thesis: Add freq measurement notebook

9 files changed, 3857 insertions, 8347 deletions

diff --git a/.gitignore b/.gitignore
index 1a7e427..429ef8d 100644
--- a/.gitignore
+++ b/.gitignore
@@ -13,3 +13,4 @@ gm_platform/platform/gerber
 *.run.xml
 *.toc
 *.bib~
+*-eps-converted-to.pdf
diff --git a/lab-windows/Phase Measurement Prototype.ipynb b/lab-windows/Phase Measurement Prototype.ipynb
index b462829..60d9e38 100644
--- a/lab-windows/Phase Measurement Prototype.ipynb
+++ b/lab-windows/Phase Measurement Prototype.ipynb
@@ -2,7 +2,7 @@
  "cells": [
   {
    "cell_type": "code",
-   "execution_count": 1,
+   "execution_count": 12,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -18,7 +18,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 2,
+   "execution_count": 13,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -27,7 +27,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 3,
+   "execution_count": 14,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -63,7 +63,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 4,
+   "execution_count": 15,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -76,7 +76,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 5,
+   "execution_count": 16,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -99,7 +99,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 17,
    "metadata": {},
    "outputs": [
     {
@@ -108,7 +108,7 @@
        "(129, 470)"
       ]
      },
-     "execution_count": 6,
+     "execution_count": 17,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -119,7 +119,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 7,
+   "execution_count": 18,
    "metadata": {},
    "outputs": [
     {
@@ -128,7 +128,7 @@
        "3.90625"
       ]
      },
-     "execution_count": 7,
+     "execution_count": 18,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -139,13 +139,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 19,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "c7a38939cb3a42cfbfe99fe7d603e11a",
+       "model_id": "96e3c06718434807813d909d3a1f4d0e",
        "version_major": 2,
        "version_minor": 0
       },
@@ -174,13 +174,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 20,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "e6b769f15870407ba59cff627632d447",
+       "model_id": "af9cb4a349eb42c6b89d7951dabdd71e",
        "version_major": 2,
        "version_minor": 0
       },
@@ -209,7 +209,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 10,
+   "execution_count": 21,
    "metadata": {},
    "outputs": [
     {
@@ -239,7 +239,7 @@
        "       492.1875 , 496.09375, 500.     ])"
       ]
      },
-     "execution_count": 10,
+     "execution_count": 21,
      "metadata": {},
      "output_type": "execute_result"
     }
@@ -250,13 +250,13 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 37,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "db4021b95410428cb07f76edd932907c",
+       "model_id": "930f346b46d64489bdc790ec11ef9a69",
        "version_major": 2,
        "version_minor": 0
       },
@@ -266,6 +266,36 @@
      },
      "metadata": {},
      "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n"
+     ]
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "/home/user/safety-reset/lab-windows/env/lib/python3.8/site-packages/scipy/optimize/minpack.py:807: OptimizeWarning: Covariance of the parameters could not be estimated\n",
+      "  warnings.warn('Covariance of the parameters could not be estimated',\n"
+     ]
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n",
+      "slice(12, 15, None)\n"
+     ]
     }
    ],
    "source": [
diff --git a/lab-windows/fig_out/mains_voltage_spectrum.eps b/lab-windows/fig_out/mains_voltage_spectrum.eps
index 4a06478..b153225 100644
--- a/lab-windows/fig_out/mains_voltage_spectrum.eps
+++ b/lab-windows/fig_out/mains_voltage_spectrum.eps
@@ -1,7 +1,7 @@
 %!PS-Adobe-3.0 EPSF-3.0
 %%Title: fig_out/mains_voltage_spectrum.eps
 %%Creator: matplotlib version 3.1.3, http://matplotlib.org/
-%%CreationDate: Wed Apr  1 18:24:42 2020
+%%CreationDate: Thu Apr  2 12:31:01 2020
 %%Orientation: portrait
 %%BoundingBox: 90.0 288.0 522.0 504.0
 %%EndComments
@@ -42,7 +42,7 @@ newpath
 /FontMatrix[.001 0 0 .001 0 0]def
 /FontBBox[-1021 -463 1793 1232]def
 /FontType 3 def
-/Encoding [ /space /zero /one /two /three /four /five /A /H /V /bracketleft /bracketright /d /e /f /i /l /m /p /t /u /z /minus ] def
+/Encoding [ /space /zero /one /two /three /five /A /H /V /bracketleft /bracketright /d /e /f /i /l /m /p /t /u /z /minus ] def
 /FontInfo 10 dict dup begin
 /FamilyName (DejaVu Sans) def
 /FullName (DejaVu Sans) def
@@ -54,7 +54,7 @@ newpath
 /UnderlinePosition -130 def
 /UnderlineThickness 90 def
 end readonly def
-/CharStrings 24 dict dup begin
+/CharStrings 23 dict dup begin
 /.notdef 0 def
 /space{318 0 0 0 0 0 _sc
 }_d
@@ -148,24 +148,6 @@ _cl}_e}_d
 539 513 527 479 504 451 _c
 481 423 448 403 406 393 _c
 _cl}_e}_d
-/four{636 0 49 0 580 729 _sc
-378 643 _m
-129 254 _l
-378 254 _l
-378 643 _l
-352 729 _m
-476 729 _l
-476 254 _l
-580 254 _l
-580 172 _l
-476 172 _l
-476 0 _l
-378 0 _l
-378 172 _l
-49 172 _l
-49 267 _l
-352 729 _l
-_cl}_d
 /five{{636 0 77 -13 549 729 _sc
 108 729 _m
 495 729 _l
@@ -489,10 +471,10 @@ cl
 fill
 grestore
 gsave
-28.42 43.2 m
-417.015 43.2 l
-417.015 204.48 l
-28.42 204.48 l
+33.64 43.2 m
+413.28 43.2 l
+413.28 201.24 l
+33.64 201.24 l
 cl
 1.000 setgray
 fill
@@ -503,41 +485,41 @@ grestore
 [] 0 setdash
 1.000 0.500 0.500 setrgbcolor
 gsave
-388.6 161.3 28.42 43.2 clipbox
-311.960079 43.2 m
-311.960079 204.48 l
+379.6 158 33.64 43.2 clipbox
+346.664454 43.2 m
+346.664454 201.24 l
 stroke
 grestore
 gsave
-388.6 161.3 28.42 43.2 clipbox
-362.084015 43.2 m
-362.084015 204.48 l
+379.6 158 33.64 43.2 clipbox
+378.448147 43.2 m
+378.448147 201.24 l
 stroke
 grestore
 gsave
-388.6 161.3 28.42 43.2 clipbox
-385.390318 43.2 m
-385.390318 204.48 l
+379.6 158 33.64 43.2 clipbox
+393.226722 43.2 m
+393.226722 201.24 l
 stroke
 grestore
 gsave
-388.6 161.3 28.42 43.2 clipbox
-400.741787 43.2 m
-400.741787 204.48 l
+379.6 158 33.64 43.2 clipbox
+402.961121 43.2 m
+402.961121 201.24 l
 stroke
 grestore
 gsave
-388.6 161.3 28.42 43.2 clipbox
-412.20795 43.2 m
-412.20795 204.48 l
+379.6 158 33.64 43.2 clipbox
+410.23184 43.2 m
+410.23184 201.24 l
 stroke
 grestore
 0.800 setlinewidth
 0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-28.42 43.2 m
-28.42 204.48 l
+379.6 158 33.64 43.2 clipbox
+33.64 43.2 m
+33.64 201.24 l
 stroke
 grestore
 0 setlinecap
@@ -560,37 +542,90 @@ grestore
 stroke
 grestore
 } bind def
-28.42 43.2 o
+33.64 43.2 o
 grestore
 gsave
-18.920000 28.871875 translate
+21.640000 27.278125 translate
 0.000000 rotate
 /DejaVuSans findfont
-8.0 scalefont
+10.0 scalefont
 setfont
-0.000000 0.857813 moveto
+0.000000 0.976562 moveto
 /one glyphshow
 
-5.089844 0.857813 moveto
+6.362305 0.976562 moveto
 /zero glyphshow
 
 /DejaVuSans findfont
-5.6 scalefont
+7.0 scalefont
 setfont
-10.256250 3.920313 moveto
+12.820312 4.804688 moveto
 /minus glyphshow
 
-14.948437 3.920313 moveto
+18.685547 4.804688 moveto
+/three glyphshow
+
+
+grestore
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+100.255546 43.2 m
+100.255546 201.24 l
+stroke
+grestore
+0 setlinecap
+0.000 setgray
+gsave
+/o {
+gsave
+newpath
+translate
+0.8 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -3.5 l
+
+gsave
+0.000 setgray
+fill
+grestore
+stroke
+grestore
+} bind def
+100.256 43.2 o
+grestore
+gsave
+88.255546 27.278125 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.976562 moveto
 /one glyphshow
 
+6.362305 0.976562 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 4.804688 moveto
+/minus glyphshow
+
+18.685547 4.804688 moveto
+/two glyphshow
+
 
 grestore
 2 setlinecap
 0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-133.474921 43.2 m
-133.474921 204.48 l
+379.6 158 33.64 43.2 clipbox
+166.871093 43.2 m
+166.871093 201.24 l
 stroke
 grestore
 0 setlinecap
@@ -613,24 +648,77 @@ grestore
 stroke
 grestore
 } bind def
-133.475 43.2 o
+166.871 43.2 o
 grestore
 gsave
-125.974921 28.871875 translate
+154.871093 28.278125 translate
 0.000000 rotate
 /DejaVuSans findfont
-8.0 scalefont
+10.0 scalefont
 setfont
-0.000000 0.781250 moveto
+0.000000 0.064063 moveto
 /one glyphshow
 
-5.089844 0.781250 moveto
+6.362305 0.064063 moveto
 /zero glyphshow
 
 /DejaVuSans findfont
-5.6 scalefont
+7.0 scalefont
 setfont
-10.256250 3.843750 moveto
+12.820312 3.892188 moveto
+/minus glyphshow
+
+18.685547 3.892188 moveto
+/one glyphshow
+
+
+grestore
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+233.486639 43.2 m
+233.486639 201.24 l
+stroke
+grestore
+0 setlinecap
+0.000 setgray
+gsave
+/o {
+gsave
+newpath
+translate
+0.8 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -3.5 l
+
+gsave
+0.000 setgray
+fill
+grestore
+stroke
+grestore
+} bind def
+233.487 43.2 o
+grestore
+gsave
+224.486639 27.278125 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.976562 moveto
+/one glyphshow
+
+6.362305 0.976562 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 4.804688 moveto
 /zero glyphshow
 
 
@@ -638,9 +726,9 @@ grestore
 2 setlinecap
 0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-238.529841 43.2 m
-238.529841 204.48 l
+379.6 158 33.64 43.2 clipbox
+300.102185 43.2 m
+300.102185 201.24 l
 stroke
 grestore
 0 setlinecap
@@ -663,24 +751,24 @@ grestore
 stroke
 grestore
 } bind def
-238.53 43.2 o
+300.102 43.2 o
 grestore
 gsave
-231.029841 28.871875 translate
+291.102185 28.278125 translate
 0.000000 rotate
 /DejaVuSans findfont
-8.0 scalefont
+10.0 scalefont
 setfont
-0.000000 0.857813 moveto
+0.000000 0.064063 moveto
 /one glyphshow
 
-5.089844 0.857813 moveto
+6.362305 0.064063 moveto
 /zero glyphshow
 
 /DejaVuSans findfont
-5.6 scalefont
+7.0 scalefont
 setfont
-10.256250 3.920313 moveto
+12.820312 3.892188 moveto
 /one glyphshow
 
 
@@ -688,9 +776,9 @@ grestore
 2 setlinecap
 0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-343.584762 43.2 m
-343.584762 204.48 l
+379.6 158 33.64 43.2 clipbox
+366.717731 43.2 m
+366.717731 201.24 l
 stroke
 grestore
 0 setlinecap
@@ -713,24 +801,24 @@ grestore
 stroke
 grestore
 } bind def
-343.585 43.2 o
+366.718 43.2 o
 grestore
 gsave
-336.084762 28.871875 translate
+357.717731 27.278125 translate
 0.000000 rotate
 /DejaVuSans findfont
-8.0 scalefont
+10.0 scalefont
 setfont
-0.000000 0.781250 moveto
+0.000000 0.976562 moveto
 /one glyphshow
 
-5.089844 0.781250 moveto
+6.362305 0.976562 moveto
 /zero glyphshow
 
 /DejaVuSans findfont
-5.6 scalefont
+7.0 scalefont
 setfont
-10.256250 3.843750 moveto
+12.820312 4.804688 moveto
 /two glyphshow
 
 
@@ -754,7 +842,7 @@ grestore
 stroke
 grestore
 } bind def
-60.0447 43.2 o
+53.6933 43.2 o
 grestore
 gsave
 /o {
@@ -774,7 +862,7 @@ grestore
 stroke
 grestore
 } bind def
-78.5439 43.2 o
+65.4237 43.2 o
 grestore
 gsave
 /o {
@@ -794,7 +882,7 @@ grestore
 stroke
 grestore
 } bind def
-91.6694 43.2 o
+73.7466 43.2 o
 grestore
 gsave
 /o {
@@ -814,7 +902,7 @@ grestore
 stroke
 grestore
 } bind def
-101.85 43.2 o
+80.2023 43.2 o
 grestore
 gsave
 /o {
@@ -834,7 +922,7 @@ grestore
 stroke
 grestore
 } bind def
-110.169 43.2 o
+85.477 43.2 o
 grestore
 gsave
 /o {
@@ -854,7 +942,7 @@ grestore
 stroke
 grestore
 } bind def
-117.202 43.2 o
+89.9367 43.2 o
 grestore
 gsave
 /o {
@@ -874,7 +962,7 @@ grestore
 stroke
 grestore
 } bind def
-123.294 43.2 o
+93.7998 43.2 o
 grestore
 gsave
 /o {
@@ -894,7 +982,7 @@ grestore
 stroke
 grestore
 } bind def
-128.668 43.2 o
+97.2074 43.2 o
 grestore
 gsave
 /o {
@@ -914,7 +1002,7 @@ grestore
 stroke
 grestore
 } bind def
-165.1 43.2 o
+120.309 43.2 o
 grestore
 gsave
 /o {
@@ -934,7 +1022,7 @@ grestore
 stroke
 grestore
 } bind def
-183.599 43.2 o
+132.039 43.2 o
 grestore
 gsave
 /o {
@@ -954,7 +1042,7 @@ grestore
 stroke
 grestore
 } bind def
-196.724 43.2 o
+140.362 43.2 o
 grestore
 gsave
 /o {
@@ -974,7 +1062,7 @@ grestore
 stroke
 grestore
 } bind def
-206.905 43.2 o
+146.818 43.2 o
 grestore
 gsave
 /o {
@@ -994,7 +1082,7 @@ grestore
 stroke
 grestore
 } bind def
-215.224 43.2 o
+152.093 43.2 o
 grestore
 gsave
 /o {
@@ -1014,7 +1102,7 @@ grestore
 stroke
 grestore
 } bind def
-222.257 43.2 o
+156.552 43.2 o
 grestore
 gsave
 /o {
@@ -1034,7 +1122,7 @@ grestore
 stroke
 grestore
 } bind def
-228.349 43.2 o
+160.415 43.2 o
 grestore
 gsave
 /o {
@@ -1054,7 +1142,7 @@ grestore
 stroke
 grestore
 } bind def
-233.723 43.2 o
+163.823 43.2 o
 grestore
 gsave
 /o {
@@ -1074,7 +1162,7 @@ grestore
 stroke
 grestore
 } bind def
-270.155 43.2 o
+186.924 43.2 o
 grestore
 gsave
 /o {
@@ -1094,7 +1182,7 @@ grestore
 stroke
 grestore
 } bind def
-288.654 43.2 o
+198.655 43.2 o
 grestore
 gsave
 /o {
@@ -1114,7 +1202,7 @@ grestore
 stroke
 grestore
 } bind def
-301.779 43.2 o
+206.978 43.2 o
 grestore
 gsave
 /o {
@@ -1134,7 +1222,7 @@ grestore
 stroke
 grestore
 } bind def
-311.96 43.2 o
+213.433 43.2 o
 grestore
 gsave
 /o {
@@ -1154,7 +1242,7 @@ grestore
 stroke
 grestore
 } bind def
-320.278 43.2 o
+218.708 43.2 o
 grestore
 gsave
 /o {
@@ -1174,7 +1262,7 @@ grestore
 stroke
 grestore
 } bind def
-327.312 43.2 o
+223.168 43.2 o
 grestore
 gsave
 /o {
@@ -1194,7 +1282,7 @@ grestore
 stroke
 grestore
 } bind def
-333.404 43.2 o
+227.031 43.2 o
 grestore
 gsave
 /o {
@@ -1214,7 +1302,7 @@ grestore
 stroke
 grestore
 } bind def
-338.778 43.2 o
+230.438 43.2 o
 grestore
 gsave
 /o {
@@ -1234,7 +1322,7 @@ grestore
 stroke
 grestore
 } bind def
-375.209 43.2 o
+253.54 43.2 o
 grestore
 gsave
 /o {
@@ -1254,7 +1342,7 @@ grestore
 stroke
 grestore
 } bind def
-393.709 43.2 o
+265.27 43.2 o
 grestore
 gsave
 /o {
@@ -1274,7 +1362,7 @@ grestore
 stroke
 grestore
 } bind def
-406.834 43.2 o
+273.593 43.2 o
 grestore
 gsave
 /o {
@@ -1294,42 +1382,38 @@ grestore
 stroke
 grestore
 } bind def
-417.015 43.2 o
+280.049 43.2 o
 grestore
-/DejaVuSans findfont
-8.000 scalefont
-setfont
 gsave
-211.803438 17.121875 translate
-0.000000 rotate
-0.000000 0.000000 m /f glyphshow
-2.816406 0.000000 m /space glyphshow
-5.359375 0.000000 m /bracketleft glyphshow
-8.480469 0.000000 m /H glyphshow
-14.496094 0.000000 m /z glyphshow
-18.695312 0.000000 m /bracketright glyphshow
-grestore
-0.800 setlinewidth
-2 setlinecap
-0.690 setgray
+/o {
 gsave
-388.6 161.3 28.42 43.2 clipbox
-28.42 69.495304 m
-417.015 69.495304 l
-stroke
-grestore
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
 0 setlinecap
+0 0 m
+0 -2 l
+
+gsave
 0.000 setgray
+fill
+grestore
+stroke
+grestore
+} bind def
+285.324 43.2 o
+grestore
 gsave
 /o {
 gsave
 newpath
 translate
-0.8 setlinewidth
+0.6 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--3.5 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1338,51 +1422,38 @@ grestore
 stroke
 grestore
 } bind def
-28.42 69.4953 o
+289.783 43.2 o
 grestore
 gsave
-2.420000 65.831241 translate
-0.000000 rotate
-/DejaVuSans findfont
-8.0 scalefont
-setfont
-0.000000 0.857813 moveto
-/one glyphshow
-
-5.089844 0.857813 moveto
-/zero glyphshow
-
-/DejaVuSans findfont
-5.6 scalefont
-setfont
-10.256250 3.920313 moveto
-/minus glyphshow
-
-14.948437 3.920313 moveto
-/four glyphshow
-
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -2 l
 
-grestore
-2 setlinecap
-0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-28.42 96.699501 m
-417.015 96.699501 l
+0.000 setgray
+fill
+grestore
 stroke
 grestore
-0 setlinecap
-0.000 setgray
+} bind def
+293.646 43.2 o
+grestore
 gsave
 /o {
 gsave
 newpath
 translate
-0.8 setlinewidth
+0.6 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--3.5 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1391,51 +1462,38 @@ grestore
 stroke
 grestore
 } bind def
-28.42 96.6995 o
+297.054 43.2 o
 grestore
 gsave
-2.420000 93.035438 translate
-0.000000 rotate
-/DejaVuSans findfont
-8.0 scalefont
-setfont
-0.000000 0.781250 moveto
-/one glyphshow
-
-5.089844 0.781250 moveto
-/zero glyphshow
-
-/DejaVuSans findfont
-5.6 scalefont
-setfont
-10.256250 3.843750 moveto
-/minus glyphshow
-
-14.948437 3.843750 moveto
-/three glyphshow
-
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -2 l
 
-grestore
-2 setlinecap
-0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-28.42 123.903698 m
-417.015 123.903698 l
+0.000 setgray
+fill
+grestore
 stroke
 grestore
-0 setlinecap
-0.000 setgray
+} bind def
+320.155 43.2 o
+grestore
 gsave
 /o {
 gsave
 newpath
 translate
-0.8 setlinewidth
+0.6 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--3.5 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1444,51 +1502,58 @@ grestore
 stroke
 grestore
 } bind def
-28.42 123.904 o
+331.886 43.2 o
 grestore
 gsave
-2.420000 120.239635 translate
-0.000000 rotate
-/DejaVuSans findfont
-8.0 scalefont
-setfont
-0.000000 0.781250 moveto
-/one glyphshow
-
-5.089844 0.781250 moveto
-/zero glyphshow
-
-/DejaVuSans findfont
-5.6 scalefont
-setfont
-10.256250 3.843750 moveto
-/minus glyphshow
-
-14.948437 3.843750 moveto
-/two glyphshow
-
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -2 l
 
-grestore
-2 setlinecap
-0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-28.42 151.107895 m
-417.015 151.107895 l
+0.000 setgray
+fill
+grestore
 stroke
 grestore
+} bind def
+340.209 43.2 o
+grestore
+gsave
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
 0 setlinecap
+0 0 m
+0 -2 l
+
+gsave
 0.000 setgray
+fill
+grestore
+stroke
+grestore
+} bind def
+346.664 43.2 o
+grestore
 gsave
 /o {
 gsave
 newpath
 translate
-0.8 setlinewidth
+0.6 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--3.5 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1497,51 +1562,58 @@ grestore
 stroke
 grestore
 } bind def
-28.42 151.108 o
+351.939 43.2 o
 grestore
 gsave
-2.420000 147.443832 translate
-0.000000 rotate
-/DejaVuSans findfont
-8.0 scalefont
-setfont
-0.000000 0.857813 moveto
-/one glyphshow
-
-5.089844 0.857813 moveto
-/zero glyphshow
-
-/DejaVuSans findfont
-5.6 scalefont
-setfont
-10.256250 3.920313 moveto
-/minus glyphshow
-
-14.948437 3.920313 moveto
-/one glyphshow
-
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -2 l
 
-grestore
-2 setlinecap
-0.690 setgray
 gsave
-388.6 161.3 28.42 43.2 clipbox
-28.42 178.312092 m
-417.015 178.312092 l
+0.000 setgray
+fill
+grestore
 stroke
 grestore
+} bind def
+356.399 43.2 o
+grestore
+gsave
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
 0 setlinecap
+0 0 m
+0 -2 l
+
+gsave
 0.000 setgray
+fill
+grestore
+stroke
+grestore
+} bind def
+360.262 43.2 o
+grestore
 gsave
 /o {
 gsave
 newpath
 translate
-0.8 setlinewidth
+0.6 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--3.5 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1550,29 +1622,28 @@ grestore
 stroke
 grestore
 } bind def
-28.42 178.312 o
+363.67 43.2 o
 grestore
 gsave
-6.420000 174.648029 translate
-0.000000 rotate
-/DejaVuSans findfont
-8.0 scalefont
-setfont
-0.000000 0.781250 moveto
-/one glyphshow
-
-5.089844 0.781250 moveto
-/zero glyphshow
-
-/DejaVuSans findfont
-5.6 scalefont
-setfont
-10.256250 3.843750 moveto
-/zero glyphshow
-
+/o {
+gsave
+newpath
+translate
+0.6 setlinewidth
+1 setlinejoin
+0 setlinecap
+0 0 m
+0 -2 l
 
+gsave
+0.000 setgray
+fill
+grestore
+stroke
+grestore
+} bind def
+386.771 43.2 o
 grestore
-0.600 setlinewidth
 gsave
 /o {
 gsave
@@ -1582,7 +1653,7 @@ translate
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1591,7 +1662,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 50.4804 o
+398.501 43.2 o
 grestore
 gsave
 /o {
@@ -1602,7 +1673,7 @@ translate
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1611,7 +1682,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 55.2708 o
+406.824 43.2 o
 grestore
 gsave
 /o {
@@ -1622,7 +1693,7 @@ translate
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+0 -2 l
 
 gsave
 0.000 setgray
@@ -1631,18 +1702,42 @@ grestore
 stroke
 grestore
 } bind def
-28.42 58.6697 o
+413.28 43.2 o
+grestore
+/DejaVuSans findfont
+10.000 scalefont
+setfont
+gsave
+209.819375 13.606250 translate
+0.000000 rotate
+0.000000 0.000000 m /f glyphshow
+3.520508 0.000000 m /space glyphshow
+6.699219 0.000000 m /bracketleft glyphshow
+10.600586 0.000000 m /H glyphshow
+18.120117 0.000000 m /z glyphshow
+23.369141 0.000000 m /bracketright glyphshow
+grestore
+0.800 setlinewidth
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+33.64 62.271756 m
+413.28 62.271756 l
+stroke
 grestore
+0 setlinecap
+0.000 setgray
 gsave
 /o {
 gsave
 newpath
 translate
-0.6 setlinewidth
+0.8 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+-3.5 0 l
 
 gsave
 0.000 setgray
@@ -1651,18 +1746,51 @@ grestore
 stroke
 grestore
 } bind def
-28.42 61.306 o
+33.64 62.2718 o
+grestore
+gsave
+2.640000 57.810818 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.976562 moveto
+/one glyphshow
+
+6.362305 0.976562 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 4.804688 moveto
+/minus glyphshow
+
+18.685547 4.804688 moveto
+/three glyphshow
+
+
 grestore
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+33.64 94.577271 m
+413.28 94.577271 l
+stroke
+grestore
+0 setlinecap
+0.000 setgray
 gsave
 /o {
 gsave
 newpath
 translate
-0.6 setlinewidth
+0.8 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+-3.5 0 l
 
 gsave
 0.000 setgray
@@ -1671,18 +1799,51 @@ grestore
 stroke
 grestore
 } bind def
-28.42 63.4601 o
+33.64 94.5773 o
+grestore
+gsave
+2.640000 90.116333 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.976562 moveto
+/one glyphshow
+
+6.362305 0.976562 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 4.804688 moveto
+/minus glyphshow
+
+18.685547 4.804688 moveto
+/two glyphshow
+
+
 grestore
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+33.64 126.882786 m
+413.28 126.882786 l
+stroke
+grestore
+0 setlinecap
+0.000 setgray
 gsave
 /o {
 gsave
 newpath
 translate
-0.6 setlinewidth
+0.8 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+-3.5 0 l
 
 gsave
 0.000 setgray
@@ -1691,18 +1852,51 @@ grestore
 stroke
 grestore
 } bind def
-28.42 65.2813 o
+33.64 126.883 o
 grestore
 gsave
+2.640000 122.921848 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.064063 moveto
+/one glyphshow
+
+6.362305 0.064063 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 3.892188 moveto
+/minus glyphshow
+
+18.685547 3.892188 moveto
+/one glyphshow
+
+
+grestore
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+33.64 159.1883 m
+413.28 159.1883 l
+stroke
+grestore
+0 setlinecap
+0.000 setgray
+gsave
 /o {
 gsave
 newpath
 translate
-0.6 setlinewidth
+0.8 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+-3.5 0 l
 
 gsave
 0.000 setgray
@@ -1711,18 +1905,48 @@ grestore
 stroke
 grestore
 } bind def
-28.42 66.8589 o
+33.64 159.188 o
 grestore
 gsave
+8.640000 154.727363 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.976562 moveto
+/one glyphshow
+
+6.362305 0.976562 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 4.804688 moveto
+/zero glyphshow
+
+
+grestore
+2 setlinecap
+0.690 setgray
+gsave
+379.6 158 33.64 43.2 clipbox
+33.64 191.493815 m
+413.28 191.493815 l
+stroke
+grestore
+0 setlinecap
+0.000 setgray
+gsave
 /o {
 gsave
 newpath
 translate
-0.6 setlinewidth
+0.8 setlinewidth
 1 setlinejoin
 0 setlinecap
 0 0 m
--2 0 l
+-3.5 0 l
 
 gsave
 0.000 setgray
@@ -1731,8 +1955,29 @@ grestore
 stroke
 grestore
 } bind def
-28.42 68.2505 o
+33.64 191.494 o
+grestore
+gsave
+8.640000 187.532878 translate
+0.000000 rotate
+/DejaVuSans findfont
+10.0 scalefont
+setfont
+0.000000 0.064063 moveto
+/one glyphshow
+
+6.362305 0.064063 moveto
+/zero glyphshow
+
+/DejaVuSans findfont
+7.0 scalefont
+setfont
+12.820312 3.892188 moveto
+/one glyphshow
+
+
 grestore
+0.600 setlinewidth
 gsave
 /o {
 gsave
@@ -1751,7 +1996,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 77.6846 o
+33.64 45.3799 o
 grestore
 gsave
 /o {
@@ -1771,7 +2016,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 82.475 o
+33.64 49.4161 o
 grestore
 gsave
 /o {
@@ -1791,7 +2036,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 85.8739 o
+33.64 52.5468 o
 grestore
 gsave
 /o {
@@ -1811,7 +2056,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 88.5102 o
+33.64 55.1048 o
 grestore
 gsave
 /o {
@@ -1831,7 +2076,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 90.6643 o
+33.64 57.2676 o
 grestore
 gsave
 /o {
@@ -1851,7 +2096,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 92.4855 o
+33.64 59.141 o
 grestore
 gsave
 /o {
@@ -1871,7 +2116,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 94.0631 o
+33.64 60.7935 o
 grestore
 gsave
 /o {
@@ -1891,7 +2136,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 95.4547 o
+33.64 71.9967 o
 grestore
 gsave
 /o {
@@ -1911,7 +2156,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 104.889 o
+33.64 77.6854 o
 grestore
 gsave
 /o {
@@ -1931,7 +2176,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 109.679 o
+33.64 81.7216 o
 grestore
 gsave
 /o {
@@ -1951,7 +2196,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 113.078 o
+33.64 84.8523 o
 grestore
 gsave
 /o {
@@ -1971,7 +2216,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 115.714 o
+33.64 87.4103 o
 grestore
 gsave
 /o {
@@ -1991,7 +2236,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 117.868 o
+33.64 89.5731 o
 grestore
 gsave
 /o {
@@ -2011,7 +2256,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 119.69 o
+33.64 91.4465 o
 grestore
 gsave
 /o {
@@ -2031,7 +2276,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 121.267 o
+33.64 93.0991 o
 grestore
 gsave
 /o {
@@ -2051,7 +2296,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 122.659 o
+33.64 104.302 o
 grestore
 gsave
 /o {
@@ -2071,7 +2316,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 132.093 o
+33.64 109.991 o
 grestore
 gsave
 /o {
@@ -2091,7 +2336,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 136.883 o
+33.64 114.027 o
 grestore
 gsave
 /o {
@@ -2111,7 +2356,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 140.282 o
+33.64 117.158 o
 grestore
 gsave
 /o {
@@ -2131,7 +2376,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 142.919 o
+33.64 119.716 o
 grestore
 gsave
 /o {
@@ -2151,7 +2396,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 145.073 o
+33.64 121.879 o
 grestore
 gsave
 /o {
@@ -2171,7 +2416,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 146.894 o
+33.64 123.752 o
 grestore
 gsave
 /o {
@@ -2191,7 +2436,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 148.472 o
+33.64 125.405 o
 grestore
 gsave
 /o {
@@ -2211,7 +2456,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 149.863 o
+33.64 136.608 o
 grestore
 gsave
 /o {
@@ -2231,7 +2476,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 159.297 o
+33.64 142.296 o
 grestore
 gsave
 /o {
@@ -2251,7 +2496,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 164.088 o
+33.64 146.333 o
 grestore
 gsave
 /o {
@@ -2271,7 +2516,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 167.486 o
+33.64 149.463 o
 grestore
 gsave
 /o {
@@ -2291,7 +2536,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 170.123 o
+33.64 152.021 o
 grestore
 gsave
 /o {
@@ -2311,7 +2556,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 172.277 o
+33.64 154.184 o
 grestore
 gsave
 /o {
@@ -2331,7 +2576,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 174.098 o
+33.64 156.058 o
 grestore
 gsave
 /o {
@@ -2351,7 +2596,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 175.676 o
+33.64 157.71 o
 grestore
 gsave
 /o {
@@ -2371,7 +2616,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 177.067 o
+33.64 168.913 o
 grestore
 gsave
 /o {
@@ -2391,7 +2636,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 186.501 o
+33.64 174.602 o
 grestore
 gsave
 /o {
@@ -2411,7 +2656,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 191.292 o
+33.64 178.638 o
 grestore
 gsave
 /o {
@@ -2431,7 +2676,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 194.691 o
+33.64 181.769 o
 grestore
 gsave
 /o {
@@ -2451,7 +2696,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 197.327 o
+33.64 184.327 o
 grestore
 gsave
 /o {
@@ -2471,7 +2716,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 199.481 o
+33.64 186.49 o
 grestore
 gsave
 /o {
@@ -2491,7 +2736,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 201.302 o
+33.64 188.363 o
 grestore
 gsave
 /o {
@@ -2511,7 +2756,7 @@ grestore
 stroke
 grestore
 } bind def
-28.42 202.88 o
+33.64 190.016 o
 grestore
 gsave
 /o {
@@ -2531,7830 +2776,2320 @@ grestore
 stroke
 grestore
 } bind def
-28.42 204.271 o
+33.64 201.219 o
 grestore
 gsave
--3.251875 92.199375 translate
+-3.438125 82.649687 translate
 90.000000 rotate
 0.000000 0.000000 m /A glyphshow
-5.472656 0.000000 m /m glyphshow
-13.265625 0.000000 m /p glyphshow
-18.343750 0.000000 m /l glyphshow
-20.566406 0.000000 m /i glyphshow
-22.789062 0.000000 m /t glyphshow
-25.925781 0.000000 m /u glyphshow
-30.996094 0.000000 m /d glyphshow
-36.074219 0.000000 m /e glyphshow
-40.996094 0.000000 m /space glyphshow
-43.539062 0.000000 m /V glyphshow
-49.011719 0.000000 m /space glyphshow
-51.554688 0.000000 m /bracketleft glyphshow
-54.675781 0.000000 m /V glyphshow
-60.148438 0.000000 m /bracketright glyphshow
+6.840820 0.000000 m /m glyphshow
+16.582031 0.000000 m /p glyphshow
+22.929688 0.000000 m /l glyphshow
+25.708008 0.000000 m /i glyphshow
+28.486328 0.000000 m /t glyphshow
+32.407227 0.000000 m /u glyphshow
+38.745117 0.000000 m /d glyphshow
+45.092773 0.000000 m /e glyphshow
+51.245117 0.000000 m /space glyphshow
+54.423828 0.000000 m /V glyphshow
+61.264648 0.000000 m /space glyphshow
+64.443359 0.000000 m /bracketleft glyphshow
+68.344727 0.000000 m /V glyphshow
+75.185547 0.000000 m /bracketright glyphshow
 grestore
 1.500 setlinewidth
 2 setlinecap
 0.122 0.467 0.706 setrgbcolor
 gsave
-388.6 161.3 28.42 43.2 clipbox
--1 76.223891 m
--0.585594 76.764917 l
-0.462294 73.715557 l
-1.486654 74.400877 l
-2.488519 75.489943 l
-3.468856 73.837814 l
-4.428571 77.27589 l
-6.289482 79.445833 l
-7.192228 83.114405 l
-8.077457 82.230301 l
-8.945838 80.49995 l
-9.797998 80.556764 l
-10.634534 79.669708 l
-11.456007 77.231783 l
-12.262952 73.092928 l
-13.055871 74.486086 l
-13.835246 74.049766 l
-14.60153 72.813493 l
-15.355157 73.602457 l
-16.096537 71.624211 l
-16.826062 72.260956 l
-17.544106 70.356903 l
-18.251025 71.454937 l
-18.947157 70.553583 l
-19.632827 72.682025 l
-20.308345 73.392013 l
-20.974007 73.877961 l
-22.276885 70.870701 l
-22.914632 72.2068 l
-23.543588 71.512715 l
-24.163991 72.536985 l
-24.776071 74.682955 l
-25.380048 76.18324 l
-25.976134 73.837751 l
-26.564533 74.934602 l
-27.14544 74.909179 l
-27.719043 76.386494 l
-28.285524 73.046758 l
-28.845058 74.199522 l
-29.397814 76.090615 l
-29.943952 73.131838 l
-30.48363 72.052064 l
-31.017 73.475564 l
-31.544206 69.96082 l
-32.065389 72.418292 l
-32.580686 74.259655 l
-33.090228 72.81538 l
-33.594142 69.862597 l
-34.092552 71.712816 l
-34.585575 66.649479 l
-35.073328 69.937798 l
-35.555922 70.953263 l
-36.033464 71.398999 l
-36.50606 68.55114 l
-37.436814 71.185777 l
-37.895166 72.80685 l
-38.34896 72.63601 l
-38.798284 74.42885 l
-39.243226 74.46927 l
-39.683872 75.350789 l
-40.120302 77.492137 l
-40.552596 73.548845 l
-40.980834 74.338163 l
-41.405089 69.220083 l
-41.825435 73.693247 l
-42.241944 73.110915 l
-42.654685 69.094621 l
-43.063726 72.725394 l
-43.469132 70.690614 l
-43.870967 69.38739 l
-45.055665 72.902554 l
-45.443826 68.384335 l
-45.828712 67.778526 l
-46.210379 68.591049 l
-46.588879 70.531224 l
-46.964265 65.376218 l
-47.336587 71.77504 l
-48.072239 68.905731 l
-48.435665 68.152548 l
-48.796218 71.532756 l
-49.153944 72.53112 l
-49.508887 71.614683 l
-49.861091 71.804025 l
-50.210596 71.741807 l
-50.557444 72.356655 l
-51.243329 70.552133 l
-51.582443 73.419206 l
-51.919055 71.003378 l
-52.253202 71.782803 l
-52.58492 67.48683 l
-52.914243 65.641345 l
-53.241206 64.941343 l
-53.565842 71.346249 l
-53.888185 70.523878 l
-54.208267 70.042093 l
-54.526119 68.766044 l
-54.841771 70.829147 l
-55.155255 68.807337 l
-55.4666 70.484774 l
-55.775834 66.630883 l
-56.388085 68.637998 l
-56.691157 68.608276 l
-56.992229 67.343804 l
-57.291327 70.613256 l
-57.588477 68.998662 l
-58.177034 72.113904 l
-58.468489 69.071168 l
-58.758095 71.572332 l
-59.045873 72.393515 l
-59.331848 68.849495 l
-59.616042 71.139258 l
-60.179173 68.087011 l
-60.458154 69.925371 l
-60.735438 68.609666 l
-61.011048 69.431482 l
-61.285003 68.394386 l
-61.557323 68.99057 l
-61.828027 71.565028 l
-62.097134 67.178894 l
-62.364664 67.250674 l
-62.630633 68.220008 l
-62.895062 67.32976 l
-63.157966 70.460205 l
-63.419365 66.772402 l
-63.937711 70.344022 l
-64.194692 68.745021 l
-64.450234 66.079958 l
-64.704353 66.508788 l
-64.957064 68.252211 l
-65.208383 68.382504 l
-65.458325 67.306445 l
-65.954139 70.601316 l
-66.20004 71.466003 l
-66.444623 70.448479 l
-66.92989 66.701178 l
-67.170602 69.367196 l
-67.41005 68.052865 l
-67.648248 67.422098 l
-67.885209 68.474663 l
-68.120946 68.643725 l
-68.355471 66.877721 l
-68.588796 68.586493 l
-68.820935 65.03639 l
-69.051898 67.098046 l
-69.281698 68.032908 l
-69.510346 68.318034 l
-69.737855 69.255726 l
-69.964234 68.562737 l
-70.189496 69.662756 l
-70.41365 67.76376 l
-70.858683 71.100988 l
-71.079582 68.390405 l
-71.299417 70.955231 l
-71.518198 69.510687 l
-71.735934 65.909511 l
-71.952636 69.386796 l
-72.168314 69.444058 l
-72.382977 70.486853 l
-72.596635 68.719549 l
-72.809297 69.488645 l
-73.020972 67.373275 l
-73.23167 67.989208 l
-73.441399 65.065457 l
-73.650169 69.104363 l
-73.857988 67.461469 l
-74.064864 68.705492 l
-74.270807 67.218909 l
-74.475824 68.985673 l
-74.679924 69.651366 l
-74.883115 65.756536 l
-75.085405 68.64965 l
-75.286802 68.683597 l
-75.487314 68.566264 l
-75.686949 69.312304 l
-75.885714 69.084611 l
-76.083616 69.953145 l
-76.280665 69.809804 l
-76.476865 67.140523 l
-76.672226 66.313475 l
-76.866754 68.51312 l
-77.060455 65.857569 l
-77.636675 68.908416 l
-77.827142 67.575508 l
-78.016817 67.255238 l
-78.205708 68.28794 l
-78.393819 66.103246 l
-78.767731 67.174032 l
-79.138603 71.537859 l
-79.322915 64.848556 l
-79.506485 66.004015 l
-79.689319 63.410572 l
-79.871424 71.335182 l
-80.052805 64.707771 l
-80.413418 68.4835 l
-80.592661 67.202351 l
-80.771202 67.31874 l
-80.949048 68.374672 l
-81.302673 65.978141 l
-81.478463 68.892406 l
-81.653578 69.854956 l
-81.828024 69.955547 l
-82.001805 67.271499 l
-82.174927 67.897513 l
-82.347395 66.926331 l
-82.690386 70.09426 l
-82.86092 67.0496 l
-83.200086 69.00666 l
-83.368729 68.810302 l
-83.53675 65.445162 l
-83.870948 67.643457 l
-84.037134 70.546598 l
-84.202716 70.079877 l
-84.367699 68.028228 l
-84.532088 67.857149 l
-84.695887 66.914143 l
-84.8591 69.643466 l
-85.021731 67.34665 l
-85.183785 67.413807 l
-85.345265 67.618905 l
-85.506175 68.189145 l
-85.826304 64.821487 l
-85.98553 70.26086 l
-86.144202 65.967433 l
-86.302324 68.629102 l
-86.4599 68.099091 l
-86.616933 70.179712 l
-86.773428 68.681562 l
-86.929388 68.683098 l
-87.084817 68.39606 l
-87.239718 69.719006 l
-87.394095 67.264305 l
-87.547952 66.656156 l
-87.701291 67.281101 l
-87.854116 67.364294 l
-88.006432 65.28935 l
-88.309546 69.241795 l
-88.460351 67.309486 l
-88.610659 68.10712 l
-88.760474 66.860708 l
-88.909798 66.827632 l
-89.058635 67.304397 l
-89.206988 68.341128 l
-89.354861 65.720299 l
-89.502256 66.177269 l
-89.649176 66.098658 l
-89.795624 68.760507 l
-89.941604 67.536179 l
-90.087118 67.690888 l
-90.23217 66.745488 l
-90.520897 69.743356 l
-90.664579 66.677442 l
-90.950591 70.479113 l
-91.234822 64.763328 l
-91.517292 67.386564 l
-91.798025 68.617376 l
-91.937746 67.865304 l
-92.077041 65.350231 l
-92.354361 69.095804 l
-92.492391 68.250285 l
-92.630006 63.960157 l
-93.040375 67.396835 l
-93.176348 67.087617 l
-93.311918 63.794095 l
-93.581855 68.666763 l
-93.716226 65.607311 l
-93.850203 67.084099 l
-93.983788 66.67429 l
-94.116983 68.812842 l
-94.382212 66.84176 l
-94.514251 67.852839 l
-94.645908 65.270344 l
-94.777187 69.180132 l
-94.908089 64.729302 l
-95.038616 67.977245 l
-95.168771 67.208632 l
-95.298556 65.296973 l
-95.427973 68.831202 l
-95.685711 63.798418 l
-95.814035 65.686832 l
-95.942 65.049078 l
-96.069607 66.886438 l
-96.196858 66.288477 l
-96.323755 66.478621 l
-96.4503 66.972079 l
-96.576496 65.876005 l
-96.702343 62.612911 l
-96.827844 67.657511 l
-96.953 65.990159 l
-97.077814 68.098676 l
-97.202288 65.413167 l
-97.326423 67.795872 l
-97.573685 64.74169 l
-97.696815 65.306688 l
-97.942082 64.280792 l
-98.186038 69.756273 l
-98.307529 65.503271 l
-98.428697 66.081315 l
-98.549544 67.935448 l
-98.670072 65.454063 l
-98.910176 67.131218 l
-99.267981 63.23604 l
-99.386628 66.524886 l
-99.623001 63.563646 l
-99.740729 68.480751 l
-100.092104 66.201616 l
-100.324859 67.822189 l
-100.440793 67.906011 l
-100.556433 70.416977 l
-100.786837 63.515782 l
-100.901605 66.87719 l
-101.130277 63.890814 l
-101.244185 65.462766 l
-101.357809 59.997432 l
-101.47115 69.579412 l
-101.584211 63.963245 l
-101.696993 64.066035 l
-102.033674 66.777288 l
-102.145351 66.303263 l
-102.256756 64.062085 l
-102.478752 69.000815 l
-102.589346 62.9269 l
-102.699673 67.90519 l
-102.809734 63.885862 l
-103.029063 67.249958 l
-103.138333 64.117639 l
-103.356091 65.039592 l
-103.464581 65.761074 l
-103.788514 62.193243 l
-103.895982 64.596022 l
-104.003198 62.724549 l
-104.323342 68.01801 l
-104.429559 64.107233 l
-104.53553 66.746086 l
-104.641255 65.077576 l
-104.746735 67.167189 l
-104.956968 64.296494 l
-105.061722 65.776634 l
-105.166236 65.396593 l
-105.270512 67.545824 l
-105.374549 65.049312 l
-105.47835 65.107344 l
-105.581915 66.967667 l
-105.685246 65.739154 l
-105.788343 67.152347 l
-105.891208 66.070111 l
-105.993841 67.781102 l
-106.096244 63.940366 l
-106.198418 65.319367 l
-106.300363 64.635538 l
-106.503573 66.817257 l
-106.60484 64.393525 l
-106.806701 67.885521 l
-106.907297 66.646255 l
-107.007673 66.832218 l
-107.107828 64.444864 l
-107.307481 67.245823 l
-107.406981 66.526769 l
-107.506264 63.991118 l
-107.605331 64.819546 l
-107.704184 63.2853 l
-107.802824 66.873108 l
-107.999465 64.686924 l
-108.097469 66.096833 l
-108.195262 64.015746 l
-108.487392 66.997468 l
-108.584354 67.449519 l
-108.681111 65.44483 l
-108.777662 66.039155 l
-108.87401 65.391608 l
-108.970155 67.701131 l
-109.066098 63.343879 l
-109.16184 66.12109 l
-109.542809 63.791859 l
-109.826463 67.677732 l
-110.01459 62.220469 l
-110.201945 66.677969 l
-110.388534 63.840645 l
-110.481543 66.644026 l
-110.574363 63.234493 l
-110.666994 64.63481 l
-110.759438 63.967866 l
-110.851694 67.207564 l
-110.943765 66.232664 l
-111.03565 67.701103 l
-111.12735 65.021705 l
-111.3102 67.377243 l
-111.401351 66.450957 l
-111.49232 63.130012 l
-111.583108 66.727047 l
-111.673716 63.499807 l
-111.764144 67.200261 l
-111.944465 64.123532 l
-112.034358 64.769338 l
-112.124075 62.979521 l
-112.302981 65.917992 l
-112.481189 65.243761 l
-112.570032 65.199069 l
-112.658703 64.684213 l
-112.747202 63.251414 l
-112.835529 63.685579 l
-113.011673 65.849684 l
-113.187139 61.910858 l
-113.274619 65.987386 l
-113.361933 63.874056 l
-113.536059 66.699866 l
-113.709524 62.784818 l
-113.79601 62.506449 l
-113.882332 64.639259 l
-113.968491 64.030782 l
-114.054487 63.6672 l
-114.225996 64.851601 l
-114.311509 63.15901 l
-114.396862 63.412896 l
-114.482056 62.817005 l
-114.567091 64.914913 l
-114.736686 63.633366 l
-114.821248 63.946536 l
-114.989904 62.401206 l
-115.241724 64.544467 l
-115.325356 64.796484 l
-115.408835 62.866692 l
-115.492162 65.168351 l
-115.575336 60.931094 l
-115.65836 63.994995 l
-115.741232 59.350015 l
-115.988951 67.677838 l
-116.235331 60.046636 l
-116.398849 65.358702 l
-116.480388 66.212294 l
-116.643032 63.885376 l
-116.724136 64.482078 l
-116.805097 63.994061 l
-116.885914 65.493346 l
-116.966589 62.869474 l
-117.047121 64.596945 l
-117.127511 59.773194 l
-117.287868 64.129897 l
-117.367835 62.099437 l
-117.527351 64.438617 l
-117.6069 62.155135 l
-117.686311 63.78221 l
-117.765584 61.581652 l
-117.844719 63.960077 l
-117.923717 61.43766 l
-118.002579 63.673983 l
-118.081305 61.270467 l
-118.23835 63.872003 l
-118.31667 62.061895 l
-118.394856 62.818944 l
-118.472908 64.491722 l
-118.550827 63.98341 l
-118.706267 65.771442 l
-118.783789 64.233718 l
-118.938438 65.910043 l
-119.015567 64.950581 l
-119.092565 65.059034 l
-119.169434 65.65251 l
-119.322784 61.95954 l
-119.399266 65.227246 l
-119.47562 64.78636 l
-119.627946 65.618716 l
-119.703919 63.604182 l
-119.779765 65.961743 l
-119.855486 65.377473 l
-119.931081 62.6298 l
-120.006551 65.816787 l
-120.157117 62.406618 l
-120.232215 61.943533 l
-120.307189 65.282379 l
-120.38204 64.201777 l
-120.531374 66.42138 l
-120.605859 62.594025 l
-120.680222 62.798284 l
-120.754464 66.547316 l
-120.828585 62.471833 l
-120.902586 62.527316 l
-121.050229 65.624026 l
-121.270802 60.977286 l
-121.41726 65.042282 l
-121.56325 60.386963 l
-121.708774 67.39906 l
-121.781362 64.31577 l
-121.853835 65.912665 l
-121.998437 61.782689 l
-122.142582 66.064353 l
-122.214484 60.539715 l
-122.286272 62.302743 l
-122.357948 62.932077 l
-122.429512 66.403918 l
-122.500964 66.399203 l
-122.643532 61.524613 l
-122.714649 64.361446 l
-122.785656 61.169774 l
-122.856552 64.338105 l
-122.927339 62.900871 l
-123.068583 64.263592 l
-123.139041 64.217909 l
-123.209391 64.384081 l
-123.279633 66.329245 l
-123.489711 61.954371 l
-123.559522 65.557564 l
-123.629227 65.544837 l
-123.698826 63.430533 l
-123.837705 65.642947 l
-123.906987 64.942997 l
-124.045235 65.721274 l
-124.114202 64.431388 l
-124.183066 65.193852 l
-124.251825 65.061095 l
-124.320481 64.131973 l
-124.457484 64.801463 l
-124.730262 60.512487 l
-124.866041 63.160687 l
-124.93378 60.964579 l
-125.001418 61.436239 l
-125.068956 65.273114 l
-125.136394 64.08521 l
-125.203733 62.361409 l
-125.338113 66.635083 l
-125.405155 61.645724 l
-125.472099 63.352119 l
-125.538944 65.18428 l
-125.605692 63.292308 l
-125.672342 66.390141 l
-125.738895 64.654743 l
-125.805351 64.438097 l
-125.87171 64.551143 l
-126.00414 61.595136 l
-126.136186 66.345836 l
-126.267851 62.586534 l
-126.399138 65.329197 l
-126.46464 63.150838 l
-126.530048 63.568188 l
-126.595362 65.424466 l
-126.660583 64.330127 l
-126.790746 63.487496 l
-126.855688 63.712057 l
-126.920539 63.881684 l
-126.985297 61.842275 l
-127.049963 63.709402 l
-127.114538 63.654626 l
-127.179021 61.456583 l
-127.243414 65.375977 l
-127.307716 65.102066 l
-127.436048 64.901335 l
-127.500079 62.359857 l
-127.56402 63.922203 l
-127.627872 64.013571 l
-127.755308 60.709676 l
-127.882389 66.440101 l
-128.009118 62.163849 l
-128.07235 65.175771 l
-128.135495 63.037134 l
-128.261523 66.505767 l
-128.449915 62.950852 l
-128.51254 64.513599 l
-128.575079 63.478845 l
-128.637532 60.519364 l
-128.762183 63.759321 l
-128.824381 63.219054 l
-128.948523 64.311815 l
-129.010467 64.069024 l
-129.072328 60.588519 l
-129.134105 85.214114 l
-129.195798 66.714602 l
-129.318935 61.820081 l
-129.380379 64.289692 l
-129.441741 64.277939 l
-129.564216 60.978179 l
-129.747316 66.474413 l
-129.808186 61.761422 l
-129.868975 63.876382 l
-129.929683 61.052479 l
-129.990311 62.384133 l
-130.111325 64.058321 l
-130.171712 59.606356 l
-130.232019 61.310896 l
-130.352394 65.187987 l
-130.412463 63.444152 l
-130.472453 65.503612 l
-130.532364 64.089341 l
-130.592197 64.545429 l
-130.771225 61.162429 l
-130.830745 64.533693 l
-130.890188 63.757031 l
-130.949553 64.164501 l
-131.008841 61.736814 l
-131.127187 64.733737 l
-131.186245 64.366583 l
-131.304133 62.861347 l
-131.362962 64.943005 l
-131.421716 63.85805 l
-131.480394 60.841479 l
-131.538997 63.398888 l
-131.597525 65.863194 l
-131.655977 61.086711 l
-131.714355 63.928452 l
-131.889042 61.330132 l
-132.063063 64.115251 l
-132.178709 64.194635 l
-132.236422 62.716946 l
-132.294063 65.568272 l
-132.35163 63.560863 l
-132.409126 64.430106 l
-132.523899 58.154848 l
-132.581177 61.552556 l
-132.638384 61.615319 l
-132.695519 65.043083 l
-132.752583 64.497589 l
-132.866497 66.550683 l
-132.980127 66.028646 l
-133.206541 59.975659 l
-133.26297 60.602891 l
-133.319328 63.026231 l
-133.375618 59.740383 l
-133.431837 67.063154 l
-133.487988 64.9528 l
-133.54407 61.833753 l
-133.600083 63.389889 l
-133.656027 63.576409 l
-133.711902 63.508025 l
-133.76771 64.448986 l
-133.934723 60.736719 l
-133.990259 65.694059 l
-134.045727 63.35187 l
-134.156461 65.674268 l
-134.211727 64.794327 l
-134.266927 65.208129 l
-134.32206 62.344348 l
-134.377126 63.710175 l
-134.432126 63.081782 l
-134.48706 60.238686 l
-134.541928 62.184687 l
-134.651466 63.570597 l
-134.815281 62.117655 l
-134.924165 65.703095 l
-134.97851 65.141692 l
-135.03279 64.777743 l
-135.195244 60.671288 l
-135.357122 63.388962 l
-135.410954 62.791589 l
-135.518428 60.756298 l
-135.57207 64.028456 l
-135.625649 60.189037 l
-135.679165 61.588508 l
-135.732619 63.395648 l
-135.786009 58.565909 l
-135.839338 64.254467 l
-135.892604 63.828242 l
-135.998951 62.566287 l
-136.052031 62.635738 l
-136.10505 58.710221 l
-136.158007 62.025296 l
-136.210903 63.177883 l
-136.31651 60.383086 l
-136.421874 62.544053 l
-136.474465 60.491449 l
-136.526996 62.233958 l
-136.579465 60.766822 l
-136.631875 62.907749 l
-136.684225 58.299263 l
-136.736514 59.952502 l
-136.945075 64.724475 l
-137.204442 58.995392 l
-137.307778 63.009562 l
-137.359358 61.885291 l
-137.41088 63.089998 l
-137.462344 61.955432 l
-137.565097 63.425431 l
-137.616388 65.380233 l
-137.66762 64.89046 l
-137.718795 64.545034 l
-137.769913 65.516329 l
-137.871977 62.10661 l
-137.922924 67.461161 l
-137.973814 64.007037 l
-138.075423 62.579048 l
-138.126143 63.15094 l
-138.277966 66.539684 l
-138.429285 60.526991 l
-138.580104 66.638995 l
-138.630266 65.988898 l
-138.680374 58.483456 l
-138.730426 60.796529 l
-138.780423 63.269662 l
-138.880254 62.87905 l
-139.079263 59.310669 l
-139.277408 64.485388 l
-139.32681 62.381713 l
-139.425453 62.658232 l
-139.523884 65.46264 l
-139.671134 58.959098 l
-139.720111 60.12886 l
-139.769036 59.452436 l
-139.915498 63.995271 l
-139.964214 62.428001 l
-140.012879 63.855553 l
-140.061491 63.755573 l
-140.207018 60.594425 l
-140.255424 61.958072 l
-140.303779 61.488761 l
-140.352083 61.395674 l
-140.400335 60.751506 l
-140.448537 61.53524 l
-140.496687 61.086806 l
-140.592837 63.016729 l
-140.640835 59.810166 l
-140.688784 60.979577 l
-140.784529 65.124342 l
-140.832327 66.987151 l
-140.97542 58.733871 l
-141.070567 63.036724 l
-141.118066 62.894702 l
-141.165515 61.345742 l
-141.212915 61.782551 l
-141.307569 65.593205 l
-141.354822 63.770329 l
-141.449181 60.20166 l
-141.590355 64.219421 l
-141.68423 61.255244 l
-141.731094 62.279754 l
-141.8714 59.164898 l
-141.918073 62.962141 l
-142.011276 61.788147 l
-142.057807 63.983001 l
-142.104289 57.12663 l
-142.150725 61.151296 l
-142.197113 62.384838 l
-142.243454 61.124511 l
-142.289748 61.162889 l
-142.335995 61.75869 l
-142.382196 59.222401 l
-142.474456 63.488906 l
-142.612498 58.316089 l
-142.65842 63.471619 l
-142.704295 61.907157 l
-142.750124 60.628704 l
-142.795907 60.681713 l
-142.841644 62.906204 l
-142.887336 59.796677 l
-143.160527 62.943736 l
-143.341751 61.773435 l
-143.432093 62.516162 l
-143.477197 58.840886 l
-143.522257 60.21706 l
-143.612243 63.58173 l
-143.702052 62.071239 l
-143.74689 60.257608 l
-143.791684 62.734683 l
-143.836435 63.113087 l
-143.970423 58.943606 l
-144.192865 62.842046 l
-144.28154 62.570626 l
-144.325812 61.686343 l
-144.370042 58.408561 l
-144.414229 62.264134 l
-144.458373 60.918352 l
-144.502474 63.959013 l
-144.546533 61.77931 l
-144.678455 59.535159 l
-144.766192 62.594196 l
-144.809997 62.267474 l
-144.897481 58.294415 l
-144.94116 59.899908 l
-145.11546 62.274534 l
-145.202361 58.870221 l
-145.245749 62.191544 l
-145.332403 61.631782 l
-145.375668 59.125508 l
-145.462075 59.23581 l
-145.505217 58.67224 l
-145.548319 63.398342 l
-145.6344 61.281508 l
-145.67738 61.323629 l
-145.720319 60.606859 l
-145.763218 62.008068 l
-145.806076 61.980956 l
-145.848895 61.050129 l
-145.891673 56.332595 l
-145.934411 58.531979 l
-146.019768 60.975809 l
-146.062386 59.771598 l
-146.104965 58.091241 l
-146.147504 61.697541 l
-146.190003 60.106716 l
-146.232463 57.926873 l
-146.317264 58.038743 l
-146.444171 61.577916 l
-146.486395 61.436697 l
-146.52858 60.288326 l
-146.570726 61.203192 l
-146.612833 61.045008 l
-146.654901 59.279165 l
-146.69693 60.939429 l
-146.780873 60.340054 l
-146.822787 61.505774 l
-146.864662 61.025923 l
-146.948298 55.690221 l
-147.073464 63.317814 l
-147.23982 57.415555 l
-147.36419 63.120249 l
-147.488222 60.238303 l
-147.529491 63.134034 l
-147.570723 59.567166 l
-147.611917 54.79648 l
-147.653075 59.273444 l
-147.694195 60.805468 l
-147.735278 57.229554 l
-147.776325 62.160787 l
-147.899243 60.3251 l
-147.940142 60.733796 l
-147.981005 62.692489 l
-148.103373 57.837001 l
-148.14409 63.02861 l
-148.225415 61.874472 l
-148.34713 56.41095 l
-148.428094 61.658459 l
-148.468522 59.854183 l
-148.508914 58.503276 l
-148.549271 58.789172 l
-148.670127 61.353991 l
-148.830772 57.668292 l
-148.910883 61.611301 l
-148.950885 59.467843 l
-148.990853 60.186555 l
-149.030786 59.439994 l
-149.070684 58.671382 l
-149.110547 59.993484 l
-149.150375 59.552479 l
-149.190168 59.905914 l
-149.229927 62.303655 l
-149.269651 61.81554 l
-149.348995 62.068878 l
-149.388616 59.241041 l
-149.467754 62.90817 l
-149.507272 59.22491 l
-149.586205 60.675236 l
-149.62562 60.614096 l
-149.704348 61.676608 l
-149.743662 62.746538 l
-149.782941 61.065905 l
-149.861399 61.495755 l
-149.900577 61.258018 l
-149.978833 58.620708 l
-150.017911 59.108238 l
-150.056955 59.649887 l
-150.095966 62.597432 l
-150.134943 61.26698 l
-150.212798 56.33477 l
-150.368111 62.498982 l
-150.44557 64.040905 l
-150.522897 60.298384 l
-150.561512 60.568852 l
-150.638643 60.093548 l
-150.754096 63.455319 l
-150.98413 57.678472 l
-151.098713 62.226613 l
-151.136843 58.861789 l
-151.213009 58.944489 l
-151.289048 62.510714 l
-151.440746 57.031461 l
-151.516406 61.259089 l
-151.554189 59.400692 l
-151.591941 58.641355 l
-151.629662 61.488911 l
-151.667352 58.390525 l
-151.70501 58.073137 l
-151.780234 58.041705 l
-151.817799 62.813644 l
-151.892837 57.360063 l
-151.967752 58.203583 l
-152.079895 60.447925 l
-152.117214 60.152434 l
-152.22899 61.959035 l
-152.266188 57.43722 l
-152.340493 61.852046 l
-152.414677 62.519542 l
-152.451724 58.509668 l
-152.599612 61.896242 l
-152.710214 57.548095 l
-152.747021 58.880661 l
-152.783799 60.48323 l
-152.857267 60.383448 l
-152.893956 60.429144 l
-152.930616 60.033147 l
-152.967247 62.661176 l
-153.040419 60.82882 l
-153.113475 58.064568 l
-153.149959 60.916033 l
-153.22284 59.649841 l
-153.259236 58.503067 l
-153.331943 58.562056 l
-153.404533 57.572995 l
-153.440786 61.067525 l
-153.477009 56.730384 l
-153.549369 61.044219 l
-153.621615 58.316878 l
-153.657695 58.366726 l
-153.693747 58.82011 l
-153.72977 58.212166 l
-153.765765 61.218341 l
-153.837669 58.902025 l
-153.873579 58.280376 l
-153.90946 58.541304 l
-153.945313 61.519926 l
-153.981139 58.414966 l
-154.016936 57.156842 l
-154.052705 60.928943 l
-154.124158 60.491239 l
-154.159843 58.005952 l
-154.23113 58.654086 l
-154.302305 61.476871 l
-154.40886 57.276574 l
-154.444323 60.219138 l
-154.479759 57.736456 l
-154.515167 55.430245 l
-154.550547 59.06298 l
-154.585901 60.507625 l
-154.621226 59.696063 l
-154.691796 61.379278 l
-154.762257 58.057551 l
-154.867744 59.785752 l
-154.902853 57.267472 l
-154.937934 59.904051 l
-154.972988 59.861874 l
-155.008016 60.010534 l
-155.043017 56.677666 l
-155.112937 59.246835 l
-155.147858 61.397113 l
-155.182751 58.956512 l
-155.252458 59.331257 l
-155.287272 57.470874 l
-155.391554 63.673409 l
-155.426262 60.911281 l
-155.460943 60.737445 l
-155.530227 58.606236 l
-155.599405 59.146914 l
-155.633955 60.611197 l
-155.702977 59.75186 l
-155.737449 56.886295 l
-155.771895 58.719983 l
-155.840708 61.620971 l
-155.909418 60.854303 l
-155.943734 58.851495 l
-155.978025 60.715678 l
-156.012289 61.506187 l
-156.046528 57.658861 l
-156.114929 58.059283 l
-156.183227 57.688454 l
-156.251424 62.266733 l
-156.387511 56.671893 l
-156.523194 62.113727 l
-156.557052 58.028974 l
-156.658475 59.070532 l
-156.692233 58.731789 l
-156.725965 59.248667 l
-156.759673 59.417216 l
-156.793356 57.330193 l
-156.860647 59.977803 l
-156.894255 61.528044 l
-156.927839 59.466029 l
-156.961398 60.665132 l
-156.994932 60.217518 l
-157.028442 58.171305 l
-157.061927 60.950914 l
-157.128823 58.349345 l
-157.195622 57.838764 l
-157.262323 61.962424 l
-157.362191 57.198556 l
-157.461842 60.875884 l
-157.495011 56.993115 l
-157.561276 60.77905 l
-157.594372 58.845537 l
-157.660493 61.278524 l
-157.759495 57.32031 l
-157.792448 59.352712 l
-157.858282 60.091067 l
-157.891164 57.278874 l
-157.956857 58.236945 l
-158.087958 60.628351 l
-158.186038 57.491734 l
-158.316484 60.850914 l
-158.479019 54.983738 l
-158.576262 61.141837 l
-158.608631 59.954332 l
-158.640976 61.023069 l
-158.673299 56.46015 l
-158.737876 59.585827 l
-158.802361 59.528489 l
-158.83457 60.193329 l
-158.898919 60.26114 l
-158.963177 57.260363 l
-159.123428 61.980481 l
-159.187371 57.952584 l
-159.251225 58.232176 l
-159.283118 60.823087 l
-159.378665 60.09992 l
-159.410469 61.494666 l
-159.442252 58.198065 l
-159.50575 56.327607 l
-159.537466 60.627521 l
-159.632482 58.546784 l
-159.66411 60.610276 l
-159.7273 60.598992 l
-159.758862 57.507276 l
-159.853419 58.692669 l
-159.884894 58.643989 l
-159.916348 60.200827 l
-159.94778 60.02547 l
-159.97919 55.555806 l
-160.041946 58.58468 l
-160.073291 60.01835 l
-160.104615 59.143121 l
-160.135918 55.333725 l
-160.167199 60.804272 l
-160.198459 60.215993 l
-160.354437 56.706508 l
-160.478836 61.418878 l
-160.571914 56.406564 l
-160.63386 62.480071 l
-160.664802 55.533856 l
-160.695722 56.467421 l
-160.757501 82.890619 l
-160.819196 61.019681 l
-160.880808 58.321319 l
-160.942336 58.753989 l
-160.97307 60.722182 l
-161.003782 57.707106 l
-161.065145 60.457776 l
-161.126426 58.059297 l
-161.157036 58.350875 l
-161.187625 60.121887 l
-161.248741 57.469903 l
-161.279269 57.439139 l
-161.431601 61.7373 l
-161.370729 56.696017 l
-161.462007 60.69956 l
-161.492392 60.886618 l
-161.613731 57.481987 l
-161.67428 55.43887 l
-161.734748 60.020355 l
-161.825301 58.067793 l
-161.795137 60.509664 l
-161.945759 58.121785 l
-161.975824 59.513562 l
-162.035895 57.860108 l
-162.0659 59.398263 l
-162.155799 57.580066 l
-162.305238 61.69187 l
-162.335067 57.266249 l
-162.424437 59.608938 l
-162.543326 56.308375 l
-162.573 59.897419 l
-162.632289 57.940152 l
-162.661905 57.103762 l
-162.72108 61.466058 l
-162.780178 58.024077 l
-162.868681 59.981623 l
-162.839199 57.678117 l
-162.898144 58.901686 l
-162.927588 58.177109 l
-162.957013 59.625829 l
-163.045175 61.43762 l
-163.133166 56.640061 l
-163.162459 60.121347 l
-163.191733 59.291593 l
-163.220988 61.814456 l
-163.250225 57.782686 l
-163.279443 60.422623 l
-163.308642 58.411783 l
-163.366984 60.544699 l
-163.396127 60.55314 l
-163.483445 56.832521 l
-163.512514 61.467807 l
-163.599609 60.462717 l
-163.715479 56.72977 l
-163.7444 56.848293 l
-163.802188 60.698855 l
-163.859903 57.948403 l
-163.888733 57.522961 l
-163.917545 57.59779 l
-163.946339 59.018805 l
-163.975114 57.433331 l
-164.032611 58.41559 l
-164.061332 56.446352 l
-164.11872 59.293064 l
-164.147387 61.312807 l
-164.176036 57.268873 l
-164.23328 55.830452 l
-164.347554 60.317059 l
-164.376077 59.66586 l
-164.404583 57.862042 l
-164.433071 59.72659 l
-164.489994 57.907958 l
-164.546846 60.797033 l
-164.603627 59.05471 l
-164.660337 55.703621 l
-164.745271 56.630947 l
-164.858271 61.642886 l
-164.886477 60.753326 l
-164.970991 56.178477 l
-164.999128 59.219019 l
-165.083434 62.740006 l
-165.139552 61.014912 l
-165.1956 57.825853 l
-165.25158 58.631399 l
-165.363334 61.748259 l
-165.39123 55.665614 l
-165.474815 58.236196 l
-165.502643 57.797529 l
-165.530454 58.010436 l
-165.558248 61.070214 l
-165.586025 57.013675 l
-165.641528 59.086031 l
-165.696964 57.46093 l
-165.724656 59.474363 l
-165.779991 61.033464 l
-165.807633 59.555259 l
-165.89046 57.573776 l
-165.918035 60.296163 l
-165.945594 56.817493 l
-166.000662 57.558851 l
-166.028171 56.327935 l
-166.055663 58.736385 l
-166.083139 59.935089 l
-166.138041 57.775348 l
-166.192877 59.481302 l
-166.220271 56.98458 l
-166.275008 59.891246 l
-166.302352 57.469656 l
-166.384286 58.594208 l
-166.466074 56.704115 l
-166.438828 61.58371 l
-166.493304 57.371856 l
-166.62921 60.309963 l
-166.791764 57.361398 l
-166.818801 56.830054 l
-166.845821 58.152316 l
-166.872825 57.2392 l
-166.953742 59.206308 l
-166.926786 57.119944 l
-167.007607 58.193761 l
-167.034516 58.10427 l
-167.061408 58.59031 l
-167.088285 56.54492 l
-167.115147 58.801779 l
-167.141992 57.284401 l
-167.222433 60.012206 l
-167.195635 57.0166 l
-167.249216 58.297949 l
-167.275982 56.14951 l
-167.302733 58.654194 l
-167.356188 56.513795 l
-167.542788 59.965855 l
-167.40958 56.294082 l
-167.569383 59.465439 l
-167.595962 58.354458 l
-167.622526 60.721376 l
-167.649075 60.861904 l
-167.728628 55.608338 l
-167.781586 57.436199 l
-167.887319 61.063957 l
-167.913714 59.955064 l
-167.940094 57.004956 l
-168.019141 58.281885 l
-168.04546 59.582572 l
-168.071764 53.800335 l
-168.124326 60.467858 l
-168.150584 57.449875 l
-168.176827 57.472262 l
-168.203055 59.466443 l
-168.229268 57.125604 l
-168.281649 58.47666 l
-168.386231 54.665192 l
-168.412339 56.998743 l
-168.438432 61.61393 l
-168.516621 57.648194 l
-168.594677 60.349485 l
-168.620666 58.130447 l
-168.64664 57.619548 l
-168.724474 59.881671 l
-168.75039 58.839605 l
-168.77629 58.80206 l
-168.828047 54.085472 l
-168.853903 59.206311 l
-168.879745 58.125612 l
-168.905572 58.200974 l
-168.931385 58.099383 l
-168.957183 56.912345 l
-169.008735 59.320615 l
-169.034489 58.582054 l
-169.060229 59.624502 l
-169.085954 61.242648 l
-169.111665 56.687136 l
-169.137361 56.024188 l
-169.163043 57.813116 l
-169.240002 59.763441 l
-169.265626 55.702259 l
-169.291236 60.840415 l
-169.342412 60.653796 l
-169.419069 55.496298 l
-169.495598 57.317092 l
-169.62286 60.9236 l
-169.699048 57.258254 l
-169.749769 58.020161 l
-169.775109 58.943575 l
-169.851043 58.665171 l
-169.876326 56.692119 l
-169.952092 58.329187 l
-169.97732 59.41649 l
-170.002533 56.926514 l
-170.027733 57.391717 l
-170.052918 57.289859 l
-170.178638 61.508326 l
-170.103248 56.570528 l
-170.20374 60.306343 l
-170.278965 60.883941 l
-170.329046 57.394617 l
-170.379072 55.409123 l
-170.404065 61.215953 l
-170.429043 56.830399 l
-170.528822 58.210614 l
-170.553732 58.347481 l
-170.578629 59.481047 l
-170.628383 56.995511 l
-170.653239 56.636536 l
-170.678082 60.05034 l
-170.752529 56.429458 l
-170.802093 56.301656 l
-170.90106 61.276134 l
-171.024468 56.035826 l
-171.122954 61.05018 l
-171.147542 58.53218 l
-171.196679 55.704703 l
-171.221228 57.997911 l
-171.245764 59.045261 l
-171.319291 57.905421 l
-171.343774 58.750756 l
-171.368243 55.762632 l
-171.417144 59.742378 l
-171.441574 58.051632 l
-171.490395 61.068489 l
-171.539165 59.193915 l
-171.56353 55.735448 l
-171.636548 57.424759 l
-171.685161 60.269705 l
-171.709448 56.672604 l
-171.782233 59.882158 l
-171.830691 56.416399 l
-171.903283 57.486354 l
-171.951613 58.632083 l
-171.975759 57.199051 l
-172.024013 55.335952 l
-172.120367 60.831303 l
-172.216518 56.787786 l
-172.264518 57.501026 l
-172.360367 60.021545 l
-172.312468 57.377575 l
-172.384297 58.23312 l
-172.432121 56.873038 l
-172.456014 57.213232 l
-172.503762 56.223559 l
-172.575292 58.759326 l
-172.622916 59.076139 l
-172.67049 57.357009 l
-172.694259 59.240696 l
-172.741759 57.586538 l
-172.76549 55.11098 l
-172.812916 59.549583 l
-172.836611 57.361582 l
-172.907621 60.666944 l
-172.954899 59.253135 l
-173.025725 56.695695 l
-173.049309 58.128279 l
-173.096441 60.211767 l
-173.119989 59.868972 l
-173.143525 55.649215 l
-173.237546 56.865483 l
-173.261021 59.199408 l
-173.284484 55.795643 l
-173.354801 58.495475 l
-173.378216 55.137916 l
-173.448388 60.040296 l
-173.541784 57.816072 l
-173.565103 58.470757 l
-173.58841 58.86114 l
-173.611705 58.70868 l
-173.634989 54.612717 l
-173.68152 60.613288 l
-173.704768 58.309897 l
-173.728004 61.252122 l
-173.797641 58.005958 l
-173.820829 57.057911 l
-173.844006 60.403603 l
-173.867171 57.868871 l
-173.890325 59.291048 l
-173.936597 57.794897 l
-173.959715 59.085919 l
-174.052071 59.483229 l
-174.07513 54.452966 l
-174.167253 61.731786 l
-174.213245 60.428934 l
-174.30509 56.833025 l
-174.328022 56.951355 l
-174.373852 55.938735 l
-174.419636 61.7168 l
-174.442511 56.716073 l
-174.533896 57.365808 l
-174.57952 59.972812 l
-174.602314 57.132485 l
-174.625098 56.364054 l
-174.64787 60.212327 l
-174.738845 58.37457 l
-174.806957 59.056777 l
-174.829638 55.736746 l
-174.965491 60.291115 l
-174.988094 60.011688 l
-175.078393 55.344276 l
-175.10094 58.691713 l
-175.146001 57.514699 l
-175.191017 60.76599 l
-175.235989 56.306227 l
-175.303363 57.581808 l
-175.370639 55.741414 l
-175.415434 59.701377 l
-175.460185 56.465373 l
-175.52723 57.864369 l
-175.571871 60.424767 l
-175.594176 53.815089 l
-175.683285 58.43741 l
-175.705535 58.537249 l
-175.750003 56.741475 l
-175.794427 59.04065 l
-175.838808 56.865128 l
-175.860983 56.967459 l
-175.883146 58.018659 l
-175.905299 55.988086 l
-175.949573 57.602579 l
-175.971693 56.848161 l
-176.015903 57.029408 l
-176.082136 55.611578 l
-176.148274 59.54271 l
-176.236308 55.720471 l
-176.25829 58.611467 l
-176.368042 55.394223 l
-176.324173 59.274537 l
-176.389961 55.826459 l
-176.521253 60.05461 l
-176.543098 56.768034 l
-176.630375 58.016545 l
-176.67395 59.299047 l
-176.695723 56.057634 l
-176.760977 60.353226 l
-176.782708 59.404323 l
-176.869528 56.079076 l
-176.912876 56.795296 l
-176.977821 59.163218 l
-176.999449 56.86477 l
-177.064271 54.908367 l
-177.042674 58.999356 l
-177.085858 57.74793 l
-177.172103 60.344435 l
-177.193639 58.136358 l
-177.215165 57.123562 l
-177.258186 58.448364 l
-177.279682 58.184193 l
-177.301167 58.436743 l
-177.322642 56.932537 l
-177.365562 60.494083 l
-177.387007 57.915197 l
-177.49408 59.932478 l
-177.515464 56.254295 l
-177.579558 60.488416 l
-177.600902 57.891114 l
-177.622237 57.515298 l
-177.643562 54.727566 l
-177.664876 60.773424 l
-177.707475 58.029321 l
-177.72876 58.666559 l
-177.750035 56.482468 l
-177.7713 56.201532 l
-177.792555 56.504971 l
-177.8138 59.664177 l
-177.898682 57.823727 l
-177.919878 58.477007 l
-177.941063 57.219981 l
-177.96224 56.261909 l
-177.983406 58.785546 l
-178.004562 57.433441 l
-178.046846 59.50032 l
-178.08909 57.169398 l
-178.110198 58.767528 l
-178.152383 54.63424 l
-178.173462 59.009553 l
-178.236638 57.580318 l
-178.278707 54.896538 l
-178.362729 59.919467 l
-178.425644 54.66492 l
-178.446597 57.306784 l
-178.467539 60.868434 l
-178.53031 57.0819 l
-178.551215 59.606214 l
-178.592995 60.441373 l
-178.61387 57.923152 l
-178.634737 60.418599 l
-178.67644 60.063775 l
-178.697278 53.929468 l
-178.780533 57.658887 l
-178.822104 58.439715 l
-178.863637 57.459498 l
-178.925866 60.383912 l
-178.94659 56.015263 l
-178.988009 57.790488 l
-179.008705 60.665378 l
-179.029392 53.026018 l
-179.070736 57.655562 l
-179.132683 58.356099 l
-179.153314 56.194046 l
-179.256325 79.338984 l
-179.2769 59.779739 l
-179.359105 56.823549 l
-179.379633 59.246535 l
-179.420662 60.379219 l
-179.523073 54.454448 l
-179.543527 58.177331 l
-179.563973 61.707135 l
-179.645663 56.84321 l
-179.666063 55.960147 l
-179.686453 57.0535 l
-179.706835 59.036772 l
-179.78827 56.204806 l
-179.808606 55.917157 l
-179.91015 59.605451 l
-179.869559 54.980695 l
-179.930432 58.063844 l
-179.970968 54.990236 l
-179.991223 58.167715 l
-180.031706 58.084046 l
-180.072153 59.097433 l
-180.092363 57.703581 l
-180.132756 59.019512 l
-180.233582 55.312657 l
-180.253721 57.620542 l
-180.334186 55.784907 l
-180.374366 60.439198 l
-180.47466 55.096074 l
-180.514716 57.543725 l
-180.534731 57.802259 l
-180.554737 55.551354 l
-180.594723 60.010914 l
-180.614703 59.191127 l
-180.654637 58.914049 l
-180.67459 59.944439 l
-180.734399 57.834236 l
-180.754317 57.762934 l
-180.774228 55.500475 l
-180.794129 58.278209 l
-180.853781 57.814172 l
-180.893506 57.12288 l
-180.933196 60.190435 l
-180.953028 56.331199 l
-181.012473 61.58665 l
-181.032271 58.941456 l
-181.05206 58.954104 l
-181.091613 57.007817 l
-181.111376 54.469188 l
-181.170615 59.811595 l
-181.249481 55.176314 l
-181.210065 60.219854 l
-181.288863 57.754105 l
-181.308541 58.646154 l
-181.347872 55.942956 l
-181.367525 56.620058 l
-181.38717 56.307245 l
-181.465662 55.537866 l
-181.504858 59.521187 l
-181.583149 55.577743 l
-181.602701 56.002117 l
-181.661306 59.855779 l
-181.700334 56.547887 l
-181.719835 56.376863 l
-181.739329 58.036231 l
-181.758814 55.232204 l
-181.83667 57.381706 l
-181.875549 58.482312 l
-181.953207 55.09749 l
-181.991986 60.851293 l
-182.069446 56.630714 l
-182.166087 59.920999 l
-182.204686 59.077 l
-182.30104 55.037952 l
-182.320287 56.626028 l
-182.339525 56.78713 l
-182.358756 55.204441 l
-182.397192 57.22149 l
-182.416398 55.56888 l
-182.493142 59.421008 l
-182.512307 56.113658 l
-182.531465 55.689951 l
-182.58889 60.288073 l
-182.665344 60.168864 l
-182.703523 56.120674 l
-182.760732 57.8469 l
-182.779785 60.787275 l
-182.85592 56.295001 l
-182.912939 60.128814 l
-182.969885 58.613792 l
-183.045704 59.868411 l
-183.083567 56.985092 l
-183.121397 55.053278 l
-183.196965 58.436236 l
-183.215837 55.409054 l
-183.310082 56.670182 l
-183.404133 58.667746 l
-183.42292 57.005789 l
-183.441699 57.105894 l
-183.535479 60.362707 l
-183.479234 55.283091 l
-183.554212 57.586503 l
-183.572937 57.633886 l
-183.591655 61.317778 l
-183.666448 57.627686 l
-183.685128 58.277362 l
-183.703799 60.435947 l
-183.759768 56.62454 l
-183.778409 58.745659 l
-183.815669 54.376992 l
-183.834287 59.493749 l
-183.908684 56.872997 l
-183.927264 56.856041 l
-184.00151 56.220974 l
-184.038588 59.505602 l
-184.057115 55.247893 l
-184.13115 60.384551 l
-184.186597 55.700283 l
-184.260423 59.402212 l
-184.27886 59.454311 l
-184.334129 52.269709 l
-184.370937 59.803806 l
-184.38933 57.902192 l
-184.481184 55.670993 l
-184.462828 58.543091 l
-184.499533 57.307771 l
-184.536208 59.872487 l
-184.572854 56.275236 l
-184.609471 59.854465 l
-184.682615 54.853726 l
-184.719144 57.976876 l
-184.737397 59.27962 l
-184.792113 58.7117 l
-184.810337 55.983093 l
-184.828554 59.036071 l
-184.901348 57.305797 l
-184.937702 54.565182 l
-184.974027 57.908143 l
-185.010323 57.258954 l
-185.064713 59.594576 l
-185.04659 54.736938 l
-185.100937 57.24382 l
-185.137132 53.913466 l
-185.191371 58.766065 l
-185.209436 60.030999 l
-185.281626 57.680078 l
-185.299656 56.975095 l
-185.317678 58.90618 l
-185.335694 61.165963 l
-185.371703 53.336298 l
-185.407684 56.993188 l
-185.479562 59.704089 l
-185.497513 56.28713 l
-185.569249 55.766722 l
-185.587165 58.036838 l
-185.640872 55.053255 l
-185.694516 56.628313 l
-185.730244 54.746698 l
-185.765943 58.439965 l
-185.783783 54.802293 l
-185.81944 59.477253 l
-185.872875 56.879073 l
-185.926246 59.010298 l
-185.944023 55.431379 l
-185.961793 58.692539 l
-186.015061 54.49191 l
-186.050538 56.965345 l
-186.068267 52.861086 l
-186.085988 59.005947 l
-186.156806 58.0545 l
-186.209847 59.709047 l
-186.227513 56.808858 l
-186.245173 57.326235 l
-186.280472 54.71634 l
-186.315744 58.078936 l
-186.33337 56.550172 l
-186.438981 59.911381 l
-186.544348 54.800187 l
-186.561886 56.202292 l
-186.66697 59.445588 l
-186.68446 55.402006 l
-186.771813 56.23915 l
-186.858998 61.414766 l
-186.893825 58.020942 l
-186.911229 56.926916 l
-186.963401 59.659296 l
-186.980778 58.705876 l
-187.015513 57.682837 l
-187.050221 58.497055 l
-187.067565 56.604952 l
-187.084903 58.874599 l
-187.171493 56.513268 l
-187.206083 59.188429 l
-187.275184 58.452502 l
-187.34418 52.929071 l
-187.361413 58.512745 l
-187.39586 54.491964 l
-187.44748 59.226661 l
-187.533385 57.225761 l
-187.550547 56.558571 l
-187.58485 59.347828 l
-187.619128 57.159986 l
-187.670497 54.015574 l
-187.738899 60.029708 l
-187.755984 54.691615 l
-187.790133 61.089653 l
-187.84131 59.735143 l
-187.858356 60.486364 l
-187.943492 54.894767 l
-187.977501 56.303536 l
-188.113287 59.179029 l
-188.130232 57.544627 l
-188.147171 57.325471 l
-188.164103 53.914723 l
-188.197949 59.309919 l
-188.248671 58.185518 l
-188.265565 59.496103 l
-188.282454 54.426525 l
-188.299336 56.890044 l
-188.316212 54.344462 l
-188.366802 59.071867 l
-188.400498 57.708647 l
-188.484629 56.109759 l
-188.434169 59.234626 l
-188.501436 56.481484 l
-188.518238 59.316883 l
-188.602152 56.126343 l
-188.618916 54.285833 l
-188.635674 60.494423 l
-188.685912 55.962095 l
-188.786221 55.86585 l
-188.802918 59.55717 l
-188.819609 54.980499 l
-188.886311 60.627249 l
-188.919625 57.139159 l
-188.936273 58.583857 l
-188.986181 56.691432 l
-189.002805 56.935671 l
-189.036034 54.659145 l
-189.085833 58.44001 l
-189.102421 58.193737 l
-189.168711 54.277048 l
-189.20182 58.337822 l
-189.218365 56.963599 l
-189.234904 56.575963 l
-189.251438 60.261511 l
-189.284487 53.03571 l
-189.350513 58.035388 l
-189.39997 55.484568 l
-189.449373 56.395656 l
-189.580855 61.322764 l
-189.498724 56.35142 l
-189.597264 59.988237 l
-189.613666 55.401444 l
-189.695592 57.290114 l
-189.711959 59.004535 l
-189.72832 56.202056 l
-189.81004 57.955559 l
-189.875311 58.195575 l
-189.891614 55.957276 l
-189.973042 55.813152 l
-189.98931 60.684243 l
-190.054325 55.923487 l
-190.103025 56.094663 l
-190.119247 59.224709 l
-190.20027 55.035376 l
-190.216457 58.876449 l
-190.232639 59.00686 l
-190.248815 54.386347 l
-190.313461 59.709604 l
-190.329608 57.290873 l
-190.34575 58.759807 l
-190.410259 55.77049 l
-190.426372 58.521726 l
-190.44248 55.512398 l
-190.458581 59.310914 l
-190.539004 57.498952 l
-190.555072 56.469173 l
-190.603241 57.740625 l
-190.619286 56.588399 l
-190.68341 59.600535 l
-190.651359 54.773661 l
-190.731444 58.248853 l
-190.763438 60.811989 l
-190.779427 56.408401 l
-190.859287 61.331809 l
-190.875243 57.470649 l
-190.891192 57.393393 l
-190.970857 55.745549 l
-191.002684 59.517617 l
-191.050383 54.688416 l
-191.113905 55.69593 l
-191.224854 60.66674 l
-191.209021 55.536524 l
-191.256505 58.558235 l
-191.288133 54.040845 l
-191.31974 59.032478 l
-191.367109 58.522262 l
-191.382887 58.300033 l
-191.430191 60.612902 l
-191.414428 56.927495 l
-191.461699 58.262731 l
-191.477445 56.130823 l
-191.493186 58.999499 l
-191.556094 58.303526 l
-191.571807 59.871083 l
-191.587516 55.504203 l
-191.618915 56.492373 l
-191.634607 53.788218 l
-191.665975 60.92707 l
-191.712986 57.468296 l
-191.759948 56.270112 l
-191.79123 60.579683 l
-191.838112 55.353276 l
-191.853729 57.83097 l
-191.931732 54.753979 l
-191.916142 58.631258 l
-191.962896 56.810077 l
-191.97847 59.354919 l
-192.08734 59.042367 l
-192.18045 55.384628 l
-192.19595 58.698187 l
-192.211445 61.403887 l
-192.257897 56.485761 l
-192.304303 58.24638 l
-192.319761 57.179994 l
-192.350661 60.003546 l
-192.366103 59.075296 l
-192.38154 73.706275 l
-192.42782 54.845524 l
-192.474053 56.120776 l
-192.566378 54.477205 l
-192.597112 59.018759 l
-192.612471 55.919416 l
-192.689189 60.342275 l
-192.704517 57.013907 l
-192.71984 56.746736 l
-192.81167 53.843956 l
-192.842239 60.903925 l
-192.888054 55.019834 l
-192.949069 58.364126 l
-193.010003 59.557329 l
-192.994777 57.889715 l
-193.040439 59.527882 l
-193.116441 54.336464 l
-193.161982 57.892817 l
-193.222632 56.152273 l
-193.192317 60.785347 l
-193.268067 58.021834 l
-193.283202 58.329464 l
-193.298332 57.47255 l
-193.313457 54.215414 l
-193.343691 59.251624 l
-193.404101 57.377529 l
-193.46443 60.176123 l
-193.4795 56.924155 l
-193.509625 57.417544 l
-193.52468 57.432306 l
-193.53973 56.102835 l
-193.58485 58.997934 l
-193.599881 56.212154 l
-193.614906 59.705693 l
-193.689958 55.433111 l
-193.704953 56.890459 l
-193.719944 56.049443 l
-193.749911 58.705118 l
-193.779858 58.464901 l
-193.794824 58.857335 l
-193.809785 56.551052 l
-193.854639 55.082674 l
-193.869581 58.221211 l
-193.884517 57.208512 l
-193.914376 58.939919 l
-193.959128 56.78973 l
-193.974035 58.296636 l
-194.018728 53.906173 l
-194.003835 59.832319 l
-194.093119 55.465889 l
-194.107983 58.118547 l
-194.211894 56.969772 l
-194.241539 55.755641 l
-194.271165 58.229608 l
-194.285971 56.192227 l
-194.315568 58.977724 l
-194.404245 58.815657 l
-194.478011 55.074561 l
-194.463267 58.826779 l
-194.507484 57.798196 l
-194.581083 58.676639 l
-194.536938 56.421766 l
-194.610489 58.231403 l
-194.639877 55.922871 l
-194.669246 59.201997 l
-194.713263 58.040574 l
-194.727926 58.276759 l
-194.757238 56.962458 l
-194.771887 57.943741 l
-194.859682 53.603793 l
-194.874298 58.090053 l
-194.903516 59.435297 l
-194.991059 55.650591 l
-195.049327 54.119517 l
-195.107521 58.600732 l
-195.165641 53.978985 l
-195.194674 58.849859 l
-195.223687 56.628486 l
-195.28166 59.523465 l
-195.310618 55.595713 l
-195.339558 58.72302 l
-195.469562 54.711978 l
-195.527223 60.527265 l
-195.570421 56.359338 l
-195.599197 54.808087 l
-195.613578 56.517665 l
-195.714119 60.808945 l
-195.642327 56.168214 l
-195.728464 58.142526 l
-195.828753 60.137952 l
-195.757141 55.889397 l
-195.843062 59.735959 l
-195.91454 56.494328 l
-195.971641 57.097899 l
-195.985906 57.098967 l
-196.014421 58.425596 l
-196.028672 56.141436 l
-196.085631 54.355436 l
-196.142519 59.769472 l
-196.185138 54.797192 l
-196.284429 56.09053 l
-196.298596 56.078522 l
-196.355219 59.678374 l
-196.397641 58.247321 l
-196.411772 55.107943 l
-196.454141 59.104045 l
-196.496471 57.455055 l
-196.538761 58.823242 l
-196.552849 56.670619 l
-196.566933 57.581768 l
-196.581012 54.026077 l
-196.595087 58.150367 l
-196.665397 56.190088 l
-196.76365 59.781248 l
-196.749626 54.187598 l
-196.777668 57.974742 l
-196.861691 54.548453 l
-196.833701 58.48037 l
-196.903644 55.611911 l
-197.015331 60.000099 l
-197.057144 55.223346 l
-197.126746 56.027811 l
-197.154557 60.758911 l
-197.237889 57.677154 l
-197.251763 59.041663 l
-197.279498 55.525104 l
-197.348762 58.435534 l
-197.362602 54.871878 l
-197.39027 59.088917 l
-197.459366 57.809719 l
-197.500773 56.160136 l
-197.542143 60.12053 l
-197.569703 56.488037 l
-197.597245 57.280381 l
-197.65228 59.243676 l
-197.624771 56.640666 l
-197.693513 57.068549 l
-197.707249 52.886898 l
-197.748433 58.594448 l
-197.789579 57.962472 l
-197.803286 59.082469 l
-197.858073 55.429027 l
-197.87176 55.303419 l
-197.899121 59.12482 l
-197.981105 57.201105 l
-197.994755 57.452024 l
-198.0084 56.754741 l
-198.062942 53.988864 l
-198.076567 57.987045 l
-198.117419 60.987543 l
-198.158234 53.086369 l
-198.185423 58.122947 l
-198.212597 56.597445 l
-198.226177 58.256626 l
-198.239754 60.398164 l
-198.29402 55.040221 l
-198.334677 58.528718 l
-198.348222 54.944249 l
-198.429403 56.618781 l
-198.510441 60.883093 l
-198.483445 55.009334 l
-198.537422 56.230903 l
-198.645185 58.685127 l
-198.591335 55.011167 l
-198.672086 57.165134 l
-198.685531 55.709942 l
-198.779532 56.397914 l
-198.83316 59.399783 l
-198.806354 55.130974 l
-198.886725 56.780276 l
-198.900107 54.699722 l
-198.940228 59.444891 l
-198.980314 58.165264 l
-199.007018 57.904667 l
-199.033707 60.049347 l
-199.047045 56.357401 l
-199.140305 59.568505 l
-199.166916 54.885849 l
-199.220091 59.96157 l
-199.299738 56.142336 l
-199.366004 58.34923 l
-199.352758 54.975345 l
-199.405717 56.030694 l
-199.418948 55.304678 l
-199.432174 58.914539 l
-199.485041 56.17133 l
-199.511451 61.037902 l
-199.537847 54.200729 l
-199.577411 57.790509 l
-199.669594 59.713653 l
-199.682748 54.645477 l
-199.761592 58.589445 l
-199.748461 54.244963 l
-199.800963 58.565526 l
-199.827191 54.81954 l
-199.879603 59.284786 l
-199.931954 55.521026 l
-200.010369 58.816184 l
-200.036477 56.270198 l
-200.049526 56.134058 l
-200.114712 54.61713 l
-200.179806 58.654303 l
-200.270782 55.850734 l
-200.322686 55.979298 l
-200.374532 60.175934 l
-200.361576 55.892406 l
-200.426319 57.283235 l
-200.49097 53.004262 l
-200.503889 58.909495 l
-200.542625 56.27644 l
-200.55553 56.353563 l
-200.568431 53.781389 l
-200.581328 58.76513 l
-200.632881 58.124988 l
-200.64576 61.380389 l
-200.69724 54.854515 l
-200.722958 55.938303 l
-200.748662 57.454308 l
-200.761508 54.248718 l
-200.774351 59.309971 l
-200.876964 58.18015 l
-200.889775 58.722262 l
-200.915385 56.597229 l
-200.928184 53.456927 l
-200.992129 59.534406 l
-201.004907 56.140471 l
-201.094253 59.720893 l
-201.0815 55.423016 l
-201.107003 58.335706 l
-201.14523 55.859196 l
-201.19615 58.542692 l
-201.208871 57.355765 l
-201.272424 60.953908 l
-201.285123 54.602834 l
-201.29782 58.746579 l
-201.310513 55.521637 l
-201.386595 59.901346 l
-201.411928 56.386976 l
-201.424589 55.226189 l
-201.475198 59.103413 l
-201.487842 58.272444 l
-201.576249 59.74813 l
-201.56363 56.00792 l
-201.588864 58.190262 l
-201.677076 59.471592 l
-201.714829 54.150024 l
-201.790241 60.047883 l
-201.8279 58.621941 l
-201.940692 54.845252 l
-202.053205 60.415869 l
-202.06569 57.958039 l
-202.078171 54.425376 l
-202.165442 60.029578 l
-202.177896 57.419371 l
-202.215237 56.173614 l
-202.202793 60.627681 l
-202.252547 57.522053 l
-202.302247 59.578169 l
-202.289827 56.576607 l
-202.351892 58.344439 l
-202.364295 54.930211 l
-202.413873 58.912789 l
-202.463398 58.138134 l
-202.525227 60.714519 l
-202.48814 54.863508 l
-202.537583 57.304824 l
-202.549936 56.771854 l
-202.562285 65.652641 l
-202.636311 54.865761 l
-202.648636 59.127729 l
-202.734824 55.035258 l
-202.673278 59.409814 l
-202.771712 56.122452 l
-202.845399 55.293164 l
-202.906714 60.166315 l
-202.967946 61.458747 l
-203.029096 55.677727 l
-203.114569 59.804348 l
-203.138961 58.418611 l
-203.236397 59.396868 l
-203.260723 55.002288 l
-203.333625 53.176914 l
-203.394287 58.597336 l
-203.430646 54.20819 l
-203.454869 59.420032 l
-203.515371 54.975222 l
-203.587867 60.003147 l
-203.539549 54.59945 l
-203.624072 58.776563 l
-203.636134 54.168133 l
-203.68435 59.377641 l
-203.732515 58.178197 l
-203.744548 59.315352 l
-203.804667 55.476233 l
-203.828693 53.273042 l
-203.8407 59.497059 l
-203.888701 56.72953 l
-203.960607 57.470771 l
-203.97258 59.615722 l
-204.056305 56.410502 l
-204.068253 57.435742 l
-204.163727 59.136641 l
-204.151803 56.517069 l
-204.175647 57.482754 l
-204.187564 55.61712 l
-204.247102 60.291723 l
-204.270896 58.205667 l
-204.282788 60.315892 l
-204.354076 53.564125 l
-204.377814 59.038729 l
-204.484482 54.314032 l
-204.519983 55.601009 l
-204.626319 60.629247 l
-204.579089 54.382042 l
-204.638119 58.222855 l
-204.649916 58.963425 l
-204.66171 54.80878 l
-204.720633 57.061419 l
-204.732409 55.357604 l
-204.744181 58.829962 l
-204.814752 57.65223 l
-204.873478 60.601695 l
-204.885214 56.745526 l
-204.920405 58.739435 l
-205.014113 54.041418 l
-205.025813 60.276564 l
-205.130979 57.908511 l
-205.154316 54.132784 l
-205.177641 59.081712 l
-205.247546 56.025673 l
-205.340585 59.374927 l
-205.328966 55.844169 l
-205.352202 58.209478 l
-205.410241 55.020687 l
-205.375426 59.373364 l
-205.468206 55.868518 l
-205.47979 56.215503 l
-205.491371 61.020402 l
-205.572358 55.601016 l
-205.583916 57.327633 l
-205.607022 58.29044 l
-205.618571 56.31989 l
-205.630117 54.27093 l
-205.664738 59.309247 l
-205.722381 55.448823 l
-205.825955 59.075678 l
-205.837448 54.875775 l
-205.940762 54.998748 l
-205.952227 61.176541 l
-205.975148 53.186812 l
-206.055281 57.792835 l
-206.066717 58.604878 l
-206.101008 55.231981 l
-206.146689 57.540184 l
-206.249306 53.939594 l
-206.237915 58.561491 l
-206.260693 56.65233 l
-206.340327 60.376863 l
-206.328959 54.41907 l
-206.363054 57.925876 l
-206.385769 55.383543 l
-206.442509 58.039445 l
-206.476519 56.386499 l
-206.48785 59.589535 l
-206.533146 54.730597 l
-206.589702 58.027899 l
-206.612305 54.390316 l
-206.657478 60.164702 l
-206.691328 58.90327 l
-206.702606 59.126079 l
-206.792728 55.017806 l
-206.803981 57.508672 l
-206.871439 60.667167 l
-206.860203 56.143175 l
-206.916356 59.781028 l
-206.983648 55.741108 l
-207.028455 56.716522 l
-207.084401 54.378905 l
-207.151447 59.522628 l
-207.25183 60.298025 l
-207.26297 53.879548 l
-207.296374 60.746301 l
-207.363109 52.972034 l
-207.374222 56.037474 l
-207.429746 60.377609 l
-207.418647 55.603255 l
-207.474117 57.080144 l
-207.496286 52.646085 l
-207.518445 58.708054 l
-207.573794 57.023997 l
-207.629076 58.130512 l
-207.606971 54.180629 l
-207.662213 56.150752 l
-207.673254 56.060804 l
-207.684291 56.146813 l
-207.772497 59.468194 l
-207.73944 53.803605 l
-207.783511 57.681011 l
-207.827539 54.212824 l
-207.816536 59.663342 l
-207.893502 56.110537 l
-207.992268 60.600581 l
-208.014187 58.365643 l
-208.057993 53.926197 l
-208.068938 59.121101 l
-208.123624 56.535523 l
-208.200074 55.877307 l
-208.232799 60.166659 l
-208.265501 54.912819 l
-208.352591 57.034586 l
-208.363465 59.287227 l
-208.374337 55.852131 l
-208.450369 56.929642 l
-208.472069 59.410769 l
-208.526274 55.599037 l
-208.537107 60.529006 l
-208.569592 55.217978 l
-208.634491 58.238884 l
-208.656104 59.251428 l
-208.731667 55.768218 l
-208.785565 60.511278 l
-208.850158 59.487017 l
-208.957611 54.621865 l
-208.968342 59.179943 l
-209.032677 53.290965 l
-209.075517 58.056191 l
-209.161076 53.69894 l
-209.096922 58.391941 l
-209.193119 56.355273 l
-209.246475 60.374716 l
-209.278458 55.351742 l
-209.299768 56.564203 l
-209.363638 55.619465 l
-209.374274 58.98942 l
-209.395539 55.871498 l
-209.416795 60.647356 l
-209.448659 54.953887 l
-209.501717 57.692952 l
-209.554713 59.31421 l
-209.607647 55.396419 l
-209.628804 59.084509 l
-209.639379 54.944456 l
-209.713333 58.618416 l
-209.808241 53.809503 l
-209.787167 59.911446 l
-209.818774 56.754187 l
-209.881922 59.334626 l
-209.839833 54.388611 l
-209.923972 57.157609 l
-209.934478 54.886601 l
-209.97648 59.405927 l
-210.018443 57.893783 l
-210.070842 59.303681 l
-210.03941 53.595062 l
-210.123182 57.18615 l
-210.144101 55.513757 l
-210.154557 59.076935 l
-210.16501 60.358136 l
-210.217242 54.191269 l
-210.258984 59.025454 l
-210.290266 55.947916 l
-210.363173 58.335821 l
-210.435964 61.265641 l
-210.383983 56.901751 l
-210.477507 58.626359 l
-210.519012 55.601096 l
-210.508639 60.87386 l
-210.581199 58.027375 l
-210.591555 58.524419 l
-210.601909 55.596496 l
-210.643301 57.147555 l
-210.725972 53.177476 l
-210.67432 58.548218 l
-210.756936 55.403875 l
-210.829102 59.335385 l
-210.798187 52.881989 l
-210.839402 59.222984 l
-210.8497 53.94536 l
-210.870288 62.026809 l
-210.95255 58.030936 l
-211.014149 59.23311 l
-210.98336 56.38069 l
-211.034663 58.461753 l
-211.044917 54.422338 l
-211.147329 57.723276 l
-211.178007 58.401309 l
-211.167784 56.952927 l
-211.188229 58.265275 l
-211.198448 54.517553 l
-211.259717 58.526368 l
-211.300516 56.435832 l
-211.34128 58.970829 l
-211.331092 54.817091 l
-211.412528 57.412724 l
-211.432864 58.915525 l
-211.463352 56.340981 l
-211.47351 57.129729 l
-211.50397 54.59457 l
-211.524265 59.407676 l
-211.574965 58.298092 l
-211.585098 58.350573 l
-211.595229 60.379387 l
-211.625608 55.93151 l
-211.696414 59.541105 l
-211.757017 54.343213 l
-211.807459 55.242193 l
-211.837697 58.564841 l
-211.857845 58.315349 l
-211.867915 52.457326 l
-211.877983 58.830444 l
-211.968498 55.357548 l
-212.038774 60.144776 l
-212.008669 54.707267 l
-212.078884 56.321565 l
-212.128971 53.559247 l
-212.189003 59.837318 l
-212.22898 54.458954 l
-212.218989 60.953049 l
-212.298857 57.56607 l
-212.30883 58.715046 l
-212.368626 54.070696 l
-212.398495 57.065526 l
-212.408447 51.651627 l
-212.418397 59.137845 l
-212.507846 55.762294 l
-212.58721 59.152758 l
-212.567382 55.329394 l
-212.597121 56.145699 l
-212.60703 53.937001 l
-212.656541 59.371214 l
-212.696111 54.318166 l
-212.745525 60.951866 l
-212.804752 58.49637 l
-212.854049 53.60263 l
-212.824477 59.76051 l
-212.913135 59.336169 l
-212.922976 59.052398 l
-212.932814 54.518026 l
-213.001621 59.865837 l
-213.031079 56.540914 l
-213.119336 59.675774 l
-213.089936 53.405194 l
-213.129132 56.372032 l
-213.168295 55.68292 l
-213.17808 58.368051 l
-213.226976 56.380011 l
-213.236749 60.669158 l
-213.32461 55.688172 l
-213.334362 56.386022 l
-213.38309 54.568656 l
-213.39283 57.775323 l
-213.451223 55.361319 l
-213.548378 60.135593 l
-213.49011 54.592248 l
-213.558083 55.99819 l
-213.567785 56.156437 l
-213.645328 60.256046 l
-213.596879 54.34894 l
-213.674372 55.569491 l
-213.722739 59.019674 l
-213.732406 54.916336 l
-213.751735 58.647994 l
-213.761396 54.02854 l
-213.790367 59.536854 l
-213.857894 56.035861 l
-213.915695 58.589144 l
-213.886804 54.150941 l
-213.963807 58.278499 l
-214.069475 54.389875 l
-214.011868 60.273896 l
-214.079069 55.368875 l
-214.098251 60.104937 l
-214.19404 56.77816 l
-214.260973 60.71195 l
-214.241859 56.002976 l
-214.299176 58.283407 l
-214.308722 54.688028 l
-214.327808 58.382886 l
-214.404071 56.884286 l
-214.413595 60.184188 l
-214.432637 54.134714 l
-214.508725 57.905637 l
-214.527727 52.572912 l
-214.537225 58.961846 l
-214.603657 57.527027 l
-214.613139 60.778178 l
-214.660522 52.549301 l
-214.707855 57.018393 l
-214.792931 58.972153 l
-214.811815 53.545891 l
-214.858991 59.224178 l
-214.924957 56.178301 l
