2BQXolZ3rdfx0joL9AjTpvwuvnr2tqDZH2ytS0Xnl7Tfznc7W5%2Bg6c9I%2BU2ZBjoJ8AzSpRW%2BnruPOGj2Jt7eXMnJPaU7aZzqen%2B2Rv1eNCE1ZWVkKDAwstT0wMFAnTpwo87yifWef26hRoxL7neHlZVFwsHv%2BIgMDXft/I7UZvTKurF6tumFshefWllEqT3PsdI78/zuyVJGKAlPR9TIs2YoKbqJdh4/o%2BOkc2c848%2BxrnHl8kV2HjyizMFfn%2BPjoVGHePxst0vHTOf8LTP/lJYsKbFZtz/1L0ec0VWZhrgLPqafMglxlWLIlqdS2otocba9IReeVt9/Mdzpbn8PrFOSooe85yiwo3evKcFWNnmbb4b3KLMjx2N%2BrRoSmstjtdlkslgqPO/sYu93ucLsZNptdWVk5Tp/viLe3lwID/ZWVletwRAD/Q6%2BMc0WvkjqPMHzsxsM7tfD3jU59T10T4hegbKuxUb7/3969BkV1nnEA/y%2BryyK4clOpRk1Ed2VlEWwQDQIR6i2iNoZEZ3JtGIwgF4lpNZ2UmugYU02DmlBssA4TMWOtNlMJJGIMlyRCMxUn5vYBTESJJmBQVtQFlrcfnD3hsAgHBHaF/2%2BG0X33Oe8%2B55kXfDjn3bXjVaLbzecj3NHQ0AQf4Q4vzQjcaG2WGqeOc7SPt/ER7vAc5obLliYMU6nRKqyAALxcR8ivNAFog4DGRY0ANz94ihHwHOaGBsutKx8%2B4tYvlR3HbLl1Nt6d7o7r6vmevGZv8%2Bt0nuEjpCtNvZ2nP3N0Jmq1C/x1o%2BE5fIR0pamvz0unc7ujOxR3RdOk0%2BnQ2Gh/mdxsNne5Cbz9FSVfX19p3DZXZ1eveqK1tX/%2BsbZa2/pt7sGGtVJuoGo1x2cK5vhM6Ze5d39ThMrGCz06ZqjtadKp3dDa2gad2g3phvnd7mmyxdvo1G5I0cd0v6fJ95c9TRPdfABAOm6Su7e0f6fjmC23zsa7091xXT3fk9fsbX6dzbNu2m9wWdUk7Wnqq%2B/BvsrR2fjoPLBu2m%2BkPU3Odl53RdPk7%2B9vt3epubkZNTU1dnud2rPtZTp79qysuaquroZKpbLb60REzq0//4Ni24b5hoamAf0hbdvoGuQ1sdtY24brjh7oYu7w0VPtxrt7LS%2BNu5RX%2B9f00rjjXo/RUq38XcfIatX%2BuK7GuhrvTnfHdfV8T16zt/l15O3qDn%2BvMf2yrvoqR2fj7eoOnZdzbr24K3bRRkZGory8HA0NDdJYUVERmpubERUVddvjJkyYgMmTJ6OgoEA2np%2Bfj6CgIL5zjoiIiBS7K5qmVatWYeTIkUhKSkJZWRnee%2B89bN68GUuXLpVdQfrjH/8Io9EoOzY1NRWFhYV44403UFFRga1bt%2BLTTz9FamrqQJ8GERER3cXuittzOp0Oubm52LJlC1JSUqDVahEbG4sXXnhBFtfW1gar1SobW7x4MW7evIns7Gzs3bsXkyZNwhtvvMEPtiQiIqIeUQnbW8moR6zWNvz8c9%2B%2BU8FReyruRqyVcqyVMqyTcqyVcqyVcgNRK29v9zt699xdcXuOiIiIyNHYNBEREREpwKaJiIiISAE2TUREREQKsGkiIiIiUoBNExEREZECbJqIiIiIFGDTRERERKQAP9yyl4QQaGvr%2B9Kp1S6wWvkBaEqwVsqxVsqwTsqxVsqxVsr1d61cXFRQqVS9Pp5NExEREZECvD1HREREpACbJiIiIiIF2DQRERERKcCmiYiIiEgBNk1ERERECrBpIiIiIlKATRMRERGRAmyaiIiIiBRg00RERESkAJsmIiIiIgXYNBEREREpwKaJiIiISAE2TUREREQKsGlyEt999x3i4%2BMRHByMOXPmYMuWLbh586aj07pjR44cgcFgsPvasWOHLK6kpAS//e1vYTKZMH/%2BfOTl5XU63969exEdHQ2TyYRHHnkEFRUVdjHXrl1DRkYGwsLCEBISgjVr1qC2ttYuzpE1P3fuHDIyMrB8%2BXIYjUbExsZ2GufMdVGa251SUquNGzd2us5KS0vtYgdrrQoLC5GUlISoqCgEBwdj6dKlOHDgANra2nqVy2CtE6CsVlxTQFlZGZ544gnMnj0bgYGBiImJwauvvgqz2dyrXAZFnQQ53NWrV0VERIRYuXKlKCkpEf/%2B97/FrFmzxPr16x2d2h07fPiw0Ov1orS0VFRWVkpfP/zwgxRz6tQpYTQaxYsvvihOnjwp3nrrLTFt2jTxz3/%2BUzZXTk6OmD59usjJyRGfffaZSE9PFyaTSXz77beyuNWrV4vw8HBx9OhR8fHHH4uHH35YzJ8/X9y4cUOKcXTNi4qKRGRkpEhJSRGxsbFiyZIldjHOXBelufUFJbXasGGDiImJka2xyspK0djYKIsbzLV69NFHRVpamsjPzxcnT54UmZmZwmg0im3btvU4l8FcJ6W14poS4ujRo2LHjh3i2LFjory8XLzzzjti1qxZ4ne/%2B12PcxksdWLT5AT27NkjZsyYIS5fviyN/ec//xF6vV5UVVU5MLM7Z2ua2p9bR/Hx8SIuLk429tJLL4nw8HBhtVqFEEJYLBbx61//Wrz22mtSTGtrq1i8eLFYt26dNHb69Gmh1%2BtFcXGxNFZbWyuMRqM4cOCANObomtvOS4hbP5w7awScuS5KcusrSmp1u/H2BnutOvse27p1qzCZTMJisSjOZbDXSQhlteKa6tzBgweFXq8Xly5dUpzLYKoTb885gdLSUsyZMwfe3t7S2MKFC6HRaFBSUuLAzPpfc3MzysvLsWTJEtn40qVLUVdXh6%2B//hoAcOrUKZjNZtmtGbVajYceegglJSUQQgC4dSlWp9MhMjJSihs3bhxmzpwpq6Wja%2B7i0vW3njPXRWlufaW7Wik12GvVPg%2BbgIAAWCwWXLlyhWuqne5qpdRQqFVHnp6eAIDW1tYhuabYNDmB6upq%2BPv7y8Y0Gg0mTpyI6upqB2XVt2JjYxEQEICYmBjs2bMHVqsVAFBTU4OWlhZMnjxZFj9lyhQAkM7f9mfHOH9/fzQ1NeHHH3%2BU4u677z6oVCq7%2BdrX0tlr7sx1UZrbQKupqcH999%2BPwMBArFixAsePH5c9PxRr9b///Q%2Benp7w8fHhmupG%2B1rZcE3dYrVaYbFY8NVXX%2BGtt97CvHnzMH78%2BCG5pob16ijqU42NjdDpdHbjOp0OV69edUBGfWf06NFISUnBjBkzoFKpcOLECWRmZuLHH39ERkaGdH4dz9/22PZ8Y2MjNBoNtFqtLG7UqFEAgCtXrsDPzw%2BNjY0YOXKkXR4da%2BnsNXfmuijNbSAFBATAZDJhypQpMJvNePfdd7F27Vrs3LkTixYtAjD0anXmzBkcOXIEa9euhVqt5prqQsdaAVxT7c2bN09qbCIiIvDXv/61R7kMpjqxaXJiQgi7jvtuExERgYiICOnx3Llz4erqitzcXKxZs0Yav915th/vLMZ2Wbe7uK7GO87nTDV35rrcyXx97emnn5Y9jo6OxqpVq7Br1y7pHzhg6NSqrq4OqampMJlMSEhI6HEuQ6VOwO1rxTX1i7///e%2B4fv06qqqqkJWVhTVr1mDfvn09ymWw1Im355yATqdDY2Oj3bjZbO60m77bLV68GFarFd988430m0bHrt9WD9v563Q6WCwWWCyWTuNs89yulh1/M3H2mjtzXZTm5kguLi5YsGABqqurpbchD5Vamc1mJCQkQKvV4m9/%2BxuGDx/eo1yGSp1sOXRWq84M5TU1bdo0zJw5E4899hjefPNNVFRUoKioaEiuKTZNTsDf39/u/mpzczNqamrs7tsONhMnTsTw4cNx9uxZ2XhVVRUASOdv%2B7Njnaqrq%2BHu7o6xY8dKcd999530G0z7%2BdrX0tlr7sx1UZqbo3U816FQK4vFgsTERNTX1yMnJwdeXl7Sc1xTcl3V6naG4prqKCAgAGq1GjU1NUNyTbFpcgKRkZEoLy9HQ0ODNFZUVITm5mZERUU5MLP%2BUVBQALVaDaPRCI1Gg9mzZ6OwsFAWk5%2Bfj9GjR8NoNAIAZs6ciZEjR6KgoECKsVqtKCwsRFRUlHSpNSoqCo2NjSgrK5PiLl68iFOnTslq6ew1d%2Ba6KM3Nkdra2vDhhx9i6tSp0j6KwV6r1tZWpKWl4dtvv0VOTg7Gjx8ve55r6hfd1aozQ3FNdaayshJWqxX33HPPkFxT6k2bNm3q1ZHUZ6ZOnYrDhw%2BjrKwMY8eORWVlJbZu3Yr58%2Bdj1apVjk7vjsTHx%2BOnn37CtWvXcO7cOfzjH/9AXl4ennzySWlfwIQJE5CdnY2LFy/C3d0dR48exb59%2B/Diiy8iMDAQwK23p6rVamRnZ0Or1cJisWDnzp2orKzEX/7yF/j6%2BgIA/Pz88OWXX%2BLgwYMYO3YsLl68iIyMDGi1WrzyyisYNuzWNj5H1/zGjRv46KOPUFVVhU8//RT19fXw8/NDVVUVvL294ebm5tR1UZLbQNXq559/xtq1a9HS0gKz2YyvvvoKW7ZsQWVlJV5%2B%2BWXpN8rBXqtNmzYhPz8faWlpGDNmDC5duiR9eXh4QKPRcE0prFVdXR3XFIDk5GTU1NTAbDbj0qVLOH78OLZu3YoJEyZg48aNUKvVQ29N9erTnajPnT17Vjz77LNixowZIiwsTGzevFn2Cah3q82bN4sFCxaIoKAgERgYKGJjY0Vubq5oa2uTxRUXF4tly5aJ6dOni5iYGLF//367udra2sTbb78tHnzwQREYGChWrFghTp48aRdnNpvFSy%2B9JEJDQ0VwcLB47rnnxIULF%2BziHFnz8%2BfPC71e3%2BlXeXm5FOfMdVGSW1/orlYNDQ1izZo1IiIiQkyfPl0EBweLJ554QpSWltrNNZhrNW/ePK4phbqrFdfULXv27BHLly8XISEhIjg4WCxZskRkZmYKs9nc41wGS51UQnS4eUhEREREdriniYiIiEgBNk1ERERECrBpIiIiIlKATRMRERGRAmyaiIiIiBRg00RERESkAJsmIiIiIgXYNBEREREpwKaJiPrMkSNHYDAYpC%2Bj0Yi5c%2BciPT0d33//vcPzunDhQpdxu3fvhsFgGKCsuldSUoLdu3d3%2BpzBYMArr7wywBkRDW3DHJ0AEQ0%2Br776KiZPngyLxYJTp04hOzsbFRUVKCwsxKhRoxyd3l2jpKQEeXl5SElJcXQqRAQ2TUTUD6ZOnQqTyQQACAsLg9Vqxe7du3H8%2BHE88sgjDs6OiKh3eHuOiPqdrYG6fPmy3XMFBQVYuXIlgoODERISgvj4eHz99deymDNnziA9PR3R0dEICgpCdHQ0nn/%2BedTW1trNd/r0aaxatQomkwlz587F66%2B/jtbW1jvKX0mOGzduREhICM6dO4eEhASEhIQgKioK27ZtQ3Nzsyz20qVLSE1NRUhICO6//36sX78eX3zxBQwGA44cOSLNl5eXBwCyW54dbzG%2B9957WLx4MWbMmIFly5bh448/vqNzJaLb45UmIup3tn/o7733Xtl4dnY2MjMzsWLFCiQmJqKlpQV79%2B7F448/jkOHDmHKlCkAgNraWtx3331YsmQJRo0ahbq6Orz77ruIi4vD%2B%2B%2B/D29vbwBAVVUVnnnmGYwfPx7btm2DVqvFgQMHkJ%2Bf3%2BvcleYIAC0tLUhMTERcXByeffZZfP7558jKyoKHhweSk5MBANevX8dTTz2Fq1ev4oUXXsCkSZNQVlaG9PR02esmJSXh%2BvXr%2BPDDD3Hw4EFpfMyYMdLfi4uLcebMGaSmpmLEiBHIyclBcnIyPvjgA0yYMKHX50xEtyGIiPrI4cOHhV6vF6dPnxYtLS3i2rVrorS0VISHh4vHH39ctLS0SLE//PCDMBqNYvPmzbI5rl27JsLDw0VaWtptX6e1tVU0NTWJ4OBgkZubK42vW7dOBAUFibq6OlnsokWLhF6vF%2BfPn%2B8y/127dgm9Xt%2BrHDds2CD0er0oKCiQxSYkJIiFCxdKj/fv3y/0er0oKSmRxf3pT38Ser1eHD58WBp7%2BeWXZfm0p9frxQMPPCDMZrM0VldXJ6ZNmyb27NnT5XkSUe/wShMR9bnHHntM9tjf3x9ZWVkYNuyXHzmffPIJWltbsXz5ctntM1dXV4SGhqKiokIaa2pqQlZWFo4dO4ba2lpYrVbpuerqaunvFRUVmDNnDnx9faUxtVqNhx56CG%2B%2B%2BWaPz6MnOQKASqVCdHS0bMxgMKC8vFx6/Pnnn8Pd3R2RkZGyuNjYWNkVJSXCwsLg4eEhPfb19YWPj0%2Bnty2J6M6xaSKiPvfaa6/B398fTU1NKCgowMGDB/H8888jJydHiqmvrwcAxMXFdTqHi8svWy7Xr1%2BP8vJyJCUlwWQywd3dHSqVCqtXr4bFYpHirly5ImuYbDobU6InOQKAm5sbXF1dZWMajUZRjj4%2BPj3Oz9PT026s4%2BsRUd9h00REfc7f31/a/D179my0tbXh0KFD%2BOCDD7Bo0SIAgJeXFwBg165dGDdu3G3nMpvNKC4uRnJyMlavXi2NNzc34%2BrVq7JYT09PqdFpr7MxJZTm2BOenp744osv7MZ7myMRDRw2TUTU737/%2B9/j2LFj2LVrFxYsWAAXFxfMnTsXw4YNQ01NDRYuXHjbY1UqFYQQ0Gg0svFDhw7JbtMBt25XnThxAvX19dLVHKvVioKCgl7lrTTHnggNDUVhYSFKSkoQFRUljb///vt2sbZzvnnzJrRabZ%2B8PhH1HpsmIup3o0aNwurVq7F9%2B3YcPXoUy5cvxz333IPU1FRkZmbi/PnziIyMhE6nQ319Pc6cOQM3NzekpqbCw8MDoaGh2Lt3L7y8vDB%2B/Hj897//xb/%2B9S/odDrZ6yQmJuLEiRN4%2BumnsXbtWmi1WuTl5eHGjRu9yltpjj3x8MMPIzc3F3/4wx%2BQlpaGSZMmobS0FJ988gkA%2BS0/vV4PAHj77bcRGRkJFxcXGAwGuwaSiAYGP6eJiAbEk08%2BiXHjxiErK0u6QvTcc89h586d%2BP7777FhwwbEx8djx44dqK2tRWhoqHTs66%2B/jrCwMGzfvh3Jycn48ssvsW/fPowcOVL2Gnq9Hvv27YOHhwc2bNiAjIwMGAwGJCUl9TpvpTkqNWLECOTm5mLWrFnYvn07UlJScPHiRfz5z38GANk5xcbG4tFHH8WBAwewcuVKxMXF4aeffur1uRDRnVEJIYSjkyAiGupsnwdVXFwMPz8/R6dDRJ3g7TkiogG2f/9%2BAMDkyZPR0tKC8vJyvPPOO1i2bBkbJiInxqaJiGiAabVa5Obm4sKFC2hpacGvfvUrJCQkIDEx0dGpEVEXeHuOiIiISAFuBCciIiJSgE0TERERkQJsmoiIiIgUYNNEREREpACbJiIiIiIF2DQRERERKcCmiYiIiEgBNk1ERERECvwfTEwh7NURGRoAAAAASUVORK5CYII%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Read_lengths_vs_Average_read_quality_plot_using_dots">Read lengths vs Average read quality plot using dots</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9gAAAPWCAYAAAAbIDABAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3Xd4FFX//vF70wghIRSBUKUkIE1Fuop0kY4g2BEVEQHBCmJBH0CpCiKPPwVFFBURBCQI%2BEiRphQpgvQSkCIJSYAAISSb7O%2BPmPnuJpstyaRo3q/r8nLr7MkMuzP3nDOfY7HZbDYBAAAAAIBc8SnoBgAAAAAA8G9AwAYAAAAAwAQEbAAAAAAATEDABgAAAADABARsAAAAAABMQMAGAAAAAMAEBGwAAAAAAExAwAYAAAAAwAQEbAAAAAAATEDABnJp2rRpqlOnjurUqaPXXnst18uzWq3G8urUqaNz586Z0ErYM3ubAcA/3aRJk4zfxbFjxxZ0c/41evfubazXVatWOX3N4cOHjdc0atQon1v4z/Tll18a6%2Bzpp58u6OYADvwKugEoHF555RUtWbIk2%2Bf9/f0VHByssLAw1a9fXx06dNBdd90lX1/ffGwlgKLm5MmTuvvuu437Pj4%2BWrt2rSpWrFiArQIAAHCOHmx4JCUlRRcuXNCBAwe0aNEiDR48WN26ddOePXsKumkowk6ePGmcwa5Xr15BNwd5IPOJv7S0NH3//fcF1BoAKDjDhw839nmffvppQTenyGI7wB16sJFFaGioGjZs6PBYcnKyoqOjdfLkSeOx48eP67HHHtPnn3%2Bum2%2B%2BOb%2BbCeBfzmazadmyZVkeX7JkiQYPHlwALQIAAHCNgI0sXJ2RO3XqlKZMmaIff/xRkpSYmKhXX31Vy5Ytk48PAyIAmGfr1q06c%2BaMJKlGjRpKTk7WmTNndOLECe3evVu33nprAbcQAHKvdu3aOnToUEE3A4BJSETwStWqVfX%2B%2B%2B%2Brbdu2xmNHjhzRxo0bC7BVAP6N7IeH9%2BjRQ927d3f6HAAAQGFBwIbXLBaLhg8f7vDYli1bCqg1AP6NEhMT9b///U9S%2Bm9O9%2B7d1aNHD%2BP5lStXKjk5uaCaBwAA4BRDxJEjdevWVVBQkBITEyXJGMbpqS1btujHH3/U9u3bdf78eV29elWlS5dWeHi42rZtq/vuu09BQUEeLevIkSPatGmTduzYoaNHjyomJkbXr19XSEiIwsLC1LhxY/Xo0UO33HKLV21MS0vTsmXLFBkZqUOHDunSpUsqV66cwsPDde%2B99%2Bruu%2B8uVFXUjx07puXLl2vz5s06e/asLl68qODgYFWpUkV33nmn%2Bvbtq8qVK7tchn3FZl9fX%2B3fv1%2BSFBMTo4ULF2r16tU6e/askpKSVK5cOTVt2lT9%2B/dX3bp1PW5nSkqKFi9erBUrVujo0aNKSEhwul6nTZumjz76SJJ033336e233zaWsXDhQr3%2B%2BusOy01NTVWdOnWcfuaIESM0ZMgQt2377bfftGDBAv3%2B%2B%2B86d%2B6cAgMDVa1aNbVr1079%2B/dXcHCwR3/j7t27tXTpUu3evVtnzpzR1atX5efnp5IlS6pSpUq66aab1LRpU7Vr104lSpTwaJmZrV69WkOHDpUkFS9eXL/88ovH35mZM2fqgw8%2BkJR%2BSYiz65yvX7%2BuFStWaPXq1Tpw4IAuXLig69evq1ixYrrhhhtUrVo1NWjQQK1bt9Ztt92Wo7/BlR9//NH4fWnUqJGqVq0qSapfv7727dunS5cuac2aNercuXO2y0hOTtYdd9yhhIQESdJ7772nrl27evT5J06cUKdOnYz7P/zwg8LDw7N9/ZEjR4zv319//aVLly4pJCREVapUUatWrdSvXz%2BFhYW5/MzDhw8bvfRBQUHatWuXpPTv5eLFi7Vx40adO3dO8fHxKl68uPG8/d/766%2B/asuWLfrjjz8UFRWlS5cuycfHR6GhoYqIiFCLFi3Ur18/hYaGerQeMvz555%2BaP3%2B%2BNmzYoLNnz8rHx0dhYWFq2bKlHnjgAWPdNG/eXBcvXpQkLVq0KEs9j7xad97I7Xq2t3nzZv3vf//Tb7/9ptjYWF29elVlypRRRESE2rZtqz59%2Bqh48eIetevQoUPatGmTdu7cqaNHj%2Br8%2BfPGvqxixYpq3LixevXqpQYNGnj196ampmrp0qWKjIw0fnNvuOEG1a5dW71791aHDh3y/BIvT9swadIkzZkzR5L08MMPa8yYMVmWtW7dOqMGQ0REhJYvX%2B728z1Zbobo6Ght2LBB27Zt0%2BHDh3X27FklJiYqKChIZcqU0a233qqOHTuqffv2slgsOVkdWWT3bzKD/fcqw%2BTJkzV58uQsy8p4f0pKitq0aaPY2FhJ6eugV69eHrUnKipK99xzj3F/1apVqlGjhld/UwZn695ms2nNmjVavHixDh48qPPnz6tkyZIKDw9Xt27ddO%2B998rPz/yIcvr0aS1ZskSbNm3S6dOndenSJWO/fMcdd6h379668cYbs31/TrYDiiYCNnLEYrEoJCTEOAC%2BfPmyR%2B87ffq03njjDf3yyy9ZnouJiVFMTIx%2B%2BeUXzZo1S%2B%2B8847uuusul8vr0aNHttctXbhwwah8/uWXX%2Bqee%2B7RhAkTPAoh0dHRGjFiRJYfxzNnzujMmTNav369WrZsqffee8/tsvJaUlKSJk6cqG%2B//VapqakOz2Wsg71792rOnDkaNmyYBg0a5NXy16xZo9GjR%2BvSpUsOj586dUqnTp3S0qVLNXLkSD3%2B%2BONulxUVFaXhw4fr8OHDDo8X9HpNTk7WhAkT9PXXXzs8fv36de3du1d79%2B7VN998o08//VQREREul/Pqq68qMjIyy3Opqak6f/68zp8/r99//10LFixQ27ZtjZMI3mrdurVKlSqlixcv6tq1a1q9erVDD68rP/zwg3Hbfth1hv379%2Bu5555zKGqYITExUX/%2B%2Baf%2B/PNPbdq0SR999JE%2B%2BOADh6m0zJB5eLj97X379kmSli5d6jJgBwQEqFOnTlq4cKEkKTIy0uOAbb8N69Wrl224TkxM1DvvvKPvvvtOaWlpDs/Fx8crPj5ee/bs0Zw5c/Tcc89pwIABHn1%2Bhq%2B%2B%2BkoTJ05021u/fv16vfTSS8bJhMySkpIUHR1tbLMxY8aoZ8%2BeHrdh8uTJSkpKcnj86NGjOnr0qL755huNGjVKjz76qGd/1N/yet15w9P1nOHkyZN6/fXXtW3btizPRUdHG%2Bt69uzZmjhxolq2bJntslJSUnTvvffqyJEjTp/P%2BB3fv3%2B/5s2bp27duuntt99WYGCg23aeOXNGw4cP1x9//JHl8TNnzmjdunW66667NHXqVLfLyqnC0AZPvf76607/PUpSQkKCEhISdOLECS1dulT169fXjBkzVKVKlQJoqXv%2B/v7q3bu3Zs2aJUn67rvvPA7YixYtMm43adIkx%2BHamcuXL2vkyJFau3atw%2BOxsbGKjY3Vli1bNH/%2BfL3//vvGidXcstls%2BvDDD/Xxxx/r%2BvXrDs/FxcUpLi5Oe/fu1aeffqrHH39czz//PHWFkCsEbOSIzWZzOJDzpBfu4MGDGjhwoM6fP288FhQUpPDwcBUvXlwxMTGKioqSJJ0/f15DhgzRtGnT1LFjx2yXaR%2Bu/f39Vb16dZUqVUo%2BPj6Ki4tTVFSUETpXrVql8%2BfPa968eS57nuPj4zVgwAAdP37ceCwgIEC1a9dW8eLFFRUVpdjYWP36668aOnSomjRp4vZvzysJCQkaNGiQw4kAPz8/1apVS6VLl1ZCQoIOHz4sq9Wq69ev691339WFCxc0atQoj5a/adMmDRs2TGlpafL391dERIRCQkJ07tw5I3ylpaVp4sSJqlq1qjp06JDtss6cOaPHHntM0dHRxmOBgYGKiIhQYGCgTp48qZiYGI/Wa1hYmO68804lJSXpt99%2Bk5R%2B0ueOO%2B5w%2Bvpq1aq5/Dtfe%2B01oxe3dOnSql69unx8fHTkyBHj33l0dLSeeuopLV%2B%2BPNue7JEjR2rlypXGfT8/P9WsWVOlS5eWzWbTpUuXdOLECWMHb7PZXLbLFX9/f3Xq1EkLFiyQlB4IPQnY%2B/btM/5tWywWdevWzeH56OhoPf744w5n6UNDQ1W9enWVKFFC165dU0xMjM6ePWu039nBaG6cOXPGCC7%2B/v4OIbpr166aPHmyUlNTtWnTJsXGxuqGG27Idlndu3c3AvamTZt04cIFlS5d2m0b7HvFnJ2EkNKDz6BBgxymK/T391etWrVUqlQpXbp0SYcPH1ZqaqquXbumCRMm6MKFC3r%2B%2Befdfr6UPlJj7NixxnLDw8MVEhKi8%2BfPO3yPJOns2bMOv8mlSpVS1apVFRwcrOvXr%2BvPP/80erKuXLmikSNHKjU1Vb1793bZhq%2B%2B%2BspoQ4awsDBVq1ZN165d0%2BHDh3X9%2BnWNHz/eq9EYeb3uvOHNepbSv0MDBw5UfHy88ViJEiUUHh6uwMBARUdH68SJE5Kkc%2BfO6amnntJ///tftW7d2unnp6WlOYRrf39/1ahRQ6GhofLx8VFsbKyioqKM79ny5csVGxurzz77zGUIiI2N1YABA/Tnn38ajxUrVsz4zY2KilJcXJw2bNig4cOH66abbvJ8pXmoMLTBG4cPHzbWs4%2BPj6pUqaKyZcsqMDBQCQkJOnbsmHGiad%2B%2BfXrggQe0ZMkSlStXLk/b1bJlS12%2BfFkHDx40vsc1atRwOirN/sRLv379NHv2bNlsNm3btk0nTpxQ9erVXX6W1Wp1mAqxb9%2B%2B5vwRSt/nvfDCC9qwYYOk9P1tzZo1lZycrCNHjjis2wEDBmj%2B/PkqX758rj/3jTfeMPYDGapXr67y5csrPj5eR48elZR%2BsmvWrFk6deqU3nvvvSzfr5xuBxQ9BGzkyL59%2B3Tt2jXjvquhk1L6GcshQ4YY4bpixYoaNWqUOnbs6DAMKCoqSuPGjdPmzZuVkpKi0aNHq379%2BqpUqZLT5ZYsWVK9e/dWx44ddcstt8jf39/h%2BYsXL%2Bqrr77S//t//08pKSnasWOHPvvsMw0cODDbto4fP94hXPfv31/PPvusSpYsKSn9YOinn37Sm2%2B%2BqZ07dxonBQrCq6%2B%2BaoTrYsWKadiwYXrooYccAuClS5c0c%2BZMffHFF5KkOXPmqHHjxi7DsJT%2Bd77wwguSpMGDB2vgwIEKCQkxnt%2B1a5eGDx%2BumJgYSdKECRNcDpl7/fXXjYNVHx8fY5kZB%2BU2m02bNm3SmDFj3K7XVq1aqVWrVg5D2n18fHI0H%2BXq1at18eJFVapUSa%2B//rratm1r7FRTUlL06aefatq0aZKkv/76S3PnztWwYcOyLOf33383wrXFYtGQIUP0%2BOOPO6wzKb0ne9euXVq1apXDAXpO9OjRwwjYv/zyi%2BLj41WmTBmX77HvmW3atKkqVqzo8PyHH35ohOuwsDCNHTtWrVq1ynKgkZCQoA0bNmjRokWmDZPMsHTpUiO833XXXSpVqpTxXLly5dSyZUtt2rRJVqtVkZGRLkdPNGvWTGFhYTp37pxSUlK0atUqPfjggy4/f8%2BePUZA8vHxybbXe9SoUUZALF68uEaMGKF%2B/fo5BM0LFy5oxowZxuiIjz/%2BWE2aNFGrVq1ctiE5OVnjx4%2BXxWLRoEGDNHDgQOM3SJJDYMlQv3599enTR23atHF6wLd3715NnTrVqJkxbtw43XnnndkewB49elQTJkww7leuXFnjx4/X7bffbjx25coVzZ49Wx9//LHGjRuXZRRNdvJy3XnD2/V88eJFDRkyxPjuVq5cWaNHj1a7du0cTtweO3ZMb731lrZt26aUlBSNHDlSy5YtU4UKFZy2o1SpUurdu7fuvvtuNWzYMMvw2Pj4eH355ZeaNWuWUlJStGXLFn311VcuRw28%2BeabDu1/8skn9cwzzxi/SampqVq1apXGjh2rLVu25EkV68LQBm/4%2B/ure/fu6tKli1q0aJFlxFvGpTNTpkxRXFyczp8/r7FjxxqX3OSV6dOnS0qffzljFpe%2BffvqySefdPm%2BqlWrqmXLlsaowe%2B%2B%2B04vvviiy/f8/PPPxrFaSEiIw1Dx3Fq5cqUuXLigkiVL6o033lDXrl2N7439b4nNZtPp06c1ZsyYHI/yyrBw4UKHcN24cWONHTvW4bj15MmTeuutt4z1tHLlSjVs2DDL%2Bs3pdkDRw/gHeM1ms2nmzJkOj9lfq%2BjM1KlTjeu0q1evrsWLF6tz585ZDiJq1KihWbNm6c4775SUHsw//PDDbJe7fv16jR49Wk2aNMkSrqX0g5ahQ4fq3XffNR6bN2%2BerFar0%2BXt2rXLYfjsoEGD9NprrzkccPn4%2BKhTp06aM2eOAgMDdeHCBZd/e15ZsWKFfvrpJ0npZ0o///xzDRo0KEvvamhoqF577TWNGDHCeGzKlClue08zelzHjh2r559/PktQbNSokWbOnGmEq9OnTxu9yZn9/PPPDpcFjBo1SiNGjHA4mLZYLGrVqpW%2B%2BOILlSpVKt/W68WLF1WuXDnNnz9f7du3dwiS/v7%2BGjx4sEMgy6569fr1643b9957r4YPH55lnUnp17Y3adJEr7/%2BuqZMmZKrtjdu3NgIUlar1aH33Jm0tDStWLHCuO%2BsZzajZ0FK/3fSunVrp71kJUuWVLdu3TR37ly3J2u8Zd974qxX3ptq4haLxSEgOxu%2Bn5l973WzZs2chqIlS5YY2zwoKEjz5s3T448/nqUXt3Tp0nrzzTeNa0ZtNpvT6/Uys1qtSkpK0uuvv64XXnjB4TdIyjoqo2fPnlq8eLEefvjhbGstNGzYUHPmzDECamJionGCxpmpU6cqJSVFklSmTBnNmzfPIVxLUnBwsJ5//nm9%2BOKLSkxMzDL80pm8Xnfe8HY9T5o0SefOnZOUfmJ58eLF6tixY5ZRUbVq1dKcOXPUrFkzSem/MxlDdTMLCAjQzz//rFGjRqlRo0ZOrz0tU6aMhg8frnfeecd47PPPP8929MiWLVu0evVq4/6zzz6rkSNHOvwm%2Bfr6qmvXrpo9e7YCAgJM/80tDG3w1uzZszV16lS1a9fO6eVkxYoV07333qsvv/zSeH716tU6depUfjfVY/369TNuL1myJNvjnwz2w8O7detmak/shQsX5O/vr1mzZqlHjx4O35uM35KME/tS%2BvX2mzZtyvHnXb16VZMmTTLu33bbbfrss8%2BydArdeOONmjVrlsMouPfffz/XJ8FRdBGw4ZVTp05pxIgRWrdunfFYt27dXBa5io%2BPdzgInjRpksteNj8/P40dO9Y4yIiMjNSVK1ecvtbTok6dOnVSo0aNJKUP2cso3pWZ/cFmtWrV9Oyzz2a7zHr16umJJ57w6PPzwieffGLcHjp0qPH3ZWfw4MHGdVQnTpzQr7/%2B6vYzMoqjZeeWW25xmIt4586dTl/37bffGrfr16%2Bvxx57LNtlVq1a1eV6zwuvvPKKyyJK9u09ffq00WtvL%2BOgW5LHRb9yWyTP2/C4bds2YxSBv7%2B/054J%2ByGx7v5NZTCz2N%2BOHTuMyw9CQkIcpgTM0LFjR6Nw1KFDh3TgwAGXy7QP6Tt37nRZlDHzSYjsht3bj5Z47rnn3BbzGj58uHGt5uHDh7M9GWWvUaNGeuSRR9y%2BTvL8t9DX11cvvfSScT/zdZAZMgo9ZXjuuedcFkl88sknsy0ymFl%2BrDtveLqeo6Ojje%2BYxWLRlClTHEZXZObv769x48YZJ6gWL17s9ASExWLxuBBajx49VK9ePUnp%2B%2BPM9Swy2O/LatWqpWeeeSbbZd58881eXz/vicLQBm95%2Bj2qWbOmEVzT0tIcjokKmw4dOqhs2bKS0i%2B/sz8ZnFnm772Zw8MzPPzwwy73LQMHDnQ4pvzmm29y/FmRkZFGjSA/Pz%2B9/fbbKlasmNPX%2Bvv7a/z48cYJhevXr2cZVg54ioCNLA4dOqQnn3zS4b/%2B/furU6dO6tixozEsRpLuuOMOjRs3zuXyVq1aZRxUZA5k2alcubIRUpKSkvT777/n4i9Kd/PNNxu39%2B7dm%2BV5m83mcLDZt29fBQQEuFzmQw89VCCFMI4dO2YUevL393c75FVK73m3v95269atbt9jf%2BY7O/Zh0n5ofQar1arNmzc7LNPdkOJevXrl2/VLoaGhbofA1ahRwzhAkZz/nfY77YMHD5rXQDfsA%2BCuXbtc9qTYB/A2bdpk6a2T5PBvviCGa9qfjOvUqZPTg6ESJUqoffv2Tt/jzE033aTatWtLSv%2Be249SyWzLli3G8MhixYo5Ld62f/9%2B45rZ4sWLe3QQ6uvrqy5duhj3Pfn%2B5cXBrZS%2BPjLWa8Y11Jlt3LjRGO4dFBSU7XXoGXx8fDz6vcivdecNT9fzypUrjR79pk2bGkHXlerVqxv7nsTERKf7Hm%2B525elpqbq559/Nu7ff//9bk%2BCPfzww6Ze6lEY2pDX7GcmMWO75hV/f3/de%2B%2B9xn37HurMlixZYnzv69Wrp/r165venocfftjl8z4%2BPg7HNOvXrze%2Bd95as2aNcfvOO%2B9UzZo1Xb6%2BUqVKDiOy7N8PeINrsJHFpUuX3A7JqV69uoYMGaIePXq43SHu2LHDuN28eXOP21G7dm2j0NG%2BffuyLWAlpV8r%2B%2Buvv2rv3r06deqULl%2B%2BrOvXrzsMg7aviOyscM3JkycdKmV7cp1fuXLlVLduXSPs5hf7Hpz69es7HYrsjH0FbE/a7MnJEPueX2cVjI8ePepQfdiTfwPBwcGqX7%2B%2Bw7%2BdvNKgQQOPpgOpUKGC4uLiJDmvmm8/dc7XX3%2BtqlWr6sEHH8z2bLlZIiIidNNNNxmhfvny5U57ipKTk415paXsC3c1aNBA27dvlyS9%2BOKLeuedd9S4ceM8aHlWSUlJWrVqlXHfVdG2Hj16GEO5IyMj9fLLLzu9TCRD9%2B7djUtFIiMjs62mn/kkhLPvlv33r2HDhh73etl//7IbRWMvp%2Bs9Ojpamzdv1sGDBxUXF6crV65kGRaaMbTYarUqLi4uS50L%2B8Dg6d/oyXc7v9adNzxdz/Zt92ZfFhERod27d0tK/911VcAxY6q1jH3ZlStXsuzL7OtTONuXHT161JjhQ5JxyZUrlStXVq1atYxiT7lVGNqQW7t379auXbt07NgxJSQkKDEx0WE72A9nd7YdCpN%2B/frp008/lc1m04YNG3T%2B/PkshdlsNpu%2B%2B%2B474/59991nejuqVavmtuioJIcZZJKTk3Xo0CGvp6eT5FBE0d2sNBnatm1r7FsOHDig5ORkt50tQGYEbOTI6dOndfToUY/ONttXR12zZo3HB0f2gTi767KsVqvmzp2r2bNnZ5mb0BVnAcm%2BEIuPj49q1arl0bLCw8PzPWDbr9PTp097XGDDfh15cq2bq%2BrMGeyHNmaexkdKr26cwc/Pz%2BUck/Zq1qyZLwHbk79RcqwIal/gL0Pnzp01ffp0xcTEKC0tTRMmTNDMmTPVqlUrtWjRQo0aNVJERESe9NB0797dbcDesGGDcQIkJCREbdq0cbqsAQMGGAH7xIkTeuihh1SjRg21bt1aTZs2VaNGjRx68820evVq47sZFhZmXL/qzB133KGyZcsqLi5O8fHx2rBhg0OvdmbdunXTe%2B%2B9J5vNpsOHD%2BvQoUNZhjQnJycbdQ2k7AO%2BfQCIiory%2BPtnfz2fJ98/b6f/OX36tCZMmKC1a9d6Vdnd2e/hX3/9Zdx21%2BuToUaNGrJYLC7rO%2BTXuvOGp%2BvZ/nd31apVHs9xax%2BIs2t7SkqK5syZozlz5ni1L3N2%2BZT9KJaM2TU8ER4eblq4LQxtyKmffvpJU6ZMcTpNYXayu4ytsLjxxhvVvHlzbdmyRVarVUuWLMlyknHr1q3GcVBgYKDH0z56w9U0l/YqVqyo4OBgY73%2B%2BeefXgfshIQEh%2B9Sxigmd%2Bz3C8nJyYqOjjZtujAUHQRsZNGsWTPNmzfPuG%2B1WhUdHa0DBw5ozpw52rFjh6xWq2bNmiWr1ep2yif7H7hjx47p2LFjXrfJ2c4rJSVFzz77bI6ufXI216l972tQUJDHZyxdXYOXV%2BzXaWxsbI6KgLg7IPD19fX62lpnB9b2B%2B8lSpTweEi9p73yueWq1zM7zv7OoKAgffTRRxo8eLBxjfbly5e1YsUK45reMmXKqE2bNrrvvvtM7RXu1q2b3n33XaWlpeno0aM6cOBAlroIGdOQSdLdd9%2Bdbc96hw4d9Pzzz%2Bv99983QlpUVJSioqI0d%2B5cWSwW1a5dW/fcc4/69evn8QkKT9gP9e7WrZvLkxF%2Bfn7q0qWL8Vu1dOlSlwG7UqVKaty4sdELGRkZmSVgr1u3zvj3Ghoamm2Ph/33L2Nuc285C7X2AgMDPRpZkWH//v0aMGBAlvnqPeHs99C%2Bfc4uJXDGz89PxYsXd%2Bi5zCw/1p03vFnP9m0/cuRItvNWu%2BLsdzc5OVnPPPNMjn7HnW07%2B38DJUuW9Ph33Mx9WWFoQ0588MEHWYq4esLT%2BdML0v3332/MIPDdd99lCdj2Q8c7deqUJ/tgb7ZvaGio8X3Jye9a5hF1nkzP6Ox1ly5dImDDawRsuOXn56fKlSurcuXKat%2B%2BvcaMGWMUrZozZ45atGiR7fyekvPePm85642ZPXu2Q7i%2B7bbb1LNnTzVs2FAVK1ZUiRIlHELEtGnTXE73YH%2BNjzehqyCGDuXVOs0LuZnr%2BZ%2Bmfv36WrlypT7//HMtXrxYp0%2Bfdng%2BPj5eixcv1uLFi9WuXTu98847Hu/0XQkLC1OTJk2MSyoiIyMdAvaVK1ccCtu465kYPHiwWrdurU8%2B%2BURr1qxx%2BPdms9l06NAhHTp0SLNmzdJzzz2nAQMG5PpviI6Odii8N3/%2BfJfXCkqOB7Xr1q3TxYsXXR7Ade/e3QjYP/zwg1588UWHEG9fPfyee%2B7J9rvtKkB6yt33wpvaDsnJyRoxYoRxEBoYGKiePXuqdevWqlmzpsqVK5clSDZv3txlT2lefW/zY915w5v1nFe/u//9738dwnXTpk3Vo0cPNWjQQGFhYVn2ZZMmTdKcOXOy/YzCsC8rDG3w1q%2B//uoQrqtVq6a%2BffuqcePGqlKlikqWLKnAwEDjN2PdunVGhft/gg4dOqhMmTKKj4/XiRMntG3bNmOUUEJ/JOKqAAAgAElEQVRCgsPonbyq/5DTfws5OYGR%2BT2efnbmf4P/hJMnKHwI2PCKxWLRmDFj9PvvvxsFkP7zn/9o1apV2e4YQ0JCjDOJU6ZMMWXYkdVq1WeffWbcf%2Byxx/Tqq6%2B6fM/Vq1ddPm8/vZW713qz3Lxg36PUt29fjR8/Pt/b4Cn7tl69elVpaWkeHdSa2UuVn4KDgzV06FANHTpUUVFR2r59u7Zt2%2BZQPEtKr948aNAgffPNN6ZU4e7Ro4cRsH/44Qe9/PLLxoHgTz/9ZAzfr1Chgsuh1xnq1q2rd999V8nJydq9e7d%2B%2B%2B03bdu2Tb/99ptx8Hzt2jVNmDBBvr6%2Bua4A/P333zvMoezt9yolJUU//PCDywI6nTt31vjx45WSkqKzZ89qx44dxvWwly9fdjgJ4aqol/2/6UceeURvvPGGV20128qVKx2Gdn799dduixO5C7r2f6Oz2grOWK1WtyG0sK07b5QsWdL4Ds%2BYMcPt9JSeSE5O1hdffGHcf%2BqppxyqvDvzT9iXFYY22PPkhPLHH39s3G7WrJlmz57tsthmQez7cyMgIEC9evUyTs4sWrTI2BdERkYa%2B4jq1auradOmedKGnP5byElveub3ePrZmUeZeDqCB7BHFXF4zd/f3%2BGg6MyZM5o/f362r7e/XtOba5pc2bt3r3HQFxQUpBdffNHte5xNrWTPfuqw5ORkj4cuZu6lzA/2bTVrneYV%2B%2BJJVqvV4/Y6q9T9T1OjRg3169dPU6dO1caNG/XFF184FDjas2eP27mrPWXf43ru3DnjOmrJsXBX165dveq1CwgIULNmzTRkyBDNnTtXW7Zs0ZtvvunQU/z%2B%2B%2B87vf7eG/ZzX%2BeUu2rimYd926%2BXH3/80aimXbFiRZeFqOy/fydOnMhha81jP8d8nz593IbrCxcuuO2VqVixonHb0%2B9iVFSU297lwrbuvJEXv7s7d%2B40TnaEhoZqxIgRbt/jbl9mv8%2B9fPmyxydIzNyX5WUb7HsiPa0u7e7zk5OTHYrYjRw50u1MFu62Q2F0//33G7d//PFH40S2/WihvChulsHVFIn2kpKSjKKiknJU9yM0NNTh5LWn/77t6/FIcjmtLJAdAjZypGnTpg5VQWfNmpXtAbb9VBaezL3sCfsCPLVr13Zbqdlms7md6uumm25yCB6eTLuRlpaW7wXOJMfq3rt37zZl2GVeCQ8PdyiEltHL6sqVK1c8Wq/226uwD0W3WCxq3ry5PvnkE4eCP/ZTmOVG5sJlGeExNjbWuO5Ocj883J3g4GA99NBDmjZtmvHY5cuXHaq1emvPnj0OhY1Wr15tDEN399/q1auN9%2B3du9dtjQf7nulVq1YZB%2Bj2w8PdXf%2Bdee73gh5CaF9I0N2c0pI8Ks5lv5y9e/d6NDzak%2B92YVt33rBve17sy%2BrUqeN2GGtaWppH%2BzJ7nuzLrFarqdML5mUbSpQoYdz2NLhnN194hvPnzxu/Bb6%2Bvh5NT%2BVpkTsz2f8u5WSfV716daPXOikpSZGRkdq/f79RfNbPz89hSi%2BzHTx40KPv/L59%2BxxGNGWuKeKJgIAAhYeHG/c9ne7V/nVhYWFOA3ZutwP%2B/QjYyDH7SsWxsbFasGCB09fZB/GdO3eaMreu/VlrT6oy//rrrzp37pzL15QoUcLhRzyjMJUrW7dudTjLml%2BaNWtmHIglJye77bkrSH5%2Bfrr99tuN%2BwsWLHC7Q/r%2B%2B%2B896hG1D%2B5paWn/iIP14sWLO0w5Fxsba9qy7cPjjz/%2BqOTkZK1YscI4UAkPD8/RgYozLVu2dJhiKTd/x9KlS43b9evX96qgTNWqVR0Oht19F9q1a2cMX7148aI2btyomJgYh7mV3c353KJFC%2BN65sTERFN633PDfgouT34P7dd3dlq1amX0/iQmJjr09juTlpZm1OZwpbCtO2/Yf2%2B3bt3qUB08p7zdduvXr3eoqO5M6dKlHYKFJ/uyTZs25aiQVEG0wX5UVHx8vNvfnr/%2B%2BksHDhxw%2BZrM09i5Ex8f7zDPd36x/83N6agh%2B17sRYsWaeHChcb9tm3bmlq4MrPExERt2LDB7evs/71Uq1ZN5cuXz9Hn2Y9EWrlypUNod8ZmszmcbM1uJJMZ2wH/bgRs5FiTJk0cruX85JNPnAacu%2B66SzVq1JCU/uP15ptv5joI2f/YHjp0yOW1NcnJyZo4caJHy7Xv3VuxYoXLs95paWl6//33PVqu2UJDQ9WrVy/j/owZMzweelUQ%2BvXrZ9zet2%2BfQ5X6zM6cOaMPPvjAo%2BWWKlXKocfHfmqY/ObNWWz7EQehoaGmtaFNmzbG9WKXLl3Shg0bHIKRu95rb/6G5ORkh4OVnFb/TU5O1g8//GDcz8l1rfbvWbZsmcvrLYsVK6a7777buL98%2BXKtWLHCeE%2BdOnWyVBfP7IYbblCXLl2M%2B9OnTy/QeXDt57PduXOny9du2bLFYT707FSoUMFhOP306dMdelszmzt3rke9j4Vt3Xmjffv2xpReqampGjNmjNfBLDP7bbd//36XB%2BvXr1/X5MmTPVpuz549jdvff/%2B9y5MBqampmjFjhkfL9UZetaFChQoOQ4Z//PFHl6%2BfMWOG22BVtmxZ4wRHamqq297OyZMnF8gJXfvwm9P93d13320U19y3b1%2Bez32d2QcffODye3Pq1CmH0J%2BbHvU%2BffoYt8%2BcOaNvvvnG5euXLl3qcNyX3fowYzvg342AjVyx78WOiYlxWvXXx8dHL7/8snF/165dGjx4sNue32vXrmnx4sV64oknsjx3yy23GNebJiYmatKkSU7DwZUrVzR8%2BHCPe8379Olj/HCmpqZq6NChTg8qU1NTNXbs2AIZIpZhyJAhRji7ePGi%2Bvfv73ZYdVpamn755Rc9%2BeSTWa4zyktt2rRx6MWeMGGCPvjggywnRjZv3qxHH31UFy5c8Ki6tp%2Bfn8Pclp9//nm%2BVUfPbMSIEZo9e7bbOXr37t2rVatWGffNLCYTEBDgEDY//vhjY%2Bi2xWJR165dXb7/1KlTeuSRR/Tzzz%2B7PSCdMWOGcc1yQECAbr755hy1OaP6d4acBOx77rnHuB0dHe1wTbIz9ica1q5d63CA6a73OsOzzz5r9ITHxsaqf//%2Bbn9nUlNTtWHDBj322GOmhkr7E51LlizJNmTv2rVLw4cP9/hEyksvvWScwIqLi9Ojjz6aZWj0lStXNH36dE2ePFlBQUFuL9eRCte684afn59DAbJt27Zp6NChbr/ziYmJWrhwYZZpkSSpUaNGRo/%2B5cuXNXXqVKfLuHz5soYMGeLx9fB9%2B/Y1TnqlpKRoyJAhTteb1WrVG2%2B8kSeXOuVlGzp06GDc/vDDDx0uk7A3a9YsLV682O3ygoODVa9ePeP%2BxIkTnV56lZaWpmnTphXYqDH7Nq5duzZH%2B/GMYmcZMn7HK1SooFatWuW%2BkW4cPHhQr732mtPr52NjYzVkyBCjTaGhoXrggQdy/Fn169d3%2BJsmTpzoUMzS3tatW/Wf//zHuN%2BoUSO1bNnS6WvN2A74d6OKOHLl9ttv16233qrdu3dLSp86q2/fvlmuI2vfvr2efvppo0rn5s2b1b59e3Xt2lXNmjVT%2BfLl5evrq4SEBEVFRWnPnj3atGmTEhMTVaFChSyfGxQUpPvuu09ff/21pPRhx0ePHtV9992nqlWrKjExUXv37tW3336r6OholShRQnfddZfbglIhISF67bXX9Pzzz0tKL3bRvXt3Pfjgg2rSpImKFSum48ePa%2BHChdq/f7%2BKFSumO%2B64Q2vXrs31uvRWpUqVNGXKFA0ZMkRWq1WnT59Wnz591KZNG7Vq1Uo33nijAgMDdeXKFZ05c0Z//PGHNm7caBRvy%2B/rhsaPH68HH3xQ0dHRSktL08yZM/XJJ5%2Bodu3aCgwM1MmTJ42Dr9tuu01NmjTRrFmzJLmeuqVbt27GgdmCBQu0du1aY5kZunfvrs6dO%2BfhX5d%2BDd/UqVM1ffp0tWjRQo0aNVLt2rVVqlQpWSwWI/hFRkYaPR%2BVK1dWt27dTG1H9%2B7djbP/9tdF33bbbUbvW3ZsNpu2b9%2Bu7du3G3N2N2jQQFWqVFFwcLCSkpJ0/Phx/fDDDw4nlx555BGHqsHesD9QrVOnjsP16Z668cYbddNNNxk9qEuWLHG4NCWz5s2bq3z58oqJidG1a9eMHguLxeLx9qhWrZomTpyoESNGKDU1VSdOnFCvXr3Utm1btWrVSlWrVnX4/u3du1cbNmwwTiya%2Bf3r2bOnZsyYoUuXLik5OVmPPfaY7r//ft1xxx0KCQlRdHS01q5da/TUd%2BzYUdu3b3c5TZeUfknB6NGjNXbsWEnpJ2AGDBigihUrqmrVqkpKStKhQ4eMg%2BE33nhDkyZNcjjx4kxhWnfe6ty5s3bv3q25c%2BdKkn7%2B%2BWe1a9dO3bp1U9OmTVW%2BfHn5%2BPgoISFBx48f1%2B7du7V582YlJSWpWrVqWZYXGhqqnj17Gid55s2bp0OHDqlPnz6qUqWKrl69qt27d2vhwoU6f/68QkND1aJFC7e9tqVLl9bo0aM1atQoSemF6nr06KEHHnhAt912mwICAnT8%2BHEtWLBAhw4dUvHixdW8eXNThz3nZRsee%2BwxLV68WCkpKYqNjVXv3r01YMAAo%2BbL8ePH9f333%2Bv3339XSEiImjRp4jCtpzP9%2B/c32rp792716tVLDz30kOrWravU1FQdPXpUixcvNoab33fffW6nEjRb69atFRISYhSO69y5s%2BrVq6eyZcsaNUkCAwP13nvvuVxOv379HGZikaTevXubMqOFK61atdLOnTu1dOlS7du3T/fff7/Cw8OVkpKiXbt2af78%2BQ4nrEaNGpXrImPjx49Xz549dfHiRSUnJ%2Bvpp59W586d1bFjR5UrV05xcXFat26dw%2BinoKAgTZgwIdtlmrUd8O9FwEauPfPMM3r66aclpRfbWbp0qdM5FF944QWVKlVKU6ZMUVpamq5du6ZFixbleAf14osv6rfffjMOjnfs2KEdO3ZkeV2xYsU0efJkj4qsSFKXLl10%2BvRpvfvuu5LSew5mzZplhL0MPj4%2BGjNmjE6dOlUgAVuSMVfxc889p4sXL8pms2ndunVuDyQKQuXKlTV37lyNGDHC2GZJSUlZimO1bNlS7733nmbPnm085mqKjkceeURr1641qmafP38%2BSwX4Bg0amPVnuGW1WrVp0yaHeW2dueGGG/Thhx86FOwxQ7NmzRQWFpal5oCnPbMZ7OfsdqVDhw7GCSlvxcXFaePGjcb93Ex7dM899xgBe/Xq1bpy5Uq2od/Hx0ddu3bNcoDZtGlTh%2BrZ7nTs2FEfffSRXnjhBV2%2BfFlpaWlas2aN1qxZk%2BO/IydCQkI0adIkDRs2TFarVcnJyZo3b57TSzHq1q2rCRMmOPQAupIx7Zl9cP7rr78cRvb4%2B/tr5MiR6t27t8aNG%2BfQruwUlnWXE6NHj1bp0qU1ffp02Ww2JSYm6ttvv/XoGnRnXnnlFe3atcvond62bZvTgnHFixfXlClTHIoWutKrVy%2BdPn3auOTm4sWL%2Buijj7K8zs/PT2PHjtWBAwdMv644r9pQq1YtvfTSS0YIunDhgkPhxQyBgYF69913tWXLFrf7xV69emnDhg3GJSsnT57MNmQ9%2B%2Byzql%2B/fr4H7KCgII0bN04vv/yyUlJSZLVas%2BxD7a8Pzk7NmjXVtGlTY79psVgchlPnlWrVqqlPnz56%2BeWXdeTIEZdTjD7zzDOmtCksLEyff/65nnjiCcXFxclms2nFihXZ1gUIDQ3VrFmzjEsbnTFrO%2BDfiyHiyLU2bdo4FBmaNWtWttfXPPHEE1q2bJm6dOnisldSSt%2BBPv300/r888%2BdPh8cHKyvv/5aPXr0yHbaoUaNGunbb7/1%2BGAyw6BBg/TRRx9l2%2BNXo0YNffLJJ/lyvZI7LVu21MqVKzVw4EC318GWK1dOffr00Zdffqkbb7wxn1r4f2rWrKnFixfrP//5j5o1a6ayZcsqICBAlSpVUuvWrTVt2jR9%2BumnKlOmjMMlBK6GiwcEBGju3Ll655131KZNG4WFhbmdXiUvPP300%2BrSpYvboe0ZVbgjIyOzVNo1g7Oh4P7%2B/g7DqLNTvnx5vfjii2rcuLHbasY1a9bU22%2B/rZkzZ7r9LmcnMjLS4bfCkzZmx/69SUlJbkerODvh4O1JCCm9xsSqVav0%2BOOPu50vtUKFCurXr5%2B%2B/vprhYWFef1ZrrRt21Zz5sxRzZo1nT5fokQJ9e/fXwsWLPB6TtmHH35Yy5cv1%2BOPP65atWopKChIJUqUUHh4uB599FEtXbpU/fv317Vr14xhtRaLxW19gcKy7nJi8ODBWrp0qTp16uT2339ERIQGDx6sTz/91OnzJUuW1Pz589W1a1enhc4sFouaNm2qhQsXqnXr1l61c9iwYZo5c6ZDYTB74eHhmjNnTq5nFyiINgwYMEATJ07Mtofz1ltv1bfffuvVOps6daqGDRuWbTiqXr26Zs6cqWHDhnnVVjN17txZS5Ys0SOPPKK6desqJCQkRz3P9rUmWrZs6VVxydzo3Lmz5s6d63B5l72wsDC9//77eu6550z7zJtuuknLly/X/fffn%2B3xQUBAgHr37q3IyEiHGQOyY9Z2wL%2BTxUZ9eRSQpKQk7dy5U6dPnzaGKoaEhKhq1aqqXbu2V1Ujo6OjtXXrVp07d07%2B/v4qV66cbrnlllzvMGw2m3bu3KnDhw8rISFBZcuWVUREhMPUY4VJxrRhR44cMea6DQ4OVlhYmMLDw12ekS1sOnfubPTozJ07N9troQqjqKgoHTt2TGfPntXVq1fl6%2Bur0NBQ1apVSw0bNvToOtWCdv36dR04cEAnTpxQXFyckpKSFBQUpHLlyqlu3bqqVatWQTex0ElNTXX4/lmtVpUoUUIVK1ZUREREvpzUSktL0549e7Rv3z5dvnxZoaGhqlSpkpo1a%2BZQdT8vbNu2TY8%2B%2Bqik9GH7nhRTy1AY1l1OXbt2zWFfZrFYFBISomrVqqlOnTpeVWX%2B66%2B/tHXrVsXExMjf31/ly5fXLbfc4vbyDndsNpt27Nihw4cP68qVKypbtqxq167t0bRuZvGkDZMmTdKcOXMkpZ/YGTNmjNvlJicna/v27Tp27JiSkpJUrlw5NWjQQBERETlu6%2BXLl7V161b9%2BeefslqtKl%2B%2BvPH7/W%2BQkpKi1q1bGyeyp02b5lB80Eyutum%2Bfft06NAhxcbGKjg4WBEREWrcuHG2nSZmSEpK0rZt23T69GklJCQoJCTE%2BI00e0QZii4CNoBCZ9euXUZhE39/f/3yyy9ue7gAFKxRo0YZU4D17NnT44rXQIacBGx4b9WqVRoxYoSk9BFiGzZsyPFIJHfYpiiKGCIOoFC5cuWK3njjDeN%2B%2B/btCddAAfH0HPy6desc5rTOzdQ6APKW/eUKffr0ybNwDRRVBGwA%2BeLq1avq0aOH5s%2Bfr5iYmCzPW61WrV69Wn369NGRI0ckpfdeZxTQA5D/5s2bp5dfflmbNm1yOu9vXFycpk%2BfrmHDhhlhvHHjxmrRokV%2BNxWAGzabTR999JFRkCsgIED9%2B/cv4FYB/z5UEQeQbw4dOqS33npLb731lsLCwlSpUiUVK1ZMly9f1vHjx7PMO/rCCy84zDcJIH%2BlpKRo2bJlWrZsmfz9/VWjRg2VLl1aNptNMTExOnnypEMvd9myZTVp0iSnxboA5L/169drwYIFslqtOnbsmE6fPm08179/f6dToQLIHQI2gHyR%2BYD73LlzWaaSyhASEqJRo0Y5ne4NQP6xLzaUkpJiTLHnTMOGDTVt2rR8q0YMwL1Tp045nf7u1ltv1bPPPlsALQL%2B/QjYAPJFUFCQMc/tjh07dOzYMUVHR%2BvatWsKCAhQqVKlFBERodtvv129e/fmumugEOjfv7/q1q2rjRs3as%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%2BLjryotzVbQTUE%2B8PGxqEyZEmzzIoRtXvSwzYsetnnRwzYvepxt83LlQgq4VYBzRboH22KxyMfHUtDNQD7x8bGwzYsYtnnRwzYvetjmRQ/bvOhhm%2BOfpEgHbAAAAAAAzELABgAAAADABARsAAAAAABMQMAGAAAAAMAERbqKuCRZLOnFzrxls1G1EgAAAADwf4p0wL6SkqRLaUmyyfuwHOjnL18rAwAAAAAAAOmKdMBOTEnWwfi/lGS1evU%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%2BBd2AfyqLJIsl45Z3bDab2c0BAAAAABQwAnYO%2BFp85ONr0eXUpBy9P9DPX75WBg8AAAAAwL8JATsHfH0supZq1bELMUpOTfXqvf6%2BvqpXuqKCLYH0ZAMAAADAvwgBOxdSUlOVnGot6GYAAAAAAAoBxikDAAAAAGACAjYAAAAAACYgYAMAAAAAYAICNgAAAAAAJiBgAwAAAABgAgI2AAAAAAAmYJquAmCRZLFk3PIe82cDAAAAQOFDwM5nvhYf%2BfhadDk1KcfLCPTzl6%2BVwQcAAAAAUJgQsPOZr49F11KtOnYhRsmpqV6/39/XV/VLV1SwT6By0pFN7zcAAAAA5A0CdgFJSU1VcqrV6/fltge8uJ%2B/fFN9c/Rem80miyXnw9oL6r0AAAAAkB8stiKcQFLT0nQ91ep1CLNYLPLz8ZE1LS1f32v//tS0NHn7boskfx9fr9/3f5%2BtHPWaF%2Bh7ZXG40t3X10epqWk5Wxj%2BkdjmRQ/bvOhhmxc9bPOix36b%2B/hYctz5AuS1It%2BDnZB8TT4Wi8oWC/b6vb4%2BOb8OOjfvze37c/xzZPsHvjfzooru%2BaQii21e9LDNix62edHDNi96Mm/z1NQ0xcdfLaDW4N%2BsXLmQXL2/SAfs66lWvfLLd%2BpSsaHaVripoJuDPObn56PSpUsoISFRVitnvYsCtnnRwzYvetjmRQ/bvOjJvM3LlCkhiyV9ZCcnW1DYFOmAHeQfoGlN7ufHGQAAAACQa8z1BAAAAACACYp8wF771wG9vOtbrYs%2BWNBNAQAAAAD8gxX5gB15Zo/ikq9qxdk9Bd0UAAAAAMA/WJEP2Iypk6oAACAASURBVBEh5eUji8KDyxd0UwAAAAAA/2BFPmAfuRyjNNl09EpMQTcFAAAAgIeoII7CqEgH7MSUZCWlpqiEb4C6VLq5oJsDAAAAwEMWi6WgmwBkUaQD9lXrdV21Xlegrz/zYAMAAAAAcqVIz4Ndwq%2BYyhYLVpeKDQu6KQAAAACAf7gi3YMtSUmpKVp8agfTdAEAAAAAcqVIB%2BzLKdfSh4mnJjNNFwAAAAAgV4p0wLYvPGh2kbN10Qf18q5v6RkHAAAAgCKiSAfsvLTi7B7FJV%2BlZxwAAAAAiogiHbD9fXyN21%2Bd2GJqb3OXSjerbEAJpv8CAAAA8gDzYKMwKtJVxFPSUo3babJpxdk9pk3X1bbCTUz9BQAAAOQRi8VCyEahU6R7sO3R2wwAAAAAyA0C9t/Cg8vT4wwAAAAAyDEC9t%2B2x58o6CYAAAAAAP7BCNh/qxZUxu1r3E29xdRcAAAAAFB0EbD/dtma5PY17qbeYmouAAAAACi6CNh/y1zgzFlvtLupt5iaCwAAAMgfVBBHYVSkp%2Bmyl7nAmX1vdMZz7qbeYmouAAAAIH8wTRcKI3qw//bxkZ8d7tMbDQAAAADwBj3Yf9saH6Xa0WEe91YDAAAAAGCPHmw7zoqTURkcAAAAAOAJAvbfshsOTmVwAAAAAIAnCNh/61LpZqdDwrkWGwAAAADgCa7B/tvXJ7Y4Ddhciw0AAAAUPlQQR2FED/bfUsUXFAAAAPinsFgsBd0EIAsC9t/8Lb4OxcwobgYAAAAA8AYB%2B28ptlSHYmYUNwMAAAAAeIOAbcdHFoUHl5dEcTMAAAAAgHcocmYnTTZti49S7egwp8XN1kUf1Iqze7KtOA4AAAAAKLoKvAf75MmTGjNmjHr27Kl69eqpW7duLl//xx9/qG7dumrUqFGetMcmZTssnGHjAAAAAIDsFHjAPnLkiNavX68bb7xRtWrVcvlam82mcePGqUyZMnnSFh9ZVMI3INth4QwbBwAAAABkp8CHiLdr104dOnSQJL3yyiv6448/sn3td999pwsXLqhPnz6aN2%2Be6W1Jk029qzbW4lM7tPjUDvWu2lhSes91eHB5Hb0Sw/BwAAAAoBBgHmwURgXeg%2B3j41kTEhIS9O6772r06NHy9/fPk7aU8S%2BhFWf36Gpqsq6mJmvF2T3GsPDt8ScYHg4AAAAUEsyDjcKowAO2p6ZPn6769eurbdu2efYZFkv6MPASvgHGUPGMYeFNy1RneDgAAAAAIFsFPkTcEwcOHNCiRYu0ZMmSPP2ciJIV1LFyPXWsXM/h8cz38c/k6%2Bvj8H/8%2B7HNix62edHDNi962OZFT3bb3M/PIpuNXmwULoU%2BYNtsNo0dO1YPPfSQ2yJoubUtNkoBAX46cOEv9Q1vos43NszTz0PBKFmyeEE3AfmMbV70sM2LHrZ50cM2L3rst7nNZlOpUiUKsDWAc4U%2BYK9YsULHjh3T1KlTlZCQIEm6fv26pPTrsosVK6ZixYqZ8llpsmnT2SNKk00LDm9Xi5I1TVkuCgdfXx%2BVLFlcCQnXlJqaVtDNQT5gmxc9bPOih21e9LDNi57M27xkyeKyWKRLlxJFnTOYrXTp3J24KfQB%2B/jx47p06ZLatWuX5bmmTZvqqaee0ksvvWTa5zUtU11Hr8QovEQ5Pb/9G%2BOa6xVn91BB/F8iNTVNVis75KKEbV70sM2LHrZ50cM2L3oyb3Or1UYlcRQ6hT5g33vvvWrWrJnDY0uWLNGKFSs0e/ZsVapUydTPezqijdZFH9RXJ7YoTTajanhGBXECNgAAAFDwCNcojAo8YF%2B7dk3r16%2BXJJ05c0ZXrlzRqlWrJEnNmjVTlSpVVKVKFYf3bNu2Tb6%2BvmrevLmpbbFIGrt3mU4kxhmPhQeXV%2B2SYUYPNgAAAICCZ7FYCNkodAo8YMfFxWnEiBEOj2Xc/%2BKLL0wP0a7YJIdwLUlHr8To6Yg29FwDAAAAAFwq8IBdpUoVHTp06P%2Bz9/bBcdz3mefT3ZjmAAPwZSCCIiiSoA3KlETRofkiacsVS9rYe2HWrjoqpnZDx7V2tGbqElUqlVWV758rVf5JXXiXVJ3vtGFV/BJJzC7pK2xVFNPxpSLQ2ReSICFaJBNBBGQOAYIgQGEAEJjBoHt%2B3fdHz%2B%2BH7p6ewQxeB8DzqWIBmOmXX09TEJ/%2Bfr/PU9U%2Br7/%2BOl5//fUlWpGHBkCDhvbGliU9DyGEEEIIIYSQtQEDBEM06CZ0aNChwYGLWxODK70kQgghhBBCCCGrgBWvYNcaOceGAxeMrCeEEEIIIYQQUg0U2CE2xxqgaZ65Wd/UCI3NCCGEEEIIIYRUBAV2iDE7g%2B8/962VXgYhhBBCCCGkDHQQJ7UIZ7BD8D9TQgghhBBCah9N41AnqT0osAkhhBBCCCGEkEWALeIRfPvKD2FqBl7dfZT514QQQgghhBBCKoIV7BJYrkDHQPdKL4MQQgghhBBCyCqBApsQQgghhBBCCFkEKLAjMDUDCcPE8Z2HAACdwz144/p5dA73rPDKCCGEEEIIIYTUKhTYETTF4vje4ZNq/rpjoBujVka1jFNwE0IIIYQQQggJQ4EdQU7YZcXzhfs3MGplcOH%2BjSVdB4U8IYQQQgghxbgA8oZY6WUQUgQFdgQZYQXE8/5NO6BDw/5NOwAAx1oPoNlM4FjrgSVdx3IJeUIIIYQQQlYTjusiJ2xmYZOagzFdEZiaoarYtx89wJX0HQBA39QIAOClbfuWJb7rWOsBXLh/Y8mFPCGEEEIIIYSQhUOBHYHlClhC4ML9Gxizsur15Ra6yyXkCSGEEEIIIYQsHLaIl2HSzkHTNGgAnkvuodglhBBCCCGEEFISCuwyWK6AcB24c2w3XzMympgRQgghhBBCyNqBArtCrqTvlBTC8zUjo4kZIYQQQgghhKwdKLDLEPYkLCWE5%2Bsqvlxu5IQQQgghhKwlNA3YEKuD687Va0rI8kKTszLI/1w1AMkyQni%2BZmQ0MSOEEEIIIaR6XBew7DxiGkU2qS1Ywa4AF57h2e1HD9bszDTnwQkhhBBCyGqCsprUIqxgV4jlCnSl78DFbKu4P6M66vvVVJ32z4OvpnUTQgghhBBCSK1AgV0FOjRsNhtwrPVAkUFZ1PerSajKa%2BI8OCGEEEIIIYTMDwrsKjl98IT6fq4K9mqC8%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%2BrVwACcPEkWSbcuQ%2B1noACcNEwjDVz/735Pdnei/itSs/wpneiwBKt4LT7ZsQQgghhJBiNA3YuamZWdik5qDJ2TwxoCHn5HElfQembgAoduf2V6T9751NXYYDF1fTKZyCJ6SlmZkfun0TQgghhBBSjOsCdydG4bguPrd5Gxq1OFzXXellEUKBPV8EXO%2B/bACWI3A2dRmAJ4ql%2B3dO2MgIS1WmpYje1ZBEKjuKXQ1JtY8U0tU6h9NpnBBCCCGErEeytrXSSyCkCLaILxIOXJxNXUbncA86BroxamVgu0K1ePvbwCfzOQBQX/1U6xxOp3FCCCGEEEIIqQ0osBeIqRn47bYXoEODAxcdA93IisLTNF%2BXipynbqqLI21lYOqGagn3m5xVO3fNOW1CCCGEEEIIqQ0osBeI5Qqcu9uFI8k2mJqBjLDgwovqsl2hqssvbduH0wdPoD%2Bbhgsg7ziqpVtWoWWb%2BemDJypu95bHXan28LAD%2BnziyAghhBBCCCFkLUCBvQhYrsCtiUHkXUe95hb%2ByBxrKTrl3LX82jncg0nbaxV34AZavecjVpdb4IZb1NmyTgghhBBClgPTMGAantmwpq3wYggpQIG9SGSEBQfFzoUn257HrYlBjFoZdAx04%2BHMJADg4cwkOod7cDZ1GZY7Gy3Q3tiiRLKc5a5UrMrjLafADbeoL2bLOqvhhBBCCCEkCk0DPrulBZ/d0gLD0DDl5iDqnLl3JGSJoYv4EqFDw%2BZYA86mLqPUA7UL92/AgavedwFcTadwa2IQGWEhYZhViVV5PB1a5D5L4TgejhJbzGgxfzWcDumEEEIIIUQiY7ryjoBwXOi6hqe3bGdcF1lxWMFeIly4SNsZOHAh4CJhmDi%2B8xD2b9oBHRq2bmjCZD4HDcDR5B4cTe4BAFUFbzYTOL7z0Jzz1VEGaSfbno/cZ7W1by%2BkGs7qNyGEEELI2iZrW5iyZjCdt2ALMfcOhCwDrGAvEeHnZrYjlMO4C6A/m1Zi%2BtbEIKaFDcCrfB/feajiiq1fNM8lxmVc2Eo6jldTRV9INZzV7%2BphpjohhBBCCCELgxXsZcJyhXIYB4DNsQb1Xs7Jq1bxI8k2XLh/o%2BLKazVV3pV2HAeWr4o%2Bn%2Br3eq96r7YOB0IIIYQQQmoNVrBXiHE7q753Cu7jDYaJvqmRiiqv/mrj6YMn5jyf3L69sQV9UyMLrlLOp9rZOdyDnLCRMMwlr6JXWv32X8d6r3rXQocDIYQQQgghqxlWsFeII8k2JAwTCcPE0eQeNXNdaeW12mqj3P5qOrUoVcr5VDsv3L%2BBjLAQN2I1I2D917GYDuirkVrocCCEEEIIIWQ1wwr2EqOheB67raEZfVMjRbPWncM96Bjorui47Y0tSKfvYNLOoXO4Z05RJKuTTXVx9GfTaG9sqfJKoo9XjRitdp/lmAn2r2kxHdAJIYQQQsjSYhqGSuOJBfKwvVfpJk5WAgrsJSbqP%2BtUdhQAlJiWwle%2BLl%2B7/egButJ3oGs64nqdEuSdwz24mk7BhTfb3THQrbaNaQZe3X20SChK8fjG9fNw4KJvamTe1zRf4VutgF2Olm2KakIIIYSQ1YfMwfZjGBqmRE79%2BzteF4ORZ8MuWV74N24FyQkbHQPdGLUyAXENeBXqrvQduACE6yAjLHQMdKNzuAdnU5eVAzkA2K7AlcK2livKtm0vRhv0chqVJQwTOWGviPHYejc9I4QQQgipVWQO9idjI%2BrPhyOD%2BMWn9/Dhp/fwz2NDyAkbmqbNfTBCFhEK7BVEwEVGWJHv9U2NIKYbRa9fuH8DDlzo0PBcYXY7ps1uZ2pGQDyHRaJ/ztb/XjVicrlmlV/atg9xI4aMsFbE2brWXLVXSvDzQQMhhBBCahGZgy3/TOctWCIPS%2BSZi01WDLaIrxAaAF3TIQoO4pK2hmY8nJlETthojW8OVLb3b9oBABhLp3Ak2YZTe18EUL5lu1Sbtb8SLgVkpe3Yy9lW7Z%2BRjrrOpZzTrjVX7ZVyOV/v7uqEEEIIIYRUCgX2ChElrgHgbnYUMc3wcrNDbePXx/uRd5yiGWq/4A3HcbU3tgCFr29cP6%2BEaMdAt2ozT1sZ7G5oBoCqxeRCBe5c%2B/uv7Y3r54uE3kLFX7nz19p89koJ/lp70EAIIYQQQkitQoG9QkSJa8AzRbPdYEuLAQ0CLizHe12HViR2pFDMCRsZYWEsnfIE9NQITh88ocRpx0A3Oga6A63pLoD%2BbBp/%2Bdy/q/o6FipwK92/VIb2QsXfaqrOViP4F7OyX2sPGgghhBBCCKlVOINdY2iAqiZLRMiLvN6Iqe/lfKw0SwOAZjOBI8m2wJy0nJsGoMS1BsDQNGjwcrnLETWHW0r0zrWP/7Vqcr%2BjMrQXmt28VPPkKz23HJ4fX%2Bn1EEIIIYQsNqZhYINRF/nH9MV2aZoW%2BEPIUsIKdo3hAkWO4mGk6ddL2/YpIZUwTCUUw7PWr187CwA4vvMQAASytjPCgg4NT258PHCOcAVUVr07BroD7dkZYaHZTEQK3KjqcPi1Squj7Y0tGEunVH73YlVo51udnev8K10ZD1f2V3o9hBBCCCGLSVRMV5hwbJeE8V1kKaHArnEMTYNwi9O001YGv3Plh9gSS0CHhg16DGNWFrcfPQjMY/sjvd5JXVL7m7qB1vhmZLKjyujML7zCgtoutKfnHFvNcs/Vnh0WxUC0aZmcF5di1S9eAajWd//seZTgX07mEqwrPbccfnCw0ushhBBCCFlMZExX3intFi4ct2gsM2YYeHrLdjRqcbgR/8YmZKFQYNc4cT0WGeUlfx2k7Uzg65X0HVy/2g%2B4XiZ2KSxH4G6hUq6htLlZVliBtmLhukpYztWa3Tc1UtaQ7fVrZ5ERFkbTdwBAieVwe3O4Ql8LhAVruKJda3PLtbYeQgghhJCFkrW9WC5CagkK7Bon58z9S0MDAq0vVpkneRJTNyAcBwJuUdsM4LWT%2B2O8YroBy5cnWErodg73qBb0/Zt2BBzM2xtbcGtiUB2/FFHtzf7v5f7himw1bePzbTH373f64An1%2Bkq1YC9lTBmpDXiPCSGEEEJWDxw%2BqHFKuY370VGZWUNbQzOazQSeS%2B5BU10chjZ7%2B//67hW8duVHONN7Ub1Wb8RgaBrSVgYb9FljNVMz1Pdnei/itSs/wh/f/BtltpYRFjLCQl/BwbxvagSjVgZX0nfUexfu38DxnYfUeprNRJHovv3oQUBYhEVsuIIernxLpMHX%2B0MfVbxtKTOwUvstlVnaXJRaD1k78B4TQgghhKwejDfffPPNlV7ESjFlz%2BC91IcrvYwFE65A/3bbCxjMjuHApicwOD2uXjc0HacPnsC5/i6MWhk1m%2B0dw6tkD01P4Bdj/fjHh7dhu7P%2B5dOODcAT83k4GMyO4c7UQ1xJ34ELYNyexrSwYeqG%2BvO1Jw5iT%2BNjiOkGbo0PqmNpAF7ZeRgvbduHr2x/Boeb2/CV7c9gT%2BNjAIC3et/HqJXB0PQEssLCYHYMX9n%2BDGK6gcHsGI61HlDb%2Bin1vjxe7%2BQILty9iRh0tDduK7utPGel59jT%2BFjgGqLoHO7BW73vI6YbZberhrk%2Bk/WOrmuorzeRy9lwnNU5Z8V7XB1r4Z6T6uA9X3/wnq8/wve8vt6EC6A3PVJRMcqPoet4vGEjTDbykhIkEhsWtD//Zq0BTM0omrfOCRtdhdlmwBO1TXVxvH7tLLLCE8tR/0uK67GAi7nM4JZsjjVA07yK7dnUZfV6W0MzJvO5yDbWl7btw%2B1HD9CVvoOYZuDV3UfLtrrKFnG/%2BZk8TtghvZK5Z3m8nJPHw%2BlJvDd4A6d/5etF284VOxa1hihKtfTKSqT83Baj3Zez1Wsf3mNCCCEkGtMwKuzjnCXmi%2B9Cmb1pgEbmCwX2GiAsrv1u4cDsjPZc8V8AkHVmDdUMTcPhLW24PtavzjFmZ5As5GkfSbbhajqFI8k2nNr7Ytnj3pooVLA1BFpd5bz28Z2HlIiYS1BIAZsTdiCyrBTyeP/48GP8ZOgmfmP7s5HbzRU7Viml5rHlQwkHLjoGutfsXC1nhgkhhBCy1FQS01WKUvFdfhjlReYLBfY6YL7P34Tr4kr6DpKxhHIpd4GAi/gp3/bS4Mx2BWKaERDNMubLcoTaXwpkAGXjtsLGaV2FtnRTM6qae355%2B1N45enDGBvLIJ8vbidarCirY60H0DHQjZyw0TncE3hwAMzGjlVqirbaBOtqydxebZ8rIYQQQmapJKarFFHxXX4Y5UUWAh/LrEOkqVgp/CZmwGwEmESHppzB/WZgsgJsOUJlVAOekJEVcANa1WZgfuO0q%2BmUemAQ043IqDC/UZn/%2B/eHPsK3/%2BGHAbMzP9I4DUCk0VnncA9ev3YWr187W9IETR4nbsRUdT2K/Zt2RH4OUSZrq83kaqUM36pltX2uhBBCCAmStS1MWTNV/5nOe/Fepf7YonrRToiEJmdrwOSsWganx1Gvm8q4zI9ZmJHumRgKzF4DXqu5oWlw4GJwehzTwsZgdgwx3cBbve%2BjvbEF932maqZuoN4w8W6gZV1DTtiI63X4YsuT%2BGRyBJrmGbDVG2akidNP79%2BE7QpoAI4m92DcysLUvQp51PbSqOyTyRF8MNavjNJuT47g09wUeidH0Dn8UZHZWOdwD/6s52foHruLbOHa/EZnb/W%2Bj4l8DrYrAu9FmZfNZbiWEzZOHzxRtP4ok7WFmFxFrW0pzNb8x5TmdbVgyFXOCIfmYWsTmh%2BtP3jP1x%2B85%2BuPxTQ5qwQaoa1vFmpyxgr2OiVclQY8AS0NyJpicQBexVniwmsbl%2BjQVDv0qJXB9bF%2BNBgmTN1AwjBxfOchdAx0B2S6CxcOXHSl7%2BClbfvwvcMn0VQXVxXvqMqxjPPaEkvgSvoOtm5owvcOnwSAyIqyrKACgANXrfOrOw5ga30T7EKbuqywS2QF3vVdm59jrQeQMMwiEzR5/ef6u9T6o2LE/GsrVd1tb2xRHQKSUseqhKgq7VJUbqOOOVfk2UqzkM%2BVEEIIIYSQKCiwicKFZ5D2%2B1fPIm1lYGoG4kYscltTN3Cy7fmAOLFcrzU8phn43uGTeGnbPthudIuNrs0Kd78g9ou0M70X8TtXfohzd7vQ3tiiHgqksqN4/drZQOu4X9hJ4SSFuVzny9ufwg/%2B5bcQ070WeNsVAQEoBbRXeS%2B%2BbvlAQF5bGNs3Xx5FJTO/fVMjcOCib2pE7VOpSI3aNkrQL0ULd9Qxl0LI17poJ4QQQggh6xu2iK/DFvG5kKJYwC0pkH9r9/O4cP8G7kw9xOD0OBy4MKDBBZB3BT4cG8Dbqf8RqHj7afBVgWWG9LXRFMbtadTrJv7%2BwT%2Bhb2rEq5rDDbSeyzVGZW77kRncF%2B7fQEw38NmNW1Ffb0KzgN5Hw5hx8sgKG59MjqBzuAeu62JkZhIzTh5WqA28HPWGicHsGJ7d9ARywi7ZcjxXxjZQ3LZcyT6SP%2Bv5GSbyOXwyOVL02ZbK7F6sdvGo8yxFC3Y1nwfgtZRdHPkY/%2BfN/w8xbfFa4kntwtbR9Qfv%2BfqD93z9wRZxspwwB5usCDIKbNSXtS2JigSTOdky21qapEkhKKudwGz7uqHpEK6j2tTDM%2BH7N%2B0oGQ/WOdyDc/1dsArOkmdTl2HoGl7ZchgAMC1suPDa4rOFKrj/Wvwt4nNVnivNKa7EpdzvNC73CTuSL6b7dbjKvJiu2kuR3zwfp/cf913D6MxUzbuaE0IIIaQ65pODXQmVZmVHQddxQoFNKkbmaZciLID93M%2BN4y%2BOfBOAJ1hlHrQUdlJcA97c92azQcV4bTYbMGnnIELV9FsTg5Hn8h9f4sDFe4M30JDYgLd/eUnNZtcX3L79mLqBg5t3BURnqdgpf4SYP5ZsviI4/NmcPnii6PyyNd4fbSZbpuXse6X4BWstx2v5P0/p9F4pX28/jHO3r%2BJYifxzQgghhKw%2BFpKDXQmVZGVHwfxsQoFNKkaDBneeqdqWI/C7V99GrBABJsXvqJVBg276zgHEjRjaG1twfbwfGjzjr1sTg7DKRCb88c2/QSo7imQsgTE7E1hlg24i59jY29SCH/ddgwMXGoB6I4b9m3bgajoVEOMxzVCv%2BcWnv2oqBV84yxtA4PWzqcsAUFIYh483aefU%2Bprq4njtyo%2BwqyEJAGWrttKgrdlMlBXHYeEfrjJXUx1e7BzpcseT4r9joDvygUY5fn33s3h%2B42cis89XI8zvJoQQQhaWg10Jc2VlR8H8bAJwBpsz2FWgF2as54twvZluB8FfVnLOW4MnbnNOHoPT42p%2Be9zK4vjOQ7g5fk/towFord%2BM/3fgGv7m3i8wWmgrj4oey7tebX0wO4ZDLW34dHoKtiNguQI5YeOVnYcwmB3Dtg0b8cjOefvAgQ4NrxREnH%2BW2z8bbeoG8oX1O66DX4wPYFrYMHUDwnXgwMUnkyP46f2bSojbrsBPh27iZ0O3VDSZPJ7sAjA1A2N2Fg5cPLJz%2BL8Pn1Tzw3Lm2z93Xum8sz/C7Kf3b%2BKn92%2BqNUTNUZej2nnohRxPXl/edZARVlFUmh//XLmcu19Lc3qL/bmvNTibuf7gPV9/8J6vP0rNYP/zwyFM521YQiz6n7wjIFynqj8aNM5urwEWOoNNgU2BXTGL9b%2BwUscxdQPQUGSMlncF4noMY1ZWiVkAmLCnYbmibGs6AGW%2BBgDZvAVD05EVVkBAf2X7M/jb%2Bx8iK7z3XQBHkm34zV3ezPb//s8XMCVmcGP8HjbG6rG3aZsSuQc278RgdgxZX6v5v9l9FAc2PxEQhX7kwwYpkqSA9H5Bu4gbMRzcsgv3p8cR0wwk6jYo4TuXcVk55HmmHRs5J19WqM7FYpuYlTuevL56w8QnkyMlje2AoNnbv37i82vuH2HM7y4P/%2BG9/uA9X3/wnq8/ltvkbL7QHG1tQIG9ACiwawvhunBKtNMMTo97zuGaAUPTC23UwYq6Bs9M7ZGdw%2B7CVxeeoDc0DTG9Di5cPLVxO8ZmMoAG3H70AAOZNM71e1Fg41YWM04eLoCcsBHTDbzV%2Bz6mxMzsWrJj%2BE77l/CV7c8glfkUF%2B7fQHtjC0ZmJuG4LtoamvFPE4PY27QN32n/UkAUNtXFMe3Y0OAJ/6yw8GB6Ar%2B56zC%2Bsv0ZJOo2KOH%2Bm7sO47897MWUmCkSwfN1/5ZC9WdDt2C7AhqAV3YenpdQk8dKZT5dVB%2BePQAAIABJREFUMifyqG2OtR4oKy5/ev%2BmcplfiwK72k6D5WCx3OgXA/7De/3Be77%2B4D1ff1Bgk%2BWEAnsBUGCvPgRcOBGT4AY01Bsm/qfWZxHX6/DRoyFsjjWolnFPZOuYFjbGrCyywlJV5KHpCWSFhaHpCcR0A5YroEPDs5t24O%2BGbiErLJiaAQcuTM3AM5taca6/S7WNj1oZDE1PIO86aDYTsJx8oIXXLwrP91%2BFC6/dXq7r/vQ4/tvDXsR0o6gdfW/TNnwyOYK866hWbqB8m/CZ3ov4i76LGJoex%2BHmNgDFAkiK/phu4KlNrQFRVK1Ykmu5NT6Ioelx9dnIfZdbfPlb6Ndii3gtUktt6/yH9/qD93z9wXu%2B/qDAJsvJQgU2Le7IsrIYUQpR/ysVcJERFt5JXcKV9B04cFXcl8Ry8tChwXaCTeV1mid3HbjICgsJw8TJtudxfaxfmZ%2B9uvsovv/ct/AXR7%2BJ62P9GLUyeCd1Ce2NLWg2E9jVkIQODe2NLTjWegDNZqLILKxzuEeda1dDUn0f042iqCz/zzJGTJp7dQ73ICdsJHxZ4v5zyOu/mk6p1/3HlCZZAJARlvo%2BattKaG/0HDzlOf37Slf0ao7XOdyDN66fV87oc70f/vmlbftw%2BuAJvLRtH94f%2Bgjf/ocf4v2hj%2BY8brUs9vGW%2BrhLSam/84QQQshSYhoGNhh1NfPH9MV7aZq2oD9k9cLHK2RZKfWc2YAWWZmez7EkUbFiDlyvSu3k1WuWK5AwTEwLWwnqc3e7YPnmvaV79fGdh5QpGwD0TY3gWOsBFa11a2JQveZ3eD7TexFXCjnbzWYCD2cm1XmP7zwUyLoOR2fJa7BdEYjx0iMeV/hF7JFkm/ren6ct3cwThomEYRZlbJcS76XomxoB4FXljyTb1PXL9ci1Vnq8ubK5w3Fi5eLF3hu8gdGZKbw3eANw3UXN/F6qWLNajksrxVJknhNCCCHlWOqYrvky33ivMIz7Wr1QYJOaQNf0opzrqvYvCHQ/pX6xZfKz89SmZqApFg8IwpywA%2BIagDIpu3D/BnY3NCOVHQXgOZy/k7oEYLY6HyWO/NXk9sYWdBXEtiQrLLgAzvV3oakuHhB%2B76YuwQVgOwLn7nap65QxYv7z%2BMW5/3W/EE0Ypqo2RonVSuK%2B/ESdU1Zh2xtbgIgHDmH80VPtjS0YS6fQ3tgSKTbDsWlRMWqSr%2B44gJ8M3cRvbH8WwgnGri1UxJY770IoFwvHaC5CCCHEY6ljuubLfOK9wjDua3VDgU1qAnsB4hpAkbiulINbduHJjY/jwv0baKqLI21lSm5ragZywkZOzEaB%2BZvNY5qB4zsPRYquzbEG1bJ%2BfaxfzWHL7eVRLEdg1Mrg3N0uAJ6gP5rco3K5/Z%2BTqRnqPH4Bdvrgicj1lxLf/vX6xW0pUSdfb29sUdXq8DmlgMXUiHqvkpzrdwsPK1zMdgeEP89wtbRc9fTl7U/hlacPY2wsg3zemXfmdxRLVbWNOu5qrGoTQgghS03WtmCJ/NwbErKMaO46fizyIDOBf9/5Vyu9DLKCRLWRl8LUPAM0%2BbXUNge37MKtiUEAwPFCDNhrV36kHgJoAJJmAk11cfRn09gca8CYnUEsdFx5noRhYuuGJqSyo0XrTRim%2Bj5TiB6Tbdp%2BASzbvzsGumE7AjHdUGuThNvP642YaiUHoPaT55I0m4kigR0lpl%2B/dlYd73uHTxZtL88NeA8fTrY9H6iIl6vglnq/rk7Hli0JJbAXg5WoJrOCXTlLcc9JbcN7vv7gPV9/hO95MpnwOvl6b65JgW0adfj8Y0%2BgEaxgrwRbtzYtaP8Vr2DfvXsX3//%2B9/Hhhx%2Bit7cXn/nMZ/C3f/u36n0hBH7wgx/g5z//Ofr6%2BiCEwJNPPonf//3fxwsvvLCCKyfLSTVCuBqqOaYSv2UWY7lCVZsBKGMyTdO8XiYAR5N7AEDNZMvKdlMsjqa6uGo/91er%2B7PpyPVKoZswTNUm35W%2BAxfAaOH4Z1OXAUC1fwOAJQTeSV3C7UcPcGrvi%2Bp9f/s54InnnLAD%2Bxm%2B2e9Ss9VRVVi70MKVEZaa%2BfZv7/%2B8pPiXwnLSzsFyBToGuiMF5nJWeFeimjxXtZwCnBBCCCGkNljxyfne3l78/Oc/x%2B7du/HZz3626P1cLoczZ85g3759%2BJM/%2BRP82Z/9GbZt24Zvfetb6OzsXIEVk5VgscT1YngyWmVmfYxCBVmeJydsvJO6pGZxNAC3JgaVuAaAZCyhHMgn8zn1%2BpZYAho8YbqrIVl2TbYrcCTZhmYzgZhmBN6Ts9rtjS0qf1vinwWXTtDPJfeg2Uzg%2BM5DOH3wBI7vPBSolJeqMs%2BFrH4DQTM2Oa99%2B9EDxI1YoLIuxexcIwTlXKx/evcm/vDauQW5cvudvWvRMbta53dCCCGEELI0rHgF%2B%2BWXX8av/dqvAQC%2B%2B93v4tatW4H34/E4/uEf/gGbNm1Sr33xi19EKpXCD37wA7z00kvLul6yulnqJhtRcBI/mtyDvqkRbw45dH5/e7WpGZhxbOVAfnznIWVqJivbliswmc/hucIstobg7Dfgif7r4/34iyPfROdwT5ELumwXdxGcV9eh4Y3r51XlU1aN%2B6ZGcPvRg0BFGUDR7HWpdu1wJVp%2Bf%2B5uF2xXqGgvAMrVXFbcowzN/OeMolyF98d91zA6M1V1xdlfFfYLWBkBtlgsRvV5qQzXag1W6gkhhPgxDWNRiie1RswX97U45SEPtpsvDysusHW9fBHdMIyAuAa8dtt9%2B/ahu7t7KZdGyLzICAt9BXOvb1/5YdltX919VInRcrgucGrvi3iyIF79Il1iOQK/e/XtyAr79bF%2BVQWWv1o1AHEjhlErg46BbmX0JlvUx3yt7u%2BmLuEbbS/g9METJQW4v%2Bos1%2Bdv6fY7mctorzDhlvOwcD7TexFnU5exOdaAcTuLI8k21eJeiq%2B3H8a521dxbPuzZbcL4xfV1QrYaoTgYrScr5eYLJq9EUIIkdRqTNdisVhxX34Y/bU8rLjAng%2BO4%2BD69euRLeWE1AKjVgb/4YPzZbfR4MVyWb7ZZBn5FSZtZ/A7V3445y/ZKHFdypStwZfBnRGWV0X2Vdz9qeQuvFnu248eqBnzdGHWGwDeSV3Cfx25jf/t2a/hWOsBVYUP4xeqZ3ov4mo6hV0NSdjT46rNPcqxXApVde5Cdf9qOoVTEdv5%2BfXdz%2BL5jZ%2BZ0wgnfAy/o3q1ArYaIbheqs%2BLAT8rQgghklqN6VosFiPuyw%2Bjv5aPVSmw33nnHdy5cwd//Md/vNJLIaQkaTsDDVpAqPpxUX6eO2p7P80bGrG3qQUfpPthOaUdNEs5nn9992G8vP0pdNz7oKLzOXDV7LgGmV0%2B%2B4s/lR3FPz78GBeGbuK5xz6D3skRfHXHAdTVeU9K3x/6CBeGbuKrT3weL29/SrmGp7KjSNRtgJUX6Ms8VNsDwIWhm55QHbqJL%2B94GrsTzbiT%2BRQJw8S0sHH0sT2oq9OLtpMYhq6%2Bvj/0Ed4bvIGv7jiAl7c/VXS94WP0ZR7CgavWFN6/3PG%2B%2BsTn1Xv%2B64niyzueDqzZz1sfd6Lr0zs4%2Btge/C%2BfW7xxmLk%2Bi1ql3Gcl8d9zsj7gPV9/8J6vP0rd8xlhwRJrU2AvNoYLaLqGOl2D667FxvraYdUJ7K6uLpw%2BfRrf/va3ceTIkZVeDiFlKSWuF0qdpmPGsWGadbDLiOtSbNDr0JDYgD/64HzRk986TUc%2B9MR0g1EHWwjVMp6IbQAATNkzge3%2BU6oLM04eYzMZfLF1L34ydBMNCW/bt395CQ5cvP3LS/hl7lPEdAMzhbXnHQEdGp5pbsXlR7/Ej/uu4evth/Hqk0fU91u2JPDQmvS2dx001zfiC9t3Y8uWhNruqS3b8UcfnMfX2w/j13fPtoRv3FiPnwzdxOjMlFqT3P6jsaHIc4V//skHs/u/8vThop9/evem2v6Vp70/Ufi3868xiq5P78CBi8uf/hJf2L57zu0rPX547WuRjRvrV3oJZJnhPV9/8J6vP/z33HUc1NdvQN0arWAvNjHdQH08hs0NiZVeypqnpnKwpcmZP6bLT09PD77xjW/gi1/8Iv78z//ciz5aAMzBJqsRU68rW7EuhwYNGoDdiWakMp/CLRwv78yKZ1OvwxeSu9D16R3sTjTjUT6HvU0tuDk%2BqKK2YrqBZzfviKyey7gw%2BbV5QyMAYHRmqmg9iboNiBsxL4bLySNR54nxTH4GiboN%2BI/PfQOAV3H9cX83MvmZwnV4FfbmDY3488OvquP94bVzGJ2Zgg4N3/zMC/jyE89g48Z6PHo0jb%2B/90%2Bqavve4A21nVyj/zhRFV5ZTfZ/JrJK//L2p9S5w8cKI7eT116uivzWx524/OkvgYhrLbXWStZRqoK9WivbfgxDV/dcCObjrgd4z9cfvOfrj/A937ixHg5c/OyTm6xgV4hpGHj2sZ3YpMdRO%2BqvNtmyZWEPIVZNBbu/vx%2BvvfYann76afzpn/7pgsU1IauVSsV1VFy3W6ip38l86nvRxcm259XctHCFEnWD02Noqovjg/RdWI6ABm92O5Ofwc2xe0XVc1MzlHFbzrGhuUB7Yiue3Ph45Hz5VrMRk/kchJxDz/sq4q6r5qZ/fPeaMk7TC1FofVMjaE9sxR9e/c9qbvrY9mdV6/l79z5UIlEIB7%2B69XP41a2f83523KA7%2BfZnAzPa7937EKNWBu/d%2BxC/uvVzONN7UbXH382Meg8jXBfHWg/gvXsf4qPxIeTyFhKGWXQsYHa%2Bu72xRW0H18XozBTe/uUlCMcN5H7L6/nOZ7%2BEvY3bvNd8x41yOJdrPbb92aLtw/g/i78f/OeSx1rNCOHMOXdP1ha85%2BsP3vP1R/ieC8f7fzqZG6EBruMi77icwV5iVoXAfvjwIb797W/jsccew1tvvQXTNOfeiRASQAMQizI806CMuMLxXpYjMGplVECECyBbELrhuLGmWFyZT00LW1XEpTA1CjPbeuFocv66FBlh4Xe73saru48GrkGJ68YWZXomzcT8TuZyLT%2B9e1O5iPsdzcuZj4XNtK6mU%2Bq9zbEGpO0MmuriyiBOGr7pJaI0pHCVzuzyIUFX2msBl27s8uGAdHX3x6dFHa8Sh/O5HM0X4pZOCCGEEEKCrLjAnp6exs9//nMAwODgIKampvB3f/d3AICjR4%2BioaEBr732GkZHR/Hd734XfX19gf1/5Vd%2BZdnXTMhqoLh6DTTWxZUDt0Q4Dl678iMcSbZFGqJp8FrCpSFb1DPPg1t2qbis16%2BdDWRtA0BX%2Bg6%2B0faCEpL7N%2B1Qwrsclitwrr8Lr%2B7yquK2I9BVELN%2BsVou2uvtnv%2BBKXsmEBk2F%2BFjHEm24Wo6pb4CwF3fw4GYZiDvOkrsAwhEmDXVxTFqZVS8mAMXfVMjXjdA4UHFhfs31PUAKOtCfqz1gNclIGwAwOmDJ9R7fsEMzIr2cscqJ%2BZLwUxqQgghK81azcFeCpYqWxtgvnaYFRfYo6Oj%2BIM/%2BIPAa/Lnt99%2BGzt27EBPTw8A4Pd%2B7/eK9v/444%2BXfpGErBHC4hoARKjSLHkuuQe3JgaREVahPby0I3pX%2Bg7QC7U9MFuxBjxRfq6/C7bjne3WxGBg/4RhwnZFpKu6nPvOCkud3d8mLgWevw1bvh7lOB0lDMOv/YcPziNtZ5CMJfB/fOEETu19EafkAQrxYpoGCNeFBu8Bw60Jb0Y9J%2BxAVvmF%2BzcwZmUBAON2FifbnlfnkrFn%2BzftwJMbHw9Uj8tVkl/atk%2BdI/zgwC%2BY/aLdf6zw9c5HIDOTunL4MIIQQhaftZ6DvRQsRbY2wHztMCsusJ944ok5RTJFNCFLQ4NuIutYgdc0AFtiiSLBXc4R3UVQoGsA4npdoI3cL57l63KmW%2BZxW5jdxqsKC8R0Ax0D3YGz72pI4tTeF3Gm9yLOpi7jv47cRn82DQcuRgvrOHe3C1/e8TS%2Bue9fqBZxYFYYylzvvqkR5ISNjLCUWJQPIvwPJPwi6dTeF/H6tbPICAsNhom%2BqRFkhAUdGiwhkDBMGJoG4bpoqoujqS6OVHYUuxqSRa3sspotOwDkOfxV6SjsQreBHeo6CAvmKGE3X3Hs/wzYTl45fBhBCCGLz1rPwV4KFjtbG2C%2BdhQrLrAJIcUkY4nIavNiExbXgCd4x%2B3sgo7rwhPRpua1I5XK4pYt0mdTl3Ek2YbrY/1qW%2BE6sy3UulfllsK8P5sGANUuHjXLbbkCb33ciVsTg5jO23g3dQm3Hz1Ae2MLRguzz3J/UzPQbCaUWJQGcf4GqrBIOr7zUKASPZZOYVdDEpP5HI61HsDZ1GW11i1mAwBgMp8LGp4JGwnDRHtjC16/dlZV6csJMbm/fOIQK3zG4ffLVadLieNq5rVPHzxRU2JRrv2rT3wer2ypregxPowghJClIWtbsMT8klUIWSpYyyekxtAQ3cq9XGSEhV0NyUU5luUKHNyyK3LSR4M3n6zBMzy7NTGIplhcvX8k2abawy1HYOuGJpiaoYzOAEAPpQkY0GD4Xrvy6S8xZc9AuN5U%2BNV0Cn1TI96%2B0AL7%2BwXj0eQeZQrXOdyDzuEeJYalSHpp2z61T9/UCBy4mMzn1GtHkm2qlb29sQU6NLQ3tiiRejWdQkZYiBsxVQGXRmnlhJjcP6Z7DwX2b9qBN66fR%2BdwT%2BB9OYMdhVw7ALVv53APzqYul933WOuBwIOIpaBzuCdwPZWiHNAHS1/3SuH/u0IIIYSQtY3x5ptvvrnSi1gppuwZvJf6cKWXQUjNMW5Pz3vfsJjOCRvZghlXmEfWNLJ5CwIuHNdBzrHhAmhraMYfPfWv8LOhW6oFetyeVvPiD6YncOH%2BDeRDbU4NhonGujimC%2Bcz9TrU18UgXFe1uGeFDVMz8G/bnkPv5DBs18sA/3BsAO%2BkLmFoehx9UyPIChsCLnomhtCfHcVEPoeNsTj2Nm3DW73vI6Yb2NP4GADPBG4wO4ZjrQfUa5P5HO5l03j%2Bsc/iyugvkRUWcsLGsdYDGMyO4dlNOzBuZTEtbFhOHoamI27E8Oruo2WFWEw38Mmk95Dga08cxM9HPsZEPodPJkdQb5i4OX4Ppm7ga08cVGuRdA73BNb%2BVu/7GLUyGMyOoXdyGNlCm/srOw8V7QsAexofQ0w3cOH%2BjcD1Lyb%2BNX1l%2BzMV7yfvwVef%2BDye3tqKXM6Gw%2BiWdYGua6ivN3nP1xG85%2BuP8D2vrzfhAuhNjyx6yzOpDkPX8XjDRphrqDE6kdiwoP1ZwSaELCoaNJj6bNvyqFW6Gp/Kjs62hMOFKMzupLKjONN7MTBf3NbQrL4XcIvazhOFWe5jrQeQMEwkDBO/1XYU/%2BlfncIP/8W30Gwm1By35QrcfvSgsF6oNnMHLq6k76C9cdY0xXIFmuriRRVof5U3qkIZjr%2BSlV%2B5rZy5tlzhnSMWx/cOn5yzyvnStn2IGzE1M%2B7nwv0bqio%2BV4s3EKxIy%2B9Ptj1fdg2VVMgXQrkqebi67f9Zfq4y%2B5wQQgghZCVYO48aCCE1wZFkG66NpRZ8HJlxDXjieTKfQ1tDc%2BS8taHpyAgLf333CuJ6HfZv2qFawSVy9jp8fFM3kHecQLRY39QInkvuUcZtd7OjAfdzf6u4JOxi3t7YAhS%2BzuUgrQFoqovjtSs/Csxxl9o%2BPNNbqft4eL/wjHY5Ye2/PhRc2iulGhdt/5rOFBzbjyTbcGrvi0Vz8DQPI4SQ9Q1julaexY7/WgtGaRTYhJB5I6u//p8rybeOokE3Me14LcpxI4atG5qUmM4ICxlhRVbDdWiqPUy4DjLCUuZl7w3ewCtPH8b7Qx%2Bp/OqEYSJuxJQQnrRzcODCgKZa0Jvq4uibGoFZyP%2BO6Qaa6uLKbVyP%2BB%2BIFHsynxtTIzh98ATeuH6%2BpAj0G6XJvGp5zbJCHI4ek9FeR5JtkW7h5dzH5xvJ5b8%2BeV3z2bdaISwfglxNp3AKxQ8IoszD3h/6CD/54CZ%2BY/uz%2BNWtn6tqnYQQQlYPjOmqHRYz/mstRH5RYBNC5k34F%2BlCfrFOO57Jl4CLuBHDZD5X0X5OxFldeEJ6b1MLfvPCW5hxPIdRDbO52k9ufFzFbVlCwNB0uK5XyZaRX6ZmQIeGg5t34dTeF5URmAMXHQPdgaqsFHv%2BCrZ0Bgc80e4nXNWVwtlfwQ6Ldn%2B%2Bdlf6Dk7hRQDLEwO1ECfsSvaNqnIfSbaphwlAdMU9fL3vDd7A6MwU3hu8MafALlVZZ241IYTUPozpqh0WK/5rrUR%2BUWATQmoCDRoajBgAr51btmNHbzu3mJ8WNm6ODypxLbFcAUuIoritnLBhCe9/0ptjDRi3sxAFwd2VvoMnhx8PCOGck0dGWDjX34WOgW7YhUq3FO5vXD8fyAGXc%2BVSfMvqrFzHqb0v4hS8tuj%2BdBq3Hz0oEu05n1mcjOeKcjhfCuZb/a5UrEY9JJCfSTV8dccB/GTIq2DPRakHE2u19ZwPDgghaw3GdJFaZHXX3wkhawYHLrZuaMLxnYdwJX0nIE4lGjyzs0qeaTpwVbVaIvczNUOJ0duPHmDMymLrhibV%2Bj1mZ%2BDAVS3jMpu6c7hHCWOn8KTWcgQywoLlel87Brrx%2BrWzmLRzMHUD/umwq%2BmUiuhy4EZGcvnboqVx15MbHwcA7N%2B0A6buHfHgll0Aio3N5hNz5d9nvjFZpY7ZMdBdkSnaYkWAvbz9KfzgX36rIrOzUudcjjiylWCpDeoIIYQQwgo2IaSGSGVH8XCgu%2BT70u07Cv8MNQA0mwnknDwsJw8dWqCVPKYb6BjoRsdAN7KF/On%2BbBon257Hhfs3MGnnYLkCpmYgVnBEl9VkKYyPJNvUrHcY%2BXCgOZbA6YMnlFmXbP/2t5FLsVOqLRoIzj831cUxamWUiVuU4dmolcHZ1OXAccsh93k3dUl9zgut3spjJgyzIrFabYV8Maqxpc65kFn1WmYhbf6EEEIIqQwKbEJITRFVuZ4LDQiIa8BrM78%2BPgDAE4wagN0NzZjM55RZmdwX8Cre5%2B52IaYbaK3fjLvZUUDzjMiizMRe2rYPt64NBtZragb2b9qh2tulkLk1MQgHLh7OTOJ7h0%2Bq7aUB2rn%2BLpxNXVZu2U8WxKO/pdzv3F3KCVy2i2uF66lUJPtN1gCoSLI3rp8PGKxVIzr9Ys6/vsVqUV6rbdxLSa0/OGALOyGEkLUABTYhZNUTVUX2x3y5ha8PZyZxfOchdAx0q4q3f185n50pVMktRxSZmQGzDt/7N%2B0IuKZbrkDf1EhARHcO9yijM9sV%2BN2ut2G7AkeTewJGZsCscVkpR3JJKfEh28WlU3qllUp5vI5C94CcS/evwe9qXm3cln99iyWKWY1de/ChCSGkWhjTtbZYSORXLZmiUWATQlYVpbKwAcDQNIjCL1jPFTxY17YdoURoGA1QreThX9GjVkYJbVn9Pne3C5YbnPEOG41J13G3cOyYZiDjzLqAy8rwX6cuQxRaz4FZ8eivHldCVNW4UkoJYv8aFiqA5hLF883LJmuDpX5owgo5IWsLxnStTeYb%2BVVL8V4U2ISQVcXdEuIaAOJ6TIlnuyB%2B/fPXlivUDLMfUzfw6q6jSgyr1zVDVXMn8zlkrNm28rC4BqCMxiT%2Bme2Tbc8DgBLmLqDEatzw1u3ARedwT8XiUc52y9by8H5%2BQSHXU6m4KLWGhQigua6LFcz1zVI/NOHfL0LWFozpWpvMJ/Kr1uK9KLAJIauKcr82oyrT4ZxsWf0ORH25s2IY8KrkD2cmYRdaxGVbuQWh1uA3VZMt2XJuWYrY9sYWpNN3UKd5T1SlgJCz1xqAnLCxf9MO1dIuzcmA0oJYCudwa3kYuU3HQDemhV3VXHYUSy2AylUwq31Y8P7QR3jv3ofzerhA1iYcKyBk7cGYLlKLUGATQtYUslr8TsERuxRHk3uUC3hMNwJGX5P5nKoqW0KonGvAa0OP615etxT0%2BzftUNnX/hikq%2BkUXHjVbilsO4d7MGnnoMHLss4IC31TIzjZ9rw6v9w/XG2TItNv0gbMZmKHkYIiVxDXUbFglRCulIfpHO4JzG8vhYAPR0zNVYl8b7C67ZcStibXBhwrIIQQshzURqM6IYT4KGVrUYndRb0Rw%2B1HD8pu06CbgYitrLBw%2B9EDHEm2QYeGpro4Ju0cAK9NHJhtCd8ca8DxnYcC67mSvoM/vvk3GLezALy2Nb8rNwA01cUBeEJRtojHdAPNZkLFdR1Jtqmfx%2B3pwH5yX1m1bjYTeC65B81mAq/uPhp5nTJH%2B/jOQ2g2EzjZ9nykwJgr%2B9qfzR2FnGvPCEsJ2lLHjHq9kuxtfzZ1JTnVX91xAAnDRE7YaG9sWdFca%2BZPE0IIIesHVrAJITWHNAULt3fPNVWjwasq%2B529vdc1FV0FAFkn2EruwhPJpm7AgRswUWuKxeG6s9XqUSuDv757BcJ1YGi6mhPy75O2gzPe8v3O4R4caz1QVO2VlW/pFv7G9fPquP6Z81ImZlKglqqQzmf22V%2BV3tWQRH82Hcjm9uO/pnAed7hqHPV6JbOx4WuYqxL58van8N69D1VmuN%2BFfblhazIhhBCyfjDefPPNN1d6ESvFlD2D91IfrvQyCCERzMeiwtQMGLqunMSrPZ7jem3UgegukY8Q5K76TtLW0Ixs3ip6KOCvug9mx/Cd9i/hWOsB1BsmOga68dP7N7HFTOCRncOzm3bgcHMbYrqBG%2BP31DX96x2fBwDsaXwMX9n%2BDFKZT/FW7/uI6Qb2ND6Gt3rfx6iVwWB2DF/Z/kzJ6%2Bsc7gnsJ1%2B7OX4Ppm7ga08cVK%2B/1fs%2BJvI52K7AIzuHk23P4zd3HY487p7Gx1RlWe4f0w0MZscCr5V6vdS2lRC%2BJl3XUF9vIpezYUCf93EXE3nfVnINaxn/PXeclTe3IUsP7/n6I3zP6%2BtNuAB60yNVG2KRtYeh63i8YSPMRaodJxIbFrRHZWleAAAgAElEQVQ/K9iEkGXHX/ldCDq8eWgpgC1XVKXMNQC6L9rraHIPntz4OM7d7YLtCsQ0I9ItPBlLYMzOQNd0GNAQ0702crlPY108UMX%2B7bYXAhXMM70XA1V2mbvdNzUCwKvO3n70AFfTKRzcsqvo/OGKb3tjC8bSKbQ3BuNKwrPRftMzuR7Z3t1sJgLV65ywYWoGbFfMyxytVNU86vWFzMaWq35z5pYQQtY2zMEmQOX52cvlME6BTQhZdsLi%2BrnknqK27kqQxmDzRYMGAzoEBBKGqQy8pGiL6QYsERTYzWYCgKfjhevAhQZLCCWSLVcExPXR5J6A0AuLa/9x/S3EfVMjcOAq0e0n3HIst%2B1K38Gta4Oq9dyf%2Be0X1DlhK1Eq27tzwlYRYX7RXevtzbW%2BPkIIIUsDc7CJn0rys5crK1tzayEsbIV4kJnAv%2B/8q5VeBiFknjSbCbhu9MyzxB/HZWoGYroB2xGwXaFe1wDsbmjGZD5XFOskv29vbEHf1Ih67d3UJbjwDNPyroisdMs1yn3bG1sC4lpWwmOagVd3Hy2ZYT1XFbZzuCdgqiaFccdAN3KODcd1cTS5Rz1ACB9bzoA3mwmcPnii5LnnWtNiuYkvhLo6HVu2JDA2lkE%2BX7pLYimcvekWvnz4P%2Bsv73i6ontO1g6V/ndO1g7he55MJuDAxcXUx8zBJgDmzs9WWdmYOyt769amBa2FFWxCyLISyJ%2Be1/6amoEetTLQ52gO858r7zqwhFCCWhqTuZg1KesY6Mb3Dp/ES9v24UzvRXSl7yCmGXhy4%2BN4cuPj6h/1yoHcsQIreC65B4DnvF2n6xi1MhgruHCP%2BVy4Tc3A3qYWXE2nAjFewGws1q6GpHKeLifY5Ht%2BozFZhZYz5f5KuL%2BiLtvBE4apHh6Uaq2ey4wsXDGXsWRzifKVEKWVGKst9JgU3EuH/7P%2B8o6nV3o5hJAVgjnYpBZhTBchZFlZaMvM7oZk4GeZSR1GA5Co2xAQ4LLC6xfUctswncM9uFKI8pICuGOgG6NWBu%2BkLgX28edQ902N4NTeF/GXz/07vLrrKJrNhIrfkl8ThgnLFSr%2BKpxPLV9PZUeL4p38kVb%2B71/atg/Hdx5C3PA%2BDxllJc9ZqoVaiuK4EZtTBPrjsaKitY61etFYfrE%2BV0SV//1K4roWi0qivhZ6TMZzLR1Lcf8IIYSQxYAu4nQRJ2RVIfOhJXaJ1mwAyDtiTkGfMEy8uvsoPpkcgakb2L9pB871d%2BHm%2BL3AsXVosF0RcCg3NS/WC5onsuNGLODELd2jJ/M53By/h5GZSXztiYN4alMrBrNjeHbTDuSEjVdC7dRD0%2BMYmp7A7oZmGJqO9sYW/NWd/46/GfwFfjHWj6ywcWt8EH2Tw5jI55R7uN9N/DvtXwqc%2B6NHQ6g3zCIH8kocvKVT996mbfhO%2B5dKOpdX4yYu8b8vBWnYDT3K/bzUGk3dwNNbW%2Bd0Fy7l7F3JucodM6YbuHD/BmK6gb1N22rCxXwt4r9/dJRef/Cerz/oIk4WSjVO43QRJ4SQEpT7Z9dzyT1qptqfx3xrYhAZYcHUPGdSHRoEXGSEpfK0FRrguoBwXQgINBnxgFCWrd51mq5mtN9NXcI32l4I5DL7c6wBrwp%2BJNmm1udvvZY4cJEVFhKGifbGFrxx/bznIu6bE5fXJPftGOjGtLCrdgWPaqeW65Lnnm8Gd/j9KMOyStq55TbvDd7AK09Hx4lVwkJbx/37nz54gq3hC4Rt9oQQQlYbFNiEkHWHoWk4tfdFZcolY7n8pmdSPPtzreXstw4NDlzENAMxw1DxXGFh2OVrMZez5y6Ac3e7IuOzpMN3RlhIF/Y9m7qMI8k25CYGYbsCtq8q7wKIGzH0TY1g1MoAUyMB4Q4A7Y0tSBfmyG3Hi9zSANXmLc3RygnKKKduKYylQdpizDKXEuOVOIXLbb66Y2Etwwt1Jaer%2BeKyFLPyhJC1A2O6SKWEo7yW0uebLuJ0ESdk3WBAQ9yIYf%2BmHbg1MYissEpWuTWgZA62oWlFztxAsNoGAO%2BkLgHwWslb6zcH5r4lCcNU3x/feQgdA92q4ixFecIwETdiZV3Nw1U%2BuRYp2JvNhPo%2BYZj43uGTShzr0HCy7fmifSt1MK%2BlCiPdhdcWlfz94j1ff/Cerz%2BiXMRdzcUv05%2Bu9NLIKqLeqIMjXFWgKBXZtVAXcQpsCmxCVi2/3fYCgFkhWwkLdTH34xe%2B/mpuwjAD4j1hmEUt3vJ12xGqwv2NwvXIqrIGoKEgwKUwDgvtUsLDv5a4EUN7YwtuTQzC9seZFGbHw5Fa4diuWqSU8Fqsf3gv1YODWnsgsVQs53VSbK0/eM/XH4zpIouBjPKaK7KLMV2EkFWLP3JrPsgorSjaGpqhaRruZIJPt8udrZT4btBNZB1ZVdagw2sdtx2BjLDQMdCNjoFu2K5QFWn/caLEtVkwRZOC18VsRBgwK7KloJbV6FErE5il7hjojhQy7Y0tGEunsHVDEybzOTVbLtvb5UmbzHiRAFqpNudqRNlStw4v1fHXS8vzerlOQsjKwpguUoswposQsoLMX1wnYwm8cf08rqTvBF5/LrkHv932Ah7OTGJkZhK/2vokEnUbKprRKrWafKFNXC88EJCz1DHdQLOZAOCJaMsRiBsxHN95CAnDhOmL7wKAZjOB55J70GwmENMNjFqZgFO57Qi8cf08AOBk2/Mqhuilbftw%2BuAJHN95SJ1PVrizwoqMguqbGoEDF/3ZtDefXTj/kWSbWps/TsuPPN9SCqMzvRfx2pUfBR6QVBNrtdQxTUt1/PUSL7VerpMQQggJw5guxnQRsmLEZMzVPJh2bEwLu%2Bj1%2B9Pj%2BOjREHJOHrYjMJqbwn987hv4LwPXi7bV4LWZ9zwaCsRvhRFwYWoGdM2b4T64ZRfGrSwA4GtPHISh6bg/PQ5TM/A/7/wCXtq2D8daD%2BDnIx8H1vj/HP4GDje3IaYb%2BOjRkBLXpm5gc6wBlpvHVH4GN8fv4cDmnSoSSyKjieoNE4PZMWjQYLkCOjS8svNQYFsZfyWjwL72xEF8p/1LONzchnrDRH92FF974iAAzDuWyk%2B18VZ/0XcRDlwMTU/ga0/8CjqHe3Bz/B5M3QhEnZWiVMzWYsX3hCO3Fitmq9S61xrLeZ2MbFp/8J6vPxjTRRaTuSK7GNNFCFm1lMqwDrQxV4kLwPLNY%2BXyNr75379fctu/Tl2GoeswQ4Zm4Z/l9zEYuD7Wr36W1VYXQFMsDgAqtupY6wGc6%2B%2BC7QgcTe4BgIBzt2xJj2kGTh88gdevnYUFodzDAZSNvopqqZbRYEeSbUXz02HjM7n2xWjlleZsHQPdFR3nSLJNrROYjRNrNhMl91/u%2BeX10Oa8XmbCCSGEkOWCApsQUnOUE9cJw4TtioCILjU7bep1sJzys1kCLoQj0Gwm0FQXRyo7qirDUeQcO1Dtbm9swfWxfmiF7/2i7FjrATTVxYuytuX16QVX8%2BM7D6FzuCdgQFZJVrU/1koKa3nsq%2BkUThW2CwtrUzegQ0N7Ywue3Pj4isxbn9r7olofUNnc93wF73xF5HqI3FoPDxEIIWsXxnSR%2BVBnGHNvtJDjL%2BnRCSFkkckKC0eTe1TGNFB6dnoucS0xNA05YSNXaOcuZ7wm3NnKczKWCIjarvQdbIl5M9Ljdhbn7nbBcgXe9bmc54St9hcFEzPpQC5FfdgtXFJOKPrXoUNTleHO4R68m7oEF14ruozrsiBwNZ3CkxsfXxSn8P2bduBqOoX9m3aU3a7UNZTKwPYzX8E7XxFZyZpWO%2BvhIQIhZG2iacBnt7Ss9DLIKqRO1xHXYnDzSzNiQoFNCKl5/BVqF8D1sX7sbmiOzJWOIiomy9QNxDQDGWFBuG6k03dge1/LuFzLuJ0NVNtdAGnbMxQTrgsHs9u/m7qEhsI6/NnX7Y0teOP6ebQ3tiA3MQjAE6t9UyNFa5BCUbaPy9eOtR4ItFz7s7kv3L%2BhVihb0f1t6uVEZzlBH35PmqpFrdu/TyXnLcV8BS9FZGnWw0MEQsjaxHWBuxOjjOkiVVGnG/jc5m2oc4wFJdmUPceSHJUQQhaR8K8/yxUVi2sgOiZLtm7L6u5ciNBWzWZCZUuH28YBT8Af3LxLVdpdeC7hOjTs37RDiWCZOT1WEMd9UyMqUiscwXWs9UBAoAKz89OnD54ItFxLjrUeQMdANwBPuMv58JNtzy%2BoJTv8XqUt3nL2PCdsdA73LIu4o4gkhJC1CWO6SLWYRh2cMsa2iwFdxOkiTsiqpkE3S5qlRW2bdwUMaLAdgX%2BaGCwSzqWQTzk1eFFg/%2Bszv4HJfA4fjPUXzYw3mwn8X4d%2BC5P5HPomR6BpQFyPwdB0WK7AuJVF53AP7kw9xP3pceRdbxWD0%2BOYFjZM3cDGWBx518FEPofB7JhyZG6KxfHJ5AjyroN9G7cjJ2wcaz1Q0q15T%2BNjAcO1USuDwewYvtP%2BpZIuz9IRvL2xpeTxpUu5fK8S12i5jwYNGWGp6ypFtc7kAN2F1yO85%2BsP3vP1B13EyWIxl4M4sHAXcQpsCmxCVjXCrdxvXApZOf9cSlxrPssUUzcCTzpNzUBGzKgIp6ywoMFrQ//Cll0BQfpW7/uYyOewOdaAPz/0b1W8lhTOQ9MTsFyhjNsk/2b3UXyn/Utq%2B/bGFvzlJ/%2BI/3LvA8T1GB7lc5jI55ATNk4fPFFSfIYFalgUl%2BKt3vcxamUCxw8fqxJB7d8nlflUVbgNTcfQ9ASe3bQDk/lcSREt1zGXEPfDf3ivP3jP1x%2B85%2BsPCmyyWCyHwGaLOCFk0dCgLdk8SymqifPSNa1k3rU/GsyFi%2BeSe3Bt7C4sR6CtoRkPZyaRERZsVwRcwsu5U/vf988sA167dFNdHHezowFxrWE2mku2NvsN0LrSd/CNthfKtmNHxXHJY1XSKh3V7j0fozD/PgAC38t57b6pkZLH5ew0IYQQQlYbFNiEkEVjucR1g25ixrFVBdrUvbgFq4zRiQ4NBnQIRG8TFuq3JgbVU3EvusurXh/cssubuy44jpfKmpaiW%2BZVy9npjoFu5RAuDcjkujVA5WX786yPtR7AOwUn8phuzCmUpbBNGCaazUTVAjXq%2BOXEbvia5c/tjS3A1EjgocJc38%2B1DkIIIYSQWoYCmxBSM5TKsy7aTguajkmBauqG%2Bt4IVas1oGS2tR%2B/43ibz6nc9e0fN2IBN2%2B/CDzX3wXLETjX36Ve7xjoVgLedgQywsLZ1GUcSbYhNzGIrLDgAmgwTPRNjaBzuEfFbl1Np5Qhml%2BIlnP4DothWTVeiFj1i93wucPVbfkzpkaUa7k0WgsfS%2BJf43xzqwkhhKwvmINNKkUlqixxBjZAgU0IWQEMaEXzz7J668%2B3LkWpSC0ltDUDMd0IbFeJmZmpGTi%2B8xA6BrphOwIPZyYLreIpJdavplM42fY83kldggMX5%2B52BUSgXViD/No53IOsbx0x3YAtBBy4uD7Wj6ZYHFs3NKE/m1bi%2B8L9G4HYLaBYlJZr2fZv%2B/q1s8gIC%2Bf6u%2BYlWqPE7lwO4lECX96Lc3eL11FKoM8nyosQQsj6gDnYpBrqdB264z2OiRtLl4ENUGATQlaAUuL61N4XcevaYEAYV1rV9mO5ApYQMPU6OK6DvM8ARQNKZmg31sXRMdCtKsqWEKqSLHHh4lx/l/rZdkVAhB5N7gkIY9kGrsGrUB/feQjn7nZ5ayzMc49ZXp52TDfQZMSV%2BDwFT%2BDKaC1/BTknbCQMs%2BL2b9sR8xKtHQPdyAgL7xZa1KMEtb8VXq5Vts53DvdgMp8LfF7hdUQJ9I6BbuSEjTO9F9FXaDP3r5tVbkIIWd8wB5tUisy%2BTmgb4LpYUnENUGATQmoAF97MM4CAAJXvRREW3lFVcdvJB15JGCb2b9qBvqmRQPu3JG1nAj/7Z66l6PbPTAPegwF/xTWcR93e2KIyrmWrd8dAd%2BEBgIGmujjaG1tKikh/7rW/4pspuJfL1utSInP/ph24mk5hV0MSk/lcQJBXI1Ldwrnk9rL12y/%2BpRiXa5JGa/Lz0qGprG//OsLVeX8VWz7gCD8YqKUqN8U%2BIYSsDMzBJpUgs69dAO4SZ2ADFNiEkCXA78hdKRlh4Xevvg24Xht164bNkVVmYLYFPCdmjc7iRkyJTr0gtsPi%2BvjOQ8osbNTKFB84hOUK3JoYxPGdhwBAtY5DA2KaocR6U10co1YGo1YGZ3ovKiHdOdyjWt7lAwTAe4gwlyDzi2sdWkCQHms9oN7zu4T79/XPPDtwMZnPFRmyRYnUsFiULfOSSlu5/UZrCcNU112JAPVX6OVnHK7U15LDeC2J/bngwwBCCCFkaaHAJoQsiJhmBGKmgOqis/zISqclBDIlxDXgbwE3sLnOa6m%2B/egBrhTEbLiSbep12LqhSYnrapACVopT6Y59a2JQiWe/WL%2BaTqnW7rOpy2oltq/qXcowDCiIeFfAdryr0KHhZNvzRRXe248eoCt9BzHNKKpKS/ENoKyTeLk4LmngBkC5nsv3S81aywcH8vORDzWqFXKyQt9sJtTDijC15DBeS2J/LlbTwwBCCCFkNUKBTQhZEGFxvZzENAOnD57Amd6LuJK%2BU3K7plgc/dl04LVwZncy9v%2Bz9%2B7BcVzn2efT3dPNwQwuxIAESAAkBjJIQzIJhSYJkqn9LNFZucq0JVeoiNo1pZTi2KY3G5XjbFSVi7Plyqa%2Bql1l7apPW4qZcnyRRa8p2fyS0Kbi2kSgYsckQVK0SNqCCEgcAARAgMTgOoNB93T3/tFzDrp7em7AABhg3p8LpjDTfc7pbhCc57yXJ8hTxCVBBOtLKouSQ1yOqzFM2Oqy3anq9tpr%2B0aDLDq7Vrq9qk9FLqIiFYVneIlrRt/sGMzUtblTpw2YjprvbLXLbqHPUtpZWjYAR/q7W%2Bh7ff/CtdcQ01WIi%2BztWgzB%2BubIuzh7550VidSWktjPxVraDCAIgiCItQgJbIIg1hQCLGEti1bH767RnqziGgASuobtgRBPOQ8H6tCfof6a1UWbpvVa44aNjmZcZwavImFoXFXLgsTrxQ%2BEWrGzegteuPYa94Cu8lnifldNk2M%2BbmWVwoAJzdCtFHdBhF/0YVdNExe57BwmGN1Cyct72itK7o5Quzt5Y3YMx8MH8/KpzoQ9hX0xkdJslmD5cnaIIrVeLOdmAKWfEwSx0pBNF%2BGFO49yJay57JDAJghi2bH7Uy8Ge5TYBPB0SydO93fj1cgFyELuX5qx5Dw0PcnHicTHPZuiAQvdthmR%2BDhO9p531FDb/bXtnb8BLKRnpzygX7j2Gvez3jna4xDr9lRuEQJkUYKq69goV/BzmUgEnPXPmWy72Lx27GnBmcQvqyOv8vk9I9OMfESUXbQvNVK62JTmx5s6eAS7EBYjEt1p/uUqMin9nCCIlYRsuohM2C25GMttzeWYf0VmIQiibBGAJYlrIH0n0t5lXDV1LpwFWILXaz7VlcpuF9fsPNa4zO3FfdmVEq6kRL0sLjQ6A6z6aZaezcRWW2U9xqO3YcB0dNc%2B0tiB/aEwulPRdxMmNm%2Bogj%2BZQFtlPY%2BCJ6aGMKnG%2BXqrfH7HdXhFrgHgZO95bhdmt70CwCPUbJ4jjR08hd6dSu8mn8ZogHek1H1cPmJ2sSnNH9/6ID62%2BcMFnZOpa3su7PcEQNmJzEw/gwRBEMvFnK5igySTTReRhtuSi7FS4hoggU0QxDJT6K8ztt%2BY7Ty7WFYECTpM6OZCxbNiS9u2owgSdNNIi1ybsFK9X9p3HABw7fIAVEOHlErV1gwdOgzoKYuHKtnPo8TuKDNSY7Hvmfhm2K2s/JLsWMlAPIpvHXgOz185hZiuIpGKmtvXOxCP8i7hmqFDM1PvuiLXbFOgO3qbr8HesO1wQzuf58zgVZ5Cv1EOpPlu28nWGC2X6HYfl0/EcyXrm1n9urtrey7c92SlapxLJSU7W/YEQRDEchBPWgKbbLoINyttyeWFuCqzEgRRlihi7lopE0CtHMxrPEmwRtNNg7%2BmGrpDXNsbbSVNA5KY%2Bdce83XWDcMxrmrqjrTwI40dONl7Hp%2B/9F1U%2Bfy8S/fRbXsRlBSoppVmfmbwKo40dkASrDk3b6hyzHeksQN1ShDhQB33iLYT11VH93HAaqLGumyr5kKncXcncZ8g8np1lvKeqZu4Zug8cj2pxdM2DOwcbmhPa3bGriOT6M50nNd5qwlbT6bGcpmw3xOv%2B7NceN3j1aDUniNBEOufgE9Z7SUQREYogk0QxIogQICaauKVC9ZwLBeGaUJH9tQweydvA2bGdHXWUMzLH7tOCTpePzd8HVE1BhMLUWfAErZzqTRswBKuhxvaeUOxgXgUx8MHHb7SXhG/o9v28lRle423PTrMItis2Zs95XpGS0A1dW6TlSnKyd5L6BpUXeci38t3OhteUWavSHemruNsY2O1I7Gl0A28kKh0qXQEL4X7RhBEeVEhKYu2BCWI5YYENkEQKwKzxMrnn0MBAgQA2wMh3JufsaK4grOWW%2BD/nz6iJIiOqDZgdQ6fSSa4%2BFQEyTFm3%2BwYr5e2z7GrpgkndjyKk73nHb7XiiAhaRqOqLPbmguClUK%2BPRBCf3wcvlQk2y/JeadUt1XWo292DD8fu4VTkYvYHwrjxI5HPQUN2yCwb2JkE7H295bS2MvrnEJEFzXHWqCQe0HCliAIgiBKD0oRJwii6ITyTPHOhChY0WZmb1Ul%2B7Fn43bHMSYWRLsbv%2BjDgVArT81uDW7Cf6nfaTX5EoCgpODplk5HwzDThMPui0l3Vr%2B8s3pLSvZbKdlPt3TiWweew4kdj/JzjjR2ICgpUAQJiijxjuT35mesCL6pc1GaK6WapRr3zY5hXI0hEh/n3cgzwcbtDLWiTgni6La9Gce3s5i05mKmJ1OK8QJ0L/KDbRh1jfas9lIIgiAIwgFFsAmCKDr5pngz3E3JDNNqNMWadJkAojm8ru3EdBU3p4ZgpKLYt2P3MZaYRkxXAQBVip%2BLyVcjF6zxbWuWIGCfK1Xa3gCL1UEDTgurW9N3%2BRyiKfD6aACO5ln5plTbX2d%2B2u46bTvZIprFTicuZLxiRrvXO3Qv8sO%2BwfNY00OrvRyCIFYJ8sEub7zCLCvtee0FCWyCIFYcAZbwZN2x3R2/RUGElPKF1kwdaqrWOGkYeddcJXQt7UhFsMZrq7R8M38%2BdstzNAMmj0yzSJndgsidxssEZNRWp%2B2uZc7HOzqT%2BGTnHw8fBIBF1SvnY5uVL9nOy6d7OEEslVKpPycIYvUgH2zCy%2B8aWFnPay9IYBMEUVQkQcBGOYAqnx%2BR%2BLjnMSaQZpVlx7LSAqokP442LjTp%2BvnYLUTi456V14ogoUr2YyaZgGrojvEV0YcNosyjy5ejEewc7XGsT7H5Z5uwfKT7ZseQ0DVumaWZOl6NXECtHIQIgQt1Zr0lpFYWDtQ5UscBLElYLsZnOR/xvFjhm2mDwWvzAbC8wCeiEX6/iNKhVKy%2BCoUi/QRBmCbIB7uMyeR3Days57UXJLAJgigqumlyoVUIIgRUSAsiGLCE5A8iF%2BGXZABAf0oQ239tSoII0zTRWLERg/EodJiQUhFwFhlPGjqixkJ02YCJc8PXEZKDiGoxCBCwZ%2BN23Jwa4vOz1PSgpKBOCVqdtlP/iLN0crfHNVvZvfkZPH/lFADwDt/ZyCVy7AJ1Z/UWz8ide4x8xPNio4Du8%2Bze3vau5Yy%2B2TEYMD3u19pjrQrSTFB2AUEQaxnywS5fSsHvOhPU5IwgiKJzKnIRVT5/xrooRUyvjzFgIm4T1wwdJmK6ilORixAF568sEQKkVK12f3ycR61100BjxUYooo%2BPLbpWU%2BXzY1KLA7CapfXNjuGlfccRlCxvTVEQIULArpomvLjnGHbVNKXNzUSk3d9agGXPFdNVxHQ1r42GM4NXuW%2B2F3aBmqkhmTvKnalZFvPvPtl7PuNYuRpIZWuKlq9P9lptUlUq3tPFgpqqEQRBEERxkb72ta99bbUXsVrMavM4G3lntZdBEGuSbE1FTACT2lzG9/U8dhpDchBzxoKnNDP5CkoKPlq7HQldw5Pb9uLWzF1opm6JdnMhuj2tJVCjBDCXEu2yIGFfKIyhuUn%2BPqvnVkQJv9v8UbRWbkKFpGAoPgHN0JGEgUk1jgpJwb%2BO3OQR7WrZjydtkenvpxqlMSRRhGGaUAQJv7vNGjcbbwzf4NfgJXRkUcJQfAJHGjsQid3Hy71vQhYlx7j2Y1orN6G1chM%2BsfUjaXN/s%2B88DJgYnpvEL%2B71po0DAF/v%2BRmmkgn0TI/grbH3HMd0jfakzc/u2RPNezyv1WstL/e%2BiXE1hqH4BD6x9SNZ708hiKKAigoFiYQGwyj%2Bjrb7Pq91Mv2crCWW%2B5kTpQc98/LD/cwrKhSYAHqjY2m2nER5IIkitgSqoSxDQnYwuGFJ51OKOEEQi8IEEBAVxI30qHNQUhyp3othUos76qLZnDFdxWhiGi/uOQbA6tx9ORpBo38jZpIJmKaVwr1RDli2XClkUeIpyqwT%2BOVoBAZMVPn8abXEpwe6AdOa7/uRC/w8r5Tv/aEwuqO3IQoi/KmouQodVfJCt3I2NvO1Zn8eaezwTKu2Y683feHaa54pvfnWpLLr9gliztRgZjNmP8YrpTifud2p1UttUrVaqdpU%2B0sQBEEQRDZIYBMEsWi8xDWANHHtFsr5YKTC0UFJQVxXHRHiSHwcf3jpO%2BgMtfL0aXdDtQktBhNApZxqfmGajk7ghxvasdMm0rpGe3AqchEGTHw/csEzQn88fNAznbpvdgzPhA%2BliWkvn%2BuJlKiPpmq8zwxexUv7jvNzT/aex%2BVoBPtD4bRGaUD2uulM59rXc2LHozgBp%2BB3dyVngt%2B%2BCZDP/NlwC/OlClWqHSYIgiDIpqs8KFU7rkyQwCYIYtmRBQkqFtHlU7CsFjZvqMJAPF%2B2jYIAACAASURBVOqw6DIBXIrexoFQKxK25mQMMdX87KObW3B1rB8xXUV39DaeCR8CsGB1xQRjQtfSxhfYImCiVg7iVOQibk3fxYkdj3KByrqMnxm8ykXpzamhtEth8zDROqMl0uzJAPCo%2BuVoBCc8bok9kmz/Ptu52aLO9og4ywbYHwrzDIFisZo%2B3CvFemuARhAEUcqQTVf5UKp2XJkggU0QRFHxShu3W2RlQxJERy2VmkpRHk/5SyuiBFmQHGNl6kztF32I6Sp%2BPrzgdW3CqpdmEXW77RXrFs5SzKWUT3edEsCRxg6eJs7EKxOt9i7j9gg1UsfYhVZC13BzaghHt%2B3l77sFIkvh3h8K89fy7RDudS6QXYza32MR/Ezinq15MZHjYqdWl2Kq9lqJqtNGAEEQ6wGy6SoPStmOKxMksAmCKAoSBPglGZrHP3TM1srNs%2BFD3OIJgENcK4KUFuFVDR2yJHF7LQCYSSagG94NTrz8stk4iiBhXI1BEgQEJcUhesOBOvTHx6EIVtMxe3fv/aEwukZ7MKMlIADYVdPEI9qn%2B7uhmjq/F3ZBa7/Oc8PXeYTYHYneWb0FfbNj2Fm9had8%2B0SRbwhkq19m6d8Mu5B6cc8x3rnbLqzsQtUewc5ENrGeTbiVg6grxai6F2tlI4AgMvHmyLv46ds38Kmtu/GxzR9e7eUQqwjZdK1/StmOKxNk00UQRFFgdlp2UZyrMupwQzuObtuLoKRAEZxHu8U1ey%2Bmqw7Brho6t%2BeSBMFxHABsEH0I%2BjbgQKjVMR4bXzetdd%2BavsvtsiLxcZgAkqbhECBBScGJHY/izOBVqKY1K0sHP9zQjmRqg8AE8NK%2B4wDArajsGw%2Bs7pnNZ7d8sosflvKtGbrDSslthZXJ8spt/5XLYurEjkfxrQPPedZ%2BM7JZdGUbf73ZW3mR7d6UEmTNRax1zg5dx725GZwdWr%2B/TwiCWLuQwCaIMkMRpDRP6OVC94wfW0iC4BCEsiih0yWCGXVKMO09AZaAt1/JvtowQkqQf28CqN5Qgb8/8Ax2Vm%2BBIloiXhHSG2N0R2%2BnvbY9EMLzV05BM3RHlDsT2wMh/idrmjauxnAqcpHvEAQlBTenhjCuxqCZlnBmgrtrtMchfth4LYG6rMItX/FaTGHlFvVdoz2YSVpR/bbK9Jq4fOfOtFmwVn2zS5G1shFAEJl4vKkDmyuq8HgTbRIRBFF6kMAmiDJDNXUYMNMixksln9GCkoJnw4cgCQJ008QP%2Bi/y1OmYruLm1JDnOONqDJejEYQDdRAhICRbIloSRHSGWvmGAet4zUYQADzVtg%2BAFc1VDR0BScGe2u0QIeBAqJWLbTaGIkh8nTPJBI/K%2ByXZ0WU7KClponsmmeB/nhu%2BzmuxDZiQBQl1StBxvJxKQb8cjSwIcYCLH/t42cgkXtk6NUPH81dOOcYuBC9x6xb154avQzWsLRWvuvh8RV2mzYJsmwgkvgkif9bD35ePb30Q3/6dP8DHtz642kshCIJIg2qwCaJM0WHgmfAhXncrCSI0j67WbgQAAZfPNfO9zlTzDCwI8DODV6Gnamh0Vy1NXFfRGWpFd8rCyo4BEzPJBL514Dl8/tJ3YcLaLOibHcPx8EHP2teAbwM%2B2bIbP/7NFcRdjdFYM6/9oTDv6s2u4eltnVwInhm8Cs3QkdA1dI32ZLWYsncKvzk1hKCkYFdNExf%2B7lrnXTVNaULcXhfrrunNVMecaT2sIVpMV6Hq%2BqJrbr1qdt1rs9eqLyVCnqmO2et1dyf3c8PX8VjTQ4uemyDKAarBJ9YTZNO1fsj0%2BbGU7bgyQQKbIMoU3TRxur8be2q3w4QJw/RuFObGRLrPdULX%2BHsZ50vVaAOAAAEmTAgQsKumCdcmB3j080o0gmdSzc80Q4csSthV04SbU0Nc5O4PhdEdvc0jwHbODV9fWIdp4vGf/DdIgggTVpSaRZBZx%2By%2B2TG8uOcYnr9yCqquc29qJuaObtuLU5GLOQWqXfwyUVunBD3rmZnAZ/XbdiFu96V2s5gPxsUQvl7i1i3qvUT%2BYhqbZdsscL/u7uRONcXelEODOSJ/1kozPoLIBdl0rS8yWXEBpWvHlQnBXCvt2JaBu7EpfKHre6u9DIJYlyiCBFmUoBk6byjGXgMWRHpQUjDn8qBmac2qaXX7rpL9PEpZpwTTPJqZl7MIgVtVGS65zwQYExh/c%2BNfEImPIxyow/%2B%2B%2Bwl0jfZwIZrQNegwIUGACSuyzCL3R7ftdYgUdxSVrcEdtWbH2X2y7feGpZsz0ShCQIUkO655KULJPr97bcuF/bkcDx8s%2Bnxe98PnE1FbG8TERAzJZH6bRusd9hy8/u6sB%2BiZlx/0zMsP9zMPhYIwYOJ85D2y6VoHcCsupFtxASvfPXzz5qolnU8RbIIgciLAqhd2d/bOhmrqUHWd13qbAKpkP440duD0QDc/TjP0NDFsj5Crps59sAFgLqnh85e%2Bi%2B2BEO7NzwAANm%2Bowrga4xFpljKeTZT3x8cdf9ojpJ%2B79B0AC03a7GLXXnPMIkHjaoynqBkw0R29jWfCh3C4oT1NgDOfbHc6PRu7rbIe49Hb/J64u4fnE0HP1uGbzb%2BY9NB8Bb5dzC9lvlyUohd2KUIRS4Ig1itk07U%2BWItWXNkggU0QRFYEAKIgFCSu7TBfaB0mqnx%2B3gzL/n622m03ccMS35GUMAaAWOq/RQhc/B1uaMcLv3rdErVqnNdPM2RR4mnprNkPE4V2WPQVsFLHZ7QEXo1cgIkFkc3Szdl1mABO93fjVOQifILouHeCIEBI/SNiJygpXAixeVm0vGu0hzcpc0fQGbnSx%2B314SyCnQu3oM43RZ0dhyz18cTKQRsRBEEQBLFykMAmiDVAIQK02JhIb0ZWCEpKyAKWKA5KCiRBhG6r%2BTYzHF8ILDWbCdTDDe14vKkDr3xwwRFBZaLRBwkqrHnYOeNqDOMuuy6fIPLxmP81m88eyXWnf8d1FSYAzdQhQuARad00oKRS51ktemeo1VGr7Y4Ss07r7L1sAtotZO0iudD0YLegzjcSaj8ul7izr8/r2gkLqqMmCIIgiLUBCWyCWAOshWQZexq1HbdYZp26M6FlEdcsEg5YQrzK5%2BcR2bbKel57bRehAVmBaVqij3lTu1PS2yrrsbN6iyMSDYB3KvcStRWSzP/bLrJZszLTtKLtFaICQbCENkzwGnQVOlgcm4lyNlYmASUgc6OyTOflE3XOJN7sQrmYAs/dEM5uv7VWuxsXcn8Wc6y9U/pauzcEQRAEUU6QwCaIEsce/QyICk%2BRdkeBVxufIPJu38BCBNcLWZCgmbrn%2B6JNRAPO67TXRD%2B9vdMhNJ6/coqL4yONHTjZex6XUtHoug2VuDV9l3/v5ubUEE7seJTbZ7G0btbYjIla1oTMLnYAeNZYM9jzsteBZxL6mYQXmzeTIHOfZ/8%2Bm71VrtRvu2hnjbLyEXhe49nrsu0bIe71rdV08kI6vC/mWOqUThAEQRBrAxLYBFHieIk1ACUlrgEr0nspepunsyuupmgshfvm1BA0w1tcByUFgLPJmV/0QTN1qIYOSRAhQeBRYEbXaA/3uZYFyZFSDYCnijMOhFpxc2ooLdp%2Bc2oIBkwurlsCdbg3P4Mzg1dxa/quo3b5zOBVzCQX6rEV0Wrmxr7Y9YUDdZhJJtIsrtgYALh1WD5C1wv3efbvX9xzLKO9VbbUb7cIL6RRFmtuZq9nZ88kmvI4d9fLu%2B9NKZFPxLmQ%2B7PYY0vx3hAEQawm5IO9dsiWjbkWva6zQQKbIIiiwsTT0y2dC82uAOwPhQGke2jbmdM17A%2BFuS%2B2Ikq8qReLoJoQuCc1sBA9ZvPKouSYo62mHmeHrmOjHEBUiyEcqOP1zid7z6M7ehuaofNGZ/br6I%2BP838QulPCkInWc8PXEVOteUQIVpd16NBhQhEkJE0D2wMhLq7d4ogJSybegMV3e3afl2sc9/v2tTAPbiaIzwxe5e8Xks7MOrq7kVO2a8shGLtGe3Bu5Aae3rkfB6sfKNq4%2BUScC2kktlzHEgRBlBPkg722yOZzDaw9r%2BtsrLrA7u/vxz/%2B4z/inXfeQW9vLx544AH85Cc/STvurbfewje%2B8Q28//772LJlC5577jkcP358FVZMEOsHd5Q5H1h0NlvjNZ8g4qdD1xHVFuy1mEB1IwkiDNPgftM3p4ZQ5fNjXI0haRi4NX0X54avo8rnR1SNQRAABRISusZFoDt9lkWGn2rZhx8NXsWsNs93uGeSCQALPtjAQp310W17eUTabU1mF4aAFaWNRm9DFiTsqd2Om1NDDp9vVdcxEI/mtKjKFW1eDLlEWT712oshWzpzrjR3N4up%2BWbzv953BQc/WjyBTTZXBEEQpYdpAv1T4%2BSDvQbgPteCt881gHUjroESENi9vb1466238PDDD8MwDE/vs2vXruGP/uiP8JnPfAZ//ud/jrfffht/%2B7d/C0VR8NRTT63CqglifdBYsdERpXXjJcBN159eqKbuENfu4xVB4hFuJqCev3KKR56PNHbg1cgF7iltAoiqMd7R3IRheWyLEkQI2Lyhigtnu3j0%2BUT8KCW2RUGEaZpoq6xH12iPw%2BYrKCloq6zHueHraAnUYSAexf5QGDurt%2BB0fzc0U8ee2u2OTt99s2Pc27tvdszht22vN85liVUM8VZITa%2BdXGngha4rWzqz/bnkI54Xc01HGjtwbuQGnmrbl/ea84GiyARBEKUJ%2BWCvDdabz3UupK997WtfW80FhMNhfO5zn8MnP/lJXL9%2BHWNjY/jsZz/rOOav//qvUV1djZMnT6K5uRn79%2B/H6OgofvjDH%2BK5556DICyu%2BmJWm8fZyDvFuAyCWJNMaXNZhbK7CddSEQAe5X2wphFfbHsEkdh9vNz7JmqVIKa0OWimjuuTdyAKAq9t3igHMG8k%2BWpaAnWQBBGqnkQSBqa0OcR1DUPxCXxi60f4fKIooK6qEh9M3QdMq7Y6oWu4MXnH6uqd4n9q6cSl8Q8wrsYwrSVgwERC1/DFtkfw1th7iOsaErrmGFsWJQzFJ9BWWY/huclURN9EhaTgcEM7PrH1I5hJJtA7M4odVQ1ordzEz%2B0a7cHLvW9CFiV%2BrP39QmFrOdLYUdA4L/e%2BiXE1xu9ba%2BUm/qf9v/Ml33Pc8xbrmlorN%2BFI827s3tKMREKDYaz/f8QJ6%2B95RYVCz7yMoGdefrifeUWFAhNAb3Ss5HrSEOlIoogtgWooqx/bzYtgcMOSzheLtI7FL0DMvgRVVXHx4kV86lOfcrz%2B%2BOOP4969e/jNb36znMsjiHWNKAgISkrGBiGykLvpBBPNXhwItfLGZQC4LzTrwN012oNXIxcwrsYQSUXS2ZdhmqhTgnh6eyde3HMMfnHBFmsmmcCLe47xdGxZkDJ2WP5ky258Y9/TOLptL4KSgoSuOcQ1YKWUJ3QNQUnB/lCYj9U12sNfZ9%2B/cO01dI324HBDO17cc4xHr9l1ne7v5sdkSrk%2BM3gV42qMp7IXysne8/j8pe/iZO95AOBrKTTKeqSxY8mdqe33JN/j7fc0E4u9JoIgVpZCfwcQBEGsd1ZdYOdiYGAAmqbhgQec9XRtbW0AgPfff381lkUQawoJAiSPTA/dNBHLYqdlTw8XMshwK23bgCLk18mTzTWjJXC6v9tzbtbB286umiYu5tsq6/HCtdeweUMVRAjYU7udpye7P%2BS90X8DX7lyGoDVQCOmq9AMHUFJwYFQK%2BqUIICF5ms3p4aQ0DUAVppyTFfhl%2BS07tyMI40dCEoKvw7N1PkxTMCy9RbrAyizubocjXi%2Bn%2B8H3mKI2ELrtt33dLkp5Q//pbw2gsiXpfZuIAiCWG%2BUfJx%2BamoKAFBdXe14nX3P3icIIjM6TARFJWsHb8AS0WYGuS2LElTDu85Jhwm/5IMMHxK6xtO1LkVvQxJEBH0boBm643xmheXm4KYH8EcfPoyvXDmNcTWGVyMXcObO2wAscS5LPi4wWV32zelh3JweRiw5jzN33sZjTQ8BACRJxOt9VzA%2BP4tzIzfwePPD%2BN4Hv7SuUBDwvz74cQDAmyPv4vWBq4gn5/nVnx64jM%2BGO3F26Doeb%2BqAzyfi8eaHHd8DgCQKmEsJchECOje1ondmDI83deDjWx/EY00P8Ws5N3IDjzU9hN21zei%2Bfxu7a5v5OIXQuakV3fdvo3NTKz//zZF3%2BdrOjdxwzOfGfuzHtz5Y8Px2vO5JMY8vFEkSHX/muherSSmtrZg/EyuN%2B5kTK8ty/532gp55%2BZHpmftlH9aZw9PaJkPERhZ9EEQBPlGAaa5/Y7WSF9iMTHXWi62/JohSgv0UF7OSzCeIMEyT11FnE9c%2BQUTSNLi4dq9HhOAprtl5PkGEIFh9DUSXbNZNA4IA1CgVuJeYgQCrc3jSNCAJIvw%2BGR/d3IJfDPfCgIn3Y/dwcfoDzBsa71QeS87z8dh/M0uueSOJeHIeimT9OhMEoLY2yI9/sHYrxudm8ZG6Rjz50D78v/3dmNeTSJo6amuDeKP/Bn46cgNJ0%2BnNrRpJBIIb8N3HPsdfe7J2H558yGqg9Ub/DbzedwVzSRUGTIgQ8KXdj%2BKTLbvT7tPTO/fj9b4reKptH2prg3g/do9fK1vDKz2/BAD8fvtve45h568OfjrttR91W93SfzR4Fb/f/tt4ve8KHqzdiv/t7dfwVNs%2Bx5g/ffsGxudn8dORG/x67NfkPj4bgekNEEUBgeAGx33PhP0e5ov7/gDIuc7/nOjD631X8JG6Rrw7McLvfSnh/rlYTTL9TKwWi/lZrK6uWOZVEV4s5u90saBnXn44nrlhYOemhtVbDJGGLEr885ibgKygUvav8IpWh5IX2DU1NQDSI9XT09MA0iPbBLEWCfg2oH5DFW7H7hdtzA2S7IgaB6XMEeykq0GIW%2BhnanbGzjNME5uVKsS0eQipum779cwlNcxq83zsGiWA8flZJE0DMW0eqpqET5SgGUl8KLgZp29dxqw2j6DPajJhF9iAJa5//4FDAIBXPrC6jfsECT6fBNMEfvybK/j41gfRNdrDhfuvx4cxMRGDT5AwjyR8goSJiRhO37qM8flZvi1gj%2BKfvnU5o58yOy/o24C6DZV4vKkDB6sfwMTEQvd0e1Tw//7oMQDAxEQMn9q6G2eHruNTW3djYiKG7737S36N2ebMBmvKaZrAweoHcPCjD1iR8/nZtDHd87uvqZA1ZDrHfu0AlhQdZT8P7L8BZFynJImorq7Aa7cu4/78LAzDxDf2PQ0AjmtdLMWM9LLnVKy1LYVMPxOrRSE/i%2ByZT0/PQdep2VE5QM%2B8/HA/8%2BrqCpgwcXv8PrQM2XXEyiKLPuyobcAGQ/K04tLmdUxg9f99yYelbnqXvMDevn07ZFnGBx98gI997GP89b6%2BPgDAhz70odVaGkEUjVhyHrddIrIYYwYlBRpSUWBdRThQl9WWCwBCchATWizvaLoAS4AzMa2bBvyiD3%2B963F86fIrUA3d0eEzJAeRSC4IfRPAxfsf8O97p0fRVlmPifkYdlU34sSORx0WXgKA/aEwdMPyl94fCuPm1BBXmDFdxSsfXLDeH7nBo8ttwc34Xy5%2BH5qpQxIExJLz%2BPyF76LRvxETiGF7IIR78zOIp%2BYRIeDI1t1IJr0/vB3ZujvNasp%2BbNdoD05FLsKAibN33sHHNn%2BYv/exzR/m3yeTBl%2B7kBo305zZONr8Ub4edj5fo2vMtPnd11TAGjKdc/bOOxhXYzh7x3JqYP9tvw/5cmTrbt4Q7shWK5qZa52fburA2TvvLPp%2BZsJ%2BXYu5lmKyGK/wTGT6mVgtFvOzqOtGSaydWDnomZcf9mduAphR58mmq0RQJB26bkDTzbKw4spGyQtsRVFw8OBBvPHGG3juuef46z/5yU%2BwefNmPPRQadXUEcRKwFKnc6G50p4j8XGE5GCaRzVDEkTP9wQAtVnOY%2BsRYEWAx9UYvtD9PbjbngkAZpOJNG9tOwldw82pIRgw0Tc7ZnWdTu1Os%2BjypehtXIreBgBEo7ch2/y6meA/N3wdO6obMDEfs%2Bqip0fTIviqoWMgHoUBE/0pX2x2v/aHwgCAF669liZg3MLGS%2BicG77OI/9tlfWe5zF21TThcjSC/aFw1nmy4eXVXIh/c9doz6K6mmeaY6me2rnmyHVdH9/64LII4GL4lheLxfqfrwXIe5wgCIJYq6y6D/bc3Bz%2B/d//HX19ffjP//xP3L9/H1u2bEFfXx9CoRAqKiqwbds2fPOb38TIyAiCwSDOnj2L73znO/iLv/gL7Nq1a9Fzkw82sd7RPXYQ7X7SgNVhXBYl%2BEUZ81nSrOYMLeN7AqwU9KdbOvHO5CAAyxNa99gG8Eo3D0oKFNGS4wkjCQHARiWAtsp6/OvIzZx%2B3PZ5gpKCatmPI40duDR%2BG3FdxYQaR9LQYaQi6QFR4VZdLYE6TGuJtBkSuobemVGMqzG8P2MJfVmU0Fq5yeHjLIsSTkUuIq6rDl9nWZRwc3IIZmqsT2z9iKf/c9doD79Gt9d2Lr9ou5/2Uny02VxTyQQ0U8/qT50vS/XUXizL7Y%2Bb6VqK%2BSzyZbH%2B5%2BsN8kQuP%2BiZlx/kg136rDWv62yseR/s8fFxfPnLX8aXv/xldHd3Y2RkhH/f29sLANizZw9efvll3LhxA3/4h3%2BIH//4x/jqV7%2BKp556apVXTxAri7uB2GJgKdMMHSZUQ%2Bep0YvBBLjtUthlr8UIB%2BpQpwTR6fLGBoA5XcOumibua62aOhK6hmuTAw5xLUGAIqa3C5UEEUFJQVBScHTbXm49Ve2zmmkkdI3bkZkAErbNgoF4FNsDIcsCTJS4ddeRxg5us6UZusO32u4fzSLVIgRHVPNwQzuOhw86fKa9fKcznZ/peAZLQS%2BWPQ6zG8vlT014sxpWReQVThAEQRClx6pvMTQ3N%2BO9997LedwjjzyCRx55ZAVWRBClS60SQJXPj0gqnXmxeEWEc8UAFFGCbhjQYUKCgA2ijLihIiAqqPDJaKusx/NXTvFjVWMhZbsz1IoTOx7lKc9Ht%2B3Fq5ELfE4jlfZ9INTKLbjs6dxBSYFfkjGuxrDR5%2BfCdkaz0s0N08DRbXsBgAucww3t6I9Z98kwDe5H3Tc7hrbKetycGkJctzqAD8SjMAFU%2Bfw4seNRx3Xfmr7L09Hd3Jq%2Bi4SucWHvlS5uFz9eaa/2lONCUrzPDF6FAdOq2y6CIM43JTdX2nox64JXYtxiUUqp4wRBEOWCIrmL0YjlJtPnRZn80jirLrAJgsgf08SSxfViYYIZsARx3LAEcNxQkUzquDk1lCaKmeg93d%2BNP7z0HQDWL%2BYfRC7yuml7PTmrQ%2B6O3uavsXFuTd9FNHobM1qCC1uW5m0CeDVyAYFUp/RTkYsAnH7RX/xQ%2BgYdE21MeB9p7MDJ3vN8HSd2PIrL0YjnOeNqDBOpzYA6JeiovS6kLjabsM1HVAYkZdkEp9f9yXV9Xu8XQxyXer0x1QwTq0mpb0ARxHIgCMCHautXexllh08UIRre2xp%2BSYaZpLINEtgEsYbI1GRs5XG2WVMNHXJqF5m96pdkAOCdtO3oMKHbxLEEASYs4X45GkFLoI5vJLBxLkcjMGGlj7Motx0TgGbovMnZmcGr%2BPuDz%2BKjW1tw%2BtZldI32ZGyUZf9gytbbHb2Nvmtj2B4IYSAehU8QEdNVLjgnohFsD4Qwk0w4opbFjGSeGbyKmK7idH932ofno9v24szgVWiGjuevnOIR9GLCRO14KoLP1pDt%2BrzeZ9dxZvBqwWu0i3ykRD6RHyS6yodS34AiiOXANIH%2BqXEkjcyNU4ni4hMlfHhjA4LCBk8rLhLXFiSwCaLMECGkUosX/J4ZiihBM7xak7lxHiEJIo5u24ufj93iwrjK53eI62ydzw2YeCZ8CK9GLjg6egsAZrQEvh%2B54DjeL8qYM9S08WRRggyJR9LfHHmX%2B2Sz1HGvbt/2D6b7Q2FcjkbgE0SMq9aGxrcOPOcQK6xueiaZwIt7jjnWYI9kFpJO7bU2hmbqjjWy8wBrw0HV9WX5YH2ksYM/Q1YjnitSW%2BxILns%2BmB1Lu9cM%2B318rOkhz9eXQ3SUuoAl0VU%2BUIkCUa7ENZVsulYQRfLBMK1Pj%2BVuxZWNVW9yRhDEyiBBSNloWbjFNWBFgHPBLLvs%2BEVrr86evh6Jj6eJa1nwrs%2BplYOOmmxZlHgjNC9Lr3hKXNsTlFgq%2BdFte1GnBLGrpgnf%2B%2BCXfA2TWhyvRi6kNaJyNxI7seNRfOvAc3i6pdPx%2BuGGdv4htsrnt7y1K7OnpuVqfHVm8CpvnuZ1LLuWTlvjNfu47Lq9GpN1jfbghWuvoWu0J%2Bsas2Fv1HY8fHDRIo1dBysZKGR9bZX1Ge81G4PdR/d9Xu7GY6vR2KwQsjXJI9YX1PCOIAiidKAINkGsY1i0GliwssoWn85nL9JEeqp6TFdxeqA757iaSyyzBmgs/Zut%2BentnTg3fD3Nt5q9z1KzJ7U56KYBRZTw0r7j/JjDDe144dprjuthlmVe3b5ZVNjuee0VieUp0ylxy3y6M0UxC4kquY/Nd9xMH6iLFb0sRkQ6273Mtb6%2B2THuie6GjRGUFE8hudxRvVKPGlJdOEEQBEGsPKvug72akA82sVZRBAl%2BSU4TrG4KSd4RltiHkwlYRZSwrzaMe4mZrGKeMTI3he2BEKa0OSiihP%2B55QAON7Rzj9%2BOmmbcm5%2BBYZo4EGrF4YZ2/HpqCEcaO9A7MwrN1OEXZVRIisOHWBYl9EzfhW4akAQRsijCL8p4uqXTU3S4Pae9fI1lUcL1yTv8HBEC3p0ewVQy4Xne4YZ27pl8svc8vtl3HiNzk9hXFwYAVEgKhuITeKJ5j%2BNYr/Uw8k1LLnWP5HzXl%2B049t4TzXvwxbZH0Fq5yeGV2hKoW7L/djZ/65X09yYyQ57I5Qc98/KDfLBLg/XkdZ2NqX6b8QAAIABJREFUpfpgr%2B%2B7QxDrFM3UUSn6PSO8Xtgj2V6w6J%2B71jkXYVszMkbSMLCzegv6Zsd4pDckB9Oi3oogIWka3CarM9TqiFK6o29doz04M3iVW2Z9P3IBB1LnHGnsSGsI1lZZzxufbFQCePG3nnLULueKNrPoKEvfZq8rggTN1CELVq23O3qaKTLLGrNdjkZwwuMa3cI5U3Q038hvqUcv811ftuNW4hqpjnlt8Eb/DZy%2BdRlHtu6m50QQBEGsKhTBpgg2sUaw108DwJyh5X2eLEgZo8kCgN01zbg0/gHm9NxjShAQUoLoqGnGb6aH0943Abw/M4YnmvfgRira616rAOCz4YPo2NiMG5N3YAIYnptEXNdwc3IIVbIfkdh9R%2BTw5d43MZVMOMZJ6BoXonOGBt00LQsxXcPI3BRvznWsZR9agpt4VPj65B28MXwDQ/EJnB7oTos2AwvR0aRp8Ah178woZvV5iBCwN9SCe/MzmDeSqN9QjV9PDUEWJeyoasBQfAJtlfV87NbKTRiZm8TI3BT2h8I8gm3HHbH2io52jfbgxuQdKKKEJ5r3IBK7j6/3/Az/cudX%2BNnITVRIimc0NVsUtpRZzLozRbYWew