-215.019028 61.390615 l
-215.028424 58.656537 l
-215.037819 53.345004 l
-215.131657 54.35332 l
-215.20659 59.069963 l
-215.24401 57.445372 l
-215.309421 53.934628 l
-215.346757 59.514073 l
-215.421337 51.058863 l
-215.430651 60.231568 l
-215.467888 55.256303 l
-215.505094 58.689032 l
-215.579416 57.008479 l
-215.635078 53.386529 l
-215.625806 57.812955 l
-215.644349 56.489621 l
-215.653617 59.641702 l
-215.699932 55.353499 l
-215.755447 58.351495 l
-215.829363 54.715516 l
-215.82013 59.0615 l
-215.875499 57.330972 l
-215.893941 55.313629 l
-215.912375 58.831243 l
-215.949221 56.43751 l
-215.995236 54.637534 l
-216.068765 60.221135 l
-216.178835 55.060035 l
-216.197155 60.227144 l
-216.206312 54.09877 l
-216.288642 57.29348 l
-216.306917 59.769828 l
-216.325185 53.892956 l
-216.398184 57.739647 l
-216.407301 57.762643 l
-216.425528 61.087333 l
-216.443749 54.791298 l
-216.461962 55.983266 l
-216.507464 54.316086 l
-216.543833 58.540807 l
-216.562006 57.716899 l
-216.580172 54.024792 l
-216.652765 60.402759 l
-216.661831 53.37945 l
-216.761437 55.943912 l
-216.860827 61.947757 l
-216.82471 55.612296 l
-216.878875 59.680689 l
-216.887896 59.602494 l
-216.950994 55.20133 l
-216.996011 58.507121 l
-217.076929 61.475926 l
-217.085911 55.605242 l
-217.094891 57.609375 l
-217.112847 57.275277 l
-217.121822 60.617934 l
-217.130795 56.777201 l
-217.22043 57.111091 l
-217.28307 60.706879 l
-217.274127 55.99611 l
-217.292012 60.579195 l
-217.300952 55.19717 l
-217.408093 55.661276 l
-217.41701 58.985588 l
-217.506086 52.557703 l
-217.52388 57.602267 l
-217.559448 54.859425 l
-217.612747 59.038045 l
-217.6305 57.32841 l
-217.648246 59.382308 l
-217.710302 56.035807 l
-217.728016 56.407031 l
-217.745724 60.146089 l
-217.860658 58.372789 l
-217.869487 57.140684 l
-217.878315 59.8357 l
-217.895965 57.367543 l
-217.904787 68.168735 l
-217.913607 55.369433 l
-218.001719 59.466173 l
-218.019321 59.917412 l
-218.10723 55.467666 l
-218.133569 54.38886 l
-218.221258 59.55676 l
-218.256286 55.969409 l
-218.291288 59.745521 l
-218.335002 57.130404 l
-218.369943 61.278486 l
-218.352476 54.313217 l
-218.431026 54.716497 l
-218.439745 53.435411 l
-218.509441 59.266029 l
-218.518145 57.601814 l
-218.544249 54.595726 l
-218.57903 60.941384 l
-218.631152 52.180167 l
-218.691886 55.371719 l
-218.717891 58.739165 l
-218.787163 54.759995 l
-218.804464 57.329309 l
-218.839048 57.274007 l
-218.84769 58.426008 l
-218.85633 54.933354 l
-218.899506 59.039984 l
-218.959885 56.762597 l
-218.977121 60.623008 l
-219.054604 54.761328 l
-219.071804 58.869986 l
-219.106186 54.847269 l
-219.123367 58.950708 l
-219.192027 56.443329 l
-219.234887 57.730154 l
-219.217748 54.633475 l
-219.243454 55.718704 l
-219.252019 52.116732 l
-219.311933 59.136284 l
-219.346134 57.398353 l
-219.363225 58.94019 l
-219.440056 54.662028 l
-219.491204 60.187892 l
-219.482684 54.440482 l
-219.550805 59.906045 l
-219.669774 55.719936 l
-219.788433 58.746079 l
-219.720665 55.356182 l
-219.796897 58.633775 l
-219.864551 55.152156 l
-219.830736 59.542125 l
-219.923666 56.324646 l
-219.974276 59.786044 l
-219.940543 55.728505 l
-220.041668 57.370437 l
-220.075327 55.082943 l
-220.117365 58.916474 l
-220.150968 57.020945 l
-220.159365 56.799569 l
-220.184546 58.095221 l
-220.251629 59.323506 l
-220.2181 54.995033 l
-220.276759 56.416364 l
-220.310245 54.735584 l
-220.318613 59.549624 l
-220.377143 54.785471 l
-220.393852 60.826892 l
-220.443943 53.6219 l
-220.493979 57.810297 l
-220.56893 53.587266 l
-220.552285 60.470945 l
-220.593887 58.45775 l
-220.618829 60.268714 l
-220.63545 56.13119 l
-220.668674 56.180683 l
-220.676976 55.080327 l
-220.693576 58.578259 l
-220.743339 56.9634 l
-220.751628 60.469038 l
-220.850973 55.759466 l
-220.875776 58.572423 l
-220.88404 55.39213 l
-220.908825 58.257004 l
-220.999587 53.557895 l
-220.966604 59.567573 l
-221.01607 56.321601 l
-221.024309 60.047597 l
-221.081942 52.565725 l
-221.123063 56.633919 l
-221.17236 52.899897 l
-221.164148 57.280468 l
-221.205195 54.959988 l
-221.278988 59.945579 l
-221.319933 58.353392 l
-221.377193 53.616237 l
-221.39354 58.757981 l
-221.434382 57.307585 l
-221.467029 58.961732 l
-221.475188 52.74062 l
-221.532254 58.653966 l
-221.60552 53.180291 l
-221.589249 59.107303 l
-221.638045 57.326675 l
-221.678669 59.52734 l
-221.662423 53.375924 l
-221.743591 58.182234 l
-221.759807 58.954102 l
-221.856984 55.216031 l
-221.905495 59.689875 l
-221.87316 54.723409 l
-221.970096 57.058326 l
-222.042663 55.818257 l
-222.026547 61.369535 l
-222.058773 57.733643 l
-222.066826 59.478141 l
-222.10707 54.448402 l
-222.163352 57.244826 l
-222.267691 55.274174 l
-222.17942 59.412221 l
-222.283723 56.518575 l
-222.347791 58.967406 l
-222.363793 53.08353 l
-222.379791 54.918335 l
-222.411769 53.432811 l
-222.427749 58.272149 l
-222.459694 55.50735 l
-222.499593 58.827101 l
-222.507568 52.645768 l
-222.571323 57.23352 l
-222.579286 54.82894 l
-222.587248 58.632204 l
-222.666788 58.336485 l
-222.674735 60.678971 l
-222.754123 53.765362 l
-222.769984 56.431611 l
-222.865035 59.862811 l
-222.78584 54.269989 l
-222.888767 59.133881 l
-222.928292 54.917225 l
-222.967784 59.657139 l
-222.999352 56.7659 l
-223.038782 58.813846 l
-223.054545 52.574035 l
-223.078178 54.866881 l
-223.086053 53.850076 l
-223.156868 58.757247 l
-223.16473 55.081427 l
-223.227573 54.877059 l
-223.282491 59.469534 l
-223.313842 54.843903 l
-223.399948 57.503511 l
-223.454659 54.704413 l
-223.509303 59.193516 l
-223.563883 53.939884 l
-223.548295 60.113365 l
-223.626179 57.555945 l
-223.672846 59.396491 l
-223.72723 55.371948 l
-223.78155 58.766155 l
-223.797058 54.956156 l
-223.835804 57.449497 l
-223.84355 53.034073 l
-223.851294 59.011707 l
-223.944121 58.456779 l
-223.998183 69.680388 l
-224.05989 55.120816 l
-224.098414 59.407704 l
-224.1446 54.2892 l
-224.167676 58.647616 l
-224.175365 54.727259 l
-224.275209 60.113195 l
-224.32888 55.056575 l
-224.390141 56.448256 l
-224.458962 60.643907 l
-224.466603 55.218246 l
-224.497151 57.304851 l
-224.550562 54.496783 l
-224.52768 59.889289 l
-224.581055 55.647598 l
-224.588675 59.30672 l
-224.649589 52.997699 l
-224.687619 55.761124 l
-224.695221 53.907421 l
-224.725617 58.623848 l
-224.801518 53.961747 l
-224.884865 60.687026 l
-224.915135 58.226862 l
-224.922699 52.786719 l
-224.983169 60.106321 l
-225.028469 55.453122 l
-225.141522 60.3475 l
-225.149049 59.569583 l
-225.156574 59.524557 l
-225.164099 59.753332 l
-225.231763 54.68005 l
-225.276817 58.284848 l
-225.404228 53.678108 l
-225.351808 59.003784 l
-225.411712 55.076802 l
-225.486482 60.136681 l
-225.471537 51.864818 l
-225.516355 56.199305 l
-225.52382 53.760645 l
-225.568587 58.204923 l
-225.628207 55.315796 l
-225.635654 55.214129 l
-225.739786 59.773302 l
-225.650545 52.871727 l
-225.747215 59.362706 l
-225.865913 53.407373 l
-225.96952 59.623953 l
-225.984302 58.484796 l
-226.05814 52.944577 l
-226.072894 61.163064 l
-226.095015 56.574038 l
-226.131859 60.246078 l
-226.117125 54.715064 l
-226.161313 59.305541 l
-226.168674 52.789286 l
-226.256908 60.046667 l
-226.271597 54.542695 l
-226.374289 60.923895 l
-226.359633 53.306322 l
-226.381615 59.249702 l
-226.425548 53.921667 l
-226.469439 59.476559 l
-226.498676 54.460092 l
-226.549796 59.623204 l
-226.513288 53.366244 l
-226.615437 58.96771 l
-226.666427 53.525085 l
-226.724631 56.314471 l
-226.78276 59.96783 l
-226.819054 55.608257 l
-226.826309 55.665929 l
-226.927761 52.958698 l
-226.898798 57.418893 l
-226.934999 55.544561 l
-227.021765 59.604194 l
-227.000089 53.563973 l
-227.043431 56.979801 l
-227.108366 55.088427 l
-227.065086 60.035658 l
-227.151605 57.181447 l
-227.17321 54.632357 l
-227.237961 58.597307 l
-227.252338 55.341717 l
-227.345676 60.374713 l
-227.360019 55.310404 l
-227.367188 57.046111 l
-227.40302 59.450098 l
-227.388691 55.250643 l
-227.460292 56.649258 l
-227.467446 55.703016 l
-227.510347 59.459891 l
-227.560346 57.185725 l
-227.581758 58.515288 l
-227.588893 55.489636 l
-227.617421 56.025004 l
-227.674425 54.522749 l
-227.688665 57.851978 l
-227.695783 57.141864 l
-227.73847 54.836312 l
-227.809525 59.600543 l
-227.83082 54.58948 l
-227.922983 56.466225 l
-227.944225 60.187879 l
-227.98668 55.136173 l
-228.022028 56.924511 l
-228.029095 53.465165 l
-228.071471 58.842114 l
-228.12791 57.321047 l
-228.156104 59.765397 l
-228.177238 55.189963 l
-228.226512 58.008375 l
-228.240581 54.219827 l
-228.275733 60.114441 l
-228.33894 56.181482 l
-228.352974 59.202593 l
-228.381029 55.312198 l
-228.451091 58.230356 l
-228.472089 54.344809 l
-228.46509 59.682338 l
-228.562967 57.622018 l
-228.597872 54.240317 l
-228.611827 60.836052 l
-228.667602 57.460396 l
-228.758093 59.208373 l
-228.765046 55.405988 l
-228.771998 57.876484 l
-228.883091 53.923301 l
-228.799797 59.397388 l
-228.890026 55.053863 l
-228.910822 58.91252 l
-228.938537 52.71524 l
-229.000832 55.967829 l
-229.083761 59.407779 l
-229.014664 55.528062 l
-229.104469 58.204999 l
-229.11137 54.937952 l
-229.152753 60.04068 l
-229.214756 55.620418 l
-229.317909 58.493961 l
-229.331645 58.167868 l
-229.359105 55.482687 l
-229.365968 58.439891 l
-229.372829 68.101525 l
-229.400264 52.977565 l
-229.46878 56.566362 l
-229.530356 55.681956 l
-229.48247 59.317969 l
-229.537192 56.754823 l
-229.544028 61.447696 l
-229.557696 55.042735 l
-229.64644 55.733772 l
-229.653259 60.029348 l
-229.666895 52.864418 l
-229.755426 55.916028 l
-229.830204 59.117894 l
-229.809822 53.563422 l
-229.857366 56.828956 l
-229.91842 53.951302 l
-229.884511 61.111374 l
-229.959077 54.983324 l
-230.040284 59.720588 l
-230.019996 54.591288 l
-230.074077 57.995117 l
-230.087588 54.282838 l
-230.121346 61.292976 l
-230.182048 57.7673 l
-230.222472 59.045021 l
-230.235938 55.448718 l
-230.249401 57.647304 l
-230.25613 54.391357 l
-230.33681 59.550685 l
-230.363672 55.740393 l
-230.470961 59.187993 l
-230.417348 54.787822 l
-230.477658 57.410119 l
-230.484354 55.012114 l
-230.504437 59.261523 l
-230.59136 55.487778 l
-230.638096 59.391436 l
-230.644768 54.661714 l
-230.704779 56.9682 l
-230.751399 52.853838 l
-230.791321 57.896451 l
-230.811269 54.781134 l
-230.884338 59.66078 l
-230.924144 55.433989 l
-231.01689 59.964689 l
-230.950662 53.643602 l
-231.030124 56.999519 l
-231.03674 53.278585 l
-231.056581 58.168131 l
-231.135859 57.235055 l
-231.182041 59.96098 l
-231.195227 53.698193 l
-231.241349 59.480418 l
-231.359735 54.013705 l
-231.399128 58.315317 l
-231.445045 53.690508 l
-231.471262 56.219354 l
-231.490915 57.714055 l
-231.523651 54.30663 l
-231.615188 60.278395 l
-231.562904 53.45318 l
-231.641308 58.07899 l
-231.680459 55.115075 l
-231.700022 58.746191 l
-231.706541 57.107828 l
-231.719577 54.555136 l
-231.823728 61.600813 l
-231.921153 54.29825 l
-231.940614 56.426489 l
-232.011897 53.200795 l
-231.953583 58.294423 l
-232.031318 56.082662 l
-232.134761 59.502922 l
-232.050732 53.586314 l
-232.141218 58.72704 l
-232.179943 53.460473 l
-232.199293 59.716204 l
-232.250854 56.81735 l
-232.257295 60.727914 l
-232.340944 53.959144 l
-232.360226 56.398739 l
-232.373077 60.815312 l
-232.398766 55.244795 l
-232.443688 55.938119 l
-232.520594 60.18152 l
-232.558998 54.219777 l
-232.622934 59.913446 l
-232.69316 58.338472 l
-232.699539 54.082964 l
-232.801479 59.170301 l
-232.93493 54.17559 l
-232.839648 60.175442 l
-232.941276 56.234548 l
-232.953963 54.630906 l
-233.055337 59.729477 l
-233.093294 54.635637 l
-233.169114 55.425154 l
-233.175426 59.860281 l
-233.282608 58.72202 l
-233.332959 54.03458 l
-233.389538 56.601455 l
-233.502485 59.501166 l
-233.47741 54.525226 l
-233.508752 58.686197 l
-233.521283 52.632765 l
-233.565113 60.725019 l
-233.621405 57.71828 l
-233.702593 59.14535 l
-233.690112 55.549428 l
-233.733781 58.773906 l
-233.83966 52.995172 l
-233.802319 61.146914 l
-233.84588 54.950226 l
-233.939087 60.33716 l
-233.870754 54.694856 l
-233.957705 58.822247 l
-234.069257 53.374008 l
-233.976316 60.165816 l
-234.075446 55.227843 l
-234.180536 65.057324 l
-234.279224 54.540845 l
-234.291545 58.382632 l
-234.377698 59.843814 l
-234.316177 55.614026 l
-234.402284 58.453002 l
-234.408428 58.354211 l
-234.414572 59.943356 l
-234.518884 53.63619 l
-234.531141 55.103733 l
-234.543394 59.105916 l
-234.616844 53.721704 l
-234.641301 55.05533 l
-234.647413 54.657953 l
-234.671853 57.674703 l
-234.677961 59.902611 l
-234.70849 55.219682 l
-234.77558 57.973407 l
-234.79386 53.774148 l
-234.836486 58.03626 l
-234.879072 55.764699 l
-234.970193 59.878723 l
-234.897311 54.762381 l
-234.994462 58.250329 l
-235.024779 59.489639 l
-235.055076 54.14131 l
-235.061133 53.293739 l
-235.11561 60.236157 l
-235.127707 54.841768 l
-235.224369 60.850955 l
-235.236438 55.992603 l
-235.33889 60.256174 l
-235.284679 54.957572 l
-235.362963 58.112217 l
-235.435107 55.06943 l
-235.399049 58.66054 l
-235.483139 55.189051 l
-235.513133 59.751118 l
-235.537115 52.420135 l
-235.602998 58.249157 l
-235.680739 54.703888 l
-235.614967 59.191557 l
-235.710603 58.466875 l
-235.722544 54.754809 l
-235.788161 59.788386 l
-235.829868 56.193115 l
-235.913168 60.017906 l
-235.877486 55.227537 l
-235.948821 58.778163 l
-235.996316 53.093579 l
-236.025975 59.828674 l
-236.073389 56.827413 l
-236.132588 60.457163 l
-236.138504 54.022534 l
-236.179892 59.712757 l
-236.238953 54.361498 l
-236.19171 61.314595 l
-236.292042 57.096394 l
-236.333291 60.377396 l
-236.350958 53.669509 l
-236.398036 58.0931 l
-236.462689 56.06555 l
-236.421557 60.116077 l
-236.503785 57.021389 l
-236.544843 60.04642 l
-236.597578 55.744024 l
-236.609288 58.420441 l
-236.702865 53.469922 l
-236.708707 60.806208 l
-236.714549 58.724466 l
-236.72039 58.707287 l
-236.784588 61.310499 l
-236.767088 54.803866 l
-236.80791 58.598106 l
-236.895263 54.977217 l
-236.860342 60.710329 l
-236.912714 58.316613 l
-236.947595 59.858522 l
-236.98245 53.484615 l
-237.02308 59.08434 l
-237.104231 59.447225 l
-237.144753 52.840154 l
-237.150539 59.196156 l
-237.260331 57.894843 l
-237.271873 55.982049 l
-237.352583 59.704291 l
-237.364102 56.675437 l
-237.392885 55.220785 l
-237.473382 60.343036 l
-237.530793 54.106137 l
-237.565205 60.52717 l
-237.588132 56.582634 l
-237.656844 61.660218 l
-237.691161 55.848982 l
-237.696878 53.542686 l
-237.754008 60.472153 l
-237.788253 56.060199 l
-237.793957 60.357922 l
-237.811068 52.894586 l
-237.896523 56.646319 l
-237.924972 55.309099 l
-237.947719 59.150925 l
-237.987499 57.647322 l
-238.015892 60.200181 l
-238.004537 52.891312 l
-238.089631 58.587054 l
-238.168909 55.291583 l
-238.180223 60.815697 l
-238.197189 58.578973 l
-238.231102 61.41441 l
-238.281925 55.644655 l
-238.298853 58.537104 l
-238.372137 56.827827 l
-238.383401 61.39472 l
-238.40592 58.658403 l
-238.411548 61.114609 l
-238.450926 54.810672 l
-238.512736 59.944562 l
-238.585677 55.617802 l
-238.535192 61.049491 l
-238.624905 58.537995 l
-238.68648 55.788309 l
-238.680886 59.76792 l
-238.714442 57.52231 l
-238.775896 60.723117 l
-238.736798 53.844551 l
-238.820539 59.99265 l
-238.887421 53.41481 l
-238.937518 55.744513 l
-239.004228 62.00836 l
-239.037547 55.733527 l
-239.054197 60.139824 l
-239.08748 55.873072 l
-239.17058 57.762076 l
-239.231423 60.252576 l
-239.203777 53.86793 l
-239.281144 58.16047 l
-239.330811 54.853253 l
-239.341841 60.36345 l
-239.385933 55.69085 l
-239.468492 60.675338 l
-239.418975 54.970425 l
-239.501473 59.384806 l
-239.512462 55.798145 l
-239.545412 59.51204 l
-239.622202 57.367222 l
-239.666025 60.234788 l
-239.633162 54.939298 l
-239.704335 57.961916 l
-239.726212 54.641963 l
-239.808157 60.588344 l
-239.813615 58.7294 l
-239.83544 55.579127 l
-239.829985 59.968213 l
-239.900851 56.913316 l
-239.906298 61.747717 l
-239.955289 56.661151 l
-240.009663 56.713714 l
-240.118215 61.215644 l
-240.047685 55.553636 l
-240.123636 60.272589 l
-240.231918 53.258645 l
-240.237325 57.948822 l
-240.285962 55.232297 l
-240.291363 59.586277 l
-240.329152 57.385579 l
-240.334548 60.668715 l
-240.431564 55.651593 l
-240.442331 59.381717 l
-240.512254 55.586214 l
-240.501503 60.546903 l
-240.55523 57.848344 l
-240.598166 61.553178 l
-240.592801 56.184095 l
-240.641061 57.985927 l
-240.699976 60.300864 l
-240.742776 53.700068 l
-240.817579 61.797762 l
-240.854935 56.050939 l
-240.945528 60.728349 l
-240.93488 54.862638 l
-240.966819 59.755781 l
-241.025315 54.500691 l
-241.051879 60.05586 l
-241.078429 57.637886 l
-241.115571 61.430076 l
-241.089044 56.788471 l
-241.16858 58.610463 l
-241.210943 54.285854 l
-241.263841 58.904485 l
-241.284983 55.30574 l
-241.385274 54.377117 l
-241.401089 61.278344 l
-241.448502 54.170161 l
-241.511643 59.844117 l
-241.522158 54.919067 l
-241.627175 57.525084 l
-241.71625 55.109301 l
-241.658633 60.820581 l
-241.742415 56.418445 l
-241.789475 61.077961 l
-241.826044 54.637881 l
-241.8678 60.2431 l
-241.930364 55.355128 l
-241.982435 57.960753 l
-241.998045 55.292532 l
-242.034447 59.288623 l
-242.070819 56.948151 l
-242.091591 60.132689 l
-242.1694 54.21603 l
-242.179764 56.155995 l
-242.210844 60.862844 l
-242.205665 54.524242 l
-242.298787 60.490942 l
-242.329786 55.37341 l
-242.412345 55.480378 l
-242.499902 61.978906 l
-242.422655 55.245362 l
-242.535906 56.287907 l
-242.561605 54.058434 l
-242.582154 59.189208 l
-242.58729 58.990231 l
-242.592426 60.401939 l
-242.623225 54.493205 l
-242.684762 58.382873 l
-242.710378 60.439623 l
-242.797365 53.816518 l
-242.812698 60.366285 l
-242.848456 52.75125 l
-242.91479 57.541645 l
-242.996299 52.521461 l
-242.955562 60.140322 l
-243.02174 56.684791 l
-243.031913 59.967525 l
-243.0675 54.843819 l
-243.128441 57.735944 l
-243.2197 53.868514 l
-243.169023 60.105708 l
-243.239955 56.526082 l
-243.280438 54.842526 l
-243.356248 61.847085 l
-243.396628 53.029604 l
-243.472244 57.743687 l
-243.487353 54.420504 l
-243.502456 58.931958 l
-243.567846 55.935407 l
-243.572872 59.695095 l
-243.653215 53.854754 l
-243.673278 57.534943 l
-243.703357 54.888418 l
-243.68832 60.516288 l
-243.778467 56.774665 l
-243.808477 53.442661 l
-243.893397 60.408727 l
-243.933305 54.415451 l
-244.008038 56.606406 l
-244.097557 61.298149 l
-244.027946 54.723768 l
-244.127357 58.805304 l
-244.211686 53.983775 l
-244.191858 60.364545 l
-244.241412 54.567978 l
-244.350243 59.539093 l
-244.355183 58.150069 l
-244.434161 59.818971 l
-244.394689 55.368457 l
-244.463743 58.780034 l
-244.532692 53.362528 l
-244.49823 60.187445 l
-244.576961 55.171417 l
-244.660464 59.821907 l
-244.60645 54.136474 l
-244.684995 56.567828 l
-244.719316 53.960193 l
-244.70461 59.127285 l
-244.778091 56.538373 l
-244.782986 60.386394 l
-244.880767 54.166924 l
-244.88565 54.650994 l
-244.9247 59.105398 l
-244.91982 53.269815 l
-245.002699 58.219692 l
-245.036782 59.018716 l
-245.046515 54.250797 l
-245.09515 56.965043 l
-245.100011 57.001951 l
-245.143733 59.94396 l
-245.163152 53.733019 l
-245.206814 58.734972 l
-245.27465 59.063773 l
-245.318206 53.629975 l
-245.352054 59.638251 l
-245.429326 56.620284 l
-245.516102 54.074487 l
-245.520918 58.905772 l
-245.540177 56.325507 l
-245.63635 54.269684 l
-245.573861 60.722413 l
-245.641153 56.745532 l
-245.665163 59.633056 l
-245.684361 53.631414 l
-245.732321 54.967966 l
-245.737114 53.041444 l
-245.785019 59.393154 l
-245.837656 57.176159 l
-245.904562 59.182181 l
-245.880678 53.971908 l
-245.923659 56.526477 l
-245.952291 55.703303 l
-245.980905 59.681736 l
-246.014265 58.570676 l
-246.019029 59.560839 l
-246.085669 53.924256 l
-246.109445 57.728769 l
-246.194938 53.854144 l
-246.152211 64.614602 l
-246.213914 59.734547 l
-246.28027 60.554329 l
-246.33707 53.042295 l
-246.407971 59.659133 l
-246.450459 58.527801 l
-246.540025 53.572675 l
-246.530605 60.848163 l
-246.558859 58.301747 l
-246.563566 58.44634 l
-246.568273 55.968962 l
-246.572979 57.15358 l
-246.657608 53.159994 l
-246.591799 59.380628 l
-246.685783 55.397042 l
-246.713941 61.024245 l
-246.765518 54.534048 l
-246.793626 59.763543 l
-246.859145 53.117367 l
-246.905887 54.412012 l
-246.980574 60.245736 l
-246.975909 53.796499 l
-247.022532 58.079761 l
-247.073761 53.781313 l
-247.064451 59.671361 l
-247.134231 56.84963 l
-247.189979 58.69789 l
-247.162113 55.414095 l
-247.227106 57.10943 l
-247.241021 54.043834 l
-247.273472 59.350034 l
-247.338306 56.143749 l
-247.379937 59.581877 l
-247.426148 54.385671 l
-247.449236 57.026072 l
-247.527649 55.03869 l
-247.495378 60.752238 l
-247.555292 57.379227 l
-247.559897 57.363108 l
-247.573711 54.808241 l
-247.605927 60.121361 l
-247.665696 56.535187 l
-247.67029 60.052074 l
-247.766666 54.783938 l
-247.775834 57.715878 l
-247.798746 59.956708 l
-247.844535 53.264678 l
-247.871987 56.296152 l
-247.876561 52.925344 l
-247.967938 59.4885 l
-247.977065 57.907093 l
-248.081902 61.948583 l
-248.013558 53.76338 l
-248.086455 59.245736 l
-248.181956 53.467651 l
-248.209206 56.022953 l
-248.286324 59.056992 l
-248.240976 53.980715 l
-248.318041 58.888103 l
-248.372361 52.07847 l
-248.426617 59.697289 l
-248.431135 57.303965 l
-248.498858 55.171491 l
-248.503369 59.318651 l
-248.525919 59.259784 l
-248.56648 53.218719 l
-248.54395 60.025098 l
-248.647494 57.746538 l
-248.69244 64.074886 l
-248.750804 56.875144 l
-248.759776 59.762579 l
-248.844926 55.121007 l
-248.822533 60.027479 l
-248.876257 58.109544 l
-248.929917 55.566826 l
-248.925448 59.87009 l
-248.970121 56.239207 l
-248.974586 59.970194 l
-249.072703 54.611137 l
-249.081612 57.009963 l
-249.112781 53.259083 l
-249.099426 60.053698 l
-249.17061 56.156121 l
-249.259434 60.081886 l
-249.192832 53.45264 l
-249.281613 58.029165 l
-249.317078 53.103099 l
-249.370222 60.223314 l
-249.401195 53.455882 l
-249.436566 59.737251 l
-249.440985 51.159578 l
-249.516051 56.233709 l
-249.533696 67.411098 l
-249.538106 53.425164 l
-249.617415 55.366858 l
-249.621817 53.403759 l
-249.665813 59.225081 l
-249.718554 55.8157 l
-249.784393 61.127681 l
-249.815086 54.713918 l
-249.832615 58.089098 l
-249.876409 54.66632 l
-249.89829 58.753318 l
-249.942021 57.559556 l
-249.950763 59.644897 l
-249.990077 54.235866 l
-250.046805 58.112394 l
-250.151349 54.935853 l
-250.077322 59.966543 l
-250.16005 56.050061 l
-250.225256 59.762375 l
-250.181796 53.912703 l
-250.268675 55.83851 l
-250.273015 54.920167 l
-250.329392 59.795416 l
-250.377042 56.338637 l
-250.476512 61.679188 l
-250.415991 55.530232 l
-250.489471 57.038584 l
-250.541268 60.359297 l
-250.545582 53.489728 l
-250.597315 59.166707 l
-250.670504 52.901382 l
-250.605932 60.147708 l
-250.709204 58.224803 l
-250.760752 59.664173 l
-250.752165 54.551268 l
-250.807953 58.022916 l
-250.89793 53.706864 l
-250.867958 60.268988 l
-250.915048 56.815165 l
-250.979185 60.572367 l
-250.992002 54.305318 l
-251.021893 56.049155 l
-251.047498 60.124775 l
-251.030429 54.840921 l
-251.132746 56.536068 l
-251.196577 54.143228 l
-251.145519 60.364526 l
-251.226335 56.385178 l
-251.328213 60.550112 l
-251.290036 54.681073 l
-251.336693 57.22735 l
-251.387538 53.908492 l
-251.349409 58.687809 l
-251.396006 54.043485 l
-251.451014 61.422604 l
-251.505955 54.605098 l
-251.556612 60.089637 l
-251.565049 54.463098 l
-251.636703 58.060153 l
-251.741872 54.6569 l
-251.729265 60.72322 l
-251.750276 54.704725 l
-251.842608 61.354895 l
-251.863566 60.20747 l
-251.955669 53.521553 l
-251.934753 61.025801 l
-251.976576 57.60266 l
-252.076795 54.494582 l
-251.993294 60.98119 l
-252.080966 56.25401 l
-252.168469 59.578245 l
-252.110152 53.90671 l
-252.189279 58.646818 l
-252.205919 52.668139 l
-252.226712 59.671528 l
-252.305636 53.808768 l
-252.384424 60.688522 l
-252.351267 51.80094 l
-252.421698 56.541242 l
-252.442392 53.607054 l
-252.541594 60.839425 l
-252.64058 53.844445 l
-252.652939 56.576393 l
-252.681762 63.501321 l
-252.706453 54.005902 l
-252.768121 58.42812 l
-252.862518 54.026486 l
-252.83381 60.369217 l
-252.887112 55.248186 l
-252.964903 59.271235 l
-252.936259 52.955246 l
-252.997618 57.199225 l
-253.026224 51.933559 l
-253.018052 59.217708 l
-253.116012 54.783072 l
-253.221898 60.244864 l
-253.17713 54.010811 l
-253.230033 57.641146 l
-253.246298 54.375267 l
-253.327539 60.021574 l
-253.339712 55.06405 l
-253.359994 52.303307 l
-253.457223 60.107068 l
-253.46127 60.70715 l
-253.530009 54.603638 l
-253.550207 57.638321 l
-253.643001 54.34582 l
-253.655091 59.874707 l
-253.65912 55.318515 l
-253.695367 59.652007 l
-253.707443 54.662733 l
-253.763754 57.150233 l
-253.767774 53.459994 l
-253.803935 60.209484 l
-253.87216 57.391554 l
-253.88018 60.84735 l
-253.896215 54.424197 l
-253.984309 58.590581 l
-254.008305 54.379354 l
-254.056259 59.236721 l
-254.072233 56.71842 l
-254.076226 62.449755 l
-254.159988 55.450884 l
-254.179909 59.90043 l
-254.223704 61.070386 l
-254.295278 53.598125 l
-254.331023 59.981282 l
-254.31514 52.812712 l
-254.426207 58.054498 l
-254.473724 53.832342 l
-254.449972 60.384037 l
-254.537004 57.331154 l
-254.62387 54.34511 l
-254.647532 59.148416 l
-254.745993 54.425701 l
-254.738124 59.810283 l
-254.757794 58.864494 l
-254.797109 54.272168 l
-254.859942 60.216714 l
-254.871713 56.622557 l
-254.934444 60.515321 l
-254.899168 52.894957 l
-254.981435 58.780318 l
-255.063553 53.668945 l
-255.047923 59.360914 l
-255.094798 55.656582 l
-255.122119 54.376156 l
-255.20009 59.816959 l
-255.281816 54.19633 l
-255.207879 60.659074 l
-255.312911 57.67515 l
-255.320682 55.210009 l
-255.324567 59.295569 l
-255.417702 58.650292 l
-255.421578 59.701342 l
-255.440956 53.055407 l
-255.518384 55.958211 l
-255.541587 54.41868 l
-255.545453 58.019627 l
-255.576369 57.156332 l
-255.665137 61.568435 l
-255.59182 52.456745 l
-255.684411 56.72829 l
-255.734487 60.153187 l
-255.703678 54.335938 l
-255.784508 58.09837 l
-255.830632 53.165738 l
-255.872872 59.645219 l
-255.899731 55.251129 l
-255.968726 60.09756 l
-255.964895 53.752455 l
-256.010838 55.537033 l
-256.106403 52.83641 l
-256.068201 62.061384 l
-256.117857 57.040459 l
-256.175086 54.552357 l
-256.213198 59.526629 l
-256.304539 53.335534 l
-256.239858 60.886611 l
-256.323545 56.410922 l
-256.369128 60.580164 l
-256.418458 53.789675 l
-256.429835 58.490027 l
-256.49046 54.570055 l
-256.467735 59.272631 l
-256.539659 56.264011 l
-256.573689 59.543164 l
-256.634124 53.011359 l
-256.64922 56.593094 l
-256.675627 54.326206 l
-256.690709 59.214562 l
-256.705787 56.388518 l
-256.788624 54.432614 l
-256.81871 59.5976 l
-256.860045 53.432932 l
-256.829987 59.775969 l
-256.931354 57.842012 l
-256.995062 60.598253 l
-256.98008 54.878339 l
-257.032496 59.518021 l
-257.0699 53.620582 l
-257.054942 59.828797 l
-257.144615 56.940064 l
-257.200571 60.099593 l
-257.219207 54.578113 l
-257.256458 58.115408 l
-257.315996 60.536657 l
-257.349452 55.898136 l
-257.360598 57.161414 l
-257.364313 53.75561 l
-257.434839 59.388084 l
-257.471914 54.073222 l
-257.542274 60.285439 l
-257.586656 58.619504 l
-257.649457 53.89859 l
-257.675291 59.611337 l
-257.686358 56.214679 l
-257.690046 61.127734 l
-257.715857 53.112787 l
-257.796883 57.069341 l
-257.848369 59.999441 l
-257.888782 54.643222 l
-257.90714 57.988924 l
-257.940166 53.577453 l
-257.998819 61.440009 l
-258.017132 56.930073 l
-258.057396 59.634122 l
-258.053737 54.83191 l
-258.115899 59.03643 l
-258.119553 53.737724 l
-258.174326 59.059638 l
-258.229034 54.598064 l
-258.320069 61.796123 l
-258.34189 58.160576 l
-258.367335 54.717608 l
-258.439957 60.09541 l
-258.447212 58.055862 l
-258.50884 60.282024 l
-258.494347 54.513002 l
-258.563149 59.884125 l
-258.599319 55.560907 l
-258.671573 59.534217 l
-258.729293 54.474127 l
-258.722082 61.015233 l
-258.797742 57.309131 l
-258.84092 59.812962 l
-258.822934 54.607287 l
-258.90561 58.775883 l
-258.919973 54.160216 l
-258.995306 58.923216 l
-259.016807 57.910104 l
-259.124159 53.50299 l
-259.027553 59.405294 l
-259.131307 55.045174 l
-259.227693 60.019599 l
-259.23839 54.001335 l
-259.241955 56.790232 l
-259.323876 53.496902 l
-259.277591 61.170647 l
-259.345223 55.92566 l
-259.444708 61.43281 l
-259.384332 54.429925 l
-259.455354 56.75637 l
-259.480186 53.278206 l
-259.487278 58.906021 l
-259.55814 57.01262 l
-259.614751 61.082734 l
-259.579377 54.021929 l
-259.66776 57.215402 l
-259.741869 53.576927 l
-259.759496 59.670255 l
-259.773593 57.590051 l
-259.879181 59.843541 l
-259.791208 53.778022 l
-259.882696 58.051999 l
-259.938906 53.220959 l
-259.917835 60.563853 l
-259.995046 55.844528 l
-260.100124 60.655391 l
-260.04061 55.720645 l
-260.128104 58.958585 l
-260.232875 55.118775 l
-260.166548 59.125393 l
-260.236364 57.200712 l
-260.330446 61.111459 l
-260.299107 54.521765 l
-260.344368 59.026308 l
-260.36872 53.876145 l
-260.4417 59.975278 l
-260.455588 57.709908 l
-260.459059 57.711131 l
-260.490289 60.170864 l
-260.511096 53.598856 l
-260.552684 59.801839 l
-260.62537 52.445791 l
-260.621912 60.674544 l
-260.663398 56.519284 l
-260.746258 60.514191 l
-260.694488 52.766716 l
-260.773844 59.776087 l
-260.801414 53.662231 l
-260.873706 60.198739 l
-260.887463 57.0195 l
-260.963051 55.668723 l
-260.997368 63.697606 l
-261.055648 54.169095 l
-261.110432 54.435237 l
-261.168568 60.320539 l
-261.223216 57.6988 l
-261.27098 55.714901 l
-261.284618 59.228066 l
-261.305067 57.616118 l
-261.379967 61.085751 l
-261.407173 54.708379 l
-261.413972 60.55566 l
-261.519227 55.577276 l
-261.492088 63.7586 l
-261.522618 59.150083 l
-261.54635 57.92662 l
-261.63439 64.875154 l
-261.671586 58.195063 l
-261.745888 60.285569 l
-261.823438 69.771721 l
-261.752636 58.254735 l
-261.863846 63.10114 l
-261.867212 63.169052 l
-261.941196 57.174843 l
-261.917669 64.045555 l
-261.9815 59.433281 l
-262.021769 63.159931 l
-262.035184 56.794692 l
-262.065354 59.174114 l
-262.125633 54.263152 l
-262.118939 61.566766 l
-262.175805 59.186343 l
-262.242615 61.177114 l
-262.245953 52.733157 l
-262.272648 58.902822 l
-262.355968 54.58804 l
-262.369285 61.240354 l
-262.382599 55.937385 l
-262.435813 61.13565 l
-262.475683 55.889808 l
-262.498925 59.35098 l
-262.585146 52.564328 l
-262.515518 60.954392 l
-262.601709 58.308684 l
-262.611643 60.3448 l
-262.677819 55.665086 l
-262.714175 59.774794 l
-262.809882 55.682089 l
-262.733993 61.244647 l
-262.839544 58.5967 l
-262.869187 59.993591 l
-262.852721 54.223856 l
-262.938277 59.050142 l
-263.007264 52.02492 l
-262.971141 61.247678 l
-263.049918 57.656931 l
-263.154742 53.974808 l
-263.079424 60.378603 l
-263.158013 56.582781 l
-263.249531 60.339339 l
-263.236468 55.060168 l
-263.272381 60.224079 l
-263.275645 53.15823 l
-263.288696 61.358349 l
-263.383208 58.526748 l
-263.432016 53.705672 l
-263.464527 64.14121 l
-263.497013 57.724268 l
-263.581371 59.709456 l
-263.574888 54.117676 l
-263.610536 58.940862 l
-263.617014 54.684401 l
-263.62673 59.461024 l
-263.720545 55.39522 l
-263.759309 59.828821 l
-263.810942 54.292387 l
-263.833513 59.208716 l
-263.90116 54.569405 l
-263.872181 60.699674 l
-263.942987 57.515611 l
-263.994413 59.40101 l
-263.997625 53.242712 l
-264.052198 58.553851 l
-264.061822 53.292716 l
-264.081063 59.171407 l
-264.164349 56.118454 l
-264.202738 59.793705 l
-264.22192 54.298692 l
-264.276225 58.531839 l
-264.317709 54.170214 l
-264.346407 62.48916 l
-264.387828 56.414762 l
-264.422846 60.687416 l
-264.432392 54.258063 l
-264.499158 57.962758 l
-264.568998 54.36269 l
-264.588027 60.562077 l
-264.607047 56.767651 l
-264.610217 60.367314 l
-264.686216 55.687006 l
-264.717845 57.820548 l
-264.758929 59.365448 l
-264.831527 54.413907 l
-264.948073 59.967439 l
-264.992094 53.533384 l
-265.029793 60.319122 l
-265.061185 57.316919 l
-265.076872 61.525 l
-265.073735 53.337579 l
-265.167755 55.797385 l
-265.192794 52.445155 l
-265.230327 60.565317 l
-265.274077 55.832437 l
-265.355215 60.434938 l
-265.295936 54.527016 l
-265.383268 56.430194 l
-265.3895 52.639251 l
-265.405075 59.700644 l
-265.485981 56.500244 l
-265.520167 60.398247 l
-265.541909 54.02773 l
-265.594666 59.141071 l
-265.607071 52.429079 l
-265.669044 60.601292 l
-265.703094 58.023395 l
-265.80509 64.315281 l
-265.783473 54.486501 l
-265.811264 57.28661 l
-265.832867 54.512122 l
-265.872961 60.084053 l
-265.897616 56.974618 l
-265.900697 59.338337 l
-265.989955 54.631237 l
-266.0084 56.918611 l
-266.05141 60.880975 l
-266.075969 53.562087 l
-266.11585 57.92875 l
-266.118916 53.841791 l
-266.180198 60.192262 l
-266.226106 57.564921 l
-266.256686 59.519854 l
-266.250571 53.978704 l
-266.31473 56.652994 l
-266.40623 53.961328 l
-266.348301 59.402054 l
-266.421462 57.386573 l
-266.442778 58.12443 l
-266.427553 54.506874 l
-266.467128 56.207143 l
-266.482339 53.837529 l
-266.549211 60.474649 l
-266.579575 55.120555 l
-266.631147 61.133245 l
-266.58868 52.73828 l
-266.691745 58.54304 l
-266.743191 51.39717 l
-266.779471 60.027644 l
-266.803641 57.012313 l
-266.82176 59.11427 l
-266.864011 54.829117 l
-266.903209 55.635331 l
-266.906223 53.211942 l
-266.91225 60.239476 l
-267.011581 57.202576 l
-267.080684 53.306118 l
-267.083686 59.864896 l
-267.116696 59.120584 l
-267.215584 55.580779 l
-267.155678 60.609891 l
-267.230548 56.978974 l
-267.239525 61.270709 l
-267.272422 55.485851 l
-267.335161 56.440845 l
-267.427619 60.219276 l
-267.442513 54.172433 l
-267.463358 61.376511 l
-267.546642 53.385331 l
-267.552585 57.228863 l
-267.641638 53.014048 l
-267.576349 60.050594 l
-267.659427 58.041061 l
-267.662392 60.363203 l
-267.66832 52.144425 l
-267.76602 59.194186 l
-267.866463 54.681246 l
-267.801496 61.144266 l
-267.875315 57.853128 l
-267.890064 64.02926 l
-267.96963 55.176381 l
-267.981405 56.67133 l
-268.031418 63.353021 l
-267.987292 54.487286 l
-268.037298 57.232675 l
-268.096058 53.02304 l
-268.066688 61.014588 l
-268.145946 59.380965 l
-268.148878 60.016597 l
-268.154743 54.542046 l
-268.24263 59.597972 l
-268.280661 54.352126 l
-268.336189 60.365951 l
-268.35371 56.161465 l
-268.374142 59.414148 l
-268.458695 53.501596 l
-268.46452 57.438757 l
-268.499457 53.684762 l
-268.540183 59.468493 l
-268.554719 55.485643 l
-268.557626 61.818288 l
-268.621526 54.080263 l
-268.665043 57.088631 l
-268.67664 59.697092 l
-268.720105 53.541409 l
-268.769314 57.279414 l
-268.80691 53.025014 l
-268.815581 60.1807 l
-268.882007 56.102647 l
-268.939691 60.356447 l
-268.965624 54.107507 l
-268.997301 59.206931 l
-269.0922 54.162072 l
-269.026079 60.310565 l
-269.109433 58.384009 l
-269.112304 59.994814 l
-269.146749 55.037727 l
-269.22129 59.239007 l
-269.292849 54.384047 l
-269.249927 60.912472 l
-269.332873 55.095271 l
-269.347159 60.636047 l
-269.338588 54.57844 l
-269.447034 57.341621 l
-269.481227 60.019909 l
-269.504008 54.121207 l
-269.541003 55.767647 l
-269.606382 53.74632 l
-269.56944 60.049697 l
-269.64897 56.174265 l
-269.717029 60.651244 l
-269.680177 53.800593 l
-269.756683 58.896547 l
-269.830234 60.596684 l
-269.866966 53.822963 l
-269.96853 59.862718 l
-269.914955 52.167403 l
-269.982618 58.208515 l
-270.047368 53.858273 l
-270.030485 63.064961 l
-270.089546 58.475402 l
-270.16537 62.775422 l
-270.196225 55.376755 l
-270.199029 60.553333 l
-270.263472 55.232806 l
-270.213046 61.37284 l
-270.311046 58.972733 l
-270.361364 54.929113 l
-270.327825 60.581833 l
-270.422789 58.102523 l
-270.461835 54.268896 l
-270.464622 61.241284 l
-270.525908 57.174945 l
-270.528692 61.076436 l
-270.628795 53.185246 l
-270.637127 59.054666 l
-270.689861 53.977138 l
-270.698182 60.548223 l
-270.748075 55.648441 l
-270.853227 61.280149 l
-270.833875 53.8576 l
-270.858754 57.533096 l
-270.861518 53.661027 l
-270.944346 59.848146 l
-270.969165 56.715957 l
-270.985704 61.749061 l
-270.999482 52.669331 l
-271.08206 58.876499 l
-271.08756 54.447603 l
-271.150762 59.695641 l
-271.191933 57.198412 l
-271.249511 60.172972 l
-271.265948 50.695149 l
-271.301542 56.573403 l
-271.378112 60.297408 l
-271.38904 52.985438 l
-271.408158 59.982869 l
-271.419078 54.143534 l
-271.46819 60.69609 l
-271.519973 57.391279 l
-271.617927 60.231509 l
-271.539036 53.593823 l
-271.62608 58.725386 l
-271.647815 52.747649 l
-271.70482 60.140785 l
-271.737363 53.529995 l
-271.82403 60.378324 l
-271.851079 60.030638 l
-271.883518 52.37628 l
-271.872708 61.463836 l
-271.964513 54.723892 l
-272.01843 60.680535 l
-271.975302 54.185553 l
-272.074975 56.172042 l
-272.120698 60.269368 l
-272.088427 52.738823 l
-272.171745 57.333694 l
-272.268311 54.434458 l
-272.24687 60.32747 l
-272.281707 55.716484 l
-272.394077 59.807718 l
-272.370021 54.250675 l
-272.396749 59.792767 l
-272.447489 53.399428 l
-272.452826 60.617621 l
-272.508835 54.531087 l
-272.607351 61.123102 l
-272.610011 54.4918 l
-272.620648 56.758294 l
-272.652544 61.460869 l
-272.636598 53.263765 l
-272.732186 57.449494 l
-272.745447 53.677512 l
-272.838161 60.18799 l
-272.840807 58.05602 l
-272.85139 60.404706 l
-272.898985 52.615031 l
-272.95181 59.801178 l
-273.015119 53.583527 l
-272.975561 60.178287 l
-273.065176 55.757044 l
-273.141474 53.051062 l
-273.115179 59.491186 l
-273.144102 58.090479 l
-273.178261 60.706502 l
-273.233387 53.109388 l
-273.246503 54.799933 l
-273.249126 54.72604 l
-273.291067 60.166459 l
-273.361756 58.041748 l
-273.442783 52.94927 l
-273.46106 59.701251 l
-273.47672 56.404385 l
-273.560148 60.759261 l
-273.573169 51.800144 l
-273.586188 58.339878 l
-273.612213 53.515008 l
-273.685004 60.929867 l
-273.69799 56.174324 l
-273.804339 60.117804 l
-273.70578 53.245966 l
-273.812111 58.589294 l
-273.892342 52.959165 l
-273.85095 60.291657 l
-273.925946 53.495735 l
-273.995659 60.222161 l
-273.933697 50.642492 l
-274.039498 57.346015 l
-274.04723 55.851292 l
-274.044653 58.647711 l
-274.052384 56.99609 l
-274.119331 51.476956 l
-274.124477 63.375479 l
-274.163051 54.687186 l
-274.211866 59.672995 l
-274.199025 52.745494 l
-274.276016 58.221876 l
-274.360555 53.111444 l
-274.370792 60.472428 l
-274.388701 55.364079 l
-274.455157 61.285495 l
-274.421941 52.260608 l
-274.501108 58.709045 l
-274.55466 54.424386 l
-274.597965 59.565148 l
-274.61324 55.052229 l
-274.61833 60.160797 l
-274.664117 53.985437 l
-274.725096 56.200473 l
-274.727635 52.123943 l
-274.780921 59.356211 l
-274.834146 57.08064 l
-274.912602 61.165706 l
-274.846809 53.006613 l
-274.945463 58.171212 l
-274.980825 54.326484 l
-275.033816 61.228477 l
-275.056508 54.915793 l
-275.086747 60.109142 l
-275.096822 53.990141 l
-275.169799 57.742484 l
-275.212525 60.11518 l
-275.26023 54.195545 l
-275.280301 58.110563 l
-275.378022 54.311683 l
-275.35549 59.636818 l
-275.39554 56.186752 l
-275.475535 60.222163 l
-275.488022 53.530314 l
-275.505497 56.282687 l
-275.605229 61.803683 l
-275.557883 53.289899 l
-275.61768 59.120207 l
-275.635106 53.011547 l
-275.689829 60.464738 l
-275.727103 55.604339 l
-275.769311 59.657388 l
-275.80156 52.819726 l
-275.838743 57.982517 l
-275.905596 59.681512 l
-275.848654 53.157244 l
-275.932805 58.364975 l
-276.006927 52.644027 l
-275.987173 63.70891 l
-276.043943 55.622554 l
-276.120347 60.264548 l
-276.083393 53.416724 l
-276.157271 57.64105 l
-276.216288 60.881394 l
-276.164653 53.848133 l
-276.26541 57.581534 l
-276.358597 52.91332 l
-276.346346 60.939651 l
-276.365946 53.501629 l
-276.368395 60.34315 l
-276.478478 57.848617 l
-276.522437 59.839202 l
-276.546841 54.190374 l
-276.578546 59.201018 l
-276.612665 53.537457 l
-276.649193 61.009495 l
-276.692988 54.247686 l
-276.770742 53.216543 l
-276.799866 61.562885 l
-276.802292 51.426033 l
-276.911335 57.473834 l
-277.005628 52.304682 l
-276.947625 59.618728 l
-277.022532 55.747798 l
-277.119005 60.699432 l
-277.123824 55.350902 l
-277.133459 58.208835 l
-277.152723 54.135185 l
-277.203253 60.757412 l
-277.244117 56.8545 l
-277.344918 61.04746 l
-277.301745 54.113303 l
-277.354507 58.417501 l
-277.395236 52.696926 l
-277.443105 60.95192 l
-277.46463 53.160663 l
-277.564946 60.996682 l
-277.576874 55.845816 l
-277.579259 52.501801 l
-277.60072 60.596976 l
-277.686463 56.587977 l
-277.776795 64.135573 l
-277.76967 52.118041 l
-277.798163 57.08593 l
-277.847983 53.468476 l
-277.885905 59.02642 l
-277.90959 54.864826 l
-277.990028 60.994122 l
-277.928529 54.281585 l
-278.020746 58.230513 l
-278.105704 53.661788 l
-278.077402 60.04358 l
-278.133988 54.336195 l
-278.211679 59.311565 l
-278.209326 52.936248 l
-278.246949 58.193066 l
-278.293934 54.212721 l
-278.326795 61.000958 l
-278.357287 55.529928 l
-278.458001 59.218619 l
-278.373698 53.087677 l
-278.469698 57.46847 l
-278.497757 53.852698 l
-278.490744 60.086309 l
-278.581832 55.734006 l
-278.677396 62.227721 l
-278.656436 54.031355 l
-278.691364 56.665257 l
-278.735568 54.527463 l
-278.714635 61.461955 l
-278.798312 54.758944 l
-278.902692 60.624814 l
-278.870244 53.872431 l
-278.909642 56.587295 l
-278.951321 53.638431 l
-278.979086 60.264237 l
-279.018391 58.532829 l
-279.129187 52.811426 l
-279.032255 59.553545 l
-279.131492 57.493764 l
-279.209806 52.127501 l
-279.138407 60.202099 l
-279.237414 56.671153 l
-279.294877 60.152357 l
-279.248912 54.823989 l
-279.345385 58.915315 l
-279.347679 53.112689 l
-279.405004 60.518413 l
-279.45539 58.817009 l
-279.549143 54.401382 l
-279.498861 60.77504 l
-279.567414 56.907313 l
-279.649543 60.028687 l
-279.581113 54.455919 l
-279.676886 56.314062 l
-279.679164 56.306485 l
-279.729249 59.140651 l
-279.736074 53.641232 l
-279.790641 56.465803 l
-279.833793 59.700057 l
-279.881441 53.622421 l
-279.904113 59.023161 l
-279.926773 53.136844 l
-279.929039 60.515199 l
-280.015042 58.602936 l
-280.019564 56.525689 l
-280.024085 57.928639 l
-280.105397 52.461154 l
-280.091855 60.186898 l
-280.132468 58.192932 l
-280.191068 61.134 l
-280.148253 53.930146 l
-280.242844 58.236144 l
-280.296809 54.338207 l
-280.294561 62.485004 l
-280.343975 58.987599 l
-280.34622 62.38214 l
-280.435922 54.777256 l
-280.451602 60.925424 l
-280.496371 54.19121 l
-280.563443 55.044442 l
-280.64826 60.40266 l
-280.599175 53.257776 l
-280.675012 56.631768 l
-280.750723 54.215138 l
-280.717336 59.885059 l
-280.761846 55.900494 l
-280.76407 59.134244 l
-280.837413 53.982778 l
-280.872931 57.210024 l
-280.897333 53.603767 l
-280.950529 60.728522 l
-280.981532 53.799413 l
-280.994812 61.539976 l
-281.039052 53.209261 l
-281.092084 58.696082 l
-281.109747 53.956921 l
-281.12961 59.2752 l
-281.204571 55.288738 l
-281.261811 60.315393 l
-281.259611 54.552574 l
-281.314584 57.349102 l
-281.316782 51.749832 l
-281.340948 60.806425 l
-281.424333 57.372436 l
-281.533818 54.231476 l
-281.516318 60.210188 l
-281.536005 56.705737 l
-281.629948 59.781934 l
-281.542566 51.857333 l
-281.645223 59.437034 l
-281.695376 53.166164 l
-281.72152 61.179834 l
-281.758533 54.493419 l
-281.810735 60.773734 l
-281.854192 53.469393 l
-281.871562 57.094151 l
-281.893267 54.360244 l
-281.901946 58.958783 l
-281.936645 58.791913 l
-282.005963 60.685377 l
-281.988643 53.607136 l
-282.031931 57.305043 l
-282.092464 54.225014 l
-282.03842 59.430024 l
-282.142127 57.427757 l
-282.146443 58.212245 l
-282.148601 55.764506 l
-282.150759 61.69529 l
-282.200359 54.888489 l
-282.258517 55.761909 l
-282.269279 60.235756 l
-282.262822 54.372249 l
-282.368168 56.087736 l
-282.383198 53.312499 l
-282.456129 60.570458 l
-282.462558 57.215438 l
-282.511821 60.014146 l
-282.533223 54.739549 l
-282.573859 57.75734 l
-282.614459 54.489466 l
-282.605915 60.88791 l
-282.680623 57.270608 l
-282.759469 61.777644 l
-282.740303 55.202391 l
-282.791394 59.996635 l
-282.842428 54.003962 l
-282.823297 61.732479 l
-282.901896 59.842776 l
-282.931601 56.66868 l
-282.963407 62.025108 l
-282.971884 60.619495 l
-283.005779 64.491331 l
-283.007897 57.442895 l
-283.079837 60.289558 l
-283.179097 56.316985 l
-283.111539 63.479952 l
-283.187534 60.312781 l
-283.189643 64.141151 l
-283.294978 56.866854 l
-283.297082 60.954576 l
-283.305498 56.0718 l
-283.376971 63.779797 l
-283.408467 60.395478 l
-283.502826 56.651263 l
-283.486066 64.075217 l
-283.515393 60.327047 l
-283.548887 62.538562 l
-283.573991 56.460207 l
-283.624158 62.182793 l
-283.632513 55.487642 l
-283.726411 65.535865 l
-283.732664 62.474577 l
-283.797227 59.591388 l
-283.849228 70.824339 l
-283.855465 62.01771 l
-283.96757 63.505312 l
-283.996589 71.28554 l
-284.000733 61.77449 l
-284.0794 67.509731 l
-284.170319 60.57983 l
-284.104214 69.857553 l
-284.195083 63.182925 l
-284.285772 55.185061 l
-284.3043 66.439062 l
-284.376281 57.593066 l
-284.417362 59.893589 l
-284.507611 54.699931 l
-284.425574 63.253824 l
-284.530145 57.963522 l
-284.616083 60.963092 l
-284.60586 53.185501 l
-284.622215 57.471013 l
-284.726336 53.792469 l
-284.707979 59.140226 l
-284.730415 54.64234 l
-284.797655 62.498274 l
-284.795619 53.139286 l
-284.842427 57.922643 l
-284.893251 53.654161 l
-284.923719 60.70817 l
-284.952136 58.459607 l
-285.021077 53.936236 l
-284.958223 60.101975 l
-285.027155 56.928896 l
-285.065631 61.667932 l
-285.059558 54.655715 l
-285.136421 56.739045 l
-285.211138 62.244542 l
-285.152587 53.08079 l
-285.247443 59.209551 l
-285.287747 53.71479 l
-285.251475 60.676376 l
-285.358195 58.028215 l
-285.360206 58.017925 l
-285.366239 60.97126 l
-285.392373 51.873029 l
-285.466672 58.052209 l
-285.496759 52.88132 l
-285.574892 59.697628 l
-285.576893 59.019494 l
-285.610908 54.084018 l
-285.600906 61.15926 l
-285.688846 55.751373 l
-285.766651 53.116638 l
-285.800525 63.142245 l
-285.854272 53.315076 l
-285.913917 58.800316 l
-285.923851 61.048399 l
-285.971501 54.10557 l
-286.023065 59.53246 l
-286.122064 52.636384 l
-286.040901 62.133594 l
-286.13393 58.606604 l
-286.171483 53.484487 l
-286.187286 61.462571 l
-286.234662 58.833713 l
-286.323359 61.212617 l
-286.254387 54.802281 l
-286.343046 59.375881 l
-286.364692 53.967392 l
-286.39026 61.106772 l
-286.453136 54.96141 l
-286.523769 65.54822 l
-286.564921 58.690746 l
-286.598207 54.31598 l
-286.568838 61.261568 l
-286.678386 55.804165 l
-286.692061 62.112499 l
-286.713542 53.439404 l
-286.791569 59.442732 l
-286.886972 54.883657 l
-286.836375 61.146511 l
-286.902529 56.285404 l
-286.993819 60.754074 l
-286.987997 53.507236 l
-287.015158 59.508987 l
-287.084927 54.337849 l
-287.073306 62.589344 l
-287.127511 56.838442 l
-287.146854 60.304618 l
-287.202903 54.178972 l
-287.237657 60.111146 l
-287.255024 53.577768 l
-287.307086 61.393238 l
-287.349463 56.939784 l
-287.364863 53.757806 l
-287.357164 61.768503 l
-287.449471 55.776625 l
-287.510906 60.980997 l
-287.485958 53.991394 l
-287.56076 57.748721 l
-287.599073 53.280392 l
-287.572258 61.355984 l
-287.67369 55.425117 l
-287.675602 61.706437 l
-287.744369 52.563034 l
-287.784435 58.690446 l
-287.883495 61.810144 l
-287.875882 54.412789 l
-287.885397 58.320018 l
-287.915833 53.587321 l
-287.934845 61.223632 l
-287.993731 56.706881 l
-288.0203 54.540054 l
-288.10749 60.771873 l
-288.16048 53.788017 l
-288.202072 61.958507 l
-288.217187 56.068508 l
-288.27005 62.519464 l
-288.258728 55.809404 l
-288.328506 60.696479 l
-288.398178 54.555522 l
-288.396296 61.458594 l
-288.441434 55.803075 l
-288.452711 61.502474 l
-288.488405 55.178566 l
-288.552208 57.288063 l
-288.589697 61.262108 l
-288.584076 55.671414 l
-288.632772 59.450065 l
-288.698243 53.636908 l
-288.670196 61.43496 l
-288.743083 58.980605 l
-288.838222 62.315906 l
-288.832631 54.400966 l
-288.851265 58.297006 l
-288.929443 54.789132 l
-288.897816 62.808787 l
-288.95919 57.14279 l
-289.013058 54.093499 l
-289.066862 61.181204 l
-289.148374 54.432893 l
-289.177979 55.619328 l
-289.227893 61.540372 l
-289.207564 54.434059 l
-289.288826 57.657446 l
-289.3902 53.969921 l
-289.353363 60.570141 l
-289.395723 57.989007 l
-289.487675 62.693403 l
-289.423328 53.733693 l
-289.506043 58.661731 l
-289.606936 50.780888 l
-289.551931 61.166281 l
-289.619761 56.083341 l
-289.660044 55.246558 l
-289.627088 58.684486 l
-289.676514 57.132479 l
-289.68749 60.388333 l
-289.694806 53.671381 l
-289.786158 56.163408 l
-289.787983 52.645522 l
-289.849995 61.021529 l
-289.89736 54.236967 l
-289.964678 62.320461 l
-290.008291 59.550866 l
-290.07726 53.349211 l
-290.042789 60.360803 l
-290.118954 57.515617 l
-290.17147 62.780136 l
-290.17509 55.797967 l
-290.209461 57.175724 l
-290.229349 53.679263 l
-290.312421 61.065987 l
-290.319638 55.589979 l
-290.33046 61.022492 l
-290.384535 55.027505 l
-290.431348 60.536839 l
-290.447541 54.220981 l
-290.51585 70.796499 l
-290.542786 56.319149 l
-290.573294 60.847986 l
-290.593023 53.830547 l
-290.653952 56.940534 l
-290.664695 60.950918 l
-290.729104 54.209728 l
-290.764848 58.129415 l
-290.814841 60.914418 l
-290.773779 53.680195 l
-290.825547 58.485173 l
-290.928908 54.356557 l
-290.832683 60.72932 l
-290.936027 59.579765 l
-290.937807 61.3267 l
-291.026706 53.834511 l
-291.042689 58.470569 l
-291.078188 54.026048 l
-291.085285 61.239489 l
-291.156188 55.894917 l
-291.159731 61.426054 l
-291.173897 53.38891 l
-291.265872 59.128154 l
-291.274706 55.110564 l
-291.33826 61.925095 l
-291.377055 55.997273 l
-291.456305 61.766768 l
-291.429904 53.896142 l
-291.489726 58.196712 l
-291.595103 53.462347 l
-291.593348 61.171637 l
-291.600365 54.283036 l
-291.682731 61.142911 l
-291.624915 52.271567 l
-291.714236 58.86561 l
-291.747468 54.082664 l
-291.813859 60.80715 l
-291.824333 58.683453 l
-291.83655 59.721138 l
-291.915007 52.786931 l
-291.930683 58.768881 l
-291.989852 52.944562 l
-291.960277 60.818177 l
-292.041996 58.548129 l
-292.101021 60.885113 l
-292.144374 54.345861 l
-292.149573 57.164789 l
-292.177294 54.159306 l
-292.165168 59.729341 l
-292.256897 56.641036 l
-292.260355 61.105146 l
-292.282824 53.831609 l
-292.369143 59.673509 l
-292.388112 53.93898 l
-292.419134 61.017913 l
-292.481114 54.842898 l
-292.548165 61.561571 l
-292.556754 53.779741 l
-292.594527 58.945279 l
-292.604824 53.308901 l
-292.623694 61.865231 l
-292.704235 57.685024 l
-292.798305 60.73644 l
-292.721353 54.838694 l
-292.81368 56.558046 l
-292.880244 62.350544 l
-292.893886 53.843616 l
-292.92627 58.692642 l
-292.985865 53.411006 l
-292.933085 61.807159 l
-293.036884 58.201291 l
-293.087846 60.278123 l
-293.094637 53.553605 l
-293.145534 57.799411 l
-293.2387 54.460903 l
-293.150621 61.291462 l
-293.242084 55.439877 l
-293.326609 61.046949 l
-293.301268 54.235633 l
-293.353623 57.855354 l
-293.441311 61.195679 l
-293.437942 53.771664 l
-293.461523 58.154695 l
-293.557407 53.696287 l
-293.543962 61.602508 l
-293.572528 57.865349 l
-293.65812 60.653726 l
-293.666503 54.24232 l
-293.681588 57.309372 l
-293.773666 53.535095 l
-293.688291 61.44783 l
-293.775338 59.537771 l
-293.792059 61.036589 l
-293.8188 54.35711 l
-293.857212 59.187444 l
-293.902264 53.625772 l
-293.873903 61.967074 l
-293.96726 56.740655 l
-294.012203 61.799442 l
-293.972256 54.353549 l
-294.078704 57.180084 l
-294.095314 62.02897 l
-294.160036 54.259628 l
-294.179932 61.33648 l
-294.25612 52.542455 l
-294.254465 62.511721 l
-294.290859 57.324718 l
-294.356955 53.600168 l
-294.380066 61.192791 l
-294.393267 58.443964 l
-294.441089 60.322966 l
-294.490508 52.743407 l
-294.498739 55.708237 l
-294.500385 55.668982 l
-294.503677 58.014361 l
-294.57604 60.974624 l
-294.526714 53.788615 l
-294.610536 57.480226 l
-294.628595 53.416406 l
-294.646647 61.25781 l
-294.720422 55.820339 l
-294.828409 61.330668 l
-294.7368 53.067959 l
-294.830043 58.246272 l
-294.896996 52.645244 l
-294.901891 60.599775 l
-294.941033 57.397448 l
-294.98177 53.863434 l
-295.032233 63.564967 l
-295.050126 57.838309 l
-295.051752 61.737006 l
-295.147601 53.704582 l
-295.15896 58.0325 l
-295.160582 53.394447 l
-295.249726 61.458277 l
-295.269152 58.813326 l
-295.296659 53.782472 l
-295.338696 60.516813 l
-295.382309 55.478325 l
-295.417815 61.046603 l
-295.409748 53.769756 l
-295.493575 57.038133 l
-295.56117 54.350837 l
-295.527385 61.059422 l
-295.602964 57.464382 l
-295.628664 61.19117 l
-295.675209 54.201819 l
-295.712091 57.938803 l
-295.785764 54.010985 l
-295.814561 60.93528 l
-295.824155 57.229181 l
-295.833748 61.244402 l
-295.85133 52.784005 l
-295.932755 60.546232 l
-295.988552 53.814099 l
-295.969429 61.226258 l
-296.04428 57.177344 l
-296.045871 61.376828 l
-296.06019 54.167885 l
-296.155533 57.804618 l
-296.196786 60.251342 l
-296.217399 53.806701 l
-296.261764 59.265512 l
-296.263348 52.143199 l
-296.34088 60.714781 l
-296.372488 58.998706 l
-296.374068 60.585727 l
-296.393022 53.096096 l
-296.481368 56.802579 l
-296.53335 55.129676 l
-296.528627 60.484271 l
-296.57269 57.961129 l
-296.574263 61.785139 l
-296.610425 54.255169 l
-296.684232 59.201216 l
-296.685802 52.957064 l
-296.773584 60.891858 l
-296.795503 55.973233 l
-296.836182 60.253694 l
-296.900256 55.010261 l
-296.906502 57.140112 l
-296.936161 61.591462 l
-296.98295 54.492366 l
-297.017233 58.593459 l
-297.056158 53.180326 l
-297.065495 61.266978 l
-297.127695 57.076557 l
-297.172736 60.986686 l
-297.200671 53.32172 l
-297.23789 60.016241 l
-297.271981 53.390883 l
-297.24409 60.884472 l
-297.349366 57.01058 l
-297.405002 60.765764 l
-297.425076 54.217085 l
-297.463656 59.139593 l
-297.483704 55.108679 l
-297.489871 61.194086 l
-297.573044 56.965391 l
-297.614573 60.686661 l
-297.662208 55.42473 l
-297.68217 57.103762 l
-297.722066 54.688492 l
-297.735868 61.282151 l
-297.787972 58.847787 l
-297.841547 61.599968 l
-297.882833 55.336644 l
-297.898114 59.592723 l
-297.969869 55.082874 l
-297.991221 61.590419 l
-298.007991 58.917636 l
-298.030849 61.601253 l
-298.097832 54.722881 l
-298.116083 60.581499 l
-298.154083 53.212293 l
-298.122165 61.250998 l
-298.22847 55.891975 l
-298.286075 61.516706 l
-298.304251 54.218299 l
-298.340582 56.920888 l
-298.440341 54.405037 l
-298.346634 61.386012 l
-298.44638 56.825393 l
-298.533856 52.619768 l
-298.557957 63.564065 l
-298.610636 54.031696 l
-298.669263 57.047328 l
-298.699299 61.189863 l
-298.745816 53.623207 l
-298.780298 60.805203 l
-298.873119 55.444475 l
-298.835714 65.696243 l
-298.891063 59.693466 l
-298.892558 59.708585 l
-298.991119 50.530909 l
-298.898537 62.336678 l
-299.004542 57.078792 l
-299.031378 61.786414 l
-299.011998 54.435556 l
-299.114765 56.831061 l
-299.187604 54.843042 l
-299.12369 61.174719 l
-299.224722 57.460491 l
-299.282566 61.003789 l
-299.281083 54.63397 l
-299.332934 58.159581 l
-299.414294 55.280459 l
-299.358097 61.080207 l
-299.442367 57.321717 l
-299.454182 60.939245 l
-299.455659 53.937635 l
-299.551538 55.155229 l
-299.656039 62.814084 l
-299.579527 53.1231 l
-299.663389 57.470125 l
-299.729487 53.011953 l
-299.751499 61.398551 l
-299.7735 57.417927 l
-299.878956 61.106914 l
-299.868714 54.361399 l
-299.886271 60.601319 l
-299.957889 54.808656 l
-299.949126 61.567792 l
-300.000223 57.719476 l
-300.071663 54.256115 l
-300.039602 60.928889 l
-300.099334 56.640469 l
-300.166258 62.640895 l
-300.177887 54.401016 l
-300.209852 57.40059 l
-300.250501 61.181584 l
-300.292564 54.579125 l
-300.318653 58.552744 l
-300.338934 55.173166 l
-300.33314 61.937573 l
-300.430086 57.331195 l
-300.536922 60.765324 l
-300.515287 53.675484 l
-300.54269 57.774013 l
-300.616166 53.225732 l
-300.565754 61.155858 l
-300.653578 54.607488 l
-300.758458 61.212283 l
-300.699583 54.543597 l
-300.765632 59.130073 l
-300.843048 53.944623 l
-300.820123 62.026107 l
-300.875981 58.319979 l
-300.968925 54.73682 l
-300.960353 62.138107 l
-300.971782 59.340842 l
-301.065956 62.426448 l
-301.017466 53.786534 l
-301.081633 59.732551 l
-301.178425 55.228848 l
-301.162782 63.284335 l
-301.194064 55.617438 l
-301.27785 61.079161 l
-301.206854 53.561555 l
-301.3048 56.837726 l
-301.360067 61.214931 l
-301.309053 53.675787 l
-301.409609 56.903324 l
-301.463337 55.013265 l
-301.442136 62.148952 l
-301.517001 58.980387 l
-301.533935 61.803364 l
-301.556503 55.492972 l
-301.603015 60.278411 l
-301.604424 53.880405 l
-301.629773 61.568503 l
-301.71417 57.633357 l
-301.719791 61.330386 l
-301.721196 55.317529 l
-301.822251 56.205692 l
-301.928677 53.875666 l
-301.882496 61.432794 l
-301.932873 55.646032 l
-301.952449 61.055773 l
-301.991576 54.448019 l
-302.046018 61.045404 l
-302.054388 53.500719 l
-302.158883 56.560127 l
-302.16445 61.475228 l
-302.222856 53.709061 l
-302.268694 60.185501 l
-302.288126 53.751187 l
-302.32142 61.583124 l
-302.379625 56.269721 l
-302.422539 61.236168 l
-302.432223 54.908395 l
-302.491669 58.586684 l
-302.563454 61.78939 l
-302.519292 54.101476 l
-302.603439 61.155504 l
-302.673672 54.335892 l
-302.706685 63.631929 l
-302.71631 58.72253 l
-302.745171 61.46863 l
-302.78637 55.011023 l
-302.790487 59.699192 l
-302.802839 54.2941 l
-302.85221 62.038473 l
-302.901528 56.783771 l
-302.919324 62.200859 l
-303.005469 55.735987 l
-303.012299 57.302458 l
-303.085998 62.099139 l
-303.095542 54.395438 l
-303.124165 59.976397 l
-303.167745 53.509647 l
-303.151407 62.136317 l
-303.235757 58.23557 l
-303.257499 63.135288 l
-303.246629 54.303988 l
-303.347076 58.971635 l
-303.391799 61.895816 l
-303.38638 53.851408 l
-303.451361 57.547623 l
-303.45542 54.62131 l
-303.513548 62.604124 l
-303.562157 57.218704 l
-303.602625 62.208974 l
-303.655179 55.389557 l
-303.67403 60.978739 l
-303.684798 55.867419 l
-303.745324 62.74381 l
-303.78563 59.81841 l
-303.852727 55.335667 l
-303.795029 61.309092 l
-303.867475 59.824774 l
-303.974591 65.493203 l
-303.911691 56.041344 l
-303.977266 60.853897 l
-304.081456 55.677887 l
-304.012022 62.172209 l
-304.088127 58.197634 l
-304.140125 62.817953 l
-304.101465 51.648071 l
-304.20005 59.036611 l
-304.25458 56.151286 l
-304.269199 62.792066 l
-304.309044 57.335969 l
-304.346202 62.691424 l
-304.318337 55.391049 l
-304.419103 59.970506 l
-304.420428 55.850927 l
-304.424401 62.854442 l
-304.530219 55.999023 l
-304.560596 63.086254 l
-304.600188 55.852861 l
-304.642382 60.442374 l
-304.696386 53.904303 l
-304.659512 62.864669 l
-304.75427 57.350268 l
-304.83046 63.760133 l
-304.796322 55.12723 l
-304.868508 62.266903 l
-304.947126 54.198589 l
-304.919625 62.956573 l
-304.979843 59.109459 l
-305.006001 63.269714 l
-305.079161 56.800681 l
-305.093518 62.610122 l
-305.193891 56.451187 l
-305.149598 64.079347 l
-305.205609 58.11858 l
-305.238142 63.954166 l
-305.253749 56.091626 l
-305.320022 62.062278 l
-305.368042 57.330525 l
-305.345985 63.948695 l
-305.428967 63.407215 l
-305.48593 64.429408 l
-305.47946 55.603315 l
-305.523435 59.646728 l
-305.629317 55.734759 l
-305.598352 63.07831 l
-305.633186 60.420316 l
-305.67057 55.108291 l
-305.666704 63.110611 l
-305.731093 57.535078 l
-305.742673 64.564436 l
-305.759395 55.173038 l
-305.84163 59.890834 l
-305.912182 56.34932 l
-305.889104 64.80212 l
-305.950619 61.150608 l
-306.019724 56.032589 l
-305.987744 63.133517 l
-306.021003 61.277423 l
-306.092555 65.241687 l
-306.05807 57.47108 l
-306.13084 59.969152 l
-306.141044 65.35281 l
-306.167819 55.508678 l
-306.240414 60.158549 l
-306.329408 56.012645 l
-306.248049 64.645849 l
-306.350995 57.750086 l
-306.409355 62.709541 l
-306.364957 54.987991 l
-306.463841 62.089567 l
-306.529645 56.095486 l
-306.503082 63.434116 l
-306.572619 60.631707 l
-306.585251 64.164074 l
-306.578935 57.800862 l
-306.684919 63.773959 l
-306.734042 57.067191 l
-306.773051 64.519304 l
-306.796943 59.704018 l
-306.81077 66.077364 l
-306.837155 55.871223 l
-306.907439 60.532898 l
-306.921232 58.218056 l
-306.971354 66.436573 l
-307.016417 60.413144 l
-307.1139 65.126502 l
-307.068934 57.786087 l
-307.127631 60.703447 l
-307.161317 65.150262 l
-307.204947 57.468103 l
-307.23733 63.792244 l
-307.254758 57.426134 l
-307.299542 65.611387 l
-307.34925 60.616027 l
-307.374084 66.577703 l
-307.367877 57.303279 l
-307.458418 61.135446 l
-307.530227 55.914981 l
-307.542596 64.74799 l
-307.567325 62.461683 l
-307.627854 65.87518 l
-307.613038 59.112159 l
-307.67474 62.45317 l
-307.715417 57.761781 l
-307.709257 65.212634 l
-307.784363 60.375208 l
-307.829859 67.372567 l
-307.853205 58.975768 l
-307.894951 61.055563 l
-307.903541 59.318485 l
-307.897405 64.401026 l
-307.919489 63.537118 l
-307.93298 65.997075 l
-308.01384 57.622489 l
-308.027303 64.219474 l
-308.046878 57.715972 l
-308.116546 67.827769 l
-308.138525 63.867895 l
-308.248258 58.705567 l
-308.176351 66.359621 l
-308.249476 62.189735 l
-308.322483 66.19402 l
-308.270173 58.897376 l
-308.357728 62.698517 l
-308.462088 59.73993 l
-308.392946 66.991824 l
-308.468148 62.533858 l
-308.533546 68.318021 l
-308.500859 60.70047 l
-308.579511 64.94932 l
-308.600059 60.636967 l
-308.592808 68.844757 l
-308.691808 64.123339 l
-308.703867 68.181448 l
-308.764112 60.925661 l
-308.802627 63.670062 l
-308.838705 60.1166 l
-308.86154 67.129217 l
-308.910777 63.51702 l
-308.925177 67.788558 l
-308.971948 59.367733 l
-309.021065 63.338265 l
-309.029446 61.076958 l
-309.108388 69.028063 l
-309.123921 63.096152 l
-309.135866 70.277224 l
-309.191965 62.157755 l
-309.236079 67.39228 l
-309.239654 62.277678 l
-309.286104 69.950442 l
-309.346774 66.216228 l
-309.454829 63.133838 l
-309.422796 71.52676 l
-309.456015 66.108005 l
-309.515276 71.180092 l
-309.480914 62.850315 l
-309.568545 68.368256 l
-309.650103 62.980988 l
-309.58747 73.09425 l
-309.679617 67.296883 l
-309.702035 64.168961 l
-309.692597 70.551575 l
-309.729158 67.430975 l
-309.81749 72.403751 l
-309.763333 64.958313 l
-309.838664 68.93637 l
-309.916219 65.026888 l
-309.866881 73.024403 l
-309.949082 67.688104 l
-310.060403 75.235178 l
-309.984265 63.914603 l
-310.063914 72.964647 l
-310.167951 66.260573 l
-310.107194 75.170702 l
-310.176123 69.856503 l
-310.235622 75.767138 l
-310.186629 66.065901 l
-310.289222 73.37543 l
-310.384613 69.7724 l
-310.333452 77.546516 l
-310.398556 73.049444 l
-310.478645 78.832205 l
-310.433394 70.158097 l
-310.508787 75.82687 l
-310.509946 69.108587 l
-310.547016 83.145947 l
-310.617596 82.741899 l
-310.618753 82.772609 l
-310.621065 80.03658 l
-310.715765 74.585714 l
-310.634936 84.228888 l
-310.724994 80.943438 l
-310.825234 87.574992 l
-310.741139 74.22125 l
-310.835591 83.865549 l
-310.845945 77.625627 l
-310.894237 88.567344 l
-310.94592 80.264588 l
-311.006717 89.360768 l
-310.953955 79.367302 l
-311.058274 86.549991 l
-311.168067 92.878935 l
-311.067433 83.061029 l
-311.171494 87.790264 l
-311.185198 86.628673 l
-311.253659 95.346207 l
-311.278736 91.014012 l
-311.377768 96.373749 l
-311.312909 88.459184 l
-311.390274 94.34621 l
-311.431179 90.920284 l
-311.489065 99.208957 l
-311.500406 95.893571 l
-311.50721 93.968155 l
-311.58651 104.935381 l
-311.594432 102.171951 l
-311.605748 98.754213 l
-311.711975 114.388753 l
-311.71649 109.867766 l
-311.806693 127.887877 l
-311.817956 125.84826 l
-311.954017 197.149091 l
-311.82809 125.138941 l
-311.957385 195.386766 l
-311.958508 196.50564 l
-312.021335 150.051803 l
-312.1266 110.364644 l
-312.176907 111.257712 l
-312.182494 116.09283 l
-312.26286 102.090886 l
-312.286274 105.41055 l
-312.386482 97.165227 l
-312.307447 107.291254 l
-312.399826 100.83506 l
-312.439836 95.273267 l
-312.426504 103.662174 l
-312.518642 97.5506 l
-312.590669 100.276002 l
-312.537491 92.51496 l
-312.627193 94.858641 l
-312.72224 85.916517 l
-312.649315 99.588477 l
-312.738798 92.544306 l
-312.758659 96.170113 l
-312.815988 86.178667 l
-312.844625 88.979289 l
-312.898547 83.615372 l
-312.933726 96.436749 l
-312.953503 87.923993 l
-312.96229 93.065461 l
-313.032524 80.686746 l
-313.061026 85.258469 l
-313.160642 78.850783 l
-313.069792 90.430581 l
-313.172669 83.410729 l
-313.284039 75.781964 l
-313.207638 89.516049 l
-313.28622 78.594386 l
-313.297124 81.192397 l
-313.386434 72.891598 l
-313.39405 74.66492 l
-313.433198 71.807601 l
-313.466882 79.381282 l
-313.502712 75.358312 l
-313.548273 79.700401 l
-313.600286 69.49335 l
-313.612198 72.897474 l
-313.698733 65.462984 l
-313.709539 75.042601 l
-313.722502 74.134861 l
-313.782948 63.526719 l
-313.728982 75.463511 l
-313.841159 68.656245 l
-313.886383 74.107168 l
-313.859469 64.767759 l
-313.951986 68.088284 l
-313.957359 72.882316 l
-314.035735 63.173533 l
-314.063617 71.660763 l
-314.117188 64.82959 l
-314.128966 72.893907 l
-314.174975 69.672522 l
-314.286062 64.753761 l
-314.177114 73.583598 l
-314.287129 66.931986 l
-314.304195 70.521555 l
-314.391558 62.83932 l
-314.397944 68.147995 l
-314.400072 63.665635 l
-314.44262 70.576245 l
-314.509552 64.061059 l
-314.522289 61.759338 l
-314.592284 71.633723 l
-314.615591 67.600797 l
-314.616651 69.716006 l
-314.689673 61.394941 l
-314.725612 65.718468 l
-314.726669 61.306683 l
-314.79002 69.67174 l
-314.836422 65.678135 l
-314.872246 68.531607 l
-314.845908 62.432344 l
-314.946964 65.336187 l
-314.974295 62.602133 l
-315.039403 69.851678 l
-315.057238 66.888585 l
-315.152595 60.134722 l
-315.140031 68.653049 l
-315.170386 64.51941 l
-315.244618 68.735144 l
-315.17771 60.997391 l
-315.281167 65.079463 l
-315.362513 59.285836 l
-315.383347 66.797895 l
-315.391678 62.695953 l
-315.42915 68.352827 l
-315.496729 59.157643 l
-315.502962 64.976876 l
-315.536191 58.810639 l
-315.507117 67.961991 l
-315.610866 63.708146 l
-315.681281 69.236128 l
-315.641945 60.404622 l
-315.721617 63.391045 l
-315.774311 59.594259 l
-315.741255 67.464475 l
-315.831069 62.15163 l
-315.847567 66.98489 l
-315.857875 59.100383 l
-315.942316 63.73582 l
-315.985506 57.527697 l
-316.008112 66.410357 l
-316.053293 63.458282 l
-316.113805 67.442816 l
-316.094327 58.806898 l
-316.161952 62.935358 l
-316.162976 57.566206 l
-316.226411 66.01961 l
-316.272397 64.218811 l
-316.297924 66.853151 l
-316.356074 58.109948 l
-316.379517 62.81369 l
-316.380536 58.766899 l
-316.430439 67.343032 l
-316.490453 63.11436 l
-316.546328 57.785339 l
-316.496552 65.662725 l
-316.60112 62.421871 l
-316.684198 65.967124 l
-316.610246 57.145636 l
-316.71152 62.43289 l
-316.796416 58.26191 l
-316.780257 66.448282 l
-316.820643 62.979152 l
-316.869059 66.5369 l
-316.917423 58.869314 l
-316.921451 63.163064 l
-316.928499 57.255771 l
-316.933533 68.152106 l
-317.032083 62.718156 l
-317.067228 57.268814 l
-317.090309 65.817908 l
-317.136435 62.795989 l
-317.137437 65.447061 l
-317.228548 57.452923 l
-317.247548 64.309908 l
-317.316482 56.860618 l
-317.323469 65.115997 l
-317.359388 60.497276 l
-317.461004 65.109315 l
-317.455033 57.472811 l
-317.469959 62.583553 l
-317.494826 58.15266 l
-317.502781 64.772733 l
-317.581256 58.683565 l
-317.669504 65.892717 l
-317.613006 57.446303 l
-317.692282 59.617494 l
-317.693272 57.220952 l
-317.790197 64.583823 l
-317.802051 61.592852 l
-317.886916 55.877817 l
-317.844503 65.240182 l
-317.9086 63.177378 l
-317.909586 65.985088 l
-318.013918 56.062448 l
-318.018834 60.732949 l
-318.08465 67.941009 l
-318.09839 56.766872 l
-318.12782 59.89996 l
-318.162132 56.535094 l
-318.227741 64.703889 l
-318.238504 59.534133 l
-318.321585 64.353614 l
-318.274688 55.67043 l
-318.34892 59.500788 l
-318.376239 56.619076 l
-318.373312 64.11111 l
-318.458096 59.232392 l
-318.471725 63.633366 l
-318.561183 55.553816 l
-318.569925 61.741821 l
-318.570896 61.759545 l
-318.610699 54.756152 l
-318.678574 62.64286 l
-318.682449 57.894184 l
-318.705696 56.100012 l
-318.792764 63.342177 l
-318.853613 55.928302 l
-318.874843 64.885134 l
-318.903777 58.688985 l
-319.011634 63.600063 l
-319.005863 56.071437 l
-319.015482 60.707267 l
-319.060664 55.918745 l
-319.066428 64.806134 l
-319.126914 57.527546 l
-319.231374 64.407945 l
-319.219886 56.353061 l
-319.238074 58.603538 l
-319.339416 63.769429 l
-319.252429 56.219944 l
-319.348965 60.064729 l
-319.458634 54.745833 l
-319.443392 62.943929 l
-319.459587 59.666001 l
-319.50338 55.889038 l
-319.481488 63.684147 l
-319.56804 60.223635 l
-319.628814 64.495097 l
-319.638302 54.909833 l
-319.673393 58.283842 l
-319.674341 54.463952 l
-319.711298 63.908863 l
-319.783232 59.93462 l
-319.868269 64.131869 l
-319.816321 55.85709 l
-319.895637 60.866405 l
-319.959744 63.070615 l
-320.005884 56.023758 l
-320.055737 63.86235 l
-320.009648 55.898277 l
-320.116804 58.106714 l
-320.179664 64.861311 l
-320.216214 54.270658 l
-320.228391 61.313019 l
-320.321017 55.613962 l
-320.264903 63.669777 l
-320.339706 58.217819 l
-320.391996 64.655078 l
-320.426512 55.345331 l
-320.450751 61.81016 l
-320.474045 55.672926 l
-320.516876 64.127031 l
-320.562455 59.540456 l
-320.637701 63.265381 l
-320.564315 55.386121 l
-320.672959 59.036806 l
-320.686869 54.852138 l
-320.730427 62.118299 l
-320.734132 58.777519 l
-320.774869 64.274156 l
-320.763762 55.634548 l
-320.845146 58.704627 l
-320.876551 54.036151 l
-320.879321 64.030804 l
-320.954968 57.813251 l
-320.979849 63.430886 l
-320.977085 56.80164 l
-321.066366 61.794769 l
-321.139868 56.053913 l
-321.124259 63.98358 l
-321.182079 59.003477 l
-321.269129 62.942763 l
-321.286519 55.322038 l
-321.292924 61.338876 l
-321.364236 54.605773 l
-321.303902 63.14447 l
-321.403501 60.852371 l
-321.472817 63.625398 l
-321.44182 55.894847 l
-321.505614 61.310858 l
-321.506525 57.663882 l
-321.601139 63.610401 l
-321.616586 58.71184 l
-321.640201 64.215921 l
-321.72185 54.986713 l
-321.727288 60.646932 l
-321.78797 56.495579 l
-321.783444 65.4022 l
-321.837722 59.800929 l
-321.871162 64.932789 l
-321.902772 55.925981 l
-321.94789 58.283687 l
-322.048794 64.358616 l
-322.053293 55.910406 l
-322.061391 60.926762 l
-322.083878 55.867167 l
-322.141393 68.626383 l
-322.171021 59.467159 l
-322.199732 64.000699 l
-322.276806 56.144698 l
-322.282178 61.952329 l
-322.319767 56.667128 l
-322.32424 64.572491 l
-322.393959 57.343084 l
-322.498338 64.254057 l
-322.472488 54.996055 l
-322.506357 61.117262 l
-322.526844 56.278815 l
-322.596254 64.443113 l
-322.61759 60.153491 l
-322.721459 63.975038 l
-322.701059 54.736311 l
-322.728553 60.577194 l
-322.795001 54.238951 l
-322.752485 63.068249 l
-322.838362 58.241708 l
-322.863121 63.561889 l
-322.856048 54.930519 l
-322.949672 59.284562 l
-323.048387 63.618575 l
-322.996412 54.01173 l
-323.060711 61.942318 l
-323.127557 56.391915 l
-323.117009 64.57161 l
-323.172359 57.159627 l
-323.217994 62.97815 l
-323.258326 56.607012 l
-323.283734 60.194709 l
-323.293368 55.28228 l
-323.310879 62.308541 l
-323.394838 59.96286 l
-323.436759 55.587999 l
-323.448979 62.501903 l
-323.5048 58.244113 l
-323.539653 62.346125 l
-323.603192 54.727765 l
-323.616237 60.908812 l
-323.720463 55.597532 l
-323.650136 62.62985 l
-323.726535 57.077527 l
-323.727402 62.87984 l
-323.79761 55.398556 l
-323.838298 61.746896 l
-323.891916 55.099779 l
-323.891052 64.686584 l
-323.951514 59.465222 l
-324.01793 62.053449 l
-324.000688 54.397431 l
-324.061866 58.118444 l
-324.154769 62.076416 l
-324.08511 55.223343 l
-324.161643 59.390765 l
-324.162503 54.861441 l
-324.248341 67.499787 l
-324.272347 58.797577 l
-324.298053 62.812223 l
-324.319464 54.800734 l
-324.384492 62.394845 l
-324.479301 53.890501 l
-324.475888 62.882881 l
-324.495509 61.730045 l
-324.497215 55.428071 l
-324.596897 62.343 l
-324.606257 59.573656 l
-324.681923 62.609814 l
-324.671728 54.564029 l
-324.717586 60.801872 l
-324.782897 54.656414 l
-324.728619 62.92191 l
-324.835417 56.23128 l
-324.945344 62.102621 l
-324.847268 54.849419 l
-324.947033 60.797533 l
-324.979958 56.166983 l
-325.018763 64.38914 l
-325.057534 61.892956 l
-325.083644 63.585592 l
-325.125726 56.296761 l
-325.159363 58.661554 l
-325.182054 53.036627 l
-325.179534 62.800289 l
-325.27019 57.360091 l
-325.293665 63.58588 l
-325.366526 53.420376 l
-325.380749 59.16732 l
-325.409183 55.861614 l
-325.486033 63.520166 l
-325.49271 57.368419 l
-325.511899 64.234397 l
-325.529413 54.224106 l
-325.604396 60.811925 l
-325.621042 55.3236 l
-325.635187 62.990155 l
-325.71581 56.554819 l
-325.773074 62.436987 l
-325.768097 55.08713 l
-325.826952 59.924021 l
-325.858421 54.437159 l
-325.884077 62.024667 l
-325.939477 58.030761 l
-326.036885 62.381645 l
-326.049252 54.752349 l
-326.050901 61.095252 l
-326.072329 54.927543 l
-326.136554 62.323294 l
-326.162054 57.324902 l
-326.226973 62.931303 l
-326.236826 55.336867 l
-326.273756 61.871634 l
-326.373728 54.809786 l
-326.341793 62.142554 l
-326.386004 57.484628 l
-326.460411 62.687426 l
-326.407276 54.141934 l
-326.497977 59.496896 l
-326.526539 55.183369 l
-326.55916 63.009097 l
-326.608047 59.604034 l
-326.715414 64.038196 l
-326.672335 55.319479 l
-326.717852 59.129916 l
-326.790908 54.767935 l
-326.763323 62.791621 l
-326.829824 57.039606 l
-326.90432 63.133114 l
-326.862229 54.897621 l
-326.936672 60.855499 l
-327.021486 55.01793 l
-327.003729 62.870936 l
-327.048109 58.675613 l
-327.093253 62.706354 l
-327.126276 54.526258 l
-327.158471 58.304798 l
-327.245283 61.801757 l
-327.224399 54.878093 l
-327.268566 60.183237 l
-327.358374 55.925376 l
-327.353567 63.747348 l
-327.379197 62.138439 l
-327.463193 56.037027 l
-327.382399 65.15856 l
-327.491157 57.977047 l
-327.559 62.90237 l
-327.537461 54.80694 l
-327.602047 57.802786 l
-327.650626 52.903162 l
-327.613201 62.221834 l
-327.711873 58.563172 l
-327.764305 62.124666 l
-327.818263 55.295362 l
-327.823021 59.066227 l
-327.846804 53.975022 l
-327.842841 63.294307 l
-327.933899 57.946108 l
-327.956043 62.980942 l
-328.013723 55.402911 l
-328.045298 59.428187 l
-328.132016 54.125395 l
-328.135166 63.673785 l
-328.155638 56.07967 l
-328.161935 68.300661 l
-328.268067 61.850976 l
-328.362984 53.755714 l
-328.28534 64.36335 l
-328.379437 59.809619 l
-328.465523 62.839769 l
-328.464741 54.485318 l
-328.489754 60.631209 l
-328.543642 54.321143 l
-328.545203 62.693224 l
-328.601364 58.019298 l
-328.61929 62.883299 l
-328.66602 55.101225 l
-328.712702 58.445786 l
-328.804371 63.195779 l
-328.792729 53.439309 l
-328.823769 58.583689 l
-328.840832 62.610943 l
-328.912119 54.891964 l
-328.932244 58.023708 l
-328.975563 54.859754 l
-329.038918 65.12678 l
-329.042007 60.043708 l
-329.139951 65.822709 l
-329.092162 55.589709 l
-329.157667 62.414367 l
-329.263047 57.79065 l
-329.184612 66.486993 l
-329.269193 60.014621 l
-329.324471 54.853736 l
-329.279179 64.285424 l
-329.360519 58.264511 l
-329.457017 62.950368 l
-329.447836 55.659631 l
-329.470786 59.901625 l
-329.570105 55.100993 l
-329.481493 63.06648 l
-329.582314 57.185125 l
-329.583077 62.168336 l
-329.681391 54.595997 l
-329.69357 61.379751 l
-329.754417 54.543619 l
-329.765057 62.512218 l
-329.805314 60.053841 l
-329.810629 55.255351 l
-329.839467 61.783153 l
-329.9183 56.343032 l
-330.027985 62.460059 l
-329.931174 53.19959 l
-330.029496 60.363194 l
-330.132131 54.575593 l
-330.056687 61.505334 l
-330.140422 57.014067 l
-330.172065 62.225022 l
-330.221747 53.748325 l
-330.25183 59.733456 l
-330.347965 54.325091 l
-330.270622 61.903354 l
-330.362217 57.267067 l
-330.449886 65.93148 l
-330.380214 56.174897 l
-330.474582 62.966688 l
-330.553821 54.572666 l
-330.514966 63.155613 l
-330.586672 56.58543 l
-330.648576 63.004536 l
-330.588911 53.919949 l
-330.699975 60.064157 l
-330.776593 54.784779 l
-330.807056 62.143859 l
-330.81077 55.882416 l
-330.833787 62.342072 l
-330.921296 54.703175 l
-330.922037 57.294795 l
-330.969429 62.469279 l
-330.942777 54.627951 l
-331.033773 60.53804 l
-331.127538 52.907197 l
-331.113522 61.667741 l
-331.145235 57.565128 l
-331.216694 62.778092 l
-331.196815 55.611306 l
-331.256426 58.252361 l
-331.319633 54.266597 l
-331.267457 63.25097 l
-331.351937 59.630747 l
-331.352671 63.609511 l
-331.453839 54.694792 l
-331.462626 58.356885 l
-331.518967 62.003992 l
-331.502877 54.267508 l
-331.551131 58.486134 l
-331.551861 54.861576 l
-331.620497 61.825881 l
-331.661338 60.245521 l
-331.6985 62.134078 l
-331.756733 53.79734 l
-331.77128 59.136717 l
-331.827967 55.071455 l
-331.878781 62.404321 l
-331.882408 56.875223 l
-331.984582 62.704078 l
-331.978067 54.698678 l
-331.99399 61.978788 l
-332.049679 53.565811 l
-332.087971 62.479131 l
-332.1053 58.117206 l
-332.137053 62.073076 l
-332.159411 52.996745 l
-332.217059 59.918438 l
-332.23362 62.251895 l
-332.277511 53.261592 l
-332.32639 60.027612 l
-332.403914 54.250831 l
-332.370911 61.832318 l
-332.436893 57.662498 l
-332.488465 63.323672 l
-332.499202 53.971867 l
-332.547844 59.599275 l
-332.602861 54.420333 l
-332.647113 62.472359 l
-332.657812 58.142741 l
-332.765382 62.645719 l
-332.665657 55.024939 l
-332.768939 61.342686 l
-332.837191 54.699871 l
-332.844295 62.559018 l
-332.879796 57.908284 l
-332.882635 63.223795 l
-332.98826 55.39231 l
-332.991801 61.253473 l
-333.005251 53.422095 l
-333.005959 63.068625 l
-333.102824 59.856099 l
-333.115536 62.767233 l
-333.17622 52.947067 l
-333.212874 57.115159 l
-333.261465 62.936153 l
-333.291721 54.114121 l
-333.324768 59.265459 l
-333.328985 55.173351 l
-333.374644 65.057169 l
-333.434985 55.465772 l
-333.495246 62.812915 l
-333.455315 54.443791 l
-333.546336 58.909498 l
-333.588285 53.694604 l
-333.607149 61.93777 l
-333.65602 58.164664 l
-333.658113 62.099797 l
-333.739678 55.013559 l
-333.766833 60.013879 l
-333.846119 55.737833 l
-333.828744 62.037809 l
-333.877378 58.963824 l
-333.924574 65.388181 l
-333.8989 54.954235 l
-333.988349 58.891763 l
-334.066559 54.292138 l
-334.097668 62.698664 l
-334.098359 57.895495 l
-334.122539 62.023998 l
-334.167412 54.780612 l
-334.209483 59.222536 l
-334.24876 63.542664 l
-334.315523 55.074717 l
-334.319649 58.494325 l
-334.389055 54.46886 l
-334.334089 62.648503 l
-334.430237 59.878704 l
-334.517966 54.215149 l
-334.468639 62.137663 l
-334.533027 58.245201 l
-334.533712 62.748143 l
-334.537819 54.521087 l
-334.643782 59.72531 l
-334.718833 54.042711 l
-334.720878 62.876299 l
-334.75495 58.412677 l
-334.820976 63.077613 l
-334.809412 54.573285 l
-334.863129 58.461213 l
-334.876718 54.493519 l
-334.96156 62.658803 l
-334.973764 58.323259 l
-335.059779 62.816794 l
-334.992742 54.922774 l
-335.083455 61.097977 l
-335.084132 55.163504 l
-335.187486 63.961961 l
-335.194907 57.402026 l
-335.301377 84.580811 l
-335.309453 82.427594 l
-335.416327 55.635035 l
-335.427739 57.961295 l
-335.42841 57.959768 l
-335.496821 63.032467 l
-335.46464 54.217592 l
-335.539023 58.762208 l
-335.627322 54.209195 l
-335.644026 62.428099 l
-335.64937 59.088911 l
-335.672074 63.011431 l
-335.659388 55.03726 l
-335.718784 58.98465 l
-335.744121 54.897547 l
-335.817385 64.187329 l
-335.829362 59.943321 l
-335.914445 66.736995 l
-335.839341 55.46447 l
-335.940337 60.008696 l
-335.950291 56.094632 l
-336.033162 64.289808 l
-336.05038 60.28232 l
-336.074209 65.579796 l
-336.062296 55.672169 l
-336.161479 60.878843 l
-336.27099 55.319773 l
-336.265719 63.882297 l
-336.273626 58.468256 l
-336.304583 63.598334 l
-336.364461 54.20738 l
-336.384841 60.883387 l
-336.449865 55.712201 l
-336.428201 63.098691 l
-336.497097 56.792767 l
-336.58029 63.393475 l
-336.54821 54.707167 l
-336.609077 61.436379 l
-336.635232 55.73618 l
-336.645689 62.631632 l
-336.720131 58.593896 l
-336.800313 63.013231 l
-336.734483 54.431023 l
-336.826358 61.096716 l
-336.918049 52.22485 l
-336.883606 62.283084 l
-336.937534 59.536646 l
-336.975182 53.616557 l
-336.959607 61.693793 l
-337.047792 57.683109 l
-337.14809 62.60477 l
-337.063337 53.886072 l
-337.158431 57.546282 l
-337.165539 53.804269 l
-337.193314 61.602684 l
-337.268802 57.973553 l
-337.373761 62.692048 l
-337.310686 54.452474 l
-337.380192 59.188124 l
-337.407837 54.168077 l
-337.485538 63.671959 l
-337.487462 62.340509 l
-337.49067 65.193673 l
-337.585519 53.655491 l
-337.595761 59.339052 l
-337.705719 53.536564 l
-337.614319 61.055563 l
-337.706357 58.825053 l
-337.789925 62.809334 l
-337.718487 53.240365 l
-337.815412 56.843583 l
-337.835154 53.060027 l
-337.846614 62.483658 l
-337.926113 56.026383 l
-337.983267 52.186471 l
-337.972477 61.48389 l
-337.990248 55.931024 l
-337.990882 62.115415 l
-338.05049 51.923388 l
-338.101159 56.968154 l
-338.158726 61.890168 l
-338.132166 54.415105 l
-338.21117 57.244648 l
-338.227585 52.819864 l
-338.269229 61.958073 l
-338.321546 58.937742 l
-338.330994 60.994135 l
-338.323436 56.484302 l
-338.335403 57.180724 l
-338.339811 53.577116 l
-338.373173 60.991701 l
-338.446107 56.846645 l
-338.547769 61.9037 l
-338.55153 52.38682 l
-338.629186 61.61258 l
-338.662963 57.363357 l
-338.760399 62.632603 l
-338.677341 53.236726 l
-338.775371 59.439666 l
-338.832095 55.072704 l
-338.870079 63.810056 l
-338.886259 59.506535 l
-338.980737 53.460318 l
-338.967696 61.571779 l
-338.99812 58.079296 l
-339.097321 61.466465 l
-339.007429 52.848367 l
-339.108468 57.408459 l
-339.193836 62.806514 l
-339.200016 52.423271 l
-339.221021 60.163057 l
-339.23646 65.890007 l
-339.332065 53.220246 l
-339.399177 62.267446 l
-339.425625 52.982495 l
-339.443453 57.813628 l
-339.549665 54.076186 l
-339.517153 61.174105 l
-339.553958 58.081508 l
-339.661137 61.737804 l
-339.620132 54.218853 l
-339.665418 60.839846 l
-339.667865 53.694722 l
-339.726545 61.638295 l
-339.776607 58.200345 l
-339.797959 62.279161 l
-339.79064 53.374844 l
-339.8857 57.795496 l
-339.893004 53.370518 l
-339.887526 61.323852 l
-339.996961 55.753096 l
-340.046728 62.388887 l
-340.013354 52.925008 l
-340.108558 57.576482 l
-340.140047 61.671665 l
-340.178167 53.477133 l
-340.219278 57.405344 l
-340.238611 61.829548 l
-340.317671 54.245001 l
-340.328524 56.971008 l
-340.353234 53.737716 l
-340.370704 61.552706 l
-340.438712 54.565225 l
-340.455548 61.904525 l
-340.457351 53.584606 l
-340.549834 58.424795 l
-340.640334 66.957237 l
-340.563631 54.229448 l
-340.660687 59.70298 l
-340.721093 53.244574 l
-340.712725 61.563217 l
-340.771868 59.258809 l
-340.800516 53.45131 l
-340.77545 60.935429 l
-340.880396 58.345345 l
-340.986884 63.079154 l
-340.937538 53.84671 l
-340.991043 59.662353 l
-341.071184 53.598797 l
-341.076522 62.351812 l
-341.102608 56.730128 l
-341.124533 53.842331 l
-341.135195 62.941107 l
-341.164208 54.558636 l
-341.201483 61.962441 l
-341.234 53.517661 l
-341.275351 55.420207 l
-341.327283 61.78865 l
-341.292471 53.046565 l
-341.386224 58.86227 l
-341.426261 53.590694 l
-341.481548 61.724669 l
-341.497416 58.30059 l
-341.550856 53.3011 l
-341.516802 61.309083 l
-341.607165 57.487121 l
-341.683305 61.979068 l
-341.608337 53.663276 l
-341.718405 61.096949 l
-341.742373 53.152214 l
-341.822373 62.58534 l
-341.829957 56.236589 l
-341.917956 62.85557 l
-341.86028 54.003265 l
-341.94182 58.532282 l
-342.040636 53.502934 l
-341.947057 61.947916 l
-342.050506 54.664776 l
-342.090545 62.134261 l
-342.114898 53.894656 l
-342.161251 58.448971 l
-342.243989 53.588136 l
-342.226644 61.828239 l
-342.272883 54.491147 l
-342.323692 62.031623 l
-342.384242 57.811464 l
-342.485556 62.533483 l
-342.406136 53.826147 l
-342.491881 58.543629 l
-342.532683 54.794484 l
-342.505677 63.134644 l
-342.602134 60.831974 l
-342.696099 55.360478 l
-342.699533 63.613357 l
-342.712694 60.239873 l
-342.800721 64.813479 l
-342.791583 55.440806 l
-342.823557 60.198843 l
-342.887438 56.337155 l
-342.891998 65.853457 l
-342.934152 59.9983 l
-343.024026 67.021715 l
-342.944969 58.278653 l
-343.045047 61.879372 l
-343.081384 58.757137 l
-343.130168 68.110397 l
-343.15284 63.538722 l
-343.213998 69.47691 l
-343.220223 61.250468 l
-343.26377 65.948338 l
-343.27564 62.449777 l
-343.363716 70.398465 l
-343.373868 67.634417 l
-343.472448 78.085623 l
-343.379507 64.976189 l
-343.485951 72.068254 l
-343.500012 68.299517 l
-343.579237 95.930519 l
-343.59327 90.682034 l
-343.59832 93.711742 l
-343.660006 69.094435 l
-343.677935 73.397386 l
-343.774184 65.795345 l
-343.709854 76.591295 l
-343.789274 69.897796 l
-343.866325 64.308853 l
-343.818882 73.100248 l
-343.902572 65.860579 l
-343.962734 69.749883 l
-344.003355 60.996668 l
-344.012809 65.561707 l
-344.10225 57.049839 l
-344.03727 71.268684 l
-344.12389 60.303777 l
-344.144965 65.517848 l
-344.172126 56.856758 l
-344.234701 57.95322 l
-344.24964 65.184465 l
-344.338066 55.793141 l
-344.345796 59.700398 l
-344.399312 55.500007 l
-344.404274 63.202272 l
-344.453867 57.9519 l
-344.533653 62.091901 l
-344.496804 55.465544 l
-344.56443 59.928571 l
-344.645668 53.789154 l
-344.569374 62.005869 l
-344.675821 56.959068 l
-344.739352 61.891073 l
-344.719645 55.046088 l
-344.787488 59.164005 l
-344.826289 53.963129 l
-344.876517 61.898177 l
-344.898337 59.327003 l
-344.931049 63.049451 l
-344.980073 53.663148 l
-344.998035 57.078186 l
-345.0459 52.541038 l
-345.08774 62.093272 l
-345.108374 57.448359 l
-345.13117 61.843015 l
-345.184857 53.315745 l
-345.220072 61.83928 l
-345.301234 52.50503 l
-345.236858 61.859664 l
-345.331497 56.761741 l
-345.400056 60.522811 l
-345.33852 53.161385 l
-345.44319 59.347023 l
-345.505662 54.238923 l
-345.481975 61.659915 l
-345.55461 57.013075 l
-345.60082 61.70436 l
-345.599209 53.359176 l
-345.665758 58.289571 l
-345.743455 53.251283 l
-345.748808 61.12223 l
-345.776636 56.455815 l
-345.878172 61.820631 l
-345.843996 53.2029 l
-345.888313 58.407874 l
-345.892582 52.954491 l
-345.88938 62.174489 l
-345.998652 56.308063 l
-346.031117 62.372142 l
-346.000782 54.163664 l
-346.109788 61.141114 l
-346.198395 52.67089 l
-346.160214 61.343802 l
-346.221183 56.729374 l
-346.285244 54.243721 l
-346.250842 61.949134 l
-346.331249 57.006164 l
-346.346574 62.398422 l
-346.395684 53.538947 l
-346.442106 60.964604 l
-346.506911 53.396579 l
-346.551641 62.262163 l
-346.553219 59.013119 l
-346.622594 61.653135 l
-346.634671 54.124235 l
-346.662489 61.298971 l
-346.759456 53.114335 l
-346.750554 61.595054 l
-346.773591 57.248516 l
-346.794524 53.520425 l
-346.842632 63.447077 l
-346.880768 57.703178 l
-346.88599 61.213308 l
-346.893299 53.041918 l
-346.991862 58.865293 l
-347.087093 53.61817 l
-347.091251 62.134074 l
-347.102686 58.479161 l
-347.121909 61.41584 l
-347.176938 53.705147 l
-347.186275 57.729392 l
-347.226199 53.445936 l
-347.291454 62.925541 l
-347.297146 56.445977 l
-347.301285 60.794842 l
-347.311632 52.803069 l
-347.408264 59.16715 l
-347.508812 53.254372 l
-347.509327 61.534718 l
-347.519112 55.807567 l
-347.562347 61.425771 l
-347.521172 51.619782 l
-347.629691 58.557089 l
-347.663069 53.592843 l
-347.711296 61.20168 l
-347.740516 56.993179 l
-347.84647 62.134065 l
-347.744615 52.237951 l
-347.851583 60.12154 l
-347.881223 54.419891 l
-347.888886 64.356106 l
-347.96289 58.581808 l
-348.007235 61.657332 l
-348.057644 54.852804 l
-348.072909 59.391824 l
-348.149663 53.92096 l
-348.165912 62.024331 l
-348.183678 56.138746 l
-348.230345 61.408295 l
-348.265313 53.275543 l
-348.294686 59.527465 l
-348.324546 54.077692 l
-348.388754 61.32452 l
-348.405929 57.181423 l
-348.42764 61.251786 l
-348.494224 52.928686 l
-348.514886 59.336708 l
-348.541581 52.697161 l
-348.624589 60.83125 l
-348.626096 56.869376 l
-348.67181 61.562341 l
-348.651722 52.142653 l
-348.737037 60.488379 l
-348.796161 52.925342 l
-348.783641 61.835214 l
-348.848208 57.769832 l
-348.944138 51.976286 l
-348.946633 61.687993 l
-348.958111 60.040389 l
-349.017448 52.604597 l
-349.029904 62.759424 l
-349.070239 58.004824 l
-349.139868 62.612644 l
-349.091139 52.801474 l
-349.180602 62.002112 l
-349.244114 52.610048 l
-349.292185 55.346646 l
-349.346637 52.996773 l
-349.318429 61.803774 l
-349.396577 59.285294 l
-349.415847 60.960244 l
-349.416341 54.809516 l
-349.420786 60.638819 l
-349.444982 53.621769 l
-349.499746 61.436176 l
-349.531784 59.631945 l
-349.558876 53.378878 l
-349.587428 63.464468 l
-349.642512 59.394074 l
-349.644478 52.001062 l
-349.72894 61.984542 l
-349.753463 55.849041 l
-349.76621 61.422456 l
-349.783364 53.164717 l
-349.864634 56.769263 l
-349.905703 61.024609 l
-349.895928 53.759212 l
-349.935016 56.252991 l
-349.936969 53.265528 l
-350.001876 61.980062 l
-350.045745 58.179917 l
-350.133844 53.744116 l
-350.116335 62.29594 l
-350.156693 55.705477 l
-350.262038 62.436609 l
-350.265432 53.761087 l
-350.267372 57.449852 l
-350.30372 53.031152 l
-350.304689 62.033223 l
-350.378266 57.970726 l
-350.461864 64.135262 l
-350.418876 54.724938 l
-350.491786 61.270492 l
-350.521207 57.615876 l
-350.579029 69.420379 l
-350.601656 66.611678 l
-350.614649 71.33128 l
-350.702138 60.041177 l
-350.709341 63.336275 l
-350.774118 55.488622 l
-350.753015 65.299569 l
-350.821083 56.426945 l
-350.923951 65.027834 l
-350.846463 54.534406 l
-350.932553 59.587824 l
-350.97124 52.373521 l
-351.000831 62.223697 l
-351.044227 58.234895 l
-351.098534 62.1025 l
-351.129469 54.292673 l
-351.154678 58.165195 l
-351.158482 53.676038 l
-351.187476 60.98428 l
-351.265337 56.952662 l
-351.345432 63.554872 l
-351.369575 53.875187 l
-351.375254 57.178455 l
-351.408367 54.352017 l
-351.416878 62.311739 l
-351.486324 56.637701 l
-351.516054 63.817739 l
-351.51511 53.963105 l
-351.597124 58.672048 l
-351.693559 52.57461 l
-351.635252 62.097318 l
-351.708125 57.465592 l
-351.722216 61.897147 l
-351.751323 53.323266 l
-351.818857 57.249586 l
-351.871313 54.278264 l
-351.88629 62.842697 l
-351.928853 58.192913 l
-351.979315 62.124156 l
-352.011993 52.903472 l
-352.037185 59.998634 l
-352.092187 52.121777 l
-352.097311 61.771589 l
-352.148518 57.527221 l
-352.175495 52.762751 l
-352.20478 62.627116 l
-352.258651 55.265269 l
-352.30226 61.87806 l
-352.260044 53.768476 l
-352.369446 55.98039 l
-352.438845 53.964485 l
-352.436071 62.487218 l
-352.478124 56.698585 l
-352.487823 61.892598 l
-352.507215 53.132819 l
-352.58977 60.10539 l
-352.639047 52.892802 l
-352.699304 62.556208 l
-352.701143 57.590917 l
-352.701602 62.553061 l
-352.710795 54.062144 l
-352.812245 57.986138 l
-352.858992 61.791619 l
-352.871816 53.598881 l
-352.922619 58.765941 l
-352.994836 52.7046 l
-352.954628 61.490033 l
-353.032727 59.773582 l
-353.046415 61.899992 l
-353.061011 54.333768 l
-353.142571 58.210502 l
-353.250333 52.912864 l
-353.191254 62.161834 l
-353.253966 56.363581 l
-353.364638 61.739008 l
-353.289828 53.754961 l
-353.365091 58.204447 l
-353.380491 52.633174 l
-353.374603 61.103625 l
-353.46781 56.47853 l
-353.468262 62.647398 l
-353.504407 54.443638 l
-353.578867 57.224629 l
-353.631591 62.125308 l
-353.608166 54.279762 l
-353.688754 55.837442 l
-353.702696 53.385724 l
-353.765607 64.035053 l
-353.798377 55.864847 l
-353.809594 62.805469 l
-353.881765 52.776629 l
-353.909528 60.023388 l
-353.949798 53.234351 l
-353.924298 62.408157 l
-354.020409 57.810184 l
-354.023534 61.529839 l
-354.030678 53.552476 l
-354.131021 59.138743 l
-354.189341 52.917974 l
-354.188006 61.754039 l
-354.242254 57.878143 l
-354.335924 64.95448 l
-354.252474 54.900114 l
-354.353217 61.258486 l
-354.440908 54.414838 l
-354.463026 64.351665 l
-354.46391 62.15813 l
-354.56154 57.495134 l
-354.485133 72.087528 l
-354.575659 57.876041 l
-354.59683 61.805291 l
-354.598153 52.093657 l
-354.686255 57.54642 l
-354.756615 53.450926 l
-354.77858 61.456957 l
-354.796145 58.414003 l
-354.834763 62.052614 l
-354.875978 53.665189 l
-354.906208 57.881993 l
-354.926788 53.676373 l
-355.005956 61.930321 l
-355.01688 58.506776 l
-355.091967 52.870659 l
-355.056622 65.0911 l
-355.125541 59.096965 l
-355.195227 62.686949 l
-355.133822 53.501904 l
-355.235249 60.168144 l
-355.323867 53.38191 l
-355.29782 61.940139 l
-355.346428 59.387291 l
-355.376782 52.707075 l
-355.392384 62.022974 l
-355.457337 56.744137 l
-355.509233 62.80469 l
-355.476373 53.992886 l
-355.568409 59.900429 l
-355.633112 53.83173 l
-355.609829 61.750813 l
-355.679211 57.914228 l
-355.785878 61.629888 l
-355.71924 53.838957 l
-355.790604 59.29333 l
-355.804348 52.885287 l
-355.882866 61.652308 l
-355.901297 58.671795 l
-355.995046 62.369813 l
-355.955686 52.885561 l
-356.011722 57.055478 l
-356.121027 53.124899 l
-356.102259 61.850651 l
-356.122306 58.448365 l
-356.209645 61.723469 l
-356.178989 54.086998 l
-356.233475 59.51672 l
-356.282796 53.386001 l
-356.278971 62.552665 l
-356.345221 55.23183 l
-356.36389 62.084236 l
-356.373221 52.702411 l
-356.456272 58.661691 l
-356.46897 53.620202 l
-356.461352 62.707406 l
-356.567475 57.383262 l
-356.625295 53.601426 l
-356.588586 61.398787 l
-356.678408 56.362662 l
-356.719675 61.979807 l
-356.734825 52.553243 l
-356.789492 60.418218 l
-356.8252 53.299153 l
-356.869271 62.047441 l
-356.900725 58.239511 l
-356.980729 51.666195 l
-356.943048 61.85159 l
-357.010433 58.068839 l
-357.111115 62.749677 l
-357.106108 53.292287 l
-357.121547 58.26588 l
-357.187836 52.532687 l
-357.201582 61.718721 l
-357.232807 56.759317 l
-357.242795 61.146533 l
-357.262763 53.503916 l
-357.343381 58.500897 l
-357.413909 52.875711 l
-357.42883 62.137433 l
-357.454517 56.91777 l
-357.494261 61.996624 l
-357.541825 51.479465 l
-357.565382 59.228773 l
-357.649179 53.982228 l
-357.574471 61.561956 l
-357.676803 55.121206 l
-357.699466 61.509681 l
-357.72253 53.220641 l
-357.787952 55.900807 l
-357.892268 61.936928 l
-357.795353 52.882394 l
-357.899652 61.475338 l
-358.009442 52.555807 l
-357.905804 61.958066 l
-358.01067 57.287494 l
-358.061786 54.022532 l
-358.109579 64.393123 l
-358.117744 58.470577 l
-358.118152 61.498683 l
-358.165071 54.049837 l
-358.22864 60.572709 l
-358.330736 53.180814 l
-358.297 61.756376 l
-358.339674 59.162194 l
-358.400566 53.477657 l
-358.405434 61.354323 l
-358.450843 57.374556 l
-358.460972 62.228127 l
-358.501469 53.676098 l
-358.562146 59.222835 l
-358.623954 52.322919 l
-358.628394 61.791085 l
-358.673178 57.593556 l
-358.714292 61.807678 l
-358.726781 53.143177 l
-358.783539 56.504966 l
-358.829376 53.72237 l
-358.876373 61.657703 l
-358.893633 56.972662 l
-358.920112 61.754192 l
-358.927732 53.955369 l
-359.004663 57.84201 l
-359.019073 61.790718 l
-359.091055 54.146257 l
-359.115823 58.303731 l
-359.216752 52.168085 l
-359.14377 61.567842 l
-359.226713 57.558163 l
-359.231493 62.017662 l
-359.249018 52.696695 l
-359.337731 57.310604 l
-359.390162 62.470053 l
-359.348063 53.6253 l
-359.448084 59.821937 l
-359.483356 53.880241 l
-359.506328 61.220827 l
-359.558961 57.62233 l
-359.603631 61.790592 l
-359.651416 53.101513 l
-359.669569 57.362371 l
-359.679432 52.233291 l
-359.762195 62.3586 l
-359.779516 53.617549 l
-359.833408 62.189978 l
-359.83616 53.016362 l
-359.890377 58.589818 l
-359.963351 52.427619 l
-359.93041 63.093533 l
-360.001361 56.534646 l
-360.045992 62.955088 l
-360.038557 53.270343 l
-360.112467 58.134101 l
-360.134343 63.281617 l
-360.181575 53.495151 l
-360.222912 56.710717 l
-360.303529 53.601581 l
-360.259538 62.106531 l
-360.331536 59.424017 l
-360.366909 62.884665 l
-360.415454 54.352037 l
-360.442229 60.952697 l
-360.548397 52.888768 l
-360.499218 62.659903 l
-360.553815 54.808307 l
-360.642347 62.215889 l
-360.578188 53.321718 l
-360.665129 58.676586 l
-360.701402 63.797923 l
-360.738031 53.651806 l
-360.776172 59.714815 l
-360.799272 55.320288 l
-360.853126 62.964839 l
-360.886945 58.913852 l
-360.924194 63.232075 l
-360.902693 54.479228 l
-360.998217 61.108023 l
-361.047626 54.916847 l
-361.107306 65.202514 l
-361.109217 60.044688 l
-361.133678 65.520462 l
-361.166526 56.584255 l
-361.219567 61.426057 l
-361.248924 55.79494 l
-361.258832 67.642622 l
-361.330032 60.819591 l
-361.356275 67.111243 l
-361.378703 59.425629 l
-361.440988 65.302833 l
-361.49864 59.427667 l
-361.546375 73.331497 l
-361.551297 66.433174 l
-361.658696 83.640718 l
-361.563411 65.753449 l
-361.663228 80.578984 l
-361.773755 88.332722 l
-361.666249 71.231343 l
-361.776015 83.101259 l
-361.786563 79.03131 l
-361.880256 92.785629 l
-361.884391 91.484887 l
-361.992884 106.448555 l
-361.913322 86.592512 l
-361.997008 99.470958 l
-362.00638 96.621116 l
-362.082412 137.255167 l
-362.103738 122.372384 l
-362.10486 128.458449 l
-362.152713 98.168558 l
-362.210965 102.514543 l
-362.304909 90.011864 l
-362.230366 107.860192 l
-362.325386 93.949456 l
-362.333575 99.824055 l
-362.429495 77.714613 l
-362.435808 87.285465 l
-362.519283 63.327607 l
-362.441006 87.63448 l
-362.550038 67.63861 l
-362.646613 60.235328 l
-362.571887 70.325498 l
-362.662135 63.474466 l
-362.732655 68.652915 l
-362.747779 59.220915 l
-362.772851 62.396439 l
-362.849089 58.559253 l
-362.773957 67.049173 l
-362.883667 63.543015 l
-362.89433 66.105742 l
-362.996049 57.439965 l
-363.025384 65.92186 l
-363.103764 55.694632 l
-363.107423 62.850703 l
-363.21378 53.921064 l
-363.192601 63.735974 l
-363.218891 60.736109 l
-363.287463 64.17323 l
-363.252825 54.657263 l
-363.32426 61.47326 l
-363.370851 54.601418 l
-363.379218 65.157034 l
-363.435563 59.159479 l
-363.437743 62.904755 l
-363.510702 54.127113 l
-363.546595 60.123407 l
-363.608887 53.999125 l
-363.570146 63.022544 l
-363.657358 57.160029 l
-363.71986 64.844932 l
-363.694941 54.507033 l
-363.768573 60.276854 l
-363.775786 54.040698 l
-363.797416 62.959637 l
-363.879878 57.689302 l
-363.946388 65.400255 l
-363.889951 54.973854 l
-363.990912 59.416261 l
-364.062994 55.127546 l
-364.038262 64.099235 l
-364.101319 59.414894 l
-364.137466 63.54929 l
-364.154634 54.990833 l
-364.211102 60.988042 l
-364.248232 53.73612 l
-364.213959 61.992378 l
-364.322046 58.360881 l
-364.324897 63.898244 l
-364.361935 53.254331 l
-364.432722 60.822174 l
-364.43983 52.744949 l
-364.474289 62.519483 l
-364.543838 60.206495 l
-364.593806 62.694368 l
-364.600181 54.692 l
-364.643719 60.2517 l
-364.746911 55.007871 l
-364.73067 62.755229 l
-364.754676 56.47036 l
-364.840712 63.314471 l
-364.794541 53.280963 l
-364.866421 59.101806 l
-364.954707 63.219877 l
-364.867125 51.534319 l
-364.975785 58.677418 l
-365.076828 53.373876 l
-365.022475 64.686782 l
-365.08664 57.91282 l
-365.19408 63.139844 l
-365.169605 53.595033 l
-365.197925 60.156708 l
-365.198275 54.696275 l
-365.276501 63.205202 l
-365.308939 59.766048 l
-365.368176 55.992668 l
-365.329158 63.202215 l
-365.417945 59.015537 l
-365.45793 64.748815 l
-365.497185 55.543265 l
-365.528773 58.245942 l
-365.564847 64.381853 l
-365.614056 55.97077 l
-365.640371 60.519059 l
-365.709203 56.399206 l
-365.731664 64.674517 l
-365.751351 60.787243 l
-365.767233 65.013393 l
-365.7907 55.814972 l
-365.861028 59.57629 l
-365.882726 54.891809 l
-365.879627 63.81718 l
-365.972161 57.404427 l
-366.016126 63.645198 l
-366.079253 53.741434 l
-366.083709 59.571846 l
-366.090222 54.665301 l
-366.160091 63.8697 l
-366.194644 61.092707 l
-366.228145 54.575771 l
-366.298485 63.6992 l
-366.30565 58.250942 l
-366.377234 63.441621 l
-366.410941 54.030991 l
-366.416387 58.228336 l
-366.453126 54.611748 l
-366.520744 62.952436 l
-366.526516 56.822732 l
-366.555025 64.759494 l
-366.579107 54.29059 l
-366.637735 58.21574 l
-366.698654 63.009021 l
-366.651618 54.329511 l
-366.748007 60.252884 l
-366.779754 53.348504 l
-366.836101 63.357826 l
-366.859362 56.751624 l
-366.87183 62.369475 l
-366.888 54.361209 l
-366.970446 58.519221 l
-366.994646 54.728547 l
-367.002038 62.881155 l
-367.081595 56.646262 l
-367.179424 62.323683 l
-367.154317 54.408761 l
-367.192809 60.735746 l
-367.276376 54.412231 l
-367.279047 62.25271 l
-367.304086 58.224024 l
-367.394445 53.309531 l
-367.369789 63.145033 l
-367.415092 57.467348 l
-367.444382 63.279357 l
-367.423082 54.297159 l
-367.526826 61.055816 l
-367.557372 62.382742 l
-367.638286 53.121862 l
-367.641931 62.058966 l
-367.741542 52.92942 l
-367.749475 60.546268 l
-367.842915 54.978435 l
-367.788459 63.739877 l
-367.860723 56.580884 l
-367.872921 63.07145 l
-367.919374 53.346764 l
-367.97203 59.100096 l
-368.074205 54.257247 l
-368.054182 62.476853 l
-368.082081 60.60886 l
-368.136843 65.596308 l
-368.100452 53.821623 l
-368.189903 58.401249 l
-368.214447 54.256091 l
-368.28898 63.718789 l
-368.30041 55.8197 l
-368.347083 63.369202 l
-368.311185 53.653467 l
-368.411628 59.046302 l
-368.453631 54.443234 l
-368.468925 62.890373 l
-368.522575 58.801183 l
-368.541419 65.578648 l
-368.594011 55.464676 l
-368.633901 61.853799 l
-368.729432 52.986553 l
-368.678615 63.654833 l
-368.744957 59.099932 l
-368.837028 62.660465 l
-368.759506 54.623553 l
-368.855742 59.538046 l
-368.96465 53.841972 l
-368.856387 62.028534 l
-368.965938 59.506968 l
-368.995857 62.553982 l
-369.038932 53.714673 l
-369.076831 60.876631 l
-369.090954 54.263666 l
-369.108923 63.467632 l
-369.188095 57.963409 l
-369.22555 62.950336 l
-369.244106 54.005656 l
-369.29877 58.387553 l
-369.378251 51.839447 l
-369.36964 62.427577 l
-369.409495 56.794633 l
-369.49133 62.321005 l
-369.482421 53.847417 l
-369.520907 60.697129 l
-369.527265 62.473203 l
-369.524722 53.508799 l
-369.581273 58.990875 l
-369.628557 53.987369 l
-369.610475 61.940491 l
-369.692266 58.731455 l
-369.722663 54.145288 l
-369.797302 63.722399 l
-369.802674 58.590082 l
-369.862985 62.40497 l
-369.911239 54.467609 l
-369.913445 58.306386 l
-370.005707 53.923985 l
-370.017974 62.961403 l
-370.024263 57.883298 l
-370.125401 62.151158 l
-370.117557 53.695615 l
-370.135126 56.477461 l
-370.205336 62.538171 l
-370.199385 53.448689 l
-370.246346 58.375378 l
-370.29951 53.877343 l
-370.262927 63.795367 l
-370.357608 56.381919 l
-370.39661 63.163633 l
-370.373525 53.836842 l
-370.46891 60.504437 l
-370.565029 53.227949 l
-370.566893 62.009513 l
-370.580252 57.103391 l
-370.627754 64.168032 l
-370.593607 52.382951 l
-370.691633 59.598703 l
-370.770583 53.780371 l
-370.755113 62.39045 l
-370.802743 57.844762 l
-370.860821 64.177778 l
-370.815106 52.01819 l
-370.912966 58.011586 l
-370.966284 52.117696 l
-371.01677 62.893052 l
-371.023846 59.252031 l
-371.090552 53.308274 l
-371.132616 62.768263 l
-371.135071 57.027256 l
-371.225511 68.204162 l
-371.166362 55.405136 l
-371.246945 63.125273 l
-371.307517 54.279833 l
-371.250312 67.911257 l
-371.358544 57.473817 l
-371.384189 64.288245 l
-371.463778 54.481305 l
-371.469871 60.105338 l
-371.478096 53.531376 l
-371.489668 64.639932 l
-371.580927 59.023105 l
-371.675644 63.36301 l
-371.593993 53.158318 l
-371.691714 58.334671 l
-371.752305 52.111726 l
-371.795276 61.619199 l
-371.802837 57.291432 l
-371.847875 62.68873 l
-371.813118 52.095997 l
-371.91369 57.95237 l
-371.96103 52.850859 l
-371.992061 63.278207 l
-372.024274 58.671002 l
-372.043231 62.465184 l
-372.085327 51.850673 l
-372.126485 59.216392 l
-372.134591 53.348176 l
-372.203592 62.379748 l
-372.237753 55.964699 l
-372.265004 67.585011 l
-372.300017 54.616945 l
-372.34905 58.037793 l
-372.362495 62.447359 l
-372.353831 54.147666 l
-372.460076 59.051774 l
-372.491365 53.52541 l
-372.46246 61.872634 l
-372.570237 57.320006 l
-372.619872 62.319128 l
-372.637692 52.265605 l
-372.68132 57.953501 l
-372.762235 53.88887 l
-372.714533 62.434364 l
-372.792133 57.736554 l
-372.882599 63.426185 l
-372.794501 52.311017 l
-372.902678 61.753745 l
-372.93396 52.862907 l
-372.923634 63.829977 l
-373.013839 59.055837 l
-373.035627 52.730422 l
-373.035332 63.356451 l
-373.125317 55.199583 l
-373.16496 63.19378 l
-373.231542 52.837681 l
-373.236524 57.983378 l
-373.334887 61.456415 l
-373.328161 52.381019 l
-373.346583 60.254939 l
-373.41903 51.441872 l
-373.453752 63.03388 l
-373.457836 57.365734 l
-373.466876 62.004501 l
-373.502144 53.697316 l
-373.569399 60.016514 l
-373.578999 62.24967 l
-373.680981 53.594225 l
-373.759854 62.578992 l
-373.723334 53.250939 l
-373.79258 59.905284 l
-373.875595 53.508537 l
-373.903041 61.777674 l
-373.903907 58.463172 l
-373.923542 63.066551 l
-374.01093 53.537429 l
-374.014387 57.727657 l
-374.043765 51.003401 l
-374.018996 62.546263 l
-374.125462 57.021711 l
-374.136957 53.759122 l
-374.130922 62.285784 l
-374.236267 57.792923 l
-374.258912 62.198924 l
-374.247448 53.687309 l
-374.347662 60.983371 l
-374.394258 53.471522 l
-374.378255 65.612717 l
-374.458786 58.926504 l
-374.556829 53.240913 l
-374.488449 62.812584 l
-374.569924 55.496712 l
-374.666309 62.500845 l
-374.64074 53.418425 l
-374.681076 60.676731 l
-374.713149 54.736461 l
-374.719958 64.43771 l
-374.792241 57.608822 l
-374.902288 68.16757 l
-374.812913 55.854557 l
-374.903984 63.678681 l
-374.931947 58.121684 l
-374.988387 67.046234 l
-375.015171 60.87012 l
-375.106965 70.827136 l
-375.019681 58.246363 l
-375.127495 69.358975 l
-375.1289 62.721819 l
-375.209802 84.329633 l
-375.23842 72.002816 l
-375.255807 74.463316 l
-375.333125 62.947366 l
-375.348237 68.125053 l
-375.449136 58.166741 l
-375.38935 68.29428 l
-375.459744 60.013826 l
-375.518044 66.364418 l
-375.545077 55.992255 l
-375.57098 62.381349 l
-375.6486 55.5997 l
-375.571815 63.872926 l
-375.681945 60.36033 l
-375.778506 63.936702 l
-375.745232 53.951172 l
-375.792917 59.312719 l
-375.862692 54.28145 l
-375.838062 63.766251 l
-375.903897 59.743826 l
-375.918545 63.976712 l
-375.929597 53.818688 l
-376.014608 59.963595 l
-376.063665 53.594539 l
-376.108543 62.5456 l
-376.125876 57.157658 l
-376.17976 62.472524 l
-376.164096 52.634554 l
-376.236873 57.174574 l
-376.245653 62.309106 l
-376.242635 53.62531 l
-376.348696 60.192462 l
-376.451506 53.664221 l
-376.354718 63.317364 l
-376.459699 57.623294 l
-376.541275 62.80881 l
-376.467071 54.008672 l
-376.570433 59.630854 l
-376.587047 53.934851 l
-376.603111 63.737132 l
-376.681442 60.343255 l
-376.70535 52.42585 l
-376.763437 62.377412 l
-376.792182 58.843571 l
-376.864506 62.280354 l
-376.820638 53.504215 l
-376.902924 57.4193 l
-376.995859 52.603995 l
-377.003685 63.043944 l
-377.013668 58.427175 l
-377.121183 63.317125 l
-377.02176 53.672533 l
-377.12495 62.242641 l
-377.215017 53.265661 l
-377.138943 63.028803 l
-377.236231 56.200861 l
-377.322595 63.363171 l
-377.296328 54.465285 l
-377.347509 58.542297 l
-377.391409 53.520361 l
-377.447026 63.095397 l
-377.458249 59.973977 l
-377.541527 63.186035 l
-377.540461 54.05235 l
-377.562856 59.358944 l
-377.563123 53.664427 l
-377.629978 62.845962 l
-377.673873 59.744368 l
-377.74508 52.606076 l
-377.748796 62.769224 l
-377.783824 58.103266 l
-377.836581 63.593924 l
-377.883719 53.086997 l
-377.895099 60.60609 l
-377.923933 54.275746 l
-377.90092 64.035334 l
-378.006367 57.890321 l
-378.068359 63.527005 l
-378.054912 54.052694 l
-378.117628 60.397042 l
-378.16737 54.091399 l
-378.208649 63.124438 l
-378.228618 58.561515 l
-378.26748 54.907494 l
-378.26538 63.507443 l
-378.339339 60.074145 l
-378.340387 54.283867 l
-378.380462 63.671829 l
-378.448223 60.591091 l
-378.53937 64.646914 l
-378.526845 53.08651 l
-378.556848 58.582988 l
-378.598297 53.00494 l
-378.585527 64.850034 l
-378.667556 59.6918 l
-378.774363 68.020099 l
-378.712284 54.255289 l
-378.779294 67.071508 l
-378.882474 60.086757 l
-378.855276 83.793705 l
-378.890242 62.446609 l
-378.91716 69.801515 l
-379.000145 54.533987 l
-379.001178 62.886029 l
-379.060028 53.499257 l
-379.01409 66.310394 l
-379.112361 58.966814 l
-379.172869 64.773491 l
-379.123954 54.38532 l
-379.223273 58.329491 l
-379.273879 55.366185 l
-379.298006 78.102105 l
-379.33366 60.061896 l
-379.345454 64.234294 l
-379.374154 53.884951 l
-379.444804 61.217842 l
-379.452988 54.406351 l
-379.487244 64.691912 l
-379.555933 57.58199 l
-379.63802 64.097218 l
-379.658646 54.665545 l
-379.667046 58.189168 l
-379.776366 53.181276 l
-379.6757 64.882712 l
-379.77789 56.616491 l
-379.863381 64.136673 l
-379.867436 53.54188 l
-379.888971 61.224889 l
-379.89429 53.309857 l
-379.918851 63.693682 l
-380.000036 60.481735 l
-380.081833 55.210317 l
-380.062406 64.989815 l
-380.111082 59.070468 l
-380.1194 63.025534 l
-380.160713 54.083671 l
-380.221608 58.541723 l
-380.251271 53.02956 l
-380.241218 63.90393 l
-380.327351 60.624388 l
-380.368226 64.490707 l
-380.431347 53.680262 l
-380.438105 59.415599 l
-380.540851 53.351888 l
-380.458873 63.543316 l
-380.549091 59.114178 l
-380.648598 55.667707 l
-380.647103 64.481946 l
-380.658312 59.548656 l
-380.67898 64.156657 l
-380.755345 53.879023 l
-380.769261 59.679972 l
-380.871513 70.686258 l
-380.841754 55.304761 l
-380.880188 60.267568 l
-380.940873 57.251404 l
-380.979224 75.398635 l
-380.985407 70.435591 l
-381.014825 80.202467 l
-381.05657 55.238743 l
-381.095564 61.325605 l
-381.124911 64.581195 l
-381.180839 54.726158 l
-381.201764 58.710014 l
-381.209885 54.50449 l
-381.29421 64.926655 l
-381.311155 59.881698 l
-381.316802 64.192224 l
-381.378871 54.711306 l
-381.421999 57.839219 l
-381.450157 63.688646 l
-381.476342 54.880374 l
-381.531841 62.007642 l
-381.547232 55.279892 l
-381.621671 64.878955 l
-381.642882 59.347137 l
-381.678943 56.260706 l
-381.695258 64.290924 l
-381.753167 58.901797 l
-381.822901 67.012524 l
-381.861731 55.945081 l
-381.864157 62.562306 l
-381.965923 54.817399 l
-381.925001 63.907981 l
-381.975119 62.737252 l
-382.022281 54.083431 l
-381.979958 64.236358 l
-382.087501 59.323127 l
-382.114287 64.006707 l
-382.157208 54.263736 l
-382.198645 60.761828 l
-382.199608 54.882772 l
-382.201534 65.177635 l
-382.310238 57.708013 l
-382.318405 63.978728 l
-382.3124 55.017568 l
-382.42156 63.275572 l
-382.516592 55.21919 l
-382.441205 65.470657 l
-382.532849 59.87261 l
-382.631467 64.619148 l
-382.576812 55.874585 l
-382.643868 59.799288 l
-382.682244 54.458332 l
-382.702015 64.251776 l
-382.755093 58.298846 l
-382.840412 64.242996 l
-382.818088 55.751642 l
-382.866285 60.180358 l
-382.871743 65.144637 l
-382.897124 56.087806 l
-382.97697 60.817387 l
-382.99969 55.032476 l
-383.031857 66.294909 l
-383.087859 62.49791 l
-383.124212 56.103843 l
-383.136244 64.612318 l
-383.198715 57.179799 l
-383.198951 65.578987 l
-383.22368 55.737115 l
-383.309773 62.222681 l
-383.369894 64.30731 l
-383.410244 55.667679 l
-383.419857 62.955389 l
-383.451729 55.453696 l
-383.526636 65.737057 l
-383.531079 60.926425 l
-383.568483 64.499287 l
-383.60282 56.02279 l
-383.641798 61.795174 l
-383.674449 56.398881 l
-383.744568 65.965329 l
-383.752947 61.049237 l
-383.809931 65.599263 l
-383.805282 56.513139 l
-383.864058 61.369452 l
-383.872183 66.304854 l
-383.964244 56.293782 l
-383.974436 63.163188 l
-384.004072 56.935411 l
-384.072763 66.657168 l
-384.085472 59.232639 l
-384.162806 67.686083 l
-384.162344 56.4391 l
-384.196929 63.025751 l
-384.273845 57.4202 l
-384.277526 67.308267 l
-384.306736 61.638919 l
-384.324896 67.135304 l
-384.355683 57.47977 l
-384.417884 64.047555 l
-384.438064 57.897789 l
-384.525559 67.610298 l
-384.528991 60.318459 l
-384.581129 68.728072 l
-384.632295 57.872517 l
-384.640285 64.292785 l
-384.683632 69.435713 l
-384.703466 58.533625 l
-384.751535 66.685741 l
-384.752218 58.315967 l
-384.841613 68.802264 l
-384.862742 64.014292 l
-384.863878 59.280175 l
-384.889764 72.527711 l
-384.972999 66.011893 l
-385.057214 74.413321 l
-384.992255 61.21243 l
-385.084346 71.115626 l
-385.095195 64.894171 l
-385.18753 79.030113 l
-385.195197 75.821521 l
-385.196099 71.637282 l
-385.299705 96.539095 l
-385.30353 88.637419 l
-385.390056 145.080469 l
-385.306904 88.18973 l
-385.416767 119.956155 l
-385.419011 126.53354 l
-385.520322 95.887525 l
-385.522113 101.204639 l
-385.629226 68.556945 l
-385.541139 109.265541 l
-385.63548 72.267196 l
-385.700867 63.957701 l
-385.642625 77.744605 l
-385.747229 71.164177 l
-385.748343 76.081747 l
-385.845369 63.117693 l
-385.857372 69.83805 l
-385.881145 61.504836 l
-385.885365 75.736397 l
-385.968579 62.693281 l
-385.998942 72.07065 l
-386.038583 60.979709 l
-386.079738 69.07153 l
-386.126158 60.984988 l
-386.121076 71.389565 l
-386.190626 66.247784 l
-386.275267 72.5523 l
-386.214227 61.572648 l
-386.301686 70.45072 l
-386.313789 61.689144 l
-386.37206 73.485239 l
-386.412695 65.731358 l
-386.499775 75.442328 l
-386.417744 61.904577 l
-386.523873 70.127248 l
-386.601559 75.786265 l
-386.549272 60.986748 l
-386.633688 67.338234 l
-386.667761 62.354483 l
-386.736919 73.164916 l
-386.74433 68.344935 l
-386.821859 74.23759 l
-386.798788 62.679086 l
-386.855356 70.071392 l
-386.914243 62.464154 l
-386.8684 74.409588 l
-386.966763 66.1651 l
-387.03612 73.966213 l
-387.055607 62.232696 l
-387.078332 68.606062 l
-387.10083 63.103152 l
-387.133258 76.916611 l
-387.189413 67.974643 l
-387.228465 74.772425 l
-387.282995 62.267381 l
-387.300655 70.148192 l
-387.351657 62.692136 l
-387.319168 74.8341 l
-387.411411 70.444019 l
-387.420431 74.350569 l
-387.482025 64.415985 l
-387.521256 67.00847 l
-387.579932 63.531342 l
-387.581644 76.057266 l
-387.630837 68.017314 l
-387.66161 75.388526 l
-387.716478 63.018041 l
-387.741862 69.232525 l
-387.825805 60.86185 l
-387.845384 74.376618 l
-387.85283 69.73984 l
-387.898544 73.765562 l
-387.879626 63.291432 l
-387.963741 71.906639 l
-387.974987 62.94946 l
-388.046854 74.75851 l
-388.074806 69.666894 l
-388.141232 75.823588 l
-388.138695 64.049056 l
-388.185813 70.578257 l
-388.217269 64.853655 l
-388.286859 75.626192 l
-388.29634 68.831656 l
-388.298236 75.085343 l
-388.344559 62.704357 l
-388.40723 68.369835 l
-388.511142 63.632453 l
-388.450293 75.055222 l
-388.517013 69.286437 l
-388.577773 74.69393 l
-388.574842 64.422025 l
-388.628205 70.871183 l
-388.72139 64.957803 l
-388.672523 75.637786 l
-388.739753 67.568033 l
-388.818966 74.514975 l
-388.784171 63.447688 l
-388.850821 68.962792 l
-388.87891 75.184729 l
-388.913425 64.64148 l
-388.962657 71.207704 l
-389.040034 64.548909 l
-389.004992 75.594899 l
-389.073184 71.195943 l
-389.087266 75.649945 l
-389.108381 66.128393 l
-389.184271 71.2411 l
-389.278596 64.667559 l
-389.26251 75.94563 l
-389.295088 67.849836 l
-389.360172 75.955282 l
-389.338968 66.723737 l
-389.406458 73.812577 l
-389.418382 66.023843 l
-389.507506 75.578044 l
-389.517558 71.175337 l
-389.547084 75.368114 l
-389.624295 66.761189 l
-389.628592 71.550153 l
-389.668269 76.353395 l
-389.673584 67.023231 l
-389.738132 70.488388 l
-389.847002 66.070648 l
-389.781385 74.971345 l
-389.849242 68.605217 l
-389.872856 75.69505 l
-389.917201 64.558228 l
-389.960285 69.730647 l
-389.987699 66.117701 l
-389.963129 74.922687 l
-390.067816 70.069411 l
-390.1142 75.803053 l
-390.161952 64.128191 l
-390.178734 69.926986 l
-390.19551 64.432351 l
-390.219552 74.780794 l
-390.288778 70.284628 l
-390.319623 77.858117 l
-390.390307 64.253538 l
-390.399361 68.830268 l
-390.478559 64.025561 l
-390.468315 77.262453 l
-390.51048 67.068204 l
-390.616524 79.412613 l
-390.55802 65.173236 l
-390.62213 73.851199 l
-390.683751 66.642523 l
-390.73151 81.96343 l
-390.732509 79.823719 l
-390.764054 93.988736 l
-390.818507 67.185761 l
-390.84282 74.981291 l
-390.918866 65.76973 l
-390.911306 79.88438 l
-390.953859 68.286487 l
-391.058086 78.225734 l
-390.988231 66.261148 l
-391.065026 73.1772 l
-391.169394 66.777073 l
-391.110605 78.112793 l
-391.176119 72.557995 l
-391.189962 76.156059 l
-391.205383 66.078566 l
-391.286549 71.30122 l
-391.291284 67.457359 l
-391.349053 76.217429 l
-391.397302 71.206445 l
-391.429964 75.811809 l
-391.404387 66.202458 l
-391.508572 73.555034 l
-391.512892 66.906315 l
-391.566263 76.797817 l
-391.619768 70.80081 l
-391.688859 75.398818 l
-391.681426 67.197087 l
-391.730888 70.907268 l
-391.815027 66.739282 l
-391.835696 76.053688 l
-391.841739 70.129621 l
-391.892196 76.911955 l
-391.852848 66.714978 l
-391.952904 72.226535 l
-391.991583 76.417146 l
-392.01994 66.608897 l
-392.059338 70.171478 l
-392.156232 67.139478 l
-392.109749 76.090904 l
-392.170168 68.362377 l
-392.24017 75.111012 l
-392.17907 66.800558 l
-392.281309 70.93189 l
-392.307171 76.954823 l
-392.375423 66.744747 l
-392.39218 72.391328 l
-392.467804 66.814773 l
-392.446842 76.122048 l
-392.503359 69.766341 l
-392.538311 76.353529 l
-392.579757 66.641323 l
-392.614651 72.45352 l
-392.677277 76.406727 l
-392.619633 67.925081 l
-392.72548 73.111299 l
-392.798454 67.807391 l
-392.739817 76.430844 l
-392.836614 71.910932 l
-392.885793 67.247417 l
-392.89646 76.152557 l
-392.946335 74.419062 l
-392.954135 75.345341 l
-392.975816 66.255066 l
-393.056743 71.781905 l
-393.056933 66.66909 l
-393.158173 76.487691 l
-393.16783 72.008294 l
-393.240668 76.234178 l
-393.197358 68.328925 l
-393.278837 71.160408 l
-393.283748 76.46254 l
-393.280537 66.737443 l
-393.385806 73.329696 l
-393.45491 66.175409 l
-393.388632 76.198676 l
-393.49666 69.165536 l
-393.580046 75.873215 l
-393.530859 67.575993 l
-393.607808 74.001757 l
-393.629368 68.457518 l
-393.689682 82.589899 l
-393.718686 75.656095 l
-393.721118 81.510953 l
-393.782244 66.288615 l
-393.829482 74.340394 l
-393.905184 66.489263 l
-393.829855 75.476755 l
-393.940754 69.957232 l
-394.023705 76.021328 l
-394.045255 66.429307 l
-394.051941 73.381452 l
-394.144699 65.105227 l
-394.087026 75.089654 l
-394.163043 69.566189 l
-394.26334 76.353345 l
-394.20378 66.341967 l
-394.274245 71.579607 l
-394.335189 64.389189 l
-394.305465 75.797022 l
-394.38536 67.89461 l
-394.469164 74.608677 l
-394.464747 65.035987 l
-394.496574 71.276828 l
-394.580908 65.075797 l
-394.522129 74.180715 l
-394.605866 71.747392 l
-394.641444 75.138854 l
-394.696773 63.160415 l
-394.716178 69.942606 l
-394.793713 64.785704 l
-394.816728 74.441619 l
-394.827319 68.604301 l
-394.936187 63.244908 l
-394.878229 73.996189 l
-394.93819 68.613233 l
-394.992615 73.145901 l
-394.945475 64.567647 l
-395.049156 70.30527 l
-395.142449 63.657573 l
-395.056786 74.243624 l
-395.160215 68.398059 l
-395.171995 73.160139 l
-395.227047 62.556701 l
-395.271366 69.859471 l
-395.3615 73.063252 l
-395.334966 63.158947 l
-395.381706 67.764338 l
-395.434344 62.868607 l
-395.418306 73.367306 l
-395.492139 69.203981 l
-395.571242 88.68112 l
-395.498437 64.559673 l
-395.603024 69.238899 l
-395.704865 62.43007 l
-395.703791 74.078568 l
-395.714177 65.956306 l
-395.818808 72.578921 l
-395.760888 61.782521 l
-395.825418 67.677732 l
-395.865234 62.767307 l
-395.899665 72.498585 l
-395.936565 66.643728 l
-396.004583 72.539208 l
-395.991949 63.690659 l
-396.047443 69.846204 l
-396.064683 62.991497 l
-396.1428 75.080044 l
-396.158407 73.352082 l
-396.234239 62.688053 l
-396.169577 74.998425 l
-396.270163 67.547787 l
-396.293507 72.610796 l
-396.292269 62.673701 l
-396.381116 67.652189 l
-396.462569 61.628967 l
-396.423447 72.988074 l
-396.491272 64.664987 l
-396.526466 72.366141 l
-396.545811 62.60667 l
-396.602392 68.95002 l
-396.614332 61.969628 l
-396.678367 72.015861 l
-396.713417 66.422106 l
-396.799001 71.817178 l
-396.762442 59.371805 l
-396.824348 66.847776 l
-396.91984 61.378982 l
-396.827493 73.356093 l
-396.935358 67.106644 l
-396.953311 72.462597 l
-396.965682 62.654442 l
-397.045751 67.371265 l
-397.119777 61.371741 l
-397.046098 71.586329 l
-397.156744 67.194478 l
-397.21188 59.099437 l
-397.24583 71.395773 l
-397.263661 68.155863 l
-397.285118 72.294775 l
-397.302069 61.966695 l
-397.374645 68.559885 l
-397.474506 60.966386 l
-397.469682 71.496196 l
-397.485876 63.834715 l
-397.552484 71.835849 l
-397.512737 61.063959 l
-397.597008 66.438093 l
-397.646294 73.957527 l
-397.702214 58.808211 l
-397.70787 65.869271 l
-397.778435 61.090839 l
-397.759776 72.419008 l
-397.818464 65.036015 l
-397.839149 71.454947 l
-397.896027 61.50445 l
-397.929472 66.481582 l
-397.936806 59.390554 l
-398.005485 71.097231 l
-398.040551 65.335906 l
-398.111453 60.18169 l
-398.060796 71.57817 l
-398.150342 65.888538 l
-398.189877 71.111862 l
-398.254451 60.254151 l
-398.261225 67.506558 l
-398.361701 59.470317 l
-398.317241 70.503908 l
-398.372514 63.06822 l
-398.389065 69.856959 l
-398.403754 57.596342 l
-398.483532 65.893826 l
-398.492968 58.353275 l
-398.546513 70.327341 l
-398.594617 65.043028 l
-398.648211 69.836552 l
-398.617642 59.7663 l
-398.678257 66.932223 l
-398.681109 59.312844 l
-398.773634 70.430242 l
-398.789371 64.847457 l
-398.821164 71.540587 l
-398.832203 59.954519 l
-398.894037 64.898861 l
-398.89554 58.553855 l
-398.899214 69.90104 l
-399.005128 64.504478 l
-399.114287 60.147422 l
-399.062902 70.4622 l
-399.115949 67.131437 l
-399.144526 58.962638 l
-399.137383 69.335037 l
-399.226502 64.940368 l
-399.276709 69.351439 l
-399.301213 59.49366 l
-399.337614 65.021572 l
-399.356464 69.515246 l
-399.403226 59.342608 l
-399.448786 65.654187 l
-399.554092 57.593283 l
-399.556231 69.548143 l
-399.560017 64.636128 l
-399.561498 70.925073 l
-399.607722 59.172295 l
-399.669828 68.297479 l
-399.764796 59.162854 l
-399.677709 71.726542 l
-399.781014 64.26974 l
-399.798864 74.255705 l
-399.851226 60.193047 l
-399.889968 63.761603 l
-399.983338 60.036481 l
-399.919698 77.801228 l
-400.000782 63.573438 l
-400.040212 72.955779 l
-400.013332 58.250567 l
-400.111978 64.808656 l
-400.220957 59.665471 l
-400.140263 71.431537 l
-400.222904 65.667869 l
-400.284827 71.718996 l
-400.322556 61.540306 l
-400.334046 66.959292 l
-400.340033 60.498026 l
-400.419406 71.383157 l
-400.44508 65.153059 l
-400.54618 74.03226 l
-400.450406 62.550774 l
-400.556326 72.907759 l
-400.557615 64.996398 l
-400.666178 92.973171 l
-400.66666 89.156152 l
-400.666821 88.824165 l
-400.735043 137.114432 l
-400.759096 125.501068 l
-400.759257 128.975572 l
-400.863184 79.076086 l
-400.868462 90.061356 l
-400.959852 66.272155 l
-400.979959 68.940859 l
-401.037039 73.465851 l
-401.043891 63.383896 l
-401.087682 67.116429 l
-401.130478 60.551742 l
-401.151146 70.739712 l
-401.198804 64.720248 l
-401.201186 71.35861 l
-401.230866 61.430214 l
-401.309973 67.316719 l
-401.364428 61.909391 l
-401.323276 70.132634 l
-401.42103 64.652029 l
-401.458462 70.115608 l
-401.492867 60.709032 l
-401.532132 67.650143 l
-401.53623 61.065366 l
-401.551673 72.122267 l
-401.643278 66.088853 l
-401.695924 71.062091 l
-401.660729 61.140444 l
-401.754312 67.547245 l
-401.763879 61.573954 l
-401.786457 70.702233 l
-401.865702 64.316082 l
-401.875715 59.462331 l
-401.936999 70.357026 l
-401.970264 65.364653 l
-401.987277 70.150766 l
-402.076767 60.051122 l
-402.081284 66.908828 l
-402.109775 61.688538 l
-402.147114 70.640252 l
-402.192346 66.105645 l
-402.197161 71.249225 l
-402.294147 61.573839 l
-402.303292 66.104129 l
-402.384895 61.612298 l
-402.330871 71.021162 l
-402.413661 64.622026 l
-402.509725 70.886909 l
-402.437928 61.080882 l
-402.524688 66.869614 l
-402.62329 61.125892 l
-402.616672 71.05536 l
-402.635908 63.055446 l
-402.638523 71.145272 l
-402.743633 61.187728 l
-402.747471 67.404754 l
-402.768186 61.48331 l
-402.821388 70.957878 l
-402.858455 66.36447 l
-402.907729 71.280696 l
-402.869171 61.59145 l
-402.969476 66.243733 l
-403.020308 60.925827 l
-403.057367 70.526758 l
-403.079313 65.072651 l
-403.122717 71.779853 l
-403.104904 60.726202 l
-403.190406 64.74198 l
-403.232642 71.556943 l
-403.220644 61.720257 l
-403.301685 66.930095 l
-403.338818 59.9799 l
-403.402405 70.353018 l
-403.412843 64.669657 l
-403.49596 70.552845 l
-403.414205 61.02455 l
-403.524034 65.633364 l
-403.557368 60.67372 l
-403.556614 72.813783 l
-403.634954 64.558558 l
-403.667756 72.903796 l
-403.732539 60.510387 l
-403.746055 65.956324 l
-403.834712 60.921301 l
-403.778778 77.003151 l
-403.857037 64.210622 l
-403.88953 82.254776 l
-403.949366 60.844937 l
-403.968197 67.513252 l
-403.995236 61.137603 l
-404.000015 76.810191 l
-404.079237 65.318376 l
-404.110232 75.726185 l
-404.094886 59.592835 l
-404.190453 67.874206 l
-404.217954 59.710937 l
-404.220183 73.245102 l
-404.301695 63.559057 l
-404.337282 71.400992 l
-404.324089 58.930896 l
-404.412962 67.046727 l
-404.423468 59.726507 l
-404.446689 71.063513 l
-404.523959 65.74303 l
-404.535324 70.151202 l
-404.605667 59.6105 l
-404.634981 64.798001 l
-404.670016 69.103042 l
-404.66722 59.976836 l
-404.733686 67.043309 l
-404.803577 59.817393 l
-404.826019 69.675874 l
-404.844786 66.347149 l
-404.868233 59.653382 l
-404.910847 71.26593 l
-404.955908 66.001351 l
-404.985729 69.710451 l
-405.050565 58.904604 l
-405.066614 65.161952 l
-405.095051 69.301805 l
-405.177635 58.937067 l
-405.2422 69.716505 l
-405.288821 64.745493 l
-405.386413 70.523124 l
-405.291144 59.565939 l
-405.399738 64.758029 l
-405.505473 58.961454 l
-405.478303 70.076895 l
-405.510674 64.652878 l
-405.613847 70.257856 l
-405.582991 59.300436 l
-405.621629 64.091433 l
-405.722539 59.189439 l
-405.670744 70.648161 l
-405.732603 64.397737 l
-405.79768 70.270046 l
-405.813181 59.323882 l
-405.843451 64.373535 l
-405.876997 59.362728 l
-405.916675 70.156367 l
-405.954459 64.906379 l
-405.988638 70.023066 l
-406.052066 59.185369 l
-406.065341 65.710619 l
-406.124957 59.163669 l
-406.083462 69.446026 l
-406.176523 64.661273 l
-406.236705 69.677365 l
-406.28147 57.480483 l
-406.287009 65.900481 l
-406.335555 58.667525 l
-406.307314 68.997096 l
-406.398078 64.479779 l
-406.475935 58.657789 l
-406.456412 70.384861 l
-406.507181 60.944091 l
-406.525693 69.111733 l
-406.560153 59.560551 l
-406.61828 66.791613 l
-406.642666 57.95067 l
-406.723905 68.889921 l
-406.72925 65.489263 l
-406.825637 81.608369 l
-406.731079 62.006718 l
-406.841214 77.566714 l
-406.946464 60.455596 l
-406.841775 80.881133 l
-406.952903 64.18906 l
-407.01822 57.775531 l
-406.954582 69.565666 l
-407.063342 64.593423 l
-407.13129 68.566447 l
-407.120135 58.042675 l
-407.173654 62.50419 l
-407.196352 57.323367 l
-407.234205 71.180018 l
-407.284811 61.46664 l
-407.336888 72.285329 l
-407.317731 57.349601 l
-407.395975 62.513036 l