9KPRNgNSmVnytRFPCNX/9/uJ%2BYTcv4INYnFMEuPzJFsPunxiFAgE8U6auIX1KGL1mSsLmiiiLYOVjfd4cg1hGL/QjRGWrFzakhqLoVzXV38zax4D89YbO/CgfqMBCPpkW%2BDZhI6BpuTg053pEgcBGvGToON7TzqLIdVnfNokzsGNa0zN7x2x5BbqusR9Tmjw1YDbBYl2tFkBz12W2V9eiL3cPTO/fjYPUDSCYNR5Tebvfl7s5tr8N2d/pm8/XNjiFpWHeHRfHPDV/njYZeuPYaxtUY9%2BQ%2BseNRHrl20zXag4SuISgpaKusd9SCu7uXx3SV%2B26/cO01fn%2BzdRJfq1HYYq57sWMVM0pe6l3HC6WUfq6eatvHI9gEQZQH5IO9fJDX9dIggU0Q65ybU0M4um0vF5ZevxJZ6vL%2BUBh9s2OWOJ0dw/5QGFeiEUf024TV1Mz9a9d%2BjGrq%2BNyl70ASRE9Bb08F31XTxNO%2B2XEzyQT2bNwOzI4hoWsYV2NITA0hICk8PXvzhip%2BnggBsihB1XVundU12oO%2B2D0All3X2Tvv4EhjBw6EWvl5bh9rL8GQqUHXkcYObksWEBUkDI13umaC2b5hwMTymcGrAODwrbYLZ5Zaz86xr4n5b7N5jjR24HR/N%2B%2B0nqmreTGbceUjEr2OWYy4LOa6V7IhWaZrLSVBWgxKqcnbJ1t28400giDKA/LBXh7I63rpkMAmiHVCOFCHe/MzaRHjmK5yUZcNAya6o7cRkBQuQBNTQ9ioBHgtNbAQATdh1SPLopSxFtyr8YgiSEjoGrpGe3C4oR03p4bSjlENHTenhvDSvuNcrMxoCaimjqCk4KV9x/H5S9/lxx8PHwQAx4d9JmZe77sCwzC5sHlxzzHcvDKEmK7i3vwMjm7byyPm%2BQgGu%2BBm5yUMzdHpmgnmoKTAL8k40tiBrtEehy%2B4XWR51X%2Bz/7a/x/y32TwsS4BlJ3h12nav2YtCxG8%2BItHrmMWIy2JGj1eyJj3TtZaSIC0GpV7nTxDE%2Bod8sIsPeV0vHarBphpsYp0gCSLaq7diZG4KPkFypHbn6jZux35s0tRRv6Eak9ocAHBvanu0%2BlhLp6Ozdi5MWBFuViv5xvANaKYOCYIj0p00dVTLFQCA3plRqEYSOqwa63%2B58ytslAOYN5LoDLXi97bvS6tZlkUJQ3OTOLZjPx7wb8JgLMrraNmciijhduw%2Br33%2BYtsjGbtCZ%2Boq/v6MJWr9kownmvfwDubu7tYv976JeGojQhEk/O62j/Jx7Gtn/81q0HdUNfAx3PXAXaM9uDrRz9coQlhUHTar/85U/24nn5pkr2Nuz97DyNwUdtc0edagF4tSqM3MdI%2Bo6/jyUArPnFhZ6JmXH9RFfOUol07h2aAabIIgIAC8k7YBE0Yegtqrs7hXOre9S3hC1xziWofpiI5LqTHtYyiihCqfn6edsz%2BPNHbgZO95xHXVMxJuwooEJnQNMV2FJIgQIfB/SCe1OL514DkA6RFY9v3jzQ8DAM4OWenVLOLMotZeEWOGO507U/o4i1ZXSf6saeVHGjt4BLtK9hccKfaKMp8bvg4TTFjLiOlqxggxq3U/M3g169rs9e9eY%2BUTtfQ6Jpuf9XqDIrsEQRAEUb5QBJsi2MQaRxEk7AuFrS7gqU7a%2BWA/SgDwbPgQOjZuQ8/USFb/asXVkZzVGQNWt3K3aJcg4r/t%2Byxmkgn0zozi4KYP8YjsN/vO83Tzp12RcEWUYJomNEOHDjP1v4U5WwJ1%2BMnwO5BFiYvRnukR/NOda3h3ehizyXkMxifw7sQI7idmMTI3hbiupkWqI7H7uDF5B%2B9Ojziiv6xruWbqvCu6V1SSRSvdXcPdtFZuQpXsT4tA5xsp9vLFZsc8uW0vJEHMGiG2R%2B3dmwnutbFO6IvtnJ0p2p/vtS%2BF1YxslUpX7XKDopnlBz3z8oMi2CsHRbApgk0QZY9m6rg2MQDV1KEIEiRBzPmPjQAr6smEsgngdH83nm7pdISxFUHiDbQASyTt2bgd1yYHoKaaimimjpZUx3HNXJDe7FxZlAAsRGRZV%2B3DDe3YHwrjcjSC7YEQzg1fd0TQVUOHCh0CrNR0zdT5nAB4vfmpyEXsD4WB2TFE1RhMWF3MFVFCdH4WH6qph2GYaAtuxs2pIV7/fWv6LrpdXcnt0d0jjR14NXKBv2/vKm7v8s2%2BWNdwFgF2NzPLFIHON1LsVb/rrgfPFiF2R%2B3duOdbSgQ2n2Zx663hF7A%2Br4kgCKKUUSQprekqURjuLSpZklZlHesJwSzj6vW7sSl8oet7q70MgsiIAEAUREgQHEI32/GA85dlUFKweUOVI9UbsCLEmuGMVdcpQUdDs0xzPBM%2BBABcgLpTy/kcgmSJdliCM56y47I3/7KL00wEJQVHt%2B11CF5JEHi0vk4J4sU9x3Cy9zzvhn7ZZjn23AO/jY9t/jCfJygpno3Z2Hq90seZYGJjsDkZ9pRyAHx8dpx9bnbtXuMvlmJaQC11rGzns/fspQLFFKM%2Bn4ja2iAmJmIr3lF6vdlwrRVW85kTqwM98/LD/cxDoSBMwcQH0furvbQ1j5cll1%2BSISXFVVrR6rN5c9WSzieBTQKbKFHsvtJLoU4JYkKNp6Vue/Fs%2BBBOD3Q7IsVeKIKEb3b%2BPr50%2BRWohg4xJe39ooy4sSBcRQg4Hj7I63sFwLLaMnQeca%2BSF%2Bqzq3x%2BDMSjaeOwzuEne8%2BjO3obsiA5ouUHQq3YWb2FC9xdNU2OKHvQtwF%2B0cfnYXXdbpj4dQvhww3tXLzbrb3cIsouohlHt%2B0FgDTx7RbopYR7M8AuhoGlbQpk2qAoFmvpg3exBHm5C/u19MyJ4kDPvPzwEtgGTJyPvEc2XUuAW3LBaclVxvIQwNIFNtVgUw02scpIECC76poB74iwF7lSoxo2VGM6OZfXeA9v3IZdNU349dRQ1uN1mLg7N4XBeJSv1YRly9UZasXQ3CQAoEJU0DM94oi%2BV8t%2BqGYSumlCh4k5XcOkGscTzXvw66khPLltLyKx%2B5jTtYVrFCyRfGn8A8R1DRuVAHbXNPN5JtU43k6lyWumjpG5KSRNAwKAStmqo5nS5pDQNby45xgGY1F%2B7oFQK5orajEyN4U9tdtxcNOHMBSfQNI0MJVM8Jrnb/adhwET01oC/8%2B%2B4541tqzOuL16K6aTCTzRvAeHG9p5PXe17M9Yy50PK1Xjy66D3QN7/XrvzGhaLfhixl5sfXcu1lJtplddvZ18n3eucdY7a%2BmZE8WBnnn5kakG%2Bzf3RjCX1KDqOn0t4sswTTSk6q3LXVTbWWoNdvnG/gmiRNBhQjMNR9QzHwRY3te5GIhHPRufeQlzVoNs5PFL1l2/DCCtBjhuqDxSrAgS6pQgqnx%2Bzwj5mcGrGFdjODN4FW2V9Y71qYaO70cuYC5pie5JNY6d1VvwbPgQ6pQgn5vVa%2B8PhSGmbL8qfAqe2r4XdUqQR2Dta%2BybHXN0uD7c0I4X9xzD0W3Oc9iY%2B0PhnPfm2sQAvxbAqp9mY7Hx7fXcXaM9OccEnDW%2BxcJrDe57sD8U5uu3X8tisF9/uZPrXub7vJf6TAiCKB6F/l4nCGL9QU3OCKIEMGF6pixnPwdpddUCBJdJliUM7enS9vPdaIaOrtEeR52zYXrbbs1oCUdkmtVhV/n8qPL5HWsTIeDplk4cbmjH5y9917VmK43ankLdNzvGa7VZ3TYAnjaup%2BykmKDYVdOUlsK8PxTGzelhzCWtc%2BzpyMzSTDN0JHQNu2qaANv59pRbALyp2Ykdj3rctQWYILKTLX230KZYXo3OlopbxNnX6mU3lc%2BHxqWkLBcr3fnNkXdx9s47JZ02ncvOK9/nTbZgBFE6ULNDgiAoRZxSxIl1jCJI2FpRg4FUKncuJFHErem70Eyre/fxlHXXDZt91r7aMEJKEINz3mNOanP4cNUWTKpxPg5rivZy75uo31CFSW1uYY2ihF01TXh3eoT/9/DcJBRRwtFtey3rsOmRtCh8R00z/nXkJuK6ipG5KTyZ6tbN0mUTugafKGFKnUPvzBi6Rt/lqbatlZtwpLEDb429h6lkgqeO2y26WMqtPSVaFqW0lF17Gu%2BOqgbcnBzi3tSsYVqm9N1C06VbKzdxezE29//5m3P473fext25KU97rlzY15BtrYx80pGXkrJc6LnuNGqWRvh//epf13zatPt5E96st3RhsnvLTSk/8%2BUugylXyKZreSBLLm%2BWmiJOApsENrGOkUSR10kzstVsSxAhCSI0U4ckCLg%2BeQd%2B0YeRxBSPIk%2Bqcdx2Rc7djMxN4emWzpRH8z6H8JUEER22%2BmndNHF98g4X43fmJqCaOnTTQMfGZhxuaMenmx7GL%2B71OuqyE7qGeCrqbwK4OTmEKtnv8HBur9mCocQkNEPHlDaXJrYyfRCyv24fz0uA2gXhF9se4X7STPBn%2B7DFBFQkdn9RH6hf7n0Ts/o8v%2BdPNP9W3ue619BauSmvD4bFOiYThZ7rFuTsQ5g%2Br2MwFqUPuWVAKYutxVDuNfX5UMrPnDbGlodMArt/ahwCBPhEkb6yfEkZvmRJwuaKKhLYLpYqsKmLOHURJ9YwmeyxGEFbx24JAvySDAAZ09GZm6S94VquOeyE5CAmtBhEQYBflLkHNOC0sWJrynU99k7TXaM9%2BH7kAoAFOy32vf167Z2/WdfRH//mCl7vvwJgoat3Jisuu9XXzuotjve80peLkdL8/JVTiOkq76qe71hdoz043d8NzdTRGWrNmcK%2BFij0frqPp%2B7C5cd6e%2Bbl3hU%2BH9bbMydyQzZdS8PLiotR7pZcXpBN1xIggU2sBqxR1qXobcfrXvXT2QiICp7cbtUuJwwtLYWazXNzagiaqQMm8vLSzoYiSjktvEQI3BKM2WsB1odGu10Xr/O22ZGFA3WYSSbSbKGYMN%2B8oQr98XHIKYFt98W212szof1488N48qF9mJiI4SuXf8itp%2BZ0DQZM1ClBbtnF1vr5S9/laxRS15KvpdRiPxgzgc3uy2paeK32h/ul2njRB%2B/yYzWe%2BWr/PSl36O95%2BUE2XYsnkxUXo4ylYEaWKrApH4AgVhAB4KLXTS5xLQmio84obqg43NCOM4NXPbuEA%2BAivpAoNEMRpDRBrtn%2BEWPe19sDIUdDM7vfdlxXeVMsu7iWbUJdEkSYpgEDJoZT6dxXJvohQeDCmkXcY6l5VFPHmcGr6Ay1Wr7YogSkrpGta1yN4ezQdTz50D4ACw2jEilxLULgzc7ssOsRU/ebHefG6wO2V3Mbe0Q8U4T56La9ODd8nW8stFXW88ZqK/3hfbUb9CxHIzeCKDar/feEIAiLuKZC1ZOrvYySRpF8vGEtiemVgWqwqQabyIOAqFhR4BThQJ2jUVchTKrxgjuGA94CvFquwLvTI461LRzvRPHw2g7JQcwZGtwcCLVia0UNr5POvCZLIP/etn0Yik%2Bgo6YZCV1DR00zRuasuu2h%2BATenuhHMrU5wKLgLFFJT12ZACz8AwAzZV9mHWd4XLsiSvgf6nfixuSQ5XktAKZpbWDU%2B6sxMjeFBn81Xv/gCmSIME2gd2YU7dVbkdA1XiNdISkYik/gieY9aK3chJ8Mv5Oq9TYRlBTe/ZzBGhC9He3HrD6P92cWIu1e9cPMPztbjTSr2dtXF8Yntn4Epwe686rB7Brtwdd7foY3hm%2BgQlKKUvPHrqGtsh6nB7pXvNGSV/1iIU2fSrk2k1geVuOZUyOr1YX%2Bnpcf1ORs8VAjs8JZ8SZn//Zv/4bW1lYIQrZWSWsDEthEvrgF7LSWKDgizDBML7m4OHqmRpAw8tu5NWBCEST4JRkCLGGbMDQoopQWAR%2Bam8S9xAwX5JIgONYsAJAFyYo%2Bw8SDNY3YUdWAS%2BMf4EhjB35v%2Bz7e7OtIYwd%2BNTHAz5UgwgTQEqiDJIhQ9SRMWBsA%2B0JhDM9N8nHZujtDrQ6xrwgSntq%2BH2cGr0JNiXC/KEM1LdutqBpDXFcxrc0hlpzHoK0buLtjuFvQyaKEG5N3uOi/NXPXIWBZAyL2FAUBeGvsPR5F750ZxY6qBj7eryYGMKnNoSVQh0caPgwgtzDO98P7y71vYiqZgGbqRWmIZI/KXxr/oGQaLRXS9Mn%2BIezfR96lbsxlwGqILWpktbqQwC4/SGAvHhLYhbNUgV1wRfsf//Ef43d%2B53fwD//wD5iYmFjS5ASxVskmkUVk33xyR5EXiwTBs6ZaEgTPFZiwUqvtnbhNWEJZEaS04%2B2bCm4BHpAUqKbVqCymqzg3fB1nBq9iXI3h1cgFdI324HBDO17ccwyHG9rRGWqFAEsYy6IEAybuzc%2Bk1is65gspQXy25QCeDR%2BCCEvYX45GEA7U8fmrZH9aWuaumiYEJQUJXUOVzw8RAlqCddhcUYUdVfVI6BqCkpIx3fuFa6%2BleTxrqetj19g12sPH6Qy1ok4JQhYkjKsxnIpc5PeAeUoDwEwy4fgTsNJL7eO6sd%2B7bGs90tiBoKRkvK5Csae9HmnsQJ0SzDhupnu2HORaSybcHt%2BrzUreM4IgCIIgVoeCI9h79%2B7F3bt38cMf/hCvvPIKBgYG0NDQgIaGhmVa4vJBEWxiOQhICpJLbCaWi6CkYD7LHAFJgZFhG8CEM5p9dNte/GpyIcLMNghaXGnwiiDBBNAZakW9v5pHlEUIeHLbXkequjvSuK8ujM8078Gnmx7GYCyKkbkpQABmk/PwSzL0VFR/ZG4KcV3Fzckh%2BEUfJtQYkqbuSEV/f2YMSdNAhaTgwZpG7jvNxkwYSUxqczBh1YD7fTLen7mHeSMJAcDzH/4dx/1gzdfiusp9r%2BO6BhECOkOtmFTjUEQJTzTvwbnh65hKJlAt%2B/EXH/kUZFHCu9MjfI2KKKE61QWcRbZuz97DyNwUdtc0cZ9qWZTw/swYH7dQay67LdiRxo6ipanaI%2BeHG9qzRuiKZSWUT/p3IdFCe5RDgph3Gu9KeA%2BT/dLyQNHM8oOeeflBEezFQxHswllqBLvgO33o0CEcOnQId%2B/exQ9%2B8AP86Ec/wj/90z9h165deOaZZ/DJT34SiqIsaVEEsZbZvKEKDf7qtC7h%2BRCSg5g3tJw12u73BQAVooK4YXXRznQ%2Bi2ybAO8sfrq/O02I/%2BOBP8AL117j30sQIIsSnt7WiVvTd/m1sU7l54avY1dNE2/eli3qeTkagQETmqEjKCmO8zZvqEIkPg4DJj/Obr11a/ouv7Yzg1d5h3LWQE0z3E3Zkrg3N7PwvamnNSc7N3zd0fQMQNbuwG57L9aB3G4Pxq713PB1zGgJGDD5NbLX7XZhAHI2SmLN0rYHQlnv8VI43NCed8OmYjUjW85mUYVcz0o0raIGbgRBEMVFkaQceYPlh/sznSylZykSy8uSbbpUVcW5c%2Bfwve99Dz09PaitrcWxY8fw7LPPoq6uLvcAqwjZdBHLRUgOIqrFVnsZi0IRJOyp3c4FIetwzayTxtWF63o2fIi/J0LA8fDBrOKEWTDZ52Jp7nVKEAD4WPtDYd5Rm/1p37SwW4Cd7D2P7uhtiDbLLwA4uOkBvB%2B7h0pxA/pj43xMuw3UUux2snUIZ9Zb7vXabajY9eZjScXsw0QI%2BNaB5wpaZylTbLujxdr3LGUdZNm0upBlU/lBz7z8IB/s/PHyvCav68JYdZuu0dFRvPfeexgaGoIoimhtbcW3v/1tvPLKK/jGN76BRx55ZKlTEMSaY7Hi2stOSxEkVPr8BY9ZiDWXJAgwTBOiYNV1d0dvcz9muwXVkcYOfD9ywXFuQtd4p28WjT0zeBWaoUMWJRxNdesGFiJ4TDRHbWI7U/SYCdJxV0bA5g1VXNgkdA0mnPXtiiChvXoL/urgpx0fwuxiCMg/yuklovpmx2DARN/sWNpxLJquCBKqUmnj9nvgvt5cMPswFsHOd42lTiFR5lJch93fnSybCIIgVg7TBPqnxskH2wb3vBacntdmkkopVpJFC%2By33noLp06dwi9%2B8QtUVVXh2LFjOH78OLZu3Yp79%2B7hL//yL/Ff/%2Bt/JYFNEAXg9etPNXWHuJZcUVqGW1AzH%2BdsQluAVa8NWGnlrJmZCAF%2BSUZC13jDMiYc7AL7zOBVxHSVNy9L6Bp/DQBU3fKrtouOhK7h5tQQdtU04drEADRTR0ugjotyNu7Px25hIB7FRjmwcE0QYKb6i0fi44ik1sIafcV1lXthq6bu8MFm2K8lH0HaNdqDM4NX%2Bdh2EeWV8ssi%2BkFJQZXkTxubzV%2BoGPZqluZmJdKcS1HE29f0WNNDKzq3V4kBQRAEsTKQD7YT8rwuDQrOFfj2t7%2BNxx57DF/60pcwMjKCr33ta3jrrbfwZ3/2Z9i6dSsAYPPmzfjCF76AgYGBHKMRBFEo3DrLVXXUGWrFgVDrwnGpph9eEXFFkBCUFAQkhYvhOiXIu4lLoog5XfPscn3A1hE8YfPQ9kuyZ%2B13TFd512QmvmO6ikvR2ymLLQH35mcQ01VHZ3JWi802F1gKOutIbufotr14ad9xPBM%2BhDoliP2hMOqUIB5vyi548ukyzeqsmXBvq6zH81dO4fkrpwAgrds363h9dNtenvbt1Tm60A7X2Tpps%2B7UbZX1i%2Bq2XQil1pkbWN01seeSqzyCIAiCIIjyoOAI9t/93d/hkUcewd/8zd/g0KFDGY9raWnBiRMnlrQ4gihX6pQgomosa4q3O4rdnWdTNdXUeT0wi85qpg7o4LXX9kiwl1hjll9M6MqihLbKekxEI9hV0wQAjnppdxTbjlevc0WUoKai2ZIgYqNcwSOmhxva0XdtjNdyHwi18rHdab4%2Bn3MP0R19PdLYgTODVx2Revs9kQUJu2qakHDVo7ONhFORi3xe%2B9j2eupMUeVcDa/c9d3ZUpjZHJgd43XlL1x7bVmizOw5t1XWF3XcpbCazcNKJcWdIAiCIIjSoOAI9s9%2B9jP8/d//fVZxDQANDQ34kz/5k0UvjCBKmaV2rPz2gT9w%2BDq7aausR6ctGp0PZupLgDO6HZSUNJ/rmK7ic5e%2Bg58OXYdfkqEaVtS4b3YMfknmknd/KOwQD12jPQ7hLEJAUFJwdNteRz3yiR2P4tnwIc9Is9snXISAo9v24kCoFSIEHAi1Qk6tVwDw2ZYDjiix3Yv62fAhnNjxaN7%2Bwu5I5%2BGGdh55PxW5yEVyTFcd9%2BSlfcfx0r7jONzQjrbKen4F9rrzTFHUxXg4s/vMuqnnwj3HckZ0verOV5tsvuEEQRAEQRArScE%2B2F/5ylewe/du1NbWpr0XiUTwp3/6p/jMZz5TrPUtK%2BSDTSyGQpqHZeIX93oxkpjK%2BP69xAxi%2Bjw6apqR0DU0bKjGlM2T2mtNjHCgDqIgYE7X%2BHtPt3Ti/Zkx7lPNmDM0dNQ0425iGiZMNGyoxv%2B45SHuLT2pxtE12sO9gb/e8zPHGCasVPSOjc3YUdWAofgE2irrcXqgGzuqGtCxcRuG4hNor95qe62Zjw9Yqe2/t30f9tWF8UTzb2FfXRj//c7bqc0CAXfiUYc38dd7fmbVfYsS/mjnxwEs%2BAu/PzPmWO/50R78H2%2BfxU/uXEeFJPM1HmnsQCR2H1/v%2BRnmdA1Gqq6bvff%2BzBgEAfCLMp5o3sOPfWP4BsbmZ3gWgN3z2u4hbfdR9vJwdntvuz2RX%2B59kz%2B/zlAr98/OhHsOthb2LNj9KIbXc6brLBXIH7f8oGdeftAzLz8y%2BWD3T41DgACfKJbll%2BT6kiUJmyuqyPN6iay4D/Yvf/lLzM7Oer43OzuLCxcueL5HEGsd1hAsoWueTcYKwW5V5YVq6hhXY5hIpQhfjkayztgZauWR5Uh8HAdCrZhI%2BUirpo7T/d0Zz705NcQbYUTi4/gvAJ8zkfLkftXVOVwRJciChJiuwoDJPakPN7Tzrt/nhq/zqKL7NQB4NXIBJoBrEwNp6cys2ZoJE%2BNqzJGKbYdFnNsq64HZMSR0zZGOfXboOma1eQBwrAew6qJZqreXjzUbl3Uptx/LosVezcu8yMd72%2Bt6cqV4Z2o4xtZiv%2B9sXntkezHNyiglmsjGSjXBW83GdgRBlAaCAHyotnTKlVaDTJZc1DV8dSnq9sb9%2B/fh9/uLOSRBlAwm4NnEy4tiRLkBKwX5kkdttSQIXISGA3Xomx1DOFCHSHwcgFWPbRfdqpnZwiKuq2ixnXsqchEVkgwDJoTURbDu2btqmnA5GkGl5MeErbN5wtB4069dNU1cHALOlG67NRZreKalNhPsok9KdUCXBBGmaToskFgdNKu7ddce22txd1TVIzo/C1n0paVos/prAA4rMbYGtsFhwORp9wZM7KppSvO8ZmQSF%2B46bHvNsNdx7HoyYbcnY43wSmE3AAAgAElEQVTovMSMuzbZ/v1KdBxfr5RiJ/VSYaV%2BruzzkMAmiPKk3G26yJKrdMlLYL/55pvo6uri3588eRKhkNOLNZFI4OLFi2hvpw8bBFHIrzYvMS5CgE8QMwpj3bREnwABw3OTPOJtn//aZO4u/mzumWQCz4YP4dXIBRgwoRk66pQg2irrcTPV4IsJUntnb/t62ObDtYkBVMnWRpvdI9juqQ0sNAxjnth20WePKANwNCIDwO3A3GLeboH1wrXXkDCSMAFUyX5Pa66X9h33vC92v%2B7LKZHNatyz1R7n09DMHqW214K7j8uG/T5lq%2B92R5vd37vXRIIxP2hzIjMr1XBuNRvbEQRROpSzTRdZcpUueQns9957D//8z/8MABAEAf/xH/8BQXCmIyiKgp07d%2BKrX/1q8VdJEKtMJu/pTITkYJoIzYR7VAHA9kAI9%2BZnAAPQYfBotfs8M5UC7oXqsaOriJLjvYArNfr0QDdUw7LKYq8x8ZUv9oh0IlXfDABVvgXRbe%2B23TXaw0Ur61C9eUMV93v2Sm1mYr4vQ6SXC1DfBmyuqMKntu7mczPBnyntnL3GXt9pE8R9NjHvRaYP/fbxWNo2i47bRVqu9OtcKeSFCGWvNZ0ZvEpCOw/Wkrhb6c2TlSohoFIFgiAIolQRzAK3PNrb2/Haa6%2Bho6P0P1jk4m5sCl/o%2Bt5qL4NYJoqVpr0YWDR4qfMz72eWTp0Je8p4NsKBOh7xliDAL8nYVdPEhePp/m4u2FlklAlSEQL2h8Lojt7m1xWUFACW4GU16pnGEwCElCBPa65TgnhxzzE8f%2BUUYrrqGAu28ZmdmF3QnBm8ioSRhGEa6Ay1pqVsM4urzk2t%2BKuDn8bERAzJpMGFJIOtgbESYqTLQ7DnW2fNNg7c62aw68v0fqZxAThSzvM5Px9WIzLu84morQ3yZ17uFPIzsVahZ15%2B0DMvP9zPPBQKWpvUvTfKOoL98KZmVMJPEewis3lz1ZLOL9im69e//vW6ENfE%2BmelftV4WXadilyEKBT818uBmKr5ZXXC2eaVIOLZ8KE0Cyw3A/EoF7w6rLTuy9EIjw7L4oI9lj0lHLDqwa9NDvDrCslBLtDrlCCeCR/CS/uOY2f1Fp7CbV%2BOLEgYV2PQTB0ihLx9lL1Sqo9u2wvdtFbm5f/NrKR6Z5zp3MzO6kCo1TO1ejntrRjMUurEjkfzspayr%2Bn/Z%2B/Ng%2BO4znPvp/ugGwMMFnJAACRAgoAEUpREUgYJUtS92mNLN3RIl6lItsQoXmKLsWN9sStWZXElsWOnHJu2dW25FCvlTbYUhdL9WJ8jm7LkRFAiX9PiIkYkFEEESA6XwUYCM4PBLOie7v7%2B6DmHp3t6NuzL%2BVVBBGa6T7/dDQF4%2Bl2eQpZfud73sjFzlznv73gAe9Zszbt%2BsXZoXscQzB78fZqMTVwp6wsEAoFAIHBS8pAzQkjhjQSCJYSXkDdhAXmeJtKBWbm2aK2sw20N6z0z1zQz7973UP9JtFQG2LAyIkkw2TRuQJUIOpa3oDsaQsLQ2P58CXdMt8uyFcn7/3PdvFooz0rgXWXa1Eea4s9ktbujISgg0E2DDW/rPhZi7wH2gDSaIZdwtU/bXVLN446VH6q2rroBH//3H%2BH9qzbh9vrrCpaVznXpr1fG1z0QrdhJ5TxePcNe51ro%2BpTae1zq9RS94NMDf59mwh9c9KALBIL5gkpIgdTC4sH9d58iNNm8pSiBfe%2B99%2BLb3/42NmzYgHvuuSer/9rNyy%2B/PC3BCQSLFSLLIFbu6d4XEqM4PTaIhEtc06y2%2BzVFtrPDfPkzLRlXJYK0ZaJjeQv2rbsTXUM9LCvOC%2B0LiVG2tmYZONR/EnvWbGVl3qpE0FSxjBPwMnxyGdqrGhw2WzubNuOnLluvvvFhVnoMAJphn3fc0NA3PgwfUTCixdE3PoztgTYcHQ2ipTKAQ/0nUV3mQ1hLoKUygFg6xQavqRKBIhPsWbPVcSwq8OtUP3pjwxiZGMeLoZO4vf66gvdlsn2d/DV1TyQvBS/hUmxM%2BUTPZMS0F6UK5lKPQc%2BhkC3bXArw%2BRBDIWb6QdFcP4gSCAQCYOnZdAlLroVDUQJ78%2BbN8Pv97PNCAlsgEORGgvcAMh4TlqPXmX/da9v68mokOYHMH0u3DFZK3Xdi2NFnW19ejWBiBDIkxxNgVSJZntDVZT4mrgHAsEzEDY1ZgR24cAQHLx6H7jq3uKFhY20zUtEQUobOMtZ0AFp1mQ%2BXJ2LMxot6RFPBTx8aXEyMYplaie5oKGef8FO9r2FUi0OViC3Ex/pRpZRjV3N2yfR0iiQ%2Ba%2B8lcIs5npedWSnkEz3TNRBqpgdL8T3/XtdxPmRO50MMhZjp%2ByQGjAkEgvnAUrLpEpZcC4uiBPb%2B/fvZ59/4xjdmLBiBYClQIatImMX5aRdLMDECVSKsfpxmxmVI6Ay04uhoEFZGrFIhPaLF2aRuCxb4MTGaZeDAhSMArgoKPjvuhW4a0OD9S86dpabCHgDOJ0ZgwS4l5wU9HQJGj2tk4s9nTWWfJ5C2TDtrnp5AfUU17l51vWMQznSLJN5T2yuuYo7HZ94nE9NURM98ycry99/rOk5H5nSq5yqytwKBQDB/WCo2XcKSa2FBvvjFL35xroOYK8b1CbwYfGuuwxAsMfQcZeH5kGD3bVvc124MWPDJCvxl5UgaOnv9rsbrcSkxigT3GtvHstj0brcNmWFZOBm5xNZSJAITFjs2kSTHHjcH2nA5FWPrqBKBjyhQZYLdqzuwrroRZ2LDSBo6RjgLM1UmMCwLqmxnzduqVuCeVTcilk6hNzaExvIajOkprK2sA5Fk7F7dgUfa70Bb1Yqs8xlIRjCQjGJboBU7VlyLUDKCGwJN%2BOmZ30KRCNtHkQlCiTA7Xql0DfXgyd5XcW78Mg5cOIJ11Y349Pq7HevRbRSZwLIsDCSj2FTbjM661qz326pWQJEJzsSGkbZMVBAVwfgVx/szyZO9r2JEiyOUCOOeVTdOeT33uZUCvf9e%2B%2BV7jyLLEioqVKRSOkwz%2B4%2BQqZ5rMTEIZpdC91yw%2BBD3fOnhvucVFSosAL2jwzCsxT9JnsgyVlbWQC19fJZgEvj95VPav6i7NDQ0VNKijY2NkwpGIFgMEEmGaXkVc7u2gwQiyzBMs6DH9nLFj4ieQGtlHetDfsNjerZuGthY24yRzHuKRPDP599w/PKpdGXQE4bG%2Bp7zRU0fDPDe2Xx/9r51dzJLIBkSPrR2u2eJLz8ALaD4MWHqUIh3LzXNXn//5o8CsEvAnw3%2BFqfHBrOsuaif9t7WHey4RJbwk7OH8/pNTyajSWMbzZTxH7x4PG85M2CX8lO/b/f7NB6%2BB7mCKIgb2qyUIk93VtZ9bvMlQw6IDLRAIBAIBIKZpSiBfccdd5TUd/3OO%2B9MOiCBYKGgSsRzSFmxT1INWDA8%2BoZkSGy%2BuHtidzAxgpsDbegbH0ZrZR3OJ0bYFG3NMqDIxCHivOJzl6dbALqjIext3cH6X72g4j6WTiGuaY5BZrploGuoB%2B1VDQiPBrEt0OoppPhS6o21zUzU0%2BFndFgagKx%2B5K6hHvZQ4ehoEPtca3uVYb8YOsk8vPl1eLFXaLCWF1SkxfRU1jXmbcWQ8bmm8fGizkvo8T3IAEqyV5qKiJ3unlr3uc2nvmXRPywQCAQCgWAmKUpgf/nLX57pOASCBUeuCeClIsEuWaaDzwrlvunws5ShI6D6WV%2B1n6gsC8yL39bKOseEcP64/CtUdBy8eNwxXRywy79pxviPj/wkKyYLYFlXOqCt%2B1goa6I2L24eO/E8KzmPpVN4JngYFsAyvu5%2BZN6eq6UyAMApKr0E667mzfg/F487BoK4xR4vag9ePJ4lDL0EKz0P/vju9d32ZbnWcL%2BW77j5mM8iVmSNBQKBQCAQLBWKEtj333//TMchECxKCKSc5d%2B09xmwxSSRJBiWBUUiefu05cx2dDp3mCvtpiLm5kAbjmSyvfwANCriJQB/0HoL24dabbVX2XYXNAYaOZ8Vz4UJi8VtZc4pX4kwzXaXSbIjrnwZXyqE6XA2KioPXjzOytaBq5nw9zXfgF8MnMLlZMwhqPm1eVGbMnRHWXchwepVau7OXJdKoQyr%2B1rSr6mdGb2HpTKTZdwiaywQCASCmWAx%2B2Dzfz0Kz%2BuFheiUFwg88PKbLoQ7IwxkDw7jt32icy%2BAq8KG2mcVGoJGJBlGZhvac0zLleOGhmeCh7E90AaJOwfNMiBZ9kAxRSLYWNvMxNT%2BjgdY7/QI19fNl8C3VzWwOPkTVWWC6jIfm/idMnTHJPFRLY5Hjz0LAFn9xH3jwzBhQZEJdMO%2BUpWZhw68AOY9tul7jgcCmeN69S6/r/kG3N/eiQOnj2Lnqk0Aroo92s9N/bV5Yd9e1YAT4QuQMufO3yc%2BFv61XJnr6cadqaZfh7VEVp/3VNYtlbnss%2BaP/b7mG2b12O7jiwcJAoFAMDssdh9st%2B%2B18LxeOExKYJumiV//%2Btc4e/YsUqmU4z1JkrBvn7s7UiBYWJiw0FpZ5/B9ptwcaAMAzyFjueDFN80eOzKeAMplxTEALBe6aYBIEkzLcmYrMwehntfuH8EW7Ay2IZks9mcypeR8dlgCsrLofePDzDKLf1asSMQhJuk5jWpx20oCtrBWJQI/UZEydDzV%2Bxr6xodZxnVjbTPW16zMEqpeWWT6QR8IpKIh%2BIji6OcGnL3Lv7t2E3bUXOOw6QLAtqf3%2BODF43iicy9bX%2BMeYgDeApR/rZgy6EJCrGuoh/Wou8vr6fvu3nR6XPqQY7KZ86mWcc9liTp/7LkQ2POpPF8gEAiWCovZB9vL91qI64VDyQI7Eong4YcfRm9vLyRJYl5s/BA0IbAFs0WhcupScIvgyxMxz%2B1OhC%2BgqWJZ1uv5fuxZrs%2BfCR6GkskQhwtM7/aK0cj8f9cdDTGxTCCx963M1yYsbHc9EDC4hmTa80xFMhV3AKAZBiTYWWU%2Buzvq8sPuGurJms79VO9rjgcQikyYDzYVtjTj2h0NoTsaAgCcHhtkAtIri0yhw9IShmY/lOAy%2BVRo5oKK3JbKAC4kRiFJzmvCr08/p//mG1RWTBl0ISHGT1n32sbLK3uq5de86Hdn3kvJzM5ln/Vc93jP9fEFAoFgqbJYfbCF7/XCpmQf7K997WsYHBzEv/zLv%2BAnP/kJnnvuOfzRH/0RCCEYGxvDwYMHUV1dPUPhTi/CB3vhU2oZdzGoMsFDa3fgZOSSZ4m3AQsRPQmATvzOhnpG58PITLcmkswmXXvtQQeYfXjtdvhkBaFkhL3OD1qzYGfX6ft0rYFkFElDY37WhHsYRiBhY20z83I%2BF7%2BCaDoFVSaoUXy4b00nPr3%2BbrRVrWD%2Bv4PJKAaSUSgSQcpMZ/kJdw314I2Rs5AhQbcMZtm1rroRoUQYm2qbkTJ09m/aMllp/EAyCs0yUKP4MKrFMW5MAAAiWgJdQz3MV7mtagW6hnqQMHTIkHBfJtt7z6obceDCEeZz/L%2BaN2Z5pVIfZCLJ%2BG7nXlSX%2BRBKhLF7dQfzNm6rWsEGp1E/6nXVjcx/m/o886%2B58fKCLuS/Tb2wqXe4exu6f3tVAw5cODIlj2wa36nIJUTTKU9faN4zWpFJXm/rufSH5o89F/64wht7bhGeyEsPcc%2BXHkvNB1v4Xs8tU/XBLllgf/WrX8UnP/lJdHZ24sknn8SDDz6I6667DrfddhvOnDmDrq4u3HvvvVMKarYQAlvghWFZDnHtFr6qRLCmMoAxPYWWygASaS1LiBcr/C1u23x71Cg%2BWJZVsCw9oiVYRp/K6OUZr2lVJvjw2u34f657L14MvQULgAQJSUNjImpn02YmNh9pvwOvDHTjyb4u/Cz0XxhMRtFZ14rOulbsXv0e%2BMvK2T5UhCoyYVnatGVAlQnK5TJcX9vEBHBnXSv7V5EJ3hkbgCQBPllBx/IWpAwdO5s2Y111IxObALJE4LnxyxhIRrEt0Irfb%2Blk14AXsdfW1Gf9EeYWubw46hrqwbd6XsZL/adQQVS0Va1wiEx6bK/XKF7ClYpTtyB3i3Be2OcTsfxDBPfxi4WeA32Y4nVM/lrR%2BzqVY84GsizhteF38c1Tr0CRJv8AQrBwEGJr6SHu%2BdJDCGzBbDJVgV3yXRscHMTq1atBCIEsy0gmk%2By9u%2B%2B%2BG5///OenFJBAMN%2BgApj2TvOlso8eezanXRct1w4ofuZjDVydHr6xthnd0RArCZY4/2uKmimBj%2BkpNhU8F6rknDDp9tD2E5X1NW8LtOJoxq%2Ba73%2BmnB4bxIHzRxzn9sboOaAXrM/XPX2bDhbj%2B7nTpgkNhqPcme8zBq7aceUaDJarv5gOSXOXg/NxEVnCfcs72XFzlULzx3KXaBcqDfdaY0SLw09U1nd%2B8OLxrCFv/Lal9u5OR0myu3fbC3f5%2BVyXQRcaNEdfe6HvGEYmxkVPtEAgEAgEglmnZIG9bNkyjI%2BPAwDq6%2BvR29uLbdu2AQBisRgMY/ENGhAsDrwEbCnQ7CxwVcTpeQZruAWuDAllksyGfrlFjZe4NjLyXrOMzPRw51NaCcD2QBsTn6fHBlmW2z3VPJ7pV6bDvNZnhMn6mpXY3/GAo296JIeYp%2B9TgUyFNC8mAWT1Q7t9oqmI5fejvdyFJnMXY4dF93sxdBL33dDpeM1LdPFrpqIh6JbhiInGxU80zyXcePHLi21%2B8JrXtqUwmb5rtxB1D4wrJEbng9VWoUFz9DX35HiBQCAQLE4Wk02XsOVaPJQssG%2B44Qb09fXhzjvvxO23344nn3wStbW1UBQFjz/%2BOG666aaZiFMgmDJTEdcAYJgmRrQ4fho8jNNjg1hfszJn9tqNKhN8qGU7Dlw4Ali2YB7R4pDgbe8F2IJe4x5YmZYJP1Edk8Yt2EPXqhUfTo8N4uhoEIAt5rcFWj2niVNoVvXgxeO4q3FDzgz5zYE2rK9ZiWeCh9lacUPDP2fENQ%2BfxQaA9TUrsW/dnY5tdjZtxoELR6CbBjbWNrPp5G7bqVyTufOJbrodHZS2qzl/1tltkRYeDbKHA9T2C0BWXKUI0XxDwmZTtOaKfyEN6Cq2miDX5HiBQCAQLB4Wm02XsOVaPEhWiaPpfv3rX%2BP8%2BfPYu3cvRkZG8NGPfhS9vb0AgObmZvzTP/0Trr322hkJdroZjEfxya6n5zoMwQIklyimeFl8Pdx6Cyu7Jpm%2BbmqLVez/hDcH2lhpN19ezsfE22xZyPb0fjhT5v7osWdZNr1a8SGiJ2BYFogkwbLAMtO6aeR9kECP6ycqfERhE7jjhuZZVg%2BAZU1pVpcXSPlsqgDvkmB%2BPSqW/UTFP%2B54GMuX%2BxEOxz3FFt3PT1QkDI2dx541W1l2XoaEva07AOQXy8VQylTuQpZdxRyDj3k64i%2BFufKGLiuT895zweJD3POlh7jnSw/3PQ8E/DBh4bXgu4vCpovZcoGz5RLTw%2BeM%2BvqpDewuOYN966234tZbbwUA1NXV4Wc/%2Bxl6enogSRLa29uhKMqUAhIIFgL5fuSpEsHliRgIJMfwM76nmcgyFIkgnhF1dD9Idtl5rvVpRrpvfBh71mxlQha4OoytTJLZcag4fH34NIKJEbRW1jEbrURGXBuWybLpMiR0Lm8FYPtE5xPXrZV1uDwRc5TJUyFHY6I2YLTEmgrGjbXNrLybz%2BJS0e8nak5R5lWyzYv0AxeOAEBR9m38fvy1pMemIptamU1VKJbSc82X0vOZ9GKPcfDicSQNfVrjLwXhDS2YTV46f4q1BYjvN4Fg6bBYbLqELdfiouQp4m4kSUJ9fT3q6%2BtBFli/gJgiLigGarmVy0bLjQGLZY8BOyNao/iY5RQAwAImXALQgAXDsrPG6QLiMGnoGNOSSGTsrbhl4SMKJNgZ6LWVdXg7GsKYnoRuGRjTU6hWfPjlQDfLoPPP/i3Yk8jH0ikkDA1ElplHNIFk%2B1nLCj68djs%2Bes3/RNdQD8aNCdYnHkqE0RsbYpZgEoD71nSirWoFvtXzMrPjShk69nc84LC8ohPF9cz08Xwly11DPXgmeBgJQ8eZ2DA%2Bvf5uNgn85YFu6JYBn6zg91bflHeiND9BvIKobIJ6MH4Fh/pPMiuxXFO9S6WQTZd72zOxYaQz30vFTu%2Bmx0hbJrSMTdp9a7YWFb%2BXtdhkKeVcpxMxXXjpIcsSHn/7V7iSGp/3U%2B4F04P4/3zpsdiniIup4fOLWZ8i/uabbxbcZsuWLZMKRiCYClMdYpYLKmBNWKhT/Xb/bwlsrG3G%2BpqV%2BGnwMHuNemAvUyoR1uNZw8hyDezge7DdJeh0Db6v%2BUJilJV6U9H9TPAw1lbW4UJiFFImFsBZ9k4zuylDhwYja8o3zR5Xl/kQ1hJoqQwglk5hZ9NmvD58OuMzLeGhtTuyskkS4BDPfKZzz5qtnv3A/BCyvvFhpAw9553eWNuMo6NB1JdX43PHDmDC1DGuT5TUO00z6aloCE907nXE4C55LqUUupiea369Jzr3ZpV8F4LP8Jdaoj2dWef5MBRtPjBXpfJLDTHYTiAQCATzhZIF9kMPPQRJyj%2Bv75133pl0QALBZNkeaC3oEz0VJPavh52WTGCYZpYfNmAPIfOKy4SFCVNHJVGhWwY005mJ5tfWTAOqROAjCsplxWH7xW8DAN3REABbjFOx3V7VwIaYWQBi6RS%2Bf/NHmZDkj6mbBk6PDQIA6surkUiMIKan0DXUA8Bpy0UfNvSnItBNA/8c/C27BrTCiZZx8%2BI515AtfjI04LTcGtHiCI8GHVPLAVtQ89O9u6MhmLBwPjECC0CVUg5/WTliegqPHnu2pH5mIHsQ2nRZbeXCvd5khepk9ltIA8%2Bmg9kQv6JUfnYQg%2B0EAoFAMF8ouUR869at%2BMAHPuD4uP3221FWVoZEIoGvf/3raG1tnZlopxlRIr54kGCXTdPSZO9tpm7kkDT0rFX8RIW/rNwxcIwnd0e1nR3XLSMzXEz2zMDTsnETFsbTE5AlCU9t/0MMJqMYSEaxPdCGVb5a9CcjUDPl7CkzDVUm%2BOtNu3HPqhvx/TP/yeJQJQILFiqICiLJ6E9GsuIdSEaRMDSM6SlYmddo%2BfeIFrcfKFgmG6KWzpRn8dEvV/w4OnoOCUPDycglVMgK/vLG9%2Bcs0w7Gr%2BDJ3ldxKnIJ0XQKoUQYikzwZO%2Brtn2WobOS7d2rO/Dp9XeznusRLY7uSAjViu9qmblEsKzcj73X7cC74UGMpyegZ8rY71l1Y95yaL5cnAokVSaoUXxZJc/TXQp9tTTcRAVRZ7W8mi%2BZp0xn2fhsUErp6JO9r2JEi5dcVlzKNZmrUvmlhCgXXnqIe770ECXigtlkqiXiJQvsNWvWZH2sW7cO9957L3p7ezE0NITbbrttSkHNFkJgLy4ay2sQ0ZMzegzbm9qetK1kMsoba5vRn4wUNVSLh7h6ui1YUGUCAjlLlKsyAZFk6JaBtGVgMBlFdzQERSa4tWE93hg5i0SmbNrKyHTdMvBvg/%2BNCqLivyIXANgPIpaplYimU%2BiOhBDW4tAyYtTMnFclUdGxvIUJ2oiWgCoT7F7dgcFkFBE9ieaKZfi95psQSoTRUF7ted0nzLRjenkoGUGNUsFEhlukULFDS9U31TbjjZGzGNHirGe7s641SwAqMkF3xM5ahxJhbKhZhYFkFFsDa/HXN%2B3CppWr8fblEEKJMFSZ4IOrtyAYv4Jng79FwtA8xRUvNKlA2r26A4%2B035G3j5syFVFK%2B9LpQ4bp6CedSjyTFaFzRSl/eOcTv/muWSnXxOv7Y7pZaA9BphshtpYe4p4vPXIJ7PPREUiQUCbLC%2B6DcB8KIaivqBYCe54w6z3Y%2BbjnnnvwF3/xF/jLv/zL6VxWICiKC4nRaVvLy2arUlaRMO0stWFZMGBAAcHRTNmyFwHFn1XOTfERe%2BI%2Bn/nWclhNxA0NRJKZ%2BOT9rQ9ePO7oE%2BdDiRsa67kOZkqmaek2jZlaW2mGgWVKpaPX2g2dZs1fa/460R5xCfY0c0UmjpJ2vkzWXTpLJ3lTuyy%2B1D1fyTK/Hi1xNmGhOxrC544dwIfWb0NvbBgWgOoyH%2B5q3IDHTjzPBtcVKofOVbaej6mWBefz7ObLmQuVOBcqb59sLIuFfGX0%2Be7hfLsmogxdIBAsRRa6D7bwvV68TKvAjsVi0DTvMlmBYKFAJAmXJ2JZ/tQp82r5eUDxI6InkMrYIAFOv%2BmA4seEqWPC9C5Zl3DV25jaV7lLzN0in5ZA%2BYmKlJlmX7v7t93Qnmt6PlTsSrD7l7ujIeiWwYRsPtG2LdDKfLjpH/UUVSKsz5oKumriY%2B%2B7xaxbpNzVuAEHLx5nXt6A/YCgTvVnxeEeerazabPjwQCNYWRiHC/0HcOu5s148dJb7Fhefd/5oPfn4MXjRW0/VQHGC798IrmQsKLv%2B4nKPMenEksuFssgL/488t3D%2BTbAbb4JfoFAIJgNLMvOYC9EH2zmey1xvtdCXC8aShbYQ0NDWa9pmoZ3330X3/zmN7F5s/gFL5gbcmWRAVuwVZaV4yPX/w/846muvLPGDcvy7KeWJAl%2BWWFTqk1Yjn5s/vh81lqVSZa3tQwJzwZ/i9eHT%2BPyRMwh3im8KHZjcmJbz/OLRQJQSVS0VzVkDVpTJGf2XYe9jpdo44XHvnV3steoT7QEu9wWAPZ3PJA1%2BdpLfOUTKZVEzTlRnI9xNJPJdwvfWDplD4aTy3B/eyd21FyD2%2Buv8zz2fBeH%2BURyIWFV6oOEqcY4mQzqfLr%2B/HnMtm/4VJhvgl8gEAhmi4Xqgy18rxc3JQvsO%2B64w3OKuGVZWLt2Lf76r/96WgITCKYTC0A8PYEf/PfraPWvQDB%2BBYpEACl3WbYbwzKRNHQmVCX23/w/GD/Ust2Roeatsdxl6PR9RSKIpVOQITlstAA4xPrG2maciFxgIbRm7LeWKZWI6AlsC7Rifc1KVtotQ8K2QCuzukia9bQAACAASURBVNIM5%2BTygxePY2NtM8KjQVSX%2BfDosWfZMTXLwIHzR3Dw4nEAdgaeZrTLZNmRXXX/wV%2BsmHVPGs8lGqhwpEKa51D/SfZa2jTwu2s3IRzOba1WjDjMJ/Ynu2ax5BPJhYTVbAmvqWRQZ7O8udD3X7HnMZ8eCggEAoFAIJhflCywv/zlL2e9Vl5ejubmZrznPe8BIWRaAhMIpgsiSTAyTwcnjDQuJEYRUP2oLvN5Ctx88Flqi/tvLiRcLX3m9yOSDMuy0FIZYBlsGqMFQLOMrKWZjZZlsHL07mjIkcG%2BPBHD92/%2BKOsx7hsfRt/4MIt7W6DVMwPNQ7fnrw0T95bBRDntSTZhMRuxXMIkV5mzW6gUKwi9vJ4pdLK4bhrYvqItK4Z8NmGFjlcs/JpTFWOzJZKnEudUYpzN8uZCYr7Y8xA9zwKBQCAQCHJRssC%2B//77ZyIOgWBGoOXZPIZlYkSLO/qHi8XLAzsfikzQNdTDysrphG8CCd%2B7%2BSN4qvc1XEiMMuHL%2B1LbxwPWZrLSJifpFVmGbhpImbpnNG7RQoV03/gw24YKA15kb6xtxvqalXgmeJitS/20j4XPw7BMR4bdMK9aY%2BiW4SmagdxlzrmEinuNp3pfY73f9AEBJWXo7AGGW6T/5%2BV38fF//xGu9dfjyJVzMGFlHSufqCpFdHo9LABsH/CZEGPTnUWdK9E4m%2BXN0yXmRc%2BzQCAQCASCXJRs07WYEDZdix8jR1%2BLBLuculRbLzVjzdVcsQxRbl8JyHhDO49nWBa6IyEMp8aQhtOn8VeDb%2BNcZrI3tbC6vrYJpyKX2Jp/0HoLPnrN/8Tu1e/BW%2BGLiOhJEEnO8p0mkBBQ/dhQswoHLhzBuupGPNJ%2BB4LxKzjUf5L5R1M7ImrrY9tuJVhMKUPHI%2B134N8G/5sNPnuicy%2BOjwZxMRlm2/mIgpSZdoh7VSLwl5V72l9RO6QNNaswqsWxrrrRYYHltkly2yB9r%2B81mBl/7mrFxyyJDvWfRDSdgm4ZzAebX%2Be7vV24khpHfyLCpobft2ZrTiujXNZhXmu7yWXdNFM%2ByNNtn7VY/Jrz2fdMl2XWbFhvCYpHWDYtPcQ9X3osFpsuYcu1MJh1m66Pf/zjRW8rSRJ%2B8IMflHoIgWBS8FO8i9k2lk45yseBwh3VGi2RnojhBzd/DB9/40dAZp%2B06RTQ1KLLhGWXfHOYyB6kRgcr0X7tSqI6Mnt/s2k3mziuWwYUibAJ4j6iYH/HAywDTjO6LDs9PsymbPOl4TSLT4ehpQwdXUM9rOe4vaqBZWAprZV1uDwRY1%2BTzHXvWN6CgxePs6Fn1WU%2BfOKNH7OsM7XHypcl5aeDIzMdHPCeXk4ziNTayys7vat5M/7PxePQDAOKJLPJ7bnwsg6j16pQZjdXVnOmMrS5jjcZO6%2BZjFMgEAgEgplgIdp08dZcwpZr8VKywE4mk7h48SKuXLmCxsZGrFixAleuXMHQ0BBWrFiBlpaWmYhTIChIseIasIeMjWhxxxTwSlnFpmXNWdO280FFtORx/PF0Kud%2Bayvr0J%2BMOIQ3FbPUOgsAnup9jdlQ0V7uuKGxzLK7B5mWw6cM3VH6HdNT6BrqwV2NG5hPNI8MiflPPxv8Lfa27sD%2BjgeyxDWBhL/ZtNtRst03PowRLe4oP68kKitrPzoaxL7M625R6Ba09OtUNMR8wgFg37o7sS9zPUa1OOv3zteLDQB3r7oevxg4hXE9hjSyhzO68bIOA%2Bzhb/ThA43bayo6fY//eqbIJYi9Sr1Fz7BAIBAIFhsLzabLbc0lxPXipWSB/Sd/8if4whe%2BgGeeeQadnZ3s9aNHj%2BLzn/88PvWpT%2BG2226b1iAFgnzQTO5k4H%2B0JU2NCdt8yJCwZ81WdA31OMqrAXt4GfWn1rhhZG7Ou4ar%2BYmKE%2BEL0CwDI6PnoEoEmmUwsV/sUCZFJtAMA6arU1yzDDZJnIpI6iFNB49RTFgsA54ydNsKLJMpJ7Ls6BPvjoayJmzTz18fPo1gYgQtlYGc8bZXNSA8GkR7VQO6hnrY8QB4CkK7jx1IW2bBPuquoR4cGjiFG%2BuaMJIc98xCFzNkjRf%2BVDznEqvTIWSn2lvtldnm7/ljJ54X068FAoFAsChYSDZdwppr6SCXusPjjz%2BOz3zmMw5xDQDbtm3Dpz/9aXzrW9%2BatuAEgmJwi%2BvCeUpvZA/7OS/KJBmnxwYdGeK1lXWoU/3wyc5nVi2VAaiSPVlflQluDrRBhmT/cOXi3Vjb7DgPd0l5e5VdArVnzVaoMkHC0PB3p/4Vj514nmVV6ft1qh/bA22oU/24OdAGP1FZhp0Kv/0dD2DfujuZCFMl4rhuekaQxw0NPqLgQy3bUaf6oUjEIcbp57T8nBeGsUwGP5Ynk08nlh8dDbLsfNLQsbG2OcvzGbBLxanVGE/XUI/jWtAy%2BJGJcbwTHsAfXnOL53pu4ZyLnU2b2f785/m2myzFxpQLen/dDyD2dzzAqg0mu/Zixf39IxAIBAKBQDBZSh5y9vd///d48MEHPUvBI5EInnnmGXzqU5%2BarvhmFDHkbGkiwS7tTpq643VFJri/ZRtCiTAqZBVJU3eITvq5AQv9yYgjQ6ybBspkguWq3zH8jA4lM2DBsOz9ZEmGBYsNTNMsAylDx6ba1QglIwDsUmx%2B/cupGP5j%2BF2sq27EW%2BGLsDJrJw3dMeQqGL%2BCN8PncTExiobyGgTjVwAAHctb2JCzYPxK1pAwH1GgyLbI9hEFRJKZyE8ZOvpiw9hQswrDEzGHjzcAhBJhKDJhw83oQLB11Y0Fh2YpMkF3JAQTVmZInAkTFlKGjv0dDzhibatagc66Vuxe/R501rWyNaiY5o99qP8kEoYGCfYsiBtqm/DJa%2B/IiqPYwV78UKt8A65KHX7lHqpWSkzFrsczU4PMCh13NpnM8COvgXHz6ZwE%2BREDr5Ye4p4vPXINOesdHWaVg/MdIstYWVkjBpstAKY65KzkDHZdXR1eeeUVz/deeeUV1NXVTSkggWAmkAD4y%2Bz/WWRJxqiebdGlmwZOjw0CAMKZ9/lf27k%2BB%2ByM74gWRzAzFZyHz0ZbAPtFkLZMR6Z2fc1K%2BIkKP1FBZOf/mnT9Q/0nsS3QagvHzAfNbgN2r7Bm2vI3mBhB3NAQNzT0ZYacucudacYVsLPR1YoPT3TuxZ41Wx0xxw0NR0eDbBv%2BwUN7VYMjm08z5cVwV%2BMG7G3dgTrVjz1rtrLPaQb44MXjGNHiDh/xrqEePHrsWTx67FlWTu0%2BNj0vRS7DuD6Bp8/%2BxjM76ZXtLYbpynh6ZasnG1Ou9Xj4taczazvVrPtc41V5sNDPSSAQCAQCwdxQcgZ7YmIC3//%2B93H27FkoioJYLIa3334b3/nOd/Cv//qv%2BMQnPpFVPj4d/Nu//Rv%2B/M//HP/wD/%2BAp59%2BGidOnMCGDRuwfPnySa8pMtgLFyJJqCQqTKu40WZEklFVVo6koef1sQ4lI0gaes73c64P2ZHVLQYLYJnaVwa6cWjgFHTLgGGZkCGx9WRI2B5oYxno32/pxEv9p9j71LqqrWoFXuo/xUrNaRZcAnDfmk7PDOldjRtwz6obUUFUR2azrWoFBpNR9CcjILCvNZ8F98kKBpJRbA%2B0oW98GAlDy4rz4MXjiKZTOBMbzlsynS87TM9Hle2hZjRbrVkGdMtgMYcSYTSW12BMT2FTbTN%2Bv6UT96y6ET/vP8keaEyXnRWfMafZe3ems9js53RnlEtZbzptvuaTxddkMltelQfz6ZwE%2BRHZzKWHuOdLj4Vu0yWsuRYWs27TtW/fPiQSCfzoRz/CSy%2B9BMBu1FcUBZ/85Cexb9%2B%2BAiuUzm9%2B8xt85jOfwe7du/HZz34WY2Nj%2BO53v4uPfexj%2BMUvfoGqqqppP6ZgfmNZyLK5yodhmY5p2JRCtlyFrL/sLLKzd1vNDF0r9CtfhsSE59HRIHvdhAVIgGTZA9w%2BtHZ7VjaT79fme6s31jbj6GgQLZUB9KciME0D2wNtBbOh7uFeXUM96Bsfxh%2B03pJz377xYayvWYn1NStt6zDTYEPP6MTzXBQ7yGvPmq1sHXe2mmbvaeyPnXgeJizHNHNFJtBMe374VPqieWgM9P7lm9pNB8sVY4011eFm7vUKkcvmy407Lq84Z3uC%2BmwgbMsEAoFgfrOQbLqoPZew5loaTOoRyuc%2B9zl87GMfw4kTJxCJRLBs2TJ0dHRg2bJl0x0fAOAXv/gFmpqa8LWvfQ1SZhBVc3Mz7r//fhw/fhx33HHHjBxXMH/xykKXMk2cCutCP%2BJaKgM4nyn7lmALNkUi2Fjb7JjArcgEacPuH65WfNjZtBnPBA/Dgp09tywLy5RKVpouAaggCl4fPo1ng7%2BFT1aQMDUEFD8kyc5sazBQrfhwV%2BMGPNX7Go6MnoMsyfDJZVhbWYcLiVG0VAYQS6ews2kznup9jU0dP8%2BVqh8ZPYf1QytLsmwqtA0vIPe27oCPKIgbGjTDYPvw08XdoqzQ%2Bvz2PqKwMnHdNOz7kJmyzotpL8F4f8tW/GLgFN6/ahNur7%2BuwN3OhvflpnZp/HH4a%2Bqe2l2sf7b7ms6GlRb1Uy%2BGXFZq7jiFFZhAIBAIZpOFYtPF23OZQlwvCUouEaf4fD60tbXh%2BuuvR1tbG3w%2B3zSHdpVXXnkF0WgUDz30EHstkUjgmWeewa5du9Da2jqpdUWJ%2BMLGPQgMAH5w88fws9B/lbyWnCmDdgv0CDewTAKwpiKAy9o4FIngvStvwDtjA5Bgi2haQt1e1YD/GH4XkACfrKAsMzBswkyzeAkkTFgGInoSFq5mpCvLVOzveAAX46MYSEaxqbYZsXQKhwZOAbAfLOiZ/dZW1jFxDYBtA9gTy03OAoIvAz43fhn9yQgmTAO/GngbFUTNGiamyARnYsNIWyYqiOo5HIwOJ6NltD3RAZiwsKl2NTrrWh1lt7Qc%2BUxsGF1DPWivamCl5O613SXYtAQ8bZlImbYVh48oqMk8yKD7e5X5XlvbgFp/BQ4GT0CRSh9WReMeSEZZPI%2B03%2BE4TjB%2BBb2xIayrbnTEUq34Sioxdl9z9z2ZDLlK1Z/sfRXRdIqV2XuViD/V%2Bxq%2B1/caGsqrQSSZnUeu0un5UlI9mdJRMdBsYSPKhZce4p4vPXKViP/35QEk0zo0w5i3H6ZloVEMN1tQTLVEfNICezZZtmwZfvSjH6GmpgZtbW24fPkyvvrVr4IQgsceewyEkEmtKwT2wsb9K3W54sevBt%2BeVA/1H7TeAiLJ6E9Gskq%2BeajgjuhJhBJhRNMpmLCgWQYiWgK7V3dwvdQW0hnh7CMKOpa3oD8zJZwX2hIkrK2sc4iYp8/9X2iWgcupGN6KXGTby9xDBTpF/ExsGOfiV9h5E0mGDAlElkEgw0cU7F7dwYTDgQtHkMj0olOB1RsbYgL4pf5TeGdsALppIGWmPXuo3QLyrsYN%2BI/hd5EwdES0BLqGerImY5%2BJ2b3aCUNnvedeYubJ3ldZT/d9mWFrvbEhbKhZhYiWgCrbFQSjWtwhar2QZQmPv/0rXEmNewpJt7Byf03jpveQv458vF69zKVOFKfHj6ZTjnsylR7pXLHR81Jl4nlOAPC9vtdgwsKYnsJ3O/fmfZAxmfOdKaZrinipCJE%2BdwixtfQQ93zpsZCniIvp4QuPWe/Bngu2bduG7373u/izP/szfOUrXwEAtLe344c//CFUVZ3j6ATzhYieyNsvnY9/Pv8GG5gmw%2BlR7bWin6iIpScA7v2EoeHgpTcd21mwp4hXl1Xg%2BmWrWAm3BAmBcj92NdvC9cXQSexafRMA4LH/eoFlat1%2B2BVlKnTTgG6mIUsyjExWl/ajt/lX4Hx8BBpMFphhWiCyhLIyezL5uppGjF45a5ebEwW7Vt%2BEnrFBhK%2BcQ8pMs19U7DGDdHVfnvc134D3Nd/Avt61%2Bia8GDqJlKGz8nEiS7h71fV4X/MNODRwCvGMcN61%2BibPNfl1djVvxt2rrsfnjh2w%2B%2Bfjl/GPOx4GAPbaoYFTjhh4Xh14Bz8PncQNdU2wTAu/17w565iHBk451nF/zeKeGEd1WYXnsfh4c52TOy7%2B/HjW1TQifOUcapQKDE/E4C8rz3utCpErNnpuNBZ6n3i2r2jDkSvnsH1F26SPPxcQIjv%2BLYZS76EX7u8dwewxmXsuWNiIe770yHXPiQwQK3diZD5AZECSJZTJEqx5HqtgepAsy5r3j/7efPNNPPLII/jgBz%2BIu%2B%2B%2BG%2BPj4/je974HTdPw3HPPTXrI2WA8ik92PT3N0QrmikIDy4qlqqwc4xnxXOqxyuUyTGTEMb9NuVwGhRCM61fXlQDc1rQeb14%2Bj3F9AlVKOXTDYPvz3N60Hu%2BEB5BMaxjXJyBDwq1N6/BOeABXkrGC511fUY0f/s7HAAAf//cf4XIy5njtwZefcsTGH/P%2B9k787tpNnuvuf/OX%2BHV/L25tWofHtvwvAMBL50/hH091wQJQpZTjuXv35dy2GF46fwov9B1zxOH1mhuv8yy0tleMU4n7Jz2/AQD84Yb/weLMFxd9jw7Xyxf7dFDMNRIURzHfkwKBQCCYPtKmif8IvQt9nvdgKzLBprpmNFTWzHUoglliQWSwv/KVr2DHjh34whe%2BwF7bunUrbr/9drzwwgv42MfEH4aLHX9ZOeIFRG8%2BkUkkGaZlgkgy0gVKiQqJ63zH4tfmt5kw01nC2QLwn/2nr35tAZqHuJYAHB8%2BDwDYtKwZR66cgwkLx4fPw0cUtPpX4Fz8CttehoSKMtVxva711yMctgesvX/VJrwYOon3r9qEcDiOVwfeQVzPPmdNS8M0LSTiE2xfwJmBfb3/NDuPt0f6WVb26bLfIJ6egGYY%2BOivfohdzZvx9kg/TFj4dX8vrvGtYBlTut666gb0xoazMrs7aq7Bji3XAACLg3/t//3vY46MML%2BeZVq4v70TY2NJGEb2fXevTWN8e6SfHcvrNTdPvtvFsr2fvu4uvDrwDn5y9jCrqDhw%2Bih21Fzjef156Hv0WnhtM53ki2WhQoiMmpqKnPeckq%2BSYDJ4fZ/OJNMd/0Km2HsuWDyIe770cN/zmpoKWLCQTNp/a8xnVEKQTOmIaHHM/7SmAACWL/dPaf8FIbDPnDmDu%2B%2B%2B2/FaIBBAQ0MDLly4MEdRCWaTQuK6ELTsuZC4niqma3068bqQbZcEYM/qLTg9Noijo0E2GA2whTg9/yNXzmFboJVNMB%2BZGAcsCw%2B33oID549AswyUyTI21jShb3wYMT0FzTLw5sh5fO7ov2Bn02acHhtEeCKOdyIDuL3%2BOrxw/phnbFTIv3jpLccE7hfOH0Pc0PDC%2BWMZGyw7zpGJcbbtntVbcKj/JIvxxUtvOSZr82u%2BeOktjGhxhCfi7D3DtNiUa2r7lQu6P12Tfg3LwuPbPozly/0Ih%2BNIp533xstuaueqTfZrqzax7b1ey3Wtjlw5h3VVjew8JQCVREW7v55d/7saN7Bzd693e/11WdPOcx2zGPhzBJB1vvzxSj3OdNiKzSSGYeY9J/f3zWwz1es31/HPRwrdc8HiQ9zzpYf7nhOJoGweV11bAGSJwDItpE0LC6BwWDANLAiB3dTUhLffftvx2uXLlzE8PIzm5uY5ikqwmAgofmahlQu%2B5LtSVlFRpmR5a8uwPQ6pjRfvHUxtuwC7h7tcVtgxLQCnxwaxb92dWJ%2BxUNINExYsBBQ/oukkDMu2ATsRvgBFJkhl/J3bqxpwemyQCXLNNHAifAHVio9NJ9csg1kohTW7V/3I6Dn0nRj2LK3yE5WdQ3tVAx499ix004AiE7Y970Pe6ppoTj2EqXXYiBbHgfNH2MMBul3XUA9Shu443s6mzTh48Thbn/eS9hTFLnuu9qoGhEeDaK9yemO6xaaXjZaXnzP96BrqwWMnnvf0g94WaMXR0SC2BVqZTzYV19SubDIWVlMVYfxxAUyrjVax5zRfhTj9PksZOrqGemYstlznP1Vbs2J9zAUCgWCxshB8sIX/9dKkKIF94403Mv/pYuju7p50QF7s3bsXX/7yl/F3f/d3%2BJ3f%2BR2MjY3hqaeeQmVlJXbv3j2txxIsTggk5MshFxLXbpKmhoay6iyBbcBCwtCwvmYlAFvE/SJ00uF/zYsunqOjQeyD/Yc3L16jesIRu2YZjnKoI6Pnss6MCmoeCUB1mQ8x3bZnUiSCES0OP1FRTXxor2rA0dEgTFjwEQX71t0JAPjjIz%2B5Kt4NA6pEWI8wJZZOYX/HAwCcgoL3qaa%2B1VQYgDvXOtXPjgfA4dFsws5m04x43NAc%2B/Pe1ADQNz4MExY79kvnT%2BHA6aOIaUloloED548gnXlYIUPKEijF%2BjzzX%2B/veAD7MtvR8%2BdjnYwYonZlpXhpu8Wc%2B7hTEWSF1s7FfPXH5u8h/xBnusl1/lMVyPTBD2W%2BPsgQCASCmWK%2B%2B2AL/%2BulS1E2XZqmYevWrdiyZQu2bNmCS5cuwbIsvPe978Utt9yCpqYm9Pf3Y9myZXjooYewY8eOaQ1y06ZNaGhowCuvvILnnnsOhw8fxrXXXouvf/3rWLt27aTXFTZdgqnAe2S7ORm5hFAyAgtA0nTahumWge5ICA3l1RjTU6iQVVZC/vPQW8zii%2BL%2BkUwkGVaBsWaqRDz3jepJGLBQp/pxY20Tsw27sbYJ3dGQvb4sQzPSeHmgGxVExYmIsw2DSDIebL0ZPdEBGLBAJAm6abDtqaDg/bENWCCQoFsG/it8AQlDd3hcu72TK4iKUCKMzbWrkTJ0pC0T0XQKqkwgSXbJ/DvRAYwbE1mWVvya19bUM5su%2BkDAzFw9GRL2tu7IEiO8H/XF%2BCgOXDgCRSZYV93oiDWX7zO1q6LnQAVPqRZWbruyYvZ1203x1ln855OxlMq3NpDbpmom/LHzxV%2BKfY/bz32yFl2FjpHv%2B2S6rsl0WI0tVKbLsklYrS0chE3X0mMh%2BmAL/%2BuFy1RtukqeIv7jH/8YL774Ip5%2B%2BmnH9O5YLIaPfOQj2LVr14IZOiamiC8dVK5XGCic0S4WCbb/dliPM9usfCgSQTojpkuZek57uTXLziBDAnTTwNrKOpxPjGSt83DrLfhp8HDWOqpEUK34WPaMZrndGWmKn9jin792UsYpfFugFetrVrIsK12HLwPnxetjJ55nx5Nge48Xm5Xl%2B7H5/uaA6mcZwAPnj0C3DGwPtLFseFmZjN%2BOncWB00fR7q9nJe9e8fHQWOl1qVP9LEM/E3hlHyeTkSx2H3p%2BpZxXobUns%2BZkyXessjI5Z9%2B9F4sl87tYzmMylHrPczGb38OCqTFd91ywcHDf80DAb1d49Z6CZmQPiJ0PqKQMN61YjSr4RO/1AqO%2BvnpK%2BxeVweZ57LHH8Oijj%2BKGG5w%2Bn%2BXl5aitrcX3vvc9fOQjH5lSULOFyGAvHUzXD7bp%2BjGnSgQJQ8P2QBuIJOfMatMGC0kC6J8CqkxgWdmxSB6fqzLBh9ZuRygRhgULKTONOtWPv79pD2qUCvSMDTiy3nYG1hbFBBL%2BoPUWhBJhfHDNFjzSfgfaqlbg3PhlhDIZ7LWVddBNg%2B3DH1%2BRiZ05BthDCQvAQDKKS4lRJLhydgtAytCxv%2BMBBONXHNkgRSY4FbkEwBbun17vHFyYiyd7X0U0nUKN4sMj7XdgIBlBfzICRSL44JotuKtxA9qqVuD/u3SCxbV79XsA2E%2B8N61cjTsC67Fl%2BVooMsEbI2ezhKw7a0Wzjptqm5EydOxs2px1Prn2nQxe2UevDGeh4xWTVe4a6sGpyCWoMsHu1R1Fx10o4zqbmep8xyo1szXdmeS5YrGcx2SYrmzmTHwPC2YGkcFeeuTKYPeODhdMbswVRJaxUmSwFyRTzWCXfMcHBwehKIrne4qiYHh42PM9gWAumYlfvxLASrvdfdBUmNLMr5LJHPN90R3LWvDG6DnHmrRsmWaf6ZqaaeD02CAAoL68GsnEKKrLfGzoVnWZc%2B24ocFPVMfafJ/yXY0bHP3RlydibDhbdzTEerT5tRSZOHq/WyoDuDwRc2TiVZk4%2Bn353lN%2BgFiuvlOaheOzzO5hVPvW3Ym%2BE8NZfa0tlQEEEyNoqQywddbVNOJM/DKq5HKcj4%2BgTJahmYZjP68eWX5IW1hL4PTYIPrGs49ZTH%2Bx1zm5t52pfmav7fm%2B9%2BnMdLp7gqeDXOc7E8daCCzlLPVssFS/rwQCgUAwvZScwf7lL3%2BJnp4e7Nq1C7Iss9d1XceXvvQlVFRU4MEHH5zuOGcEkcEWTJXWyrqcWWvDstCayQwTScbu1R24FA8jaeoIKH4MpCJsyjdlbWUd3o6GkDL0rPX6kxEkDB0RPQkLdg940tBxJjaMpKk7MtgA8OG123EufgXRdAqhRBhvhs9jPD2Bk5FLqFEqsK66EWdiw1BlW0hH0ymkDB1lMsF4egI1ig%2B7V3cglAgjbZmIGxpUibAsdiydwoRpsDJywB448qfXvReAMxtEs7/rqhtZBt0rO0kzuQPJKBKGhlAijEfa70DXUA87j3tW3cjWbq9qwNPn/i9e6j%2BFhKFBt%2BxrTXuy%2BxMRxNMTiOgJWLArGfxERdoyUUHUvL3UXUM9ODRwClbm2t%2B3pjNru2IyXl7n5O6RLTb7WGqGzWv7hZSlm0ysizmztZT7rPOxmO%2B5wBtxz5ceuTLY56MjkCChTJbnzQfJfCiEoL6iWmSwFyCznsH%2B7Gc/i8985jN43/veh3vvvRcrVqzAlStX8Morr2BoaAjf%2Bc53phSQQLCQuDwRc/Qvk8zn9Nd9MDHC3j/UfxJ0GL97KD/tSeb7onlIpljc3TcuAUgYWlaGXpUIDvWfRHWZD2EtkZXh/mnwMFor6%2BAjiueEaT5LdnpskGXaO5ZfzbobGbEK2A8azidGUCbJ6BrqyVqD9jZ6ZX/5Cc40k8tne4GrGd7qMh8%2B8caPsS3Qiv0dD%2BCxE8%2Bziet%2BoqKO68n2ymC3VAZwITFa9MvnVQAAIABJREFU1GRufso7zea7KSbjleucJkOpk6O94ltIWbr5HutsZ5SFNZdAIBBcZb7adFFrLgDCnmuJUvKQMwB4/fXX8fjjj%2BOdd96BZVmQJAk33HAD/vRP/xS33377TMQ5I4ghZ4LpgC%2BRpjZcXqLXT1TUl1fjQmIULZUB9CftDPbayjrH51QA5oJIMnzy1WdjvKUXYItxkimFprHlGmIGZE/TdouGT7zxY7avn6hIZbLlBBKIJEOz7Cy2jyjM9itp6I7hYLmGeNGBZe6hQrmEC41FhoTv3/xRdA314J%2BDv4UBu1rgbzbtxlO9rzFP6j%2B5/m7HUBQq9L08qvnXqM81P1yNbpdr%2BjjPZIVXqfvNxFCmUmKYjyXLszn8SAzFmh%2BIgVdLD3HPlx65hpy9Fnx3Xtl0MWsulNtzdsRwswXJVIecTapm4bbbbsNtt92G8fFxRKNR1NbWOiaKCwQLCVUmWRleAKiUVSRMLcdeV7Fcn7sFL2AL77ihIZkRz7yI5qeABxMjaK2sQzAxkvN4pmU6Ms/uaeGdgVYcGw2yr%2BtUPyzL9vpuraxDo6/G0fvtzuYevHgccUPDwYvHcVfjBmwLtOLI6DnIkBwPDgxYMDOl4bplAAZYRtvtMU0zkV1DPaxvnD8e7a/Ol90GnH3W4OIAgAuJUQBX%2B%2BGPjJ7Dn7iuHc0Auj2qqdCnr9F43aKxWF/qyXo/l%2BLL3DXUg5Shw0/Uac1oesWeS0jTbalP%2BXwS2rOByCgLBALB3JLQtXk1RVwlZTAtu5JRiOuli1x4k9xUVVWhublZiGvBgkYzDXj9DHSLayl7k6JZrvghQ0JLZQB%2BoqJMuvq/niITEK5mnApFisyMsWwsgImagxePO/YFbGHJT/ve3/EAInqCrb1v3Z14uPUW1Kl%2B3Bxoc5RVA7b9F//v%2BpqVCKh%2Bu8zJ47zqVD9g2Q8QEoaGjbXNqFP9WVlemrGm4g24KiCpoKfsbNrMsu4HLx7HYyeeR9dQD2LpFACwf/ky7m2BVna9KJ87dgAvnT8FNzRGKgj3tu6An6h5xSp92CBDQntV/pK0nU2bs65rMfDnzZ%2BbF3RYmY8o0ypqvWLnRbfXtgA83%2BehD1doC8Fi4K7GDdjf8cCSeqggEAgEAoEgP5PKYJumiV//%2Btc4e/YsUqmU4z1JkrBv375pCU4gcDMZ/%2Bpi/KZH9ey%2BZzf8GmrGk5r3faY9tu1VDeiOhpAy08w6gq4fS6egmwY0ywCBBB%2BxJ/IrEkHc0JgI5zPYJuxeZ900oFsGlit%2BRPQEWwews9TtVQ04Ohpkk7JpnIAtPmnZNODdy/vosWcd56tkhp9RcUV7nNurGlgGPKIn8P2bP4o/PvITdo36xoc9y2UP9Z/MymzzxA0Njx57lpVonx4bxNHRIHTTcGSb%2BYxhe1UDwpnzot7XPqKwKoKRiXG80HcMO7Zc4zgXuGIstre5b3wYJix0R0NZmXiefBn7fBQzaZ2SL3s6ldJtr8x9rmPx51loOnyx2X%2BBQCAQCASChUzJAjsSieDhhx9Gb28vJEli5Q8Sl0UTAlswU5QqroGrwphI8qS8Eul3NrOikmxPaiooXh8%2BjREtjurUGBNt/PAtnoieYNO%2B6bnQ6dwSgDJJxuWJGNue9ltTsa7KBBOm3d%2BsyASGacKwLFSX%2BbBv3Z3YBzh6hzfWNjOBt2/dnQ4hvWfNVgBwlEwDdpm3AltcP9X7GitDpsIXANALvDF6DiYsPNX7muMcdzZt9hR4VAy3VAYcGew9a7Y6SrRpaToVs4pMUE18bC0vwds3PszOWzcNezK6BSikDPe3dzpiowPH8gnfXKXPfIl5MSXguUrF8wngYgd75dtusiXqkzlWMe8XergiEAgEAoFAsFgouUT829/%2BNmRZxq9%2B9StYloXnnnsOhw4dwsMPP4zW1la8%2BuqrMxGnQDBlColryaMI3E9UBFS/Q9Z3LG9hIu1Q/0mWbQ4mRpiAjemprLXsGJwPCPSMzZWW8dOmGWmJbW8iYWgsdi2Txa5T/dizZisrbXeXlfuIgj1rtjq8m4GrZcVxQ8Ozwd/i4MXjGNHiTFyrEsHG2mYkM4L76GiQvXfw4nE8euxZ5kVNS7GPjgZZtttPVNzVuMGzpJiK4QuJ0awy8b2tOxzXBLhafrxnzdacZbh8OTM9N80ykDZNaJYBH1Hwu2s3Ze3XHQ3lLGmmpehSJhZ3rPs7HsCeNVuLKgH3Krf2KpXn3yumjLrQdpMtUZ8paDyFhsMJBAKBQFAKKiEoJ2Vz/qFmPhTi7ToiWFqUnMH%2BzW9%2Bg0996lNoamoCACiKgmuuuQZ/9Vd/hS996Uv4xje%2BgW9%2B85vTHqhAMPNkZ8c31jZjfc1KNkiMSBKOjgZhwkI48y%2BRJHuqtiSzTCxQXGm6bhlZG%2BmmAZnLtrvX0E2DCSeJO8gfH/kJE7pxQ8NPg4cRyPR%2B057h9qoGjGaGgJmwkDA0R5zVio8JYb78PaanmPinWVF%2B4NhtDetZ1rxrqMezpDifXdVdjRvYcDV6DnxWlJ8MTkvBvbLAfOa%2Bb3wYu5qdAtNd7u4lQA/1n2Ql9nz2nKdQxpaPzV0uny%2BbW2zmudB2883ear7FIxAIBIKFz3yy6RLWXAKekgX24OAgVq9eDUIIZFlGMplk79199934/Oc/P60BCgSzxXLFzyZtx9IpjGhxdEdD6Bsfxs2BNvSNDztKqSVJgl9WsLG2GUdHg1kZcjlHvzgvaC2AiTngam%2B3e3tFJmw7C1eHe9GMuAkLmmVAMzLl0Rlo73ff%2BDD71wIcVlp08jcATx9sAHj02LPQDPv47VUNeKr3NZa5j6VTWVlrr4xzLpFFxWh9eTWSiVFsrG3O2oY%2B1Dg6GgRtQOHLuHk7Lf4YZWXOIh1e%2BOcSfDubNudcr1jyTeKm3uTbAq1F9zp7xThd/ddzbbU118cXCAQCwcLEsoDz0ZE5t%2Bli1lxSxppLiOslT8kCe9myZRgfHwcA1NfXo7e3F9u2bQMAxGIxGMb88aITCCjuPmqv9%2Bmk7WBiBESSmfAc0eIIjwaxt3UHTo8NsgFfhmUibmgOyyueXP3iEiRYOd5TZAIFxNG/beFqKTnNzO5s2ozTY4MYHT0HOZNBd%2ByQIaD4IUlXhbNbmHl5U1NxeXps0JERpiK3b3wYYS3BjtFe1cAso1SJZFluUQpZPVGbtKOjQax37e8e0safC//Qo1Dmt5hMqntwF32tFLwEMD3PsJZg17GY%2BLyu23T2X093v3apzPXxBQKBQLBwmQ82XcKaS%2BCGfPGLX/xiKTscOXIEPp8PW7ZswdmzZ/HCCy%2BgsbERwWAQ3/zmN3HdddfhAx/4wAyFO72M6xN4MfjWXIexpJiK1dVMIsGe5H3V3sqCKtti0YKtWUOJMPqTEbusu0T8RMWW5S1IGTo21TbjcirmEOC0/7u5Yhm%2B1nE/ft5/ElamjNgW5Lagv6txA9ZVN%2BJQ/0n0JyPQLIO9TzG5ryrLVOzveABtVSuyhNorA904M34ZUS2Bn/e/BUUmONR/EtF0CrplYCAZhWbZPd8pQ8d9a7YilAhjZ9NmRLUEIrpdvdKfjOBk5JKjjzyUCEORCZ7sfRWKTBCMX8Gzwd8iYWjojoQwkIzgwIUjUGSCddWN6I6EHFn9UCKMe1bdyM6js64Vu1e/B511rey1tqoVuGfVjaggKs7EhqHKBBtqVrF126pWQJYlVFSoOHTuJL57%2BlX2ejE82fsqRrS4I5auoR52TvnWobHx2ygyQSgRxqbaZqQMHTubNhcVi1cc%2BaDHKXZ9RSY4ExtG2jJRQdSir890UWq8haD3PJXSYZriD52lgLjnSw9xz5ce7nteUaHCAtA7OjypAbbTCZFlrKysgTo5cybBPMTvL5/S/iUL7GXLliEej2Pz5s246aab8PLLL%2BO5557DSy%2B9hOrqanz9619HIBCYUlCzhRDYAh53xlmSgDT3QzttmkiZuZ%2BSSrj6AEGGhApZhW4ZCCh%2B/O%2BtD6KzrhWKTPDGyFlYsJhQvznQhv5kBBaAiJ5EjVKB3tgQe397oA0DyShMWAglwjgVuYRoOgXTMpn490KVCD64ZgsTLW6h9r2%2B12DCQkRPImnoTORQsdqxvAURLZEpabdwfW0THmm/A21VK/Dz/reQNPSsY66trAORZLRXNeCXA91IGBpCiTB6Y0NIZLLMFoCBZJSJ7c3LVmPzstUIJcLYXLs6p/jMJW7bqlZgZ9Nm7GzajAMXjrBzVGSC755%2BFeVlZTgYPOF43Wsd9/rnxi9jIBnFptpmJuxLFbs8VHR31rVmie98FBKg7rjbqlawhyXFPFCgD1%2Bi6dSkzmuqeD2MmAriD%2B%2Blh7jnSw9xz5ceQmALZpOpCuySvxNuvfVW3HrrrQCAuro6/OxnP0NPTw8kSUJ7ezsURZlSQALBVClmuFgxKBKBhqvZ6nyZawm2uLyYGIUBC8uUSlZyzjnYsXJYwr3YNz6MbYFWVmpOy7KROY/uaAh7W3ew/l1aSm06MuD2tiSTzab2VrQ/ec%2BarVlly8uUSozqcVTKKirKFE8bLMC2HHOX8PIDy7qjISQMDRbsfuz9HQ/gsRPPs0FedBu%2BxJ16dlNf5FxTwnmKKSXmz5Fu/0LfMexq3owXL73leN1tweVen7cA81p/tijGAst9XUotu56L8xIIBAKBQCBYjJScwXYjSRLq6%2BtRX18PssBG04sMtiAfqkxQXeZD0szO1AK2RzXfSx3Rk%2ByrpGmXlkuws%2BAvD3SjgqhYV92IUCLMsrkAkDJ0XEpGoEgEVmZYGS/mVZng0%2Bvvxj2rbsRPg4fZMW7OZLbpcfxExXuWtyCsxdmgs7ihQbcM9EQHcCEx4ujjff7CUVgA0pbBYnNndL/V8zKShg4fUbBc9eOnwcMYSEbw%2By2dLBu7s2kzapQKR5aVZl3vW7MVb4ycRTSdQo3iw1/e%2BH62X7XiK7mUOZQIo72qwVEGzmdw72rcwLK37VUNSJlpPLBuG25bsR7vbbyBxXYmNoyEoSGRydzfs%2BrGrEyxVwZ7urOtU6VrqAenIpegygS7V3ewuEotu55v5zUVRGZr6SHu%2BdJD3POlh8hgC2aTWc9gA0A4HMbTTz%2BNI0eOIBwO44knnkB7ezteeOEFbNq0CRs2iEE1gumHz0yXkqVWJYKqMh%2BbqF0scUNjZdBe073z/UCXAFRmhqTFDQ0aDBy8eBw%2BorABZUcydln0PLwy5BLgmKrND/taX7PSkT1OGjq6oyHEDY1ZUD2TEeS6ZWRlNOlaZbLseI/2avPDw6qJDxcSo1mTvIHcw8tSho6DF4/b8btsuYDSrZvo9u6MujtbS7/G%2BDAe3/ZhLF/uRzgcd6xDPbN5qyx3PF4Z7PkE9dM2YaFO9Ttiny%2B2WGJCuEAgEAhmEpWQOZvvQ/9%2BE97XAjclC%2BxLly7hoYceQiQSwfr16xEMBjExMQEAePvtt/Hmm2/iq1/96rQHKhBYOT4vhG4ZiKYTnu%2B1VtYx4ehFS2UAlydi9hemPcBLlewfpG7B7Y6Vimm%2B5Ju3seo%2BFnJMC/d6aEBLxB878Tx2Nm3GvnV3MnH72InnETc0h%2BUWACau%2BXJh6j3dXtWQtRYVQfQ9KqxVmTCLsJ1Nm/H68Gnme82Tq0SZnlvf%2BHCWF/RkoBPO6UT1XJPR6TVPGTpeHXgH9y3vzFqrWLuu%2BVw2nc9Pe74gJoTPDuJBhkAgWIrMtQ%2B28L4W5KJkgb1//374/X4cOHAA9fX12LhxI3uvs7MTTzzxxLQGKFjcyJDQUhlgnsozgT2BO/uHnp%2Bo%2BJtNu/GZo88iYV4VupWyyr6OpVMAwMSin6jYs2br1SxpHtw9zU/1voajo0G0Vzl/GagSQbXiy%2BpnBq4OTfPqGW6vakB4NIiNtc1YX7PS8w9s3nKqb3yYZbh5wUO3efTYs4gbGggkyJAA66pFGP%2BQ4PJEjIn0uxo3eArRnU2bceD8EeiWkXW%2BpZIro57LsorPYr8YOon7buj0XK%2BQGJkvWeBcFPOQYLrhH8ZQu7h8x57vDykWC%2BJBhkAgWIrMpQ%2B28L4W5KNkgX348GH87d/%2BLVatWpXleV1fX4/h4flZTimYn5iwShLX7ixvsaXi9oRvyZGpri%2BvxmMnnneIawCOr90impaM02FjBBI6A63ojoagmwbLanuVK7lLjqm3NCSwkuYnOvc6vKj3rNkKAExg0j%2BiAbAhYUdHgwXPn/4BTnu18wkeM9NZrsgEacOECYtltOtUvyMOKkJ5H20qqKoV%2BxoVW2JdyCfbT1TmTe4VP78/FXa7mrO3K1aMzPes4Fw8AGBe3tyAuoX8kGKxIB5kCASCpcpc%2BWAL72tBPkoW2KlUCsuWLcv5nkAwk3iVUOfCz/VA273Ozq3PJ0bsyduSBMOyoEikoMc1FRVhzS45N2DhjdFzTOirEkHaskUpn3EGgJhu//8xosXxd6f%2B9WppumVn8qvLfHj02LPQLQOKRBzimp/ETf%2BYpg8LqMjmBY9bHO5s2sz6df9/9u48vKk67///6yRtKG0p0LIoCIIgyA4KAsruICKoM6Do/XUbh5%2BoIHireLuMeuGMo8y43CrKorggwgyi1WtgAJcbWZxhU1AQRQHZZW3pQre0yfn9Uc4xSVPa0FPakOfjunoBJ6cn7%2BSTlL7y2fJ8Xr23e41%2Byjmkuy4cZD82q2c%2BsHdSkj2PO95w67keY%2BwPAAp9xfri8LagcG3dR%2BBK3oG/9J8qtJYXfCvbUxv4/daq5HFxrjLnVRRGQnvM6RX8VeDq8TvCzKtHzeCDDAAAao%2BIA3br1q21du1aXX755WVu27Bhg9q1a%2BdIYUBlldeLbS0OtiFztwzDKLMomUuGEtyl28o1rlOv0j3p1pBna5Eyhdx/nOFS8cmVwPO8XrvHOXDOtnVfLhmKd7nl9fmC7t8rnxbsWW%2BH9YyTW3i5ZOinnEMq9BXbj9slQ71SWwUFnsCwaf3bWtTM6qFen7lLOzb9Osz3VL%2BkBwbSwU0v0vw96%2BQz/Zq/Z519e%2BHJeeDW1lyn6o0OF1oDg2%2B4IB645Vi4Oq0h8xUNSa/stldJbo89nz2aOdkTH6tBrraPZgAAALVH2e6dCtxwww165513NG/ePJ04cUKS5PP59Pnnn2v%2B/Pm64YYbHC8SZzdr0bBAt7bqq1tb9VVFa0O2Skwrtxd7XeYurcvcdbKXuOxZvpO9uXk%2B7ynDdZLbE1THjhNH1C7lnKBzUuOTlOZJKg3Lpk%2BmJO/JOUGZ3jy1TW5Sep2A/a%2BtYCz9OqQ88NEWm74yi69ZvdV5Pq8STwbAm1v1Carni8PbVOgrDurttoZq39yqj72Fl6nS3vR5u9fqi8Pbyn38g5teVGafauvDCp/pD5qPbtWz48SRoIBvubpZ17ChNTTAhPuAwGqr0Hq/OLxND216X99lH3Bk1W%2BrxsC9w0/1/NR2oc8lIsdzCAAAKivifbC7du2qffv2adasWXr77bdlmqbS09O1ZMkSXXvttZo4cWI1leo89sGuHXxhIvLmrP3q1qCFvsnaZx/zGG61SExVVnGBfSy3uLBSc7CrMjum2AyusGmdFG3NPqB836/7Y/vM0n7hxnXqBdVnyfLma1SLS7QvP1Nd65%2BnQl9x0B7RSW6PUuITNLpFT9V1xeuXgiy5DJcS3fG6uGHLoP2u4w23EtzxGtXiEo1rO1C7847pvd1rlO8r1s7cI/oh56A9Z3p8uyFB%2Bzlf37KnRjbvpi%2BPbrfnk5uSvRd0Za0%2Bsl0F/mKlxidpRPOuOpB/XNee10Pj2g4M2gc7dB9ma7/l3XnH7L2rd%2Bcd07zda5Xv8%2Bq7rAOqF59g7xceuK/2ztwjKjnZFoH1Tt%2B%2BXBnePJWYpauLB%2B4HfTp7pQbuCW1dO9LnpyoC9/UOfJ5Od4/q8toi8H7Ohv2vLdWxP26k%2B4qfzWrj64Y9kWMPbR57ytsHe092hgwZinO5qv3LHfAV73arcd167H19lqqRfbCfffZZjR49WitXrtSxY8fUsGFDDR48WL169apSMUCgwJWrJanE9OuXgqygY%2BHC%2BelIjU/S8eK8Sl1td36Geqe2VmHAit9e0yevz6eC/Mxyvy9wf2ZrLrPV0xw47HnJL5tPrnzuV4I7XnddOEjtQuYFW6toW/Oe7b20AxZaKz7Zgx66uFrg/Xau37zMXFprtXNrr%2B1wQ2OtjnjDCD9sONyxwF5q67lI3/d10BZj1vxtq8fc6p2%2BullXewG4cCuWW3O/E9zxjg7hPdV87eoaNhzaWxpuj/JI7rO8Yd2sPF15sTo0PhxeNwBqizO9TVfgtlwSW3OhfBEF7KKiIs2cOVO/%2Bc1v1LNnT/XsWXZ/WcApoQuO%2BWWG3XvaJUNxhuuU%2B1JLkscVJ6%2B/dKVJa/6yW4Z8MpVZ/Otq4Z6Ti50F/sj0GG41q9vAHkr%2BXfYBTet5s2ZtX6H1J%2BdHS7/um21tJ%2BWWIVOyt9JK3/e1cosLNfGreZJKF2BL8ySVWdTL%2BnAhcN6zVPqhQ%2BAq4IGLnUnB87zjTw4FDw2J1nDrNE9S0CJnlsDVyQOHepe38FhlBf5ibn1/4Lzt0Hnkod8TGHKs8Bl6zOn50hXNS69q%2BA0nXHtZ89IDF5Grarip7Jz1qmL%2B8tmFFcsB1BZncpuu0G25JLbmQvkiCth16tTRm2%2B%2Bqcsuu6y66gFs3oAfmKnxScoqzi8zJ1kq/QSzonAtSfXiE3Rju15a8NMGZRaVrh/gl6kkt8cOxFJpsL80tXXQPr9WSPAYpXOs831ee29pa%2Bi2qdKVyW9p1Vfp%2B75Wns9rLyi248QR3XXhIDvcen2%2BchfROlWPY2ggDwyqgY/B6hUPd72KemXjXC55/T7FuVyqF5eg4978MiEs9JqVCVGhq4FXJpSGqzVcD1p19DBGWpvV5un7vq5SLeH29Zakhza9b38Y4US4CR3ZUF2q0uNJOK996M0HUJucqW262JYLkYh4DvYnn3yiNm3a6KKLov8/WOZgR48Cf3G5w7dDj5e3LJrXX6KeTVrp/2vdX5sy9iqruEBuGYpzld2eK8ubrziXW6ZpasHe9dqStV/ZJYVyu1zynfzBujP3iK49r4e2ZR8MGqq%2BM7c0sHhcpb3eOcWFalKnnhb/8q3qxSUou7hAbsNQnOHWtef1sINmRfMaA%2BeBWnNzL6zXVOPaDlRdt0ebs/bb9zu9163lXidwjnGo6duX60RJkVwyVGL6lVNcKL9MFfqKFe9yB9UYWLMVosqbq2xt7VVi%2BtWhfjP7vk9VS3m3RzKnuCrz9Cqafx1a29JftqjY9MnjcldL7571uEeXs4r66V6vuucVV%2BV%2BTmcOPHMzYw9tHnto89hT3hzs7ZlHyuwSUx3cLpfOSUxhznWMqOoc7IgDdoMGDTRt2jQNHjxYKSkpVbrzmkbAji2mTO3OzdCwczvpn/u/UYGvNLQXmz47lHsMtx2VT/iKdLAgW/k%2Br72AlvvkFlyS7EXEPtq/0b6PwL23U%2BIT5PWXKN/nVU5xofJ9XnsBNOt%2BreAQLkiEBsZTLb7VOrmRPj/0fenK46aplPi6YcNM6DVD/22FoS71m6vQV2z/GThv2lqILDBUX92s6ylD1PTty5VdUhj0mCuqrbxj5YXycM9hVX4JqygYhtZW1%2B2xF3s71fm7ThzVgr3rI14kanfeMW3PPawL6zV1JBBX9OGGU6pyP6cTzvnFO/bQ5rGHNo89BGycSWd8kbPFixcrPz9fw4cPV4cOHdS4cWMZAVsPGYahadOmVakowCUj7HDw8oQO85ZK5z8rZP/rDg3PlVQ6/zQjYO60yzCU4IoPWrRMUtDw7wR3vK5u1lUL9q5Xsd9n77Md73LL6/fJbbiU4I5XvbgEFeRn2sOqj2fuVsvEVOWWFNrbWVmPsW1ykzLbalkqu2e0ZVSLSyqcoxt6zXBznMN9n1WjoV8XIgs35Ns6N3RYb7h55aHnhRtibdU3b/daSTplz22kc0MrGn5c2f2yK3ruQs8/fnKOe/q%2BryMa/hzJc3G2ON3hyEv3bNGCnzbo6nO7nBXPE0PlAQCIHhHvg71582a5XC6lpqbq8OHD%2Bu6777Rly5agL8DqyT0dt7bqe3LmcniB%2B2Ybkr1ncagEd7waxNfVra362vVsPLpHyw/%2BoA2Zu4PO9ZmlK1CH3qt5shJr2O/gphcp/mQv93fZByRJPRq0lEuG3DKU4c3T3vxMe5Ewa2/m3JJCPddjjFolpkkqDf/W/FcrWErBoaltchM7hFusVbV/yjkUdGziV/OUvu9r9UptpSS3R4W%2B4rB7N4fuQ13evtShrPnfiQHzxgP3x7bqsoJA6J7Bg5tepGk9b9a0njeXCc%2Bn2lv46mZd7Q9brP2vA%2B8rULj9uit6TFXZ27iyz13o%2Bb1SWynNkyRJEd1/4HNxqu8p7/k5m1T0GBfu%2BEoZRScc27e6pp9T9uEGgPA8brfquOOq9cvjjlO8211xMcBJEfdgr1q1qjrqwFkmtDc5Egv2rj9l33XggmYuw6W2yU303u41MmTIlGkP97YW/npv9xrFB4TyRQdKV962eqal0tBu9YC2TW6iTVl7gxZZ8/p9ZYJbns%2BrWdtX2ItFxbvcipdbhf5iySzt6c3zeeU2DDvwHi3KlVQ61KhBXEJQz64UvEVWuEWoQntBrV%2B4refbOtfqCba%2Bp21yE3vRtud6jLGvV9kewnArW1vfH1hXaM/2qXreQq85qsUlZXqgre8J7JmX5Mg2QVVdDTnS3tVTLQxX2e%2BXKl4tPRa2UaroMd7Qtqfdg30m7q%2B6sXI3AJR1prbpsrbnYlsuVJZhxvBSeIfysnXnF3Nqugw4KNxQcam0pzsxro5u73CZ8vOKtGj/t2W2QQod4tw2uYnWBQwjv7VVXy3Yuz4oeEtS74AVx%2B29rsNI8yTZod9a5Ts0/M7dvSbo/kJDrXVu4PdIv%2B4ZPqrFJXaPuMflVonfHzTUPsnt0bSeN0v6NcwB0fsfAAAgAElEQVRbW4sV%2B32Kd7mD9sYOFyYe2vS%2BMrx5SvMk2WE9NEhb/7Yeb%2BC5pyM0jFZ2uGxcnEsNGybpw%2B%2B/sts8WkLn6Q4Lrm3DiaujnlNd02rz48fzVFLizLy82vacIlh1tDlqN9o89oS2eWpqkvwytWL3j9W6TZe9PZfqMN8/hjRuXK9K389MfdQKgb3JVVFczg9ZU1J%2BSZHe3LpapqR4w6Wfcg5pU9ZeFft9%2BinnUNBe03k%2BrzIDwrUkLdizPux2YIHhum1yExVmH1Cx3yefTPlNvxqe3GLMGuq9IXO3Otdvbt9P4ck9tSUFBWxJdii1Qq1OHAkbVEN/6bfCrVfl/6dj7Xdt7e0tSV6fzz5eXm9duN600N5Z64OG8rYii1R5W1cF9viH29PbsuhA9PXqnm6vaW3bRqk6en/P9GOsbc8pAKBUdW/TFbg9F1BZEc/BBpyQ5Paod2pruWQoNT7JsR9cgSuChzIlFflL5PWXKM/n1brMXfL6SzfYCp2TLZUOPw%2B8Vmi49hhue2Eye4Xt7ANKcMcr3uWWz/Qr1ZMkw5A91Nuak/3dyRAulX4oYM3xtOZoSwoaOn6q%2Bb6h80OtucijWlyiNE%2BSeqe2VpLbY/eaW%2Be3TEy1n3/7Mbnc9hzhwMXIIp1/atU7qsUllZ4XHcn9WOeuz9xlz3cPd/vygz9Ikq5p3vWUc9Nro0jneNdWZ8vjAAAAqAx6sFEjvH6f1mXukluGMovDD6k%2BHdaq31JkK5H3Sm1l/90aum0Nb7Z4jNJ9ra0e33rxCUG9ydb3WEPEA/dDtnp8rdCc7/Pa88ID95GWyh/mXugrVvq%2Br/VTzqGgIdwV9RC2SzknqHfX7g2XdHOrPvaq1JIkU2V6gitaeTyc0%2BnxK%2B%2B64YbnWudaw%2BAD2y/w9kUHNmt0x54acm4HLdr/7Rntxa7qsOIz2WtanUOg6f0FAACxhB5sVCuPqzREhvYqW3tJ%2BxwcdJPo8iiwz7m8cG1IapWYZp%2Bb5knSXRcOsns9Vx/5Sce9%2BarjipdLhlolpinNk6Qbz7/UXqTMkMoMkbZ6jS0l/tJ5Yen7vlZucaHS932tzvWbyyWjdJi6y2338gauGG71PFvX%2BuLwNs3bvVZ5Pq/yfF5tyNytDG%2Be0vd9rYc2va%2B2yU3C9s6Wt/JwYI/ikl82Bz1PxWGGwNeLS5Akmabs%2B3OiRzK0x9qqq21yk6Dj4R6Hde6NLS/V7N6/L/OhgHX7Nc27ljl2pnpSA7fVqu295qxSDQAA4Az3lClTptR0ETXlRHGRFu3%2BtqbLOGu4ZJxcyftXPtOU23CpZWKqsosLyh2%2BfSpuw1Vm2y6P4VbP1FY6WJAtl1F6n8WmL6gHWyf/7nG55QtZyy%2B3pEimTHkMtzrVb6YFe9drS9Z%2BZZcUKqu4QKakAn%2BxzJP3/1yPMWqd3EhLf9miYrN0z%2BvNWft1sCBLuSWFenHbJ1r6yxZ1qN9MdV3xOliQrV6prbQu42dllxTKJ1PFpk9Z3nzdeP6lOpB/XBelnKtfCrL0Q85BHSnKldf0qdBXrHFtB%2BrKczupdXIjSdL07cuV7/PKUGnvdo%2BGLVXoK1aJ6Vd2SaEOFmQr3uVWns%2BrA/nHdeW5nSSVBvgD%2Bcd1dbOu9rUkqXVyI/v61jlN66Qop7hQl6a2Vs%2B0VkHP1dzda%2Bzno8BXrEJfsf18VOSLw9s0fftyxbvcZc6fvn25Mrx5ds1WXQv2rg86Hvg4ducd0/Tty3VhvaYa13Zg0DUD72tw04t05bmd1KZ%2BE9Wt61FhYbHOT0wLel6r4lSPyxLvcuu7rNIpAYHtUhuV91qJRi6XYbc5C9LEBto89tDmsSe0zevW9ciUtD3ziHxm9S1053a5dE5iijwM%2Bo0pSUl1qvT9px2w9%2BzZo88%2B%2B0z//ve/df755ysxMVEZGRmKi4uTO0r2iiNgO6dVYppeuPhGfXZoa5leUFOmcooL7Yic5PbI43LbX9b54YKw9f2hEtzxeqLLtbr2vO767OCv9%2BmSoUtTWyvLmy%2BPy60bz79UE9tdoZT4utp54qg979m6pimpwOe1hxv7zOB%2Bb5cMjW5xiR066ro9OpB/XPk%2Br0xJBwuytT8/U9klhSo2fTqQf1yPdhqha8/rrp5prRTvcmtn7hG7PkPST7mHVGL6daQoV3k%2Br4pNnzwut1LiE8IGHCv8jG7RU%2BPbDVFuSaG25x7WRSnn6mBBtvwy7eeyxPSrrtuj1smNgoJ0eaxzBjZtb9cc6mBBlg4WZOv8xDS5DVdEISw0RId7XKHXCz0e%2BDhOdb1wt1XXL2GnqsPSOrmR6sUnREVwrcxrJVrwi3fsoc1jD20ee8oL2LuzM2TIkNvlqpaveLdbjevWI2DHmKoG7Ii36fL7/ZoyZYo%2B%2BOAD%2Bf1%2BGYahDz74QJ06ddK4cePUuXNnTZo0qUpFnSlnwzZdiS6P8v2/ztd1G0bYkBrKY7jDrogtVbyi962t%2Bmr1kZ%2B0Oz9Dbhn6f636BG1xVd5q24akxJMLbQWeb%2B1xnOT2KMEdr9ziQnlNnzxGaWAM3bPakHRLq75B1wjcpqq8%2BZ5xcS6NX/%2BeThQXyX2yp71Xaiu1Szmn3O2wypuTGrh6dbuUcyq8/9Btq6TSDxosp6o7VOA2WYErelvDfKu6JZaTnJ7be6rrhbuturZyYdum2ovte2IPbR57aPPYE26bLlPS/uOZ1X7fCe54uUuYVRtLqrpNV8QBe8aMGZo%2BfbomTZqk/v3767e//a0%2B/PBDderUSfPmzdPHH3%2BshQsXVqmoM%2BVMBexWiWlqmpAStKdyILdhyG/%2B2quaenJbp16prXS4MEe78zPsa6zP3KV4o7Rn9lQLQQXu5fxd9gFJUuM69bQ3PzMoVNaLS9Ce/AzFu9zq0aClHSp/yjmkDZm71SA%2BUVnF%2BfafFW2HFFiPFTor2le5vNpDFwgL/PvphJq4OJfW5vysBT9t0NXndqmRYFTZDwMquka454HQVxa/hMUe2jz20OaxhzaPPeECtiQdP55f7fcdYVTCWeCMB%2ByhQ4fqd7/7ncaPHy%2Bfz6dOnTrZAXvlypV6%2BOGHtXbt2oovVEvwwzl28B9y7KHNYw9tHnto89hDm8ee8gJ2ZqZzO9EAlqoG7IjHOxw8eFAXX3xx2NsSEhKUl8cLHQAAAAAQeyIO2Kmpqdq/f3/Y23bt2qWmTZtWuSgAAAAAAKJNxAF7wIABmjVrlo4cOWIfMwxDJ06c0HvvvafBgwc7WiAAAAAAANEg4jXnJ02apOuvv14jRoxQ3759ZRiGXnnlFf34448yDEP33HNPddQJAAAAAECtFnEPdpMmTfTBBx/oyiuv1MaNGyVJ3377rfr06aO///3vSk1NdbxIAAAAAABqu9PaNb1Jkyb6y1/%2B4nQtAAAAAABELXZNBwAAAADAARH3YD/xxBPl3mYYhlJSUtSlSxcNGTJE8fHxVSoOAAAAAIBoEXHAXrVqlfLy8nTixAm5XC6lpKQoJydHfr9fycnJ8vv9ys/PV9u2bTVnzhylpaVVR90AAAAAANQqEQ8RnzVrllJSUvS3v/1N3377rdauXatvv/1Wf/3rX1WvXj3NmTNHc%2BfOVWZmpl588cXqqBkAAAAAgFon4h7sZ555RrfffruuvfZa%2B1h8fLyuu%2B46HT9%2BXFOnTtW8efN055136q233nK0WAAAAAAAaquIe7A3b96sdu3ahb2tXbt22rp1qySpQ4cOOn78eNWqAwAAAAAgSkQcsJOSkrR%2B/fqwt61fv15JSUmSpKKiIvvvAAAAAACc7SIeIj5ixAi98cYbMgxDV111lRo1aqRjx45pyZIlmj17tm6%2B%2BWZJ0tatW3XBBRc4XjAAAAAAALVRxAF78uTJOnz4sKZPn64ZM2bYx03T1FVXXaUHH3xQktS1a1f17dvXuUoBAAAAAKjFIg7YHo9HL7/8sn788Udt2LBBWVlZatCggXr16qX27dvb5/Xr18/RQgEAAAAAqM0iDtiW9u3bBwVqAAAAAABi2WkHbEnKzs5WYWFhmeNNmzatymUBAAAAAIg6pxWwX3/9db377rvKyMgIe/sPP/xQpaIAAAAAAIg2EW/T9dFHH2n69Om68cYbZZqm7rzzTo0dO1ZNmjTR%2Beefr6eeeqo66gQAAAAAoFaLOGDPnTtXd911l8aPHy9JGjZsmCZPnqxly5YpMTFRJ06ccLxIAAAAAABqu4gD9p49e9S9e3e5XKXfWlJSIkmqW7euxo4dq3/84x/OVggAAAAAQBSIOGDHxZVO2zYMQ8nJyTp06JB9W2pqqg4fPuxcdQAAAAAARImIA3bLli3tEN25c2ctXLhQPp9Pfr9fCxcuVLNmzRwvEgAAAACA2i7igN2vXz%2BtW7dOkjRu3DitWbNGPXv2VJ8%2BfbR06VKNHTvW8SIBAAAAAKjtIt6m67777rP/ftlll%2Bm9997Tv/71LxmGoUGDBunyyy93tEAAAAAAAKJBRAHb6/Xqn//8p3r06KE2bdpIknr06KEePXpUS3EAAAAAAESLiIaIezweTZkyRRkZGdVVDwAAAAAAUSniOdgtWrTQsWPHqqMWAAAAAACiVsQB%2B9Zbb9Xs2bOVl5dXHfUAAAAAABCVIl7kbM%