-407.418979 57.551621 l
-407.439341 73.703918 l
-407.506731 61.643856 l
-407.541564 83.435712 l
-407.610459 57.474764 l
-407.617633 60.728704 l
-407.67498 56.224518 l
-407.643558 69.258197 l
-407.728678 60.74094 l
-407.735421 56.521964 l
-407.745188 69.042548 l
-407.839042 62.091012 l
-407.846729 70.833153 l
-407.865803 56.262551 l
-407.949825 61.878803 l
-407.993351 56.138813 l
-407.964612 66.092599 l
-408.060885 61.023981 l
-408.093932 66.132291 l
-408.113995 55.897505 l
-408.171676 61.143287 l
-408.18898 56.941102 l
-408.256633 66.029911 l
-408.282606 61.331029 l
-408.357858 66.101489 l
-408.387164 56.679003 l
-408.393539 63.23523 l
-408.466035 55.53037 l
-408.431902 66.139955 l
-408.504608 61.255341 l
-408.519352 55.805466 l
-408.507719 65.451034 l
-408.608929 63.98687 l
-408.690651 69.359947 l
-408.623369 57.315076 l
-408.720014 64.56457 l
-408.724188 67.45919 l
-408.807855 56.351341 l
-408.82868 63.199201 l
-408.871779 55.537454 l
-408.927037 69.408098 l
-408.939769 63.067125 l
-409.043234 56.849039 l
-408.944191 66.205893 l
-409.050854 61.066419 l
-409.143264 56.463006 l
-409.126986 66.007043 l
-409.15967 59.561788 l
-409.209119 65.349045 l
-409.243874 56.889755 l
-409.270887 63.402595 l
-409.311046 55.371309 l
-409.279933 65.424558 l
-409.381967 62.665475 l
-409.422425 66.02771 l
-409.401339 55.828386 l
-409.490659 62.851022 l
-409.591299 56.68272 l
-409.600809 66.85807 l
-409.601602 64.311666 l
-409.601734 65.65593 l
-409.652157 55.35337 l
-409.712407 62.441503 l
-409.732824 56.857823 l
-409.804803 68.436722 l
-409.823601 58.57249 l
-409.825835 67.365064 l
-409.907246 56.250491 l
-409.934787 61.972383 l
-409.983272 55.568514 l
-409.96454 66.74551 l
-410.045834 61.569239 l
-410.098774 65.970345 l
-410.05015 56.285607 l
-410.157002 63.727793 l
-410.264516 55.925457 l
-410.201993 65.923516 l
-410.26816 61.607607 l
-410.270113 65.738695 l
-410.283907 56.323552 l
-410.378919 62.735043 l
-410.4329 55.49207 l
-410.475418 65.615423 l
-410.490057 61.48277 l
-410.53705 65.059317 l
-410.575721 55.476763 l
-410.601054 60.205094 l
-410.648578 65.67104 l
-410.627146 55.116488 l
-410.71191 60.971953 l
-410.729308 55.624224 l
-410.732658 66.836735 l
-410.822755 60.254533 l
-410.922683 83.736905 l
-410.85566 56.783252 l
-410.934101 70.198786 l
-410.999856 57.163625 l
-410.936281 72.400837 l
-411.046327 58.971383 l
-411.109621 65.347166 l
-411.156874 55.926111 l
-411.157385 64.086129 l
-411.262952 55.354995 l
-411.171934 64.914819 l
-411.268427 59.067213 l
-411.360143 65.569448 l
-411.274921 55.24616 l
-411.379581 60.033212 l
-411.450786 65.722118 l
-411.383646 54.579308 l
-411.490592 59.515925 l
-411.558334 55.92562 l
-411.516055 65.17945 l
-411.60146 61.006059 l
-411.680017 65.576211 l
-411.647322 55.203445 l
-411.712437 61.27586 l
-411.737398 56.661274 l
-411.821761 65.586685 l
-411.823396 60.522027 l
-411.915761 66.537641 l
-411.849805 56.510604 l
-411.934463 62.89996 l
-411.958926 57.056341 l
-412.044384 80.32736 l
-412.044884 77.843645 l
-412.154664 113.821469 l
-412.050517 67.067764 l
-412.157537 111.737251 l
-412.260942 95.015302 l
-412.211826 122.679504 l
-412.26879 104.225762 l
-412.27041 108.095455 l
-412.35827 63.519561 l
-412.376791 67.621188 l
-412.469904 58.162132 l
-412.379649 73.465526 l
-412.488132 59.985616 l
-412.495818 68.108488 l
-412.59475 54.447635 l
-412.599326 64.107922 l
-412.611444 54.856715 l
-412.686185 67.258466 l
-412.710372 63.468725 l
-412.773126 55.186081 l
-412.734793 65.504074 l
-412.821642 60.160073 l
-412.829271 55.957582 l
-412.837023 67.40903 l
-412.93264 60.264769 l
-413.018868 65.113231 l
-412.965409 55.050875 l
-413.043859 62.73393 l
-413.141 53.423156 l
-413.079363 65.293999 l
-413.155297 56.850121 l
-413.264512 65.757487 l
-413.226347 54.83118 l
-413.266463 59.441714 l
-413.291684 54.675856 l
-413.364225 64.545631 l
-413.375899 61.15001 l
-413.378209 65.988926 l
-413.379303 54.456719 l
-413.486772 60.23661 l
-413.560215 55.521034 l
-413.499506 65.968713 l
-413.59786 58.753261 l
-413.663997 54.808294 l
-413.651188 65.706933 l
-413.696969 58.192825 l
-413.731365 64.732552 l
-413.765011 53.947771 l
-413.808149 63.289697 l
-413.811882 54.562063 l
-413.873861 64.901227 l
-413.919299 57.698987 l
-414.014955 55.057863 l
-413.981853 65.275962 l
-414.03006 59.156179 l
-414.070433 87.495521 l
-414.036651 56.108971 l
-414.14103 61.470432 l
-414.208772 54.788135 l
-414.158841 67.338183 l
-414.252208 57.155768 l
-414.309304 65.710641 l
-414.292862 55.375871 l
-414.363354 61.761897 l
-414.412348 54.844035 l
-414.471144 70.020795 l
-414.474467 60.343466 l
-414.492386 68.914829 l
-414.581521 55.452847 l
-414.585429 60.83451 l
-414.65748 54.785162 l
-414.650978 65.063588 l
-414.696476 61.045198 l
-414.804778 54.440429 l
-414.727412 65.550605 l
-414.807724 59.877312 l
-414.824571 64.955249 l
-414.918232 55.425597 l
-414.918702 56.573711 l
-415.027652 64.940998 l
-414.929397 53.783288 l
-415.029762 59.827493 l
-415.045941 54.990808 l
-415.034101 65.616504 l
-415.140787 62.106732 l
-415.233802 53.127203 l
-415.143594 65.077122 l
-415.251775 59.977594 l
-415.272891 68.009824 l
-415.35714 54.041049 l
-415.362727 60.842195 l
-415.414498 55.365265 l
-415.473294 65.965507 l
-415.473758 60.939162 l
-415.501967 66.238074 l
-415.579886 54.974281 l
-415.584752 61.061432 l
-415.624236 54.865023 l
-415.625856 65.409031 l
-415.695707 56.435965 l
-415.794056 65.841772 l
-415.732555 53.814819 l
-415.806738 60.819065 l
-415.841539 52.664989 l
-415.859275 67.050578 l
-415.917846 58.848007 l
-415.955894 64.667679 l
-416.022488 54.850981 l
-416.029027 62.966316 l
-416.088526 54.642972 l
-416.083141 65.28007 l
-416.140167 58.428103 l
-416.205464 64.435696 l
-416.145888 53.99089 l
-416.251151 60.164715 l
-416.332019 54.531809 l
-416.330081 64.476817 l
-416.362321 56.61804 l
-416.444356 65.053089 l
-416.422753 53.950086 l
-416.473676 59.765504 l
-416.501046 64.388518 l
-416.541674 54.606374 l
-416.579206 58.749138 l
-416.586232 54.283915 l
-416.640256 64.427357 l
-416.690259 59.409938 l
-416.71038 54.380603 l
-416.744837 64.341456 l
-416.801381 57.277365 l
-416.898166 67.269842 l
-416.875424 55.555412 l
-416.91257 60.50567 l
-417.014957 87.077284 l
-416.929782 56.842388 l
-417.014957 87.077284 l
+379.6 158 33.64 43.2 clipbox
+-1 168.142356 m
+51.313059 168.136639 l
+71.366337 142.554683 l
+83.096752 79.867891 l
+91.419614 73.363224 l
+97.875328 66.316451 l
+103.15003 57.300636 l
+107.609727 73.828178 l
+111.472892 70.292289 l
+114.880445 77.644103 l
+117.928605 78.789839 l
+120.686002 81.12825 l
+123.203307 84.83838 l
+125.519004 87.27019 l
+127.663004 80.702003 l
+129.659021 110.627828 l
+131.526169 119.117682 l
+133.280086 115.565025 l
+134.933723 96.912682 l
+136.497929 87.531993 l
+141.389436 70.984133 l
+148.228344 84.088678 l
+153.755718 95.178539 l
+158.394553 67.46029 l
+162.391348 91.909706 l
+165.902411 80.893919 l
+169.033112 73.444722 l
+171.857868 86.972669 l
+174.431187 72.447161 l
+176.794194 71.929102 l
+178.978686 83.260632 l
+181.009749 67.561341 l
+182.907528 81.209336 l
+184.688445 75.348806 l
+186.366061 70.942189 l
+187.951705 78.677493 l
+189.45494 74.80262 l
+190.88391 72.248114 l
+192.245609 75.103836 l
+193.546087 72.441375 l
+194.790613 75.066191 l
+195.983803 68.400024 l
+197.129726 68.362898 l
+198.231983 74.989613 l
+199.293782 72.003814 l
+200.317987 71.419338 l
+201.307169 70.607551 l
+202.263645 72.38896 l
+203.189509 70.422874 l
+204.086658 73.060761 l
+204.956822 71.301883 l
+205.801576 72.219413 l
+206.622362 67.193161 l
+207.420503 69.908928 l
+208.197214 64.938758 l
+208.953617 68.746205 l
+209.690746 70.108677 l
+210.40956 65.737026 l
+211.110946 66.216013 l
+211.79573 67.996106 l
+212.464679 62.262754 l
+213.11851 68.685989 l
+213.75789 65.429539 l
+214.383444 63.425195 l
+214.995758 59.148591 l
+215.595381 65.500003 l
+216.182828 67.48041 l
+216.758583 61.603296 l
+217.323104 65.079155 l
+217.87682 62.67649 l
+218.420137 68.367807 l
+218.953438 62.633745 l
+219.477086 64.259363 l
+219.991424 60.04941 l
+220.496778 60.046543 l
+220.993455 63.752134 l
+221.48175 68.674102 l
+221.96194 54.695301 l
+222.434289 63.132816 l
+222.89905 66.221236 l
+223.356463 62.423499 l
+223.806757 60.810753 l
+224.250149 67.996918 l
+224.686848 66.892504 l
+225.117053 64.919673 l
+225.540954 68.472387 l
+225.958734 64.853414 l
+226.370567 65.543978 l
+226.77662 64.911422 l
+227.177052 61.657289 l
+227.572017 62.887565 l
+227.961663 64.82267 l
+228.346131 64.948589 l
+228.725556 63.531759 l
+229.100069 60.800381 l
+229.469797 68.196906 l
+229.834859 67.217029 l
+230.195371 56.998627 l
+230.551447 78.57384 l
+230.903193 79.63629 l
+231.250714 62.351297 l
+231.594109 67.668533 l
+231.933477 60.791321 l
+232.26891 67.389152 l
+232.600498 58.585472 l
+232.928329 62.996865 l
+233.252487 62.50669 l
+233.573053 54.431396 l
+233.890105 64.718867 l
+234.203721 52.162386 l
+234.513973 58.271315 l
+234.820934 59.274623 l
+235.124672 58.105754 l
+235.425254 66.460222 l
+235.722745 66.018302 l
+236.017208 55.905304 l
+236.308705 54.469209 l
+236.597293 59.072142 l
+236.883032 66.431166 l
+237.165975 58.157648 l
+237.723694 66.41215 l
+238.270864 58.124559 l
+238.540617 62.081815 l
+238.807878 59.616273 l
+239.072692 59.320702 l
+239.335104 50.783343 l
+239.595158 58.664127 l
+240.108356 64.974686 l
+240.361581 61.179087 l
+240.612608 61.660974 l
+240.861477 56.818647 l
+241.108222 59.630416 l
+241.352881 60.895757 l
+241.595489 57.735559 l
+241.836079 64.273363 l
+242.074684 62.447304 l
+242.311338 61.633126 l
+242.546072 64.279375 l
+242.778916 69.369455 l
+243.009902 57.7016 l
+243.239057 62.065877 l
+243.466412 60.939172 l
+243.691994 51.858952 l
+243.915831 53.499838 l
+244.137949 58.306188 l
+244.358375 58.675184 l
+244.794252 66.172643 l
+245.009752 55.588615 l
+245.223659 61.597119 l
+245.435996 58.204713 l
+245.646786 62.573557 l
+245.856051 62.022921 l
+246.063813 56.114155 l
+246.270094 63.71852 l
+246.474914 51.270495 l
+246.678295 58.425038 l
+246.880255 59.381778 l
+247.080816 62.774684 l
+247.279996 50.383636 l
+247.477814 53.169911 l
+247.674288 58.982809 l
+247.869438 57.443442 l
+248.063279 63.032415 l
+248.255831 60.167216 l
+248.447109 63.803876 l
+248.637132 64.83149 l
+248.825914 53.278869 l
+249.013472 66.104381 l
+249.56896 56.029782 l
+249.751777 63.349823 l
+249.933447 54.833882 l
+250.113982 64.028673 l
+250.648927 55.968802 l
+250.825066 83.04481 l
+251.000139 62.436531 l
+251.17416 62.867018 l
+251.519091 56.362532 l
+251.690026 63.266414 l
+251.859958 58.585811 l
+252.028897 65.918404 l
+252.363845 53.600869 l
+252.529875 62.752613 l
+252.694959 63.71979 l
+253.022326 58.484027 l
+253.184631 58.938985 l
+253.34603 56.531337 l
+253.506534 58.527013 l
+253.666152 63.246392 l
+253.824895 61.025082 l
+254.373733 60.072355 l
+255.291034 62.05828 l
+256.180142 61.663608 l
+257.042738 60.294936 l
+257.880357 62.381059 l
+258.694407 58.786799 l
+259.486176 57.804035 l
+260.256852 57.131596 l
+261.007531 60.212848 l
+261.739222 59.767875 l
+262.452864 65.601354 l
+263.149325 61.714859 l
+263.829414 60.789925 l
+264.493882 60.330175 l
+265.778715 63.410641 l
+266.400349 56.918888 l
+267.008906 56.595381 l
+267.604926 58.416857 l
+268.761347 60.667247 l
+269.322673 58.86078 l
+270.413671 57.133203 l
+270.94412 62.596622 l
+271.465019 58.475197 l
+272.479495 61.353693 l
+272.973698 60.885114 l
+273.459601 58.228727 l
+273.937477 58.599494 l
+274.407588 57.973359 l
+274.870182 59.119413 l
+275.325495 59.175058 l
+275.773753 63.467269 l
+276.215172 58.115529 l
+277.500402 61.553143 l
+277.91643 57.970076 l
+278.32656 60.791776 l
+279.129779 57.941617 l
+279.523178 60.083644 l
+280.294282 58.970964 l
+280.672261 58.980711 l
+281.045366 58.813848 l
+281.41372 57.236271 l
+281.777444 60.949761 l
+282.136651 57.989124 l
+282.491452 60.893524 l
+282.841956 60.401542 l
+283.188263 61.657604 l
+283.530474 61.321669 l
+283.868685 55.745381 l
+284.202987 63.764072 l
+284.533471 58.897767 l
+284.860222 61.087802 l
+285.183323 59.156032 l
+285.502856 61.139072 l
+285.818899 57.428035 l
+286.131526 58.537228 l
+286.440811 61.691068 l
+286.746825 61.845083 l
+287.049635 61.672105 l
+287.349309 59.782087 l
+287.645911 59.764155 l
+287.939503 60.226319 l
+288.230145 58.673427 l
+288.517896 59.833807 l
+288.802814 59.854883 l
+289.084953 59.208516 l
+289.641108 56.255199 l
+289.915227 59.502209 l
+290.186773 57.808838 l
+290.455794 61.770807 l
+290.722336 56.747854 l
+290.986446 61.86825 l
+291.248166 59.083198 l
+291.507539 59.599358 l
+291.764608 59.243369 l
+292.019413 58.406794 l
+292.271993 55.820085 l
+292.522387 56.24952 l
+292.770632 58.496155 l
+293.016766 56.826569 l
+293.260823 60.111083 l
+293.502838 59.76871 l
+293.742846 56.813778 l
+293.980879 60.282228 l
+294.21697 60.612534 l
+294.451149 58.666892 l
+294.683448 57.70257 l
+295.142525 59.389187 l
+295.36936 59.822527 l
+295.817763 57.733216 l
+296.039385 61.580611 l
+296.259322 60.44184 l
+296.4776 70.45547 l
+296.694243 61.10397 l
+296.909276 59.31917 l
+297.122722 60.648414 l
+297.544948 57.753665 l
+297.961101 59.100246 l
+298.371352 61.978659 l
+298.574316 58.946615 l
+298.775867 59.274035 l
+299.174803 56.513867 l
+299.372228 57.585437 l
+299.568314 56.571405 l
+299.956543 60.980766 l
+300.148722 57.072248 l
+300.717715 60.205196 l
+300.904919 59.228593 l
+301.09092 56.954598 l
+301.275732 59.011497 l
+301.459372 58.413366 l
+301.641853 61.667168 l
+301.82319 60.708978 l
+302.003398 55.610284 l
+302.36048 58.680503 l
+302.537382 59.036611 l
+302.713209 61.831387 l
+302.887974 61.411326 l
+303.06169 57.552584 l
+303.234368 59.743989 l
+303.406022 59.76274 l
+303.576664 59.911664 l
+303.746305 56.042131 l
+303.914957 62.500764 l
+304.249339 58.050985 l
+304.415093 58.713454 l
+304.579902 54.200249 l
+304.743777 57.451974 l
+304.906729 56.612461 l
+305.068769 60.173145 l
+305.390151 57.534294 l
+305.549513 64.014886 l
+305.708002 58.052564 l
+305.865627 60.51614 l
+306.022399 57.317358 l
+306.178325 58.343194 l
+306.333415 57.543254 l
+306.487679 59.851602 l
+306.641124 57.896257 l
+306.79376 59.969586 l
+306.945595 58.142858 l
+307.096637 58.816009 l
+307.69304 65.666676 l
+307.84024 64.597107 l
+307.986694 65.572907 l
+308.132411 59.08752 l
+308.277397 58.329903 l
+308.565208 60.218045 l
+308.708047 59.403049 l
+308.991626 59.274295 l
+309.13238 55.564236 l
+309.41185 60.483251 l
+309.688647 61.470806 l
+309.826058 60.660263 l
+309.96282 58.932462 l
+310.098938 58.718441 l
+310.369269 60.497147 l
+310.503492 60.291557 l
+310.770086 59.598225 l
+310.902467 60.217935 l
+311.034246 60.261012 l
+311.165426 58.24337 l
+311.426017 62.534468 l
+311.555437 60.250576 l
+311.684281 61.02693 l
+311.94026 64.998966 l
+312.193993 59.515766 l
+312.445521 65.161682 l
+312.57047 63.862045 l
+312.694881 59.347276 l
+312.81876 64.522171 l
+313.064937 58.540241 l
+313.187244 58.643899 l
+313.309037 56.662193 l
+313.551095 59.859031 l
+313.671368 59.516992 l
+313.791144 59.561481 l
+313.910426 61.614886 l
+314.029218 61.671465 l
+314.147524 59.89965 l
+314.265348 60.976594 l
+314.382695 60.823609 l
+314.615969 61.310105 l
+314.731905 59.312282 l
+314.847378 59.638032 l
+314.962392 61.229424 l
+315.076951 61.266925 l
+315.191057 59.981676 l
+315.304716 60.752158 l
+315.417929 59.043659 l
+315.530702 61.596846 l
+315.643036 59.445137 l
+315.754936 62.594133 l
+315.866405 60.361943 l
+315.977446 61.021963 l
+316.088062 63.534907 l
+316.198257 60.408561 l
+316.308034 61.672347 l
+316.417396 58.245055 l
+316.634888 62.032147 l
+316.743024 59.313124 l
+316.850757 61.009639 l
+316.95809 59.146697 l
+317.065026 59.291431 l
+317.171569 60.365658 l
+317.383485 58.639089 l
+317.488863 60.97378 l
+317.593859 59.295457 l
+317.802715 60.908762 l
+317.90658 59.176092 l
+318.113199 60.420957 l
+318.215957 59.289359 l
+318.318352 56.771776 l
+318.522061 60.976415 l
+318.62338 57.945393 l
+318.82496 59.974601 l
+318.925225 59.330433 l
+319.025144 60.007302 l
+319.12472 59.250654 l
+319.223954 59.62614 l
+319.322848 59.246589 l
+319.421406 57.597089 l
+319.519629 61.440273 l
+319.61752 57.484306 l
+319.71508 59.425821 l
+319.812313 58.864969 l
+319.90922 62.591658 l
+320.005804 57.709192 l
+320.198009 60.24152 l
+320.293635 59.016526 l
+320.388945 59.196183 l
+320.483943 59.750076 l
+320.673008 58.557209 l
+320.860845 59.235856 l
+320.954309 59.028908 l
+321.140334 60.69834 l
+321.232901 57.666414 l
+321.325171 58.160125 l
+321.417149 60.461361 l
+321.508835 58.473584 l
+321.600232 61.798257 l
+321.69134 60.671787 l
+321.782163 56.365566 l
+322.052932 61.136677 l
+322.142629 59.377285 l
+322.232048 60.378336 l
+322.321191 57.429102 l
+322.498659 61.406618 l
+322.85036 58.767078 l
+322.937622 63.954951 l
+323.024621 59.10871 l
+323.111359 59.129535 l
+323.197838 59.524325 l
+323.370024 58.015532 l
+323.541191 61.089018 l
+323.626396 56.191278 l
+323.796058 60.32849 l
+323.880517 57.185859 l
+324.048699 59.723559 l
+324.132425 57.943693 l
+324.21591 60.861364 l
+324.382159 56.889634 l
+324.464927 61.812359 l
+324.547458 60.721083 l
+324.629755 60.000618 l
+325.19937 72.13159 l
+325.279836 70.306174 l
+325.519899 72.497527 l
+325.757986 59.627091 l
+325.994131 57.014689 l
+326.072419 61.085913 l
+326.150496 58.452097 l
+326.228363 61.521439 l
+326.306021 56.979357 l
+326.537751 60.983561 l
+326.691213 56.513425 l
+326.843866 60.409706 l
+326.995717 57.306458 l
+327.071345 59.334525 l
+327.146776 54.883027 l
+327.297049 58.061052 l
+327.371894 59.138587 l
+327.446547 54.526245 l
+327.521006 56.393479 l
+327.595275 61.196796 l
+327.669354 60.585362 l
+327.743243 60.761892 l
+327.816944 60.083067 l
+327.890458 57.983602 l
+327.963786 58.5466 l
+328.036928 62.168294 l
+328.109886 58.231209 l
+328.18266 58.936988 l
+328.255252 60.098137 l
+328.327661 59.242791 l
+328.399891 55.074877 l
+328.47194 58.674805 l
+328.54381 56.591204 l
+328.758356 62.075903 l
+328.829519 57.550593 l
+328.900508 58.966586 l
+328.971322 59.9318 l
+329.041964 62.862358 l
+329.112434 56.379591 l
+329.182732 61.9045 l
+329.252861 59.173617 l
+329.322819 62.625594 l
+329.392609 57.884815 l
+329.462231 59.717052 l
+329.531685 62.088953 l
+329.600974 55.516004 l
+329.670097 58.317385 l
+329.739055 60.618881 l
+329.87648 56.750245 l
+329.944948 57.206946 l
+330.013255 60.28975 l
+330.081401 56.799845 l
+330.149387 59.025718 l
+330.217213 58.800536 l
+330.284881 58.995358 l
+330.419743 61.228707 l
+330.486939 56.379813 l
+330.55398 59.346915 l
+330.620866 56.502662 l
+330.754174 61.600231 l
+330.820599 61.524795 l
+330.952993 58.796476 l
+331.150455 62.480846 l
+331.215977 59.143584 l
+331.281351 60.390281 l
+331.411658 59.144471 l
+331.54138 60.953171 l
+331.73488 58.431601 l
+331.799093 63.249681 l
+331.990882 57.427115 l
+332.118039 58.572804 l
+332.181409 57.391888 l
+332.244639 58.431593 l
+332.307732 61.843621 l
+332.370688 59.618592 l
+332.49619 59.037112 l
+332.558738 60.254511 l
+332.62115 59.291804 l
+332.683428 59.960434 l
+332.745572 59.975712 l
+332.807584 59.367305 l
+333.054307 61.709282 l
+333.176885 59.5045 l
+333.298945 60.148749 l
+333.359782 59.799896 l
+333.420492 64.05857 l
+333.481075 60.713031 l
+333.541531 57.96112 l
+333.601861 58.458695 l
+333.662066 58.662005 l
+333.722145 62.268938 l
+333.7821 61.39217 l
+333.841931 59.653882 l
+333.901639 60.753461 l
+333.961223 61.124147 l
+334.020685 59.477875 l
+334.080025 62.219454 l
+334.139244 57.900345 l
+334.198342 58.601798 l
+334.257319 61.53897 l
+334.316176 58.387442 l
+334.374914 59.556142 l
+334.433533 60.395961 l
+334.492033 60.258641 l
+334.550415 58.268213 l
+334.608679 58.896024 l
+334.666827 61.157512 l
+334.724858 58.662496 l
+334.782772 62.159463 l
+334.840571 62.040703 l
+334.898255 61.661877 l
+335.013278 59.697479 l
+335.127846 62.36948 l
+335.241962 61.938754 l
+335.298852 60.236781 l
+335.35563 61.587126 l
+335.468853 60.182709 l
+335.525299 61.659408 l
+335.581634 59.113275 l
+335.637861 61.811489 l
+335.693978 58.978895 l
+335.749987 62.886942 l
+335.805887 61.038085 l
+335.917365 61.607211 l
+335.972943 63.454514 l
+336.13904 57.985495 l
+336.249244 61.028756 l
+336.413766 58.263465 l
+336.4684 63.031692 l
+336.52293 62.324822 l
+336.577359 62.748426 l
+336.631684 62.548816 l
+336.794052 59.132915 l
+336.847973 59.336901 l
+336.901794 58.705717 l
+336.955514 60.564742 l
+337.009135 58.166184 l
+337.169405 61.443739 l
+337.222631 60.885937 l
+337.27576 61.918762 l
+337.328791 59.876785 l
+337.381725 60.207556 l
+337.487304 61.309464 l
+337.644953 69.749568 l
+337.801748 95.474571 l
+337.905808 104.460831 l
+337.957698 103.319692 l
+338.164332 59.603364 l
+338.215761 61.800761 l
+338.267098 62.565953 l
+338.318344 62.089433 l
+338.420566 59.812693 l
+338.471541 60.530552 l
+338.522427 62.279463 l
+338.573224 60.793869 l
+338.725081 57.418589 l
+338.876145 62.544106 l
+338.926324 58.818218 l
+338.976417 60.092943 l
+339.026424 62.325219 l
+339.076344 59.917928 l
+339.126178 57.257849 l
+339.175926 59.308113 l
+339.225589 61.740048 l
+339.275167 58.801163 l
+339.32466 61.565668 l
+339.374069 58.995111 l
+339.423393 60.584848 l
+339.472634 64.315156 l
+339.52179 63.566543 l
+339.668761 60.425338 l
+339.766329 62.933734 l
+339.814989 61.687643 l
+339.863568 59.131856 l
+339.912066 59.912617 l
+340.057072 62.191291 l
+340.105247 59.159994 l
+340.153341 59.809826 l
+340.201356 61.766029 l
+340.249291 61.099897 l
+340.297147 58.551719 l
+340.344923 60.551632 l
+340.440241 60.849578 l
+340.487782 59.353187 l
+340.535245 62.15391 l
+340.58263 58.860382 l
+340.629938 60.915321 l
+340.677169 60.713676 l
+340.724323 58.778889 l
+340.7714 63.018343 l
+340.8184 60.331823 l
+340.865324 60.635646 l
+340.958945 61.943982 l
+341.005642 59.786499 l
+341.052264 60.505873 l
+341.098811 60.69731 l
+341.19168 60.086674 l
+341.330428 62.817159 l
+341.37653 60.52173 l
+341.422558 61.493045 l
+341.468513 61.645565 l
+341.514396 60.764763 l
+341.560206 63.341441 l
+341.651608 62.277129 l
+341.742723 61.977579 l
+341.788173 60.65948 l
+341.833551 63.071788 l
+341.878859 60.439811 l
+341.924096 60.76007 l
+341.969262 62.766279 l
+342.014357 61.727414 l
+342.059383 60.51529 l
+342.104338 65.030598 l
+342.149224 62.362481 l
+342.194041 61.41868 l
+342.238787 63.783265 l
+342.328074 63.257965 l
+342.372615 63.375751 l
+342.417086 64.106735 l
+342.46149 63.356406 l
+342.505825 63.897408 l
+342.550093 61.093154 l
+342.594293 62.17396 l
+342.72649 64.017686 l
+342.770421 61.938104 l
+342.814286 63.095766 l
+342.858085 65.332699 l
+342.901817 63.868391 l
+342.945483 63.383539 l
+342.989084 64.958977 l
+343.032619 63.627313 l
+343.076088 62.899852 l
+343.119493 63.704242 l
+343.162832 63.382925 l
+343.335543 65.355083 l
+343.421513 64.143107 l
+343.464402 64.507226 l
+343.507228 64.032995 l
+343.549991 64.949418 l
+343.592691 64.204142 l
+343.635327 63.490425 l
+343.720413 65.927624 l
+343.762862 65.080959 l
+343.805249 64.82698 l
+343.847573 66.374933 l
+343.932038 65.479572 l
+344.016256 67.948766 l
+344.058274 65.659146 l
+344.10023 66.205322 l
+344.142126 67.70009 l
+344.183961 67.364002 l
+344.225736 66.144393 l
+344.26745 67.580233 l
+344.350699 66.859236 l
+344.392234 68.567433 l
+344.475126 67.547504 l
+344.804336 70.866021 l
+344.845225 70.18223 l
+344.886057 70.377438 l
+344.92683 70.082246 l
+344.967547 71.935285 l
+345.048808 71.314435 l
+345.33144 74.455013 l
+345.371591 74.213976 l
+345.411687 74.354653 l
+345.611336 76.750749 l
+346.28002 91.690195 l
+346.435137 101.734997 l
+346.512384 107.59449 l
+346.666263 194.056364 l
+346.819328 105.551907 l
+347.160791 87.279428 l
+347.942206 74.07159 l
+347.978895 73.995177 l
+348.015538 73.189187 l
+348.052134 74.850619 l
+348.088684 72.622136 l
+348.270744 71.033712 l
+348.307019 71.261209 l
+348.487714 69.075079 l
+348.523718 70.751957 l
+348.559678 68.471716 l
+348.667288 69.368442 l
+348.7745 67.831737 l
+348.810149 68.495113 l
+348.845754 67.714378 l
+348.881316 68.426747 l
+348.952308 67.337562 l
+349.023126 66.938595 l
+349.058471 68.943682 l
+349.199418 65.193471 l
+349.234547 66.840337 l
+349.304679 65.362122 l
+349.444434 64.448009 l
+349.51406 64.013138 l
+349.54881 65.143233 l
+349.583518 63.648297 l
+349.65281 64.483279 l
+349.687393 67.112807 l
+349.756437 65.10564 l
+349.790897 64.271102 l
+349.825317 65.190215 l
+349.859695 64.756126 l
+349.928329 65.289574 l
+349.962585 64.709412 l
+350.099206 62.773782 l
+350.13326 63.134416 l
+350.167275 62.955452 l
+350.201249 62.539901 l
+350.235184 60.742214 l
+350.269079 62.737805 l
+350.404263 64.665331 l
+350.471619 61.353045 l
+350.538819 61.959989 l
+350.57236 61.900423 l
+350.639326 62.744537 l
+350.672751 64.203199 l
+350.706138 63.159445 l
+350.806067 61.589537 l
+350.872495 64.445327 l
+350.905651 61.827266 l
+350.93877 62.253004 l
+350.971851 61.791577 l
+351.004895 65.227523 l
+351.0379 60.361176 l
+351.070868 61.579081 l
+351.103799 61.114836 l
+351.136692 62.123755 l
+351.169547 61.783361 l
+351.235147 63.525816 l
+351.267891 61.312486 l
+351.300598 64.224878 l
+351.365902 61.82156 l
+351.398498 61.552847 l
+351.463581 63.393916 l
+351.528518 59.029197 l
+351.59331 59.540561 l
+351.625651 62.163611 l
+351.722459 61.813112 l
+351.883089 59.43695 l
+352.010954 62.502093 l
+352.106484 60.461296 l
+352.138257 60.60435 l
+352.169995 60.476232 l
+352.233367 62.537942 l
+352.296601 61.536991 l
+352.328166 60.923633 l
+352.359697 62.303645 l
+352.391193 61.7802 l
+352.422656 61.479968 l
+352.454084 56.138407 l
+352.485477 59.772215 l
+352.516837 64.498121 l
+352.548163 59.651461 l
+352.579455 61.917865 l
+352.641938 63.326757 l
+352.704286 59.572339 l
+352.82858 61.831518 l
+352.952343 59.476497 l
+352.983201 62.903394 l
+353.044819 59.337913 l
+353.228888 66.808046 l
+353.350954 110.029654 l
+353.411794 101.411088 l
+353.472506 88.853793 l
+353.593551 60.760828 l
+353.623733 61.548947 l
+353.653883 62.91547 l
+353.684002 60.454448 l
+353.71409 60.828063 l
+353.744147 60.899706 l
+353.804167 57.846657 l
+353.83413 58.676875 l
+353.893964 61.554325 l
+353.923834 58.75498 l
+353.953674 58.252773 l
+354.043008 63.458032 l
+354.072725 57.530143 l
+354.102412 63.511 l
+354.161694 60.120524 l
+354.191289 56.645998 l
+354.250389 59.96415 l
+354.338814 62.226761 l
+354.309369 58.651732 l
+354.368229 60.455831 l
+354.397614 60.091133 l
+354.48559 62.243503 l
+354.514856 60.13424 l
+354.544093 62.914628 l
+354.5733 60.626456 l
+354.602477 63.303157 l
+354.660744 60.553599 l
+354.689834 63.082519 l
+354.718894 63.028213 l
+354.776927 59.654657 l
+354.834844 61.331352 l
+354.950332 56.357451 l
+355.007903 59.125103 l
+355.094046 62.059716 l
+355.122703 60.956217 l
+355.151332 56.338441 l
+355.208505 63.366498 l
+355.23705 59.526239 l
+355.265566 59.416655 l
+355.407726 63.180795 l
+355.549191 55.874895 l
+355.689968 62.032572 l
+355.774107 58.362432 l
+355.858001 62.025246 l
+355.885912 61.011112 l
+355.969483 57.626807 l
+356.025064 58.478712 l
+356.052814 60.834969 l
+356.135905 59.989551 l
+356.273863 57.708329 l
+356.301375 56.700376 l
+356.328862 58.29202 l
+356.356322 57.709191 l
+356.383757 59.568828 l
+356.438548 57.671956 l
+356.465905 58.411341 l
+356.52054 58.141773 l
+356.575073 59.829034 l
+356.602301 56.800977 l
+356.629503 59.860867 l
+356.65668 63.219255 l
+356.710957 58.413917 l
+356.738057 61.144029 l
+356.819206 59.683201 l
+356.846206 60.064136 l
+356.900129 59.609981 l
+356.927052 60.969832 l
+357.007674 62.859714 l
+357.034498 58.450672 l
+357.088071 57.143816 l
+357.168246 63.1953 l
+357.248199 58.290249 l
+357.274801 61.798482 l
+357.301378 62.667327 l
+357.35446 63.389103 l
+357.407445 57.154412 l
+357.539484 60.353425 l
+357.618419 57.326129 l
+357.644683 60.546748 l
+357.697139 62.221409 l
+357.723332 56.144385 l
+357.749501 61.346707 l
+357.827865 58.787679 l
+357.85394 58.367916 l
+357.879991 63.505734 l
+357.958004 61.955943 l
+357.983961 57.378404 l
+358.009896 62.060065 l
+358.061694 59.338889 l
+358.087559 60.275626 l
+358.139219 58.747731 l
+358.165015 56.213209 l
+358.190787 61.778219 l
+358.242264 58.14309 l
+358.319307 62.01393 l
+358.293649 57.41054 l
+358.370555 61.465517 l
+358.447258 61.693675 l
+358.523758 56.724815 l
+358.600056 56.635302 l
+358.65081 61.941056 l
+358.676154 61.149646 l
+358.701475 61.49005 l
+358.80254 73.120258 l
+358.827751 71.223364 l
+358.928376 58.697088 l
+358.978558 60.251361 l
+359.003616 62.684954 l
+359.053667 58.656081 l
+359.07866 60.792137 l
+359.153511 57.656912 l
+359.203304 58.812163 l
+359.277833 61.831426 l
+359.302634 61.574045 l
+359.401623 55.851906 l
+359.450992 62.075763 l
+359.524886 59.400388 l
+359.549476 58.623155 l
+359.598593 59.677216 l
+359.696577 61.099498 l
+359.721021 60.486729 l
+359.842933 56.196247 l
+359.867254 56.318406 l
+359.915835 61.434739 l
+359.988553 59.035035 l
+360.036931 58.202911 l
+360.061089 60.725492 l
+360.085227 57.714009 l
+360.133444 60.43856 l
+360.18158 56.070994 l
+360.229636 61.520497 l
+360.253634 59.861276 l
+360.301571 61.983406 l
+360.349428 64.909844 l
+360.373327 61.390441 l
+360.492527 57.140659 l
+360.54007 62.329016 l
+360.611238 59.105025 l
+360.729463 62.142296 l
+360.800167 58.00347 l
+360.823697 58.755092 l
+360.847208 63.631645 l
+360.94106 61.72288 l
+360.964475 62.033255 l
+361.057948 57.6505 l
+361.127855 62.327377 l
+361.151119 60.800659 l
+361.197593 57.282621 l
+361.267164 58.160546 l
+361.313451 57.948504 l
+361.405805 62.104631 l
+361.428848 63.885511 l
+361.451872 74.473643 l
+361.520834 58.039118 l
+361.543785 58.395207 l
+361.589633 62.766294 l
+361.635408 62.055434 l
+361.658268 57.812126 l
+361.74953 59.621146 l
+361.7723 58.889599 l
+361.795053 59.074379 l
+361.817787 62.591138 l
+361.863203 58.766014 l
+361.885884 54.388273 l
+361.908548 61.973714 l
+361.953821 59.975532 l
+361.999024 62.406703 l
+362.044156 59.863562 l
+362.066696 60.783065 l
+362.13421 55.353926 l
+362.179133 59.501788 l
+362.201567 59.103523 l
+362.223985 59.326114 l
+362.291134 55.012098 l
+362.268768 59.420247 l
+362.335813 57.562101 l
+362.358127 63.270664 l
+362.424965 56.609466 l
+362.44721 57.762068 l
+362.469438 59.578505 l
+362.513843 55.812145 l
+362.53602 56.715246 l
+362.646651 65.119597 l
+362.712826 61.498081 l
+362.778851 55.428001 l
+362.822784 59.660064 l
+362.844726 59.587386 l
+362.976026 54.91884 l
+363.06323 62.169693 l
+363.106734 59.328531 l
+363.128461 59.848109 l
+363.236853 54.802354 l
+363.215207 60.975436 l
+363.258483 57.585789 l
+363.36639 62.541311 l
+363.430942 59.161851 l
+363.452427 62.738979 l
+363.473896 61.055202 l
+363.49535 61.668922 l
+363.516787 61.387667 l
+363.645079 57.565708 l
+363.687717 57.107084 l
+363.772805 61.602741 l
+363.794038 58.446167 l
+363.857644 63.507201 l
+363.878815 60.982273 l
+363.89997 60.65862 l
+363.92111 61.267213 l
+363.984437 57.212545 l
+364.005515 59.851245 l
+364.026578 64.273057 l
+364.068658 58.760629 l
+364.089675 59.728771 l
+364.17359 56.072449 l
+364.131663 61.665333 l
+364.194531 59.637209 l
+364.278144 54.928316 l
+364.299009 59.483337 l
+364.31986 65.301268 l
+364.382321 57.821052 l
+364.403111 59.842933 l
+364.423887 60.260827 l
+364.444647 59.443669 l
+364.465393 54.671755 l
+364.50684 59.459144 l
+364.527541 57.203948 l
+364.548227 62.288054 l
+364.568899 56.606617 l
+364.630825 56.707199 l
+364.651438 56.65828 l
+364.733742 60.405367 l
+364.754282 59.171351 l
+364.815813 62.147398 l
+364.877214 57.209788 l
+364.897651 62.998184 l
+364.979259 60.880405 l
+364.999625 55.759204 l
+365.080946 58.034473 l
+365.202501 65.194622 l
+365.22271 57.752656 l
+365.323547 59.44944 l
+365.343672 59.718641 l
+365.363783 63.125992 l
+365.38388 56.729146 l
+365.444088 59.355558 l
+365.524171 58.552411 l
+365.564129 62.550364 l
+365.643881 56.246045 l
+365.683675 58.636609 l
+365.763098 59.964309 l
+365.723414 57.887072 l
+365.78292 58.953244 l
+365.802728 56.907629 l
+365.881826 59.090845 l
+365.941007 61.821084 l
+366.000068 60.699573 l
+366.019728 61.437233 l
+366.059009 59.62298 l
+366.156977 55.572008 l
+366.176531 61.504965 l
+366.235113 54.62677 l
+366.274102 58.590448 l
+366.293577 55.990772 l
+366.313039 59.818316 l
+366.371346 59.25576 l
+366.390756 58.7593 l
+366.410152 61.342818 l
+366.468264 56.74121 l
+366.50694 59.830186 l
+366.545565 58.130074 l
+366.62266 58.73258 l
+366.680347 65.568828 l
+366.699551 91.194427 l
+366.776237 58.443635 l
+366.814504 55.92898 l
+366.87181 59.835593 l
+366.890887 56.957797 l
+366.909951 56.992535 l
+366.929003 61.110637 l
+367.024074 59.847792 l
+367.080966 54.905535 l
+367.118833 59.610737 l
+367.15665 53.990915 l
+367.232136 63.615082 l
+367.344997 55.848221 l
+367.363764 58.938231 l
+367.457419 60.889943 l
+367.438712 58.063338 l
+367.476114 60.741599 l
+367.569406 54.873435 l
+367.588029 58.175108 l
+367.625238 58.076561 l
+367.643824 57.220781 l
+367.662399 61.801959 l
+367.680962 54.575634 l
+367.755094 58.684101 l
+367.773597 58.960894 l
+367.810568 58.316525 l
+367.829036 57.079054 l
+367.847492 62.095522 l
+367.90279 58.148973 l
+367.994719 56.703297 l
+368.01307 62.273292 l
+368.086357 57.440295 l
+368.1412 58.697281 l
+368.159458 61.595243 l
+368.214164 56.651596 l
+368.232376 60.483926 l
+368.250577 56.482967 l
+368.268766 60.847085 l
+368.359541 56.76918 l
+368.41387 61.078417 l
+368.450032 59.283724 l
+368.468097 56.01842 l
+368.540241 60.728772 l
+368.576246 57.719926 l
+368.648122 60.835807 l
+368.666063 60.023687 l
+368.701912 56.776247 l
+368.71982 60.53825 l
+368.773477 58.820209 l
+368.844865 61.334896 l
+368.827034 57.620775 l
+368.862684 58.018886 l
+368.898291 56.78821 l
+368.969372 55.135359 l
+369.004847 60.885879 l
+369.057978 55.622879 l
+369.040279 61.375608 l
+369.111012 57.913113 l
+369.146314 63.652117 l
+369.181573 56.56085 l
+369.21679 57.08496 l
+369.287093 61.374927 l
+369.339709 60.176861 l
+369.374734 61.293723 l
+369.479553 55.053946 l
+369.618723 61.532727 l
+369.774494 54.940251 l
+369.877877 54.163678 l
+369.895072 59.475607 l
+369.912257 59.450452 l
+369.929431 59.99916 l
+369.980893 55.295288 l
+370.032263 55.364976 l
+370.134731 60.677079 l
+370.151774 58.804126 l
+370.25382 62.872404 l
+370.185829 57.03005 l
+370.270792 62.601078 l
+370.355507 54.890294 l
+370.389324 58.800909 l
+370.406217 60.303809 l
+370.439975 56.233221 l
+370.473693 57.531609 l
+370.490537 57.010928 l
+370.507371 58.701757 l
+370.524196 57.917303 l
+370.557816 61.317132 l
+370.624939 56.084867 l
+370.641696 60.206696 l
+370.658443 56.558833 l
+370.708625 63.32913 l
+370.742031 60.594685 l
+370.792069 58.353769 l
+370.775399 61.352711 l
+370.825379 61.04822 l
+370.875273 61.50836 l
+370.908488 57.743541 l
+370.974803 58.700608 l
+370.991358 62.373434 l
+371.007904 58.519644 l
+371.090491 61.912404 l
+371.10698 58.162573 l
+371.172842 63.281397 l
+371.189284 58.665152 l
+371.222141 61.691651 l
+371.238555 58.311196 l
+371.287742 59.167361 l
+371.304119 58.855438 l
+371.353195 64.758821 l
+371.385866 60.073883 l
+371.451097 55.478732 l
+371.483658 63.356337 l
+371.564899 54.700467 l
+371.613535 59.697216 l
+371.694413 62.177959 l
+371.645913 58.171712 l
+371.710561 58.341566 l
+371.758953 61.513272 l
+371.742831 58.226628 l
+371.823349 60.06295 l
+371.903644 60.627931 l
+371.951714 56.405037 l
+371.983716 60.532508 l
+372.079511 58.885577 l
+372.095446 58.83601 l
+372.159099 61.487309 l
+372.190873 58.747472 l
+372.206747 57.16693 l
+372.254316 61.685253 l
+372.270155 61.00125 l
+372.285986 61.968759 l
+372.301807 58.447169 l
+372.349221 60.880705 l
+372.412318 55.628192 l
+372.443815 59.78979 l
+372.459551 61.781886 l
+372.475278 55.648307 l
+372.538101 57.903927 l
+372.569462 57.062521 l
+372.585129 57.289375 l
+372.600789 61.259824 l
+372.678957 57.271734 l
+372.694565 59.440164 l
+372.725757 57.542331 l
+372.772481 61.825601 l
+372.912203 73.576105 l
+372.927686 73.413657 l
+372.943161 74.485633 l
+372.958627 69.28828 l
+373.097455 54.927319 l
+373.23562 63.53467 l
+373.327365 56.117304 l
+373.342627 61.168638 l
+373.418819 65.560367 l
+373.44924 61.555143 l
+373.494811 58.12803 l
+373.479629 61.760874 l
+373.525152 58.600192 l
+373.540311 65.492683 l
+373.631096 57.695883 l
+373.646199 62.838066 l
+373.751701 61.251583 l
+373.766741 57.500209 l
+373.826825 62.883639 l
+373.85682 62.147913 l
+373.901754 64.505902 l
+373.961558 56.827587 l
+373.97649 64.187741 l
+374.080796 61.731201 l
+374.125384 62.362339 l
+374.155071 59.056256 l
+374.24395 57.216702 l
+374.258737 62.925503 l
+374.347299 59.32696 l
+374.362033 59.827132 l
+374.376759 61.410498 l
+374.40619 57.279514 l
+374.464961 61.219496 l
+374.611369 57.526209 l
+374.727964 62.626327 l
+374.640562 55.008932 l
+374.742506 60.897531 l
+374.786086 56.396673 l
+374.800598 63.153297 l
+374.844092 60.190974 l
+374.873051 59.697304 l
+374.887519 61.696859 l
+374.930882 57.47626 l
+374.988598 58.424249 l
+375.060582 65.263164 l
+375.089325 60.932868 l
+375.132387 61.288853 l
+375.204014 55.143472 l
+375.218318 62.054776 l
+375.318249 57.64866 l
+375.360972 61.48154 l
+375.346738 56.700141 l
+375.432036 59.285811 l
+375.488762 60.80204 l
+375.502926 55.917595 l
+375.517083 58.592498 l
+375.531233 58.145263 l
+375.545377 59.515136 l
+375.573642 59.249217 l
+375.630092 63.200376 l
+375.601881 58.583903 l
+375.672356 61.658909 l
+375.686431 58.796944 l
+375.728613 68.748989 l
+375.798781 95.209741 l
+375.8408 75.515744 l
+375.980425 54.514845 l
+376.036087 60.799072 l
+376.091642 60.05003 l
+376.119379 53.707677 l
+376.188607 61.803248 l
+376.202432 58.732888 l
+376.271462 61.410274 l
+376.285248 58.016699 l
+376.340327 56.187775 l
+376.3128 60.293225 l
+376.381567 59.845451 l
+376.450171 58.029842 l
+376.436463 60.175037 l
+376.504937 59.382864 l
+376.518612 59.455046 l
+376.614159 54.873589 l
+376.627783 56.136035 l
+376.655012 55.445796 l
+376.75011 61.873027 l
+376.831374 52.08949 l
+376.871921 56.624011 l
+376.96631 56.386277 l
+376.993222 60.117627 l
+377.033543 55.377529 l
+377.10062 58.132195 l
+377.140791 59.354134 l
+377.154169 57.513157 l
+377.167541 54.144532 l
+377.180907 61.392903 l
+377.260972 56.293946 l
+377.314226 59.271095 l
+377.367382 56.48006 l
+377.407186 55.451566 l
+377.526267 60.411921 l
+377.539468 54.394684 l
+377.644861 56.14277 l
+377.658008 59.990436 l
+377.749871 57.357344 l
+377.802233 55.673787 l
+377.815309 59.508062 l
+377.854501 58.029672 l
+377.8806 60.415357 l
+377.945743 62.16593 l
+377.906675 56.506604 l
+377.958754 61.028266 l
+377.97176 55.540655 l
+377.997753 62.030852 l
+378.062633 60.947335 l
+378.075592 62.587906 l
+378.088545 56.247913 l
+378.114433 59.697748 l
+378.127368 54.807931 l
+378.16614 61.886434 l
+378.217755 60.491504 l
+378.32071 60.762134 l
+378.333554 54.317074 l
+378.436098 134.163627 l
+378.474458 68.822521 l
+378.601961 58.114879 l
+378.500004 69.988444 l
+378.627394 58.838388 l
+378.678193 61.961939 l
+378.652805 58.416715 l
+378.728903 58.944923 l
+378.779525 54.248953 l
+378.842678 57.720617 l
+378.943436 60.814248 l
+378.905693 57.36839 l
+378.956006 58.483663 l
+379.018775 60.996516 l
+379.043845 57.776079 l
+379.093919 56.351537 l
+379.131418 59.038241 l
+379.143906 61.574796 l
+379.15639 55.324639 l
+379.231177 60.661416 l
+379.256063 57.203682 l
+379.342997 59.358183 l
+379.442031 57.32345 l
+379.392556 60.454232 l
+379.466737 57.556366 l
+379.479081 60.57118 l
+379.528408 56.894355 l
+379.577651 59.739275 l
+379.602241 55.86083 l
+379.614529 59.820949 l
+379.639087 56.996678 l
+379.651359 60.999431 l
+379.749345 59.38366 l
+379.786004 54.096205 l
+379.810418 61.477475 l
+379.847 54.698959 l
+379.944326 62.014808 l
+379.968607 60.990221 l
+380.017107 56.696135 l
+380.065526 63.020834 l
+380.089705 57.475196 l
+380.101787 57.384088 l
+380.113864 62.535633 l
+380.198261 57.220962 l
+380.210298 59.026803 l
+380.318404 54.510263 l
+380.306412 60.748187 l
+380.33039 56.168558 l
+380.354349 61.858722 l
+380.426107 60.533653 l
+380.438049 54.479041 l
+380.449987 62.433554 l
+380.533411 58.870562 l
+380.545309 58.824796 l
+380.557202 55.43463 l
+380.604726 61.32581 l
+380.652172 57.088694 l
+380.664022 57.431356 l
+380.841182 111.274111 l
+380.711371 57.169877 l
+380.876485 98.293004 l
+380.970414 56.599231 l
+381.017265 59.487494 l
+381.028966 59.705083 l
+381.040662 59.442 l
+381.052353 59.629883 l
+381.075722 54.475423 l
+381.110739 60.94892 l
+381.157363 54.688086 l
+381.238775 62.983808 l
+381.273596 62.348737 l
+381.377808 56.702874 l
+381.389364 61.118157 l
+381.435541 56.187195 l
+381.481645 62.34662 l
+381.50467 57.891069 l
+381.596585 64.351577 l
+381.562151 57.6613 l
+381.608054 60.695051 l
+381.676772 63.566598 l
+381.733913 57.026356 l
+381.836482 62.049064 l
+381.790941 55.842807 l
+381.847856 59.288627 l
+381.859226 59.689447 l
+381.870591 57.174853 l
+381.893309 58.382773 l
+381.904661 54.561598 l
+381.93869 60.667195 l
+382.006628 56.701157 l
+382.085688 61.954855 l
+382.119504 58.529842 l
+382.153282 62.012575 l
+382.175778 56.24742 l
+382.287998 63.086513 l
+382.321579 59.042959 l
+382.31039 63.428774 l
+382.377462 62.567667 l
+382.388625 65.792045 l
+382.455516 58.292041 l
+382.46665 59.572498 l
+382.511141 55.595452 l
+382.488904 61.694325 l
+382.577749 58.458493 l
+382.588836 57.000089 l
+382.610996 61.921442 l
+382.666323 60.659312 l
+382.765645 54.948848 l
+382.820677 59.025089 l
+382.864627 61.523885 l
+382.853646 58.31203 l
+382.919472 59.77269 l
+382.930428 54.538855 l
+383.028849 59.846787 l
+383.039764 58.753725 l
+383.072484 70.587941 l
+383.148689 62.799895 l
+383.181286 54.870194 l
+383.235534 62.967509 l
+383.268034 59.380524 l
+383.332924 61.409417 l
+383.322119 59.118252 l
+383.365315 60.816298 l
+383.376104 58.188076 l
+383.429988 62.630287 l
+383.483772 58.953507 l
+383.515994 61.489416 l
+383.505257 58.491484 l
+383.580331 59.297957 l
+383.655211 62.057565 l
+383.687243 55.754282 l
+383.751201 61.231648 l
+383.804392 60.16082 l
+383.921068 56.765304 l
+383.857485 61.437958 l
+383.931651 57.543897 l
+384.037275 63.343311 l
+384.089943 56.361951 l
+384.110983 63.605337 l
+384.153018 58.920256 l
+384.174012 62.242437 l
+384.215955 57.573069 l
+384.257838 59.686534 l
+384.351852 56.639952 l
+384.278756 62.387532 l
+384.362279 57.147754 l
+384.424764 63.695547 l
+384.476732 60.719918 l
+384.487114 58.000874 l
+384.570039 61.325566 l
+384.590733 58.721873 l
+384.642403 62.120287 l
+384.693982 55.20947 l
+384.817396 64.177259 l
+384.858417 54.691673 l
+384.940286 57.835316 l
+385.021924 60.470818 l
+384.991337 55.528888 l
+385.042297 58.84799 l
+385.123648 54.003429 l
+385.14395 59.918205 l
+385.184511 63.417637 l
+385.194643 53.826432 l
+385.235133 57.961607 l
+385.315944 55.079356 l
+385.265464 61.015904 l
+385.336112 58.407555 l
+385.406588 62.052715 l
+385.426692 56.498222 l
+385.446783 59.947833 l
+385.51699 56.740456 l
+385.496948 61.333903 l
+385.557032 57.01757 l
+385.597018 56.548468 l
+385.686787 63.376929 l
+385.766348 55.963551 l
+385.726595 64.786869 l
+385.796127 57.81497 l
+385.815963 57.234293 l
+385.875388 62.979872 l
+385.835785 56.67743 l
+385.924817 58.57228 l
+386.013575 60.532179 l
+385.97416 55.908483 l
+386.033262 59.744805 l
+386.072597 58.176565 l
+386.092244 61.767354 l
+386.111877 59.650696 l
+386.121689 61.847702 l
+386.131498 55.476416 l
+386.219626 60.674039 l
+386.239173 62.040805 l
+386.248942 64.679769 l
+386.258708 57.456197 l
+386.336713 58.834581 l
+386.375637 55.155206 l
+386.424219 61.244082 l
+386.443629 59.694632 l
+386.511461 54.841421 l
+386.472719 62.684327 l
+386.540483 57.927383 l
+386.559815 60.912255 l
+386.617734 56.567221 l
+386.64665 57.910531 l
+386.685159 55.918225 l
+386.675537 60.821447 l
+386.733225 59.745451 l
+386.742828 60.589725 l
+386.752428 74.751906 l
+386.771619 53.002281 l
+386.848256 60.532576 l
+386.953301 54.154018 l
+386.867383 60.977347 l
+386.962832 59.198865 l
+386.991405 57.065324 l
+387.029459 60.528189 l
+387.086446 63.239417 l
+387.114897 58.949037 l
+387.143321 61.93189 l
+387.247302 54.440404 l
+387.21898 62.7939 l
+387.275596 56.953374 l
+387.32269 56.658364 l
+387.388495 61.659405 l
+387.416651 56.977293 l
+387.407269 63.44677 l
+387.500955 57.959223 l
+387.547685 60.580025 l
+387.529002 57.951815 l
+387.61298 59.48798 l
+387.640918 57.305749 l
+387.659529 59.6019 l
+387.66883 62.47481 l
+387.761675 57.374424 l
+387.770943 56.840833 l
+387.807986 60.560891 l
+387.826489 58.009137 l
+387.872696 61.555228 l
+387.891159 56.911887 l
+387.937263 59.200179 l
+388.010877 62.914668 l
+387.974093 55.279639 l
+388.029251 58.180214 l
+388.038434 54.812938 l
+388.084305 60.978004 l
+388.139253 57.11568 l
+388.285274 62.669037 l
+388.166688 56.303239 l
+388.294376 62.518052 l
+388.348927 54.849473 l
+388.403376 58.163705 l
+388.457723 56.151583 l
+388.520998 61.927924 l
+388.629149 57.298077 l
+388.575124 66.572203 l
+388.638143 58.463598 l
+388.674093 55.547727 l
+388.745858 63.773626 l
+388.763772 56.571637 l
+388.862099 59.156932 l
+388.906682 64.237163 l
+388.87994 58.061651 l
+388.968984 58.864194 l
+388.977874 58.528152 l
+388.995644 61.591467 l
+389.004525 59.224535 l
+389.084333 64.494655 l
+389.02228 57.07481 l
+389.110887 63.845373 l
+389.163922 56.408475 l
+389.172752 63.889463 l
+389.225673 59.43073 l
+389.313661 62.346651 l
+389.278498 57.574161 l
+389.322445 58.465417 l
+389.331227 58.160007 l
+389.340005 63.416689 l
+389.392622 57.514838 l
+389.436396 58.796814 l
+389.471368 60.704298 l
+389.541185 56.871143 l
+389.636909 61.292316 l
+389.62822 55.143835 l
+389.662961 61.228263 l
+389.671639 61.099427 l
+389.749631 57.41103 l
+389.723657 62.977029 l
+389.784226 59.548977 l
+389.879151 55.720552 l
+389.810146 60.755841 l
+389.896376 58.641279 l
+390.033813 68.194406 l
+389.930797 56.256028 l
+390.050947 64.732556 l
+390.1706 54.445362 l
+390.264268 62.704256 l
+390.289761 57.762986 l
+390.323717 62.334966 l
+390.408432 60.811612 l
+390.41689 61.090247 l
+390.425346 59.638925 l
+390.492901 56.390643 l
+390.459143 61.823944 l
+390.518193 61.167621 l
+390.526619 62.530736 l
+390.543464 57.448212 l
+390.610744 61.495443 l
+390.644325 54.681497 l
+390.719741 60.441366 l
+390.728109 60.42055 l
+390.803307 55.489276 l
+390.786613 61.127902 l
+390.819991 59.184819 l
+390.82833 63.134657 l
+390.836666 57.050918 l
+390.919895 60.137632 l
+390.953119 55.347478 l
+390.936512 60.781596 l
+391.036015 58.120702 l
+391.044291 61.565435 l
+391.110418 56.916862 l
+391.143425 60.288403 l
+391.176394 57.253128 l
+391.225777 62.734897 l
+391.24222 59.722343 l
+391.324292 64.427207 l
+391.299695 57.18877 l
+391.357056 61.549911 l
+391.414303 63.378932 l
+391.422472 56.415313 l
+391.455125 60.574595 l
+391.471437 61.667777 l
+391.569121 54.344425 l
+391.658374 76.984732 l
+391.682669 67.524232 l
+391.787709 56.086106 l
+391.803835 59.284161 l
+391.83606 56.460865 l
+391.828007 62.576505 l
+391.908437 60.601435 l
+391.916468 60.611421 l
+391.97262 54.352445 l
+392.060639 56.956961 l
+392.140426 61.309139 l
+392.124486 55.34024 l
+392.172278 57.534355 l
+392.196145 55.371757 l
+392.235879 61.414223 l
+392.267627 57.663908 l
+392.299341 56.937787 l
+392.370569 61.689584 l
+392.473145 55.018488 l
+392.457388 63.45444 l
+392.48102 56.792966 l
+392.496765 58.998745 l
+392.512501 56.589238 l
+392.559657 61.341688 l
+392.614576 55.533122 l
+392.622413 59.416418 l
+392.65374 54.322167 l
+392.677213 63.316234 l
+392.724102 60.271326 l
+392.731909 60.486798 l
+392.747518 54.113622 l
+392.833215 62.711492 l
+392.840993 56.967564 l
+392.934167 62.640221 l
+392.864314 56.108112 l
+392.949666 61.079075 l
+393.027041 58.150426 l
+392.965158 64.371896 l
+393.050213 60.083555 l
+393.211901 148.094867 l
+393.065651 56.990385 l
+393.227253 95.778168 l
+393.296235 55.711128 l
+393.357415 64.600703 l
+393.395587 59.525152 l
+393.47178 61.414358 l
+393.479388 61.924865 l
+393.502201 59.281532 l
+393.517399 59.306361 l
+393.524996 55.209927 l
+393.585694 62.693275 l
+393.623566 58.133033 l
+393.631135 58.092789 l
+393.653828 56.085866 l
+393.751962 61.569812 l
+393.759497 56.501226 l
+393.842252 62.746225 l
+393.857273 57.703275 l
+393.917279 61.991819 l
+393.872286 56.089072 l
+393.962202 57.370632 l
+393.977161 58.544914 l
+393.984638 56.932214 l
+394.036919 63.76887 l
+394.021991 54.643282 l
+394.089107 59.189024 l
+394.111444 55.335885 l
+394.185777 63.060131 l
+394.1932 58.97161 l
+394.215457 63.092588 l
+394.267324 55.459243 l
+394.282126 60.778698 l
+394.289524 56.286157 l
+394.333873 62.724226 l
+394.3929 59.133745 l
+394.400269 58.717026 l
+394.407637 62.176083 l
+394.444449 61.741435 l
+394.510593 63.736466 l
+394.495907 58.197486 l
+394.525271 60.758293 l
+394.532607 56.301341 l
+394.627809 64.42233 l
+394.63512 61.940614 l
+394.65704 76.505876 l
+394.678943 120.540219 l
+394.759113 60.767124 l
+394.853574 56.530283 l
+394.79548 61.351679 l
+394.882577 59.723781 l
+394.926027 62.479675 l
+394.969412 57.450725 l
+394.99108 60.712858 l
+394.998299 60.789421 l
+395.07759 57.034157 l
+395.048782 62.833633 l
+395.106369 59.346792 l
+395.11356 59.361834 l
+395.120748 58.049811 l
+395.163842 62.129134 l
+395.199705 58.896828 l
+395.206872 65.417909 l
+395.264146 55.878888 l
+395.307027 58.597661 l
+395.321307 64.785054 l
+395.399719 56.983939 l
+395.421067 59.996764 l
+395.527573 56.544502 l
+395.463717 61.361923 l
+395.534659 56.559543 l
+395.562988 55.040965 l
+395.654864 62.392571 l
+395.725341 55.566213 l
+395.774572 57.052892 l
+395.872784 62.399798 l
+395.837747 54.59527 l
+395.886787 58.866867 l
+395.963684 53.70619 l
+395.977643 61.721172 l
+395.998569 55.785816 l
+396.082123 79.807966 l
+396.026447 55.104186 l
+396.123809 72.745821 l
+396.234681 55.597681 l
+396.24851 56.221155 l
+396.255422 62.535405 l
+396.358905 60.909843 l
+396.365791 52.619354 l
+396.407071 65.65532 l
+396.468881 59.527611 l
+396.475741 55.972281 l
+396.489455 62.282832 l
+396.571605 61.632702 l
+396.667153 59.285223 l
+396.653523 63.694918 l
+396.680777 61.70056 l
+396.755594 63.016071 l
+396.72161 56.296129 l
+396.769177 60.95226 l
+396.775965 57.332899 l
+396.843766 65.541336 l
+396.877607 60.284535 l
+396.88437 60.372195 l
+396.911408 58.204135 l
+396.951917 64.008061 l
+396.985632 59.281921 l
+396.99237 61.865309 l
+397.059666 55.853671 l
+397.093255 59.501018 l
+397.10668 61.991742 l
+397.11339 57.501046 l
+397.146917 57.631971 l
+397.153618 54.027724 l
+397.20048 66.602853 l
+397.26062 56.163231 l
+397.373877 61.955225 l
+397.380525 60.542832 l
+397.400461 56.792492 l
+397.433657 62.859967 l
+397.486692 58.830365 l
+397.533018 61.527609 l
+397.566063 57.577384 l
+397.599069 60.072902 l
+397.645216 53.463664 l
+397.66497 62.353341 l
+397.671552 62.428712 l
+397.724153 57.514869 l
+397.776658 62.924172 l
+397.783215 60.55998 l
+397.848698 61.62711 l
+397.835613 57.784146 l
+397.881384 59.978194 l
+397.940127 61.348912 l
+397.99875 57.440434 l
+398.057254 62.940169 l
+398.037766 55.744082 l
+398.109159 58.835174 l
+398.160971 55.837102 l
+398.186842 61.784857 l
+398.21269 58.219002 l
+398.27721 62.276058 l
+398.225606 56.1036 l
+398.322288 60.449223 l
+398.405819 62.010327 l
+398.437882 55.100149 l
+398.48271 76.182379 l
+398.546631 58.507925 l
+398.553015 54.5787 l
+398.597666 61.699744 l
+398.648611 60.087769 l
+398.680407 63.911245 l
+398.743892 56.608377 l
+398.750233 59.769375 l
+398.78825 55.385938 l
+398.769248 61.758134 l
+398.857817 59.526923 l
+398.883073 57.375507 l
+398.939818 61.184133 l
+398.971295 54.650067 l
+399.009022 61.306854 l
+399.052975 59.142635 l
+399.078061 62.073348 l
+399.071792 56.204105 l
+399.159441 59.068821 l
+399.184435 53.514444 l
+399.246826 60.462311 l
+399.265517 59.852247 l
+399.290419 60.649973 l
+399.27797 56.568166 l
+399.333947 59.302863 l
+399.34016 55.723279 l
+399.433194 62.165995 l
+399.439386 56.842623 l
+399.50123 63.12828 l
+399.495051 52.866215 l
+399.55061 57.204492 l
+399.593748 55.762849 l
+399.661407 60.438069 l
+399.66755 55.783785 l
+399.716648 65.766632 l
+399.771782 58.685257 l
+399.839027 61.623477 l
+399.832921 54.702436 l
+399.881738 59.247319 l
+399.887834 59.191938 l
+399.912207 62.964451 l
+399.97305 56.005488 l
+399.991277 59.860868 l
+400.051954 55.859857 l
+400.039829 65.263688 l
+400.100403 60.113706 l
+400.172926 63.837061 l
+400.130643 57.014575 l
+400.20309 59.343163 l
+400.227199 62.443496 l
+400.317429 56.771175 l
+400.335441 60.628494 l
+400.371431 55.621443 l
+400.431317 58.591883 l
+400.491078 52.242325 l
+400.514948 63.988605 l
+400.538798 57.089648 l
+400.544758 62.322138 l
+400.62212 54.599807 l
+400.65182 58.837742 l
+400.657756 58.837005 l
+400.699276 66.804246 l
+400.734818 58.14674 l
+400.752572 59.984016 l
+400.758487 55.043588 l
+400.811674 62.236122 l
+400.858869 58.250454 l
+400.894215 66.730246 l
+400.964777 58.083152 l
+401.023448 56.632409 l
+400.976521 62.19893 l
+401.041026 59.648342 l
+401.070299 62.907711 l
+401.140433 56.332394 l
+401.210398 67.311824 l
+401.233683 55.732378 l
+401.262761 59.57789 l
+401.268574 59.578246 l
+401.372995 63.320549 l
+401.31503 54.085602 l
+401.378785 60.399384 l
+401.442401 56.130069 l
+401.436623 63.003853 l
+401.494346 58.527815 l
+401.563461 63.937702 l
+401.517403 57.303946 l
+401.580714 62.074086 l
+401.586463 57.018547 l
+401.649624 64.725924 l
+401.695472 58.440484 l
+401.781243 55.088071 l
+401.724091 63.023433 l
+401.798367 57.596398 l
+401.838283 85.034664 l
+401.895211 57.146024 l
+401.900897 60.136718 l
+401.906583 55.132931 l
+401.974721 62.495504 l
+402.014395 57.175499 l
+402.031381 63.211925 l
+402.02572 55.105695 l
+402.121807 59.379549 l
+402.17818 56.235918 l
+402.200698 62.070367 l
+402.228821 56.941673 l
+402.301815 61.465133 l
+402.262533 55.691186 l
+402.341042 59.01837 l
+402.402579 55.570374 l
+402.424923 61.618969 l
+402.447251 59.203955 l
+402.497424 55.929201 l
+402.525261 62.573541 l
+402.54195 55.738942 l
+402.63634 60.580919 l
+402.730423 55.375818 l
+402.735948 62.907009 l
+402.741471 57.44948 l
+402.746994 61.881044 l
+402.785623 55.902017 l
+402.851725 58.587875 l
+402.928653 87.419522 l
+402.945112 146.496521 l
+403.027262 58.835487 l
+403.125535 62.513945 l
+403.103725 56.606035 l
+403.141881 60.864524 l
+403.239767 53.678955 l
+403.20174 61.862884 l
+403.261474 54.156848 l
+403.277744 62.485761 l
+403.364363 53.132575 l
+403.375172 57.626547 l
+403.418368 61.213098 l
+403.445333 54.209628 l
+403.483041 56.093465 l
+403.585146 60.525124 l
+403.579781 55.303055 l
+403.595873 58.205381 l
+403.686891 56.153666 l
+403.622673 62.365294 l
+403.692237 58.680998 l
+403.702924 60.112818 l
+403.708266 55.106908 l
+403.782953 59.075651 l
+403.852133 54.681926 l
+403.820224 60.989025 l
+403.894623 58.731919 l
+403.937051 56.520883 l
+403.92645 63.931851 l
+403.968831 62.85272 l
+403.989999 80.24696 l
+404.005864 116.243624 l
+404.074514 57.059418 l
+404.090333 59.944107 l
+404.195573 61.163148 l
+404.200825 54.720744 l
+404.284728 62.64096 l
+404.310897 54.884038 l
+404.425763 63.978735 l
+404.5246 55.14678 l
+404.540175 56.224155 l
+404.60757 54.243568 l
+404.612748 61.830259 l
+404.63345 56.178384 l
+404.664474 62.149965 l
+404.695466 54.973111 l
+404.741891 60.142893 l
+404.82938 54.22368 l
+404.849927 57.778006 l
+404.901232 61.396695 l
+404.921728 53.945784 l
+404.952445 54.934719 l
+404.957562 54.502376 l
+404.962677 58.621932 l
+404.98313 55.538882 l
+405.029096 73.993594 l
+405.095363 57.34209 l
+405.100454 56.851084 l
+405.136067 63.070134 l
+405.161478 59.608907 l
+405.237578 63.038894 l
+405.252774 55.184376 l
+405.273023 60.949201 l
+405.308424 54.540458 l
+405.293257 63.083363 l
+405.379097 60.781579 l
+405.399258 54.97458 l
+405.449598 64.005282 l
+405.454627 55.164095 l
+405.560039 60.647095 l
+405.575067 54.455725 l
+405.605099 61.987048 l
+405.670061 61.32987 l
+405.784637 56.598748 l
+405.680042 63.384261 l
+405.789609 58.074518 l
+405.849198 70.499797 l
+405.809485 56.813223 l
+405.898762 59.341179 l
+405.92846 57.030924 l
+405.982827 61.66098 l
+406.012438 64.946452 l
+405.9927 58.788073 l
+406.061724 59.084894 l
+406.101092 56.054108 l
+406.120756 62.743286 l
+406.169857 59.404504 l
+406.204179 62.544934 l
+406.243353 56.566995 l
+406.253139 58.449336 l
+406.306899 53.114013 l
+406.277588 60.768722 l
+406.365434 57.388039 l
+406.448155 61.80218 l
+406.384919 55.298968 l
+406.477294 60.557553 l
+406.579052 54.778638 l
+406.491853 63.613061 l
+406.588724 56.608796 l
+406.651517 63.849224 l
+406.685272 53.82384 l
+406.694909 59.965988 l
+406.767085 53.491587 l
+406.800706 60.795139 l
+406.810305 73.949378 l
+406.872619 54.450865 l
+406.9109 60.323855 l
+406.930021 54.589934 l
+406.98254 63.206179 l
+407.020675 55.817072 l
+407.082538 61.592973 l
+407.039724 52.850218 l
+407.134781 57.428413 l
+407.139526 57.548012 l
+407.215335 62.232111 l
+407.158496 56.461938 l
+407.253165 59.863537 l
+407.281505 53.381963 l
+407.314533 60.357332 l
+407.352234 57.514575 l
+407.356943 62.132122 l
+407.418092 53.154247 l
+407.460351 58.594255 l
+407.502547 54.851319 l
+407.540004 61.118456 l
+407.568065 59.237422 l
+407.619439 54.540861 l
+407.582085 61.209049 l
+407.666063 60.556411 l
+407.670722 60.709352 l
+407.675379 58.407645 l
+407.680036 58.4324 l
+407.782297 54.706903 l
+407.740507 70.226577 l
+407.791576 57.146983 l
+407.874949 61.939893 l
+407.837924 53.994916 l
+407.898066 61.084042 l
+407.971916 55.107276 l
+408.013373 56.840983 l
+408.068558 62.876001 l
+408.105289 55.217938 l
+408.123638 58.799263 l
+408.151138 61.826315 l
+408.164879 55.035716 l
+408.224345 57.882778 l
+408.228915 53.571004 l
+408.297368 61.094445 l
+408.33381 58.127641 l
+408.383843 61.385556 l
+408.374753 55.57805 l
+408.429253 57.422949 l
+408.43379 55.884742 l
+408.48818 72.284886 l
+408.533426 59.500057 l
+408.578602 54.141823 l
+408.64173 63.502944 l
+408.713707 55.760528 l
+408.754116 59.600563 l
+408.763089 61.615808 l
+408.825816 56.761748 l
+408.848185 61.158018 l
+408.852657 54.75291 l
+408.892872 62.702419 l
+408.955319 57.893678 l
+409.013185 62.177404 l
+408.973136 54.098161 l
+409.066497 60.193439 l
+409.172827 54.37697 l
+409.101983 62.593371 l
+409.18167 57.687536 l
+409.269954 61.996157 l
+409.287578 56.12347 l
+409.296386 59.696979 l
+409.318395 56.138432 l
+409.353574 75.234312 l
+409.357969 83.10579 l
+409.428189 56.296581 l
+409.450097 56.848074 l
+409.489492 53.421223 l
+409.498239 62.651559 l
+409.5463 56.237897 l
+409.66393 62.70171 l
+409.624773 53.225176 l
+409.668278 62.653481 l
+409.768091 53.156594 l
+409.781085 59.032321 l
+409.867561 62.932218 l
+409.815706 55.357537 l
+409.884825 60.140087 l
+409.88914 54.392396 l
+409.902079 62.081236 l
+409.996792 57.095828 l
+410.091197 61.783592 l
+410.074055 54.783019 l
+410.108328 59.964271 l
+410.17248 56.753122 l
+410.198102 65.247752 l
+410.21517 124.914231 l
+410.291852 56.621738 l
+410.304613 60.955896 l
+410.419207 55.789475 l
+410.381059 63.018955 l
+410.423442 57.297607 l
+410.495351 61.915328 l
+410.4869 55.296867 l
+410.533348 59.414518 l
+410.596566 53.892809 l
+410.621814 60.844709 l
+410.642838 55.751204 l
+410.743539 62.322589 l
+410.668046 54.753583 l
+410.756102 60.920901 l
+410.860583 53.664891 l
+410.789577 61.234588 l
+410.873095 57.446306 l
+410.893937 62.352077 l
+410.931414 55.135757 l
+410.981309 58.243509 l
+410.985463 56.214175 l
+411.031118 75.335082 l
+411.043557 122.556213 l
+411.130479 56.250124 l
+411.134611 58.975237 l
+411.155266 53.673486 l
+411.159395 62.445924 l
+411.233618 59.078988 l
+411.262432 63.472339 l
+411.328183 56.650249 l
+411.340495 60.216306 l
+411.418348 53.878318 l
+411.446978 60.91236 l
+411.459239 55.607192 l
+411.495992 55.454152 l
+411.573428 61.262105 l
+411.646598 54.872417 l
+411.691222 57.000801 l
+411.772181 61.217208 l
+411.776223 54.94554 l
+411.800463 57.809957 l
+411.848883 74.417585 l
+411.88917 57.058864 l
+411.92136 59.396832 l
+412.013707 57.050986 l
+411.997668 62.965901 l
+412.029737 58.970072 l
+412.053766 63.806109 l
+412.117745 54.753303 l
+412.13771 58.532137 l
+412.181583 56.516676 l
+412.15766 62.786963 l
+412.205486 60.219363 l
+412.209468 62.503196 l
+412.253233 54.113933 l
+412.308838 58.693111 l
+412.328671 55.380713 l
+412.340565 61.501804 l
+412.411822 57.899648 l
+412.498677 65.55671 l
+412.435536 54.037023 l
+412.518381 59.864812 l
+412.52232 51.148695 l
+412.616697 66.305027 l
+412.624548 61.634075 l
+412.628473 67.001453 l
+412.730328 55.480191 l
+412.765502 63.203507 l
+412.843513 58.218696 l
+412.952377 61.906896 l
+412.909658 56.078346 l
+412.956258 61.891156 l
+413.041496 55.429869 l
+413.014402 62.348778 l
+413.07243 57.968948 l
+413.138054 64.109977 l
+413.091746 56.620417 l
+413.184287 60.709666 l
+413.265019 72.056552 l
+413.199682 52.005711 l
+413.284207 59.901835 l
+413.341697 54.127712 l
+413.368486 61.861988 l
+413.391429 61.047339 l
+413.395251 61.430999 l
+413.410533 55.912054 l
+413.471585 60.72981 l
+413.479207 53.850335 l
+413.521094 63.248819 l
+413.581913 57.306112 l
+413.616067 61.364817 l
+413.635024 54.696182 l
+413.638182 59.097838 l
 stroke
 grestore
 0.800 setlinewidth
@@ -10362,42 +5097,42 @@ grestore
 [] 0 setdash
 0.000 setgray
 gsave
-28.42 43.2 m
-28.42 204.48 l
+33.64 43.2 m
+33.64 201.24 l
 stroke
 grestore
 gsave
-417.015 43.2 m
-417.015 204.48 l
+413.28 43.2 m
+413.28 201.24 l
 stroke
 grestore
 gsave
-28.42 43.2 m
-417.015 43.2 l
+33.64 43.2 m
+413.28 43.2 l
 stroke
 grestore
 gsave
-28.42 204.48 m
-417.015 204.48 l
+33.64 201.24 m
+413.28 201.24 l
 stroke
 grestore
 gsave
-266.154523 172.640217 m
-297.107648 172.640217 l
-297.107648 188.390217 l
-266.154523 188.390217 l
+316.155463 153.110175 m
+352.827338 153.110175 l
+352.827338 170.78205 l
+316.155463 170.78205 l
 cl
 1.000 setgray
 fill
 grestore
 gsave
-270.154523 178.312092 translate
+320.155463 159.188300 translate
 0.000000 rotate
 0.000000 0.000000 m /five glyphshow
-5.089844 0.000000 m /zero glyphshow
-10.179688 0.000000 m /space glyphshow
-12.722656 0.000000 m /H glyphshow
-18.738281 0.000000 m /z glyphshow
+6.362305 0.000000 m /zero glyphshow
+12.724609 0.000000 m /space glyphshow
+15.903320 0.000000 m /H glyphshow
+23.422852 0.000000 m /z glyphshow
 grestore
 
 end
diff --git a/lab-windows/gps_clock_jitter_analysis.ipynb b/lab-windows/gps_clock_jitter_analysis.ipynb
new file mode 100644
index 0000000..fbd540a
--- /dev/null
+++ b/lab-windows/gps_clock_jitter_analysis.ipynb
@@ -0,0 +1,153 @@
+{
+ "cells": [
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import math\n",
+    "import sqlite3\n",
+    "import struct\n",
+    "import datetime\n",
+    "import scipy.fftpack\n",
+    "from scipy import signal as sig\n",
+    "from scipy import optimize as opt\n",
+    "\n",
+    "import matplotlib\n",
+    "from matplotlib import pyplot as plt\n",
+    "from matplotlib import patches\n",
+    "import numpy as np\n",
+    "from scipy import signal, optimize\n",
+    "from tqdm.notebook import tnrange, tqdm"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "%matplotlib widget"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "db = sqlite3.connect('data/waveform_1pps_debug.sqlite3')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Run 000: 2020-03-31 16:58:00 - 2020-03-31 16:58:36 (  0:00:36.029,     36512sp)\n",
+      "Run 001: 2020-03-31 16:58:51 - 2020-03-31 17:05:19 (  0:06:27.729,    392608sp)\n",
+      "Run 002: 2020-03-31 17:07:02 - 2020-03-31 17:41:34 (  0:34:32.105,     37024sp)\n",
+      "Run 003: 2020-03-31 18:50:05 - 2020-03-31 18:50:43 (  0:00:37.576,     38048sp)\n",
+      "Run 004: 2020-03-31 18:54:08 - 2020-03-31 19:14:32 (  0:20:24.104,   1239424sp)\n"
+     ]
+    }
+   ],
+   "source": [
+    "for run_id, start, end, count in db.execute('SELECT run_id, MIN(rx_ts), MAX(rx_ts), COUNT(*) FROM measurements GROUP BY run_id'):\n",
+    "    foo = lambda x: datetime.datetime.fromtimestamp(x/1000)\n",
+    "    start, end = foo(start), foo(end)\n",
+    "    print(f'Run {run_id:03d}: {start:%Y-%m-%d %H:%M:%S} - {end:%Y-%m-%d %H:%M:%S} ({str(end-start)[:-3]:>13}, {count*32:>9d}sp)')\n",
+    "last_run, n_records = run_id, count\n",
+    "sampling_rate = 1000.0"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 17,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "2712791d61b549ecb531f886d88e1d54",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "The PostScript backend does not support transparency; partially transparent artists will be rendered opaque.\n"
+     ]
+    }
+   ],
+   "source": [
+    "histogram = np.array(db.execute('SELECT gps_1pps, COUNT(*) FROM measurements WHERE gps_1pps != -1 AND run_id = ? GROUP BY gps_1pps', (last_run,)).fetchall())\n",
+    "hist_plot = histogram.astype(float)[1:-1]\n",
+    "hist_plot[:, 0] *= 2 / 5 * 2\n",
+    "hist_plot[:, 1] /= (1000 / 32)\n",
+    "\n",
+    "f_nom = 19.440e6\n",
+    "\n",
+    "font = {'family' : 'normal',\n",
+    "        'weight' : 'normal',\n",
+    "        'size'   : 10}\n",
+    "matplotlib.rc('font', **font)\n",
+    "fig, ax = plt.subplots(figsize=(5, 4))\n",
+    "ax.grid()\n",
+    "# We have a bug that causes our measurements to occassionally be out by +/- 65534 counts. For now, fix this by simply throwing away these (very obviously invalid) bins.\n",
+    "ax.bar(hist_plot[:,0] - f_nom , hist_plot[:, 1])\n",
+    "\n",
+    "def gauss(x, *p):\n",
+    "    A, mu, sigma = p\n",
+    "    return A*np.exp(-(x-mu)**2/(2.*sigma**2))\n",
+    "\n",
+    "gauss_x = np.linspace(np.min(hist_plot[:,0]), np.max(hist_plot[:,0]), 10000)\n",
+    "coeff, var_matrix = opt.curve_fit(gauss, hist_plot[:,0], hist_plot[:,1], p0=[np.max(hist_plot[:,1]), np.mean(hist_plot[:,0]), 1])\n",
+    "hist_fit = gauss(gauss_x, *coeff)\n",
+    "ax.plot(gauss_x - f_nom, hist_fit, color='orange')\n",
+    "_A, mu, sigma = coeff\n",
+    "bbox_props = dict(fc='white', alpha=0.8, ec='none')\n",
+    "ax.annotate(f'σ² = {sigma**2 * 1e3:.1f} mHz ({sigma**2 / f_nom * 1e9:.2f} ppb)\\nμ = {mu-f_nom:+.1f} Hz ({(mu-f_nom)/f_nom * 1e6:+.2f} ppm)', xy=[0.6, 0.5], xycoords='figure fraction', bbox=bbox_props)\n",
+    "ax.set_xlabel('$f - f_{nom}$ [Hz]')\n",
+    "ax.set_ylabel('# observations')\n",
+    "\n",
+    "#ax.set_title('OCXO frequency derivation relative to GPS 1pps')\n",
+    "fig.savefig('fig_out/ocxo_freq_stability.eps', format='eps')"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "labenv",
+   "language": "python",
+   "name": "labenv"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/lab-windows/grid_freq_estimation.ipynb b/lab-windows/grid_freq_estimation.ipynb
new file mode 100644
index 0000000..d097a8b
--- /dev/null
+++ b/lab-windows/grid_freq_estimation.ipynb
@@ -0,0 +1,502 @@
+{
+ "cells": [
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Setup\n",
+    "## Import required packages"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 1,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "import math\n",
+    "import sqlite3\n",
+    "import struct\n",
+    "import datetime\n",
+    "import scipy.fftpack\n",
+    "from scipy import signal as sig\n",
+    "\n",
+    "import matplotlib\n",
+    "from matplotlib import pyplot as plt\n",
+    "from matplotlib import patches\n",
+    "import numpy as np\n",
+    "from scipy import signal, optimize\n",
+    "from tqdm.notebook import tnrange, tqdm\n",
+    "from IPython.display import set_matplotlib_formats"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 2,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "%matplotlib inline\n",
+    "set_matplotlib_formats('png', 'pdf')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Load data series information from sqlite capture file\n",
+    "\n",
+    "One capture file may contain multiple runs/data series. Display a list of runs and their start/end time and sample count, then select the newest one in `last_run` variable."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 3,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "db = sqlite3.connect('data/waveform-raspi-ocxo-2.sqlite3')"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 4,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Run 000: 2020-04-01 14:00:25 - 2020-04-01 15:09:31 (  1:09:05.846,   4197664sp)\n",
+      "Run 001: 2020-04-02 11:56:41 - 2020-04-02 11:57:59 (  0:01:18.544,     79552sp)\n",
+      "Run 002: 2020-04-02 12:03:51 - 2020-04-02 12:12:54 (  0:09:03.033,    549792sp)\n"
+     ]
+    }
+   ],
+   "source": [
+    "for run_id, start, end, count in db.execute('SELECT run_id, MIN(rx_ts), MAX(rx_ts), COUNT(*) FROM measurements GROUP BY run_id'):\n",
+    "    foo = lambda x: datetime.datetime.fromtimestamp(x/1000)\n",
+    "    start, end = foo(start), foo(end)\n",
+    "    print(f'Run {run_id:03d}: {start:%Y-%m-%d %H:%M:%S} - {end:%Y-%m-%d %H:%M:%S} ({str(end-start)[:-3]:>13}, {count*32:>9d}sp)')\n",
+    "last_run, n_records = run_id, count"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Setup analog parameters\n",
+    "\n",
+    "Setup parameters of analog capture hardware here. This is used to scale samples from ADC counts to analog voltages. Also setup sampling rate here. Nominal sampling rate is 1 ksps."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 5,
+   "metadata": {},
+   "outputs": [],
+   "source": [
+    "sampling_rate = 1000.0 * 48.6 / 48\n",
+    "\n",
+    "par = lambda *rs: 1/sum(1/r for r in rs) # resistor parallel calculation\n",
+    "\n",
+    "# Note: These are for the first prototype only!\n",
+    "vmeas_source_impedance = 330e3\n",
+    "vmeas_source_scale = 0.5\n",
+    "\n",
+    "vcc = 15.0\n",
+    "vmeas_div_high = 27e3\n",
+    "vmeas_div_low = par(4.7e3, 10e3)\n",
+    "vmeas_div_voltage = vcc * vmeas_div_low / (vmeas_div_high + vmeas_div_low)\n",
+    "vmeas_div_impedance = par(vmeas_div_high, vmeas_div_low)\n",
+    "\n",
+    "#vmeas_overall_factor = vmeas_div_impedance / (vmeas_source_impedance + vmeas_div_impedance)\n",
+    "v0 = 1.5746\n",
+    "v100 = 2.004\n",
+    "vn100 = 1.1452\n",
+    "\n",
+    "adc_vcc = 3.3 # V\n",
+    "adc_fullscale = 4095\n",
+    "\n",
+    "adc_val_to_voltage_factor = 1/adc_fullscale * adc_vcc\n",
+    "\n",
+    "adc_count_to_vmeas = lambda x: (x*adc_val_to_voltage_factor - v0) / (v100-v0) * 100"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Load run data from sqlite3 capture file\n",
+    "\n",
+    "Load measurement data for the selected run and assemble a numpy array containing one continuous trace. "
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 6,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "c73335ab0f9c46fdb25276ab31068baf",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "HBox(children=(FloatProgress(value=0.0, max=17181.0), HTML(value='')))"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n",
+      "RMS voltage: 228.5564548966498\n"
+     ]
+    }
+   ],
+   "source": [
+    "limit = n_records\n",
+    "record_size = 32\n",
+    "skip_dropped_sections = False\n",
+    "\n",
+    "data = np.zeros(limit*record_size)\n",
+    "data[:] = np.nan\n",
+    "\n",
+    "last_seq = None\n",
+    "write_index = 0\n",
+    "for i, (seq, chunk) in tqdm(enumerate(db.execute(\n",
+    "        'SELECT seq, data FROM measurements WHERE run_id = ? ORDER BY rx_ts LIMIT ? OFFSET ?',\n",
+    "        (last_run, limit, n_records-limit))), total=n_records):\n",
+    "    \n",
+    "    if last_seq is None or seq == (last_seq + 1)%0x10000:\n",
+    "        last_seq = seq\n",
+    "        idx = write_index if skip_dropped_sections else i\n",
+    "        data[idx*record_size:(idx+1)*record_size] = np.frombuffer(chunk, dtype='<H')\n",
+    "        write_index += 1\n",
+    "        \n",
+    "    elif seq > last_seq:\n",
+    "        last_seq = seq\n",
+    "        # nans = np.empty((record_size,))\n",
+    "        # nans[:] = np.nan\n",
+    "        # data = np.append(data, nans) FIXME\n",
+    "        \n",
+    "data = (data * adc_val_to_voltage_factor - v0) / (v100-v0) * 100\n",
+    "\n",
+    "# https://stackoverflow.com/questions/6518811/interpolate-nan-values-in-a-numpy-array\n",
+    "nan_helper = lambda y: (np.isnan(y), lambda z: z.nonzero()[0])\n",
+    "\n",
+    "# data rarely may contain NaNs where the capture script failed to read and acknowledge capture buffers from the sensor board fast enough.\n",
+    "# For RMS calculation and overall FFT fill these NaNs with interpolated values from their neighbors.\n",
+    "data_not_nan = np.copy(data)\n",
+    "nans, x = nan_helper(data)\n",
+    "data_not_nan[nans]= np.interp(x(nans), x(~nans), data[~nans])\n",
+    "\n",
+    "print('RMS voltage:', np.sqrt(np.mean(np.square(data_not_nan))))"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Show a preview of loaded data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 7,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/pdf": "JVBERi0xLjQKJazcIKu6CjEgMCBvYmoKPDwgL1BhZ2VzIDIgMCBSIC9UeXBlIC9DYXRhbG9nID4+CmVuZG9iago4IDAgb2JqCjw8IC9FeHRHU3RhdGUgNCAwIFIgL0ZvbnQgMyAwIFIgL1BhdHRlcm4gNSAwIFIKL1Byb2NTZXQgWyAvUERGIC9UZXh0IC9JbWFnZUIgL0ltYWdlQyAvSW1hZ2VJIF0gL1NoYWRpbmcgNiAwIFIKL1hPYmplY3QgNyAwIFIgPj4KZW5kb2JqCjEwIDAgb2JqCjw8IC9Bbm5vdHMgWyBdIC9Db250ZW50cyA5IDAgUgovR3JvdXAgPDwgL0NTIC9EZXZpY2VSR0IgL1MgL1RyYW5zcGFyZW5jeSAvVHlwZSAvR3JvdXAgPj4KL01lZGlhQm94IFsgMCAwIDYxOS43MTI1IDQxMC44Njg3NSBdIC9QYXJlbnQgMiAwIFIgL1Jlc291cmNlcyA4IDAgUgovVHlwZSAvUGFnZSA+PgplbmRvYmoKOSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDExIDAgUiA+PgpzdHJlYW0KeJzVm1uvHcdxhd/3r5jH+EHDvl/0JkGxEgMBIolRHgTDIGhKtkJSoShaSH69v1W9L9Nzjs4md8AT2PKFbM/uqV5dtWpVdY9ffjw8+cwvP7xd3PIj//l1+W75I//758UvXy5Pvnjxt78+f/H1l58vz98eHOOvDsX3tfqQ+cvLy1+Sd2srrWYG3fS3vxwOrw+8gee/ZNIfDoec18hPQgxrTpGHNCl/9tPgy8tgbO08ePzxdog3fH94s9yZNue6ehnhc1l+frH85/J6efJZ0GLD8gdsYcFruyz54NbSne/F1ZburN57vzqbd2v4ZXRr0eGbw1fLm9PLHIu/8zKDg//n6rwh9OOfmPdzkPz18PnT5cnv/eLd8vT7Q+9r967bo76uPS9P/3z4J37Ufrc8/XH556dmykcGJ4SwpuZ3u3oZvRWca/NeAycAY0wt3UWnPyI6MUb2qO22+DJ6KzrX5r2GTgTH2vLed6Jb3SOikxLz57Lb48vorehcm/caOimmNYS49x3Q8Y+ITs5lrX1PD5fRW9G5Nu81dDI4lnKHd0AnPCo6Y/oU1xZDyn3KJZfRD8Xm7qzZr+3OnAOXN/y3Wz5xzBiYsI7YS0RRzLlF2Kctz1/N8LU11tZdsTw6gLOYO4DbG9bsNCX/nP7A71n5j8++fffNs9dvP3n119fv3i5f/HT4Sv88Hs6lrDECcJhwvozehvN21hPO05wP4VywIvaQaqqlXsc5/EPgTFC32GsrE86X0dtw3s56wnma8yGcW4YPQkeYuF6u4+z/EXCOJg9imiToZfAmlLdzHkGeZrwv0/i1l5HrXGW9JePMKRQD8jFT8WkJKIiWqvdxwuUyehsw21lPyExz3ifg+hqSVRJRsiS7EBvrzlsfe2RwSJExu1rrBM5l9DZwtrOewJnmfBicjB3QoIPeMH1DdI8MToVOckrJT+BcRm8DZzvrCZxpzofBqVBXrpkQSzjaJtsKnOlH4rxPxFA+nXRQl7apVm08fWU1sCb4j+W7b//4f8XXT+j6wJOtBH7i1lSO/6r8pbrcWmCP+/L1HniE2Nodqa8YebTGfxv1lBVXgHmWqFoQnLokS25rcD23sMRS11pYowDMfY3eoeMM15p6j4rIgiHetRyRmW7NgYeLFebsq0+tMexXJk7Jng4rW+5DMsSBr4Sm4bQ2H2NnOArL0C2p83rnWaYgTkglV2rSMNvmKUnKEoA0+xRsh6vDQHiRlJQCqyy5i02rx8AaXDW9VVILSauscjzcNLAflHo1YLqGIwZCN81kXGQNWaGFsc33mhjWKn3xUausXVtS4JqYZGBKRQbyCPUnWxEL00WHD2oUhmfQHJN9T9k1LbJRqLJxxc8Atsif2ZEyA9jSWkJCXjKJ9qzalrWCwxd2BzviSoQ3A6p77GiFtwe2KTBD0NM9YEgPtbPGrKQcozahRwzp3UuYylRSvgwB+cwS8oxTR9rjOWiCCdVObRB9C+yBfBuYgvagtxVvcR2weYINi0E75h0rw+KC8zB5wr+smGAhK1VV73gP3pgUWtXG2RKgwvFiTWtKeGOycf6CK5U+oeId3hFhpDRj6F3B+JqTId6Kz81GcXaeExuYsiQZBxtn2bhmYicC0eMrDKdxqMsnVwmIwK4QGamM8UQm973J4drqsN2yOp4kiwvwTfh6X0QHITeDMoTc7bUUTIWygJiYgAdzgi8p0BlZG8QzFosO60mTdPYjB2fAhIiNFSMBmH1EMTRba8jqeWAmgPnVlZjH4wUTW6/VcMzsTzATgyRHJ3J3QIbGqxzLtPGASnTDlr5W3Ltpn7CGF1kE+OgV3F7Ik9WhIZsFy3yOyaQmJOOgMntrVG4DVMZhdIIopjFe10Qmi96A7L1XN+ahzM25l+GTPhFi460dKylEd6HO5mFlJeB4ninxcW/gwB7QH/bbxlb23sKG6bATcPAyFp5rDd68mB9ThrjUjTCd676O53Hd4ksbmSg3tIjtbAJa3CCY+xUcxHjAZ/5SQs+7iPesvbJBXXsFY7OdY1NyRBImsgFgsg8KdHsttO4LkYefEaW800Uzk0jCvgRWQY+03ostF2InCbrYZ8rzUIaSDRE2hThBjZ1d6E9oQu3kClzQ6LcQXmOY3FNFkkuw0HRpuEghy0AVYVCWkkK0KIHcYyU4cUEr20IaHosfIXhjj4ZCc4Bv8+C+5G0X2kyfML5sKGUf+xB8rcC8owoInp3VWydrmJJpCXUYFAcn1myrmDFhQqrGoDnVMEIfLmebI/spyJBCJRmUkHlpweFeM2ZyL4g7x+GxLSJGbDwrSxMNtlU5QNG2hU18gu9321re4y19ekKe4kvhhidUwsyb9fB/xCsIiAgbQ5tp7HhXb7QS3UajeG4cjkwGyK1WUtuEDRmgYE7dRz8mqKAjs+7G2Z+Ga8ZdPEgmIT/JrXAPzsJChCYqlB9DCmwJzByhLnNA8FpJU4BkcdiRKsXbOImqw87ZCBaq9eZS/G7NXe418WsgC5SuLZppITj1sbLmnDYlSCL1DKsYweIIyFmNe4oLnirVaAqeCeZp7AFmIoDaltTIBqsSmOtGgbw+GAiQHyHvxIfCmO2tYYxjjUNIzViqbYb/VZ/342RUCp08CByOkl2MBx5yRM4gfLijW3ILQZZB7WHKDySbNTs4Ktpa8Y9qWi+QCApqqzcLZoK1WDywCKwkDHecgMrAzOaIghlLddERI05bxQJRyt3mRwKzad2aBpR3bM94Lzbji2GfawOpQGWCxCe5GT3XjaqJdoI1+hyMYklR2XRZGGFQ244VZFzzZOE4JyyLVgg491mbiRDJz5JNEiixNQlGjcsI9LZYTVFQwNbGSZREaR36B0FYTLjITwtb4YpxrLH/mIdEiZ+nQRisF2rROLkAvlBZZ01CUkw2/MkFRIRKlCn1BRQ+VEqiNZaFdsqwHyOSdSJJr0ScGmA2TDpiiyRFobWe+K2ZSSooQdnXMg3eYj1MiUf8PpkWFU1lyX2Nq84S3eycE+JGXqrXtnueBIr7xWpyGUKJRl+QJ0RP1unGslm1lD0v7QBQPpn3IKNdMRTM4yG8XaBD+UjZ1HZSlTSDgGONfkcAqvkiyJY5IQbWTtRHPDVIZcI0fTzf1G8sSrhe+5+GKhXilHNBanVbvVilQJBLrTJ/w2RTtwGsSmzkVmAmG5GjLEsEsocC2aWJfi1AYuffO5TFiaTTuqeGJpHgVdXBvqzPDZdt8mv0smoVDE7uSEiSXCmSqqw4xOnicGVogglhCuvrwWVlrIrkgcFaorxaLjKohOTB5NlkrJe3H2mT7NGQQX3kOHzUD2cge3S5ad+5OFmCRamQkreDfRvmNMyHTuUjHbXd6jC/q4YH29GnVG1kPsuC+K1zRFy0ept0V22cVAyVqBZWwdioLaKNk4phSz8KK+RDKGOcVEyspDoziTIVycO3OKMfHSmaXOC1uUFO0s15KG0ge2hFTJL5o3OWo1FA2FlEJMrWihqbnvRBKXvkZcInH4chGypzk7gbXpY/EmUIjpmXo526YGedQyJ6ICzklTBHFmUZO+S1FLkdEsuZcCfGVlEZkSheluebEKJqQQvinIwT3JQX3vg9kj/I72XQMsqTLGfDcDoepXp5ApP0AXW3viMS6+dR/oditAwjNqNr7Sj5rnYRiar+2gc8IJuLcaKCGK+rFnFELWLQRUncrFIGwjV7CNdaSeoiGJVwyBxbLukDDi+uz7QcB4aq52Y4cXgEaWszIUlKwiAk4UXcgZDt5uLEJOZIQxv9UmR5KwxMFVUxm3VHcE03fId4lburTK4qRkMa85Alug5n+1TIqtHnEKox7VCmYACpVq0tgaRwtiZ1pZq3nUU/BdGqRoEJJ4JFRFeRWO5jvKmcc1K+kue4mRvvJJFJvg6HUvOj2ztJHWAaVSRP0CjttNSlfCckscw1SKTNXB0pIzylTkhzz0deB+Ep5kXz+J9z4/kqvAlthQyqoI84KarDWi3ZqJpo82NZUEpBhUgRKxUgTIwERREVhWuKGMu6yg4bJ/N1BJKfqFoR37uPe0UslY0Kpo6cZYd2GTGepYgxuEeQHc8DIdss89ljFIh4TOPSOFTobBY8E4LrccwjPUrhBgqwPzVqqWY+L5PbyI21QBzaOLCpb0AZORIo5OIHmIQ8iqKUwSJQVrRCPOpcp8PUZaZq/l/Mbxi6SLDUlga1Q6qYTyErJyFnqn1k/g1BJ9WjSiksNwGVjUuRalbVL9A2JDzCkFTTSFPSysUuEblhD6kGFRFr33G1lbvJ+T29qOfkUsk79LvSXQ5tbC6SxJuojKQU8aEKcQhF+2PwMPGqzjZJX0mQ1yZrblFRYyZz4rOEWCayrEAnN2NmryrEIWtcs5m+YG4wxKcGu6g/ZWItkX51dOZ2HZ+krcYHBknBS6Oy1gUq8bAi1BrKCjINq8WaRFhi4aR1mJVePdasnpaCqTev9prGWSIOJlrYcixSASvh7V1jl5mxkny7q1Qow7CyKttNUpyQVIkWVIhLZeNrY5h8y6qklKW4o2p4G4f4qG6klK31R24az5NvCf/kDQX1QKxmTaQO6iB3VMrnkjsFtWaxedf0Sbp9gAZPO65OUW3YXFSiYw/pPcXxvFqrTepILdQ88luSzsOHe5772ClKmvQUZ15IorJIDJe55cNqVtnuwg5j3IXtjBLK7BXGBCuPqBrVESmqEoMV3806t0m1FUlLAhpfcFJtY371XUG8GyvzeB0gZLt4UPcKOmX1Y8uxGjmTLz6DmezELv5TVju2FrkgBUjyoDfG1XdtCEYLFMrIYQ05pSI7pYenuGKfW7LgUDLKwfrHGu8qTbKLJqUqkWp9gaSciVvFuYWD2lBnudZdxyeRUrThfkqSSbiyL5LD0pNRHTYbVzcWYVeMi4KaP2NcbVc0Sp25CwflL1WWiQN5fRzzYzFxnfquUoPksFIMN7d8ULxYyTbsg7/qLpKLfXA4blrGanHSnL01I6T9ULe2g1WdVzzQ22FohcOHwzZ1XlOwqoAUrtxrz0P5RFhLu1MdRpBtWcQ0e2aTdi0iyhnkpl5tqXnXmU+6epQhcXV8i/roccDW1XvtQb1d2Bwl6ozyqStQgk5qVy4lThvw6/ynkAD81F1EQOiQocWyo1IYH32S6j76u1q1OmaYBR/LRjgS1c3kjtrr1mqCk/CYonQUdVSCzrAUwYZgZulhjs9MsYAoyDnPXErdL63u+wxmVr2FBWHX8aVKwEqKIz/nNzaZ7EKBFqycd5KcY5wERIEem+lM9KYzdU7gs3REt0RTN6YxuYDbrPqjydsNl2YoXwViGt0dFgsD2Lh6tWqOT+EPF1LD5+bzXHQQwGqOK1dLhRcRXLVx9Vi7mFJykerGD/OpCgAqmLzNSi7dlCnxTnxQMbVZ9mYd26qK3AU6MsNaomWWw1mSAgp3eU58WWWhTiYAU/RZo9UoTCslUxUpaii64/kxKgklm3UEMZVGWW4NVFK+TE+dWvp4Xr1atNTudAEpqjPfoLp6y71ZxTGSv+16xFkP8eIQd+gnNXG7l/KFh9VGHu9lRxUHqqu7xBRuau+1BKAG2rb8zHAKztLr6CPqzNQqqSzZSVZzZT4JYhEskeQdZozVPOyU4Tvhm7NatfwozgqOCMHIUq1jvanOdSDOfsNIczWfi3qv3U7PVfSw1ZZpYCK9zITphmQzqUDHSH3X8qXOZiOQBbuWL6HPRlNfjCO7qhrSfKGoKUsirtYD6Wx6NoyLuq9kj7Y7Oa/qvkKDfXd0TjIIDt4Z2kjdPytHsmSn0wHXzAtiUEdk7To7uapb24Kau1OgVHVllZLmBlSudu+7Wh7enJ9T2PHj4CRMt8VUNr8OpYyub1P7x+Zp6sqST9JcDmf1hUjDcdf1zapBgLzm+USJyktlZ1P5bDLIFdN85AFlgCppKj7C2YYrd3VfkTh1PkiHlyz+dHa07dZmnYl4NRJ2eJINElVH3/VqqJN4SO6/c/KurmzQnopnVe/KnOLUZE0SLdNxOulKp7YIofk8vdhhBoXNrrlLDYE5RTp1gg1Zp6MecfrEp8Wr/UpRHK3ZDJWFMY9XmxXiwat8szMOVx4YP96quekWypqnzz7cwd29ZnK+3EZd0rRZ84258+j+fo9eMu72uN+87DjdP77zdQfz3fN1yKv7vw7h4ff9uuTy6GWC3571yWdxXFf6w/HK0q/nS0q64HK8aIRyIB02r4usHiouyY1bfefxl9M4ORnnHCLxMst29C+623TE0h/vSm2/0NEHNdMNJp2gHI2p58v9urH06sWz158un1g5e7q4dF7VD/b5z/76lYmG0m06iYzYTijprsZ++OV2WEp4XGl8Oc2yHf/gtUmUnCZSlyud1vbtn77+t28+XXRShRB579XpwGvcWRWV1XtWdxmeVqdi5/g50maOy+iHr0yXKk6mqBl+Wdm//9en5hL47vsuzDrJ9uWCFQRtAP7Kmofey/e24y+ncbUbxiK2s1xG33tp4fSRCbbX42cU1kM7r+3rd6+X85rc8Qsxt4Em2D0+qeQRLrqtdEHmp5e/PPvhxfLrs7+9+P6nn19dwPEn2/aftO2/QIv1nriv57A/j9nZ+fz92XbIvj/bsO95igfId3f9T6YdZnbUdM3uSuvX+6mfv1qe/Ktfvvhp+epDX33Lt2+I3K643UJ2GdyC8UGfvj08LWL9oS9QvNqbqLKW7eZ/CKdvUPx9F18/EjKSpg6Fberv8oHaZfRWbK5OfAUdnbbDRqoEm8qLMzrhEdHRNQU79WrbRWxGb0Xn6sRX0NFhFdU+WrqoJguXz5ceD5wUdNXtqPgv36ddRm8F5+rEV8BRV9f11lIJdg/3jE56RHTQ7jpIr3Wi6c3orehcnfgKOmq8kJNi763rxs0ZnXz/lXIdr7bjJ6idX46b5Dz/y/Ld2/uukH8sQN8r5910O/+C4ulu/mW+hz93kYgzSfVbX7p8XDDsAKvpDGWDxmXwJji2cx7xmGZ88FMF9Sp0q7Q3n9oD37h8XFi6+pKqczeonMduAmUz4xGT7XwPQqK6v5bsxEblgS9bPi4kuvUMJfqetqBsRm+CZZr1CMw854PQ6Eq37z7yrO4c7j5seTxsdA/A8ebp69vN6G3YbGc9YTPN+TA2uqLnitfV8x6P6ev/AZuu61JV/ZotNpfR27DZznrCZprzYWyanV/01J0aXiN5XfkgSh8bjB87d+krXD6I+v3y3b/87zmdWdvnziquJaR7aqtt9+e+1LV79r2T3J1X/facl57PvmTbV6q6sHz8CNbr0OlOrfr9zy/evHvx+vn/LG//+8XzX35+d65avzr8HQM8QM4KZW5kc3RyZWFtCmVuZG9iagoxMSAwIG9iago1NDgzCmVuZG9iagoxNyAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDIyNiA+PgpzdHJlYW0KeJw9ULkRwzAM6zUFR+BPaR7nUjn7twHpXAoasPgBrGJiOopPBUIPvWRZHHJO+iw7e5grQozcEbrpWp6MPyVP1GYOBvNkwAx1qIio6YmSzmBK7KCeGseo9zReSzcPu4f1xvuv4nnTaj3NGC+jeKAlo7bOj3nFsHCgKKYy5W5daU7pmxKa4tSD46WZoybR4w5U+OKDTECpFdRmqw0KKTJvLwFXZniBd1OBLyB3JqG5daYWqZ/ZqVzI9IlbdvzQU0i2NMM0xWxXR4+Ob41Ej21046IGBX0Dswev/1Xu9f4CdtpV/AplbmRzdHJlYW0KZW5kb2JqCjE4IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMTg2ID4+CnN0cmVhbQp4nEWQORYDMQhDe59CR8AgvJxn8lIl928jk62wvx7yaIDZHYZFXSOIHIZbb0dGBJ6lDI/GXD8mP8IzPyrMwZz6iGIi0nHJCcQ0kBuxQlTsLicmaKr4AtUC+9BZxzEl+Hln5cYcxatF7Hely+mE60WsIceH8qsfse/iqcmROm0vfpGcEqf+VxylVoL7JDjSHUFRferPU0oT0bI2RPbi1dLeOztuUlRG2plwdE04orZKm/iu9Gr3F9yRRfYKZW5kc3RyZWFtCmVuZG9iagoxOSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDE3ID4+CnN0cmVhbQp4nDM2sVAwgMMUQy4AGsQC7wplbmRzdHJlYW0KZW5kb2JqCjIwIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMjA5ID4+CnN0cmVhbQp4nD1QOZIEMQzK/QqeYJ2W3jNbG83+P13UrpmkoURDYbITG6f5yd04rviRpVUQK/ytOQ57P2wTzxfu3Txgx4Zlw9phlXDhtQtuiddyej3u1U89GHuPMswcvg2RQu9GlFKxOKxkMCWKQ6sffC2Ny3SUfSBNbwcViXrcosI0QxGsKZBkNzuKGo4YJAOHXOk/JpPqRVaYt88Mphdvx2Fe9Koykmk1TYIrpCdbOBvoRR1lmNdcDc4/ggu5TFoEs7lBcBMzpjpfcqb9Z/X3+v0HGLZMtQplbmRzdHJlYW0KZW5kb2JqCjIxIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMjAyID4+CnN0cmVhbQp4nE1RMY4EIQzr5xX+wEokBELes6ur7v7fng0z0lY2MTFOSHM05MLLOqYvjEh87GLFWfkTUen38hFfLMofNh0+OsLHxr4a3tdm/a60g152K04f9bpJmbCaW1mwnHA6mlwnz7xFJQcsWFkB63JijyeV3pLM0L3BbPHNuZFK+mbRjD3OfHJVtqCTLSpKQpeNKTexM+OzisMaUdqDWSJqTfQqOIechdKzvfAaUC6t1JlCyBnaWbIynPSh0SqwXB9gbLy3/r5+/gHgp0wsCmVuZHN0cmVhbQplbmRvYmoKMTUgMCBvYmoKPDwgL0Jhc2VGb250IC9EZWphVnVTYW5zLUJvbGQgL0NoYXJQcm9jcyAxNiAwIFIKL0VuY29kaW5nIDw8IC9EaWZmZXJlbmNlcyBbIDMyIC9zcGFjZSA1MCAvdHdvIDgyIC9SIDExMCAvbiAxMTcgL3UgXSAvVHlwZSAvRW5jb2RpbmcKPj4KL0ZpcnN0Q2hhciAwIC9Gb250QkJveCBbIC0xMDcwIC00MTYgMTk3NiAxMTc1IF0gL0ZvbnREZXNjcmlwdG9yIDE0IDAgUgovRm9udE1hdHJpeCBbIDAuMDAxIDAgMCAwLjAwMSAwIDAgXSAvTGFzdENoYXIgMjU1IC9OYW1lIC9EZWphVnVTYW5zLUJvbGQKL1N1YnR5cGUgL1R5cGUzIC9UeXBlIC9Gb250IC9XaWR0aHMgMTMgMCBSID4+CmVuZG9iagoxNCAwIG9iago8PCAvQXNjZW50IDkyOSAvQ2FwSGVpZ2h0IDAgL0Rlc2NlbnQgLTIzNiAvRmxhZ3MgMzIKL0ZvbnRCQm94IFsgLTEwNzAgLTQxNiAxOTc2IDExNzUgXSAvRm9udE5hbWUgL0RlamFWdVNhbnMtQm9sZAovSXRhbGljQW5nbGUgMCAvTWF4V2lkdGggMTQ0MCAvU3RlbVYgMCAvVHlwZSAvRm9udERlc2NyaXB0b3IgL1hIZWlnaHQgMCA+PgplbmRvYmoKMTMgMCBvYmoKWyA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMAo2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDM0OCA0NTYgNTIxIDgzOCA2OTYKMTAwMiA4NzIgMzA2IDQ1NyA0NTcgNTIzIDgzOCAzODAgNDE1IDM4MCAzNjUgNjk2IDY5NiA2OTYgNjk2IDY5NiA2OTYgNjk2CjY5NiA2OTYgNjk2IDQwMCA0MDAgODM4IDgzOCA4MzggNTgwIDEwMDAgNzc0IDc2MiA3MzQgODMwIDY4MyA2ODMgODIxIDgzNwozNzIgMzcyIDc3NSA2MzcgOTk1IDgzNyA4NTAgNzMzIDg1MCA3NzAgNzIwIDY4MiA4MTIgNzc0IDExMDMgNzcxIDcyNCA3MjUKNDU3IDM2NSA0NTcgODM4IDUwMCA1MDAgNjc1IDcxNiA1OTMgNzE2IDY3OCA0MzUgNzE2IDcxMiAzNDMgMzQzIDY2NSAzNDMKMTA0MiA3MTIgNjg3IDcxNiA3MTYgNDkzIDU5NSA0NzggNzEyIDY1MiA5MjQgNjQ1IDY1MiA1ODIgNzEyIDM2NSA3MTIgODM4CjYwMCA2OTYgNjAwIDM4MCA0MzUgNjU3IDEwMDAgNTAwIDUwMCA1MDAgMTQ0MCA3MjAgNDEyIDExNjcgNjAwIDcyNSA2MDAgNjAwCjM4MCAzODAgNjU3IDY1NyA2MzkgNTAwIDEwMDAgNTAwIDEwMDAgNTk1IDQxMiAxMDk0IDYwMCA1ODIgNzI0IDM0OCA0NTYgNjk2CjY5NiA2MzYgNjk2IDM2NSA1MDAgNTAwIDEwMDAgNTY0IDY0NiA4MzggNDE1IDEwMDAgNTAwIDUwMCA4MzggNDM4IDQzOCA1MDAKNzM2IDYzNiAzODAgNTAwIDQzOCA1NjQgNjQ2IDEwMzUgMTAzNSAxMDM1IDU4MCA3NzQgNzc0IDc3NCA3NzQgNzc0IDc3NCAxMDg1CjczNCA2ODMgNjgzIDY4MyA2ODMgMzcyIDM3MiAzNzIgMzcyIDgzOCA4MzcgODUwIDg1MCA4NTAgODUwIDg1MCA4MzggODUwIDgxMgo4MTIgODEyIDgxMiA3MjQgNzM4IDcxOSA2NzUgNjc1IDY3NSA2NzUgNjc1IDY3NSAxMDQ4IDU5MyA2NzggNjc4IDY3OCA2NzgKMzQzIDM0MyAzNDMgMzQzIDY4NyA3MTIgNjg3IDY4NyA2ODcgNjg3IDY4NyA4MzggNjg3IDcxMiA3MTIgNzEyIDcxMiA2NTIgNzE2CjY1MiBdCmVuZG9iagoxNiAwIG9iago8PCAvUiAxNyAwIFIgL24gMTggMCBSIC9zcGFjZSAxOSAwIFIgL3R3byAyMCAwIFIgL3UgMjEgMCBSID4+CmVuZG9iagoyNiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDc0ID4+CnN0cmVhbQp4nDM1N1UwULC0ABKmhuYK5kaWCimGXEA+iJXLBRPLAbPMTMyALENLZJaJsSGQZWJhhsQyNrGAyiJYBkAabE0OzPQcrjQAA3EYkwplbmRzdHJlYW0KZW5kb2JqCjI3IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggNzcgPj4Kc3RyZWFtCnicMzc1UjBQsLQAEmamJgrmRpYKKYZcQD6IlctlaGkOZuWAWSbGBkCWqakpEgsiC9MLYcHkYLSxiTnUBAQLJAe2NgdmWw5XGgCe4BuaCmVuZHN0cmVhbQplbmRvYmoKMjggMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCA4NyA+PgpzdHJlYW0KeJw9jrsRwDAIQ3umYATzCYZ9cqmc/duAP2nQQzpOuAk2DM/R7cLOgTdB7kUvsC5vgAohiyQZ+fbOxaJWmcWvpkXqhDRJnDdR6E6LSucD4/QOeD66dR16CmVuZHN0cmVhbQplbmRvYmoKMjkgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxNjUgPj4Kc3RyZWFtCnicRY87EgMhDEN7TqEjgH/AeTaTir1/G8s7SRosjCU/ois69srDY2PKxmu0sSfCFu5SOg2nqYyviqdnXaDLYTJTb1zNXGCqsMhuTrH6GHyh8uzmhK9VnhjCl0wJDTCVO7mH9fpRnJZ8JLsLguqUjcrCMEfS90BMTZunhYH8jy95akFQmeaNa5aVR2sVUzRnmCpbC4L1gaA6pfoD0/9Mp70/3PQ9gAplbmRzdHJlYW0KZW5kb2JqCjMwIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMjI3ID4+CnN0cmVhbQp4nEWQS44DIRBD95zCR6D+cJ6OsurcfzsuOtFssCUo1zO5AxN78chMlG68ZLg7zBWf4Rkwc/hKmGzETOhOXCOUrhThVJ8IjsvevOmgiXtEzqOeBVnVzg1qAWeS5oLtgi7njBU3zsmtRuXN9KPXEL5pdx/XeYf2SOPew1S+zjnVzruKCGkLWdW0vpBsFMkOaz8qTdvOyxCx4GwaVugc3gi7V3cnSxh+v/IwJRM/D936UXxdN6PrFGcnVyZrz3noSelf9cqjD8VxKegXse3MJPdfp1OSqVN7Z+9p/ae4x/sPkG5WOQplbmRzdHJlYW0KZW5kb2JqCjMxIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMzM4ID4+CnN0cmVhbQp4nDVSS5JbQQjbv1PoAq5q/s15nJrV5P7bCOysoIEWEpAWOMjESwxRjXLFH3mC8TqBv+vlafw+3oXUgqci/cC1aRvvx5o1UbA0YinMPvb9KCHHU+PfEOi5SBNmZDJyIBmI+7U+f9abTDn8BqRpc/ooSXoQLdjdGnZ8WZBB0pMaluzkh3UtsLoITZgbayIZObUyNc/HnuEynhgjQdUsIEmfuE8VjEgzHjtnLXmQ4XiqFy9+vY3XMo+pl1UFMrYJ5mA7mQmnKCIQv6AkuYm7aOoojmbGmtuFhpIi9909nJz0ur+cRAVeCeEs1hKOGXrKMic7DUqgauUEmGG99oVxmjZKuFPT7V2xr99nJmHc5rCzUjINznFwL5vMESR73TFhEx6HmPfuEYzEvPldbBFcucy5JtOP/SjaSB8U1+dcTZmtKOEfquSJFdf4//zez88/kDd9sQplbmRzdHJlYW0KZW5kb2JqCjMyIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMTUzID4+CnN0cmVhbQp4nDWPyw3EMAhE765iGliJryH1ZJVTtv/rgp1IRjzZM2MIFRAy8GHFNEfIgS+Pumn6Dc656F4kVQ9RVhHYGSIJ5sA5xCdSoSSYE1pV5xxWAQUW3q9O+shdeQW47cDVsx1N+9t3qE0S9hBHYkr5KeB160fbJCoa5rkW6gG612ClaBKyFrDHNjDTSqh9O7BaK893/3tcf/J4NoYKZW5kc3RyZWFtCmVuZG9iagozMyAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDcwID4+CnN0cmVhbQp4nDOzMFEwULAAYjNzMwVzI0uFFEMuIwszoEAulwVYIIfL0NAQyjI2MVIwNDQFskzNjaFiMI1AWUuQQTlQ/TlcaQBPVBIvCmVuZHN0cmVhbQplbmRvYmoKMzQgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAzMDQgPj4Kc3RyZWFtCnicPZI7ksMwDEN7nYIXyIz4k+TzZCeV9/7tPjLJVoBJiQAoL3WZsqY8IGkmCf/R4eFiO+V32J7NzMC1RC8TyynPoSvE3EX5spmNurI6xarDMJ1b9Kici4ZNk5rnKksZtwuew7WJ55Z9xA83NKgHdY1Lwg3d1WhZCs1wdf87vUfZdzU8F5tU6tQXjxdRFeb5IU+ih+lK4nw8KCFcezBGFhLkU9FAjrNcrfJeQvYOtxqywkFqSeezJzzYdXpPLm4XzRAPZLlU+E5R7O3QM77sSgk9ErbhWO59O5qx6RqbOOx+70bWyoyuaCF+yFcn6yVg3FMmRRJkTrZYbovVnu6hKKZzhnMZIOrZioZS5mJXq38MO28sL9ksyJTMCzJGp02eOHjIfo2a9HmV53j9AWzzczsKZW5kc3RyZWFtCmVuZG9iagozNSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDcxID4+CnN0cmVhbQp4nDO2NFAwULAwU9A1NDZUMLI0VjA3M1BIMeQCCoFYuVwwsRwwy8wSxDI0N0Ni6ZoZQmWRWCDjcrhgBufAzMvhSgMA8bQWIwplbmRzdHJlYW0KZW5kb2JqCjM2IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggNjcgPj4Kc3RyZWFtCnicM7Y0UDBQsDRX0DU0NlQwNjBRMDczUEgx5IIxc8EssGwOF0wdhGUGYhgZmiCxzIDGgSXhDJAZOXDTcrjSAM6DFdMKZW5kc3RyZWFtCmVuZG9iagozNyAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDIzMCA+PgpzdHJlYW0KeJw1UUluwzAMvOsV84EA4i6/x0FP7f+vHdIJYGBoS5zNERsbEXiJwc9B5MZb1oya+JvJXfG7PBUeCbeCJ1EEXoZ72QkubxiX/TjMfPBeWjmTGk8yIBfZ9PBEyGCXQOjA7BrUYZtpJ/qGhM+OSDUbWU5fS9BLqxAoT9l+pwtKtK3qz+2zLrTta0842e2pJ5VPIJ5bsgKXjVdMFmMZ9ETlLsX0QaqzhZ6E8qJ8DrL5qCESXaKcgScGB6NAO7Dntp+JV4WgdXWfto2hGikdT/82NDVJIuQTJZzZ0rhb+P6ee/38A6ZUU58KZW5kc3RyZWFtCmVuZG9iagozOCAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDY4ID4+CnN0cmVhbQp4nDM2NlcwUDA0BJFGRgYKpkBWiiEXSMDQyEQhlwskCGLlgFkGQBqiOAeuBsICaYSoBrEgqo0tjaGyCBZENg0AR6IWywplbmRzdHJlYW0KZW5kb2JqCjM5IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMjQ1ID4+CnN0cmVhbQp4nEVQu41DMQzrPQUXCGD9LHued0iV2789SkZwhSFaP5JaEpiIwEsMsZRv4kdGQT0LvxeF4jPEzxeFQc6EpECc9RkQmXiG2kZu6HZwzrzDM4w5AhfFWnCm05n2XNjknAcnEM5tlPGMQrpJVBVxVJ9xTPGqss+N14GltWyz05HsIY2ES0klJpd+Uyr/tClbKujaRROwSOSBk0004Sw/Q5JizKCUUfcwtY70cbKRR3XQydmcOS2Z2e6n7Ux8D1gmmVHlKZ3nMj4nqfNcTn3usx3R5KKlVfuc/d6RlvIitduh1elXJVGZjdWnkLg8/4yf8f4DjqBZPgplbmRzdHJlYW0KZW5kb2JqCjQwIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMzkyID4+CnN0cmVhbQp4nD1SS24FMQjbzym4QKXwTXKeqd7u3X9bm8xUqgovA7YxlJcMqSU/6pKIM0x+9XJd4lHyvWxqZ+Yh7i42pvhYcl+6hthy0ZpisU8cyS/ItFRYoVbdo0PxhSgTDwAt4IEF4b4c//EXqMHXsIVyw3tkAmBK1G5AxkPRGUhZQRFh+5EV6KRQr2zh7yggV9SshaF0YogNlgApvqsNiZio2aCHhJWSqh3S8Yyk8FvBXYlhUFtb2wR4ZtAQ2d6RjREz7dEZcVkRaz896aNRMrVRGQ9NZ3zx3TJS89EV6KTSyN3KQ2fPQidgJOZJmOdwI+Ge20ELMfRxr5ZPbPeYKVaR8AU7ygEDvf3eko3Pe+AsjFzb7Ewn8NFppxwTrb4eYv2DP2xLm1zHK4dFFKi8KAh+10ETcXxYxfdko0R3tAHWIxPVaCUQDBLCzu0w8njGedneFbTm9ERoo0Qe1I4RPSiyxeWcFbCn/KzNsRyeDyZ7b7SPlMzMqIQV1HZ6qLbPYx3Ud577+vwBLgChGQplbmRzdHJlYW0KZW5kb2JqCjQxIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMTMzID4+CnN0cmVhbQp4nE2PQRLDMAgD736FnoCxAfOedHpK/n8tkDbuBe2MgJGGMAg8YgzrMCW8evvhVaRLcDaO+SUZRTwIagvcF1QFR2OKnfjY3aHspeLpFE2L6xFz07SkdDdRKm29ncj4wH2f3h9VtiSdgh5b6oQu0STyRQJz2FQwz+rGS0uPp+3Z3h9mPjPXCmVuZHN0cmVhbQplbmRvYmoKNDIgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyNDcgPj4Kc3RyZWFtCnicTVG7bUQxDOvfFFzgAOtreZ4LUl32b0PJCJDCIKEvKaclFvbGSwzhB1sPvuSRVUN/Hj8x7DMsPcnk1D/muclUFL4VqpuYUBdi4f1oBLwWdC8iK8oH349lDHPO9+CjEJdgJjRgrG9JJhfVvDNkwomhjsNBm1QYd00ULK4VzTPI7VY3sjqzIGx4JRPixgBEBNkXkM1go4yxlZDFch6oCpIFWmDX6RtRi4IrlNYJdKLWxLrM4Kvn9nY3Qy/y4Ki6eH0M60uwwuileyx8rkIfzPRMO3dJI73wphMRZg8FUpmdkZU6PWJ9t0D/n2Ur+PvJz/P9CxUoXCoKZW5kc3RyZWFtCmVuZG9iago0MyAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDkwID4+CnN0cmVhbQp4nE2NQRLAIAgD77wiT1BE0P90etL/X6vUDr3ATgKJFkWC9DVqSzDuuDIVa1ApmJSXwFUwXAva7qLK/jJJTJ2G03u3A4Oy8XGD0kn79nF6AKv9egbdD9IcIlgKZW5kc3RyZWFtCmVuZG9iago0NCAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDMzOCA+PgpzdHJlYW0KeJxFUktyxTAI2+cUXCAz5mfj87xOV+n9t5VwOt089AwICTI9ZUim3DaWZITkHPKlV2SI1ZCfRo5ExBDfKaHArvK5vJbEXMhuiUrxoR0/l6U3Ms2u0Kq3R6c2i0Y1KyPnIEOEelbozO5R22TD63Yh6TpTFodwLP9DBbKUdcoplARtQd/YI+hvFjwR3Aaz5nKzuUxu9b/uWwue1zpbsW0HQAmWc95gBgDEwwnaAMTc2t4WKSgfVbqKScKt8lwnO1C20Kp0vDeAGQcYOWDDkq0O12hvAMM+D/SiRsX2FaCoLCD+ztlmwd4xyUiwJ+YGTj1xOsWRcEk4xgJAiq3iFLrxHdjiLxeuiJrwCXU6ZU28wp7a4sdCkwjvUnEC8CIbbl0dRbVsT+cJtD8qkjNipB7E0QmR1JLOERSXBvXQGvu4iRmvjcTmnr7dP8I5n+v7Fxa4g+AKZW5kc3RyZWFtCmVuZG9iago0NSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDUyID4+CnN0cmVhbQp4nDM2M1QwUDCxVDAyNlEwNjQCYhOFFEMuoAiIlcsFE8sBs0CqcrigynNgqnK40gDpCQ3ACmVuZHN0cmVhbQplbmRvYmoKNDYgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCA4MSA+PgpzdHJlYW0KeJw9zLsVgDAIBdA+U7wRQnyA7OOx0v1bwUQbuHzVAx0hGdQNbh2HtKxLd5N96nq1iaTIgNJTalwaToyoaX2pfWrguxvmS9WJP83P5wOHxxlrCmVuZHN0cmVhbQplbmRvYmoKNDcgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCA0NSA+PgpzdHJlYW0KeJwzMrdQMFCwNAEShhYmCuZmBgophlyWEFYuF0wsB8wC0ZZwCiKeBgCffQy1CmVuZHN0cmVhbQplbmRvYmoKNDggMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyNTUgPj4Kc3RyZWFtCnicRZFLkgMgCET3noIjgPzkPJmaVXL/7TSYTDZ2l6j9hEojphIs5xR5MP3I8s1ktum1HKudjQKKIhTM5Cr0WIHVnSnizLVEtfWxMnLc6R2D4g3nrpxUsrhRxjqqOhU4pufK+qru/Lgsyr4jhzIFbNY5DjZw5bZhjBOjzVZ3h/tEkKeTqaPidpBs+IOTxr7K1RW4Tjb76iUYB4J+oQlM8k2gdYZA4+YpenIJ9vFxu/NAsLe8CaRsCOTIEIwOQbtOrn9x6/ze/zrDnefaDFeOd/E7TGu74y8xyYq5gEXuFNTzPRet6wwd78mZY3LTfUPnXLDL3UGmz/wf6/cPUIpmiAplbmRzdHJlYW0KZW5kb2JqCjQ5IDAgb2JqCjw8IC9CQm94IFsgLTEwMjEgLTQ2MyAxNzk0IDEyMzMgXSAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDM3Ci9TdWJ0eXBlIC9Gb3JtIC9UeXBlIC9YT2JqZWN0ID4+CnN0cmVhbQp4nOMyNDBTMDY1VcjlMjc2ArNywCwjcyMgCySLYEFk0wABXwoKCmVuZHN0cmVhbQplbmRvYmoKNTAgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxNjEgPj4Kc3RyZWFtCnicRZBLEsMgDEP3nEJH8EcGfJ50ukrvv60hTbOAp7FABncnBKm1BRPRBS9tS7oLPlsJzsZ46DZuNRLkBHWAVqTjaJRSfbnFaZV08Wg2cysLrRMdZg56lKMZoBA6Fd7touRypu7O+Udw9V/1R7HunM3EwGTlDoRm9SnufJsdUV3dZH/SY27Wa38V9qqwtKyl5YTbzl0zoATuqRzt/QWpczqECmVuZHN0cmVhbQplbmRvYmoKNTEgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAzMjAgPj4Kc3RyZWFtCnicNVG7ccUwDOs1BRfwnfiVNI9zr8rbvw1AOxVhGgRAqrxkSrlc6pJVssLkR4fqFE35PmCm/A71kOPoHtkhulPWlnsYCMvEPKWOWE2We7gFgS8MTYm5hfP3COgrBqMwE4G6xd8/QLMkMGlw8FOQa61aYokOPCwWWLMrzK0aKVTIVXw7NrkHBXJxs9CnHJoUt9yC8GWIZEdqsa/LZSnyu/UJGIQV5ohPFImF54EOZiLxJwNie/bZYldXL6oRGdZJhwdSBNJsbhIwNEWy6oMb2FfHNT9PR9nByUG/isH4NjiZL0l5XwWhEI8X/g7P2cixkkMkFPJ9tcCII2yAEaFP7SMQZSA0RffumVI+JlWK7wBGIRx9qlcyvBeR2WqGzf8ZXdkqCgZVWR+fRnAmg0k482SjCtNStdO/+9zj8wdjY3qACmVuZHN0cmVhbQplbmRvYmoKNTIgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyMTQgPj4Kc3RyZWFtCnicPVC7EUMxCOs9BQvkznztN8/Lpcv+bSScpEI2QhKUmkzJlIc6ypKsKU8dPktih7yH5W5kNiUqRS+TsCX30ArxfYnmFPfd1ZazQzSXaDl+CzMqqhsd00s2mnAqE7qg3MMz+g1tdANWhx6xWyDQpGDXtiByxw8YDMGZE4siDEpNBv+tcvdS3O89HG+iiJR08K755fTLzy28Tj2ORLq9+YprcaY6CkRwRmryinRhxbLIQ6TVBDU9A2u1AK7eevk3aEd0GYDsE4njNKUcQ//WuMfrA4eKUvQKZW5kc3RyZWFtCmVuZG9iago1MyAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDgwID4+CnN0cmVhbQp4nEWMuw3AMAhEe6ZgBH4mZp8olbN/GyBK3HBPunu4OhIyU95hhocEngwshlPxBpmjYDW4RlKNneyjsG5fdYHmelOr9fcHKk92dnE9zcsZ9AplbmRzdHJlYW0KZW5kb2JqCjU0IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMjM2ID4+CnN0cmVhbQp4nE1QS25EIQzbc4pc4EkkIQHOQ9VV5/7bscNU7SqGGH9ID+myVR7rU2J1iezypU2XyjJ5FajlT9v/UQwCbv/QyEG0t4ydYuYS1sXCJDzlNCMbJ9csH487TxtmhcbEjeOdLhlgnxYBNVuVzYE5bTo3QLqQGreqs95kUAwi6kLNB5MunKfRl4g5nqhgSncmtZAbXD7VoQNxWr0KuWOLk2/EHFmhwGHQTHHWXwHWqMmyWcggSYYhzn2je5QKjajKeSsVwg+ToRH1htWgBpW5haKp5ZL8HdoCMAW2jHXpDEqBqgDB3yqnfb8BJI1dUwplbmRzdHJlYW0KZW5kb2JqCjU1IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggNDkgPj4Kc3RyZWFtCnicMza0UDBQMDQwB5JGhkCWkYlCiiEXSADEzOWCCeaAWQZAGqI4B64mhysNAMboDSYKZW5kc3RyZWFtCmVuZG9iago1NiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDIzNyA+PgpzdHJlYW0KeJxNUTluBDEM6/0KfWAA67TnPRtsNfl/G1LeBKlEQxRJyeUpUzLlsrkkIyRrypcOjS22XL4PQlNLRcHUvUV1yWuYpqxbLF3Q86ksr+EY4Ht3N9Q/9IjZApHRgl1hgQ6QO7hg+D17JmxTCyJRJdQMYJqwwhyuRAxBBmOdGQalCoNT9XeV47MNOwXWDmZTpEdSE510g+aFt95yIYKtU7mpN9KE3NmnGGJl475Kl+MD4GCiy0RkxOZlOJ4OYWjwzjRghbMexASZ1pHSi5mRMQ036cjVV4uKzzYZS57R//aH+iufbv+DEHzG+wdJVVx+CmVuZHN0cmVhbQplbmRvYmoKNTcgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxNTcgPj4Kc3RyZWFtCnicRZC5EUMxCERzVUEJErAI6rHH0Xf/qRf5SrRvAC2HryVTqh8nIqbc12j0MHkOn00lVizYJraTGnIbFkFKMZh4TjGro7ehmYfU67ioqrh1ZpXTacvKxX/zaFczkz3CNeon8E3o+J88tKnoW6CvC5R9QLU4nUlQMX2vYoGjnHZ/IpwY4D4ZR5kpI3Fibgrs9xkAZr5XuMbjBd0BN3kKZW5kc3RyZWFtCmVuZG9iago1OCAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDMzMiA+PgpzdHJlYW0KeJwtUjmOJDEMy/0KfmAA6/Lxnh5M1Pv/dElVBQWqbMs85HLDRCV+LJDbUWvi10ZmoMLwr6vMhe9I28g6iGvIRVzJlsJnRCzkMcQ8xILv2/gZHvmszMmzB8Yv2fcZVuypCctCxosztMMqjsMqyLFg6yKqe3hTpMOpJNjji/8+xXMXgha+I2jAL/nnqyN4vqRF2j1m27RbD5ZpR5UUloPtac7L5EvrLFfH4/kg2d4VO0JqV4CiMHfGeS6OMm1lRGthZ4OkxsX25tiPpQRd6MZlpDgC+ZkqwgNKmsxsoiD+yOkhpzIQpq7pSie3URV36slcs7m8nUkyW/dFis0UzuvCmfV3mDKrzTt5lhOlTkX4GXu2BA2d4+rZa5mFRrc5wSslfDZ2enLyvZpZD8mpSEgV07oKTqPIFEvYlviaiprS1Mvw35f3GX//ATPifAEKZW5kc3RyZWFtCmVuZG9iago1OSAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDY4ID4+CnN0cmVhbQp4nDMzNlMwULAwAhKmpoYK5kaWCimGXEA+iJXLBRPLAbPMLMyBLCMLkJYcLkMLYzBtYmykYGZiBmRZIDEgutIAcvgSkQplbmRzdHJlYW0KZW5kb2JqCjYwIDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggMTcgPj4Kc3RyZWFtCnicMza0UDCAwxRDLgAalALsCmVuZHN0cmVhbQplbmRvYmoKNjEgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxMzEgPj4Kc3RyZWFtCnicRY/LDQQhDEPvVOES8hk+qYfVntj+r+swmkFC+EEiO/EwCKzz8jbQxfDRosM3/jbVq2OVLB+6elJWD+mQh7zyFVBpMFHEhVlMHUNhzpjKyJYytxvhtk2DrGyVVK2DdjwGD7anZasIfqltYeos8QzCVV64xw0/kEutd71Vvn9CUzCXCmVuZHN0cmVhbQplbmRvYmoKNjIgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAzMzggPj4Kc3RyZWFtCnicNVI5rt1ADOt9Cl0ggHbNnOcFqX7u34aUXwpDtFaKmo4WlWn5ZSFVLZMuv+1JbYkb8vfJCokTklcl2qUMkVD5PIVUv2fLvL7WnBEgS5UKk5OSxyUL/gyX3i4c52NrP48jdz16YFWMhBIByxQTo2tZOrvDmo38PKYBP+IRcq5YtxxjFUgNunHaFe9D83nIGiBmmJaKCl1WiRZ+QfGgR61991hUWCDR7RxJcIyNUJGAdoHaSAw5sxa7qC/6WZSYCXTtiyLuosASScycYl06+g8+dCyovzbjy6+OSvpIK2tM2nejSWnMIpOul0VvN299PbhA8y7Kf17NIEFT1ihpfNCqnWMomhllhXccmgw0xxyHzBM8hzMSlPR9KH5fSya6KJE/Dg2hf18eo4ycBm8Bc9GftooDF/HZYa8cYIXSxZrkfUAqE3pg+v/X+Hn+/AMctoBUCmVuZHN0cmVhbQplbmRvYmoKNjMgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyNDggPj4Kc3RyZWFtCnicLVE5kgNBCMvnFXpCc9PvscuR9//pCsoBg4ZDIDotcVDGTxCWK97yyFW04e+ZGMF3waHfynUbFjkQFUjSGFRNqF28Hr0HdhxmAvOkNSyDGesDP2MKN3pxeEzG2e11GTUEe9drT2ZQMisXccnEBVN12MiZw0+mjAvtXM8NyLkR1mUYpJuVxoyEI00hUkih6iapM0GQBKOrUaONHMV+6csjnWFVI2oM+1xL29dzE84aNDsWqzw5pUdXnMvJxQsrB/28zcBFVBqrPBAScL/bQ/2c7OQ33tK5s8X0+F5zsrwwFVjx5rUbkE21+Dcv4vg94+v5/AOopVsWCmVuZHN0cmVhbQplbmRvYmoKNjQgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxNzEgPj4Kc3RyZWFtCnicTZBNDkIhEIP3nKIXMKHzA4/zaFzp/bd28PnigvRLIUOnwwMdR+JGR4bO6HiwyTEOvAsyJl6N85+M6ySOCeoVbcG6tDvuzSwxJywTI2BrlNybRxT44ZgLQYLs8sMXGESka5hvNZ91k35+u9Nd1KV199MjCpzIjlAMG3AF2NM9DtwSzu+aJr9UKRmbOJQPVBeRstkJhailYpdTVWiM4lY974te7fkBwfY7+wplbmRzdHJlYW0KZW5kb2JqCjY1IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggNTIgPj4Kc3RyZWFtCnicMzUwUDBQ0LVU0DUyNlUwNQSyDc1MFVIMueDsXAgTJJ/DBVMJYYGkcxAqc7jSAFSXDx0KZW5kc3RyZWFtCmVuZG9iago2NiAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDcyID4+CnN0cmVhbQp4nDWMsRHAMAgDe6bQCDZYYO+TS0X2b0N8TgMvHQ+XosFaDbqCI3B1qfzRI125KUWXY86C4XGqX0gxRj2oI+Pex0+5X3AWEn0KZW5kc3RyZWFtCmVuZG9iago2NyAwIG9iago8PCAvRmlsdGVyIC9GbGF0ZURlY29kZSAvTGVuZ3RoIDg4ID4+CnN0cmVhbQp4nDWMuxHAMAhDe0/BCAaLj/fJpUr2b4Pt0ICkd/eCgzpB8rgbKZwubtlXehuPk54mALH0TEPt32BF1YtaFC1fbmPQYiq+P/okIJZ18l449JAS3h/FFx17CmVuZHN0cmVhbQplbmRvYmoKNjggMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAxMzggPj4Kc3RyZWFtCnicPY9BDgMxCAPveYU/ECl2Qljes1VP2/9fS5rdXtAIjDEWQkNvqGoOm4INx4ulS6jW8CmKiUoOyJlgDqWk0h1nkXpiOBjcHrQbzuKx6foRu5JWfdDmRrolaIJH7FNp3JZxE8QDNQXqKepco7wQuZ+pV9g0kt20spJrOKbfveep6//TVd5fX98ujAplbmRzdHJlYW0KZW5kb2JqCjY5IDAgb2JqCjw8IC9GaWx0ZXIgL0ZsYXRlRGVjb2RlIC9MZW5ndGggNzQgPj4Kc3RyZWFtCnicPYzBDYAwDAP/nSIjNIlNMhDiBft/aQrtxz6dZNMoXeAVaUKEnNrISU9b7p6Eg4MUkLBfbejVvipLe6ogajL+Nnx31wt3HBdOCmVuZHN0cmVhbQplbmRvYmoKNzAgMCBvYmoKPDwgL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0xlbmd0aCAyMTAgPj4Kc3RyZWFtCnicNVDLDUMxCLtnChaoFAKBZJ5WvXX/a23QO2ER/0JYyJQIeanJzinpSz46TA+2Lr+xIgutdSXsypognivvoZmysdHY4mBwGiZegBY3YOhpjRo1dOGCpi6VQoHFJfCZfHV76L5PGXhqGXJ2BBFDyWAJaroWTVi0PJ+QTgHi/37D7i3koZLzyp4b+Ruc7fA7s27hJ2p2ItFyFTLUszTHGAgTRR48eUWmcOKz1nfVNBLUZgtOlgGuTj+MDgBgIl5ZgOyuRDlL0o6ln2+8x/cPQABTtAplbmRzdHJlYW0KZW5kb2JqCjI0IDAgb2JqCjw8IC9CYXNlRm9udCAvRGVqYVZ1U2FucyAvQ2hhclByb2NzIDI1IDAgUgovRW5jb2RpbmcgPDwKL0RpZmZlcmVuY2VzIFsgMzIgL3NwYWNlIDQ1IC9oeXBoZW4gL3BlcmlvZCA0OCAvemVybyAvb25lIC90d28gL3RocmVlIC9mb3VyIC9maXZlIDU1Ci9zZXZlbiAvZWlnaHQgL25pbmUgL2NvbG9uIDcwIC9GIDcyIC9IIDc3IC9NIDgwIC9QIDgyIC9SIC9TIDg1IC9VIC9WIDkxCi9icmFja2V0bGVmdCA5MyAvYnJhY2tldHJpZ2h0IDk1IC91bmRlcnNjb3JlIDk3IC9hIDk5IC9jIDEwMSAvZSAvZiAvZyAxMDcKL2sgL2wgL20gL24gL28gL3AgL3EgL3IgL3MgL3QgL3UgL3YgL3cgMTIxIC95IC96IF0KL1R5cGUgL0VuY29kaW5nID4+Ci9GaXJzdENoYXIgMCAvRm9udEJCb3ggWyAtMTAyMSAtNDYzIDE3OTQgMTIzMyBdIC9Gb250RGVzY3JpcHRvciAyMyAwIFIKL0ZvbnRNYXRyaXggWyAwLjAwMSAwIDAgMC4wMDEgMCAwIF0gL0xhc3RDaGFyIDI1NSAvTmFtZSAvRGVqYVZ1U2FucwovU3VidHlwZSAvVHlwZTMgL1R5cGUgL0ZvbnQgL1dpZHRocyAyMiAwIFIgPj4KZW5kb2JqCjIzIDAgb2JqCjw8IC9Bc2NlbnQgOTI5IC9DYXBIZWlnaHQgMCAvRGVzY2VudCAtMjM2IC9GbGFncyAzMgovRm9udEJCb3ggWyAtMTAyMSAtNDYzIDE3OTQgMTIzMyBdIC9Gb250TmFtZSAvRGVqYVZ1U2FucyAvSXRhbGljQW5nbGUgMAovTWF4V2lkdGggMTM0MiAvU3RlbVYgMCAvVHlwZSAvRm9udERlc2NyaXB0b3IgL1hIZWlnaHQgMCA+PgplbmRvYmoKMjIgMCBvYmoKWyA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMAo2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDYwMCA2MDAgNjAwIDMxOCA0MDEgNDYwIDgzOCA2MzYKOTUwIDc4MCAyNzUgMzkwIDM5MCA1MDAgODM4IDMxOCAzNjEgMzE4IDMzNyA2MzYgNjM2IDYzNiA2MzYgNjM2IDYzNiA2MzYgNjM2CjYzNiA2MzYgMzM3IDMzNyA4MzggODM4IDgzOCA1MzEgMTAwMCA2ODQgNjg2IDY5OCA3NzAgNjMyIDU3NSA3NzUgNzUyIDI5NQoyOTUgNjU2IDU1NyA4NjMgNzQ4IDc4NyA2MDMgNzg3IDY5NSA2MzUgNjExIDczMiA2ODQgOTg5IDY4NSA2MTEgNjg1IDM5MCAzMzcKMzkwIDgzOCA1MDAgNTAwIDYxMyA2MzUgNTUwIDYzNSA2MTUgMzUyIDYzNSA2MzQgMjc4IDI3OCA1NzkgMjc4IDk3NCA2MzQgNjEyCjYzNSA2MzUgNDExIDUyMSAzOTIgNjM0IDU5MiA4MTggNTkyIDU5MiA1MjUgNjM2IDMzNyA2MzYgODM4IDYwMCA2MzYgNjAwIDMxOAozNTIgNTE4IDEwMDAgNTAwIDUwMCA1MDAgMTM0MiA2MzUgNDAwIDEwNzAgNjAwIDY4NSA2MDAgNjAwIDMxOCAzMTggNTE4IDUxOAo1OTAgNTAwIDEwMDAgNTAwIDEwMDAgNTIxIDQwMCAxMDIzIDYwMCA1MjUgNjExIDMxOCA0MDEgNjM2IDYzNiA2MzYgNjM2IDMzNwo1MDAgNTAwIDEwMDAgNDcxIDYxMiA4MzggMzYxIDEwMDAgNTAwIDUwMCA4MzggNDAxIDQwMSA1MDAgNjM2IDYzNiAzMTggNTAwCjQwMSA0NzEgNjEyIDk2OSA5NjkgOTY5IDUzMSA2ODQgNjg0IDY4NCA2ODQgNjg0IDY4NCA5NzQgNjk4IDYzMiA2MzIgNjMyIDYzMgoyOTUgMjk1IDI5NSAyOTUgNzc1IDc0OCA3ODcgNzg3IDc4NyA3ODcgNzg3IDgzOCA3ODcgNzMyIDczMiA3MzIgNzMyIDYxMSA2MDUKNjMwIDYxMyA2MTMgNjEzIDYxMyA2MTMgNjEzIDk4MiA1NTAgNjE1IDYxNSA2MTUgNjE1IDI3OCAyNzggMjc4IDI3OCA2MTIgNjM0CjYxMiA2MTIgNjEyIDYxMiA2MTIgODM4IDYxMiA2MzQgNjM0IDYzNCA2MzQgNTkyIDYzNSA1OTIgXQplbmRvYmoKMjUgMCBvYmoKPDwgL0YgMjYgMCBSIC9IIDI3IDAgUiAvTSAyOCAwIFIgL1AgMjkgMCBSIC9SIDMwIDAgUiAvUyAzMSAwIFIgL1UgMzIgMCBSCi9WIDMzIDAgUiAvYSAzNCAwIFIgL2JyYWNrZXRsZWZ0IDM1IDAgUiAvYnJhY2tldHJpZ2h0IDM2IDAgUiAvYyAzNyAwIFIKL2NvbG9uIDM4IDAgUiAvZSAzOSAwIFIgL2VpZ2h0IDQwIDAgUiAvZiA0MSAwIFIgL2ZpdmUgNDIgMCBSIC9mb3VyIDQzIDAgUgovZyA0NCAwIFIgL2h5cGhlbiA0NSAwIFIgL2sgNDYgMCBSIC9sIDQ3IDAgUiAvbSA0OCAwIFIgL24gNTAgMCBSCi9uaW5lIDUxIDAgUiAvbyA1MiAwIFIgL29uZSA1MyAwIFIgL3AgNTQgMCBSIC9wZXJpb2QgNTUgMCBSIC9xIDU2IDAgUgovciA1NyAwIFIgL3MgNTggMCBSIC9zZXZlbiA1OSAwIFIgL3NwYWNlIDYwIDAgUiAvdCA2MSAwIFIgL3RocmVlIDYyIDAgUgovdHdvIDYzIDAgUiAvdSA2NCAwIFIgL3VuZGVyc2NvcmUgNjUgMCBSIC92IDY2IDAgUiAvdyA2NyAwIFIgL3kgNjggMCBSCi96IDY5IDAgUiAvemVybyA3MCAwIFIgPj4KZW5kb2JqCjMgMCBvYmoKPDwgL0YxIDI0IDAgUiAvRjIgMTUgMCBSID4+CmVuZG9iago0IDAgb2JqCjw8IC9BMSA8PCAvQ0EgMCAvVHlwZSAvRXh0R1N0YXRlIC9jYSAxID4+Ci9BMiA8PCAvQ0EgMSAvVHlwZSAvRXh0R1N0YXRlIC9jYSAxID4+Ci9BMyA8PCAvQ0EgMC44IC9UeXBlIC9FeHRHU3RhdGUgL2NhIDAuOCA+PiA+PgplbmRvYmoKNSAwIG9iago8PCA+PgplbmRvYmoKNiAwIG9iago8PCA+PgplbmRvYmoKNyAwIG9iago8PCAvRGVqYVZ1U2Fucy1taW51cyA0OSAwIFIgL0kxIDEyIDAgUiA+PgplbmRvYmoKMTIgMCBvYmoKPDwgL0JpdHNQZXJDb21wb25lbnQgOCAvQ29sb3JTcGFjZSAvRGV2aWNlUkdCCi9EZWNvZGVQYXJtcyA8PCAvQ29sb3JzIDMgL0NvbHVtbnMgNTU4IC9QcmVkaWN0b3IgMTAgPj4KL0ZpbHRlciAvRmxhdGVEZWNvZGUgL0hlaWdodCAxNTYgL0xlbmd0aCA3MSAwIFIgL1N1YnR5cGUgL0ltYWdlCi9UeXBlIC9YT2JqZWN0IC9XaWR0aCA1NTggPj4Kc3RyZWFtCnic7L1Jry1Zlib0fWvvbWbHzjm3f95FuHt6NpWVJIhQgkpKSlAIiYoqIf4AQ5BgwIgBv6EmgMSACQNUNWbCnBmoqpRISZNJRVMeGeXh4fH6e99tTmNmu1kM1j52z7seOSUnz+RyXdmzs5vV7bW+tfbe/Nf/q/9uOgEIABc/yftLmU6Zlgrg/GcK4P53pLnHtIbfYfhIAUjkx38Wb38/AJhOAAGAcI/xUn/3v//51//1Hy7esAQAaG90uKJEsGA8UwCL19z9QC//H333R+xfYP8RAQAoXr/6X+6f/71Tv1cA3Y3efyVQpKW6PW14JUAF7Q3O/iq9+jsOAAuLUwj6F9x9rKtfA8D+I6rDp/98cvv87Y+7858qgLjk/e9i8ZolYG7NjRgu1O8ZHrD/SAH4HakoHn6H3AGAG+EGTKdIS21v2NwqgOEZP/rz+OJPvRuoDgBY4CaEew07jGfcfaYA/JZuQFrCbxA2CmDzBdobloDcgYrUKQC/5/I73XyJsGFcaW0wUSZ89Y+/+fY/+R2/A4DxAs0dmnvdfcy4VokEkBaqQdu34ibIBABU7D5VNzBscPJNHs4EwOZzhg2mM2VmXiiAxQvuP9XmHeNKJVMJANNZOf8JhwuWFnFVFq8EADNAMGH7Relei/FrvNCTXyL1HK60vaHRkxmpR2518YoAzr+Ob34UlPAD/Fb3H9tnGh54+ZM0reThSwGQW8R1cXv6PZs7SFQAt39bw4OwoHhd/gYA4orGka/+ybe/+C8+P/kr2Lz6V7r9AT75s/T6R6G7rkSmwm/Z3GL/iQII98wLfPJn0/O/23z0f6V3f+ABdNc6nVAmbL7Q5W8IYPeZKrF4Qzfg/Ovp1b/VADj5ptz8Mbu3jGvkRgE0d8wtNCA3WgJ+73/eANDgXvxpv/usLF5L91b3zwggLfX0a1z9H293v3t2/ccBABQSAYXf6/5jfvrPRgBvftTmBsOz8vn/mme1au+wf4bmHiUg9VpFIkIiPvtv/tnr//LfAZAWaO/04QtAwFQ5q6LhXnKnZz/Hw++wewsA0ykkIvVwA3ILG9v5T7B/RnWIa4Wiyn9Bc6cPX6F/SQCxBwvUoX+l+yue/SIDePjCNXcal1SHtAAASVi80e1nDFvkFovXCuDuDxDu+eX/+LNf/6d/2z47+VfqR737XVm81txgPK/qT4USKrj8aX7zI5M6QqEOLOhfKICw0/uvJC20u6YS07kCWP8S8YS5QerR3lhjiCcoHiVod824AoCrv8w3f+jsX6dTBdC9ZWmQO734id7+nuROAVz9pb77W5J6XbxmWsA0sbvWtKDfKYDFdQFw88dORpz+ssQl9x9VsZQRbkL/sgwXYhQ+/zq9+ZHPnX72v6UXf9ebOR3OxQ+6v+LJr8rDFwLg4mfp9Z84N3C4Kn5PmQiACbnX5pbqEJf6+//TcwBf/+efnfwCd38IiWjuCEAiLn4aX/6dIBEgbBYqUMHJL/HwFYo340w3YXimzTuGLbafKQDJaO7YvdHtZzz5pgDYfirjlbo9oVi81t1nAHD2c40rAnj4Hfgtjdd+BxYMlwDx8Z9FAOo5rWXzA+lf6v3vcTopAPqX0l7r6TfTiz9t3VCtLhWpV7/l1V/E5/+eB/AH/8O31//+5/yT/+y/vf+qLidKhAempbIg9WpECQ/MHUqrfktTCSXClipYPtfN52AigPOfl7f/JkGoQ/OOkgDADRgvwQgWxBMF4AZOp6W5l9xpuKfRLi3gJriBqVcWAGhumRZobzGewU1VeaCQhBIARWmqrR+eFRY0t5IXVZ1U4HdUAQums9K/EAC5wXSqbmT/QodL2hqTW6SVqlRra1MD4XfMrS5eE8Bwpepw9jO8+yO0tywOANRBHXKrfjcvk9q9YerRv1Q/6vW/QRuJRJQAFpSgpglhI1DElYYN47qYibF2mnuM52qS7bcsXrtr5hZxpQBAFI/umtOpSiITAKSVoqB/ydQfjEJE7lQd3Mjlb3T7WV2x+hccPlLm+pnfIzcIW6ZeVeD3BBDXpX0r8VTPforrH2lzJwBQkDuVhHii/oEAwpbjuZpc5k7DA03DWQCBCtyesOV5xHSq4YEyVQrb4AEwQ03qnE6nGjZEgcQqEnmhEul3rLYbiCeKAjexe4PdZ5oWCqB7I2mlUCxeczyvlqh4lcj+pT58VTU2rrV5x9yiNFCvh+/gJuZGNcCICUUJCBuWgP6lbn/4qBTjRbWAANyE4VJVAIE6Xf9SAJz8Kr3+Ez+dF7+lTNWZa+6YegVrywD8jib5IEpAdw0AcYXpREvA4hUlA8BwqSxgZnuDuEJaVRPTv2DqMZ7VtXP/ifoN01Il0oxXlbqJudPmjtBKdhZE+0zrwpY77V5LCZCE1CszTSqKBxTTmYZtZdP6G73/PTJBEswV239S/6l4UCuV/B5xpc0dmavPCgUTurfcf1w9p4uflNs/EEno3uh0xvGifhY2zC2Y0N3o7lMAkIkqSCtlRveWAIx9UKRe3Wi6CpXqQarUmUrEeK6X/6+++yMaKQA0d5jONHfwO5rkmLVxI9obTmdaGgBghMleeBCJMCM2nah6yMjVr6s2qQMzls918wW6t5xOASC3qoLmnsyYzir34xKlUb/jdFq6N2KiuP4Gu09YnWwcbK/odFbCgxihilP1WH2Lhy/BgvadaTFKo/G0uL2YUoR75g7qtLljWtSlyG85neriNeMaNlnJyA1Y0NxRJlSyC9obTmsF4QYCGC+L39LE1cQPQPcG4wWYUUKVw+4txzMtARr043+O2z8wh1JPfol3/xrChnmhZu4kcvkt1WG8qCqmAcWpm5gWGjaVFxJZgrqT/+gf5CUkgmojYOkQHuj21AAqSoO8VIkMG66+Q3eDuGJcqd8TyrSCyXfxnM4AgUT4LSWDBXEF9YDADXCRbmRaa9WNDBb6Hd3E0qG9ZTyt/wQi99AGueHiLcYrlZEsyCul8vxnZfcDhAe6ibZspLW27wgy91CH5W84XKkGyMjSQCLVwY1wkSUgbJA7UlEC8kKbe6pH2JKgZDLTTSxeIWBhCTDzM53S7+gHxFPVgLyAZEiiNlo81MMPjKfa3HG45HRGyZRIDQgPTD3CPbOZJCI8MK4VxOo7xBWZ6UcWr1d/UW7/Fs2ddyNLpxJrcAkhlUwsAWHLvMDq14jruvBTMZ1BA1gIwO9QAiUytzqdACCI3KtEpgXaO0qmG5kX6G5YAsKOeYHuLd1QuaAOcUkqcoPioQ4gmCm2YBPq4UaWRnMHyXATCeQe3VumJahYf4PmHuo4Xagb+dGfx7vfl8VruLESP61UMptbuAG5B0BmQNC+Y1oDhES6CeoRNkwLqEdaKkh1SD3UgSALmRnX2r6TtAAEcaWlgR9oHxePYvaLaO6YF4AiLw6TEqy/wXQOv2V7T79neGDYUR3iWVGI/dDvCSJ3KAH9a/gB+4+gAX7P7i1zC5C5RfHMLbs39APHi8rr5o7qGE/UDQIBFfFEmSiZANo7DFdIS9gy39xK6TCdaVoBgCR216hGnGSpspHbSrHcorTIHdoblgbq0d7S75kbSGJpEe4Zdkg9IFi80dKwe6v7j+EHSqY65LYa8ebBRB2SoAJ18Hvmpao3J4DqVR3OvtbNDyX1ZIabqnlSpyooDarKNMgLNezBFs54AvXwOzKjeE7n6ndMa/NjqlfgJuZe3ci4JpVUhi2oSEvIdLDvF6qETCwNwpYaKpGpkEQq0omWBiYkcSm5hyTAAQL1jCcqyUwBJVES4lr9wNIwbAmlRFLpBkqheTPTqRp6wQw3MXcMG7gR8VRXv0FpOZ5DPW0YpUEJkMSwhXHQDUxLDRva8uYG2mdU5g4aUBqUBm5k6nX1HaZThAeRDGZQ6bdMC2qA39FNMK0BkZdFydW3Ejbcf6SlrTGxi5BEN7G70fESeYHmjtUPbkDAjWjumVs0D/Q75gYAcw+wLtgskOqRMC/Q3FMi4gp5oaWpjiMLJFI9SKhHbqS0UIfcawmSlmpOpERKYlpq/wrjBa13ycgtwKrmZ7/Q4aNKE3WoeMuH58Pz4fnwfHg+PH9Tjzv/8d/PrbJQBYs3dBEqrD5OJjNzCykMD2TB7jOMF3AT80LNs1aBBqhHs+F0Ar+3KKJ60Gmp6sDE1GteIndAgboaqZgDC8KNdCPSEiWo34tkagAUKkir6pWrR/FIvaZeli+w/VzTUttbmuMmkSzICwAoDeEBQAWGyIUt8oLL52X/EUpDgxTiqba3LA3cxLjW3KE0NVC1uEGrP1Vfrr9TJdKSVKqDJMaT4reS1qoB/UvmBQBCkHs1H1Ammldu82WhFLa3HK/U7xnXWD6n+Sn9K+w+lXiiEtlsKAlpCTfU2ZVW1aG9pSTmDmHD6ZRGltQrlVRIrDm56VzDlu0t/J7TOfyeLFAPyxJJZHMPNwKFcaUEJUIDoCwBaY3wQAglAsoaFgx0Y/WVDB01/9fvSa2kSz2kAKAGFK/NLVWw/8zAPew/ciDCxvjI/qXGFdUrwBKQ++ouURF2jCcAYWNe/Rqpp1EYSjchbFhaQ6vpRqalSmZaQANKgCioyB3Uq0W69tvwIH6H8UrDllTCVVhpOsfyOdMaaYHcQQUlQD1yqxIp2SJIUKEClxjXjKvKFJN/CzeNuX7A9gcaHjidqRtpcX/zgLhG+46lARV+LwQgiGvEFcKOkpGWWhq4AzhpT/PA1CGe1myiJLiB0xksGpBEw1UsrlUPv0M80dwBRF5AnRKcTtVCZ5lIxf4jzMGu39Ei6bLQ2rUAJAg/IJ5o/4LhgcMlZGJaKxNzK2ml6qEBIFfPtXj6Pf3A6VLdSDewtEoFZ4RHaElEN9Lea6DfYbxUN7G0AMBMN1UEhYUygRnxTCUy9yqJi7eQhOkMkthsUALdBJupm5iWYCYL/J5uoIF4p7/E5suy+lZSDyj8jqXB6S+w/wiLV/R7GAbjBjEArbQwYEoSJAMkC3IPiEXDpFbzoh6pR+6YA/zAOS6kgsTyNxiu6EZKZF5APSSzvYVElg4mOf0LDM/gJvbP2dxx+EgN2JCxIj0AcqcENVTj5kdTbYDQBiDiktMpSqdhS5QaF1p4kZaEIC80LwyyoqELJaB4rr5T9ZSM4i1eJzOLwdSKEtDcUyY0d9x/oqmHJJodIwGxMJQsdCNNDo1iJcCPdHumdWluxWYKcjqDFKqDH0w3FQK/Z2kxrcVWEDcBDu787//YD/RbuokQTCeQAhDdNYqvGUsXmVt1I+OqqitIN5BAaWu8n/oahktkPNXcIy0R7kmwf61pSRVAwQzJ7F9SpZrp3IHK6UzVQQPaG0pEaSCJEpk7SIRkUimJeaGLVxyeGXJl8Tk0IPXQAIN3WSiZVuOgHuqYlhwuVZ2kHm5gPFGTPHVobjleVoQdqFEzC+OJNveUbLRj6ZSJpa1Zu9LWpFpzx3iiIM6+VhUpAaVT9fB7GtYYT1QS3EgplETDP9NCNcAN4gdAEE90OoWSpVVJTEukHgByD7+rzoFlcXMLCCx1Fx4oEZLY3HE6Rf+iYizxVKFQMi2hAjeQisUbsiC3uPrLEnsx6MNUy/RNPUoDGenHOmwqNVT9pHL9K91+DjeShe0t0wKg1SCI5ZZzq+tfIbd0kcMzTOeWKyIcAIQth2eIp5YsZGlUParikRJZWqizZAYlmpQjd5QEN9ENhIPbkUAJMLRTA2yFptLvmHvYYgwDG4yVicxcPsfuM6Remw1rhqOABWmtuTu05gFSEvJCJfPyX+jmh1CP7prxFMzMnR4atywRDDn0G1LhIvYfqwrClvFUr/4CizeYTqrLVRoYjmE+1vpX2H+ifiu519KiuSfsM4fm1pZYaIDlnPoXktZQDyXSSk+/RlzTUqqlwfI5xjP6AbmBAdSf/dO0+UKYqQESmVaWCGFukTv4LSFggUyMJ+pGqtQ1g8rFGx0vsHiF0tb0XloCgDqSkMi0hDqox+I1hwumlaYF8sLcSglblECiFgfZ3A2rpxKC7kZTzxJQWtRlA5DCbL6vAlrTzOaKmW1dvoBkTGcsQQE290hLmLk3dTADVTqUFnmhUhhXLAElsL2lHzheqosYL6AOaYW4BjPCVpix+g6bL+uk/J7qDHuHG1G9IqDaGcHiWv2A8cKSZISgNAoPOPQvycwSOF6oLWBuYOmggrhEWla8azrFdF6dy+kc0xlY0L1lWkAbmB9jIjFcFVitlkM8QVyjuaNkFg+AYUtJAOn3bO4ZNhjPkXotDcKOkmqS0tS/f8nxsro7cc3mQVnQ3GM6R3PLtNawMaVj2LG5U2aOzyr4L5lprZYdp1YokgUsDBva3wDOvtbdZ3AjIQwbuoFuoB8ZT5RqzAKAEshsxKRkgyuhDlC4q7/3Y1sPcofumnFt4Y7mjos36vdYvMZwZVAgXIRk5IU5UOhfYriEJM44X16AWr1vKkprTgShcJGSaBmF7ecFAjdSJkqqdh+EOkJQWkhke4vcQya6ialX9YfsVmRcaXNPNxAeRu60VHUMG0qi5dMsJej3tHqSeFaae2Hhs79Imy8EQPuOuUU8hTp0N9Rg3lCluAGsuUV7x7TScE+/0/GC5nj6oc4RQvXKgulESofcqQasv6k2CEBu4feEoLuG3yEvEB5AZQna3tbYcTpF/4rTmYYHKZ2tppBYC6LCltOZmte/eFP9XLev8HFcaV5CgwI1QGHm+U+x+QLFo7Gspq//QbC/FAs4kmHEGW4giyU/zTGvnqBlpKkorVpibLhSc00s5zSdKhUuMmzpB8a1piXdYNa82muJZCEcqist1TjmTv1ecqelgd+xu9a0rEFV/xxhg9xTHUqLxWv4AX5AWiKuq69gYDQLrZQjbDidqd/R7+mmCmQDcPsa2UwnLA2k0Nwxe5mWkEQjKZUgFm8YT9RNLAHDFYsHiLiGOqvvQNhSEm2cNdvsYXw0Q9/cs7vW/SeIvQwXDLtDMkzg9pSJqdewEfPMpKC5pwED6iiJfqBpe3U/s2niIcSfasiSO1qFDhXjOUpbSWfe3nDu1MNFqkNzXxOT7R3jSpsHlk6lkMruBrX2RBh2Fp1gvALw2GZpIErL6QIsjZoLTIVKVfC8UFvzTPUgcHur/6z6LhOl1GzTdIrcwRxqJvo93UiZUNqawjEBUwcV+JGENcu0tIwLumvmHm4yhxhhWz028zKZWVqVTHMZNJhxhHosXnG4hBtQ2poJ9juOV2W8qDGBBrg9c6+We/M7LYFisctG44ql0ekE04k5cGrFTRAUryo1m2ixWmkto6ylgUz0e1qax1J6ZnxrLOIQthJP1O8ZL4rEmqE8/Stsv1CL9tpbpmV1vEGaG9S+E3P6JYGZ46W6kXmpEDS3JKCEJJqXMF5o91qotIKm4pkWBCvrU48SYLzLDdRTA6YTbW8tqazVdVO07+gGWr7cTJChMhCkns0t86IWO4wXmvqaGKuojFI9mFFadSOhdR1igSmaO/uHP66xc4Eb6AdaEtLt2dyBGZsvCZCpap2bmHqEXV3ZbOZuRFqpJc1yp4beSCIz1SP1amYOQO7qGiCJzR3SStWZD8LpFOq0fyHmm6QeaalutPS1xRPqt2Jsrm4s6Ie6RBNWwVk91uaeGigRp9+U7p3uPmMJkImbLxk2dCNTj+aeaVlLPsyySIIk5F5NkVgYNkg9SgeCKtAGBPyOYcN4CpnY3dCKsM00hHvGdbUU3Y3mHqWFYRG5AxTTuXY3zD2KR+5rEt6smEU5lqP2Qy34zg1zWy3R8HExjkrheFXiiUJqcRETJEMy/J5pRQNSJDKtS2m0f8nxXNNJLfmzEiA30fAfq/SThPDA6VydFYAJUKo++71Yqt9sBAGJnM7VioKmM80LtLfCQhZYsOj3LB38rqajzShIIjO6aw7PlIDFRuqhQguC0xJpiXhioGiFT90AKnY/VA0KZWmL37G7pt9bBpXJ7MJKGakCanXW2juOl6W02tzz/GeqInENFli1lWS6yLhWi0gsLlz/Cig0j6q9rcGWm1gakxat3m4DpQVhjGukZcUcmgduP68lyJYhn85tCWFcaWkhhaar5lvkBrmzlLiuvsXuU6irNaJ+Z26Zho2klWqACWRastlgOtMSzJwBgIssTa36cZHFQwX9S+4/VYsL23eMa1BpVoAFaYn2lvFMmZl6Xb5A2CEt6fbMS6gzMBPMSEudPQkrySu+ooJWJkAlFDKZZ6D9a0AoCWmlfsvSqEWo6mu1nhupQhDjhaYlzr/W1YuSOvEDikdeVHNhoXb3ltOJpfeRe1jxRenoRkhEXqC9Pdgid8AYATcRoKmACgBOp9o8cDrT7q34Hdt7piVsMTC4VVINEEuA3yP3lVDqEFc1HDd/zmyrAeZmM/2efkfzO8OG6iGJGuAmqkN4oBsrBigR619hOmH3jrkFM5t7Y6vqoQqDivECpVNf97Ec8EOplQhzjkODgQcozcFPBUAqkVZob2marh7rXyF3tHSDodPjpa6+xXBFP3D5Au0dphM29ywt4lqJGp+4kd0N0xpuRNhSMuISLOxuOJ1p7tXEIC+gYuVCWLxGWsOisdLQ7xi2tPKKtNTuDXefqi1OhxISqoc7+4d/v3tDP9IPVI/ppHocLjL3TEumhUphabF4w9zW0iOrWLPIJi9RWgO1ihuY25pMKg2aB04nNfL1ewsCWHyt0wgbTGfVLjR3TCu4gaVlXiCt1EqG0lpVDANEXlRfZsZAm3tIQlqheHV7lgXgKkTjB8qE0mA64XhWJ0yAmXGlVh2ee7iBYVsBMXNyLTOUlrr8Df0OcV1RqelUa9BAMDOeaHWWV5q7AxhFpqU293QjXMR4VaWTqKpYV1Cti7RJVdjR73hUvAQ3HTJMAWbTzSUKD6Ie4YEoViNOvyML86JIpnmF40VJa/U7WvpHG5MAdNdMS7UiSRWUFtNlaW+EhaVFc0c3kYrcw+2ZluoHmpzJyNV3GJ7BDywG0O/pR6QeBN30CPR110xL1FIlb9WYaliQ3zOu1Uqlh6vqSfk9rUowd6Zvag6jCsKGEq26jPtPMJ1DJpYAW0rDg0ynagtAWmrx0KaukXVtcyAQl3CxBkDTqcSVlgCJNHiEWiFWoIpNdy3DVcUN3EA3gQVhw9QjL7S7YTyBRe0lwCVYVXrp1LwfKKbTCkaZfKaF5hZhS7/F+HHRoM2tgNBGDTs1OyiTrcFs7pnWtYCtxuW9Lr/jeKm1WHSpZqf6Vww7ph7NnS0z6vc0j9tELi8t4lfJJJB6uMjUa9jW/NnFT3S4JMjcqXoUz3hY5PJCWdDckhmlhWmcCrprphXgoF6Zq92x4nXzLHOP9h13n0IdS4Ozr3W4ZNhw8QbjlUIApTZob+lGCxoURFzKcCW5R+5q9Z06dG/JUg2LJRgsXpfM4Qp+ywPionWx0RonWcZIMtwIc8xLC78/KqadCGI6URW4yLxA2NQ8Vm5x9nPsPoMG5gYugkBca2nht5TE8FDtT3Mrlt8qrbJYWKB+R/VoHpBbMtNvCVhOl6nX7oZ+YOqRWyvmrEYpdbp4Q/UWoMPvKZlxpW4Sv2Fa6eItbeunejW/1twCi4PNxVcPW9L8ntNZcQMl00I3WxTXv9a44nihljZTh7TS6ZSW7hqeYTxH7rW7YVyrCtobltZAkZqSNNAvLywLiNyBiWFDI3h44HSqJUAKXKREupHbz4ubmJc6nqsfCGA6L/EUYcu6a6IxaFTX33yooPvwfHg+PB+eD8/f9OMu/4Mfp6XtikBeKByK5+W/0IffQXdDiYeEbYayFpVZNY7VkstUvV1mlqB+y7yA4fUAli8wPFOJ9Hv6PZihoW7AzD3UcfGGFjm5SDcw7OrWuUM+Bra8t+/gxlpjk3ow46P/syxfalxKe6sstL0LpVEVNHdSFoAwrjU8MJ6q4Y2rX+t0yuVzbR7Q3qEGiRnqKVNN2wKwhFPuVcWgSOQFwgbjlfIA0Jtn4UY295BisCTCjiyIazX6QBDXKhlhaxV3qEUQNNhUJdUSNSsEMpjO6gXmIyEkEg5+RzfQ4mUoJDKua52SZOZO3URmlK5u7wBAJWF+h+0a5lzdZ/UppdMS0L7jdK7Nbd2YElfqRvavtLQS7qsrtHzB8ZylRfeW5hOpQ3eNEmiYieGlMmE6r9laC/KYAVBi3dZulQLm+TZ3cvUX5eF3K5qsXi0Uq5tIgbCtWa5KIiDcs3S6fC7F03ASS4Gk3o66IEutmjEgxVzUs3+J7gbDVRV3K4sypLG9Y+lq7oGFkhjX6F9y+FiZYaVfBmeXTlWQ+4rPhMOu0uaWGlg8LGsFoCyKG+lGhi3chLQy5AfjM6VttohcfafRBH6s1YkGUxskYoWRJ7+E+lqvuHqO4bI6vCDzAtqojDQsy7CH3NNva+JT3SGOIQD4rVjhpe1ryQu4HSVyuGT3TqfTSt7uhm5CXNbiMSsNNXi5eLiRbqJERAsm9mzvGFeAwG9pmKdBhXlRN7pKxu7TWro5ndf0noHk6tjeQR1Nd6CWSlQrebX6ydyhfQco41rdnoc4G4ZlgTBEcTrHp/90uv99391g+RzdNeK67sbLveZe/U6Y2d1AHacz7a4NrwNAA8AlHXKZDgQsKcXM5UstLamIJ8itWqosLZEPmZXlC4wXcIMBxVBfQbblCwxXgMBwBcvYpyUO2Dg1KCyPNZAFeQlmppX2LzFd1FJDtf1ALbS2c4j4LWLWiuO5iX6P1MNN87wO4eNIakWAwpZ2/IfZBwsomVk6be5o5w+oBwrdZJsa69YoEEqoY/PAeKK5QQlY/ZpxhbxUSdSgcY28AMiP/zxvfiC2gc8ww7JQDSojy7H4TRUhtIy7OqSlllbcs3/3H9hm+1rCmOgmbL6A33E607iqaBKEkuEmSEJaathy/V0ZLqR5QAmURHUqiYs3MEi6u2bYcjphCWjuzAiaqS1+J1aBFraY1lX91DN32jywvdWwxVy/YSamBOQWeYH2rhaAjmeyfyZhq3HF0h3SA5nMDHu6keEB6mloMgAoS2uwAMdLxjWLh9Vy5K5WDViJNhW2R8xYLqmG+epszzOtTMMNdBHDM4WyeLS3HK60eJAEWesMQRdphXy2iTgvAaB/wekcbuDyOdpbuKkeT2L22gBZW1ndyLSoCEBd0iZCkNY1y2Kx8/pblJa1dD5SPU5/QRZaAk9STRKGHSF1s6HtojWYxe3N50A8VSpKsAWM62/R3WD7OQiGDcdLtWKBEqCu5pwMT4OieaB6rL9B8bTatrhWN7B/pWnB0qK9oxuprLv2dp9ICYbYqBvp98wz2AJIoougJdivGbZs7jT1LC3bW5QOBgq5CW7PEigRpa32tDS2s4/MTAvGNUsDyRUeASp2bz7B8EzbG4KUxLDl/hOt+/alLjB5oUx18TNo27KhkqCOc2URS0WumnsJG9RC3kgQ3bVOZ7BSLiOvuppUSz3yAotXZGFawE1sbxl2nE4qiCqJu0+x/E3F7vyAtFQrzSot2hvmDt01cltROABhRzukwNL1q28RtohnkMjuhnFdtyRTMZ1DHRavOZ0phLmDHxF2lv6BVRL7LQmefKO55XipKrStGqmvy4apSa2kklpEnq2sLsBvOJ2r39Y9j5bTtVR27oFS9wbY0SdWRty9RXOPtGRpDBqtIJtEprX6ba2PzS3jit0Nx3OXVkwL5AVt3/d0XqzUnpkukYCpuRLqaYpDwA0VvLKEirlKEDT3BDBcQVmzbhA8+791WkutSmgUVjNtid0WpUX3FtMZ+hd8+KpmlZa/QVxTnVpRSS36z7Xq2M5EKC2Y4fecTpCW1YM3dyTcV3/XfGWJdHv6bQVU3Z7M9APGSw33LO2hJP2w/6QWT/dWX8bppO4Qt033hyIIUKuBMmm36kcZCdAZ7vpAO3oj93X9i4ZCg+t/hemUlqJm4eZLMluthFpKxQ6jonLxUswRLA2Wz7l4Bb+jpYQlMp6W9Tfkl//kHwGA1BM4oITUE3Rq3erx3zi8Yc1p05X5dYmOvjz+BICyHi81v8hkKJoJQHzRUkslodBCOp27EK8lSt0AcjQSTSJNLkkAUFSzgCq+qNKGBABUOtVMPbwRX0p0dAVKG/PjaAEUGgVILZNjKDoJnL0BRHUSyCHWsFk4BZWiJTobCV0pk7MpqM1jEniFaB3ngVyaBARdnX7VTqdlchKyfVm5QFQXAlAltE6Zrli/EnKJrvZuI/Hl8SdZbCTiCwUlCl1R2/lFtR/aqPSRdCBV32eZkZfU+TOKltGxKVVmAFWQ7/HXGq+NJDnIBulL2QRZRutFR8cmGx8pOtNkHnnlNaGZRkw6nWXMyALAOG6zlpArL6iPcmIzzQehUkL0eFIAJJSShKLzgDWToqoUp+VoXlpIKg+uKKk5idEKrCV8JYo0GcqSOP9KvFbx0CPBJkS0lPoZlFpAQcmUwyxKEvFFM8W9zyCtvxVRADmJVNHVek4XAJumkdQpAOurRKFTkTo1cVoKeaTsla0KEiIlZwHgXClKKO19bd+UQqmPbAelqr+170POWaoS6XvflEzj9SN5RaGgHH1JlPjIl2OmV8P12OBBMGz6UkXrUbZNuaQq3UHUf4vBsRaODR2AMjlpcpWcA4VNd8pUDUvtUVS1khrVUFTTVM2dHjSFKKNjKAA0CkMxq4jMaotsskpp8uOsgdl21bGNjk0h1QTGJAdR2OaqCDIrBZ/MzqyoFkqTy+gAMBRxamTXVCEX8WqSWRLFK4A8OlB9m7NN8zA1E/iSD8b5SPWsIwD0BYW+W41mZfD+M798zxS+/wcAkTILVs4i8t7HsxwfvzeB5vsmz166A0VKEedKad8bmH1cCgGInfyozJnOqX02dyqippxlXopES5vExMIUu03HKidSrAV7r4cjSapN7HBMJVU+zqhN82fa5NpXscI2MfqQ9Y39ypqara0NQ6SUVmaaHE/8uF9SSxGR8siFRazrRJdmjphhUkVKDoD3mURuZG7KOrLW5i6OmW7vn4zkeGy5yYfpPJKxFDo3j/bRis2fGTWSKz5kaye1bh7Me4TVyjgzf9av/fx4SKXIE+k1OSxN5sF1MPo/0rnILCf4nqhrw2Nxmrue2fp9xs0fH6sAgNJSRGeBn2ky/3Hc0XtjUH5fDOZHqKWKOp9QwwjyZFRP2Hf8T9r9lhbm3vE9OZwbf9IyDqr9W3ucpdqI/8TXsfE8sQlPhAez/CzqywMv1P4+Vk+T/CfsezI1Y6hqpcCTuT8hyIE1mO2J6drxv8680MVTyhz0pXpURqVy5AA5V0ypS3twbRaPUz4SXZ2V4tjWzb0ceJpmUs+0PdBfj22RifTxfK0vVThXB2OTKs17WuZceeKypCAiakZ77pc0jTiSt++JzYHsH8oWPjwfng/Ph+fD8zf9+GHbAIcg1EIww50OoeIc0+khdpZQ8ugMCHpvRZ2cBZVzsKyZFZbmI2o3o2rzILTQNY9t2ps6qiOopMJoCh2dLKpXUvY+tdkAwzlmnxvXUgND+qKTk0XSJMcurRrkFYWNLeNaoqv43iQAGIpmqd+0uYaoCvoD1DOH50qK6uDYJ/stkpQuG3ChyRwbUBRUTTLjCQZjyvcbtBEmmQGEEp3rUt57OjWaPGJ68w/N8RmddFkzde8BpFWce3ykkh7oXFhhgSR0xSBQzVIp0GYYYtCUutNIQVfj6xmF00K6olGi04pSRuFRhATr16sm0msafUVKk0CJTFmksgnsMgC6Yu/pik0BvtCrdW3yCeARqjXIzjyvKGyyQRyP4JtxJ9N1OQ92D8ejwBuOoeUAm9hcDtEYjhzPKlTEDPgY3pV23vcpDV5CBo8I6w7Q6BHcB6JEcW2FWQzAIaHlET0ziMkwEB6w4mPEDweocIawZi81T+LaXFGvA2I8M8vG5nyxXijQwykSpq0lSoXHK94L1QMofcBCrfFj7qMcAUeV6XwEmQ/tV1IoZirVKUexvqzfCqkloS/HCKohXRIOYJGoOM07z+YRZHNtnhupqH5hFZsDelZZfKg3mbG4CqFnUUWViiwSSrFLKw52SUKu0kJUTRzdDKkdQbgwSPzRSCZxTdGCGR7XTDHDInqcYjAcvgqh/TwJDux4zBT4UmHt2cYSOgmboqOTLlmnFNXJGZUekwUWhmYx68Sm6ODYVuDxIHVaUdN5aIdswnE6xr6xGdWFAJgJ/ohPOp2XmEe03zTui3/8jx7fHqOumQgFAKJAFATdAeMeHdqMTBD1SwBOYdRU0M8ALhiKRoEAZosJthmFlVj5YD3dI3B5EOQ6ygqbzhwqRKa0GUAZPBQIZe4aZuyiYM5MzCCSYeU2TuCptZpngaMv7b1TiuroIPoI2h4pzCN35YDIG6Fs1l7pixrw2mRNUtuczXQi5ADXKqtY2CyOkWtTrSgmMcYdo1s1c5MDAF8wK9gsxLOB4KG1RHiF2tJ1ANnm1bTLmgmboy8QIBORXCYAmsSyzSiHcRrpFFWdjNW+VP9AtHokB0IhE748ks56z8ThBodHo8nKrzoSe6I8TtAXZLIpdfkHpM2aRTOhMA9Dd16WsSRBEsx5pkIa3H/A4mHg2wxqzyIxo1Wz5T3Qf5Z/7h1Oo47O5lV5Yc0e4B0AOglCqS3LLCeKSdAUEjo4ALYeayFskZjdtkw0BYNjn3DksdGgmznzanSSx1mwKVpzYHwUcqPbMYhfSKc6ODQzdw7r7ihsS2Vikqrao6ueyuiqOJlMzjpFrQSc5dAk8JDDA1Dtg41/XrRm7YgHp+2QRbNJ0asxgl02Tam8NjNi3UV5L8tS1/sj39FVR7P2lWlC+Gg0TKknK02BHC14VcBCmXld17Z5PUtiNrN2aoxoc7UkonOa7TGfNw+G+piKm9OZUUwx5wzco7WRqm6YHx7lO99fHY+VHQf7A/PXowConmiVrsM/5eoTF7NgJt6Fcw7YRIu2ELYHQiVBIY6y8tW3KKxLAwBCQvYn57tDd+9h1vNK/pjOmRd2pVD1oCNPQG09/GslyPuNq9JJsUZ+Kw4++yg8dJr1GJOsrTmDX9eP+ONxp8duCI9+yMP45++fIJeGwuvRD+e/bcDHo8L3fv5kkDx0+uR7PYy/Iv6Hb+zN8W+f/GHDE2oqMrNjbi0dZX2ejO2YHXL4uCLg73/gqKmIl3I8Euu3KP2Bd8ckPeYi32/KGplbwPucLX8NcIzDB/n9D77/w3kA7jBCADb49yizlu+ze/7XWcD+uokcs+CYnk/0xUuZufykqeNOedCgJzN9IifHZDymg/3cGDGP/PvEfCJ47tBdVrpDUioVOebRTJOYnSnpPLzjH9rf3x/J9yf+fdIdk/R4qL+VaHO/Mx1mzZ0HY7IKoBwMix7EAEd0Pqbw+wN8yovjz+bu5gaPu5gN0RPKP7GT899zC6kI3//yeDBzI/PP5yTQ9xs81qYnn5Gai8x8zIfU75OhPs2zFrFB6hEN5zezqH+fMsfD1iN5+76OW1PGL+vOhuHHyc/52Dmdjpq/Uhwl4ecsq+Vmj/Le9V/tmet55pfHucdSmEXmv61OYc6AHWeSjQcimpLMyef5n4qr6bh5qHP6zlp7so4eUuLW3Xup12OY8a/Pqj22g0MuvSb3jhYAy+taTu/JSGqthCUni+QjZs8DO87sHQ9v7sL6nXO/M8vS+58dt3CcBj8eyZME+/yUo3KPJwlwVaojgJTE+/IkM3w8x9qUK5YUfTK778nVY83C8fC8LylVSTv+ubxPOpNA5wqJGB2A4vNMn3z4bTpkleecqirTEbnm1p4QKiXnfX5S3HHgy2N6X0Qz5XhIQE28G62OuVMKvc/HQjXr1EzMlJylqUPI0+QBOPc48bmvWTCO2WENmnJVfTlkvOf3JFKqf8/CoMriSoyuuKPF78DWdLBcx4Uzs+lQ5Sz582fHHupxg0+U7oluzlJXh3RU8iOisdDGaaJYXPX0U360trPAp/dLQua6mNlvfSJ7NoAD6XDcIKlzF3P5Q/pexYdzxX74nmwcsve5yHHBwhFBKnfm6b9fzAIj9Uzk75vimfgzYWdRd66k5L5fnDI3flyj+ISS1kg6FD7gUD0xy8DxOB8rtn4b3+0x+/+kFwAeP13HVu3YVAgWL7j9TEurbsfprEpDuBN1cHuOFwXA4oVM52pn7eQObgKAHACgeA0bZlcPuvZbqsBPiCu1uyP9jkXrbYxu5HBWADS3okBpNDxw/2kG4LfiBuagU6eLFxLX1oVaxb1MmFYKQEaq04//TF//2xKD2t4xZjKjBLvaknbd9XSuUAznmWN1LNRruJXSIHcl3Es8LwD8vfgd41qLV7sZIbcK2vVWJTxIbgCgLEpzI+qwPymLFw6AHTppV8cOp1kGARAemFrAbnkgALTXsr/K4UGSs5srFYAbuf8o+53dNlv7HVeFifVm23yQnqBuL7krtN1CgIywi1NLeLyJ3I2IpwVAe+2GZxmADGxuxE6cs5N0/YbjRVGvINxWcl+MdOq0/r/Ui2LtuB11QMFkN2rfyu6yWFN2FYIRSkNhYvfa2R7D/Umx86+gsP1qgJ23qAYi2UzL4ZBEO8TMaNLccb9SZpaumLcc7gTA8jkevgRRL9wsDUrQsOH+oriN2Ck+44VKhhKlUW0OMeJEwzHCncRWAcgEu2tV3eGKSVevQK1ECGr9jsvSXst0+ljl073h9ofF7zhDQVOrza3UO1uBcE8Aaa3NLXefZZlo5/PWGygmDq2qr7kBiWjeyXhZ2QEAhH+QTPgHbj+p4sRd3RphG6UBqGj3VuwMG7+jMV0PJ8VNQZHrGd4q6N5KXKvfMltyq9f2WsarosTilex+kAFAqaEsf+WnU/U7ws5oT2BGWqvbsbQKYPFKdp8WJjubx4hJdTosCgv14OJ0r3wOWs/ry3UYdsZ/aTTcczqvFkYmKqFB3U7UUkeN0vBJoLkXANOquIHRQyIWr/nwVTFCRYV6ZaLdf9rccv9pdnvxe8aFdm8IwI3Y/UBzp82NxEaBejE0s533U2+sVof2hqnX2KE0NfCRkblTN7L4qmLtO8md5qZKbLW6BVRI5O4is95TTA3KSIh2r2X/SQFQL2n1Gh7ETKLZIvXqtlKvMAWmBs09x3O1GwCqfVawcH9S7GJMAN1bya2mXsOGw2VBBgAWuj1BhLt6pPL+soR3Ek+rKpnCMoORYcvU6eIlAUxn2F8VFrg97TweAIykVh2xQ9PHE5WBLBhPin8QE/XpVCVi6pWJeVHsoEWZKMluqjyc9bdn3ZilaO5k+CgboRj5W6K2D8+H58Pz4fnwfHj+/3zc6X/8H2qD7o3Y/R/bz4vfix0PbO5J3SYNxJMDAtZAEgjazXUy0Q73lciwkcNtK6oO8bTkRb0ZLGxox+/L4R4tOxpdInOL0mh3LcOzYgcJu4GpBwG/kf2nuXsjbkLpoER4oDpAyWSHHsrDV3Aj/SB+L34vqS8gLSTKC7WjdoF6NdnihbPzdO2YQr+nCmkLNdC8k/GitNdiB6XYcQwS6XdUIRPqNQQOYL2cOK0199rcSv8CwzNlYXPj6vkZLdwEF5kbXbyWsKm3d1ApBWHD4ZNSOlVnlxdouBd1lqiEHa9iN7aZ57V4IxJFHZpbgUCDOemUSL+1E5rrtdMqkMj2RuwuemaGB5nOix09klu1k8vzArbdWhItzFKBH8TuUmqvpV5SrixB3f5wOaFAMpo7sbNDmnuxc2v6F0Jl2Eo53PTcvrOcJNWhfylxCRWIwq4llMzmjm6kZNop4GFLPZwxU2/38Vh946DiBvEDp3ONK9o9XWWhpYVM1AZQsqD0ahda29mmEkFluBe/EztvJmzFcrx2UlFzz3ii7TsxbgK0CwX8VvrXTKvD1ZEL7V/J7oe5eRCjkt0PktZFWQ/VVg+/rde3QCAReYnSQZ2WgOZOmJmX9TIFN7K0CkIyZaxH2nTvGM9UEmUQuwfSotJ4ps2d2LGhdo+cOrgI5npmVTzRsBV1qKdkJarQj2QhJxKwA/J/8L+Xmz+20z/V7k9a/UrSCswgGE9UotgxIie/cNOZrr7F/uN67lFzx7xE6bR9W5leWqCQQHPL3NoNYVCShe2Nyy1M++zkdWYaTeycYrenBRylAaMwsbmT9pb9C8Se6tVEwu/Z3Io6SGFeaGlVIsO23rFk551Lqmem+D1Z2L9i2HD7RbabZVTQ3HP4uKS1jufKXM9WsNONS6cS6UdC0L8Uu5pIQz3JNy9UJrLYHXEoC+3eit1/aPdkl1bbd640WP2advipJHZvOZ7r8jdiJ2eHDQmc/gLjmV39RRbKCDexe8PUq6v3q6F/Iamntto/l4ufl+VL3XxON1AblAbdNWsMV2hhHDPs/rPcgRnNnUDqAeRU9r8RkLlDPCun/5LNHcZTkvW0e2Y2D+IGnv7CLgKF33H/icZTqEfzTpYvqEINVf5BlIWGe8lLLZ4lwG5vaO4JEqw3n7W39aKKsGF4EDuLy0jNzP+PvTfZlS3JjsXM3H230ZzuNplVWVWPIkUIkABBgABBgCBATyKLgARB36ShvuD9gqYavIFmmkkPIEA9imQVi6yqbG7e7tzTR7P3dvelga04N98XcHI3CoXMyDgRO3x7s5YtW2YW0OxCnPjVvyuHl7F5pOxFmAMz48L2jvHyv/+1nPsAzBfGevJFrTC6GoROC9BdK/SiReiOJUtcBosH1hartzheuYOcrGAFjKRDoGltu4ZbOgTpzyP5x7qcWqVMKtOOBEqPvDI5gA0fA4jaABEEXIw9uemF/GQBF8nWtM5rq721d2E+r1oVLpINgggTa29ytpfxYqiMR7aP7hxRerMWKuymI+MM1wg3tA8sI0I5Gec0Eh8CAZl4rn7EsqH8OfLo2lDSEOo/hOnKYGBhHSweXRrk2XwvzESEA2WVlL0YpX4PN9MMWH8fjl9VGORQR0NtjMba2eZbTJfwvx0sHrmc1bDwtMPCGmMhDdKrprkyFSvLqsrxgRV1MGbGBfkUOuS11Qabb3n4WW3vgiSXyoj0RBDLmbV3QW54jmhFACyj6QTShHFt8hZh5umJuL0CgNqYXpGXR8g+Q+pgtYV1Fo+BhZYs7ZnXNSzBAhDhxjOzG3pq+5OASml1frP/yLTj8VV1JxWgDNWSjT+G+cLSgXm02sCSWYDO6TKAC3TEWkLprQ6WnoIQSBpWb8PxtUk8Oyzsbpn2XKQmVVyt51l1UDiza3AlpD3nC3P94xMeIl8G6cRrJFkAMlSXmJNvW9px2VizC1ISqg1ipkW095wvazwGhSzzOuZtjUemo6wOWVvGCQocg46NABryAFbk9WeLBJk71ISaTmZF0c3f0l6nHSyhjDXOQWJ0ehszJSBN84hEIpbDhzBfmJ+45nPg+EpcBYGuWH8fWJC3iEeW4Rkkh4LjelLSskZIGmmylfHHUVuMb8PhK5/wCKijtbfBLe+ImmDJ5LAwX0jBGrU7kSWJ2ln/MaQDl61Zi7QLILK8oxJoZBa4RxGMw8L53MX3pks39agtuk/Ia3cSQkB7H+KMy9/kp18EyWYvZ5YOlDhnnMLTN2H/VQDR3bEMaB5ZG6y/R3eHZesooqxwtCHHicvWpPxWW0NAKCGP/sp8xukSEk6UN5j2DYuyyMLxZU179tdsHzhdmvYxFlfko6F2LjSl+CAuzCuXEwvPbjJ0rUXZ+ljA5W9s+IinX2H4wGVtWmgW8fSzoB07r42GMJMVzOg/MX79X/yVfEhLDwLNI7t7MnN8B9aQ9uzuTuZDFekpxCPHj6RRbleu7BRcVSlkzheUF06cKPe2OAWaZEYRspuMSUawNjKMoEVI0UhS6hbQX3O6tNWPWFZ8trC1yOmiXv49pU8u1dTaQseshKS621AbNA/c/BH7n1l3E2QlYAn9h4DgSYZCp5ABor9267z192iemNfuO+cGtesaZzaPPl1kotM+cN7a2T/j+AIgmke2925ftGzcquDwGnll3adw8Y+2/5qg600RbB89kooT87aOP0aNSXOQahP6T0E+vs0TVaAi0d0w7SGZzpAZilverd6E2ni40N+EtJMfRPBkdCLrZ3lZCZrRGIr/A6tHZ+19kJx+bYyFCgtY0N8ScIm59h7HV5J8VVGNynelTDi+s+kFPKAJFiaufgQtTJd184fQ3bE2bHYc3yKv0X+iWxuAiG4t7FpthbW17lNYzmqYgkX0N7b+wQ4vGWd/+nFm8+ReL2nP7jawyrDAQeo4MR1lfsGwMB0pZd7D67ps7PwfOXxk7j0ADJl5BDO7O8LY3btM6vCOFlATamdpChKrjTOVl6/e0iLjxOmFsWD9HQ6vPD2V2C4ruxsuazdHVglz8y2XjafXOvLb+yCHHunj9dfUTgG4d3gojIcgf0wa5JIJOUAOSDte/kOdLkKc2d4zyInKsHoTpAkZZDO2C/EIOX+nCekgixY2T7TWvyJkErz4h7r/GZUBs0Jly/aBeQ0EbH+P2gTl1pJ/FSlk9YbLFvFABZ3NE5WIs3L4yGbnsyhvsHoTQF79f7Z6h8Nrypmwu2XpMbwPzSN33xjofoDpENwOmLCI5iG4R3PQkcDxLeX6qqyx/xRqi7wCK41+6hsYj2x2Xmmz1uKeeW2aFbIxtYQ0uSQoCy3SEuLMmjyh1GqSzY1MRJudGzaWAVB6be5todBwvvRTORT3XawtShumc7erkO1Q8+Rfp3AnLkwHV3pEwOG1h5XNDjLiaXbUjQ0fWXqZrLuUojKSIguPQwjls41InH0fAOWnbKwk3Gu4jNbeh7hgurL2gas36G6xbNjduzVG/4lx0laE5om1g9SZw8K8teYhKJu3iIc/td037jkZCkEOH9g8crpEnJmOKA1C5vYP6O4wvYBFxpf/za+V4wvcCIuydS5b5rXVDqWDJcYJ0wtrdiSQB5ine7BGWRqaRw4f7PDaoxIFnnltzUNYzms8sgyQt1heSbTY5IRtAa/+2p5+ZWkfEGiEReTRADmbsdmxdPAYLSBvazzE45W5qB8IyjcIip0tutTx8aVbJSmuTLvAinQAK8PCsrLujnlt6SC/YdI4X6D0zJs6vufum7psDAZZPC1r06/QCpwuLT1xWVOits0Tj68sb+QL7iEAzOP3xz8xCa16xmoImfO5KQC0wF/9293TLzr5AVugvEyUH+hPFCzHSW5gqMNnAcfuLiwbaQO7/auHkCuTkqNQrzLI+SnA3Cepu8V05RaNuuf2ntOl1da66whXzLVQOG/R3bF2qA3zyHxm/ccg4yVrbftPaB9wfMHxA3e/hCU0DwwZ3R3ncysnnVblfPNlrclNUUOhRRgxX1TVjftP7gQ/n9vwMchZB5RQMQV06IYBWkCcUHt5zZGgEkoXe+3Q7CCHrTyYdoeQcf678vRLgihtOL5AqKwtxjdUNDNcc9kiHZAHlNEh0O4Ox5cmVVkLHk4JgSy9w30SggyZyxYxe3LWPPmuUcbT1glRPCjp5fbBD2N5cbmjT8D+515h7m5I8588vmMesZzZTwyNCEAGa/vXQhoB8uz39emXaJ7CsjFBeVK/7e64bFxdF5RysSd5bossQeseYQkWGRa+/Pc1TKwdy8pKC23cx0tHWTffQwqky9biwXM1OWxpk00HLmuEgjKijBAkK31rRUilZ3+N+Zy1A+FOoNZgOatp77n16kc2O4SZpYP8qttHrn9A/wnTBcLCNIHGeERYAKPQV5DWeh1i9ZbW8PI39eFfyZTPRzUU6dUyr5+zNz/Aho9yUERt1BeF8UcCCBnLuUmVGGCYqSCj9Jb2nM+sdP4zyyBLQyV5mK7c8k5VA4hdSIAorctbbr5D84T2EfM5+lvMF7j4rS1rzhdmCRe/wXRJaY9KDlzTZvUO85a1te6e6ciaGGft244oCI/RPvAs6j++R+0YJ1pj2dW10d9yWaM2aHacz7isGSf2N3Z8CaPPtDjDyGVjSmERgYh4ZP+JyxYsjDOWsyrL5jJg/S12vzBZYtbO4kIh23nEssJ85vhW3Pwvfymrb53hGv0yIBRX8GZlKMyjSU6bhjADESHDGrhMQ0UeUUamg4weqE8vPYb3LCPaR6pUoLBI4Ek6uk774RVVcHKjhwQEpMmfGSssukj+9LKmpxgWlhWgUo1cDyDLyMDC7h6yGosTm8fgGMjOcbzpwpqduznItE0e3srtNDNA5vXJ6a7B+DYsG6uDCakQiNE8MM5odlCSJGBN6R3k71kwXLO0Amqq1r8gKVlq6swmEI+8/7P27J+tNuH4wiSiHiZ3gayNvy24ryXKaO2t72VlwDMmsP6B7aNMJVBaNE9EYFiEvANgXltzz+Ha0kGawbDEkN3tGKeno4ih2bl5OeiFvVBYO8kkGwvTkXQ3rTCfk0CNVEzU3TFkNDubrtA8UnCZnOjyCBIy/F3WVlu3NUt7NwjubhFnHH5e4xRoTI/MowfvrGBhXFydXZad2kwtQpastYEMs9Me06VpZ9fOqAPs8CrAHDwJFXm0dGDtWHqsv8f+Z7I3VlrpSLd2fxrzptbeQmF753rMIFUWdVfWHu0jhXFB5MOJ8SgjecZJ0R7c/5Bcv7HmCfMZlVjnlctm59EklrysQfPct9m5/L40nmuD2lh7z+nK4sxQgOg//PFPwMqrv7PDS/faSAcKhy898nByrW3cf1ZGJJpdgr4BP64ef8VlC0D690gHsrj5hfbB7sbSHqVnXJBXdvEb7L/G+ju0d5gvIGPG0psFAXTMK2MFDOnA4wvMW5SR8QgEls6GaywrgihrW70J05Wtv+V8jtKjdljOdAYwj5jPOV+wNkg7gqgRzQGhAISExi1aXll3E+LE9sGmS+x+5oaNmoehONwdClWAWbaWnsLZP9f91+huMW+pEl2zC0aUgXltZVRFxkFgGmqERdQBzRNBIqC/ZVwwbzF8YPPAvEYeVOF2c96wEIbh2po9WH2CISL3PL7EfA5CLumcN5wvTLAQqGKV+ybnk3NETcxrW71RHAlt13FBKFy2VkZr76likuqC47uQ9jy8pMB8nU8WEAo3f8R0zvaBh9c1FDrsX5kHymABAXktCBc0d72xgMu/w91/AgLNntvv6uEVWdjdBBlAlN6tc3Q65pWBrJ2Nb4O86lm+MOi+XF+uL9eX68v1L33Fq//u180Tr/6+jB9sOgthIUGZyAqhRsD4jssWqA4pKj6dz0zBrFNT2mcMB6r267/WDszs7q2MCAV58MxXyaxjzYuATqCie2A6EIEWsawRJ6YD5KgdJ1iiNdbdOEEAAXlt/bUT/IQUpz3mSwtZ+Kad/wb9NZo9hmssG+aNyXGndpaOIRRYRHvnSK7wnLRnXtv4PjQ7gmieuGwQMsPi4Ph8YRbRfxJcSYV+w/sgW7O0D0ry5nMb33E+t+YxyNUmLIgKadW3FEHD6g3yimKnyKxe4Wd3h2WLtEfpBYsjFODZww0A4FjfhVn0FEphLyLijPnCPEMfHPYcPnI657JmHs2i2xRZQtoHRYjCM9OeeYN4ZJwIQ9oRQP+RIh+Whgho9pSZE+GOLwIqFTbWDvOWltA+cVk7fUBJtv4/HTGfOX9BBnr6hOnKljPUZGe/47xld4fSIxQQGD44P0J1VEcAWmvvWVts/4DphVqdGIobgqnGHieieqVXLmRKf/trlZqD4N/jS0H2UJVOl2DG/mOQlYtAAkvobricWfPI8R3ae9TE2qL2zkB57ibcfIc8EoHpCDm4jB9wfIF4ZF7ZdI7p0tk3y9rCwv4T4tFZZ+M7zufob5jXDu7nlbEgOf/TF6NSnPbReVbNE2rD7o7TBVXZovlvR3DgyClIBaqF9J+8SjFdyUuNtbV4JMspbaJXgErnZjztw8mxvmEZqGdkEcuWZcSywXymojfGtyy9g8mykVZ5eHzveL7fUrDhA/dfe1G5DABYGyxbr5alA55LKQSaHcOCZeN1e/c86yD+m1ZQ6ezsn9E+Ylmx2Tnu3X+ydMD00tq7kPa6f+uv1Y2H9pG7n0OmkRo6JwFGlM6xkzCDQOlO76kO68UjQna3bEtQIjJfWlgY8mdrQUTAmI6Yt8wj88rRTvyk3jG+Y14hj5Ym5hEyD4yzw4DL1lkbMJSVhZk1Kc8jK0tn4sWN77CsycLSI2Re/NaefgFrkHssa1h7mlRb+ftxeMfjlVAo5I2FGaAzHeKCvMKyMQFmcUZYWHqkA8McwsKamFdo79k+4PBKjCEq5UoHgJTXl3Byo8/52rIMOL4qzIxf/Zd/ZQGHq3B4EUqP5ax6T1xCmKhnwMIws4wCbblszQeMoHHznbUPyANLD+F4cWIeYBHrHyHbtNKqUZ+1N5Xcy2C1N4te4oszBMTLIbF05oWE6Og5DKVHmFlWlkekHVkIMJ+V5jGkw2d3Thjz2riw/8Sw8OmXOL4EK3ffyOCL6ahCPcOMskJ/40QGdahtvsPhK0erxJBWI+TLv6nzNqicAzIdGWbU1g0QaV75QGB3w+nCVH1BoBA8db+KZyIrsJd/U49XooHRbeuKVwI1A8qAMljp0d4LfrWL39p8zjy4nahFxCPbJ/eILIMJMoJh863tv2Le1PX3jBOWLdMBZTQata1PLyztOXw0uWMdr0wFpPbJd5z23uHj0iNvLE6sPbXqQiEM/TWWjXPWhemExaua2oXz2oQIld7G97BAVrQPqD2XbdXKpNd41V2L2phqRTTUJtTeZIoIIGQ2OxxfsXZWO1+cOt60U5eeQt4ERgsib+8ZZ65/sDhzuvBNTZTuMhozBf3FGTQsG+e2AWyfOJ+ZjjGTneuJPiA6UF5hfBtCxvEVli3aB85nvjeJK2gNurtQBvHCcXxVl41ZROmJZ5vaRoZ7aB64bMWygwK+zR+x/4qEez/SYIlxYXfP0juBTfiMajPNE+cLswal4+qt7b+GwCJHJgkRo8UTU90RYPug3lKUFjX5MVMb9NdufxwKhvc4vlJ86SS3MFPlpWVrcslrdpzPzTfTclpN2UnM/TVry1CcIWIJzQ77n8OigRg+UKafeUBe2eoN4oTahTxaOtISSuc8HRF2ujvGI6dLKwMsmn6LV0M1Gh2aR4YiA1nO5yy9m8ixIB0BYLpgOjIdoGOsDMhrx4HlpdnfmCwZ5VyseqcsRsWqz5va3QZ1qmiKWmL7iPkC8ahoEumA45Xr7Wnrbx5oEaUDjc2Ttngh/17pEPm+nnhuZQUWhOJ6NbXD+gcsa8aFoXD4wOmFqYhoCf0N44S8QihIE2vi6kf0Nzh8ZSGzNjrDaMlOtorBEvKI9o5x5vGVqSSBwJpMw05TuwK1A1twtkXIWLbW3geR0fSBNM7nZg3igWH2tocyGMCQwZONrBe5bzmfWU2w1hAQX/y3v46zDhWM72w6Z21NHHnN7OEjp0tD4OZb3P+5TRcmykSaqPW5/zmOL9E+MCynyUr/snmL/hMtYri24ysRZ92Vlc8dS7IofcKyRW1M9V7N++aRtXeK9vP/vHUmwRr/MWkX4oT2jnnl270wTZHr6omSLyNIrZnSQayb0qH/RB+BivnCy+wwNo8MGYhebFzGkEd0N1Rto3SweOpDLgD8cQJs9sgbEGCBtTj/DcKC2jEULhuT9XjpMW+C6JLdrVnD0sGkHfAQwkIEqH6rXdgiao/hIw6vRTkDs//YNCEsKh2pogYLfvqW0VhCHpnX1t1wPrM8WjzSAvLKzn6P/Vdc1qgd3NO6UhbdOgK7WwV6BLwyqcJD+wBLnC/cHlhtW90d09EfXBlNtMZmDxB5jfae0xW0+caj+6YDvjvA0N2fIiko+XOG5OlsQPPIMnDZmorMw3umg883OUX2N072Hd9i2UBkViWFxxfPLHOO7zGfa3MXFw5xYvOEsEBnRiisySw909vo1OrgO2x68rJ87WAN23vGI6crI4GqZ2HMZGWzZ40ow6nhyVg7O/sdpguU8XOHE6pCVMYjywqlV+8XZeatphmZ3IfM+czEgAARyonrDNTW6dcEaMxrbP9wYvMbmx1JWrCanKMPErTmiYoG9CziQhEKlnNzJdYABC4bO0Wl8PN+ct6EOsA0SiGztBg+EjKSb0wNKKLVyPM+7VlWOsbw3FrgXRkNaJyuMF2ieaCccMe3jIv6/zCfm/659FBvQzoEgGFxvr7ibi00ORTrDK4d0p6lN9W3akeCzED0quqyRW0QFycllQ7TJfPKxNEtvXMm04H6WDGSx3ecLz5LFpcB7S2PL6x2Mp9l82R5hRpVVofrfTyxiqVisITl3CxQTMgwM00IGVd/n49XAZFpx/7GaQuER04WsGytdqjJw1+XZKLwHqQd53OLM6czLhuWwXSKe5bTOPMwFEpWQ1oYeWM1cfXm2ebV0xo5Gg/vbboE4Ek5K8pg3R3LSpGZd0FY6y0cFrFsKyu7W4YFpZMYjXePpB3bJ9NKbJ4CgHj2P/6luMu1xXKm3DCERWgJQ+bmu3p4xZownzkTo9mHZg8VY7UmAbCw2Z8clwd3jwY4X1ptUXo6vnRiBjQP3vqjSPPq7/L9f8w0sSaAiLOfIjqxtCUpIRVcoI4E2XJ3t8wrNHurSVV6oHpkBAPBsDCvbLgmDHn0Lo2ycsLlsoZFlhHqulJe1ezZf7J0RLNDbdjsERcsG7Pka08NEzWhfaIYtMsZahQNwZszunumA59+hWULVxbpYMlYKejPOy6DL2AWEt5Dk9cWJwoV6W/M4awQfD4dHFHpPzGvUBus3poYg6XH5W/t6edcf49l7YVuANYoxDb1yaY9D68BIFRv7wgL45GW0N0iHThdYvMd0hH7r1z4RwGORfzi/3y6/7OudDrsrX1knJiO2H9t7QOXtZ39E/pPmF44wCtOZvVjFfO5dXeh9E5R0SYyXaIM5gebM6DwOTM+UW50XKndxxLyaM2e7SNLi+6ezSObJ+5/hnRgXnkorXUCMI9GY23oPbDZjxaA/Z2FjNx7pEJD6dDdUiCPSDpxFlOc40c7XqJ9YG3Q3steHWVA88D50vpPTHuK9wGgu7c8MK/tm/8rb/9Yn34Ra6IoxrX3afzi39vjnyAeGQrLaMKs5nPb/NExw9oZAspg6ck7k0Rcls18s6c17O4RZhGiuJyZAfM5QuFwjWaPdLRlw7CwtqbejNra5lsoY1BxvrZo77ls0DyyjBjfCgLxPEOHQSjO/o8z5nOjKe/xGj4M7Y5q9NYaSTvOF1Y6bH+P9hHzlnHxMK598C1PWXVt0d07HUN4lwjxUsOTvXrz4O1385mJpaamojRBJQN111rwbhicuEjym7eE9OQZcOkRF8QjakPxMLVgYWTxnQpGFj6fTxZZeqsN+k8h7Z0xzwKRD9ORuYcF0rh+g/YBMM5bpoNH7cM1mz1pfPU3i5qKNHPk8D2+cyhSyNvjv6JRFA/WU7NBbSzt2OyxnJmSB1Glu1sAKCMUa66/D9MLK701j95z7bS3iFClbARWpANjRh5RG1jr4xMnlp7LtqZdCIVhYRktatocKaoCMzVbtE82Oygo7D95u4iiQ/FaV2/C9MIE2wgUySsRng2gEvS0Z7NnvPrXv/bAMzjZ6fDalO9P51YTWMJy5jlHswvxyPUbywOnS+s/8YSuOFlToU0ePWpIeyi4Szu2D0x7Lmuo+tI+YLq0mEljHm06j2VlYsQrLGWBmv7EoI8TV29QRifUajnN55YOBNns0D3YfEYAtUUebfWGyxo1+QRd/8DSQb9fibAA5XjgcmYhs3RqNgzNzm9pOcd8DiObHaYXBlITXeeuwyMRNFpCHjB+sOkSdQCM3Z02CHS3tmz8MWupW9AfqtnWLOH8n2z3M6fx6OZrB0SXEqjJysC8ojVoHiklBVbM51YbNfNi2fo5pDrHvKGok8LlpRZRejOn8FntfJqmI1dvLSzsb9Dd4/A1RHRRujNdcD73fsl0YMiwhqHw/s86VSy0j6x+QNpjuuCyNTWH736B6dLRSAGYz+BPs+ey8Tb+2qs/js1TKB3SLozvbNmCgM5X39ESQKQdEZFHax4ZFyozsARUnwZ5wPGVzedgxuY7HF+cWG2OlALwPxSkvmytfQgALRkLa8s8YtmYRVOLyfoHpAMOX1l3E/zBmfilrC2u/t52X7O2UPOyWojyytpHLluzhrXDsjGnzxbsX8fdz2LaUZBAewcVCULm7muFq2HZWtpROXFtQKid/sQMXEgiHlhGX9jr75HXPhl0QltEOkCovacLCbVF6Rzj7W64rE1j29+AlccX9gxQK60cPjCvcPGPtX2041UweopZTzhSf4N5e0pEClULsYC8MdBJmLXF8IHTpbEiHnn4CscX6O5YBY0UBzYUHqmNLCzSa3DdCmtMHVTzuZXekdLmidOFKU7XxjW+Qx6ZRVuvWP0IgYHDtVmktSA8ImnvScN0Ydp/awtEhuzMci2rsKD2yGurCaeGPMwXHtaIyVZbW70Fjcsaae9VwDwiHZjXlvZcNswrWkReG4LLSLaPFPHs8Zfa5SEINK+gMlVN2P4BemqHr0yc0vYRtcFyUWtvmz9yOWceQePX/3fefFd3X0eLmC4tSvLmvCICUGWa3kBapT9CjaEKKGFhOqImLFtr74Ja5rtPQeu09GgfmCbEBfOFDe85nSOPEGzYqE9W/SrwRvXaYD5De89mh9pSYF13E2qLZQ21ogNO2hQ/U6vMNRNO3fBfri/Xl+vL9eX6cv2LXXH7P//l+GPoP6G9lzoAmj3VuJDXhog8wAL6GzqVBeg/CT7GfIbujir2No9+0M0qA3gATmHxeWXW+LFMMB5dPkfpAg3rHzBviVPv3nJmBMf3zCsIc2NFbXh8WWtrzT7UzlQCHT5QkUXaY7qiJbR3sJbLWlpVpqRKofGysXgkgouXbP7Iw1eIE827ahyJUvttXrvuy3xpAMb3WNaIC2lIR3HbnFIoISLx/VTo89cT5guquqsuOQH34zuEzDx4B8x0oZ4n5jXaR2FQSE9SV1NDrifUAohBLmsTQNd9okUvmajyJEqMOvj6T46BWHpun3ITu+6OlmjJpnOUTuCDS2z113b42sWv1Nqs524JNbqrTN6Y2JLMyGsuW+JkBdLecT4HiM232H3jMal4g+qWEMUoTiyj1IVj6Q1A+8g8Mh0c2g2Fpf8shq1/tUjdVVwQF6hai4A40xqTVls6hGXNUJwwwkprkFd1fBvOf1cOL0M6Qty//ladbRRfJm/MoqU9NYGXFUUCFHVielHFJFRpt6awbFA7f7Kij6YD82AgulsvIPc3OL42gmoYUs12Wdt8Yas3QcUMADS2TyyDyzM2O4SF7YPNZyfOqrkcS20wfHBOwfEKLOzubT4DyPYBYYE1Xrxp9lCCohi29JJ4Z6gaHJsusWwBQ7Njf021OnnK0nDehuNlANDsHN9DwPgWzQ67X3hzqITyWJHX1uxZBoxvCdCpFg6NkNWR/NKhvz7R8KI5ra5HOjBOYfhoy5riTSAiqkhWnLihOaMGsvEd+0/WPqA2XNZME+JMS6RRM7z0prx8WTu2zwql4467tACweou4UB3E4hkuWys9mCEtDIuIM5YNQITsQL0lLisq3QQdA1+21XMmwQ8R0joR3li7k7jambGwfRQzliysnTX7oGJkbRyiFOYh8ls6uoT8snFWMDMPL+P+tUvgq0+/2WM+A4zjewerQIf78kpN4vofa2eWYElUJifOAID60Hv0n4IXzgdPp7w1NbnEUekxvuVybhKjEnpPY5i98CyFMEuIR9Qe8RBqZ7WFZjiA8R29KDCxjDa+R7z4i79MBy4b0Qot7UM6QpqJohWkI5sda3JVItB70MZ3WDaaZxRMxMrSIU3sb1ha1XtNdaq88g1RthFafsNHZ3xuvsXxJc9/Z9OFc2m0oUNanK1pfarSEyduvsPxJSxi863ILay9gcxbs4Tu3iEIHQzqGC2d1Q4WaC3iUapuyBsg+I/yeknmcm4ysAjFKealx