2BePcrIyNCQIUN02WWXqXHjxjIMw77dMAw98sgjjhYJAAAAAEBtF3HAnjNnjv33pUuXlrmdgA0AAAAAiEURB%2BytW7dWRx0AAAAAAES1iAO22%2B2ujjoAAAAAAIhqEQdsy5o1a7Ru3TodP35cd999t84991xt3bpVzZo1U8OGDZ2sEQAAAACAWi/igF1YWKgJEyboP//5j0zTlGEYGjNmjM4991y9/vrratasmR5%2B%2BOHqqBUAAAAAgFor4m26XnrpJX377bd68cUXtWHDBpmmad/Wr18/rVmzxtECAQAAAACIBhH3YC9dulSTJk3S8OHD5fP5gm4799xz9csvvzhWXKiFCxdq7ty52rVrl5KTk9WtWzfNnDmz2u4PAAAAAIDKijhgZ2RkqF27dmFvc7vdKiwsrHJR4UybNk3vvPOO7r77bnXr1k3Z2dlavXp1tdwXAAAAAACRijhgN23aVDt27FCfPn3K3Pbjjz/qvPPOc6SwQDt37tSMGTP0%2Buuvq1%2B/fvbxoUOHOn5fAAAAAACcjojnYA8dOlQzZszQtm3b7GOGYejgwYN69913NWzYMEcLlKT09HS1aNEiKFwDAAAAAFCbRByw7733XqWmpur666/XmDFjZBiGHn/8cY0cOVL169fXuHHjHC/y22%2B/Vbt27fTaa6%2Bpb9%2B%2B6ty5s2655Rb98MMPjt8XAAAAAACnI%2BIh4snJyVqwYIHeeecdrVy5Us2aNZPL5dIdd9yhO%2B64Q3Xr1nW8yKNHj2rr1q3avn27nnrqKcXHx%2BvVV1/VHXfcoU8//VQpKSmnfW23O%2BLPGBClrLamzWMHbR57aPPYQ5vHHto89pTX5nFxvAZQ%2Bxhm4D5btdSVV16pPXv2aPHixbrwwgslSUeOHNEVV1yhSZMm6c4776zhCgEAAACcKaZpyjCMmi4DKCPiHuznn39eo0aN0gUXXFAd9YRVv359NWrUyA7XktSkSRNdcMEF2rFjR5WunZNTIJ/PX9USEQXcbpdSUurS5jGENo89tHnsoc1jD20ee0LbPCWldMRsTk5%2BDVeGs1HDhklV%2Bv6IA/acOXP05ptvqlu3bho9erSGDx%2Bu5OTkKhVRkTZt2oTdX9s0TblcVRsa4vP5VVLCD%2BdYQpvHHto89tDmsYc2jz20eewJbXPaH7VRxOl09erVeuyxx%2BT1evXEE0%2Bof//%2Bevjhh7V%2B/frqqE%2BSNGjQIB07dkw//fSTfezw4cP6%2Beef1b59%2B2q7XwAAAAAAKqtKc7B//PFHpaena/HixcrIyFDz5s01atQoTZgwwcka5fP5dMMNNygvL0/33XefPB6PXnvtNWVkZGjZsmVKTEw87WsfP57Hp18xIi7OpYYNk2jzGEKbxx7aPPbQ5rGHNo89oW2emlo6hDczM6%2BGK8PZqHHjelX6/iqNr27fvr0effRRrVq1StOmTZPP59Orr75apYLCcbvdeuONN9S5c2c9%2BeSTmjx5sho1aqR33nmnSuEaAAAAAACnRDwHO9S%2BffuUnp6ujz/%2BWIcOHVKTJk2cqKuMtLQ0vfDCC9VybQAAAAAAquq0AnZBQYGWLVum9PR0ffXVV4qLi9PgwYM1ZcoU9e/f3%2BkaAQAAAACo9SIO2I899piWLVum/Px8dejQQY899piuueYaNWjQoDrqAwAAAAAgKkQcsJcvX65Ro0Zp9OjR6tChQ3XUBAAAAABA1Ik4YK9evVrx8fHl3p6ZmanU1NQqFQUAAAAAQLSJeBXxcOHaNE2tXLlSEydO1IABAxwpDAAAAACAaFKlVcT37t2rDz/8UB999JGOHj2q%2BPh4DRs2zKnaAAAAAACIGhEH7KKiIi1dulQffvihvvrqK5mmKcMw9Pvf/17jxo1Tw4YNq6NOAAAAAABqtUoH7M2bN%2BuDDz7QkiVLlJeXp7p16%2Bp3v/udhg0bprvuuktDhgwhXAMAAAAAYlalAvY111yjHTt2SJK6d%2B%2Bu0aNH6%2Bqrr1ZiYqJyc3OrtUAAAAAAAKJBpQL29u3bZRiGBg4cqMmTJ6tt27bVXRcAAAAAAFGlUquIP/bYY2rfvr1WrFiha665RjfeeKMWLlyoEydOVHd9AAAAAABEhUoF7Ntuu00ff/yxFi5cqDFjxujnn3/WE088of79%2B%2BuJJ56QYRgyDKO6awUAAAAAoNaKaB/sLl266KmnntKXX36pqVOnqnPnzvrkk09kmqb%2B%2BMc/6q233tLx48erq1YAAAAAAGqtiAK2pU6dOvrtb3%2BruXPn6pNPPtG4ceNUUFCgv/3tbxo0aJDDJQIAAAAAUPudVsAO1LJlSz3wwANasWKFZsyYof79%2BztRFwAAAAAAUaXS%2B2BXxOVyafDgwRo8eLBTlwQAAAAAIGpUuQcbAAAAAAAQsAEAAAAAcAQBGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHELABAAAAAHAAARsAAAAAAAcQsAEAAAAAcAABGwAAAAAABxCwAQAAAABwAAEbAAAAAAAHRGXAzsvL04ABA9S%2BfXtt2bKlpssBAAAAACA6A/b06dPl8/lqugwAAAAAAGxRF7B37typ%2BfPna%2BLEiTVdCgAAAAAAtqgL2H/5y1900003qXXr1jVdCgAAAAAAtqgK2MuWLdO2bds0YcKEmi4FAAAAAIAgcTVdQGUVFBRo6tSpeuCBB5ScnOzYdd3uqPqMAVVgtTVtHjto89hDm8ce2jz20Oaxp7w2j4vjNYDaJ2oC9owZM5SWlqZRo0Y5et2UlLqOXg%2B1H20ee2jz2EObxx7aPPbQ5rEnsM1N01TDhkk1WA0QXlQE7AMHDuitt97Sa6%2B9phMnTkiS8vPz7T/z8vKUlHR6b7CcnAL5fH7HakXt5Xa7lJJSlzaPIbR57KHNYw9tHnto89gT2uZW0M7Jya/hynA2quoHN1ERsPfv36/i4mKNGzeuzG233XabunXrpvfff/%2B0ru3z%2BVVSwg/nWEKbxx7aPPbQ5rGHNo89tHnsCW1z2h%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%2B66aab5HLxGQEAAAAAoOZFRcB%2B%2B%2B231axZM/3P//yP0tLStG7dOv3lL3/Rvn379PDDD9d0eQAAAAAAREfAnjlzplJTU%2B1/9%2BnTR/n5%2BZo3b57uv/9%2BeTyeGqwOAAAAAIAomYMdGK4tHTp0UFFRkbKysmqgIgAAAAAAgkVFwA7n66%2B/VoMGDZSWllbTpQAAAAAAEB1DxENt2bJF6enpmjBhgtxud5Wu5XZH7WcMiJDV1rR57KDNYw9tHnto89hDm8ee8to8Lo7XAGofwzRNs6aLiMTRo0c1ZswYNW3aVHPnzlV8fHxNlwQAAADgDDJNU4Zh1HQZQBlRFbBzc3N16623qqioSPPnz1fDhg2rfM2cnAL5fH4HqkNt53a7lJJSlzaPIbR57KHNYw9tHnto89gT2uYpKXUllf4eDzitYcOkKn1/1AwRLyoq0j333KNjx45pwYIFjoRrSfL5/Cop4YdzLKHNYw9tHnto89hDm8ce2jz2hLY57Y/aKCoCdklJie677z5t27ZN7733npo3b17TJQEAAAAAECQqAvaf/vQnffHFF3rooYdUWFiob775xr6tbdu2Sk5OrsHqAAAAAACIkoD95ZdfSpKee%2B65Mre9%2B%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%2BtwsLCmi4LAAAAAABJUlxNF1AZOTk5uv3229WsWTO98soryszM1LPPPqusrCw9//zzNZYZYHoAABQ5SURBVF0eAAAAAADREbD/8Y9/KCcnRx9//LFSU1MlSW63W5MnT9Y999yjNm3a1HCFAAAAAIBYFxVDxFetWqW%2Bffva4VqShg0bJo/Ho5UrV9ZgZQAAAAAAlIqKgL1z584yvdQej0ctW7bUzp07a6gqAAAAAAB%2BFRVDxHNycpSSklLmeEpKirKzs6t07fr168o0q3QJRAnDKP2TNo8dtHnsoc1jD20ee2jz2BPa5i6XIb/fVFxcVPQVIsZERcAuj2maMqx33GlyuXhjxhraPPbQ5rGHNo89tHnsoc1jT2Cbu92GGjZMqsFqgPCi4idTSkqKcnJyyhzPzc0N27MNAAAAAMCZFhUBu02bNmXmWnu9Xu3du5cVxAEAAAAAtUJUBOwBAwZo7dq1On78uH3ss88%2Bk9fr1cCBA2uwMgAAAAAAShmmWfuXh8jJydHIkSPVvHlzjR8/XhkZGZo6dar69eun559/vqbLAwAAAAAgOgK2JO3atUtPP/20vv76ayUkJGjkyJGaPHmyEhISaro0AAAAAACiJ2ADAAAAAFCbRcUcbAAAAAAAajsCNgAAAAAADiBgAwAAAADgAAI2AAAAAAAOIGADAAAAAOAAAjYAAAAAAA6IuYC9a9cujR07Vt27d1ffvn319NNPq7CwsKbLQoD09HS1b9%2B%2BzNfzzz8fdN7KlSv129/%2BVl26dNHQoUM1b968sNd78803NWTIEHXp0kWjR4/WunXrypxz4sQJPfnkk%2Brdu7d69Oihu%2B%2B%2BWwcOHChzHq%2BfqtuzZ4%2BefPJJXXfdderYsaNGjhwZ9rza3L6VrQ2lKtPmjzzySNj3/apVq8qcS5vXfkuXLtX48eM1cOBAde/eXddcc43mz58vv98fdB7v87NHZdqc9/nZZfXq1brlllvUp08fde7cWVdccYWeffZZ5ebmBp3H%2Bxwxx4wh2dnZZv/%2B/c0bb7zRXLlypfnRRx%2BZl156qfnggw/WdGkI8OGHH5rt2rUzV61aZW7atMn%2B%2BuWXX%2BxzNm7caHbs2NF89NFHzTVr1pivvfaaedFFF5nvv/9%2B0LVmz55tdurUyZw9e7b5n//8x7z//vvNLl26mNu2bQs6b9y4cebll19uLlq0yPziiy/M3/3ud%2BbQoUPNgoIC%2BxxeP8747LPPzAEDBpgTJ040R44caY4YMaLMObW5fStbG35VmTZ/%2BOGHzSuuuCLoPb9p0yYzJycn6DzaPDrccMMN5n333WcuXrzYXLNmjfnSSy%2BZHTt2NKdOnWqfw/v87FKZNud9fnZZtGiR%2Bfzzz5uffvqpuXbtWnPu3LnmpZdeat5xxx32ObzPEYtiKmDPmjXL7Natm5mRkWEf%2B%2Bc//2m2a9fO3LFjRw1WhkBWwA5sp1Bjx441r7/%2B%2BqBjjz/%2BuHn55ZebPp/PNE3TLCoqMi%2B55BLzr3/9q31OSUmJOXz4cPO///u/7WPffPON2a5dO3PFihX2sQMHDpgdO3Y058%2Bfbx/j9eMMq31Ms/SXrXBhqza3b2VqQ7DKtHl5xwPR5tEj3M/vZ555xuzSpYtZVFRkmibv87NNZdqc9/nZb8GCBWa7du3MQ4cOmabJ%2BxyxKaaGiK9atUp9%2B/ZVamqqfWzYsGHyeDxauXJlDVaGSHi9Xq1du1YjRowIOn7NNdfo6NGj%2Bv777yVJGzduVG5ubtBwVLfbrauvvlorV66UaZqSSocHpaSkaMCAAfZ5zZo108UXXxz0uuD14wyX69Q/dmpz%2B1a2NgSrqM0rizaPHoHPqaVDhw4qKipSVlYW7/OzUEVtXlm0eXRr0KCBJKmkpIT3OWJWTAXsnTt3qk2bNkHHPB6PWrZsqZ07d9ZQVSjPyJEj1aFDB11xxRWaNWuWfD6fJGnv3r0qLi7WBRdcEHR%2B27ZtJcluS%2BvP0PPatGmjvLw8HT582D6vdevWMgyjzPUCXxe8fs6M2ty%2Bla0Np2fv3r3q2bOnOnfurFGjRunzzz8Pup02j25ff/21GjRooLS0NN7nMSKwzS28z88%2BPp9PRUVF2rp1q1577TUNHjxYzZs3532OmBVX0wWcSTk5OUpJSSlzPCUlRdnZ2TVQEcJp3LixJk6cqG7duskwDC1fvlwvvfSSDh8%2BrCeffNJuq9C2tP5t3Z6TkyOPx6OEhISg8%2BrXry9JysrK0jnnnKOcnBzVq1evTB2hrwteP2dGbW7fytaGyHXo0EFdunRR27ZtlZubq7///e%2BaMGGCXn75ZV111VWSaPNotmXLFqWnp2vChAlyu928z2NAaJtLvM/PVoMHD7ZDcP/%2B/fXiiy9K4v9zxK6YCtjlMU2zzKdhqDn9%2B/dX//797X/369dPderU0Zw5c3T33Xfbx8trs8Dj4c6xhhpVdN6pjodej9eP82pz%2B1blegjv9ttvD/r3kCFDdNNNN%2BmVV16xf/GWaPNodPToUU2aNEldunTRnXfeGXQb7/OzU3ltzvv87PT6668rPz9fO3bs0PTp03X33Xfr7bfftm/nfY5YE1NDxFNSUpSTk1PmeG5ubthPulB7DB8%2BXD6fTz/88IP9iWbop4tW21ptmZKSoqKiIhUVFYU9z7pOea%2BL0E9Aef2cGbW5fStbG6rO5XLpyiuv1M6dO%2B2tVWjz6JObm6s777xTCQkJmjFjhuLj4yXxPj%2Bbldfm4fA%2BPztcdNFFuvjiizVmzBi9%2BuqrWrdunT777DPe54hZMRWw27RpU2ZOhdfr1d69e8vM1UDt1bJlS8XHx%2Bvnn38OOr5jxw5JstvS%2BjO0zXfu3KmkpCQ1bdrUPm/Xrl32J6WB1wt8XfD6OTNqc/tWtjY4I7TNaPPoUlRUpHvuuUfHjh3T7Nmz1bBhQ/s23udnp1O1eXl4n59dOnToILfbrb179/I%2BR8yKqYA9YMAArV27VsePH7ePffbZZ/J6vRo4cGANVoaKLFmyRG63Wx07dpTH41GfPn20dOnSoHMWL16sxo0bq2PHjpKkiy%2B%2BWPXq1dOSJUvsc3w%2Bn5YuXaqBAwfaw38GDhyonJwcrV692j7v4MGD2rhxY9DrgtfPmVGb27eytaHq/H6/PvnkE1144YX2vDzaPHqUlJTovvvu07Zt2zR79mw1b9486Hbe52efito8HN7nZ59NmzbJ5/PpvPPO432OmOWeMmXKlJou4ky58MIL9eGHH2r16tVq2rSpNm3apGeeeUZDhw7VTTfdVNPl4aSxY8fqyJEjOnHihPbs2aO33npL8%2BbN06233mrP0WrRooVmzpypgwcPKikpSYsWLdLbb7%2BtRx99VJ07d5ZUusWD2%2B3WzJkzlZCQoKKiIr388svatGmT/va3v6lRo0aSpHPOOUffffedFixYoKZNm%2BrgwYN68sknlZCQoD/96U%2BKiytdqoDXjzMKCgr0f//3f9qxY4f%2B/e9/69ixYzrnnHO0Y8cOpaamqm7durW6fStTG4JV1OaZmZmaMGGCiouLlZubq61bt%2Brpp5/Wpk2b9NRTT9k9CbR59JgyZYoWL16s%2B%2B67T02aNNGhQ4fsr%2BTkZHk8Ht7nZ5mK2vzo0aO8z88y9957r/bu3avc3FwdOnRIn3/%2BuZ555hm1aNFCjzzyiNxuN%2B9zxKYztN92rfHzzz%2Bbf/jDH8xu3bqZvXv3Nv/85z%2BbBQUFNV0WAvz5z382r7zySrNr165m586dzZEjR5pz5swx/X5/0HkrVqwwr732WrNTp07mFVdcYb733ntlruX3%2B8033njDHDRokNm5c2dz1KhR5po1a8qcl5ubaz7%2B%2BONmr169zO7du5t33XWXuX///jLn8fqpun379pnt2rUL%2B7V27Vr7vNrcvpWpDb%2BqqM2PHz9u3n333Wb//v3NTp06md27dzdvueUWc9WqVWWuRZtHh8GDB/M%2BjzEVtTnv87PPrFmzzOuuu87s0aOH2b17d3PEiBHmSy%2B9ZObm5gadx/scscYwzZCJDAAAAAAAIGIxNQcbAAAAAIDqQsAGAAAAAMABBGwAAAAAABxAwAYAAAAAwAEEbAAAAAAAHEDABgAAAADAAQRsAAAAAAAcQMAGAAAAAMABBGwAiHHp6elq3769/dWxY0f169dP999/v3bv3l3jde3fv/%2BU502bNk3t27c/Q1VVbOXKlZo2bVrY29q3b68//elPZ7giAABwpsTVdAEAgNrh2Wef1QUXXKCioiJt3LhRM2fO1Lp167R06VLVr1%2B/psuLGitXrtS8efM0ceLEmi4FAACcYQRsAIAk6cILL1SXLl0kSb1795bP59O0adP0%2Beefa/To0TVcHQAAQO3HEHEAQFhW2M7IyChz25IlS3TjjTeqe/fu6tGjh8aOHavvv/8%2B6JwtW7bo/vvv15AhQ9S1a1cNGTJEDzzwgA4cOFDmet98841uuukmdenSRf369dMLL7ygkpKSKtVfmRofeeQR9ejRQ3v27NGdd96pHj16aODAgZo6daq8Xm/QuYcOHdKkSZPUo0cP9ezZUw8%2B%2BKA2b96s9u3bKz093b7evHnzJClo2H3oMPePP/5Yw4cPV7du3XTttdfqiy%2B%2BCLo9MzNTTzzxhAYOHKjOnTurT58%2Buummm/Sf//ynSs8JAACoXvRgAwDCskJhq1atgo7PnDlTL730kkaNGqV77rlHxcXFevPNN3XzzTdr4cKFatu2rSTpwIEDat26tUaMGKH69evr6NGj%2Bvvf/67rr79e//rXv5SamipJ2rFjh37/%2B9%2BrefPmmjp1qhISEjR//nwtXrz4tGuvbI2SVFxcrHvuuUfXX3%2B9/vCHP2jDhg2aPn26kpOTde%2B990qS8vPzddtttyk7O1uTJ0/W%2Beefr9WrV%2Bv%2B%2B%2B8Put/x48crPz9fn3zyiRYsWGAfb9Kkif33FStWaMuWLZo0aZISExM1e/Zs3XvvvVq2bJlatGghSXrooYf0/fff6/7771erVq2Uk5Oj77//XllZWaf9nAAAgOpHwAYASJL8fr9KSkrsOdgzZsxQr169NGTIEPucgwcPatq0abrlllv0%2BOOP28cvu%2BwyDRs2TK%2B%2B%2BqpeeuklSdJVV12lq666yj7H5/Np0KBBuvzyy7V48WLddtttkqTXXntNpmlqzpw5atSokSRp0KBBGjly5Gk9jkhqlEoD9sSJEzV8%2BHBJUt%2B%2BffXdd99p8eLFdsD%2B6KOPtGfPHr3xxhsaMGCAJKlfv34qKCgICtItW7a0H0P37t3D1ldUVKS3335bycnJkqROnTqpf//%2BWrp0qcaNGydJ2rhxo2644QaNGTPG/r7f/OY3p/V8AACAM4eADQCQpKAwJ0lt2rTR9OnTFRf3638VX375pUpKSnTdddcFDeGuU6eOevXqpXXr1tnH8vLyNH36dH366ac6cOCAfD6ffdvOnTvtv69bt059%2B/a1g6kkud1uXX311Xr11VcjfhyR1ChJhmEEfYgglQ7vXrt2rf3vDRs2KCkpyQ7XlpEjRwYF7Mro3bu3Ha4lqVGjRkpLSwsaOt%2B1a1d99NFHatCggS677DJ16tRJ8fHxEd0PAAA48wjYAABJ0l//%2Ble1adNGeXl5WrJkiRYsWKAHHnhAs2fPts85duyYJOn6668Pew2X69elPR588EGtXbtW48ePV5cuXZSUlCTDMDRu3DgVFRXZ52VlZQWFa0u4Y5URSY2SVLduXdWpUyfomMfjqVSNaWlpEdfXoEGDMsdC7%2B9///d/NWPGDH3wwQd6%2BeWXlZiYqKFDh%2Bqhhx5S48aNI75PAABwZhCwAQCSSnusrYXN%2BvTpI7/fr4ULF2rZsmX2UO%2BGDRtKkl555RU1a9as3Gvl5uZqxYoVuvfee%2B1hz5Lk9XqVnZ0ddG6DBg3sUBwo3LHKqGyNkWjQoIE2b95c5vjp1liR1NRU/fGPf9Qf//hH/fLLL1q%2BfLleeOEFZWRk6M0336yW%2BwQAAFVHwAYAhPXQQw/p008/1SuvvKIrr7xSLpdL/fr1U1xcnPbu3athw4aV%2B72GYcg0TXk8nqDjCxcuDBoqLpUOmV6%2BfLmOHTtm9xL7fD4tWbLktOqubI2R6NWrl5YuXaqVK1dq4MCB9vF//etfZc61HnNhYaESEhKqfN/NmjXTLbfcojVr1mjjxo1Vvh4AAKg%2BBGwAQFj169fXuHHj9Nxzz2nRokX6/9u7f1f64jiO48/L4Pp1ZVDklrrqWmRQNtlkOV0ZDVhwu6lrY5KJ0k2ZbLodXJPFYCRhkMFy/wRsNoNyb/lO31v6JpdOX99vPR/z5/R%2Bra9z3n3O5OQkyWSSfD7Pzs4O9/f3jI2NkUgkeHp6olwu09zcTD6fp62tjZGREfb29ujs7KS3t5fb21uOj49JJBLv5uRyOc7Pz5mbm2NpaYl4PE6pVOLl5eVbuevN%2BBVTU1OEYcjKygrLy8v09fVxeXnJ9fU18H7tPJ1OA9QuRGtoaGBgYOCPlw0feX5%2BZnZ2liAISKVStLa2Ui6Xubq6Ynx8/Eu5JUnS32XBliR9aGZmhlKpxO7uLkEQ0NjYSDabpb%2B/n/39fU5PT3l9faWrq4vBwUGmp6drz25vb7OxsUGhUKBarTI8PEyxWCSbzb6bkU6nKRaLbG1tsbq6SkdHB5lMhomJCdbW1r6Vu96M9WppaSEMQzY3NykUCsRiMUZHR1lfX2dxcZH29vba2SAIuLu74%2BjoqHZD%2BtnZGclksq5ZTU1NDA0NcXJywuPjI9VqlZ6eHhYWFpifn/9ydkmS9PfE3t7e3n46hCRJ/6Pf/9u%2BuLigu7v7p%2BNIkqQf5hdsSZLqcHh4CEAqlaJSqXBzc8PBwQGZTMZyLUmSAAu2JEl1icfjhGHIw8MDlUqltrady%2BV%2BOpokSfpHuCIuSZIkSVIEGj4/IkmSJEmSPmPBliRJkiQpAhZsSZIkSZIiYMGWJEmSJCkCFmxJkiRJkiJgwZYkSZIkKQIWbEmSJEmSImDBliRJkiQpAhZsSZIkSZIi8AuCjM0TXtuwLAAAAABJRU5ErkJggg%3D%3D">
+
+<br>
+<br>
+<br>
+<br>
+
+<h3 id="Read_lengths_vs_Average_read_quality_plot_using_a_kernel_density_estimation">Read lengths vs Average read quality plot using a kernel density estimation</h3>
+<img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA9gAAAPWCAYAAAAbIDABAAAABHNCSVQICAgIfAhkiAAAAAlwSFlzAAAPYQAAD2EBqD%2BnaQAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDMuMC4yLCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvOIA7rQAAIABJREFUeJzs3Xl8U1X%2B//F30qZ7KTtllR0RUZFFGEVAQWRHUBw3xNFRRASXUcZR0UFGQFBcGH8KyqA4IqKAVAG/IiiiAsoiDPtSkIIU2tKNLmma/P4ovSZtmqWkLTWv5%2BOhjyYpNyc3Te5933PO55gcDodDAAAAAADgvJirugEAAAAAAPwRELABAAAAAAgAAjYAAAAAAAFAwAYAAAAAIAAI2AAAAAAABAABGwAAAACAACBgAwAAAAAQAARsAAAAAAACgIANAAAAAEAAELCB8zR79my1a9dO7dq109NPP33e27PZbMb22rVrp5MnTwaglXAW6PcMAKq7GTNmGN%2BLU6ZMqerm/GGMGDHC2K%2BrV692%2Bzv79%2B83fqdTp06V3MLq6YMPPjD22QMPPFDVzQFchFZ1A3Bh%2BPvf/65ly5aV%2BbjFYlFMTIzi4%2BPVoUMH9e3bV9dee61CQkIqsZUAgs3Ro0d1ww03GLfNZrPWrl2rhg0bVmGrAAAA3KMHGz4pKCjQmTNntGfPHn3yyScaO3asBg8erB07dlR10xDEjh49alzBvuSSS6q6OagAJS/82e12ffbZZ1XUGgCoOhMmTDCOee%2B%2B%2B25VNydo8T7AG3qwUUpcXJw6duzocp/ValVycrKOHj1q3Hf48GHdfffdeu%2B993TZZZdVdjMB/ME5HA6tWLGi1P3Lli3T2LFjq6BFAAAAnhGwUYqnK3LHjh3TzJkz9eWXX0qScnJy9I9//EMrVqyQ2cyACACBs2nTJh0/flyS1KJFC1mtVh0/flxHjhzR9u3bdcUVV1RxCwHg/LVt21b79u2r6mYACBASEfzStGlTvfbaa%2BrTp49x34EDB/Tdd99VYasA/BE5Dw8fOnSohgwZ4vYxAACACwUBG34zmUyaMGGCy30bN26sotYA%2BCPKycnR//3f/0kq%2Bs4ZMmSIhg4dajy%2BatUqWa3WqmoeAACAWwwRR7m0b99eUVFRysnJkSRjGKevNm7cqC%2B//FI//fSTTp8%2BrbNnz6pWrVpq3bq1%2BvTpo5tvvllRUVE%2BbevAgQPasGGDtmzZooMHD%2BrUqVPKz89XbGys4uPj1blzZw0dOlSXX365X2202%2B1asWKFEhIStG/fPmVkZKhevXpq3bq1brrpJt1www0XVBX1Q4cO6fPPP9f333%2BvEydOKD09XTExMWrSpImuueYa3XLLLWrcuLHHbThXbA4JCdHu3bslSadOndKSJUu0Zs0anThxQnl5eapXr566du2q0aNHq3379j63s6CgQEuXLtXKlSt18OBBZWZmut2vs2fP1ltvvSVJuvnmm/Wvf/3L2MaSJUv0zDPPuGy3sLBQ7dq1c/ucEydO1Lhx47y27eeff9bixYv1yy%2B/6OTJk4qIiFCzZs103XXXafTo0YqJifHpNW7fvl3Lly/X9u3bdfz4cZ09e1ahoaGqUaOGGjVqpIsvvlhdu3bVddddp%2BjoaJ%2B2WdKaNWv00EMPSZIiIyP1ww8/%2BPyZmTNnjt544w1JRVNC3M1zzs/P18qVK7VmzRrt2bNHZ86cUX5%2BvsLDw1W3bl01a9ZMl156qXr16qUrr7yyXK/Bky%2B//NL4funUqZOaNm0qSerQoYN27dqljIwMff311xowYECZ27Barbr66quVmZkpSXrllVc0aNAgn57/yJEj6t%2B/v3H7iy%2B%2BUOvWrcv8/QMHDhifv99%2B%2B00ZGRmKjY1VkyZN1LNnT40aNUrx8fEen3P//v1GL31UVJS2bdsmqehzuXTpUn333Xc6efKk0tLSFBkZaTzu/Hp//PFHbdy4Uf/73/%2BUmJiojIwMmc1mxcXFqU2bNurevbtGjRqluLg4n/ZDsV9//VWLFi3S%2BvXrdeLECZnNZsXHx6tHjx7685//bOybq666Sunp6ZKkTz75pFQ9j4rad/443/3s7Pvvv9f//d//6eeff1ZKSorOnj2r2rVrq02bNurTp49GjhypyMhIn9q1b98%2BbdiwQVu3btXBgwd1%2BvRp41jWsGFDde7cWcOHD9ell17q1%2BstLCzU8uXLlZCQYHzn1q1bV23bttWIESPUt2/fCp/i5WsbZsyYofnz50uS7rjjDk2ePLnUttatW2fUYGjTpo0%2B//xzr8/vy3aLJScna/369dq8ebP279%2BvEydOKCcnR1FRUapdu7auuOIK9evXT9dff71MJlN5dkcpZf1NFnP%2BXBV76aWX9NJLL5XaVvG/LygoUO/evZWSkiKpaB8MHz7cp/YkJibqxhtvNG6vXr1aLVq08Os1FXO37x0Oh77%2B%2BmstXbpUe/fu1enTp1WjRg21bt1agwcP1k033aTQ0MBHlKSkJC1btkwbNmxQUlKSMjIyjOPy1VdfrREjRuiiiy4q89%2BX531AcCJgo1xMJpNiY2ONE%2BCsrCyf/l1SUpKeffZZ/fDDD6UeO3XqlE6dOqUffvhBc%2BfO1Ysvvqhrr73W4/aGDh1a5rylM2fOGJXPP/jgA914442aNm2aTyEkOTlZEydOLPXlePz4cR0/flzffvutevTooVdeecXrtipaXl6epk%2Bfro8//liFhYUujxXvg507d2r%2B/PkaP3687r//fr%2B2//XXX%2Bupp55SRkaGy/3Hjh3TsWPHtHz5cj355JO65557vG4rMTFREyZM0P79%2B13ur%2Br9arVaNW3aNH344Ycu9%2Bfn52vnzp3auXOnPvroI7377rtq06aNx%2B384x//UEJCQqnHCgsLdfr0aZ0%2BfVq//PKLFi9erD59%2BhgXEfzVq1cv1axZU%2Bnp6crNzdWaNWtceng9%2BeKLL4yfnYddF9u9e7ceeeQRl6KGxXJycvTrr7/q119/1YYNG/TWW2/pjTfecFlKKxBKDg93/nnXrl2SpOXLl3sM2GFhYerfv7%2BWLFkiSUpISPA5YDu/h5dcckmZ4TonJ0cvvviiPv30U9ntdpfH0tLSlJaWph07dmj%2B/Pl65JFHNGbMGJ%2Bev9h///tfTZ8%2B3Wtv/bfffqu//e1vxsWEkvLy8pScnGy8Z5MnT9awYcN8bsNLL72kvLw8l/sPHjyogwcP6qOPPtKkSZN01113%2BfaizqnofecPX/dzsaNHj%2BqZZ57R5s2bSz2WnJxs7Ot58%2BZp%2BvTp6tGjR5nbKigo0E033aQDBw64fbz4e3z37t1auHChBg8erH/961%2BKiIjw2s7jx49rwoQJ%2Bt///lfq/uPHj2vdunW69tprNWvWLK/bKq8LoQ2%2BeuaZZ9z%2BPUpSZmamMjMzdeTIES1fvlwdOnTQ66%2B/riZNmlRBS72zWCwaMWKE5s6dK0n69NNPfQ7Yn3zyifFzly5dyh2u3cnKytKTTz6ptWvXutyfkpKilJQUbdy4UYsWLdJrr71mXFg9Xw6HQ2%2B%2B%2Babefvtt5efnuzyWmpqq1NRU7dy5U%2B%2B%2B%2B67uuecePfroo9QVwnkhYKNcHA6Hy4mcL71we/fu1X333afTp08b90VFRal169aKjIzUqVOnlJiYKEk6ffq0xo0bp9mzZ6tfv35lbtM5XFssFjVv3lw1a9aU2WxWamqqEhMTjdC5evVqnT59WgsXLvTY85yWlqYxY8bo8OHDxn1hYWFq27atIiMjlZiYqJSUFP3444966KGH1KVLF6%2BvvaJkZmbq/vvvd7kQEBoaqlatWqlWrVrKzMzU/v37ZbPZlJ%2Bfr5dffllnzpzRpEmTfNr%2Bhg0bNH78eNntdlksFrVp00axsbE6efKkEb7sdrumT5%2Bupk2bqm/fvmVu6/jx47r77ruVnJxs3BcREaE2bdooIiJCR48e1alTp3zar/Hx8brmmmuUl5enn3/%2BWVLRRZ%2Brr77a7e83a9bM4%2Bt8%2BumnjV7cWrVqqXnz5jKbzTpw4IDxd56cnKy//vWv%2Bvzzz8vsyX7yySe1atUq43ZoaKhatmypWrVqyeFwKCMjQ0eOHDEO8A6Hw2O7PLFYLOrfv78WL14sqSgQ%2BhKwd%2B3aZfxtm0wmDR482OXx5ORk3XPPPS5X6ePi4tS8eXNFR0crNzdXp06d0okTJ4z2uzsZPR/Hjx83govFYnEJ0YMGDdJLL72kwsJCbdiwQSkpKapbt26Z2xoyZIgRsDds2KAzZ86oVq1aXtvg3Cvm7iKEVBR87r//fpflCi0Wi1q1aqWaNWsqIyND%2B/fvV2FhoXJzczVt2jSdOXNGjz76qNfnl4pGakyZMsXYbuvWrRUbG6vTp0%2B7fI4k6cSJEy7fyTVr1lTTpk0VExOj/Px8/frrr0ZPVnZ2tp588kkVFhZqxIgRHtvw3//%2B12hDsfj4eDVr1ky5ubnav3%2B/8vPzNXXqVL9GY1T0vvOHP/tZKvoM3XfffUpLSzPui46OVuvWrRUREaHk5GQdOXJEknTy5En99a9/1b///W/16tXL7fPb7XaXcG2xWNSiRQvFxcXJbDYrJSVFiYmJxufs888/V0pKiv7zn/94DAEpKSkaM2aMfv31V%2BO%2B8PBw4zs3MTFRqampWr9%2BvSZMmKCLL77Y953mowuhDf7Yv3%2B/sZ/NZrOaNGmiOnXqKCIiQpmZmTp06JBxoWnXrl3685//rGXLlqlevXoV2q4ePXooKytLe/fuNT7HLVq0cDsqzfnCy6hRozRv3jw5HA5t3rxZR44cUfPmzT0%2Bl81mc1kK8ZZbbgnMi1DRMe%2Bxxx7T%2BvXrJRUdb1u2bCmr1aoDBw647NsxY8Zo0aJFql%2B//nk/77PPPmscB4o1b95c9evXV1pamg4ePCip6GLX3LlzdezYMb3yyiulPl/lfR8QfAjYKJddu3YpNzfXuO1p6KRUdMVy3LhxRrhu2LChJk2apH79%2BrkMA0pMTNQLL7yg77//XgUFBXrqqafUoUMHNWrUyO12a9SooREjRqhfv366/PLLZbFYXB5PT0/Xf//7X/2///f/VFBQoC1btug///mP7rvvvjLbOnXqVJdwPXr0aD388MOqUaOGpKKToa%2B%2B%2BkrPPfectm7dalwUqAr/%2BMc/jHAdHh6u8ePH6/bbb3cJgBkZGZozZ47ef/99SdL8%2BfPVuXNnj2FYKnqdjz32mCRp7Nixuu%2B%2B%2BxQbG2s8vm3bNk2YMEGnTp2SJE2bNs3jkLlnnnnGOFk1m83GNotPyh0OhzZs2KDJkyd73a89e/ZUz549XYa0m83mcq1HuWbNGqWnp6tRo0Z65pln1KdPH%2BOgWlBQoHfffVezZ8%2BWJP32229asGCBxo8fX2o7v/zyixGuTSaTxo0bp3vuucdln0lFPdnbtm3T6tWrXU7Qy2Po0KFGwP7hhx%2BUlpam2rVre/w3zj2zXbt2VcOGDV0ef/PNN41wHR8frylTpqhnz56lTjQyMzO1fv16ffLJJwEbJlls%2BfLlRni/9tprVbNmTeOxevXqqUePHtqwYYNsNpsSEhI8jp7o1q2b4uPjdfLkSRUUFGj16tW67bbbPD7/jh07jIBkNpvL7PWeNGmSERAjIyM1ceJEjRo1yiVonjlzRq%2B//roxOuLtt99Wly5d1LNnT49tsFqtmjp1qkwmk%2B6//37dd999xneQJJfAUqxDhw4aOXKkevfu7faEb%2BfOnZo1a5ZRM%2BOFF17QNddcU%2BYJ7MGDBzVt2jTjduPGjTV16lT96U9/Mu7Lzs7WvHnz9Pbbb%2BuFF14oNYqmLBW57/zh735OT0/XuHHjjM9u48aN9dRTT%2Bm6665zuXB76NAhPf/889q8ebMKCgr05JNPasWKFWrQoIHbdtSsWVMjRozQDTfcoI4dO5YaHpuWlqYPPvhAc%2BfOVUFBgTZu3Kj//ve/HkcNPPfccy7tv/fee/Xggw8a30mFhYVavXq1pkyZoo0bN1ZIFesLoQ3%2BsFgsGjJkiAYOHKju3buXGvFWPHVm5syZSk1N1enTpzVlyhRjyk1FefXVVyUVrb9cvIrLLbfconvvvdfjv2vatKl69OhhjBr89NNP9fjjj3v8N998841xrhYbG%2BsyVPx8rVq1SmfOnFGNGjX07LPPatCgQcbnxvm7xOFwKCkpSZMnTy73KK9iS5YscQnXnTt31pQpU1zOW48eParnn3/e2E%2BrVq1Sx44dS%2B3f8r4PCD6Mf4DfHA6H5syZ43Kf81xFd2bNmmXM027evLmWLl2qAQMGlDqJaNGihebOnatrrrlGUlEwf/PNN8vc7rfffqunnnpKXbp0KRWupaKTloceekgvv/yycd/ChQtls9ncbm/btm0uw2fvv/9%2BPf300y4nXGazWf3799f8%2BfMVERGhM2fOeHztFWXlypX66quvJBVdKX3vvfd0//33l%2BpdjYuL09NPP62JEyca982cOdNr72lxj%2BuUKVP06KOPlgqKnTp10pw5c4xwlZSUZPQml/TNN9%2B4TAuYNGmSJk6c6HIybTKZ1LNnT73//vuqWbNmpe3X9PR01atXT4sWLdL111/vEiQtFovGjh3rEsjKql797bffGj/fdNNNmjBhQql9JhXNbe/SpYueeeYZzZw587za3rlzZyNI2Ww2l95zd%2Bx2u1auXGncdtczW9yzIBX9nfTq1cttL1mNGjU0ePBgLViwwOvFGn85956465X3p5q4yWRyCcjuhu%2BX5Nx73a1bN7ehaNmyZcZ7HhUVpYULF%2Bqee%2B4p1Ytbq1YtPffcc8acUYfD4Xa%2BXkk2m015eXl65pln9Nhjj7l8B0mlR2UMGzZMS5cu1R133FFmrYWOHTtq/vz5RkDNyckxLtC4M2vWLBUUFEiSateurYULF7qEa0mKiYnRo48%2Bqscff1w5OTmlhl%2B6U9H7zh/%2B7ucZM2bo5MmTkoouLC9dulT9%2BvUrNSqqVatWmj9/vrp16yap6HumeKhuSWFhYfrmm280adIkderUye3c09q1a2vChAl68cUXjfvee%2B%2B9MkePbNy4UWvWrDFuP/zww3ryySddvpNCQkI0aNAgzZs3T2FhYQH/zr0Q2uCvefPmadasWbruuuvcTicLDw/XTTfdpA8%2B%2BMB4fM2aNTp27FhlN9Vno0aNMn5etmxZmec/xZyHhw8ePDigPbFnzpyRxWLR3LlzNXToUJfPTfF3SfGFfalovv2GDRvK/Xxnz57VjBkzjNtXXnml/vOf/5TqFLrooos0d%2B5cl1Fwr7322nlfBEfwImDDL8eOHdPEiRO1bt06477Bgwd7LHKVlpbmchI8Y8YMj71soaGhmjJlinGSkZCQoOzsbLe/62tRp/79%2B6tTp06SiobsFRfvKsn5ZLNZs2Z6%2BOGHy9zmJZdcor/85S8%2BPX9FeOedd4yfH3roIeP1lWXs2LHGPKojR47oxx9/9PocxcXRynL55Ze7rEW8detWt7/38ccfGz936NBBd999d5nbbNq0qcf9XhH%2B/ve/eyyi5NzepKQko9feWfFJtySfi36db5E8f8Pj5s2bjVEEFovFbc%2BE85BYb39TxQJZ7G/Lli3G9IPY2FiXJQGL9evXzygctW/fPu3Zs8fjNp1D%2BtatWz0WZSx5EaKsYffOoyUeeeQRr8W8JkyYYMzV3L9/f5kXo5x16tRJd955p9ffk3z/LgwJCdHf/vY343bJeZDFigs9FXvkkUc8Fkm89957yywyWFJl7Dt/%2BLqfk5OTjc%2BYyWTSzJkzXUZXlGSxWPTCCy8YF6iWLl3q9gKEyWTyuRDa0KFDdckll0gqOh6XrGdRzPlY1qpVKz344INlbvOyyy7ze/68Ly6ENvjL189Ry5YtjeBqt9tdzokuNH379lWdOnUkFU2/c74YXFLJz30gh4cXu%2BOOOzweW%2B677z6Xc8qPPvqo3M%2BVkJBg1AgKDQ3Vv/71L4WHh7v9XYvFoqlTpxoXFPLz80sNKwd8RcBGKfv27dO9997r8t/o0aPVv39/9evXzxgWI0lXX321XnjhBY/bW716tXFSUTKQlaVx48ZGSMnLy9Mvv/xyHq%2BoyGWXXWb8vHPnzlKPOxwOl5PNW265RWFhYR63efvtt1dJIYxDhw4ZhZ4sFovXIa9SUc%2B783zbTZs2ef03zle%2By%2BIcJp2H1hez2Wz6/vvvXbbpbUjx8OHDK23%2BUlxcnNchcC1atDBOUCT3r9P5oL13797ANdAL5wC4bds2jz0pzgG8d%2B/epXrrJLn8zVfFcE3ni3H9%2B/d3ezIUHR2t66%2B/3u2/cefiiy9W27ZtJRV9zp1HqZS0ceNGY3hkeHi42%2BJtu3fvNubMRkZG%2BnQSGhISooEDBxq3ffn8VcTJrVS0P4r3a/Ec6pK%2B%2B%2B47Y7h3VFRUmfPQi5nNZp%2B%2BLypr3/nD1/28atUqo0e/a9euRtD1pHnz5saxJycnx%2B2xx1/ejmWFhYX65ptvjNu33nqr14tgd9xxR0CnelwIbahoziuTBOJ9rSgWi0U33XSTcdu5h7qkZcuWGZ/7Sy65RB06dAh4e%2B644w6Pj5vNZpdzmm%2B//db43Pnr66%2B/Nn6%2B5ppr1LJlS4%2B/36hRI5cRWc7/HvAHc7BRSkZGhtchOc2bN9e4ceM0dOhQrwfELVu2GD9fddVVPrejbdu2RqGjXbt2lVnASiqaK/vjjz9q586dOnbsmLKyspSfn%2B8yDNq5IrK7wjVHjx51qZTtyzy/evXqqX379kbYrSzOPTgdOnRwOxTZHecK2L602ZeLIc49v%2B4qGB88eNCl%2BrAvfwMxMTHq0KGDy99ORbn00kt9Wg6kQYMGSk1NleS%2Bar7z0jkffvihmjZtqttuu63Mq%2BWB0qZNG1188cVGqP/888/d9hRZrVZjXWmp7MJdl156qX766SdJ0uOPP64XX3xRnTt3roCWl5aXl6fVq1cbtz0VbRs6dKgxlDshIUFPPPGE22kixYYMGWJMFUlISCizmn7JixDuPlvOn7%2BOHTv63Ovl/PkraxSNs/Lu9%2BTkZH3//ffau3evUlNTlZ2dXWpYaPHQYpvNptTU1FJ1LpwDg6%2Bv0ZfPdmXtO3/4up%2Bd2%2B7PsaxNmzbavn27pKLvXU8FHIuXWis%2BlmVnZ5c6ljnXp3B3LDt48KCxwockY8qVJ40bN1arVq2MYk/n60Jow/navn27tm3bpkOHDikzM1M5OTku74PzcHZ378OFZNSoUXr33XflcDi0fv16nT59ulRhNofDoU8//dS4ffPNNwe8Hc2aNfNadFSSywoyVqtV%2B/bt83t5OkkuRRS9rUpTrE%2BfPsaxZc%2BePbJarV47W4CSCNgol6SkJB08eNCnq83O1VG//vprn0%2BOnANxWfOybDabFixYoHnz5pVam9ATdwHJuRCL2WxWq1atfNpW69atKz1gO%2B/TpKQknwtsOO8jX%2Ba6earOXMx5aGPJZXykourGxUJDQz2uMemsZcuWlRKwfXmNkmtFUOcCf8UGDBigV199VadOnZLdbte0adM0Z84c9ezZU927d1enTp3Upk2bCumhGTJkiNeAvX79euMCSGxsrHr37u12W2PGjDEC9pEjR3T77berRYsW6tWrl7p27apOnTq59OYH0po1a4zPZnx8vDF/1Z2rr75aderUUWpqqtLS0rR%2B/XqXXu2SBg8erFdeeUUOh0P79%2B/Xvn37Sg1ptlqtRl0DqeyA7xwAEhMTff78Oc/n8%2BXz5%2B/yP0lJSZo2bZrWrl3rV2V3d9%2BHv/32m/Gzt16fYi1atJDJZPJY36Gy9p0/fN3Pzt%2B7q1ev9nmNW%2BdAXFbbCwoKNH/%2BfM2fP9%2BvY5m76VPOo1iKV9fwRevWrQMWbi%2BENpTXV199pZkzZ7pdprAsZU1ju1BcdNFFuuqqq7Rx40bZbDYtW7as1EXGTZs2GedBERERPi/76A9Py1w6a9iwoWJiYoz9%2Buuvv/odsDMzM10%2BS8WjmLxxPi5YrVYlJycHbLkwBA8CNkrp1q2bFi5caNy22WxKTk7Wnj17NH/%2BfG3ZskU2m01z586VzWbzuuST8xfcoUOHdOjQIb/b5O7gVVBQoIcffrhcc5/crXXq3PsaFRXl8xVLT3PwKorzPk1JSSlXERBvJwQhISF%2Bz611d2LtfPIeHR3t85B6X3vlz5enXs%2ByuHudUVFReuuttzR27FhjjnZWVpZWrlxpzOmtXbu2evfurZtvvjmgvcKDBw/Wyy%2B/LLvdroMHD2rPnj2l6iIUL0MmSTfccEOZPet9%2B/bVo48%2Bqtdee80IaYmJiUpMTNSCBQtkMpnUtm1b3XjjjRo1apTPFyh84TzUe/DgwR4vRoSGhmrgwIHGd9Xy5cs9BuxGjRqpc%2BfORi9kQkJCqYC9bt064%2B81Li6uzB4P589f8drm/nIXap1FRET4NLKi2O7duzVmzJhS69X7wt33oXP73E0lcCc0NFSRkZEuPZclVca%2B84c/%2B9m57QcOHChz3WpP3H3vWq1WPfjgg%2BX6Hnf33jn/DdSoUcPn7/FAHssuhDaUxxtvvFGqiKsvfF0/vSrdeuutxgoCn376aamA7Tx0vH///hVyDPbn/Y2LizM%2BL%2BX5Xis5os6X5Rnd/V5GRgYBG34jYMOr0NBQNW7cWI0bN9b111%2BvyZMnG0Wr5s%2Bfr%2B7du5e5vqfkvrfPX%2B56Y%2BbNm%2BcSrq%2B88koNGzZMHTt2VMOGDRUdHe0SImbPnu1xuQfnOT7%2BhK6qGDpUUfu0IpzPWs/VTYcOHbRq1Sq99957Wrp0qZKSklweT0tL09KlS7V06VJdd911evHFF30%2B6HsSHx%2BvLl26GFMqEhISXAJ2dna2S2Ebbz0TY8eOVa9evfTOO%2B/o66%2B/dvl7czgc2rdvn/bt26e5c%2BfqkUce0ZgxY877NSQnJ7sU3lu0aJHHuYKS60ntunXrlJ6e7vEEbsiQIUbA/uKLL/T444%2B7hHjn6uE33nhjmZ9tTwHSV94%2BF/7UdrBarZo4caJxEhoREaFhw4apV69eatmyperVq1cqSF511VUee0or6nNbGfvOH/7s54r63v33v//tEq67du2qoUOH6tJLL1V8fHypY9mMGTM0f/78Mp/jQjiWXQht8NePP/7oEq6bNWumW265RZ07d1aTJk1Uo0YNRUREGN8Z69atMyrcVwd9%2B/ZV7dpibj3oAAAgAElEQVS1lZaWpiNHjmjz5s3GKKHMzEyX0TsVVf%2BhvH8L5bmAUfLf%2BPrcJf8Gq8PFE1x4CNjwi8lk0uTJk/XLL78YBZD%2B%2Bc9/avXq1WUeGGNjY40riTNnzgzIsCObzab//Oc/xu27775b//jHPzz%2Bm7Nnz3p83Hl5K2%2B/6892K4Jzj9Itt9yiqVOnVnobfOXc1rNnz8put/t0UhvIXqrKFBMTo4ceekgPPfSQEhMT9dNPP2nz5s0uxbOkourN999/vz766KOAVOEeOnSoEbC/%2BOILPfHEE8aJ4FdffWUM32/QoIHHodfF2rdvr5dffllWq1Xbt2/Xzz//rM2bN%2Bvnn382Tp5zc3M1bdo0hYSEnHcF4M8%2B%2B8xlDWV/P1cFBQX64osvPBbQGTBggKZOnaqCggKdOHFCW7ZsMebDZmVluVyE8FTUy/lv%2Bs4779Szzz7rV1sDbdWqVS5DOz/88EOvxYm8BV3n1%2BiutoI7NpvNawi90PadP2rUqGF8hl9//XWvy1P6wmq16v333zdu//Wvf3Wp8u5OdTiWXQhtcObLBeW3337b%2BLlbt26aN2%2Bex2KbVXHsPx9hYWEaPny4cXHmk08%2BMY4FCQkJxjGiefPm6tq1a4W0obx/C%2BXpTS/5b3x97pKjTHwdwQM4o4o4/GaxWFxOio4fP65FixaV%2BfvO8zX9mdPkyc6dO42TvqioKD3%2B%2BONe/427pZWcOS8dZrVafR66WLKXsjI4tzVQ%2B7SiOBdPstlsPrfXXaXu6qZFixYaNWqUZs2ape%2B%2B%2B07vv/%2B%2BS4GjHTt2eF272lfOPa4nT5405lFLroW7Bg0a5FevXVhYmLp166Zx48ZpwYIF2rhxo5577jmXnuLXXnvN7fx7fzivfV1e3qqJlxz27bxfvvzyS6OadsOGDT0WonL%2B/B05cqScrQ0c5zXmR44c6TVcnzlzxmuvTMOGDY2fff0sJiYmeu1dvtD2nT8q4nt369atxsWOuLg4TZw40eu/8XYscz7mZmVl%2BXyBJJDHsopsg3NPpK/Vpb09v9VqdSli9%2BSTT3pdycLb%2B3AhuvXWW42fv/zyS%2BNCtvNooYooblbM0xKJzvLy8oyiopLKVfcjLi7O5eK1r3/fzvV4JHlcVhYoCwEb5dK1a1eXqqBz584t8wTbeSkLX9Ze9oVzAZ62bdt6rdTscDi8LvV18cUXuwQPX5bdsNvtlV7gTHKt7r19%2B/aADLusKK1bt3YphFbcy%2BpJdna2T/vV%2Bf260Ieim0wmXXXVVXrnnXdcCv44L2F2PkoWLisOjykpKca8O8n78HBvYmJidPvtt2v27NnGfVlZWS7VWv21Y8cOl8JGa9asMYahe/tvzZo1xr/buXOn1xoPzj3Tq1evNk7QnYeHe5v/XXLt96oeQuhcSNDbmtKSfCrO5bydnTt3%2BjQ82pfP9oW27/zh3PaKOJa1a9fO6zBWu93u07HMmS/HMpvNFtDlBSuyDdHR0cbPvgb3stYLL3b69GnjuyAkJMSn5al8LXIXSM7fS%2BU55jVv3tzotc7Ly1NCQoJ2795tFJ8NDQ11WdIr0Pbu3evTZ37Xrl0uI5pK1hTxRVhYmFq3bm3c9nW5V%2Bffi4%2BPdxuwz/d9wB8fARvl5lypOCUlRYsXL3b7e85BfOvWrQFZW9f5qrUvVZl//PFHnTx50uPvREdHu3yJFxem8mTTpk0uV1krS7du3YwTMavV6rXnriqFhobqT3/6k3F78eLFXg9In332mU89os7B3W63V4uT9cjISJcl51JSUgK2befw%2BOWXX8pqtWrlypXGiUrr1q3LdaLiTo8ePVyWWDqf17F8%2BXLj5w4dOvhVUKZp06YuJ8PePgvXXXedMXw1PT1d3333nU6dOuWytrK3NZ%2B7d%2B9uzGfOyckJSO/7%2BXBegsuX70Pn/V2Wnj17Gr0/OTk5Lr397tjtdqM2hycX2r7zh/PndtOmTS7VwcvL3/fu22%2B/damo7k6tWrVcgoUvx7INGzaUq5BUVbTBeVRUWlqa1%2B%2Be3377TXv27PH4OyWXsfMmLS3NZZ3vyuL8nVveUUPOvdiffPKJlixZYtzu06dPQAtXlpSTk6P169d7/T3nv5dmzZqpfv365Xo%2B55FIq1atcgnt7jgcDpeLrWWNZArE%2B4A/NgI2yq1Lly4ucznfeecdtwHn2muvVYsWLSQVfXk999xz5x2EnL9s9%2B3b53FujdVq1fTp033arnPv3sqVKz1e9bbb7Xrttdd82m6gxcXFafjw4cbt119/3eehV1Vh1KhRxs%2B7du1yqVJf0vHjx/XGG2/4tN2aNWu69Pg4Lw1T2fy5iu084iAuLi5gbejdu7cxXywjI0Pr1693CUbeeq/9eQ1Wq9XlZKW81X%2BtVqu%2B%2BOIL43Z55rU6/5sVK1Z4nG8ZHh6uG264wbj9%2Beefa%2BXKlca/adeuXanq4iXVrVtXAwcONG6/%2BuqrVboOrvN6tlu3bvX4uxs3bnRZD70sDRo0cBlO/%2Bqrr7r0tpa0YMECn3ofL7R954/rr7/eWNKrsLBQkydP9juYleT83u3evdvjyXp%2Bfr5eeukln7Y7bNgw4%2BfPPvvM48WAwsJCvf766z5t1x8V1YYGDRq4DBn%2B8ssvPf7%2B66%2B/7jVY1alTx7jAUVhY6LW386WXXqqSC7rO4be8x7sbbrjBKK65a9euCl/7uqQ33njD4%2Bfm2LFjLqH/fHrUR44cafx8/PhxffTRRx5/f/ny5S7nfWXtj0C8D/hjI2DjvDj3Yp86dcpt1V%2Bz2awnnnjCuL1t2zaNHTvWa89vbm6uli5dqr/85S%2BlHrv88suN%2BaY5OTmaMWOG23CQnZ2tCRMm%2BNxrPnLkSOOLs7CwUA899JDbk8rCwkJNmTKlSoaIFRs3bpwRztLT0zV69Givw6rtdrt%2B%2BOEH3XvvvaXmGVWk3r17u/RiT5s2TW%2B88UapCyPff/%2B97rrrLp05c8an6tqhoaEua1u%2B9957lVYdvaSJEydq3rx5Xtfo3blzp1avXm3cDmQxmbCwMJew%2BfbbbxtDt00mkwYNGuTx3x87dkx33nmnvvnmG68npK%2B//roxZzksLEyXXXZZudpcXP27WHkC9o033mj8nJyc7DIn2R3nCw1r1651OcH01ntd7OGHHzZ6wlNSUjR69Giv3zOFhYVav3697r777oCGSucLncuWLSszZG/btk0TJkzw%2BULK3/72N%2BMCVmpqqu66665SQ6Ozs7P16quv6qWXXlJUVJTX6TrShbXv/BEaGupSgGzz5s166KGHvH7mc3JytGTJklLLIklSp06djB79rKwszZo1y%2B02srKyNG7cOJ/nw99yyy3GRa%2BCggKNGzfO7X6z2Wx69tlnK2SqU0W2oW/fvsbPb775pss0CWdz587V0qVLvW4vJiZGl1xyiXF7%2BvTpbqde2e12zZ49u8pGjTm3ce3ateU6jhcXOytW/D3eoEED9ezZ8/wb6cXevXv19NNPu50/n5KSonHjxhltiouL05///OdyP1eHDh1cXtP06dNdilk627Rpk/75z38atzt16qQePXq4/d1AvA/4Y6OKOM7Ln/70J11xxRXavn27pKKls2655ZZS88iuv/56PfDAA0aVzu%2B//17XX3%2B9Bg0apG7duql%2B/foKCQlRZmamEhMTtWPHDm3YsEE5OTlq0KBBqeeNiorSzTffrA8//FBS0bDjgwcP6uabb1bTpk2Vk5OjnTt36uOPP1ZycrKio6N17bXXei0oFRsbq6efflqPPvqopKJiF0OGDNFtt92mLl26KDw8XIcPH9aSJUu0e/duhYeH6%2Bqrr9batWvPe1/6q1GjRpo5c6bGjRsnm82mpKQkjRw5Ur1791bPnj110UUXKSIiQtnZ2Tp%2B/Lj%2B97//6bvvvjOKt1X2vKGpU6fqtttuU3Jysux2u%2BbMmaN33nlHbdu2VUREhI4ePWqcfF155ZXq0qWL5s6dK8nz0i2DBw82TswWL16stWvXGtssNmTIEA0YMKACX13RHL5Zs2bp1VdfVffu3dWpUye1bdtWNWvWlMlkMoJfQkKC0fPRuHFjDR48OKDtGDJkiHH133le9JVXXmn0vpXF4XDop59%2B0k8//WSs2X3ppZeqSZMmiomJUV5eng4fPqwvvvjC5eLSnXfe6VI12B/OJ6rt2rVzmZ/uq4suukgXX3yx0YO6bNkyl6kpJV111VWqX7%2B%2BTp06pdzcXKPHwmQy%2Bfx%2BNGvWTNOnT9fEiRNVWFioI0eOaPjw4erTp4969uyppk2bunz%2Bdu7cqfXr1xsXFgP5%2BRs2bJhef/11ZWRkyGq16u6779att96qq6%2B%2BWrGxsUpOTtbatWuNnvp%2B/frpp59%2B8rhMl1Q0peCpp57SlClTJBVdgBkzZowaNmyopk2bKi8vT/v27TNOhp999lnNmDHD5cKLOxfSvvPXgAEDtH37di1YsECS9M033%2Bi6667T4MGD1bVrV9WvX19ms1mZmZk6fPiwtm/fru%2B//155eXlq1qxZqe3FxcVp2LBhxkWehQsXat%2B%2BfRo5cqSaNGmis2fPavv27VqyZIlOnz6tuLg4de/e3Wuvba1atfTUU09p0qRJkooK1Q0dOlR//vOfdeWVVyosLEyHDx/W4sWLtW/fPkVGRuqqq64K6LDnimzD3XffraVLl6qgoEApKSkaMWKExowZY9R8OXz4sD777DP98ssvio2NVZcuXVyW9XRn9OjRRlu3b9%2Bu4cOH6/bbb1f79u1VWFiogwcPaunSpcZw85tvvtnrUoKB1qtXL8XGxhqF4wYMGKBLLrlEderUMWqSRERE6JVXXvG4nVGjRrmsxCJJI0aMCMiKFp707NlTW7du1fLly7Vr1y7deuutat26tQoKCrRt2zYtWrTI5YLVpEmTzrvI2NSpUzVs2DClp6fLarXqgQce0IABA9SvXz/Vq1dPqampWrduncvop6ioKE2bNq3MbQbqfcAfFwEb5%2B3BBx/UAw88IKmo2M7y5cvdrqH42GOPqWbNmpo5c6bsdrtyc3P1ySeflPsA9fjjj%2Bvnn382To63bNmiLVu2lPq98PBwvfTSSz4VWZGkgQMHKikpSS%2B//LKkop6DuXPnGmGvmNls1uTJk3Xs2LEqCdiSjLWKH3nkEaWnp8vhcGjdunVeTySqQuPGjbVgwQJNnDjReM/y8vJKFcfq0aOHXnnlFc2bN8%2B4z9MSHXfeeafWrl1rVM0%2Bffp0qQrwl156aaBehlc2m00bNmxwWdfWnbp16%2BrNN990KdgTCN26dVN8fHypmgO%2B9swWc16z25O%2BffsaF6T8lZqaqu%2B%2B%2B864fT7LHt14441GwF6zZo2ys7PLDP1ms1mDBg0qdYLZtWtXl%2BrZ3vTr109vvfWWHnvsMWVlZclut%2Bvrr7/W119/Xe7XUR6xsbGaMWOGxo8fL5vNJqvVqoULF7qditG%2BfXtNmzbNpQfQk%2BJlz5yD82%2B//eYyssdisejJJ5/UiBEj9MILL7i0qywXyr4rj6eeekq1atXSq6%2B%2BKofDoZycHH388cc%2BzUF35%2B9//7u2bdtm9E5v3rzZbcG4yMhIzZw506VooSfDhw9XUlKSMeUmPT1db731VqnfCw0N1ZQpU7Rnz56AzyuuqDa0atVKf/vb34wQdObMGZfCi8UiIiL08ssva%2BPGjV6Pi8OHD9f69euNKStHjx4tM2Q9/PDD6tChQ6UH7KioKL3wwgt64oknVFBQIJvNVuoY6jw/uCwtW7ZU165djeOmyWRyGU5dUZo1a6aRI0fqiSee0IEDBzwuMfrggw8GpE3x8fF677339Je//EWpqalyOBxauXJlmXUB4uLiNHfuXGNqozuBeh/wx8UQcZy33r17uxQZmjt3bpnza/7yl79oxYoVGjhwoMdeSanoAPrAAw/ovffec/t4TEyMPvzwQw0dOrTMZYc6deqkjz/%2B2OeTyWL333%2B/3nrrrTJ7/Fq0aKF33nmnUuYredOjRw%2BtWrVK9913n9d5sPXq1dPIkSP1wQcf6KKLLqqkFv6uZcuWWrp0qf75z3%2BqW7duqlOnjsLCwtSoUSP16tVLs2fP1rvvvqvatWu7TCHwNFw8LCxMCxYs0IsvvqjevXsrPj7e6/IqFeGBBx7QwIEDvQ5tL67CnZCQUKrSbiC4GwpusVhchlGXpX79%2Bnr88cfVuXNnr9WMW7ZsqX/961%2BaM2eO189yWRISEly%2BK3xpY1mc/21eXp7X0SruLjj4exFCKqoxsXr1at1zzz1e10tt0KCBRo0apQ8//FDx8fF%2BP5cnffr00fz589WyZUu3j0dHR2v06NFavHix32vK3nHHHfr88891zz33qFWrVoqKilJ0dLRat26tu%2B66S8uXL9fo0aOVm5trDKs1mUxe6wtcKPuuPMaOHavly5erf//%2BXv/%2B27Rpo7Fjx%2Brdd991%2B3iNGjW0aNEiDRo0yG2hM5PJpK5du2rJkiXq1auXX%2B0cP3685syZ41IYzFnr1q01f/78815doCraMGbMGE2fPr3MHs4rrrhCH3/8sV/7bNasWRo/fnyZ4ah58%2BaaM2eOxo8f71dbA2nAgAFatmyZ7rzzTrVv316xsbHl6nl2rjXRo0cPv4pLno8BAwZowYIFLtO7nMXHx%2Bu1117TI488ErDnvPjii/X555/r1ltvLfP8ICwsTCNGjFBCQoLLigFlCdT7gD8mk4P68qgieXl52rp1q5KSkoyhirGxsWratKnatm3rV9XI5ORkbdq0SSdPnpTFYlG9evV0%2BeWXn/cBw%2BFwaOvWrdq/f78yMzNVp04dtWnTxmXpsQtJ8bJhBw4cMNa6jYmJUXx8vFq3bu3xiuyFZsCAAUaPzoIFC8qcC3UhSkxM1KFDh3TixAmdPXtWISEhiouLU6tWrdSxY0ef5qlWtfz8fO3Zs0dHjhxRamqq8vLyFBUVpXr16ql9%2B/Zq1apVVTfxglNYWOjy%2BbPZbIqOjlbDhg3Vpk2bSrmoZbfbtWPHDu3atUtZWVmKi4tTo0aN1K1bN5eq%2BxVh8%2BbNuuuuuyQVDdv3pZhasQth35VXbm6uy7HMZDIpNjZWzZo1U7t27fyqyvzbb79p06ZNOnXqlCwWi%2BrXr6/LL7/c6/QObxwOh7Zs2aL9%2B/crOztbderUUdu2bX1a1i1QfGnDjBkzNH/%2BfElFF3YmT57sdbtWq1U//fSTDh06pLy8PNWrV0%2BXXnqp2rRpU%2B62ZmVladOmTfr1119ls9lUv3594/v7j6CgoEC9evUyLmTPnj3bpfhgIHl6T3ft2qV9%2B/YpJSVFMTExatOmjTp37lxmp0kg5OXlafPmzUpKSlJmZqZiY2ON78hAjyhD8CJgA7jgbNu2zShsYrFY9MMPP3jt4QJQtSZNmmQsATZs2DCfK14DxcoTsOG/1atXa%2BLEiZKKRoitX7%2B%2B3CORvOE9RTBiiDiAC0p2draeffZZ4/b1119PuAaqiK/X4NetW%2BeypvX5LK0DoGI5T1cYOXJkhYVrIFgRsAFUirNnz2ro0KFatGiRTp06Vepxm82mNWvWaOTIkTpw4ICkot7r4gJ6ACrfwoUL9cQTT2jDhg1u1/1NTU3Vq6%2B%2BqvHjxxthvHPnzurevXtlNxWAFw6HQ2%2B99ZZRkCssLEyjR4%2Bu4lYBfzxUEQdQafbt26fnn39ezz//vOLj49WoUSOFh4crKytLhw8fLrXu6GOPPeay3iSAylVQUKAVK1ZoxYoVslgsatGihWrVqiWHw6FTp07p6NGjLr3cderU0YwZM9wW6wJQ%2Bb799lstXrxYNptNhw4dUlJSkvHY6NGj3S6FCuD8ELABVIqSJ9wnT54stZRUsdjYWE2aNMntcm8AKo9zsaGCggJjiT13OnbsqNmzZ1daNWIA3h07dszt8ndXXHGFHn744SpoEfDHR8AGUCmioqKMdW63bNmiQ4cOKTk5Wbm5uQoLC1PNmjXVpk0b/elPf9KIESOYdw1cAEaPHq327dvru%2B%2B%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%2B95vXqxVdwqwL2g7sE2mUwym01V3QxUErPZxHseZHjPgw/vefDhPQ8%2BvOfBh/cc1UlQB2wAAAAAAAKFgA0AAAAAQAAQsAEAAAAACAACtqRCh10/px5RRkFuVTcFAAAAAFBNEbAlbUv7VW8eXKclv/5U1U0BAAAAAFRTBGxJJ/LSJUlnrDlV3BIAAAAAQHVFwJaUfi5Y5xYWVHFLAAAAAADVFQFbvwfsPDsBGwAAAABQPgRs/T40PI8ebAAAAABAORGwJZ0pKArY%2BQRsAAAAAEA5BX3Attntyjq3PFdeoU0Oh6OKWwQAAAAAqI6CPmCnF%2BSoOFI75JDVXlil7QEAAAAAVE9BH7DP5J91uW11MEwcAAAAAOC/oA/Y6SXWvqbQGQAAAACgPII%2BYJ8pFbBtVdQSAAAAAEB1RsC2ug4RpwcbAAAAAFAeBOwSPdj5dgI2AAAAAMB/BOx85mADAAAAAM5f0AfstHNDxMPMIZKkPDtzsAEAAAAA/gvqgO1wOIwq4nXCYyTRgw0AAAAAKJ%2BgDtg5Nqvyz/VY1w6LlkTABgAAAACUT1AH7NS8bElSZIhFUSFhkgjYAAAAAIDyCfKAXTT/Os4SKUvxHGwCNgAAAACgHII8YBf1YMdaIhVmDpUk5bFMFwAAAACgHII8YBf1YMdawo0e7FwbARsAAAAA4L8gD9hFPdgxoRFGD3Y%2BPdgAAAAAgHIIreoGVKW0cz3YMZZwhZmKdkUuc7ABAAAAAOUQ1AE7uyBPkhRhtshiosgZAAAAAKD8gjpg2%2Bx2SVKo2Wz0YOcX2qqySQAAAACAaiqo52DbHIWSJLPMCmOZLgAAAADAeQjugH2uBzvEZHZZpsvhcFRlswAAAAAA1VCQB%2ByiHuwQk8nowbY7HLI57FXZLAAAAABANRTUAbvgXA%2B22WSSxfz7dHSW6gIAAAAA%2BCuoA3aho7gH21wUsqkkDgAAAAAop6AO2MYc7HO7wVJc6MxOJXEAAAAAgH%2BCPGCfqyJuMknS74XO6MEGAAAAAPgpqAN2gVMVcUlGoTPmYAMAAAAA/BXUAdvm%2BL2KuOTcg80QcQAAAACAf4I6YNvPrXdtKtGDzRBxAAAAAIC/gjpgFwtRUQ%2B2hTnYAAAAAIByImDLeYg4c7ABAAAAAOVDwJbzEHHmYAMAAAAAyifoA7ZZplLLdOUWWquySQAAAACAaijoA3aI2SzHuZ%2BNIeLMwQYAAAAA%2BCnoA3aoyazihP17DzYBGwAAAADgn6AP2CEms4oTdlgIy3QBAAAAAMqHgG36fYi4xXSuyJmdImcAAAAAAP8EfcAONf%2B%2BC37vwabIGQAAAADAP0EfsENMTgGbZboAAAAAAOVEwHYJ2FQRBwAAAACUDwHbbQ82ARsAAAAA4B8CtpuAbXPYZbPbq6pJAAAAAIBqiIBtdh0ibjr389nCvKppEAAAAACgWiJgm0zGz2aTWTGhEZKk1PyzVdUkAAAAAEA1RMA2ue6CGpaigJ1mza6K5gAAAAAAqikCdqmAHSlJSrXSgw0AAAAA8B0Bu0TAjisO2AwRBwAAAAD4IegDttlpDrb0%2BxDxlPysqmgOAAAAAKCaCvqAXdYQ8ZR85mADAAAAAHxHwC4jYKcxRBwAAAAA4AcCdhlDxHMKrcq1WauiSQAAAACAaoiAXaIHO8wcqogQiyQptYBh4gAAAAAA3wR9wDabSu%2BCGqHnholbcyq7OQAAAACAaoqAXWKIuCTFnRsmnkqhMwAAAACAj4I%2BYJccIi79XuiMgA0AAAAA8BUB223ALl4Lm4ANAAAAAPANAdvNEHF6sAEAAAAA/iJgM0QcAAAAABAAQR%2Bw3VURjzsXsDMKcmWzF1Z2kwAAAAAA1VDQB2x3Q8QjQywKNZnlkHSm4GzlNwoAAAAAUO0QsN30YJtMJqdh4qyFDQAAAADwjoDtJmBLv1cST7UyDxsAAAAA4B0Bu4yAHRNaFLAzCujBBgAAAAB4R8B2MwdbkqJDwyRJmQV5ldkcAAAAAEA1FfQB21RGwI4KKQrYGQW5ldkcAAAAAEA1FfQBu6wh4lGh4ZKkDCsBGwAAAADgHQG7jF1QPEQ8ix5sAAAAAIAPCNhl9WCHFPVgMwcbAAAAAOCLoA/YZi9FzrJteSp02CuzSQAAAACAaijoA3aI2f0uiDxX5Mwh6awtvxJbBAAAAACojoI%2BYJfVg202mYxK4pnMwwYAAAAAeBH0AbusOdiSFMVa2AAAAAAAHxGw5b4HW/p9LexMGwEbAAAAAOBZ0Adss4ce7OjQ4kriDBEHAAAAAHgW9AHbtyHiBGwAAAAAgGdBHbBNKrvImSRFhzAHG4VgtS0AACAASURBVAAAAADgm6AO2CHmEDk8PB51boh4RkFO5TQIAAAAAFBtBXXADjWZJUfZEbu4yFkGPdgAAAAAAC%2BCO2CbPb/84iJnWczBBgAAAAB4EdQBO8Rk9jhEPPpckbOsgjw5PPR0AwAAAAAQ1AHbWw928RBxm8OunEJrZTQJAAAAAFBNBXXADjGFeHw81ByicHOoJCnLxjxsAAAAAEDZgjpge%2BvBlpzXwiZgAwAAAADKFtQBO8TkQ8A%2BN0w8y0ahMwAAAABA2YI6YIf6ELCjjbWwCdgAAAAAgLIFdcAO8WWIeMjvlcQBAAAAAChLcAdsX4aIn5uDTQ82AAAAAMATArYXxhBxKwEbAAAAAFC24A7YPgwRjw4pCthnrDkV3RwAAAAAQDUW1AE71GTy%2Bju1w6MkSSfzMuRwOCq6SQAAAACAaiqoA7YvQ8RrhUXLLJPyCgt0xnq2EloFAAAAAKiOgjtg%2BzBEPMRkVq2wol7sE3kZFd0kAAAAAEA1FdQB2%2BxDD7Yk1QmPkST9lptekc0BAAAAAFRjQR2wQ3yYgy39HrCPE7ABAAAAAGUI8oDt28uvG3YuYOecqcjmAAAAAACqMQK2D%2Bqe68E%2BkZtOJXEAAAAAgFvBHbB9KHImFVUSN0nKLSxQegHrYQMAAAAASgvqgB3qYw92qPn3SuK/5VJJHAAAAABQWlAHbF%2BHiEtSnfBYSdKJPAqdAQAAAABKC%2BqA7esyXZJUNyxaEpXEAQAAAADuBXXA9q8Hm0riAAAAAICyBXXADjX7tg625FRJPIdK4gAAAACA0oI6YPszRLz2uUriOYVWnc7PrrhGAQAAAACqpaAO2KE%2BLtNV9LshahZVW5K0IWV/RTUJAAAAAFBNBXXA9mcOtiRdUauZJOnb5P0qsBdWRJMAAAAAANUUAdsPbWLrKzY0Qlm2PP2cdqRiGgUAAAAAqJaCO2D7MURcKpqzfXmtppKktcl7KqJJAAAAAIBqKrgDtsn3KuLFLq/ZRGaTSYeyT%2BvI2ZQKaBUAAAAAoDoK8oDt/8uPDg1Xu9h4SdIHR36UzW4PdLMAAAAAANUQAbscetVvqwizRYezU7Ti%2BLYAtwoAAAAAUB0RsMuhhiVSNzTsIEn64sQO7cn4LZDNAgAAAABUQ0EdsM3lDNiSdHGNeF0W10QOSQuP/CiHwxG4hgEAAAAAqp2gDtihflYRL6lPg4sVZg7VybwM7c2kFxsAAAAAgllQB%2BzyVBF3Fh4SqktqNJQkfXN6XyCaBAAAAACopoI6YJ/PEPFiV5xbF3tr2lFlWHPOe3sAAAAAgOopqAN2yHkOEZek%2BhE11CiypgodDm1IORiAVgEAAAAAqqOgDtihAejBlqQrahb1Yn%2BTvFcZBbkB2SYAAAAAoHoJ6oAdEqCX365GvCJDLEq1ntWT25ZoYeKPyiRoAwAAAEBQCeqAbTrPImfFLOYQjWhypRpH1VKBo1DrTu3VlP8lKDE7JSDbBwAAAABc%2BII8YAduW42jaun2Zt1020XdVCc8WmnWs5q2e6U2phwK3JMAAAAAAC5YQR2wHQHenslkUtOo2rrzou5qHVtfNkeh5h1ar59TjwT4mQAAAAAAF5rQqm7AH1F4iEU3Ne6kr07u1vb0Y3r70LfKtuXp8NkU7UxPUu/67TSk8RUyB7ILHQAAAABQpQjYFcRkMqlv/CXKt9u0J/M3vX/kR%2BOxz45v14ncdPWu304/ph5Wan62etRtpe51Wik0AEuHAQAAAAAqHwG7AplNJg1s1FE2R6ESs1N0ea2mirNE6ttT%2B/RT2hH9lHbE%2BN09mb9pedI2NY%2Buo3CzRQ0ia%2BiqOi3UICLOp%2BcqdNiVmH1a%2BfZCtYuNJ6gDAAAAQCUjYFewEJNZwxt3kkkm6dyI8PrhNbTi%2BHYVOuy6rFYTRYeG6%2BfUI0qznlWa9azxb5cnbVOL6LpqGVNPTaNqq3ZYtKJDwxUREiqTTMqzF%2BhQ1inty0rW7owTyim0SpJqWiLVvW4rhZpClG3LU4OIGupet5XiLJFKzsvUnowTOp6brhO56bLabQozhyoqJEwNI%2BPUKLKmwsyhcsih2NAINYuuo4gQS6nXZbPblWY9q7O2fDWKrKnwkMr5U8ovLJDFHMrwegAAAAAXHJPD4Qh0ra9qY2dKkrKy81RYaK/05y6wFyrEZJLZVNTTbLMX6khOqvIKC2S123TkbKoOZZ2Ww49SbFEhYTKZTDpryy/1mFkm1QqLVqo12692mmRSo8g4NY%2Buq6ZRtZWcl6m9mb/pZF6m0bYQk1nNo%2BuoQUQNxYZGKCLEokKHXQ5JtcOiVS88VtGh4QoxmVXosCujIEcZBbnKsOYq3ennfHuB4ixRqhkWqRCTWQ5JxX%2BeOYVWHctJU0p%2BtiJDLEZ76oRHq5YlWmEhIQo1hchqtynHZlWBo1AWU4gs5qL/Qk0hirCEqk7NWKWmZ%2BnE2Qyl5GfLbDLJYg5RmDlEFnPouX9jVojJrLM2qzILcpVpy1NmQa6shTbFhUWqVli0IsyWou2aQ2QxmRV67jksZrMspqL7bQ670q05yrblKSY0XDUtUU4XIkyl/28q/Yic/gKKdkXxbff3O87d8ftfTen7U/L/P3t3Hh1nXeh//PPMZLI2%2B9LsSZN0IYVutKWF7mxXRRaxLiw/LYJcFC9V9BxEXH7A0esVRfwpyvUIuAD3XFTACwjIFm6BCnSlLW2Tps3WNPu%2BTWae5/dHF5o2pZlmkmdmnvfrHA7JTDLPp/mW6Ge%2B3%2Bf77dXBgU4N%2BL2aGpuk7Nhkxbo9chmG3IZLbsOQIUN%2By5TPMtXn86rPNySXYSjJE6eEqGj5TL%2B8R/4ZNn1yGYbi3dGKdUfLNYb3Pnymefh7LZ%2B8pl8%2B01R8VLQSo2LkcUUdTXzCn1EnPf7h39MPPzKMD3%2BGbrehxKQ4dXX1y%2Bc3JVkyrQ9fwTCMY19rHPteQ6ZlatgyZVmmolxuuQ2XfKapYdMnGYaiXW655JLX9GnI9CnKcCnWHSVLUr/PqyHTpzi3R3HuaA36h9U1PCC/ZSrJE6c4t0etQz1qGuxWjMuj7Lgk%2BUxT2zrrtL%2BvVQXxaZqbUqC5KfmKGeXNLXy0qCiXUlMT1NHRJ59v8n%2B3Y/Ix5s7DmDvPaGOemZlocypgdI4u2F6/T6ZlBX878SAxZcln%2BmValvyWKVOWLGtk5Y4yXIpyuRRlHC4B0uHyPmz5ZehwWfBZhwuMJMmQPEe%2B1m0YMgxDliTTsmRapvzWsTp25LGP%2BOEcKSMO/isETBiPy62U6Hi7Y4Qlt9tlyxunsA9j7jyMufMcP%2BYu1%2BH/DwuEIkcXbNMyZZqO/eOfIUOBviNhaPRfgKPPRZ6Jk69gjXj2Qy6XcexNlQ%2BvP/K7j//s1BmNUT4a3dHvDqX/GTj%2Bz3Wq8Rnte0LpzzAWhnF4ljoU30g7OgZHf/4j/66NdVQwGpfL4He7wzDmzsOYO8/xY3704/b2vtN8FxC48a6OcPQ92C7Dpa5ulhc5xdHlRd2d/Yy5QzDmznNszLsZc6dgzJ2HMXeeE8c8LS3B7kjAKbHVNAAAAAAAQUDBBgAAAAAgCCjYAAAAAAAEAQUbAAAAAIAgoGADAAAAABAEFGwAAAAAAIKAgg0AAAAAQBBQsAEAAAAACAIKNgAAAICw0u/zym%2BZdscATkLBBgAAABBW%2BnxDqu5ttjsGcBIKNgAAAICw4xMz2Ag9FGwAAAAAAIKAgg0AAAAg7BiGYXcE4CQUbAAAAABhx7IsuyMAJ6FgAwAAAAg71GuEIgo2AAAAAABBQMEGAAAAEHYs5rARgijYAAAAAMIP/RohiIINAAAAIOyYNGyEIAo2AAAAAABBQMEGAAAAEHY4pguhiIINAAAAIOxQrxGKKNgAAAAAwhAVG6GHgg0AAAAg7FCvEYoo2AAAAADCDgUboYiCDQAAACD8sMkZQhAFGwAAAEDYoV4jFFGwAQAAAIQdi4qNEETBBgAAABB2WCGOUETBBgAAABCGaNgIPRRsAAAAAGGHeo1QRMEGAAAAEHYs1ogjBFGwAQAAAIQd0%2B4AwChsL9g1NTX63ve%2BpyuuuELl5eW67LLLPvLrd%2BzYobPOOkvz58%2BfpIQAAAAAQo3fomIj9ETZHaCyslIVFRWaO3euTNP8yKUelmXpnnvuUVpamvr7%2BycxJQAAAIBQQsFGKLJ9BnvNmjWqqKjQL37xC82ePfsjv/Yvf/mLOjo6dPXVV09SOgAAAAChyKRgIwTZXrBdrrFF6O7u1k9/%2BlN9%2B9vflsfjmeBUAAAAAEKZn03OEIJsL9hj9fOf/1yzZ8/W6tWr7Y4CAAAAwGYsEUcosv0e7LH44IMP9Oc//1lPPfVU0F/b7Q6b9xgwTkfHmjF3DsbceRhz52HMnYcxd55TjbllWIqK4u8BQkvIF2zLsnT33XfrmmuuUWlpadBfPykpLuividDGmDsPY%2B48jLnzMObOw5g7z4lj7va4lJqaYFMaYHQhX7Cff/557du3T/fdd5%2B6u7slSUNDQ5IO35cdExOjmJiYM3797u4B%2Bf0sL3ECt9ulpKQ4xtxBGHPnYcydhzF3HsbceU4c86NFe2DQq46OPpvTIdKM902bkC/Y1dXV6urq0po1a056btGiRbrpppv0zW9%2B84xf3%2B835fPxy9lJGHPnYcydhzF3HsbceRhz5zlxzIdN/g4g9IR8wb7qqqu0ePHiEY899dRTev755/Xb3/5Wubm5NiUDAAAAYBeO6UIosr1gDwwMqKKiQpLU0NCg3t5evfDCC5KkxYsXKz8/X/n5%2BSO%2B55133pHb7dZ555036XkBAAAA2I9juhCKbC/YbW1tuu2220Y8dvTzP/zhD5RoAAAAACfxm367IwAnsb1g5%2Bfna8%2BePQF9z9e%2B9jV97Wtfm6BEAAAAAEIdM9gIRRwcBwAAACDs%2BC1msBF6KNgAAAAAws4wm5whBFGwAQAAAISdYT8z2Ag9FGwAAAAAYcdr%2BuyOAJyEgg0AAAAg7FCwEYoo2AAAAADCjpdjuhCCKNgAAAAAws4wM9gIQRRsAAAAAGGHGWyEIgo2AAAAgLAzTMFGCKJgAwAAAAg7LBFHKKJgAwAAAAg7LBFHKKJgAwAAAAg7Q6ZPPtO0OwYwAgUbAAAAQFjq9w/ZHQEYgYINAAAAIKwYhiFJ6vd7bU4CjETBBgAAABBWDB0u2H0%2BCjZCCwUbAAAAQFhxHe7X6mOJOEIMBRsAAABAWPlwBpuCjdBCwQYAAAAQVlxH7sHu9PbbnAQYiYINAAAAIKy4jcM1pnWo1%2BYkwEgUbAAAAABh5egMdstQj81JgJEo2AAAAADCCjPYCFUUbAAAAABhxXWkYLcN9cqyLJvTAB%2BiYAMAAAAIK%2B4jS8SHTb96fIM2pwE%2BRMEGAAAAEHaSPXGSpKbBbpuTAB%2BiYAMAAAAIO1mxiZKkuv52m5MAH6JgAwAAAAg7WbFJkqRaCjZCCAUbAAAAQNjJPlKw9/e22JwE%2BBAFGwAAAEDYyYtPlSTV93dqwOe1OQ1wGAUbAAAAQNhJ8sQq2RMnS5aq%2B5jFRmigYAMAAAAIS/lHZrF3dx%2ByOQlwGAUbAAAAQFgqTsiQJG3vrLM5CXAYBRsAAABAWJp2pGDX9XeofajX5jQABRsAAABAmIqPilZuXIokaWsXs9iwHwUbAAAAQNiamThVkrSxtdrmJAAFGwAAAEAYm5WUI0NSVU%2Bzmgd77I4Dh6NgAwAAAAhbiZ5YFSWkS5LebquyOQ2cjoINAAAAIKydk5wvSXqtaY%2BGTb/NaeBkFGwAAAAAYW1G0lQlRsWqe3hA77XvtzsOHIyCDQAAACCsuQ2X5qUWSJJebNwpy7JsTgSnomADAAAACHvzUgoU7XKrtr9dmztq7Y4Dh6JgAwAAAAh7cVHROje1WJL0dP1mmZZpbyA4EgUbAAAAQERYlF6sWFeUGgY6tbGNc7Ex%2BSjYAAAAACJCrNuj89JLJEn/Xfue%2Bn1DNieC01CwAQAAAESMc9OKlRadoO7hAf21fovdceAwFGwAAAAAESPK5dLF2eWSpNeaPlB1b4vNieAkFGwAAAAAEaUoIV2zk3JlSfrtvjc06B%2B2OxIcgoINAAAAIOKsyZ6lxKhYNQ126/Gaf9odBw5BwQYAAAAQceLc0bosb44MSRtaKvVPdhXHJKBgH3HAbLU7AgAAAIAgKohP05L0UknSI9VvqqavzeZEiHQUbFGuAQAAgEh1QWappiVkyGv69P/2vqJOb7/dkRDBKNjHoWgDAAAAkcVluHR53lxlxExRu7dPv6x8RUN%2Bn92xEKEo2AAAAAAiWozbo6vyFyjO7VF1b6t%2BVfmqhk2/3bEQgSjYAAAAACJeanS8rspfII/h1o6uBv266jX5TNPuWIgwji/YVd5muyMAAAAAmAT58an6VMECRRkube2o02/3VchvUbIRPI4v2CfiPmwAAAAgchUlpOvK/PlyG4bebT%2BgX1W%2BKq/JPdkIDgo2AAAAAEcpmZKpK/LmH5vJ/unul9TnG7I7FiIABRsAAACA45QlZmlt4ULFuqJU2dOkf9/1d3V4%2B%2ByOhTBHwQYAAADgSAXxafp80XlKjIpVw0CH7tnxrPb1ttgdC2GMgj0K7sMGAAAAnCEzNlHXFJ%2BnjJgp6hzu1493Pa83mvfaHQthytEFe9A3bHcEAAAAADZL9sTp2qIlmpk0VT7L1KP739Qf9r8lH2dlI0COLtgAAAAAIEkx7ihdnjtPKzKny5D0evMe/fuu59U02G13NIQRCvYpsEwcAAAAcBbDMLQko1RXF5yrWLdH1X2t%2BsH7z%2Bh/WyplWZbd8RAGKNhHVHY12x0BAAAAQAgomZKpL047X0UJaRoyfXqkeoN%2BXfW6ejnKC6dBwdapyzWz2AAAAIAzJXnitLZgkVZlzZRLht5rP6Dvv/%2B0tnbU2R0NIYyCDQAAAACjcBmGFqdP07XFS5QWnaAOb79%2Bsfdl/abydXUND9gdDyGIgn2c0WaymcUGAAAAnC0nLllfmHa%2BlqSXyCVD77Tv113b/sq92TgJBRsAAAAATsPjcmtF1gxdV7xE2bFJ6vN79Uj1Bt23%2B0U19HfaHQ8hgoINAAAAAGOUHZes64qXaPXUWfIYbn3Q3ajvv/%2B0Hj%2BwUX1sguZ4FGwAAAAACIDLcGlRWrHWlVygmUnZMmXp5aYP9O1tf9FrTbtlWqbdEWETxxfsE%2B%2B75rguAAAAAGOREh2vK/Lm6bOFi5QVm6he35D%2BeOBt/d8df9OOzgbuz3YgxxfssWCjMwAAAACnUpSQrv9TvFSXZJcrzu1RXX%2BHfrbnJd23%2B0VV97bYHQ%2BTiIINAAAAAOPkMlyal1qoG0uWa3H6NLkNlz7obtS9O5/Vr/a%2BqoMDbITmBBTsI/axNBwAAADAOMVFRWtV1kzdWLpcc1PzZUja1FGj725/Wg9Xb1DrUI/dETGBKNij4D5sAAAAAOOR7InTpdlnH9sIzZKlDS2V%2Bva2v%2Bjh6g1qHuy2OyImQJTdAUIBs9cAAAAAJkJGTKKuyJung2mdequ1StW9rdrQUqm3Wqq0JKNEl%2BXOVXZcst0xESQU7OPs62pWaXKW3TEAAAAARJjcuBR9umChDvZ3amN7tap6mvVW6z693Vqt89Kn6RO5c5QXn2p3TIwTBfsUKruaNZ2yDQAAACCIcuNT9Kn4BTo00KWNbdXa29OkjW3V2thWrbkpBfpYztmanjhVhmHYHRVnwNEF22f67Y4AAAAAwIGy45J1Zf58NQ92a2NbtfZ0H9K2zjpt66xT6ZRM/UvOOZqfWigXRTusOLpgB%2BKA2apiV4bdMQAAAABEkKzYJF2eN08dGX3a1Fmj7R312tfbol9Vvqrs2CRdmnO2zs8olcdFdQsH7CL%2BEdhNHAAAAMBkSI1J0EVTy/XlspW6ILNUsW6PDg126/f739I3tzypp%2Bu3qMvbb3dMnIbj3wY5cQdxNjoDAAAAYJcpUTG6IGO6FqZO086uBr3bfkBdwwP6W8NWPXdwuxanT9Ml2eUqSmB1bSiyvWDX1NTod7/7nbZt26bKykqVlJTo2WefPfa83%2B/Xww8/rIqKClVVVcnv92vGjBm69dZbtXTp0qDlqOpsVlkKxRoAAACA/WLcUVqQVqR5qQWq6m3RpvYa1fW36%2B3WfXq7dZ9mJE7VxdnlR%2B7TZmFyqLC9YFdWVqqiokJz586VaZqyLGvE84ODg3rooYd05ZVX6ktf%2BpKioqL01FNPad26dfr1r3%2Bt1atXjztDVeepl4KzmzgAAAAAu7gMl2YkTtWMxKlqHOzSlvZa7eo6qL09Tdrb06T06AStzJqp5VkzlOyJszuu49lesNesWaOLLrpIknTHHXdox44dI56PjY3VK6%2B8ouTkDw9fX7ZsmQ4cOKCHH344KAUbAAAAAEJdTmyycnLP0fLM6dreVa8t7bVq8/bpr/Wb9UzDVp2bVqQ1WbM45stGthdsl%2BujlzO43e4R5VqSDMPQrFmztGnTpqBmYZk4AAAAgFCX6InVBRllWpw2TVW9TdrSUaf6/g6907Zf77TtV15cilZPnaWl6aWKi4q2O66j2F6wz4RpmtqyZYtKS0vtjgIAAAAAtvC43DorKVdnJeWqebBb2zrrtaOzQQ0DnfrTgY36c%2B17WppRptVTZyo/Ps3uuI4QlgX7j3/8o/bv36%2B77757Ql7/VDuJR0WxeUA4c7tdI/6NyMeYOw9j7jyMufMw5s5zqjF3uV1yyxrtWxwpJyFFOQkpWpU9U7u6DmpzW41ahnr1WvNuvda8WzOSpurC7LO0ML1YHpfb7rgRK%2BwK9jvvvKOf/OQnuuGGG7Ro0aJJvXZqasKkXg8TIymJzR%2BchjF3HsbceRhz52HMnef4MTctU1MSYuQzTRsThaZExWpl8kytKJih/T2teqdpv3a0N2hvd5P2djcpJTpOFxfO1r8Unq2s%2BCS740acsCrYu3fv1le%2B8hVddNFF%2Bta3vhXU125sbFROTs6ozx3dSfzdpv0qi%2BYe7XDldruUlBSn7u4B%2Bf38MnYCxtx5GHPnYcydhzF3nhPHPCkpTpYs9fYNadjvtzteSMt0JeoTOXO0MmOG3u9s0Ob2GnV6B/Rk1Xv6c9UmzUst0IU5Z%2BnslDy52BRN0vgnVcOmYNfW1urGG29UeXm5/uM//sO2XfF8Pn6Rhzu/32QcHYYxdx7G3HkYc%2BdhzJ3nxDE3/SZvsoxRnCtai9Om6dzUIu3va9XWjlpV97ZqS0ettnTUKjMmUauyZmpZ5nQlemLtjhvWwqJgt7S06IYbblBGRoYefPBBRUcHZye8YdOvqs5mNTY2Hnvs6E7ip7oP%2B4DZqmJXRlCuDwAAAACTxW24VDYlS2VTstTu7dP7nfXa1lmvlqEePVn3np6q36JF6cVakzVLJVMyOerrDNhesAcGBlRRUSFJamhoUG9vr1544QVJ0uLFixUfH68bb7xRbW1tuuOOO1RVVTXi%2B%2BfNmzfpmSnZAAAAAMJZWnSCVmbN1PkZZdrb06TNHTVqHOjS26379HbrPhXGp2nN1LN0XnqJYty218awYftPqq2tTbfddtuIx45%2B/oc//EF5eXnavXu3JOmrX/3qSd%2B/Z8%2BeiQ85Cko2AAAAgHDncbk1OzlX5Uk5aho6fNTXzs4G1fa369H9b%2BrJ2ne1LHO6Vk89S1mxiXbHDXm2F%2Bz8/PzTluTJKtEnbnR2qmXiAAAAABBJDMNQdmyysrOTtSJjunb1HNTm9lp1ePv14qGdeunQTs1JKdCFU89SeXIum6Kdgu0FGwAAAAAQOuKionVuarHmpxSppq9VWzprVdXTom2dddrWWaepsUlaM3WWLsgoU3xUjN1xQwoFexxYJg4AAAAgUrkMQ9OmZGralEy1e/u0vbNe2zvr1TTYrSdq3tFf6zZraUap1kw9S/nxqXbHDQkU7CM6q2qVUlZ40uMsEwcAAADgdGnRCVqVNVPnZ5Rqd/chbe6oUfNgj15v3qPXm/doVmK21mSfpfmphXIbLrvj2oaCPUaVXc2azrFdAAAAABws2hWlOSn5Oic5T/UDHdraUac93Ye0u%2BfwP6nR8VqVNUsrs2YqyYFnalOwAQAAAAABMQxDBfFpKohP06qsmXq/q15bOurU4e3XU/Wb9WzDNl2QWaZLc2Zramyy3XEnDQVbh5eHjwez2AAAAACcKtETq/MzyrQ4rURVvU3a1F6jhoFOvd68RxXNe7QgtUiX5pytssTIv/XW8QW7sbHxpMeqOptVlhL5gw8AAAAAwRLlcmlWUo5mJmarYaBT77Uf0N6eJm3qqNGmjhqVTcnSx3LO1tzUwog95svxBRsAAAAAEDyGYSg/PlX58alqG%2BrVpo4avd/ZoKreZv2/yleVF5eiT%2BbN1cK0YrkibEO0yPrTBGjY9J/02Ggz2gAAAACAwKXHTNEl2bN1c%2BkKnZ9Rpli3Rw0DnfpNVYW%2B9/7T2ti6T6Zl2h0zaBxdsE803nuxAQAAAAAnm%2BKJ1bLMMt1cukIrsmYozu3RwYEu/ee%2BN3TX9qf0ZkuV/BFQtCnYY7Cvq9nuCAAAAAAQ9mLcHi1JL9GXS1dqVdZMxbk9OjTYrd9V/6%2B%2Bu/0pbWo/IMuy7I55xijYR3RV1tkdAQAAAAAcIcYdpcXp0/Tl0pVanTVL8VHROjTYrV9VvqYf7XpeVT1Ndkc8IxTsU6jqZNYaAAAAACZSjDtKi9KLdVPJCl2QWSaP4VZVb7N%2BuOt5/Wrvq2oa7LI7YkAo2EFywGy1OwIAAAAAhKUYd5QuyCjTjaXLNS%2B1QIakTR01umv7U/qvmnc04B%2B2O%2BKYULDF8nAAAAAACAWJnlhdkj1bX5x2gcoSs%2BS3LL10aKfu2v6UNrfX2B3vtCjYAAAAAICQkhmbqE/lL9DawoVKjY5Xh7dPv6x8Vb/Y87LahnrtjndKFOyPwH3YAAAAAGCfaQkZ%2BuK0C3R%2BRqlcMrS1s053bX9KLx/aFZK7jVOwAQAAKKhQgAAAIABJREFUAAAhy%2BNya1nmdH2x5HwVxqdpyPTp8Zp/6oG9L6t7eMDueCM4vmB3VtXaHQEAAAAAcBoZMYn6bOEiXZxdrijDpe2d9fre%2B89oR2eD3dGOcXzBDkRlF0vGAQAAAMAuhmFofmqhri9eqsyYRHUPD%2Bhne17Sf9e%2BK79l2h2Pgn08dhMHAAAAgNCXGZuo64qXaEFqoSTphcYd%2BuXeVzRo83FeFOwjuvZRrgEAAAAgXHhcbl2UXa4r8uYpynBpW2e9/n3X8%2Brw9tmWydEF2%2B/3n/TYifdks5M4AAAAAISumUnZ%2BlzRYiVERau2v1337nxWtX3ttmRxdMEGAAAAAIS/3LgUXVe0RBkxU9Th7dd9u19QQ3/npOegYI%2BisbHR7ggAAAAAgAAkR8frmqLzlBuXol7fkH6250W1DvVMagYKtrj/GgAAAAAiQazbo6vzFxybyf7p7pfUNYlnZVOwAQAAAAARIy4qWmsLFirZE6emwW79uvI1mZN0hBcFGwAAAAAQURI9sVpbuFDRLrf29jTphcYdk3JdCjYAAAAAIOKkRSdozdSzJElP1W9RXf/E7yxOwQYAAAAARKRzkvNUNiVLfsvUI9UbZFnWhF6Pgg0AAAAAiEiGYejSnNnyGG4d6GvT7u6JPTHK8QW7q5IdxAEAAAAgUiVExejslDxJ0j%2Badk3otRxfsAEAAAAAke3c1CJJ0taOOjUNdk/YdSjYR3RW1XEeNgAAAABEoLSYBBXEp0qSKnubJuw6FGwAAAAAQMSbGpskSarrm7jdxCnYAAAAAICIlxVzuGDX9LVN2DUo2AAAAACAiJfoiZUk9fgGJ%2BwaFGwAAAAAQMQb9A9LOryr%2BEShYAMAAAAAIl6/3ytJmkLBnlidVeweDgAAAACRrG2oV5KUGp0wYdegYAMAAAAAIpplWdrbc/h4rnmp%2BRN2HQo2AAAAACCiNQ52qdc3pBhXlM5Kyp2w61CwAQAAAAARbXN7rSRpbmqBogz3hF2Hgg0AAAAAiFhNg93a1X1QkvTx3HMm9FoUbAAAAABAxHqjea8kaXH6NBXGp0/otSjYAAAAAICItLv7kPb3tcptuPTpwnMn/HoU7ABMT86yOwIAAAAAYAy6hwf0YuMOSdLH8s5WRnTihF%2BTgg0AAAAAiCimZem5g9s1ZPpUnJCuK3LnT8p1KdinUZbCrDUAAAAAhJM3WypV19%2BhaFeUbpm%2BWm5jcqovBRsAAAAAEDF2dh3U223VkqQvlJyvzJiJXxp%2BFAUbAAAAABAR6vs79ELj%2B5IOH8m1NL10Uq9PwQYAAAAAhL0ub7%2Bert8iv2Vpfmqhri6Y%2BF3DT0TBlpRSVmB3BAAAAADAGRry%2B/SX%2Bs3q93tVEJ%2Bqm8tWypAx6Tko2EFS7MqwOwIAAAAAOI5pWfqfhm1qHepVkidOX591iaJdUbZkoWADAAAAAMLWa827Vd3XoijDrfWzLlKKJ962LBRsAAAAAEBY2tpRq03tNZKkL09fruJ4e1cWU7ABAAAAAGGnpq9N/zj0gSTpqoL5Wpg6zeZEFGwAAAAAQJhp9/bp6fotsmTpvIwSXZYz1%2B5IkijYIySXsps4AAAAAIQyr%2BnT0/VbNGT6NG1Khr5UcoEMY/J3DB8NBRsAAAAAEBYsy9JLjTuP7Bgeq9tmXqQow54dw0dDwT6Cs7ABAAAAILRt7ajTru5GuWToqzPWKCkqzu5II1CwAQAAAAAhr3WoR68275YkrS1aqOlTptqc6GQUbAAAAABASPNbpp5t2C6/ZerslDxdMnW23ZFGRcEGAAAAAIS0N1uq1DzUo4SoaN1YujxkNjU7EQV7DEqTs%2ByOAAAAAACO1DLYo3%2B27ZckrSu9IOTuuz4eBRsAAAAAEJIsy9LLTbtkydKCtEItSCm2O9JHomAHQbErw%2B4IAAAAABBxdvccUl1/hzwut64pXmJ3nNNyfMFOns7xXAAAAAAQarymT6837ZEkfSJ3jtI8CTYnOj3HF%2ByPUpbCvdcAAAAAYIeNrdXq8Q0qPSZBH8s92%2B44Y0LBHieWhwMAAABAcHV4%2B/Ru%2B%2BGNza4pXiKPEWVzorGhYAMAAAAAQsqrTbvltyyVJ%2BdoXnL43NZLwR4HZq8BAAAAILj29bZoX2%2BLXIah66YtDdkzr0dDwQYAAAAAhASfaeqVQx9Iki7Jma3smGSbEwWGgg0AAAAACAnvtu9X53C/kjxxujxvvt1xAkbBlpRcGj5r%2BgEAAAAgErUN9eqt1n2SpM8VL1KsKzw2NjseBfsMcf81AAAAAASHZVl6oXGH/Japs1PydF5qid2RzggFGwAAAABgq00dNWoY6FSMK0rrSi4Iq43NjkfBBgAAAADY5uBAp15v2iNJ%2BkzRIqV6EmxOdOYo2AAAAAAAW/T7vHqmfqtMWTo3rUirMmfaHWlcKNgAAAAAgEnnt0z9T8M29fgGNTU2SV8qWR62S8OPsr1g19TU6Hvf%2B56uuOIKlZeX67LLLhv16yoqKnTllVfqnHPO0cUXX6zHHnssqDnYSRwAAAAAJodpWXq2Ybtq%2BtsU7XLr32ZdqFi3x%2B5Y42Z7wa6srFRFRYWKiopUWlo66tds2bJFX/nKV1ReXq7f/va3uuqqq3TvvffqySefnJBMOTk5E/K6AAAAAOB0lmXppUM7tafnkNyGoX%2BbeaFyYlLsjhUUth8stmbNGl100UWSpDvuuEM7duw46Wt%2B9atfqby8XD/84Q8lSUuWLFFjY6MeeOABXX311XK5bH%2BfAAAAAABwGpZl6bXm3dreWS9D0r/OWKXypDy7YwWN7c30dOXY6/Vq48aN%2BsQnPjHi8U9%2B8pNqaWnRrl27gponpawwqK8HAAAAADh8z/XfG9/Xe%2B01kqR1pct0bkqxvaGCzPaCfTq1tbUaHh5WScnIg8bLysokSfv27QvatZKnn/o%2B7OnJWUG7DgAAAAA4idf06a91m7Wj66BcMrSuZJmWZUy3O1bQ2b5E/HS6urokSUlJSSMeP/r50ecnU1k0ZTscud2uEf9G5GPMnYcxdx7G3HkYc%2Bc51Zi73C65ZdkRCQHq8w3pv2vf06GBLnlcbv3bWWs0NyUyVw6HfME%2B6lTbtU/0Nu6lo8xcp6aG78HnkJKS4uyOgEnGmDsPY%2B48jLnzMObOc/yYm5apKQkx8pmmjYkwFjU9bXpi3z/VPTyoKZ4YfX/R5ZqVFrmbSod8wU5OTpZ08kx1d3e3pJNntidDR0ffpF8T4%2Bd2u5SUFKfu7gH5/fwydgLG3HkYc%2BdhzJ2HMXeeE8c8KSlOliz19g1p2O%2B3Ox5OwbIsbWqv0SuNH8iUpey4ZN1efommGkkh3afGO5ka8gW7sLBQHo9H1dXVWrFixbHHq6qqJOmUR3tNJJ%2BPX%2BbhzO83GUOHYcydhzF3HsbceRhz5zlxzE2/yZssIcpr%2BvRS407t6m6UJC1MK9KXSlcoxhUV8f/dhvzNK9HR0VqyZIn%2B/ve/j3j82WefVWZmpsrLy21KBgAAAAA4XuNAl36//y3t6m6US4Y%2BV7RYt5StVowr5Od2g8L2P%2BXAwIAqKiokSQ0NDert7dULL7wgSVq8eLHS0tL01a9%2BVdddd53uuusuffKTn9TmzZv15JNP6u677%2BYMbAAAAACwmWmZ2ti2X2%2B2VMmSpWRPnG6ZsVozpky1O9qksr1gt7W16bbbbhvx2NHP//CHP%2Bi8887T/Pnz9eCDD%2BpnP/uZnn76aWVnZ%2Buuu%2B7S2rVrx339o%2Bded1XWjXi8LIWdwgEAAADgdDq9/Xru4HY1DHRKOrwk/IslyxTvjrY52eSzvWDn5%2Bdrz549p/26lStXauXKlUG9ttvtDurrAQAAAIBTWJalnV0H9XLTLnlNv2JcUbq%2BZKmWppVO%2BGlPocr2gh0qkqcXjOnril0ZE5wEAAAAAELbgM%2Brlw7t1J6eJklSaWKm/rVsldKjp9iczF4UbAAAAADAmB3oa9XzB99Xr29ILhm6snC%2BPpFzjozQ30N7wlGwAQAAAACn5TP9eqNlr95rr5EkZcUm6pbpq1UUn25zstBBwR6D6clseAYAAADAuZoHe/TswW1qHeqVJK2aOlOfK1ysaIccvzVW/DSOc3RH8aNKKdYAAAAAHMyyLL3XfkBvtOyV37I0JSpGN5Yt15zkse1h5TQUbAAAAADASfp8Q3ru4HYd6GuTJM1JzdeXSpYrMSrW5mShi4J9gpycHLsjAAAAAICt6vs79LeGrer1DcnjcuvzxedpZcYMxx6/NVYUbAAAAACApMNLwt9pP6A3mvfKkqXs2CR9beaFyolNsTtaWKBgB4AzsAEAAABEKq/p03MN21XZ2yxJWpw%2BTetKlimGjczGjJ%2BUDm9u1llVe%2BzzshQ2NwMAAADgHD3Dg/pL3WY1D3XLbbh0bfESrcxkSXigKNgAAAAA4GAtgz36c90m9fgGNSUqRutnXayShEy7Y4UlCjYAAAAAOFRtX5v%2BWr9FXtOnrNhEffOsS5URnWh3rLDlsjuA3Y7uGn7iGdhHTecsbAAAAAARqK6/XX%2Bp2yyv6VNZYpa%2Bd/bllOtxYgYbAAAAABymcaBTf6nbpGHLr9nJubpt5oWKMqiH4%2BX4GWwAAAAAcJLmwW79d%2B178pp%2BzUzK1r9RroOGgn0KpSwNBwAAABBh%2Bn1e/aVus4ZMn0qmZGr9zIvloVwHDQUbAAAAABzAtCw9e3CbenyDyoxN1O2zLuGM6yCjYAMAAACAA7zZWqUDfW2Kdrl128yLFOeOtjtSxKFgAwAAAECEa%2Bjv0Nut%2ByRJXyy9QLmxKTYnikwUbAAAAACIYKZl6h%2BHdkmSzs8o1ZK0UpsTRS5HF2yPyz3i86NnYgMAAABApNjcUavmoR7Fu6P1%2BeLz7I4T0RxdsAEAAAAgkvX7vNrQUilJ%2BkzxQiW4Y2xOFNko2AAAAAAQod5t3y%2Bv6VdBfJqWZ8ywO07Eo2ADAAAAQATq93m1ub1WkvSpggUyZNicKPJRsAEAAAAgAr3XfkDD1uHZ6znJ%2BXbHcQQKNgAAAABEGK/p09aOOknSlfnzZBjMXk%2BGgAv2yy%2B/LMuyJiJLSChLybI7AgAAAACMy86ugxo0h5URM0XzUgvsjuMYARfsW2%2B9VRdeeKH%2B8z//Ux0dHRORCQAAAABwhizL0qb2GknSJbmzZbBwedIE/JN%2B5JFHVF5ergceeECrVq3St7/9bb3//vsTkQ0AAAAAEKDqvla1e/sU6/ZoWfp0u%2BM4SlSg37B06VItXbpUhw4d0uOPP64///nPevrpp3X22Wfruuuu08c%2B9jFFR0dPRFYAAAAAwGm813ZAkrQia4Zi3R57wzjMGa8VyM7O1je%2B8Q29/vrr%2BtGPfiSfz6c77rhDq1at0s9//nO1tbUFM6ftil0ZdkcAAAAAgI/UPNitmv42uWTokpzZdsdxnHEvxm9qatKePXvU0NAgl8uladOm6eGHH9bFF1%2BsioqKYGQEAAAAAIzBe%2B0HJEkL0ouU5kmwN4wDBbxE/KiKigo99thj2rBhgxITE/WZz3xG1157rXJyctTS0qI777xTP/zhD7Vy5cpg5p0UpcmHdxKfnsyO4gAAAADCQ8/woHZ1NUqSPp5zjs1pnCnggv3www/riSeeUH19vcrKyvSDH/xAl19%2BuWJjY499TWZmpm666SZ94QtfCGpYAAAAAMDotnTUypSl0imZKk7gFlc7BFyw77vvPq1cuVJ33323li5desqvKyoq0s033zyucAAAAACA0xv0D2tLR60k6V9ymb22S8AF%2B8UXX1RBwekPKp86darWr19/RqEAAAAAAGP3btt%2BDZk%2B5calaEFqod1xHCvgTc6%2B//3vq7q6etTnDhw4oBtuuGHcoQAAAAAAY9Pv8%2Bq9jhpJ0qcKFsiQYXMi5wq4YL/11lvq7e0d9bne3l69/fbb4w4FAAAAABibN1urNGz6VRCfpvkpzF7badzHdB2vtbV1xGZnAAAAAICJc2ig69i919cUnyfDYPbaTmO6B/vVV1/Va6%2B9duzzhx56SGlpaSO%2BZnBwUBs3btSsWbOCmxAAAAAAcBLLsvSPQ7skSYvTizUzMdvmRBhTwd6zZ4%2BeeeYZSZJhGHrjjTdOemckOjpaM2bM0F133RX8lAAAAACAEbZ31qtxsEsxrihdU7zE7jjQGAv2LbfcoltuuUWSNGvWLD322GOaM2fOhAYDAAAAAIxuwOdVRcteSdJVhfOVFBVncyJIZ3BM186dO%2BV2uyciCwAAAABgDCpa9mrQP6zcuBRdNHW23XFwRMCbnEViuc7JybE7AgAAAACMycGBTm3vrJckfbH0fLk4litkjGkG%2B9JLL9UDDzygWbNm6ZJLLjntznQvvvhiUMIBAAAAAD5kHrex2dKMUpUlTLU5EY43poI9Z84cJSQkHPuYrd8BAAAAYPJt66xT02C3Yt0efa5osd1xcIIxFeyf/OQnxz6%2B7777JiwMAAAAAGB0fb4hvdF8eGOzqwvPVWJUrM2JcKKA78EGAAAAAEy%2Biua9GjJ9KohP1ZqsmXbHwSjGNIPd1NQU0ItOnRp%2B9wGcuNHZ9OQsm5IAAAAAwEj1/R3a0dUgSfpCyQUymCsNSWMq2CtXrgzovusPPvjgjAMBAAAAAD5kWpZePrKx2fKs6SpJyLQ5EU5lTAX7nnvumegcAAAAAIBRvN9Zr%2BahHsW7o/WZwkV2x8FHGFPBXrt27UTnAAAAAACcYMjv0/%2B2VEqSriyYrwR3jM2J8FFYuA8AAAAAIeqfbdXq93uVFZuo1Vmz7I6D0xjTDPaJTNPUhg0bVF1drcHBwRHPGYahm2%2B%2BOSjhAAAAAMCp%2BnxDeq/9gCTps0WL5TaYHw11ARfszs5OXX/99aqsrJRhGLIsS5JGbIJGwQYAAACA8Xm37YB8lqmihHTNSy6wOw7GIOC3QB544AG5XC794x//kGVZeuKJJ/T888/r%2BuuvV3FxsV599dWJyDlhylKyRv0YAAAAAOzS7/NqS0etJOmqgvkBneoE%2BwRcsN966y2tW7dOubm5kiSPx6OSkhLdeeedWrJkie67776ghwQAAAAAJ9naUathy6%2BC%2BDSdk5RvdxyMUcAF%2B9ChQ8rPz5fb7ZbL5dLAwMCx59asWaMNGzYENeBkK01mFhsAAACAfUzL1LbOeknSv%2BSezex1GAm4YKekpKi3t1eSlJmZqcrKymPP9fT0yO/3By8dAAAAADjMvt4W9fgGlRAVo0VpRXbHQQAC3uSsvLxcVVVVWrVqlVasWKEHH3xQycnJ8ng8uv/%2B%2BzV37tyJyAkAAAAAjrD9yOz1iqzpijLO6OAn2CTg0br22mtVU1MjSVq/fr22bt2q22%2B/XZKUl5enO%2B%2B8M7gJbTCdZeIAAAAAbDDoH9b%2B3lZJ0rLM6TanQaACLtjLli3TsmXLJEnp6el65plntHv3bhmGobKyMnk8nqCHBAAAAAAn2NfbLFOWcuKSlRObYnccBGjc6w1cLpfKy8uDkQUAAAAAHG1vd5MkaVH6NJuT4EwEXLA3b9582q9ZsGDBGYUBAAAAAKcyLVM1/W2SpAWphTanwZkIuGBfc801p90m/oMPPjjjQAAAAADgRI0DXfKafsVHRasgPs3uODgDARfsRx555KTHOjo69Morr2jbtm266667ghIMAAAAAJzkQN/h2evypBwZ4uzrcBRwwV66dOmoj3/84x/Xd7/7Xb399ttatWrVeHMBAAAAgKPUD3RIks5KzrU5Cc6UK5gvdskll%2BjZZ58N5ksCAAAAQMQzLUsHBzolSdMTOTY4XAW1YPf09Mjr9QbzJQEAAAAg4rUM9WjY9CvW7VFeHMdzhauAl4g3NTWd9JjX69WePXv005/%2BVHPmzAlKMAAAAABwivr%2Bw8vDS6dkygjuPCgmUcAFe%2BXKlaPuIm5ZloqKivTd7343KMEAAAAAwCnq%2B9slSbOSs21OgvEIuGDfc889Jz0WExOjvLw8zZs3T263OyjBJoPHFT5ZAQAAAEQmy7JUd2QGe1Zijs1pMB4BF%2By1a9dORA4AAAAAcKR2b5/6/V55DLeKEtLtjoNxYHE/AAAAANjo6Oz1tMQMRRmssg1nAc9g33DDDWP%2BWsMw9Lvf/S7QSwAAAACAYxy7/zqJ5eHhLuCCPTAwoLq6OrW2tmrq1KnKyMhQa2urmpqalJGRocLCwonICQAAAAARx7QsHehrkyTNSmKDs3AXcMH%2B6le/qu985zv605/%2BpIULFx57/N1339U3v/lN3XLLLVq%2BfHlQQ060spQsVXU22x0DAAAAgMMcHOhUv9%2BrOLdH06dMtTsOxinge7Dvv/9%2B3XrrrSPKtSQtWrRIX/nKV/Szn/0saOEAAAAAIJLt7TkkSZqbWii3wRZZ4S7gEaysrFRubu6oz%2BXl5Wnfvn3jDgUAAAAAkc60LO3pbpIkLUovsjkNgiHggp2enq6XXnpp1OdeeuklpaezrTwAAAAAnM6Bvlb1%2BAYV747WOcn5dsdBEAR8D/bnPvc53X///erp6dFll112bJOz//mf/9ELL7yg9evXT0ROvfzyy3rooYe0b98%2BxcbGasGCBfrGN76hkpKSoLx%2BWUpWUF4HAAAAAMZie2e9JOn8zFKO54oQARfsm2%2B%2BWf39/XrkkUf097//XZJkWZY8Ho9uuukm3XzzzUEP%2BdZbb%2BnWW2/V5ZdfrvXr16u7u1u//OUvtW7dOj333HOaMmVK0K8JAAAAABOlZ3hQVT2HN1pemTXT5jQIloALtiR9/etf17p167RlyxZ1dnYqJSVF8%2BfPV0pKSrDzSZKee%2B455ebm6sc//rEMw5B0%2BH7vtWvXatOmTVq5cuWEXBcAAAAAJsLmjhqZslSWmKW8uFS74yBIzqhgS1JKSopWr14dzCyn5PP5lJCQcKxcS1JiYuKkXBsAAAAAgmnI79PWjjpJ0idy59icBsEUFvvAf/rTn1Z1dbX%2B%2BMc/qru7W/X19frxj3%2Bs0tJSLV261O54AAAAADBmWzvrNGT6NDU2SXNS2NwskpzxDPZkWrRokX75y1/q9ttv17333itJKisr08MPP6zo6OhJyRAVFRbvReAjuN2uEf9G5GPMnYcxdx7G3HkYc%2Bc51Zi73C65ZdkRaVyG/MN6p61aknR5wVx5otjcLJKERcHevHmzvvWtb%2Bnqq6/WmjVr1Nvbq9/85je66aab9MQTT0zKJmepqQkTfg1MjqSkOLsjYJIx5s7DmDsPY%2B48jLnzHD/mpmVqSkKMfKZpY6Iz8079fg34h5UTn6xPTJ8rt4s3iyJJWBTse%2B%2B9V0uWLNF3vvOdY4%2Bde%2B65WrFihZ588kmtW7duwjN0dPRN%2BDUwsdxul5KS4tTdPSC/P/x%2BGSNwjLnzMObOw5g7D2PuPCeOeVJSnCxZ6u0b0rDfb3e8gAz4vNpwsFKS9KnCBeruGrA5EU403onVsCjY%2B/bt05o1a0Y8lpaWpqysLNXW1k5KBp%2BPX%2BCRwu83GU%2BHYcydhzF3HsbceRhz5zlxzE2/GXZvsrzdsk9Dpk958SlakFzE3%2BEIFBbrEXJzc7Vz584Rj7W0tKi5uVl5eXkTfv1iV8aEXwMAAABA5Or1DWlz%2B%2BHJwU8XLJQh4zTfgXA0phns2bNnjzgi63R27NhxxoFGc%2B211%2Bqee%2B7R3XffrQsvvFDd3d166KGHFB8fr8svv3xcr12anKV9Xc3HPgYAAACAYPtna7WGLb%2BKE9I1J5mdwyPVmAr2jTfeOKJg/%2B1vf1Nvb69WrlypjIwMtbS06I033lBCQoKuuOKKoIe89tpr5fF49Pjjj%2Bupp55SfHy8zjnnHP34xz9WVhalGAAAAEDo6h4e0NbOI7PXhQsDmrxEeBlTwf76179%2B7ONHH31Uqamp%2Btvf/jZi9%2B6enh594QtfUHJyctBDGoahz372s/rsZz8b9NcGAAAAgIn0Vus%2B%2BS1L0xOn6qzEHLvjYAIFfA/2Y489pi9/%2BcsnHY2VmJioL3/5y/rTn/4UtHAAAAAAEM46vH16v7NBkvSZImavI13ABfvQoUPyeDyjPufxeNTc3DzuUAAAAAAQCd5sqZIlS2en5Kk0gdtbI13ABXvatGl69NFH5fP5Rjw%2BPDysRx99VNOmTQtaOAAAAAAIVy2DPdrV3ShJ%2BnTBuTanwWQI%2BBzs9evX69Zbb9XFF1%2BsSy%2B9VBkZGWptbdVLL72kpqYm/eIXv5iInAAAAAAQVt5srZIkLUgrVGF8us1pMBkCLthr1qzRQw89pPvvv1%2B///3vZVmWDMNQeXm5fvCDH2jFihUTkdM2nIENAAAAIFAtgz3a29MkQ9LVzF47RsAFW5KWL1%2Bu5cuXq7e3V11dXUpOTj5p0zMAAAAAcKp32vdLkuanFSonNsXmNJgsZ1Swj5oyZQrFGgAAAACO0zU8oA%2B6Dt97fVneXJvTYDKdUcE2TVMbNmxQdXW1BgcHRzxnGIZuvvnmoISzw/RkdvYDAAAAcObeazsgU5ZmJWWrOJ5bTp0k4ILd2dmp66%2B/XpWVlTIMQ5ZlSdKI89zCrWCXJmdpXxfHiwEAAAAYn36fV9s66yRJn8xn9tppAj6m64EHHpDL5dI//vEPWZalJ554Qs8//7yuv/56FRcX69VXX52InAAAAAAQ8jZ31MhnmSqMT9OsKTl2x8EkC7hgv/XWW1q3bp1yc3MlSR6PRyUlJbrzzju1ZMkS3XfffUEPORlKWRoOAAAAYBy8pk%2BbO2olSZflzx2xyhfOEHDBPnTokPLz8%2BV2u%2BVyuTQwMHDsuTVr1mjDhg1BDWgnjugCAAAAMFbbOuo16B9WZkyizk0ttDsObBBwwU5JSVFvb68kKTMzU5WVlcee6%2Bnpkd/vD146AAAAAAgDPtPUu0eO5vpE/jkyAq9aiAABb3JWXl6uqqoqrVq1SitWrNCDDz6o5ORkeTwe3X///Zo7lxv5AQAAADjLru6D6vUNKdkTp/PTp9sdBzYJuGBfe%2B21qqmpkSStX79eW7du1e233y4WCC6SAAAgAElEQVRJysvL05133hnchAAAAAAQwkzL0j/bqiVJl%2BaerSiD2WunCrhgL1u2TMuWLZMkpaen65lnntHu3btlGIbKysrk8XiCHhIAAAAAQlVlT5M6vP2Kd0drVdYsu%2BPARgEX7BO5XC6Vl5cHIwsAAAAAhBXLsvR26%2BHZ64tyzlKsa9wVC2HsjNYudHR06Oc//7muueYafexjH1NVVZUk6cknn9Tu3buDGhAAAAAAQtWu7kY1D3UrxhWli7Nn2x0HNgu4YNfX1%2BuKK67Qww8/LK/XqwMHDmhoaEiStHPnTv3%2B978PekgAAAAACDU%2B06//bd4r6fC51wnuGJsTwW4BF%2Byf/OQnSkhI0Isvvqj/%2Bq//kmVZx55buHChNm/eHNSAduEMbAAAAAAfZVN7jbp9g0qJjtclzF5DZ1Cw3377bd16663KycmRYRgjnsvMzFRzc3PQwgEAAABAKOrw9uvN1sO3yq4tPFcew21zIoSCgAv24OCgUlJSTvlcOIly8R8BAAAAgMBYlqUXG3fIZ5malZStJWmldkdCiAi4YE%2BbNk0bN24c9bl3331XM2bMGHcoAAAAAAhV2zvrVdvfLo/LrRtKl520shfOFXDBXrt2rR599FE99thj6u3tlST5/X69/PLLevzxx7V27dqghwQAAACAUNAy2KNXmj6QJF1VMF8Z0Yk2J0IoCfiQtuuuu047d%2B7UPffcox/%2B8IeSpM9//vMyTVOf%2BtSn9OlPfzroIQEAAADAbl7Tp2catspnmSpPztGl2WfbHQkh5oxOQf/Rj36kq6%2B%2BWhUVFWptbVVqaqpWr16tRYsWBTsfAAAAANju8H3XO9Xu7VOyJ07/On2VDLE0HCMFVLCHhob0m9/8RhdddJEWLlyohQsXTlQuW3FEFwAAAIDjbWyr1gfdjXL9//buPMyKwk4X/9vd0IJgyyYqLlFQCAoKToyiLC5X0Yg6UaPOLy5xHFFccFwyZtOrmcSYxGSMG5poDG6JUdEZUYxJjEAmoiYYNUS9gXhBcYkg0sjSQPf5/eGlxwaMtBR0N%2BfzeR4emqrqOi98q1rfc%2BrUSUXO7ntgOld1aOlItELNeg/2ZpttlltvvTVLlizZUHkAAABalRkLX8/Ut/%2BSJPn8zvtk185bt3AiWqtm3%2BSsd%2B/emTt37obI0iJ23bLnWr8GAACYs/idPPrGC0mSQ7fdPQf27N/CiWjNml2wzzrrrIwbNy6vvfbahsgDAADQKryxdGEmvPaH1JdK2avbjjlhR/ec4u9r9k3OJk6cmCVLluTwww9P//79s9VWWzX53LeKiopcd911hYYEAADYmP62rDb3zvl9ljfUZ9ctts6Zu4xwUzM%2BUrML9vPPP5/Kysp069Ytb731Vt56660m633IOgAA0JbNr3svP5/z%2ByxrWJHenbfKBZ88NO0rPtYHMFFmmn2UTJkyZUPkAAAAaHFvL1uUn895Jkvql2eHzbvlok8emg6VyjXrptnvwd4UubkZAADw5tKF%2Bdmcp7O4fnm237xrLtntsHSsqm7pWLQhnor5f5RsAAAoX68vfTf3zvl96hpWZqdO3fPF3Q5Lx0rlmuZRsAEAgLI2Z/E7uf%2B1P2RFQ336bNEzF/U7NB0q27d0LNogBRsAAChbr7w3Lw%2B8Nj0rSw35ZM02%2Bdd%2Bh6Tae675mBw5AABAWZq56G/5z7nPpr5UysAu2%2BW8vgenXUVVS8eiDVOwV7NTZY%2BWjgAAAGxgL9W%2BmYlzn0tDStmr244Zs8sBqVKuWU8fu2DPnj07Tz/9dBYsWJBjjjkmPXr0yPz587PFFlukutrNAAAAgNZpxsK5eeT1F1JKsk/3nXPGLsNT6QOWKECzC3ZDQ0Muv/zy3HfffWloaEhFRUX233//9OjRI1/%2B8pczYMCAjB07dkNkBQAAWC9/XPBqHntzRpJkaM9dc9rO%2B6VCuaYgzT6Sbr755jzwwAO54IIL8uCDD6ZUKjWuGzFiRKZOnVpowA2pQzt3BgQAgHIx/Z3ZjeX6oG0%2BmS/stL9yTaGa/Qr2hAkTMmbMmJxxxhmpr69vsm777bfPq6%2B%2BWlg4AACAIvxxwav51VsvJkkO6zUgn9v%2BU6moqGjhVGxqmv10zRtvvJG99tprres6dOiQxYsXr3coAACAovzp3bmNr1wfuu3uyjUbTLMLdrdu3fLaa6%2Btdd0rr7ySrbfeer1DbUy7VPds/NodxAEAYNPyUu0bmfTGC0mSg7bpnxN22Fu5ZoNpdsEePnx4br755vztb39rXFZRUZH33nsvd955Zw488MBCAwIAAHwcry55Jw%2B//nxKSYb37JvP77iPcs0G1ez3YI8dOzbHHXdcjjjiiAwZMiQVFRW59tpr8/LLL6eioiJjxozZEDkBAADW2fy69zLh1empL5UyuNuOOXXnIamIcs2G1exXsHv27Jn77rsvhx56aKZPn54kee6557Lvvvvmpz/9abp161Z4yA1tp8oeLg8HAIBNxOKVdbnv1T%2BkrmFldu7cI2ftMsLdwtkomv0KdvJ%2Byf7mN79ZdBYAAID10lAqZeLc57NwxdL02KxzLvjkIWlf8bFqDzSbp3EAAIBNxpPzZmX2kvmprqzKhf0PSeeqDi0diTLS7KdyLr300g9dV1FRkZqamgwcODAHHXRQ2rdvv17hAAAA1tXsxfPz3/NmJklO6b1fttmsSwsnotw0u2BPmTIlixcvznvvvZfKysrU1NSktrY2DQ0N6dy5cxoaGrJkyZLssssuGT9%2BfLp3774hcgMAADRa3rAyj7z%2B/sdxDd1q1%2BzXfZcWTkQ5avYl4jfffHNqamryne98J88991ymTZuW5557Lt/%2B9rezxRZbZPz48bnjjjvyzjvv5Pvf//6GyAwAANDEf789M4tWLkv3zTrlpJ32bek4lKlmv4J95ZVX5tRTT81RRx3VuKx9%2B/Y5%2Buijs2DBglx11VW56667csYZZ%2BTHP/5xoWEBAABW97dltfn9O7OTJCfvvF%2BqK93UjJbR7Fewn3/%2B%2BfTt23et6/r27ZsZM2YkSfr3758FCxasXzoAAICP8Ou3XkoppfxDt09kjy23b%2Bk4lLFmF%2BxOnTrl6aefXuu6p59%2BOp06dUqS1NXVNX4NAACwIby65J28uuSdVFVU5v/baZ%2BWjkOZa/a1E0cccUR%2B9KMfpaKiIocddlh69OiRefPm5ZFHHsktt9ySz3/%2B80mSGTNmpHfv3oUHBgAAWOV382YlSYb23CVd23uBj5bV7IJ98cUX56233sqNN96YcePGNS4vlUo57LDDctFFFyVJ9thjjwwZMqS4pAAAAB/w5tKFmb14fiorKjKq154tHQeaX7Crq6vzgx/8IC%2B//HKeeeaZvPvuu%2BnSpUv23nvv9OvXr3G7oUOHFhoUAADgg15YODdJ8qluO6V7decWTgMfo2Cv0q9fvyaFGgAAYGNZ2VCfFxe%2BkSQZvvXab8IMG9t63b9%2B4cKFWbZs2RrLt9566/XZLQAAwN818723s6xhRbq075j%2BW2zT0nEgyccs2D/84Q9z%2B%2B23Z/78%2BWtd/%2BKLL65XKAAAgL/nL7VvJUk%2B3WPnVDT/w5Fgg2j2kfjAAw/kxhtvzAknnJBSqZQzzjgjp59%2Benr27JlPfOITueKKKzZETgAAgEavLJ6XJBngc69pRZpdsO%2B4446ceeaZOfvss5MkI0eOzMUXX5xHH300m2%2B%2Bed57773CQwIAAKxSXyqldsWyVFVUpu8WPVs6DjRqdsGePXt2Bg0alMrK97915cqVSZKOHTvm9NNPz89%2B9rNiEwIAAHzAyob6JMnOnXukurJ9C6eB/9Hsgt2u3ftv266oqEjnzp3z5ptvNq7r1q1b3nrrreLSAQAArGZl6f2CvVOn7i2cBJpqdsHecccdG0v0gAEDcu%2B996a%2Bvj4NDQ25995706tXr8JDAgAArLKyoSFJ8olOPVo4CTTV7II9dOjQPPXUU0mS0aNH58knn8ynPvWp7Lvvvpk0aVJOP/30wkMCAACsUl96v2Bvt3mXFk4CTTX7Y7rOP//8xq/322%2B/3HnnnXn44YdTUVGRAw44IPvvv3%2BhAQEAAD6ooVRKkmxV3bmFk0BTzSrYy5cvz3/9139l8ODB6dOnT5Jk8ODBGTx48AYJBwAAsDbVle2yedVmLR0DmmjWJeLV1dW5/PLLM3/%2B/A2VBwAA4CN1q948FRUVLR0Dmmj2e7B32GGHzJs3b0NkAQAAWCed23do6QiwhmYX7JNPPjm33HJLFi9evCHyAAAAfKTN21W3dARYQ7NvcjZ79uzMnz8/Bx10UPbbb79stdVWTS7NqKioyJe%2B9KVCQwIAAHxQp3bef03r0%2ByCPX78%2BMavJ02atMZ6BRsAANjQFGxao2YX7BkzZmyIHAAAAOusk0vEaYWaXbCrqqo2RA4AAIB11rFKwab1aXbBXuXJJ5/MU089lQULFuSss87KtttumxkzZqRXr17p2rVrkRkBAACaqK782FUGNphmH5XLli3LOeeck9/97ncplUqpqKjI8ccfn2233TY//OEP06tXr1xyySUbIisAAECSpF1lsz8QCTa4Zh%2BV11xzTZ577rl8//vfzzPPPJNSqdS4bujQoXnyyScLDQgAALC6quZXGdjgmv0K9qRJkzJ27Ngcfvjhqa%2Bvb7Ju2223zeuvv15YuNXde%2B%2B9ueOOO/LKK6%2Bkc%2BfO2XPPPXPTTTdtsMcDAABap6oPfFQwtBbNLtjz589P375917quqqoqy5YtW%2B9Qa3PdddflJz/5Sc4666zsueeeWbhwYaZOnbpBHgsAAGjd2lW6%2BTKtT7ML9tZbb52ZM2dm3333XWPdyy%2B/nO23376QYB80a9asjBs3Lj/84Q8zdOjQxuWHHHJI4Y8FAAC0fl7BpjVq9hsXDjnkkIwbNy4vvfRS47KKioq88cYbuf322zNy5MhCAybJhAkTssMOOzQp1wAAQHmqqKjIjpt3b%2BkYsIZmF%2Bxzzz033bp1y3HHHZfjjz8%2BFRUV%2BdrXvpZRo0Zlyy23zOjRowsP%2Bdxzz6Vv37654YYbMmTIkAwYMCAnnXRSXnzxxcIfCwAAaN26b9Y5Xdt3aukYsIZmXyLeuXPn3HPPPfnJT36SyZMnp1evXqmsrMxpp52W0047LR07diw85Ntvv50ZM2bkL3/5S6644oq0b98%2B119/fU477bQ89thjqamp%2Bdj7rqpy98FysWrWZl4%2BzLz8mHn5MfPyY%2BblZ20zr0jSrp1jgNanovTBz9lqpQ499NDMnj07EydOzK677pok%2Bdvf/paDDz44Y8eOzRlnnNHCCQEAgI2lVCqlwnuwaYWa/Qr21VdfnWOOOSa9e/feEHnWasstt0yPHj0ay3WS9OzZM717987MmTPXa9%2B1tUtTX9%2BwvhFpA6qqKlNT09HMy4iZlx8zLz9mXn7MvPysPvOamvevmK2tXdLCydgUde26fm89aHbBHj9%2BfG699dbsueeeOfbYY3P44Yenc%2BfO6xXio/Tp02etn69dKpVSWbl%2Bl4bU1zdk5Uo/nMuJmZcfMy8/Zl5%2BzLz8mHn5WX3m5k9r1Ox2OnXq1HzlK1/J8uXLc%2Bmll2bYsGG55JJL8vTTT2%2BIfEmSAw44IPPmzcv/%2BT//p3HZW2%2B9lb/%2B9a/p16/fBntcAAAAWFfr9R7sl19%2BORMmTMjEiRMzf/78bLfddjnmmGNyzjnnFJkx9fX1%2BdznPpfFixfn/PPPT3V1dW644YbMnz8/jz76aDbffPOPve8FCxZ79qtMtGtXma5dO5l5GTHz8mPm5cfMy4%2BZl5/VZ96t2/uX8L7zzuIWTsamaKuttliv71%2Bv66v79euXL3/5y5kyZUquu%2B661NfX5/rrr1%2BvQGtTVVWVH/3oRxkwYEAuu%2ByyXHzxxenRo0d%2B8pOfrFe5BgAAgKI0%2Bz3Yq3v11VczYcKEPPjgg3nzzTfTs2fPInKtoXv37vne9763QfYNAAAA6%2BtjFeylS5fm0UcfzYQJE/L73/8%2B7dq1y4EHHpjLL788w4YNKzojAAAAtHrNLthf%2BcpX8uijj2bJkiXp379/vvKVr%2BTII49Mly5dNkQ%2BAAAAaBOaXbAff/zxHHPMMTn22GPTv3//DZEJAAAA2pxmF%2BypU6emffv2H7r%2BnXfeSbdu3dYrFAAAALQ1zb6L%2BNrKdalUyuTJk3Peeedl%2BPDhhQQDAACAtmS97iI%2BZ86c3H///XnggQfy9ttvp3379hk5cmRR2QAAAKDNaHbBrqury6RJk3L//ffn97//fUqlUioqKvKFL3who0ePTteuXTdETgAAAGjV1rlgP//887nvvvvyyCOPZPHixenYsWM%2B%2B9nPZuTIkTnzzDNz0EEHKdcAAACUrXUq2EceeWRmzpyZJBk0aFCOPfbYfOYzn8nmm2%2BeRYsWbdCAAAAA0BasU8H%2By1/%2BkoqKiowYMSIXX3xxdtlllw2dCwAAANqUdbqL%2BFe%2B8pX069cvTzzxRI488siccMIJuffee/Pee%2B9t6HwAAADQJqxTwT7llFPy4IMP5t57783xxx%2Bfv/71r7n00kszbNiwXHrppamoqEhFRcWGzgoAAACtVrM%2BB3vgwIG54oor8tvf/jZXXXVVBgwYkF/84hcplUr56le/mh//%2BMdZsGDBhsoKAAAArVazCvYqm222Wf7xH/8xd9xxR37xi19k9OjRWbp0ab7zne/kgAMOKDgiAAAAtH4fq2B/0I477pgLL7wwTzzxRMaNG5dhw4YVkQsAAADalHX%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%2Befv365YUXXmjpOAAAANA2C/aNN96Y%2Bvr6lo4BAAAAjdpcwZ41a1buvvvunHfeeS0dBQAAABq1uYL9zW9%2BMyeeeGJ23nnnlo4CAAAAjdpUwX700Ufz0ksv5ZxzzmnpKAAAANBEu5YOsK6WLl2aq666KhdeeGE6d%2B5c2H6rqtrUcwysh1WzNvPyYeblx8zLj5mXHzMvPx8283btHAO0Pm2mYI8bNy7du3fPMcccU%2Bh%2Ba2o6Fro/Wj8zLz9mXn7MvPyYefkx8/LzwZmXSqV07dqpBdPA2rWJgj137tz8%2BMc/zg033JD33nsvSbJkyZLG3xcvXpxOnT7eCVZbuzT19Q2FZaX1qqqqTE1NRzMvI2Zefsy8/Jh5%2BTHz8rP6zFcV7draJS2cjE3R%2Bj5x0yYK9muvvZYVK1Zk9OjRa6w75ZRTsueee%2BbnP//5x9p3fX1DVq70w7mcmHn5MfPyY%2Bblx8zLj5mXn9Vnbv60Rm2iYPfv3z%2B33357k2UvvvhivvWtb%2BWKK67IwIEDWygZAAAAvK9NFOyamprss88%2Ba123%2B%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%2B7d/SvXv3PPXUU/nmN7%2BZV199NZdccklLxwMAAIC2UbBvuummdOvWrfHP%2B%2B67b5YsWZK77rorF1xwQaqrq1swHQAAALSR92B/sFyv0r9//9TV1eXdd99tgUQAAADQVJso2Gvzhz/8IV26dEn37t1bOgoAAAC0jUvEV/fCCy9kwoQJOeecc1JVVbVe%2B6qqarPPMdBMq2Zt5uXDzMuPmZcfMy8/Zl5%2BPmzm7do5Bmh9KkqlUqmlQzTH22%2B/neOPPz5bb7117rjjjrRv376lIwEAABtRqVRKRUVFS8eANbSpgr1o0aKcfPLJqaury913352uXbuu9z5ra5emvr6hgHS0dlVVlamp6WjmZcTMy4%2BZlx8zLz9mXn5Wn3lNTcck7/9/PBSta9dO6/X9beYS8bq6uowZMybz5s3LPffcU0i5TpL6%2BoasXOmHczkx8/Jj5uXHzMuPmZcfMy8/q8/c/GmN2kTBXrlyZc4///y89NJLufPOO7Pddtu1dCQAAABook0U7K9//ev5zW9%2Bky9%2B8YtZtmxZ/vjHPzau22WXXdK5c%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%2B%2BukZNGhQhgwZkm984xtZtmxZS8cCAACAJEm7lg6wLmpra3PqqaemV69eufbaa/POO%2B/kW9/6Vt59991cffXVLR0PAAAA2kbB/tnPfpba2to8%2BOCD6datW5KkqqoqF198ccaMGZM%2Bffq0cEIAAADKXZu4RHzKlCkZMmRIY7lOkpEjR6a6ujqTJ09uwWQAAADwvjZRsGfNmrXGq9TV1dXZcccdM2vWrBZKBQAAAP%2BjTVwiXltbm5qamjWW19TUZOHCheu17y237JhSab12QRtRUfH%2B72ZePsy8/Jh5%2BTHz8mPm5Wf1mVdWVqShoZR27drEa4WUmTZRsD9MqVRKxaoz7mOqrHRilhszLz9mXn7MvPyYefkx8/LzwZlXVVWka9dOLZgG1q5N/GSqqalJbW3tGssXLVq01le2AQAAYGNrEwW7T58%2Ba7zXevny5ZkzZ447iAMAANAqtImCPXz48EybNi0LFixoXPbLX/4yy5cvz4gRI1owGQAAALyvolRq/beHqK2tzahRo7Lddtvl7LPPzvz583PVVVdl6NChufrqq1s6HgAAALSNgp0kr7zySr7xjW/kD3/4Qzp06JBRo0bl4osvTocOHVo6GgAAALSdgg0AAACtWZt4DzYAAAC0dgo2AAAAFEDBBgAAgAIo2AAAAFAABRsAAAAKoGADAABAAcquYL/yyis5/fTTM2jQoAwZMiTf%2BMY3smzZspaOxQdMmDAh/fr1W%2BPX1Vdf3WS7yZMn5x//8R8zcODAHHLIIbnrrrvWur9bb701Bx10UAYOHJhjjz02Tz311BrbvPfee7nsssuyzz77ZPDgwTnrrLMyd%2B7cNbZz/Ky/2bNn57LLLvf/3hUAABKaSURBVMvRRx%2Bd3XbbLaNGjVrrdq15vuuajfety8y/9KUvrfW8nzJlyhrbmnnrN2nSpJx99tkZMWJEBg0alCOPPDJ33313GhoammznPN90rMvMneeblqlTp%2Bakk07KvvvumwEDBuTggw/Ot771rSxatKjJds5zyk6pjCxcuLA0bNiw0gknnFCaPHly6YEHHih9%2BtOfLl100UUtHY0PuP/%2B%2B0t9%2B/YtTZkypfTss882/nr99dcbt5k%2BfXppt912K335y18uPfnkk6Ubbrih9MlPfrL085//vMm%2BbrnlltLuu%2B9euuWWW0q/%2B93vShdccEFp4MCBpZdeeqnJdqNHjy7tv//%2BpYceeqj0m9/8pvTZz362dMghh5SWLl3auI3jpxi//OUvS8OHDy%2Bdd955pVGjRpWOOOKINbZpzfNd12z8j3WZ%2BSWXXFI6%2BOCDm5zzzz77bKm2trbJdmbeNnzuc58rnX/%2B%2BaWJEyeWnnzyydI111xT2m233UpXXXVV4zbO803Luszceb5peeihh0pXX3116bHHHitNmzatdMcdd5Q%2B/elPl0477bTGbZznlKOyKtg333xzac899yzNnz%2B/cdl//dd/lfr27VuaOXNmCybjg1YV7A/OaXWnn3566bjjjmuy7Gtf%2B1pp//33L9XX15dKpVKprq6u9A//8A%2Blb3/7243brFy5snT44YeX/vVf/7Vx2R//%2BMdS3759S0888UTjsrlz55Z222230t133924zPFTjFXzKZXe/5%2BttZWt1jzfdclGU%2Bsy8w9b/kFm3nas7ef3lVdeWRo4cGCprq6uVCo5zzc16zJz5/mm75577in17du39Oabb5ZKJec55amsLhGfMmVKhgwZkm7dujUuGzlyZKqrqzN58uQWTEZzLF%2B%2BPNOmTcsRRxzRZPmRRx6Zt99%2BO3/%2B85%2BTJNOnT8%2BiRYuaXI5aVVWVz3zmM5k8eXJKpVKS9y8PqqmpyfDhwxu369WrV/baa68mx4XjpxiVlX//x05rnu%2B6ZqOpj5r5ujLztuOD/6ar9O/fP3V1dXn33Xed55ugj5r5ujLztq1Lly5JkpUrVzrPKVtlVbBnzZqVPn36NFlWXV2dHXfcMbNmzWqhVHyYUaNGpX///jn44INz8803p76%2BPkkyZ86crFixIr17926y/S677JIkjbNc9fvq2/Xp0yeLFy/OW2%2B91bjdzjvvnIqKijX298HjwvGzcbTm%2Ba5rNj6eOXPm5FOf%2BlQGDBiQY445Jr/61a%2BarDfztu0Pf/hDunTpku7duzvPy8QHZ76K83zTU19fn7q6usyYMSM33HBDDjzwwGy33XbOc8pWu5YOsDHV1tampqZmjeU1NTVZuHBhCyRibbbaaqucd9552XPPPVNRUZHHH38811xzTd56661cdtlljbNafZar/rxqfW1tbaqrq9OhQ4cm22255ZZJknfffTfbbLNNamtrs8UWW6yRY/XjwvGzcbTm%2Ba5rNpqvf//%2BGThwYHbZZZcsWrQoP/3pT3POOefkBz/4QQ477LAkZt6WvfDCC5kwYULOOeecVFVVOc/LwOozT5znm6oDDzywsQQPGzYs3//%2B95P47znlq6wK9ocplUprPBtGyxk2bFiGDRvW%2BOehQ4dms802y/jx43PWWWc1Lv%2BwmX1w%2Bdq2WXWp0Udt9/eWr74/x0/xWvN812d/rN2pp57a5M8HHXRQTjzxxFx77bWN/%2BOdmHlb9Pbbb2fs2LEZOHBgzjjjjCbrnOebpg%2BbufN80/TDH/4wS5YsycyZM3PjjTfmrLPOym233da43nlOuSmrS8RrampSW1u7xvJFixat9ZkuWo/DDz889fX1efHFFxuf0Vz92cVVs101y5qamtTV1aWurm6t263az4cdF6s/A%2Br42Tha83zXNRvrr7KyMoceemhmzZrV%2BNEqZt72LFq0KGeccUY6dOiQcePGpX379kmc55uyD5v52jjPNw2f/OQns9dee%2BX444/P9ddfn6eeeiq//OUvneeUrbIq2H369FnjPRXLly/PnDlz1nivBq3XjjvumPbt2%2Bevf/1rk%2BUzZ85MksZZrvp99ZnPmjUrnTp1ytZbb9243SuvvNL4TOkH9/fB48Lxs3G05vmuazaKsfrMzLxtqaury5gxYzJv3rzccsst6dq1a%2BM65/mm6e/N/MM4zzct/fv3T1VVVebMmeM8p2yVVcEePnx4pk2blgULFjQu%2B%2BUvf5nly5dnxIgRLZiMj/LII4%2Bkqqoqu%2B22W6qrq7Pvvvtm0qRJTbaZOHFittpqq%2By2225Jkr322itbbLFFHnnkkcZt6uvrM2nSpIwYMaLx8p8RI0aktrY2U6dObdzujTfeyPTp05scF46fjaM1z3dds7H%2BGhoa8otf/CK77rpr4/vyzLztWLlyZc4///y89NJLueWWW7Lddts1We883/R81MzXxnm%2B6Xn22WdTX1%2Bf7bff3nlO2aq6/PLLL2/pEBvLrrvumvvvvz9Tp07N1ltvnWeffTZXXnllDjnkkJx44oktHY//5/TTT8/f/va3vPfee5k9e3Z%2B/OMf56677srJJ5/c%2BB6tHXbYITfddFPeeOONdOrUKQ899FBuu%2B22fPnLX86AAQOSvP8RD1VVVbnpppvSoUOH1NXV5Qc/%2BEGeffbZfOc730mPHj2SJNtss03%2B9Kc/5Z577snWW2%2BdN954I5dddlk6dOiQr3/962nX7v1bFTh%2BirF06dL8%2Bte/zsyZM/Pf//3fmTdvXrbZZpvMnDkz3bp1S8eOHVv1fNclG0191MzfeeednHPOOVmxYkUWLVqUGTNm5Bvf%2BEaeffbZXHHFFY2vJJh523H55Zdn4sSJOf/889OzZ8%2B8%2Beabjb86d%2B6c6upq5/km5qNm/vbbbzvPNzHnnntu5syZk0WLFuXNN9/Mr371q1x55ZXZYYcd8qUvfSlVVVXOc8rTRvq87Vbjr3/9a%2Bmf//mfS3vuuWdpn332Kf37v/97aenSpS0diw/493//99Khhx5a2mOPPUoDBgwojRo1qjR%2B/PhSQ0NDk%2B2eeOKJ0lFHHVXafffdSwcffHDpzjvvXGNfDQ0NpR/96EelAw44oDRgwIDSMcccU3ryySfX2G7RokWlr33ta6W99967NGjQoNKZZ55Zeu2119bYzvGz/l599dVS37591/pr2rRpjdu15vmuSzb%2Bx0fNfMGCBaWzzjqrNGzYsNLuu%2B9eGjRoUOmkk04qTZkyZY19mXnbcOCBBzrPy8xHzdx5vum5%2BeabS0cffXRp8ODBpUGDBpWOOOKI0jXXXFNatGhRk%2B2c55SbilJptTcyAAAAAM1WVu/BBgAAgA1FwQYAAIACKNgAAABQAAUbAAAACqBgAwAAQAEUbAAAACiAgg0AAAAFULABAACgAAo2QJmbMGFC%2BvXr1/hrt912y9ChQ3PBBRfk//7f/9viuV577bW/u911112Xfv36baRUH23y5Mm57rrr1rquX79%2B%2BfrXv76REwEAG0u7lg4AQOvwrW99K717905dXV2mT5%2Bem266KU899VQmTZqULbfcsqXjtRmTJ0/OXXfdlfPOO6%2BlowAAG5mCDUCSZNddd83AgQOTJPvss0/q6%2Btz3XXX5Ve/%2BlWOPfbYFk4HAND6uUQcgLVaVbbnz5%2B/xrpHHnkkJ5xwQgYNGpTBgwfn9NNPz5///Ocm27zwwgu54IILctBBB2WPPfbIQQcdlAsvvDBz585dY39//OMfc%2BKJJ2bgwIEZOnRovve972XlypXrlX9dMn7pS1/K4MGDM3v27JxxxhkZPHhwRowYkauuuirLly9vsu2bb76ZsWPHZvDgwfnUpz6Viy66KM8//3z69euXCRMmNO7vrrvuSpIml92vfpn7gw8%2BmMMPPzx77rlnjjrqqPzmN79psv6dd97JpZdemhEjRmTAgAHZd999c%2BKJJ%2BZ3v/vdev2bAAAbllewAVirVaVwp512arL8pptuyjXXXJNjjjkmY8aMyYoVK3Lrrbfm85//fO69997ssssuSZK5c%2Bdm5513zhFHHJEtt9wyb7/9dn7605/muOOOy8MPP5xu3bolSWbOnJkvfOEL2W677XLVVVelQ4cOufvuuzNx4sSPnX1dMybJihUrMmbMmBx33HH553/%2B5zzzzDO58cYb07lz55x77rlJkiVLluSUU07JwoULc/HFF%2BcTn/hEpk6dmgsuuKDJ45599tlZsmRJfvGLX%2BSee%2B5pXN6zZ8/Gr5944om88MILGTt2bDbffPPccsstOffcc/Poo49mhx12SJJ88YtfzJ///OdccMEF2WmnnVJbW5s///nPeffddz/2vwkAsOEp2AAkSRoaGrJy5crG92CPGzcue%2B%2B9dw466KDGbd54441cd911Oemkk/K1r32tcfl%2B%2B%2B2XkSNH5vrrr88111yTJDnssMNy2GGHNW5TX1%2BfAw44IPvvv38mTpyYU045JUlyww03pFQqZfz48enRo0eS5IADDsioUaM%2B1t%2BjORmT9wv2eeedl8MPPzxJMmTIkPzpT3/KxIkTGwv2Aw88kNmzZ%2BdHP/pRhg8fniQZOnRoli5d2qRI77jjjo1/h0GDBq01X11dXW677bZ07tw5SbL77rtn2LBhmTRpUkaPHp0kmT59ej73uc/l%2BOOPb/y%2B//W//tfH%2BvcAADYeBRuAJGlS5pKkT58%2BufHGG9Ou3f/8p%2BK3v/1tVq5cmaOPPrrJJdybbbZZ9t577zz11FONyxYvXpwbb7wxjz32WObOnZv6%2BvrGdbNmzWr8%2BqmnnsqQIUMai2mSVFVV5TOf%2BUyuv/76Zv89mpMxSSoqKpo8iZC8f3n3tGnTGv/8zDPPpFOnTo3lepVRo0Y1KdjrYp999mks10nSo0ePdO/evcml83vssUceeOCBdOnSJfvtt1923333tG/fvlmPAwBsfAo2AEmSb3/72%2BnTp08WL16cRx55JPfcc08uvPDC3HLLLY3bzJs3L0ly3HHHrXUflZX/c2uPiy66KNOmTcvZZ5%2BdgQMHplOnTqmoqMjo0aNTV1fXuN27777bpFyvsrZl66I5GZOkY8eO2WyzzZosq66uXqeM3bt3b3a%2BLl26rLFs9cf7j//4j4wbNy733XdffvCDH2TzzTfPIYccki9%2B8YvZaqutmv2YAMDGoWADkOT9V6xX3dhs3333TUNDQ%2B699948%2BuijjZd6d%2B3aNUly7bXXplevXh%2B6r0WLFuWJJ57Iueee23jZc5IsX748CxcubLJtly5dGkvxB61t2bpY14zN0aVLlzz//PNrLP%2B4GT9Kt27d8tWvfjVf/epX8/rrr%2Bfxxx/P9773vcyfPz%2B33nrrBnlMAGD9KdgArNUXv/jFPPbYY7n22mtz6KGHprKyMkOHDk27du0yZ86cjBw58kO/t6KiIqVSKdXV1U2W33vvvU0uFU/ev2T68ccfz7x58xpfJa6vr88jjzzysXKva8bm2HvvvTNp0qRMnjw5I0aMaFz%2B8MMPr7Htqr/zsmXL0qFDh/V%2B7F69euWkk07Kk08%2BmenTp6/3/gCADUfBBmCtttxyy4wePTrf/e5389BDD%2BXoo4/O9ttvn7Fjx%2Baaa67Jq6%2B%2BmuHDh6empibz5s3LCy%2B8kI4dO2bs2LHp3Llz9t5779x6663p2rVrtttuuzz99NO57777UlNT0%2BRxxowZk8cffzynnnpqzjnnnHTo0CF33XVXli5d%2BrFyr2vG5vjsZz%2Bb8ePH59/%2B7d9y/vnn5xOf%2BESmTJmS3/72t0maXnbet2/fJGm8IVplZWX69eu3xpMNH2bRokU55ZRTMmrUqPTu3TudOnXKCy%2B8kKlTp%2BaQQw5pVm4AYONSsAH4UCeffHLuuuuu3HjjjRk1alSqqqpy5plnpk%2BfPrn99tvz8MMPZ/ny5dlqq60yYMCA/NM//VPj937ve9/LN7/5zXz3u9/NypUrs9dee%2BW2227LmWee2eQx%2Bvbtm9tuuy3f/va3c8kll2TLLbfMUUcdlZEjR%2BbSSy/9WLnXNeO62nzzzTN%2B/PhceeWV%2Be53v5uKiooMHTo0//t//%2B%2BMHj06W2yxReO2o0aNyvTp03P33Xc33iH917/%2Bdbbffvt1eqzNNtsse%2ByxR/7zP/8zc%2BfOzcqVK7PtttvmjDPOyL/8y780OzsAsPFUlEqlUkuHAIC2aNXnbT/xxBPZZpttWjoOANDCvIINAOvgzjvvTJL07t07K1asyLRp03LHHXfkqKOOUq4BgCQKNgCskw4dOmT8%2BPF57bXXsmLFisbLtseMGdPS0QCAVsIl4gAAAFCAyo/eBAAAAPgoCjYAAAAUQMEGAACAAijYAAAAUAAFGwAAAAqgYAMAAEABFGwAAAAogIINAAAABVCwAQAAoAD/P2HCxkbNJc5/AAAAAElFTkSuQmCC">
+
+<br>
+<br>
+<br>
+<br></div></body></html>
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diff --git a/sequencing/nanopore/QC/NanoStats.txt b/sequencing/nanopore/QC/NanoStats.txt
new file mode 100644
index 0000000..c961e80
--- /dev/null
+++ b/sequencing/nanopore/QC/NanoStats.txt
@@ -0,0 +1,26 @@
+General summary:        
+Mean read length:                 4,286.2
+Mean read quality:                   10.2
+Median read length:               1,845.0
+Median read quality:                 10.5
+Number of reads:              3,991,650.0
+Read length N50:                 10,140.0
+Total bases:             17,109,161,879.0
+Number, percentage and megabases of reads above quality cutoffs
+>Q5:	3991650 (100.0%) 17109.2Mb
+>Q7:	3991649 (100.0%) 17109.2Mb
+>Q10:	2473495 (62.0%) 11731.4Mb
+>Q12:	244872 (6.1%) 789.4Mb
+>Q15:	0 (0.0%) 0.0Mb
+Top 5 highest mean basecall quality scores and their read lengths
+1:	14.9 (196)
+2:	14.8 (649)
+3:	14.7 (607)
+4:	14.7 (363)
+5:	14.6 (620)
+Top 5 longest reads and their mean basecall quality score
+1:	301857 (10.7)
+2:	265670 (9.4)
+3:	250054 (10.4)
+4:	238373 (10.0)
+5:	230377 (10.3)
diff --git a/sequencing/nanopore/QC/Weighted_HistogramReadlength.pdf b/sequencing/nanopore/QC/Weighted_HistogramReadlength.pdf
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diff --git a/sequencing/nanopore/QC/Weighted_LogTransformed_HistogramReadlength.pdf b/sequencing/nanopore/QC/Weighted_LogTransformed_HistogramReadlength.pdf
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index 0000000..32a655b
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diff --git a/sequencing/nanopore/QC/Yield_By_Length.pdf b/sequencing/nanopore/QC/Yield_By_Length.pdf
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index 0000000..f5007c5
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