/CRRj7bLqnNME1AdWpccNFSEbWf/xVGpCPKCD2b7g5xQl5z/aZOF+w/Ie39MOs/Ma+tvWNtyMJQUXrnn4hmHSdYYBkcLFUDJqI8m9k+Us+VFbVF88C8NlYfirPf4fgC/Sc+c6nz6D9KiLzWv0X0N5zPXdtmvrC8gcQI5jMsG+tv6aDz4s8xVDi1JIq25PgbiIt/LI+/CBqceHTJAEF/J7IDRbg4+yfMZ7DEsjp5E2yk5+bkHEhQY4V45LK1PKK2LD3y2uIxOKIoYuRCa1B7sLD/RAtgQd6atuCnXzBvrP9IKSakPfOI9hHHl1YGhAwY056WTI3YrHqP658isva+LoRBxZmbb9HdoTaUdFY8snZY1o6SHV+ijBaP7O4YZxxf1mbnT0FleYtoniiO4nNko+BpvvgssUhDf61wEHkD7SZpF+KC4yuvJ5XBsSYtsOnCwuw1RYsmhEoldwBxYtrTIsd3nC6tNq6H4rVcEykDzQ4h43hFQsUPLJvThA+onU91VctF6SQhUcfuDvMZygoe/1VRQpA3Vjqw+rSBcfWGMITq/1UhkdaagrB0ULsFagIClo2VjsuaIMrKpIvoPeADmh3EPpW2C4BQPMIDML5n2kNMitqytug/WR7UyYCaGGd2t2RF86RjQHYPXvN3FH2lnY21NZEPCQ4fiAAhe6Fw/QPKyLwy0dzLiLxGs2P74FQ0jYkCOzHFVNTw7osANYbHIyxRXbFlVG+JNY8n8O0kqilqpQtpatpkj35c//eey/qEXZ96Vy25D44TR+9ZW4iBMrxHe4/aepOJtICFxyIgj4gzu3vXUmkfvfTlZBwTu9Xy2u1gvCMFIolY6UTk8Spg6Rlf/dd/9ZwieX07UKwB1WMUBYuUqf0UhrBA4mPNzo4vYAl1wLK21Y8sPUqHzXfW3XnIEJaTfGdCOnK6MNE6jy+AChjCzGWD4wuvzqkVP8y0iPYReeUtTWJqWkQeKf1myTSJlzy9MGUPpWPtAbiypyXvuVGxtwwmRsdpG2Ie4ULdkAyPV+MJghjfWt6AhcvWAK9banBkYOPi4r15NSWqao14chIKFajs7pAOjrA3O0yXDAuWFUqPZof2gXnA6i1237ggZpowXbqIiHirCg5qjzyAQPJszxCxbK10UHSmKEzAukrHBKYLpEkxgQ3v2TyxDMgbsLK7A4i8VZaJ2omxTUmDC24W+GsReYW8Qu29CtLdcj5z0WU9IDV5aM7EOSxbrH7AdIUyKFGgJHfzysLM8b3XrvNKcrRYzkx65HnlSZ5FSEYsnigttbf2Iai8r2ek/qfTI2CY2T5yvrCaOF/UMlqY2D6E0lkZLE70bbeFNaydWVAoo0yCKnyKjS2WRG1x8VsrbZzPa22seQx5YxbQf+L4HofXzCsRIE0prDrqpINnkbVFexuaRwsZ85kLkDc7Ei5xqwhmfIcyep1Z0Zg16O4kRueBvHexwNWhYvY+eWcPqnFqwIu/rfvXQZxy9QZIJL7ZM4/IGxP9pAxY/4DDK++D0YQJC0tn6QQeLGsLlaWT5qnncO0DLYLZuwZBjO94+NqFppxvPeHw0gjUhKu/s+OV1JBRRpMmAnjKdzNgVNa+bE5KEwVxZhkNgXr/cir0rn60mvj85zA2O+TN6fQKkBSCBWfzp4OL/4aZ/Scua6jPRmukdLZ+Y6VjyKgN8tok6WYt+k/mx1XjpJ7uzuKMZcO8svEdz35fShukUKMWke239fCVP6naKE5lnKlMC+bNRiDmcztV8pnXMKLZc9la3iCvXXRD6l+1RVm5uljeWHfLMoKgNciDS8EiCfBgKMwDRIKXPplT14C04/Si1hjEPlMAl/Zefg6ZzRPTASF7T+H+Z5gvRI1WM4+190EF7Nf/rjz9PEgLSvJ9obgXV3/N6cpHY/iowNTKYOKjSwi7Nlj9yHnrPHhJxMWrf/1rGNIBz1JF7R1FxBLIlqTwUVAbW87M6XqVZcSytXxaPHlVQ2Ha8/iypiOnS87nFOm+u1G2FOLMPFptzTP6xyCOmc5hRWF6PHllcfYaIEAJ/WodCmfrrxkWHF7DIvPGagPrLO0DK0tvRozveXxp0muieZtV3hgLFXd7D1p0srhWeDow7VlG625dXE6aQ80ey8a7QMQLihmijappQ92UgiKbnYtP1xZpwuGlXf7W9l97wtc8YT5H+4B5i80P1j4irwliPsPxpWKlzxgFCJbTRmmfuy/jBHWNeLtub/0nKS57k6bawgTbscICrv7Wnn55av0hulvkNaQ5XVtvhQEpJfz5sj4z5mvC+N4DdqmmlhbWGQrbR5YezY5x8f7B1Y+2bNjs1echaolLOj7THEDk0VY/ehi1nIGZ/R3mM1hjZbQyWvMYFI7ktccEQvbyBs1TeN7rJbvZ7lA6SKupdlCh+Jkq/dzg4rRDhVYBBCTIJuUYMeZDUTYJKV5r/VtCbYL6qQGkQ1DA5B2vM+KM6cr/Sls8jYiYtyasu7vlfMG8EmVGSksncTBCrZQ1+bR8bo+Ns6aoNke3R9G+pgdRW2+aFt9BcE088HgZagsLCAWlNylI0VA7drdU/2bas4zOUhnf4Xjl7097lhXSnu0D0gHTFSRpmtdmRKgg0Aia7vzAtgbWEECzD/HIvMbwESELL0KcOZ1TTYTeldy7bFjzyDCzu2P3YIfX4peDWZj8Z2NJD4NGNE8svR1fo7YurpMmKHDRStFRpD4Ya12p+hkaCbO6RIEAHTwKsksXpnPLI5SrlcH6T1w2ZpF5xbwCorc51oZlYN4YAkqL3Ic4QwYTzU76VTi8EgMerLTGuluWDnlr3U2IM2tnEp0qow0fGBfsvjEA29/j+EpNclZblLF2N2G4ttK53K2QoZpgiZ95QC3Ec1EmJGn2Z4ynNmyemI6s3uEOa6Xt6c3yyq3bB+eUpQOmCymi2TOnwNWh9rQG2z+gfcR0heNVVLjmwud0OmVtkdfIo2MbeY3+xnU7RVWIM1c/2nSBZevCrCaR/hbxZ//5r+XtSAMCw8TiuSf6a5+v8iBodqdeWQBqF9gqcQPNlfkBKt3T7NHhEY+0lmECy4mv2YKgNExLj+YRZQUEpD2tPQHcESF7SuvRT4P5oqYnZ2UsGwg0EATx3PAYZ0Ltio2lffCGhtYBrijZtN7bnqXZrPRFKY6alucLbxZQuG109s5zZevwFWrUzJAprSjCBJFXyCPy6EFNXmP3c2iXEUiipbisbbrEdInxA6ZLju9sugLiqdu8NzXTNQ+u4aaA4Oz3yAPjxHLqjKM0Ogs1XxVxK+4TE11peFjCdIE4cfXO0gH7rxgW5o3RuGxrexPigXltYpnnlSmGBdA8cT6DbCaavQsAG5kml2p1/44PPHxdjy/Z3To4OV06DckiNt/h6RfIK/QfXXrSIqXRHjKnFyUsIU2eWikmiLMcrYK2DEUAy5nLHzRPLvmR9iwd1Fvj3gS+kYPZG7NU0lDaV3rXA01HV8EqK0+ga4v+Iy1+LszodWamI1787fLwJ0GtVwDK6MUxRXl5ZQR/9X883P95r3xI2RWLG520d5RciERmhw8ujaERhnmJCEZJbUoRuKwsPQXNOrVJld4U0YeFsi/pr51Vpcy+v2Hp0T6C+bOLlTQgultaQHfL5pHTSwsZAEuP6YVXULp7Nk82n0OWUbXzapwqNOrNrI0rmyCadzJVqC1Ui1RdFlI6piEuEk2w59afZ0FSi7SIvDFVTaYXxSsZjeP5QqgE06m9ZtnWMLN9YF6p5x2lRx2s9M/omZXR1OMMnBK+6MVU18w09Lc2X8IBzOriHYp0a4f+1psBThuREF3r7uh5UmfNLoggx5N4cV7bfIbmyWFhdRRYw9qat08FIPg7VeJVKSvtOF0hzuyvacH9TcRJU39n6aHeJlUWmF0O3BKgrtLW4sS08wctkHbZ1O6WoWBZn2KXzkLm6gc2jzy+MvW6tnc+SnGC90sYLWH4wGbH1RscXqPZq5Qofh2XMwsL0j5IHF1QLYC4qEvsdAQE1OR61mpnZsWyoVob1fYjkL95+KJB9+X6cn25vlxfrn/pK17+D78uPeRmGGeUEQDDDG/cbT1dWNY1ZHa3bjqSJsIc0JepjwU0OzcZFG7AitWPrK2k4C0dnXrQPNIiLWD4iOmF4laW3mpy/juAZVMtob8OeYWaXEDX5TcSuluWFUBs/gj1aapa8LlMkkCieQjqAaZh3pp69/KouAhlsOYxsOD1Xy9PvwzPbijS/5fmrtg7AkBE5ZK4yHRB6eDVRrr0iLOHBgr9dCeI8PBttOFdiMfPURKMnjYZlw0tWV5Rzer6KMF0ZbC0C97O0gLAdO6ZX41QZ8nuGxMpZfUj0h6H196brIaJ4QOaHfIKFhgWLhs7vMbhFfLGEfnSotmF7h5xRh6BwHj0liZvcjyz0gHBqS8WYI2pXiovHG9KfeTxlYXifl+sJwGSA2uL+RxlrJZMmgJpx2VbhQALjWSFBbX9koU0LmvR4WQfgBpBcw5hyO5RIrMyayRYXhWLuR9ggkxAAKSd+wzJJcGxjg6A19u8xmZeE9Zklp5Q2qlZnfvXUcL4zY6hYllDVR8F3UoOdr/sRdlwhqdB2L2aJ6xxO0o1oAg6DpkWLa8tHtjsACIUzOcQY0j5upLR0iNUWmCcfB6GhdHxLsoJIs5kwYu/X+7/NMbFq1/pZHEkLbj5zJUD08Et3QQVCrLu7jBvTgpJdCH27i6o9Ks8zGu6UklYKJLV+B5a7M2OysXLaP1NGD7YfA7Z34WJdYCdcNrmiWHBfG7DNeetfe4ko7fZqRtMBdpl67oVAPsbLmsTYmatqU1NsTyLVzXaB68/hYLaWncbSgvXQeiwbOH0RZ6kp072xzBY4rM/oRvNNU4JLiNYUFWob9UgaAiovdAn7L4R9ZTzhTGjfWAoDDNPrf2yUhQzljRe/Z3TtZQCWoQki9QPtGwl/1OtteYxwMCCuLiCTjpwvqjNozsWigg6fBSr1qw5CRolEBjeu4nDshGoSOFG7QNDRSiYLvyJ99d88bf15j9VCSZodi3nVhPzwLxyib+QQeNyVpVsheI30DwEPd9QHBlS/QInUqUS+rx2pStBZfHiL35dW5QRUsFRbbz0JlIcAGtN61nOKyDWb+rTN66HMbxjXnmpX/fx7AWOAIsOZay/x3TJqu7X4lBp2gexJGuH7o4WPgtUWGcALv4BFsJ8jjDTAvLaQmHzxOXMwgwW1PTcoArBGqpwNDtaZDqAhfOZlQHpSFVQ3YDuwNpjeMfple1fRzyrEJnb9J79DvOWrAyVpTcYQparnpdtwsz+mssZhvdqIEXasb1zDkWcGRe64e7oCj0WkY4E5PDBeKC8t0Wf01cIURE4KS5Ds3MIOO0ZT7YafqtqzBzQ3dISp0vJ8kM2aPOZtY+cz70KmiavaasTEBHtbWB1zzrpEsaZccLwyQ5fo3k4layMaXJTsmVtpUdcyKyiiD2fu7Wh4pLaQBqdzz9ZMJSIc6LoxMWNNkROERAvBqZ2dkHMOhikLatxkO+4SLRV3kXG5gnWIB5C88h04Ou/zo+/DKoM1QQJmPYfUUZ091xWGD4yHVxWtb8xKdCEzFAxfML0ArUVLdAQMHyktoM4s/YyOCCAMiAd2OzUxujAVFioqrvc6ENh8+RatOIcWkJ7j9rD/SCqywQMH8N0YQDbR/ehaZ7YX1t3g9J7c7vEBRT2CZRef+/wCKSC2jrcsayClkZ/7RGVgJfanNQjAQFE+l0ufkhYQB5OspXwmkdYiMjSoHbOAlj/gOmC/TWkklVbuTNQApISJXP1tsz5XPbeDAtrb/3157K5aHiCHKWtuf0DxnccPrD0DDPT5IaQ8P0E2tNrC2uBiPHtSexnoVx3mydJ2kh4xtp7Nz2STIMqVSD6j8wbC4Xx4K6bWpjxwGCUR1F3q5gJYQGI5pGlMwsnS3IJf7T2DACe/TMe/kwhF8soZRM17DsBR0VThUQy2mBF6TmfWe1t+EAC84XVFi//3zqfOTArCzfVYkF45NSiemVd7C04o0r7p4BucwcTmPqg0d4HEdgsorsJ9LCclLnGhbmAdeHDf0QB8aW37tbLFmJW55Wd/4aH1yAkT6fBCXK7SIdQO9Meu2xRe6+gS6ejdtY8hWVtcWYZrP8UBDMua4tn/9NfSBg7ZKYD2wdOFyZ+5zOLI6/t4h84X+Cr/2cZP5R3/1UUK6x0AHw/RXATa9HwhTPmFZodWLj/Gv014xHp4L3TBJkJOOXJordEdDdMe9Yg/5uwbC2d6pa1delSIYwI2HyHecvultK2UlGBBlRfIc86xO2D072EjbIgDyg9y2ASoAQAYvhAEPPWLAYVPNJJJjkenEQnk67hGnHBfK4fDmssj9Cm1t2f7qSgefR9Nu2oTEIBuJyYFa2Eme29lYHTpXW3FNswzNJbC8vWNJg1oX1AVm63MbggFdStpVliCe0jQbe0gXm5mMZf/tvb2/9ssIT+o7w12Tx62ld6E7VBCdl06T1V7jKZEIqY9GatOXHj4E5rtXUy1OpHtUFYs2N/bc0OpXfV4XSgRS9lqa4AcwgedPZXOpzsNRuJ3KA2Nr5j3jxj/RyuiUD1x2gYQ4UKUceXrviOgLs/DxKWjkfPtxRTS3upfeDJlQ6Hr2CRoTBOHmocXp9SnJMVHsC8tpC5eoPjC3+syTufoEBHyXH/kWkvKUWcxAkZJ1WMcBLhxeHruvkjpMERJsJQB/NoRupqvbdf5DWXM6rqo6Fz8eNHlJ6sXDYEUCPKytKRcYIa9S1w2ZjWMow1Ia9s/Z1gehAi6fC0ifgqkO+t+MR5Yxqu4QNP0mewaGJpxomHr6oQf8JdgiT0XgZbzlzKXZVqmVtvv8XwEYdX7O4YZiYFrJUW0D6qfsP2njDuv+Z8xrwyJAwfUBs/JkP2gqhWh6qAtWPzBItMR7gw+SPnc1OcAaK7Y1wE9kCCe5rPpQfAkNHdUOrGzzQZxdPLtlpw9TlRSQEsW7MG3T3ThGVlkvPXCVdbzFuUweI+nGwt2T5yWVvt0d3zuVXIJR99SLXF/8RH2MjK40WgSWMT6cg4qb4if7PPcjMCCcqA0ln7+Nw4weaRpQMLLn7D4QOPL13mChEAu3t3IyNOXmunqhjI9oF5o4zTLGD4IH9IU0KjmDKvSMPFb+145ZxniW+pDyHMPL6uy/Z06iyME9OT17FU3VeBanyHeMTxFVjIX/6b/y1MofZVgB0lldZYmIIlA2DJ2uu4nNVn9iQza19hCMdgyayx57+1VlgShbNpNlqq7Yc0v3AFOrqNrtFo0QBQxIGuhKf0fCfNTczbGo4s55mHCHjhCwAr02MAsJyXk/i/MQdrKgAUhilYNBY+f5qiCxYi04YCgMdgrcXHiGDlPMfbBKCsKyrCHOpYOAX/0micgzUWDqF2FQCXYF1lpnWV+wjAus9fxGNE9KFjpiWDAcF0b/rVzOTCupIMoRSULexjHSqXZ5oqrKs8PQgEYw7WlXifyrr4UOgm29p+TPPLDIBzsK4iMx5CWVXmU1dmNBiQDKdXUP0BsdKC+d8OhXNgZh0Kl6BfgWBhHy2Zhg5z0J+z0trnmRNg0FfDH2vgwrou/o3msa2PSYXuzVr7/EohKgFYX5pPabnKqB7F69nRYI0ZDV0FEB5S7SsLra2cwqnxwLqPcb4UXlcBhF20zmCw9JOHmBlm1s70iAGEfVSlHUAdSnyMAMqqhmOofWWlVgcLyqak+1RW1aKFYwCgFaFbDfvnRwbQ6dR+b9HSQ8znWcOlDQ4u2VmZPcVBJgvqcPrM58UkrdVy+neDBUO00zTw1eQ/U38e9cUMh1BXhXP4/MiOwVpjESRlAMIxWDQEWPBv0essNH5uNwaAChqNPnScgyVDtLCLFn6yHE5vfr64BBsKDDBqqqvKzSlYU2nUI+MSrC88RGtruk8A8raAxiU8D6b/rcFX4uwL1ivnpyHyMWlNt6FUQA+urjOnaBTud/rVQaGS+Zo1ooJLsKY2DxHP2040GDlTP1Yj8NPBfH5qftvwCeCvnR6iNZU5WF+wBC6nBVVdo1JceS1PBKACjeGUmsPA5Rm+Om3RmUjm95NPIxwMxd8ZDgFAHSqnYH0BwBwA+ICf/kqzHQG180/256UbSKal+vkrAE5Bo6GvsNZgsLaiENqcl6DNpK4KgoWnBK2dL8I/X64v15fry/Xl+he/+Kf/+/9qNTCoce50UBtJMyGJtFr9xCJN/zWECqDWEGIJwV80U5OtAahF7bwWQrUa1Nrlnxzq8xdVRSiVIahTC9SnVZYcGGAVTZdzFoIGfRpOURGFlwUrJeAUhdRKBgu0aoyxmvIzGgmrrDWkJgPIOYZQaw0wxlRq+Q9+I2j6Ip66PDQaMRUAJUeKS2DUT9DXhVBJlBw1Pj5E4XNMaEYzghZoJYeoADCYVX5uJ3H3BIORwczgdxIqAB/M0zg8317JITZF3xhjNUMtMTW5Vv70xeeR1+DzJ5/w/HRI1BKC3n+6H705xArg+XW9XxOg5Kgb0036B+q50/Tmn/6Kz1OQFmI1YykhPM+6UGsNPqqaUTWYQU/WxwcoSwzRTk/oNC2NVhhTrTX4jH3+LqBWxnh6W2WMtf5kTH6yBFxbQ5MkhGqnn+A/p4LKpU7zthb/uueHrq9g0M+H5o/uWXdVcwAQUrVCRp+0z7f6PHrPE0Ar8adv82ddw/Oj1Ig9P1zd8/N6wU8eotUQtEBOc6CWGEJ9ntLP8+T5Gz+/WEOIxZc5EGJ5nhLP01JjUgtDtM+z1xhi+ekq9l9URYuuGnYtIn3185T46bT5PBWN/8FKDFULhzRfp//hVK9eIPEP0Sf89Cu0pfx0WJ7Hv+Soh+iTn+Yb2k9mzvOM1eL1VVz9K1JTzFArn79Um49u2Izar563QS8WqYPm/2fvzXotudIrsbW+vWM84703BybJYqkkC7LsBgzYfjQgwwZUejLg/2S/2X/D/Rv8Zj90twE32i1LoiSWxGKRzCQz885niog9fH749jl5c2BVqWG0XjJAEJmRcSJ27NjDN6xvLVGbmABsvSqPsI/LNxPTfiUuv1nWjm9EwlZLOXb1w6VejwvyadS96SWUGWFDmtSceeSfKSdPl51aJWJP5GmVsPaffgUc17o//Jf/Uzo6j75OYV9Jk0ik0bkm2cfOBy9dzEHMI5MmaSIIcZomscsIpMlJnTQzT+W3OQhdpiAHMW9XfE6jkyqT5V8BqHVNlfPRaRWf097DqfisqVxmV9JnKPLoALg+5iClJaMrlxEaROoEQhPl6KqnSVydczx6qU5zok5SbmLjuMrWKnEa9x6AtAlalgzXJPsDqSA0lrcDkAYndbI3tZsA0ETXpmw8K1UGELcVm0TRHBxF6bP1kquzammtfcUcxDVJE3MUqXL5bGqDj8g8/ZaEq1PcVNJHAHSaJ3eMLcB+ay9In0mkwZWPmKlR6LP4nHYVADZJnFoPOJ/DtgYgXSSRtl76aItvGrxrI4C0rdy8xBPjfe0W4fQWAHKiRpEqUR4Mp4w8OalteDjrVVBzEJt+dtK3Me49vUqVrcEgpEp58NJGCtLBAWCVKWrj8/Tb06CSKtnQ0kzXpDQ6ZBu9YhOATvPo6Ev8QSeRNmmiBmF1DHdkSp3S4KWy1Dby5N40posl8pZp312juDalqawUIHTnZR70uCjApvHkTpdhdOxjmVxVBpBGB5bBD+qbk0qpyoc7fcTSb6Nz7XHC7rybR+tqO5kjdXLSRc3URAC+SSkKFL5OMbgSyHKqUVTh6nx6hTfD1WWbd6xzWTdTeTosx+00Df7UYI1iW6wmssoAnM9vPuvB0aI6PmsUzXRtmc42PZPN8TaWP9gcsQnoi4kpTkHNkzstETnKg8VH7TIdnJvFHEQTxf51clIlOrUnll0qSlmaIqUqFnMandQJCs208W9vLU6jLWW2yB7/nPbedeVDaKavUgyOVFsoNMOMpDQ410VbOePB+y4qHuxnsUyiNJUm2RvZAgtFuZsiB6m6ECcPwFcJQBg8RV2VU5Ri9CjsQ5SFvY32FvZFUhQbnL6JpallEVAAZGmDrSc2SGy1901M8bTVIUfSKUVPk90sNnGqSlvbT1vsqVvshml0/MX/9j+fzPaUxLmj5eVSfmCDlOed/iDZzBA5WmpmdJj1gaMPUcz/JGZH4GhMvWPlQWmPO1lAxfGi2sl3mncUikJKIqI82q0P7feH7TxdebotgJycbexlvh1/YsZOTjSXRdVqf4traF5RDM5XKSfRk7Xr8psrjw14v0Osu6z9J8PWukhExeV0smJOuZWTLWz+5bFjHz7C3MpT+8s7KkE1u/WNFytZT4Y/4FyOtnyX22l5tD40Ca3laj1jD01RbES+sYyOTxTJNjHE51OihJKtJeZM8G0j95hkgfOpeMAPPZVjq3KmiOqDcWhNMsddFcVBf9CBJ1/cfOXifx/NWOuQN99LsrkFoKbo3txNaVb/Wx/i2Hs2JKBMScxpO/Xwyco++UnmKJj7+OYRZl+/7e48HAPvnDkNCRt4KYm10Gz2wneLN9Oq9Cf1NJXwwFGIwTmfHzooFpA4LQvv+1VlMLtkkwjH2Mlp1jz8Og/bnxMpxfrmGweLzieLT5x8spOPa70Ks7t5XJdO/3psaj76E7ZEnAbDw8acZh+OQ66MnwcxhhKrsPn+wMN700gc4wSJvkpZiWNvnG7y0D+zVevhTHzHYbX4Sk7uNM5xDB7Ys/ThXAB4DL3Y3Wxsm3N/mqr2vs4nO2Mr8GmBNd/Dmzl47G2gLNfvu7+nL8XjMsLTvJAHQQWlSLYOPLmetjg/nLDW7NNnBaCJvk7+P/v8B7x9nBzM9888bOX7J9935B/Oqw/e4YP/+rAj3n/QW9304Ex++4N9sJHv/PZhm3/7K3/wth8MXPyHHe834Kcue6clv/O373+yd27ywb++0/947wV/6q3f6a4PHu98vnf6/+HJ33KH/7C3+Kk2v9+Z7//h9zwMO5GP5QwZPP3/dP73Of6pz/3/8fjgdLA/fHDK43eNzA9Oog+e/33Gz+88fufgwdtz4YOrDd6bO7/Pcz94/qfu+c6ZD37xd+bsP7WL3l/9fvua+VvW5J+6/2+Zib/z/MPGeHnX8AKId04Ky1x62FPvnzwG8csMBOCZAZzm4Ts3f/N5jhfYPYG3GvDmocd3eXiHh799524PT5Zufe+fHv7/nVd+9+nv/etP/fad463X/4nj91x03n+L3/nbdz7Z+9f/9r/+1P1/6qGnFuLBQvw72/Z+I/H2x314z3cuK9fwJ8bMew17eMN3Rs4Hm/RP24d4Mmal/FXlzf8fngfy8WRWOf38wZ/1nTO/89G/55W/x61+xxj4PXvp4cz94DB4Z7R88Mp3dvHT2vKTjX+wkpwuft8msAe9M8bwE4PBrv+dxwffMYOebzzFEn58+4nvr66nF//AnH2wwD68z6lb3n/Zt17zwSp6Wm/ftP8n1tj33/RNA/jWyXeHCt56u3ceZ5HHrPR8LwT38fh4fDw+Hh+Pj8d/5MN/9frxO7FIC7O+f5LH5N4JOvIWrOKIOCoBfQWAh6Fwu0/JzbBcdrq5czlGd4qfiqjFEx+mKE5pidOzHh6n3+YjHu8h9u+dK0+NEdGHLcGHAtwPXupodxzxVG8FfB/89pjxgoimJN6nN/mDY2LD0kunM6ewrzXmdJ+H93yYNzq19nRn69uqSim9jfh6r4tOfX68rUbDZbhsoe3TV0BJs711t3f++vCVT31ld4tRTmPg4W9PjT+1ShXev4Hn5ZJi4akx9vXfATSeOsR+foQLljH2zhd/+KXsMrv5aVy98+1ODyqJwLdH3WmavImkP0iBPOwN69V3UhcfvPj05xMuzv7w8AL7od0tZ+p7k8s+3MNvffpVfgBVxXHwnCbag2/BUzr2lHfhEeT2/hc/PcLmNd/O+L4/ck53yMfkyunK0+B5+FHeedDDk6f0z8POfDhfLPVoX/DhZXb/nMvA++D4PD3rNMYerj+n1c+6XRXOKd5uMKkpnTrtzW8ffog3yZ4Ho/398faweXZb+9APB8Cpb49p9TeLySlbqQ9QjqenPFhtPvDQd3aEU+OP6/OpbZqPQMHTRzwtKacW5vzWBXbeueyHH2YA6msHIM5zrtXtJDSqUurvcpvdTgCkeW5/dADiQlOf25duusi5yfbbsFCtc/+tHz9PbiNW96pE/0KmlcaFrv+WAO5/gbhO9aUL6wxFdS8Awly7HyV8nlRURgHACBAyMTSqXue/cQC2v0gM7H6U/RfJiq2MysxvxGiRrMGpyzQ+j1pzpX4nAOIyc2J9J8PTaOVXEpjmGZGgMrO+tpM4/Dx2z31q1Iq33YDUaepzdetyrVZv3FxJ7DUus78TkyL1O/otp4ucO3VbiYsEwO1c7rM61dtS2Jb63Fy78SxrlZe/8vtP1Bpc37jDWbL2G/WDO7C+4/4PYnXnGGE9XG2ogtSp3xoRAIZPYnXj4iKrVyvxm/0db/9F7r53wycZXsu3azME/l7CWTLPu7p1sVYAMjF1ahVq67+R2z9VJsyey/bnSQIBNJcynmuap+rGhfMEwG3c+u9x9V8lJtZXbngaAcggTMi1aqXNSw8geA1z7V/I4ZMsY5kvU6dWih9WpfzWaiqREQeRiPaSAIafZRWFmoqMAvBbybWmWe6e+/EiW6lg/8LFc02z7O8kRsTOFgBN8+x24g60wmp/63KrKuq3ZTAAQIbfihpVfqUAqlsBEdYZCYwstduCODK3uX3lwzwDMKJlrZSB1b2MFwkAEqt7hqVKQHsph88TUIoEp0aR4Q7lQzTXLizKEA2rDIAJfitxnnOj1Z0ASK4QnU211rcyrbMNDDdy9h3v/yTZTAxLjfNUX7s409zk8oguyyD9j7J/lpngDrQrmUxwJNukk4l2W2O48PdS/kzkSo0Axb6OevV7YUT2iMsEoHvu41zDOi3/3h+eqC0dzaXLjWaP7hUPjxVAXKf6tXMTh2fRb00QDKnT5kqy12lVCB3ciLDKfivqkPoMK62tswziDvQ7jp8kANWdxF7VZrQizjMAt5PyIbZlURufpqf/mj/+Wa6vnCaElQJIETIy9SoD/YEApvMsE9MyIhO3zpjdoWguZXyU/Z7NNbc/TwDaVy43Oj1O/tblugwJN1CJuErVtQvrBIBK3QpoX5MAhqfJ74QR45NYXfvY296lfitxlaGwOv04y26Q6DX3uf+ND2sFjPoE0zpD4fZiU8A0vbKHen1whqkpH7cAQQkAoVY4Xf69A7D/VFVQ33K8yDKxvIWSCiaEdWptwi5yrrV74cJKU6P1rZSTrTav3LTOlRELPEpI6H5w8UnmsVA9N8pAiQirxMTTRAuR7sDktYj1RaZ5klH8lmFZ9ie3lzDL/MX/8r9KNEZ6+ANVkBq1Jpayf0H2SsWJBcDE6FRQbQrdpE0nFahTtxfqUf5nx+FRNtouK3GH0e9XhR7DlKRnz2X/iUL0TeWwU2amWYaiuSyLXXXrVKBeq7s3k1MilFh9xc0fPAhDZsRlNkaDEqI3UKODsZXYx4aoBDKhuuf+8wLVlZFplmWUsrE1Onsuh6c5N9pcOhkB4PBpMlo8Y7sqd8uQaKKE6vYEkFqkWWJmc+nK0Jk4Pk4MrG9kfJpK9X4kxGjuqEBzSwDZIaw01yoj0zwDaF671GpqtP9Bdj9LpRi+Uo5HDb1j+8tQY1G0s8u65254lO2Dlu8o6g5itdzlslrdTppr7j9LjKw2ZRWrb2V4EmUoQNvqXsbH0e2cEd0W/i4AwNnf8P6PEWcZwOIf3OaPE4An/xdf/5flAgm0/pGI8UjAIYNIYOoyQ+ETYkb2SPMjWwRglee5yRLoDjSJZQksO1YCjSMSyJXawDgd6pDr7HauvmVqNSwVgDvQuKZsJgPoXsnui8RAmShTYVx1AcO5GperFdubdKQ7cPFtvvovmA253h7HDJH67LZiXZ0arTZUX/rE7SU3evHveXjE/WfZxphETBdp8St/eKpWV+8OjAsV0+Q9immdvhTjsdAkEkCcZWOXsLeQiW7ktMxU1NcSFgoU6ia7ST7KcCTTNAt0xroEGA/QtFT12lzZ3qkysdph+/MEPbE9qdFtaKUy2nbC2KsbKSPDKttaHNbZ7W2yIXVl27P1IXtVD9vs/X3Jo6Uapmlpj/B7judq7AkAsjepBZiaTOwUQJrn1Zdu97nmSitb/vqyTBcV1IEA1KvZrLkq8MLVV7z5FxlA+9KNF2VNXP6j3P1JcoP4rQmXFFMs9po6zXWxice1GlsmvHKkmVZaAdl0wmAWRvvKTevMzGxEDwKgNCkscvYwdpjqztn51GqcnYYE4zwzUgkJMHt6fByZSNt+ugzABERypTIyH1cAv6eyaECbidm+luFCjc5KBblVe6/2Uu//E1UPM3are0m9hmVyB+l+kPGRAvAbjo9zbnJ1WxD/fk91GJ+k6kYkMswUQG6y20uuTY2pjAqJpSu65+7waQLQXLnUaGqKbtx0ZlwPpMJ9/p//xXih9b24gbPnmM7Qv5Ts4PdiWy6O0l4SWe2M2RCSmCvUG4kzbV+L35uQD6uNGKWYcSwakdf6V8ieEBqJrwnTtq/pD6Saxpr6HU0KXisQqG+kvWIWGt1Z0WjKBLD8mgRTD+bCD9j/KNMZc12UuEzRmUcltPq2nAFZbQVErhSC2XOZztVEo9XTJJBBSKJMxUIEYSRaMtHtWe04nWluUd+IyVGfnFkJmH3Pw1NtryRXcIFUpk4hYKCZJEXg/CAgmhsqqFLYDJmoHu4g3WuaJpXfF/peKkwLsn3F/gdMK6YOUJx9ye4VD0918RtnokGnLjLyvWonAOo78XvGDkZH3V7JtFQQzbUwM7fqd5IbnX8n9R1TXaiY6hvJFWyXnT0XFYR1ru7FyJOqHa2wz03wO7FVrL4XJeKcKqi24g+y+jrtn7G+dftPYfSXVHSXEuYKwfJrxpm4Ueobpw5MNiKZWzWiqvqeSjIV87x7KUZk+egvOa6pXqlYfCPjhbbXYkOu2tGNtMW3fS2f/Z/T/R96G5ZuL3GRQcIhzTO8ukFMILG9FK3BXMYAMyUVDWzbeps7hgWYOP9Oqg3DEu0rxhn2n5pWobiBfivda47nOvteckUjHW1fM83UTex/4LQCM82uHC4wnWm1EXs1CaZLTTfCjWIvEjs1OePmjiYNl9rcvXS2orXXYrR1ChDwe8KhuhN3oInktq/FBM5NxtcEHruXBFjc/bGMGShcKBKL7WuOF+omnH3J/bNC3GmUbtal/Q9obqFOVNBcS/dS4hw21E2lyY30A0FSCaUKjADX+KXcWKik3KHMhUJ9BFQ7Wj+bJt60QmrBhOXXHM8BYPGN5Jp+NCVWNUpDm4apLq9gFErta7EnuoFW9eAmKljfUz36H6S+57Qq4ofdJUEymVlD9ZQJucHJL8wtQNS3klv0L+Am7D/V7pUY42J75aykCop6U3SkXBB/EDciLLS+NTZLqgCKaivNDcZzba4FmTKK1moikPUd/UHaa9Yb5orNtaQG9a2YuW9MjH4nuYELbC6lOgpZQWkqi8bqa+tMmmV3kPpW/J7TuarXaicQ9D+yfc3miuOFhjlOOsgnNUg3CtQI4lht6A+Y1ur2Ihn9Sxbqeg8VLP+R4zma20IyqZW2l+L3lMj6thBdphYyih9Y5AJGEzPj8h8xncEY/Op7yR7u/L//JRRWeJtamsWRGqy/0uEJik5oowT8Xkz1zw/0O6PbI1hIr91IRpKIM4VDnGlq1VQLhydFgdukss1UD0sF6SYYub31aXvFwyfZDJzDJzr/jm5kLgT+ZAKJaY35d8i+6C/V97L4Lg/nrHY0ea5CXewAoLmW1KlWcIH1fVGIsg9mMlPWWTYPmeH3Ai1LQ30jbiABdahvxciDjau02hTxruzL/mf6s6YEWMiMgTjT5spV98w1Ulfolt1gqqlwI+t7VvsiRlBtJTXqpqLiNZ6rVlrfCI3ZNzP1GM8hAWmmEhhWmM5gYhPGvFnMrrG03yyUekMTbCZgEsv+QDfSGpk9VNBdyvBY4xz1Xent9oZKxhlyVUTsUw2JXH+F7tKY4cGM2XPEGd1ENzJ2Wu2YvfqBRgc5PBaLWVFR34hWYGbsUW0FgnENv6NMTDOtdoxzhYMks2DYXDOsVaLJzpp+PLJHfScAC7Vz5uprdZOYDnTsNbeaenUD61uJC91+7up7+gOba6QZ/EGm8+QOApDRNL6K4LcxPxb99QgoqgOnleYaca5G8Gzc4SYsBoKKOFe/E9NDCSs90oUVVWLzMIzA1B/UD1JvmDrEXqu9pEYlw8TdTWvAFDbP/lbba73/I0igm5grre84nSkE9Y1Lnc6+B+wRHurQ3DHMlTT5URhHdf+Ch2da3xKOqYVpn/sDh8caZ6i2dIHNDWIPFwrbf+yhApDZQx2mM2gFCGSiyXLnClROK4RlGULD09xcl7a5gVrp7IWkxkqfQMDvmHo1gs7cKo9U3Mal7Qcah73WhWHdGKzDAnEGrY1sFLkiE2XieKamsCyRyLR5zcRqw2kFN/EkXGsSuoDdHxIRZ8qEODNRkkKRXNTiK6rX7iVNcFI9JCP26kwjONMPbK8ZO0CQa8YZTSbUj4hzUI2FHVT6PQ5Ptb2mBJhcrElLVBvGmZpsYHfJaWlSuWq2LrPp8sEYig9P1dqZWqhTf2ButJC4K90EFVabIjGqDtWGzQ3DuvD5uunIlq2cPRd/gBuRGrY3zB6pMS5p5gbVhiarYaqJJsoXVvrpv8rTwsUeWjP1GC509kJij/aKsUOuUe1obkBq+OivspL+ABZtF4SVmvNgZOFQs1nJROOtN2mVXDH7snmXZRkfj4/Hx+Pj8fH4ePyzHu7iz35pil4mdmtGX24xLcT40tvLYtj2LxmWJWUnEX6kxXBSX/zZ3Gh7ydywvaYFl0y8xMKjzS38oQjqQMDEasvYa66KKrvf8fBEzUxIvVq4xo1IjUnqwe8Ze1WH9pLTutj11Q67TxmW2RwUN7LaYzzX5qZEXcxWoiK10BrVptjUcW4Wn5r+biomFU2TST2qLSXBwiAmRw9RmYwuntUW53+fU1tiLPWG7ZX6HcbHRdzPtCe0gqmh5AqmdBKWakTxkjh7rtUO2TMsNHvYc91IJphYeFwoLTQvmD2XOIckkzjD6h/Y3GK4KOEXSUXawE2s9gwLpRYXUD3MlrSumH+HaoPYHzW2M9xkyvYcHmcqmYv+mJr8B9heMqzVH0Qic83DE2sehouiaggFM8MyS+DsB/gR/oAwox+RWkgo+jEmUCaBJfLlzJ8rus71jYB0EyVwWisAatHrM8hD7GEyWmbVUjE84nSGXGH+nUxnWt+LiS6bXov1ea7NdUP2yI1W92JunARqhfqWUFZb+gOrPU0q+xQJoJq+MupNUW8yRn3z0eNSZ885nmmuYNG/XOviG5i8mDpUe67+QYdz5qZYlHGR3cR6w9irVph/Dzfh8MQ04LW9ku0XODyhepV4NCRnsPARWNw4S4Mxm0Q6TUbI5pEk5kZzTa1Qb4qMlhtYHQAgtSUHQwUUTOZ4nUQTIIGp1+ZaLLQlgd0rjTPAmbQS59+iuUXqGHvkVtWjfyH1HaczU65jrjV3RW6OYG4Ugmprqn0kAEJSUbY2saXUKixMNFECU1/WB620uZGw0P4HVDvEnvU9xrMyGU3UoNozV9C6aBOYNFHpkKb4eaaH2V5REv2BqVNzf9XBTSYFWaaJ+hITspCdRUqY6cZyKz/ABOJSV0Qai2Bmg5LLaBB7TCuEeRF6N5CRVsVlyTX8UDTM6nv6gepQ33I6V78npKQGbbJUW7HIqvnZzCXVWt/TEn7qAVAdqi1zRa3U3KnmhnGmIOMMcQaItpcYHsPvCZrKEeqNqqNEk/KhiaWpQOH615oaVhu4AWGO+p5hjvquxK7C0jTnNM4xLSTXTC1jj9ip5UcAmHqFvUh9z1yjvoMbERaQQPtqfiiCQerQvaJ79Ge/NCfUfHYVhrlWG4azbGKaqUO1ldxoqotgl0ws8qYjTDXLpkrqkT39oYghWobGb9ldampokp3TSuuN2Jrrt0VUzYIkMtEFVlvaaPADu9cKMCzKmACYa3QvZTwvTmhx7ipQYUksdYgzVaFJv1hMwBRB6jumtrilZbETaAW/ZfZqqojda4YFcq3NLQ9P1EJwWhVVHr8v2iT9j7r7GYa1qEdYaG4AYap5eIbFr5kahiViX0IQJbh/xWrHXBVVK0MWxI7TkvUdpjOFK9ohcaYm3uoPhAU8AQBxBn9grqBCNzB1DHNTnINF520nDsuibgeh34sfwYw4B2CKgsgN44wA0kzn38IUdS2S4A4W0GPqtNrS5FUkYfW1TguRCX6vzBgv4AYSzDUWv0FYEUS9QfZInVIlzBg7E5qjZLavMTxRU/ut75laSCjSmQCyB0GtLEuHEmWNqO+pDv2PODy1/YBM7F+pCuNcmWhqNxC4ieO5mqiojYr5txpnVAE8LFzcvmZu4QbRqigC1HdwA1OH9hphDnUYnuTmSiBFd7J9LaZVKJm5Qn3HxW/QXpnMoNYbxh7NNVJHZqaZVveSWx3PaeHZIge353gOOBqYwhbQ+o5xhtwoVMK8rMi5wuIbxDkllb+aSta00tkLVjvGHnGuqVOTuLW5Y5cxMfVwgZYccgP9wFQj12rKwqlh6o521UQQYalF8TbDTQApgWGZJXL+vcnnwI2IM8Y5TIA4e8Q5pxXn3+vhaVF9jQuEJdrXBAlFaopClZtoSdZqyzBXyyjEHpKQGkjk4htUG1Qb5EZM69NSniZYZfmDonwYqZ4gbM66wPYSKjQ9LZOkggXljhqepmZU7RgWmisQUFICpvOCzsiNEuxeM/YoAkgCSUVxh2oCj7QcT5xr/yNSY2ld+JEqlMTmltMKKlCB31EryGThJrVtqb1iWKlFa5tbSkSYIzVQVwZDavHF/364++MqzpUZ/lDsD62KsNajv4oySuwoE+s7xpnaVLUImFnPoK1RReLWMvcqCAslSoQQZJyjuWH27C7VjQAwrSgZFuw1lSYQ2fPwDBJY36kETGu0l0g91cMFU/8ycBmzR33H8UJNRjIs1Q/0hzLIC+GBloQ3tbT5/G9196wghsxigxKke/zf/LLaw4Q4UwMaeKNXoCiMqYcLzK3a7iKBaW5SQCVPbv+lXpmhHoystpjWqr4oB9tOExeaOgB8s4V41vd0I9NMGZE62CS0xZqK7jX2n1FdkWuzsRIWcAPrjRk4YMK0UvVa3zMuVSvEXuffiinSWoAVgEwMK/U7cxcIQa61vhPJlAkAc6s2XCybcvRL4AZqbd1itLYATXINEDR3RZ4yNWqqhcystxzPVAVKNDest1RX4qG2dEq09E8J7lv21bCVuSmipZIJoLtkmKO5Fr83ATcTEtbutbgRboI6ukAmpEZzxVwXX2r+G4l9WctsgWhuWd9pnFECCkJSmRrmVs1+VAdbhQHk5qgOF1ltOVwYwopxwThnrtFcM/bqd4yzo/W0KlCR87/Tw1OaNrzpRRoQwxZoNxaPKPVmixUXodrSQCIAmCC56JxOq+L2dT9SPWLHOEecaX1LCfAjYw8mGlyqgCMyx3OkDiRSU/D300qZILnIy1Kx+nW6/yNLpdAMfGYyUWtNDbRCfUeeXDGB33P3MwyPSlKwvUJYIMyP64JHdc/Zcxw+KaqXZm8BNIk8awZIv5PhUWakJEqw3AlSq/7AsGD/UqstYk9LeuUaWmv2lhHU1ClAmej3tBU/LNRmjRtogl5UzH7AtKJE01anJGqlcWZCRIBZVx6mtCYJcY6Sesn0WzLRBABzhdSg2nJaa6612ortE9OKzOZwqK0vlmKUQH8gXImyWN4lt0itphaxh9+z2HOR9QZ+hETIiFyzvaIfEBaAFo3U8y8RFsy1mmmfOjDDDQzrHOaoN5QEN5XNWGJRAqw3tiwWKUUDVdZ3TJ3mFgavoFpWTGUqvqY53/U9xscqoYg1215o6qUSJXWYP1d/wOEJ40L7lwyzoowOwB/Kpm6IKmaaPqmhaqt7TiuNPXJrQANoVbKSm1/U/oA4V5mono//MvavskIOT0Cy2uL+jwx5YkY2Uqf1jcRZ8ZMslWjbfHNDNxWzEg4mIGlmemrKSljfY7hgmHM6oxsxnqlNGYDNrYGiQeUxM1oSmcyIM50/hz8AQjdAItIMjDyGKCxRCpAq6F6ZCYJn/ybunzg3FT9JAsc1SyLNgiLK6p5nf5/c+X9nguKaa7iBzZ3GnupKYg0O1X2JQc1+KAtonBXEBQTVFmGl6pEarXam6Wiqt2Z6FE8ZhfEEbixyyNWWqdOzr7S51+0XcKY6KjBIW5yZnDZVMH8BCfR7KukCAcaZdq8hAbkyFBC8yZfVFrigG9m9VsuoJ5MxTTxpa1qX+YNAir9l8xCEBPYvdXiE3GDxmxKLmFZa34p6C/WUTpSEancsZLM9ONNAE9UOYWHDEc0thwvEXm2kGj57+TVyzfl3GJ4oBPNvMTzC8teYlnAT59+huUPsmWudf6/jGU2JMvujH6BsrzgtUdJ9E9wErcpK5A+Mc1XSGmyupMUtmRE7GuQ3N5i90OExTnLLZUmtijx56vSkf2gjpiB5TG/XIFIO1RYSC/bavkVYSHUPN6DaYFoXS5wZ/Y/we5x/FdprNcFvU9pVX/SGtVKAZj6Pj7TaCrWocasgrOAP1AphmWWiyYla2IoZkljfoblGfY/U2nQCQ7HOqq3kztBitHamTse1s3iImQimRV3tkOuyqDEwe6QeEtheclrjKHaMuED3Eqmj1vA7GgCkueX+85Lnt3ipH+kmAHQT2ivUG0xnZeT7gd1rmmviD1RvcVFMS4Y5c6MgVl8zzmkOorNQZ6TZmGlmquQKgtGy9PBDAUHNflTTyiwIOoU/MNdobmkbhkE2qJg9R5hTfYnuMhnQFMNjTT1SC4Na2ABorlnt6fecVtrcEiAz1NH0qiVZTF4L6PEUFRf4g8SFagV/oMWNc625phugDuM5w0ItpmK5fQtkpZrVHrGDGWephR8KoBQOloSHMLXavSxBdfvXsFSz8+pbSqLhquIMhvEz89dk6bvXLHLAJlrokD0grO9Zb0jQBWavENsdVUamhqmHRE5LXXwLKhnpBsalSuTy2xzmYjCoXCG16F5z8Z0pr8NAXu7AOC/BDPNp/AFhBsNVxVaGM5nOSuZfKVC4ETIhzK1EwVIGBRVpUC83WkkTS32LQGvIyPl3qO+x+C5v/qCYU25CWBZMgd8xzk3dXNUhNZSMOFcoc61aMbUmaKtpBgkIPaclw0KrLQ9PNNeGqgBRtO0ZGeeaW8QZwgLVhrtPnQrCWp/+32n2g2bHXFMdppXmCn6ARLRXDL24i//2l7lRi0WahnFq1LANJvnMRBegDqtf6/5pGWTz7zCtWe1g+sfWC8w0idJcAw4g3AQ4qihzAdqaZi0cbBsPcxnOqeYbOriBZ1+l9lqHRwQZFiqRhycWEoEN4uYWcY5phWlVZLO7VwWWespGqON4DgPsGWAaBIH+xwK2sUU2dmrxIhBKMptKMadzNdMstRzPVKuygVl8DArLIUEgGdNK7WPkprhTZvIbtCY10EpNizrXSK26kdnTBUxrWi1Rqg3tytwAglQx9kyN1huOZwbjKUPHjUx9sdbNHDMx3FwhV9q9ZrXntNLUor1h7HD+N9j+DLmGBIaFqmOcqc3nuFAmhjmoaK4YVlrQkrW6gf4A2/INYAMHv0fqStcxER5hkesNx0ea2uLBhBmoyG1JE4YVABhKMCzMFeb9L1y9we6zYp7b9g8bacrUqQpTU7Z2KNorzp6jvcThE3Ujw0rNcbFak9kPODwtlVhuQG6oFd0Ey6/kutQkuAFxrgBnP7C5wfCpwoOBbiIVBCwxAIfuFaY1QDQ3kjq1iJ8JUU8rba/oJlAxLQDSBbiJboAEhCWWv9bdM57/DcaLkomttkwV2ksNS4Y548wirnAD2ytOa1iG0gBaJlueejU0pgpWv87Zi5LTmVocyY+sNrQN6QixQ7WjG8jEONdco9oz14wz1Bs9PCn+bm7QXHN4pBLtIyK3aK+4fwY/0Iqf3MTcwA10AbGHff3uFcNS4WBK3iXcN1M3WvaXFijzg4HNYOkikz9npCUj2+uSvGRCPPqRVFKZm7If21Zqy4tlR1JXNqfqABcgE6ezLIHdKxo4zVYM9UVnnRkSiotm+SQ30QzHOFeLYWRPpuJhNDc8fKJ+TyseZ0ZuDGIHoxwwi8SyGuYEd69Ndh1wjDMcnpSCqtOVUGOhpoVMJUIi909Z7cwiYfao7zGt0P/I8UJzg/aS2UPro/leF9OtJIcS4wwu2GSnmyzFfiwOaSGBYaXz7yXM4KZCy252v9/TAvWSMFzQ+twKRdwIiRzP1RxEsxiKp+uRW1S7ki0zG93+1Ton16g3jB0s01Ht6A8cHkE93YSj92/rv9X8AMLt59x9KmFOFbRXOq3hB5gxCjLXHxF0H4+Px8fj4/Hx+Oc+3Nmf//mprKdEOQEImlvWm7IDVxuEFcYzKZF3QZyVutR4hH7VG6ZOS7jDlYjHp/8q7j9x5hpbolUdLISaPakgCQd3YH0PkGGp+2fcf8rmllDosYbD7glQnYYF3IGpV4u99K+4/1TVW/qOVMaZWj6zuWXqUN/DD8bLwOlc3UQZj5A2w0qMyA2W36C9wfCoxPeskIWKaW3logxLLUFLKZ5WrlRdcWWKxdfB7zmt1bBbFkI1UI1FRQpRR6d+RwlIHVDqEzmd5fpOYl9QEhDYu8jEsFSLRxmiPzda7awcEiWdIIiLklGwsAkTJXH7RXETwRLegSC3sOSQ/dUdOJ1pKY4bGJe5vpOwtOFBGw9hplYBWnIqWuLObuS0VAjVw4Ah9T1TXQIp00oX32A857S2RIjGHmGh01IkMNfFF8mVlROq5RHVQ626VtC94uGJjhcYzy1RR3WYf8ewQH1HN3L3M82tulEsKJo6pAZMWH2t+2elbLOEbjIlodpy+/NSTusGUacWc7MqxbDUOC8JJ4AW747dG/e62pWg07RWw+nFuda3ZHoTipTEMCuzS4VwmM4LKpIJ7RXDrGArYq8Fj6O0QEK1ZW5ARf8SKpzWYlFuKyr0e9Z3nFZashOARGiF8y81V7TCajdRAsLCrNcSPCkm6liG3+rXub3R7WdMTYlwhGXBHBaGkRZWyVjSDB1Sq/2PBctnrnycaa6YG+TaAGm08lK/xymRYxlsi6ZambYNRb+lxaXDsvg0tAKyCWGlhu8imEvJC8JCU4vxQptrY2ooEEqg1AhqjVwxdZobSKQKLbNriAYqYo/uFQHEhVpaKDdobjk81tkLjOfFcax2DEtUG8Ih9ppr5Aokco1cMc409jKtS0oYtBwSU19Areq1u8TwGM1d8Swbq+bpjSmqpEItcEdlXKg6ZGdpC6tvQ7W1KiXEGSQhzKE12ktKMJ4ntU95CrPDEcrYYf0VJMIfcHgCraDHqGOuEOYFLmT1nblEHQCh39HimdSCr0s9VLS+ZclZRLTXzBWBUn4ERZzD77n6GrkpANqwKoDk5ooQWz+LZ5k9oEd4ZKdiYIIzPP53+f4PSxZZEt0fP/3zcX0s80wA0F4zdVBPC76lXi++zPtPaJkYQ9CFZbZqxNyUMr3DU019BlDYxgQEtp9KnAFOJRnPisX6SyC73hBagMgGurUNxjJmqVNoieDbyDMHVnLZV2zpnNbqIm2gW/w0daoCS+aXuGcFKvwIq822MaHG4+ARZxoXGhYcz2DQTEm07A6IOIc/sNohrNUCdFT6oaTcw1IN3GHFmNW+wDdx3Ies8jlXBUApEWFVqu0MWGFzgJGpVxsK7kCZGOeaHep7unCsdqxhGJXUQcnYwVLB6gvuoNpQIpo7SDwCY1wJLRKQgPaKAKczzTWqrTCBuVTqWY00gTjTaithqYbAZjYUllr5oQUiCgByx9wgVzp7IdWW44Xahmdjy+JC43nBDg2PcnMjbiqFAZWVSNsqKQVQy2MiyviEcoPY2R5fQqxWvZ965EYvvtT2Vjd/pFKIgjitC5ZhfKTTQvyOZf2NpPKz/2PaP/HDEwVL2NlSKSrILep7SkCYqxvZXjPM0V7z8ImGY0KuvYQhVlOHaan2ZVUQe7TXVu6K/iWGC0wrzJ4zrEovWVS2e0nLM4eF2mw0jLj9N/8e05oXf637p3QDZWJYMDca+xIo80OhgbAP/fgv8/ZntIg6lMMjqoMlqAD4Awy1ZSFrKKAlg5VmGmcIMxnOaUB5mRjnBuxUdYhzqMAPBW1VbZn6sq6V0ou2cHkYIOXZv46bPxQ4QAvMwS5mLntMrpA6pF5LebtCAq3gdLxA+5puLHAG+61ZcgXge8nUqySWWLSH8UzmBrHXaitlR2wMx5XNUoGpcoZCweUHQ+IwLjVXaK9LeXJuMK0AgVIsRaoOYQ43vsGhNLf0A63rmJirggKwJFNYqG3tWoOKXCkVYUECYV5CxJZlcBPrexye5tRqe81ppW5knCkM3RCQOhSYn1M45Lpg9I8VwbDKYkOQ2Ycz4G61KdW1sUe1s4Qxx3M014zzso7ZMv6wGCB1ansSxKgG4AZKohsxe6HDBSz8a8U8Enn4RPuX7F7rtCwGKMA419RwOtc4R5yhuaIfMC0R5yXOaaDoXCH2Ksrm1sp+qV7Hc/g9p7nkihLY3DL2cPP/8S/iXM3a7V5JahHnyB6V2SYZucbuGZkhIyVTEtVpbrD6FffP4Pc0cIsxF7TXknrMnlOFZg1VBxrGYfZC6w0OT0Ble8WSHtzCvsTym3x4CjdKmQBHXAozll/r4UnZey2anL1VODM3aiNj+WsU8C4hge0Vm1sdH4EKCEvee6kuUivDwiHNCqVV7gpWwipsskN7yVwz9moIPXe08astjeALZH2P4bGCZenUGu7Axfd5eAQomxsxRsXhQo3Er3CALlQC8tHqLyjPG05rlUA/sLnh+EhzDb+VesNprbFHc1cs+mmtLrC+ZVirxYVzpYYkrHZiLgUTxnM1nqj2hmGlINrX4g+0WmsDSda3BYVZ8HsovWRkB1Y9Y7xKuSm8RN5KfDIs0+6mI0CRZRkyb9IGt8EXU4P6nkwIS3WHo5T7xNlznc5Lwv/sK919RojaUlLtCrRMBX5knBXEhy2RxliRa+w+4+5T1tcy/w5xjlQDLJQWZraDJWVloBs3ye6zI2lhdaTDURgzzXihsQcju1eW8eK0Vtue40JlYm6ohHqFHAvOE9TqllrGObPHuC4oYcuNQdBeMXsWB7dX9ahvOZ1p90rCEhd/rYcnBEtuaf+0IE3sP1sNDWta35sZpxKYOoS5mF0Ye/gDU6v2k1La4nH+Zd4/pQoJSCaV9T3UIdWoDux/1GqH1NKN6C41zGlEc+bn1VsOj0ryODUnAiSjSqGV6BU8pCJ7VxgHRqqDsa5Yjs0GwMVf6fYLMPLsS7SXmFYMi3ziF6DSzCkD46WmgGhA1PcMC4Wg2hBCiWXrTZ26kXGZbUxKRKkTYiH+ASCJqbGSgGISpb7I6tT3HM/U0kglVgGaO2sGpQtkZmrAjOaaEqwYCySMcQOAH2jJUQmWm6FEMsEfyq5mJrvfs9oi9uh/ZGpLDnVaaXUv1RZhqYvfSHNHf2BuCusYQXP3JSJ18DtS6fdl429uhbFQpRjkKs7BTL9HXGiqZTrTAknoSjygQFSk4JPNIIgLVY/6zhZhdC9pubTUIVdGfEV/wLQqpJ2p19ghLMtkr3YlytLccHysLESISC0e/6VuvwBzaaHdx/ycsChgrtzAiHjCQttr+gOHC1UP98V/+uexK9xrtupZWZzBJAzMljr1e5EAqzC1wrrpDIQVHKjZEf2r4kjFvkTemFhtUW8QZ7YbE471HVODOIMfStCm2jFXnFbQI360u+T4SN1Ed+D+GbrXrHZUISO61xwvtL2mCwYXhhsY5gWoDiIushs4XEAy3cD2Sg0WZREkPnAXJLO9fkN3JIHtlT759/HmT8QFq2nF+d/p/llBXVtxmSTUdxjXCCuttmIWXK41znRa0wzAsNTYa5ijYJQtuORL9jjOAMAF5jfmpNa3Mj7OJUSToR7Lr3X/jOrUYFFQxJkyY1rBDBko4AAx5iiDhMAVVlAylzgSE/2B44UaQ4kBGnMLCUiddq+ZvQF/jwRCMB+Ohm9JveH+cf7XGmYigbEvhn9B09VQBxmplZaYqhw5Y3o1d9aWEvVmceu0KrQr6rD9GbpLWvWDOUYFG72h3yMstb4rdWwqx2V9oc2tuJFxod0lwqzAqwzrZSGd/iXHM41zzY0+/n/0cCHjBbpXHC8KMtAIEs29CwsFIbl4nxKO5X7HEsJ6wzBXI040sH57zbhQicUGBAtUB0ar2AKKMMcRoaNmJ5nPbVNgXBs7J5jRXTLXVJaAUqlj21Ey/P6InW0xe4HxUTE51UG91nes7wp9VEFprnVaiXpItpYUBlV1xb6MHWNvRjfUl3KQ4qIlqoPWxZO2TcjwjRLZ3JbwNTOrLes7TmuY45UbSIKZt2avmAM0npNqxYyc1iwD+x+x/1RJuKmUiPqBF1/q4RHrDdsrWjWlFRTW91x8m9sr3T9jc8NpVQwIGyfrX3FaFRa13CqOjF8QuJG51tNo7F4ZkRVLJZaSGS6w2pRycttaIMVBlIx6QwLJENgJ5oWY6Wl16+pQMF8ei28R+xIFse3kSHJW7IPZD2huMTwu9VgEsqMFe91AQ6NVe9YbdSPUMcxsp0Ts1b6IFfwBhOLiy9y/1MNTqx5Deym2eMKolb3aN7Kwkx5rdSQXnKoxSbY36gdOi4I1UA8JzJ3lXGiDsBgZGbnC7AWqHcYz5tp4BpArNdI4KJbf4PZPKYGGcDH4a3bwe+YGydgMAvy2EBqAiAukHlppdykfYQsfj4/Hx+Pj8fH4Zz7c8n/4i9Roc0NLhGTPalcqY5SFx9O4ZKpdye9VO1YbhoVaUM6i/LnSekNmpL6wpMCUXUCjIzSHiZlMUMICL0aga+ZGbkoFEgTNDYbHqLZi0MzmupDDx7lOa/idVDtYFarRD+ca9T2pFlc1fC6yhx85XMBoleFQ33P3WZYICNrXTB3GM33y7/JwJqtvcnOn93/E7efiAmOvlnmKreS2+Ar1vcSFphapplZIfV79itMaVMBBPepbMfe58HUmpg7NHSGo70uJSZyrWc0WaKLCBebGdDdoNZtHYKUwltKoXEESY4en/zaHmRwDWSUKXN8zztUecQp8WylGc0c30lJThkcvWAnr/ExJ7C718f87Lb5PN3/qLPzSvUK9gbmDs++KKer33H+K1EIycl3Q8PClWtvYBywnbJapeYQykShAfwNioHCNlwyN0bmaFxVnpcTdKBgkIdeYzjQsFLnA/Z/+27D5wp3ALKkt7DJGunHi2zVubyPt3T9lXJjjizgv5JLmyrRX7F/p4allwEqMKy5VJhqBr8Hou1fmBTK1cCNSh9jB72iQDQASgFxmh8V/JDDNtL4RALlC7koVbXZWu8M4Uxcoid0rDo8LlLZUDuUSYKQidQoWugczSPsfj4VTkRBWe0xruANXv87Nre6flQLY+fcaFoydZU3gBhqMONeaK1gqtNpo6o8pFkGuNXVwA/yhuGhgqVCp9owdrFSge83DJ6ostQGSuPoH7L5Qq9EhUG2Nskhjj/VXGM+NjxVxYaVp5jXSwPEqhngSKtMMhyc6nZX6/2rP+fN8/wsZz5gbIJeyFTew2ogbODyGEQoYA7oV3lHpt8yNWhjZanFyW+aFEfAYp0y1Q1gCBDKgJUOZXWFvYYQ6tFc6PNZqJ4W7oUG9YViqlYsZl7ElhgubaqQ/QBKmM00N4lxzAyrDnGFuAcSTmkkJYzY3jD3hMK4VytRSPebPcXhapnN9I37PaZ1LkrLCcCGHx2KVdu0lxzM1aLWFpiWy/5EuoLnTaoc4N12Vkp2t72lwp7AotOu5UaM7MSZi47Y4QQ9Sg9kLS7hYWZVK5HihxocCAIr6nvtPILEwwFldgTr0L2R8VMDuAFb/wOmMqdH2ygrUCh1aruA++a9/GftCStHcICzBWKg+qj3cVKh9kDmtCylZtWO9QVjCBcpklFxQy9+wRF1sbTXeHdtO/OEY8LU0XXus6YGldlFtj5ENFj/a7zittXvJ8ZHGeQme5rYQkRUQCJkKETLjTI1W3caxrZ65smonzH7A/lPkCv4gVA6P1CZ5e4Vpyf0nHB4x9Zp9QV7ZwJWp5CeNuau+pd+VWJMK20v4gfWGw2OtbyVXWsAd5gLfM/VqfNjGOe+C8RSAuXyA0sgjPdrshabath8Yc3nq1dZEG2HjmRhIqb2ihEK0Pl6oRRJSjzg7ouMI9bCIYiliFZxQfLlGnOvsuUm8UJKEuTs8ZZxlCexfYvc5zd+3aobUIlelBKTaysXfpHEtFmm0ykqZSmgepB/pAs//Nu2e0UAB41otvzKd56IjAMQ5Uo/uNY1XRuuifnRKOA9Ps1VjSKQLsDKj/VMnoWQT3WR1qVTPsMoy0hKKVnBa3yl5pIACcoU4R/dSLJ4OlkG4f8bUqq3Ffk/JhbkqLtT6rbqX4bH2PxbU4v6Z+j1zjdyVynnbVsMKs+elbNOFwnCjDnCFVcUYd3KjBjCZzrT/gf6A3efqB+Za4UroyXKiEjmtVHKp5ll+o6mhehpruzq0V5JaHR4ZS5hOSxnOS+Xp8CSrk1wZdLAMhtQTosbLMv8eh2eInS3HpYLKttXmugy2Um16JNYq0CHATQwLaI2zL3H4BOpxeILm2qiqqEeuLGMqmZZmLB7TQoL2iqWAv0M8Eo6ElUoq8wVA/5LNLccLHc5puQcZS5VSSQK5N/gC63OZjO+AANorTmeot6U4ZloXpIDfiyXtSzpqhdSoQYjNmsm1Vjtxo1mHzDWM5NANNBYcY8Oyhcu4r47AJZqIUbUt7Ob+wNQjtVrfSpxpmZIO3qKmxxijH2Q619QgzVQblWhmLsY1DOFyJLaASbpYbsyMFT9AXcm7+wPstmWheKRhjmmN8Qz1PVVKxNWuyTX8wGmlNoCtQ5prmda6/OaIWes115CRBENhqS/yAqZpl5o37BVhUUyQ4UkCqcY9eCe5oQHETEpGksSZAkbsXQgem2uq+//Ye5Ndy5LsSmytbWanue3rvImIbMlkktUIAjQQUAMBNRCYBDTSj+gbNNFMmtQ/aKi5aqCCoKkGRZBVhJhN9N7789fd5pxjzdZg273+wt0jmExmgRM/CATcr5/G2m1me6+9Ft35v/0VWTeJwwMY0o6KPNNKPdkZixfCjn7LmiQf2NzRiEqPiBSLtcQFS6cGVTB+ST8wzSoaxO8smKS20pj/VAONuz6u62o5nmhNEQ9or2j+cRXMn2J4WLlkDEMZtkwLGMzMziK2Q5dMC1HMXmpzh+HCCI0OkZID8wKB3EiaHbiFDPwj5hquSLzlV5i90GnF0iAu1Pb+JWD2jJufAGBuYbxBYWO40oplcJEloH9FI9cqrX2XNTQd0F7RDywBVd/GYTxHbg9ga8MOgXamNL7R0kF9ZUbJPaYTNWkJAztBAEVzQw11vqWFxTYruNwPTCstLdori81WOrLhnMMF5085ndVQZz1cAqsvUVpOa3UTNahRSGx+JBbjbW84rdVMfwmwDZH53G9/VnO/cws731gAxo0MG8YVZKpud7+ncRyUTk2PQwPcntNZrpYUANC/YjTdikU9+NooLw0Mj2Qyu6yxCqqnGyEJaQElcq/LL2Xzs2LBWzu12wHXVjt1kEwLhbqIuLDS4mi7d4+Ze1SNgB1TD8k1WK6OuUVaYPYM06oKKtrhI3foLg+QuWLoUMMNa1ygUgyPpFZ0tQHuc4P2inGJ9ppGKLx/SHXoLjGeq0GomSX30KDm+j+mJKelSmbu0L2piZ9pCfNkmM4CBEcm37ioA8MAaZVRNFSiptIgbJiWKA7Npsrh2FnW7zitK/Z99Tm2PwYL3YTcV+WU6UT9ABtsFsy/jw43ZKNBIbo3tNXCoKR2RB4eqREr2DpqjgcZD1wwxlYV1ARfwo5HDh4optO6ITPgT+4NN3/g33LoLitZM5TTaTHrVIl0pRJI2ixu7phnVRCnguUaa8yKErKPdpcEzQOhca15pv1LGiHpseJULL/EdEJjunOjSKR6La1adjmA7lUFmprQUXGwsIrt+dJMw86Gipr1kwlxqXmm/SvaCa+5oRJpqbYFV4fKK92DBQb5M16JsKn0PAekNagYzwHltK7YYHjDVRlKELak2f3Lr2HR8dJg9kLaN0xLpGXxgyjAzOZWppU2N8bdUIFoANorgpjWB62/galXd/qXf2n5HIYXgFQsRGkqxZYd20uvChpCyc6Mca2mw1H5BXoNG8k9Z8/UILyGwMmzmopki4Q60/muvpQSmGaMSzWSyrhQy8IpveZZUUf1OOS4wO85niIvtHkjxlRhsuy5RWnUHFkQNDdidFumUJlmTHODbZh7Sg02GnYkmHvNHR78NTY/qbvCcCeSOHuG8ZQA46pMK+4f19wIkwmRbL+jtBWBfcwYl6kaHfNN5Q5x9ZZwyTbIdee7M5YEtNcYLrR7U9Nl7FzoItRDWSmwbMMeT4ok2nH4iNGoIofJnHJQV/Fsiye2bwBM2rJTo5q1zJW4qIBUo2MvxiTWMNzWjTBc7bvUy+y57j9Vleo+yj2qodkyrtUQU5b7ffBMVnQ+LHEn0pL5DXxsToxqX4wl75DpbaSiNDqbubKYKlfNb5hWKC36l7anpiSGbbVr5/9Z41KMTnvxjVRDeabTKeK6Inao9APHU23fiDELyEhttDRYfC1hU/XxJFYwtHWocTFIxv5htYbq1PYu4Y62Sqmgf20pEEhzTufFyDiqHkysnJhmAQFqsBQ0cQNNKA+VnBqmCMfCdFrcToxvyU7kcakqyC1tIFHZXpviGcKOw5maWwyCNFMUqtcjHi8ty1EFyrbVKgy3NfHIpJCrH29Pm862E01LNWql3AGglArQsIUq7GrK/f4x0qrIIJaEoI2x0qkR0jz867x/IBWOoZaYoibDAxhjrCnvmc9ZqeiuOJ2osY6Zk3lao7k50OGEg4zbSk1bL3eVb7D0aG7EqCvsLGKb2tzr7KkdiBXEgSSQpVfLISmNtpdMs6M3RYuvnEDqqkm03AAQy6+xf1T5AI1wWRLCDvsHavt4dXCjqIcRNxuKL/e6f4jcq2TWesWa1zF7IeFO1DHNqwFUsXiHhm0Vno4nhWB7zelUDQYMpZGHgYwr2GksLVUFxhFq5t/yQGwkQGiyc24QG1SlUYMZG/ojnhR1lYO87iA75EWRaJ4PLL7F7jM1t01uK8glB8S1AR+kua7Yk+GBllkpgSY3bvA5m93TWtXBj5UvKs3gHv6bv8IhmUN99Xfnma5/w/FCDVknY7VNhtuzVjDqwzSz3BfGk8otmDtaboGNGL8jFLPnlb3ReMyaO5YG7ZUR8QKHPKG0KJZ/Y171sBECudWwEQOPqgczLXeVhc0V40rnT6qoqzF3Gb48bFnFkgcwV5SkCTTAg6hzSSKlcJqLnWpRCGL+BJufQ2LtiSo0N4EwGqtKDmgJd2lWAzZuYJppc0MNkLEKSalDmunsmRg9ou1Z+pfYP9LuskJjtz8ubmT3CqVl2EJ99agYZs9g2Szm3mFzU9NOrXi5Q3cpkjFeFEkVbG2rmo1gOag62oYod5g9pUm6GQVLc83SIi2KBu0uZf+oWHJcRX9mqkduqI6QA/YsQj1Kr2aL/VbcUBvfkgmkVA++YXIkUo35rTVck/niYNSrRwSzG1lchYabWl1zTXVsrxi2jAsAcANLQHsDv4XfYXhkjnhAxY5czFTP8aIYA42l4prDzXz0lvwLQdgQ4PwZ49p8+gh3lRy2e0XLsKnO1mJODHV7MfkMiZXYZvYS43nVHDG/0+Ib3X+izY3YZqu5Q42LvGbYcjxTY5y0rjHDmhY6f2Z5o1BfT4dMlYYnzdXg9eoxf8rhoea+uL0wsbvktFbzdcDXXQhJZlQlCNjMRwmYPRUDvEmiGIXuDG5C95q5ZdVP09pBFtXLvTa3AjVWeOS++mBtl2CzyY777SWntaowd7r8UowOuFqJHXcPxU2QjIodNUGHVPci3WvGNcL26BNTu8eqEzac1pp7SLTUokriZZFsv+dwXo+tVoVwU9UymajC9ppu5Himza3EhRrLTkVO7uugtdQrc6vDVdpMQ2yb38/8jYtvOJ5W7dDcsRJyj7Qdm99xeKBu5OwZxpPqF7VzMGgZ8eZSZthICdURahssSVV+U1mZAG27RlQxnbhWDUAxfyNLg/nTg2shV97IuNLmTpwR7E5V68Ao0ksDbbS9cpYmaKEQSbb1V6YDfeVOSqNMDLek1mctAMZEZrS3dBOnFdNCqZg9R2noBtr2xdxI/SvToa8EUTJIc0eLIFr6hFndEowWDgYiJz4S/3y8Pl4fr4/Xx+uf++JP/93/Cqdi2YuZaZWZGK4krhReAbAeR9RvJC0KcMgjG5lnxW2rx1mdup3kWcFBlAGABlXz3nrlVPenpoqRW5WE0ikAZIBgonp1ewGQ1slf+dwrFSqqjQKQvWhQZEJUvQKQUWRi7kq4lXhS9Fhgy7zeSZ4VO8mVvrid2NfjWQIge6eiVtS8zO7OwXbo88y9yJEy9SS1z8J0kbtnbniY7UcVNZHjPCvWGm4jeVm6p254lN1ejHjibaU2kk4yANmJRKZVDtcuLQuytVLpn/r9Z8kKX330rcrIEtRvJZ5kAFDUNxOMNFBfaQoTIWhfuWldrM2ZycjSFyZaHW3Xob64O1dafVs2UfXKTGsl6xoV5L6gUEMB4LYuL7O1ag2xtIWFGopsHBW5LwD8ximR10l2rvbOUDMS1EHDwfUMgNBQ/JUvwfZI8Hc1SpHnh04cRSJqj7TFBqeGgkK3k9wXt3UA8jzLKOqMYP/w+siwZVyWcpAmKm1p3rjcAGLuCFhflK7IxLzI/toDyH2BAzJkYl4Uf+PsRzdIabQ09aPqa120VU60Arut5EUBYb+4ne0NFV6RAQGKzRrJyxyuXTzJKJCx7gVLWxiFh+15WSXuXPvKjQ9z/9TtfpzsWZtN4ZbTg2wP9k/8/tPkb1yelUOzi3qFEl4Z6wDwW8mt2tiwPSyINCtuJ2mdWYhUc600qExkrPUqnXKyILOaZB8A6zjT+KkuoL7YgGxfudyqxajVCuBQGwHQrsjWlb5wssxZex0gYCQjy6xoUwDI1tnjZZbdraV3IXeFiaUrBk+1McbI3BuRAwAgUyIkMa4zp0ripF3hKGKyAHbq2knuiraFUdRVdl1zkyKzepFiDVJSDWuK4gADBmdoULcXMz6ocDjVoH4juTWgoEpkCTWuGa4FwHSW29fOdHos7T31CkK9ykS/NYEeU75QKKo5jfW7MkppbdDWSeG2okRpFF7VKQB/W8cto2URQUbmeeEkcG9HLAh/J3mmMhz6uq35qho03EjqtdqTaBpmRY74WIW2qlS3E5ti1jXaKDLh1YaTG5lbbS9lfJDt2WqQtVqS+mNfZCL//P/4nwHYiqEKEQWQs4ioSLn3TyyF9q+qIL/zf/vRLtV62/FHVTpX7D2l8PgVVVqJDusVRNQeca7kLCRKof3VnhXRUmgvPLyNzpWUxHjEjrfZs8cXHouak4QmASilWoGc6f3b4jlX7LX2oPclRRealJIj9VhyVZTCdz5asjhfUnTOV0txLLNz9TarTopOXLF7nCspOREl1drZfjyUv1ZWFaVI7cN7rzo+crys7nYnef93K4k1nViD2Eft5pzFesd+sTutI+zZYzdZ3Y9teyzSsaPv9z6px5tteIjUKh/vtHce+/rYHfa5Y5sfbzs2nbXJ/VFhdx6/aCXMmSSske834HH8AHBORYoqcxZr/8OYpLXe8TZS7Z77TWcVcU5tbNjgObaA/VKy+JBzlvvNbl+xSXf4aylFrD3t5vstby+xN9voTUmsVIf+Oi77tXdyPk7eg3llnSPHmh7vV8Vx/DtXS27vtJdYa7/zFWvz73bZ2zluxbB+9z7H6ET0HTtgTWo/WlOTtSlw77r/3UPZ3hoi3Jsa74zY+2W+byWOPx7fYL1z/MrbBrGRIHoc0iKaorMfzdrcb+Fjg5NasgBwvuQk4orZIgCVXZF6bHMrsJWttmoWAOJKHdiFZj3qPYXHlxwKXO35oQKk6P0mOtbrnWlyLHbJdRU/PgtlsXVRCrQW4Hjb24mp5GGWlSxysGPHgXH867HAdWqbeVWtzWqgFneop83eY+vYbe5gQ22tOv6r/f/4EnvzocvfvsTeeXwt7o3yg3HEcXh5n23cHM3cvW57O+C8L2Yy7i+Eh5LgWGdSxdkkt4oXvGes71fHmsn5crSn9+6sfXl/RjlfVHFcY6wwNMc29d6IVx7WGKvUcR06tuGxpveHjkg5dt7xNrvz/p9J1drT3xl5x3UIb9eJt4byvuW1x9+5Di9/O7uOnyP1uMOwuX2Yq/WdthIcl7T73YTDALWmsP+cK3ZnNb5vLU79w7Ekx2Lca4G3PWUtbCPECnnf7hzHknN6tLnH4Xp81rkiUmfUsdj2T8ehft/gHkf4oTB67C9Qcxbv8/2+PnZoHRt8++B3i3ow9K7kLLbkWLFto3Mc/8eXH1/4/iy+P7reHTy1/Y8m/m3t7M/H7ji2yXEgHUZCOWxk386Uw8ZFS5HjULE2PHbc8cd37MPBRLzdkt63APZm+6gV+GgrrHhm+O5NK9zv7oNZxGHIvbVvhxfCuVKN7KFnRYqNQOeL8+VQzndtyLEAx9twGJ/iytFWVEt7GCeHlfvwKlfElZLlaJCP1Tdj8s44MSttlseWDb23nziOWK1m8J5d4qGtXNEiWsTWPxEVV+rbRHkw7KDaj/W75cAlbMaHb1v+2CbvrEPHavrd5QwKNAWAuwx5neFL/3k7/GyiUwByGcrFxDcNC/JpAsC906YwFPeySScJogBmv2vGX0wQDc+b9Nmoox1lAaflKuSzaG+b/6d28xcTQ1n8Tbf/VxPiYSHtsu4dM3WeADRPmumTCEXzIkwPEgoBLH/jd38RIepfh/xoAoCtB6BtdlchrxKCAmiehOlxYijhSTM9jrV4v27HX0zI9G98smcHx0hdZIzitpLPIwBuvAZFU/zrYE62OE/95+3+xxGhhOdNvEgAoHB3Lq8yCrI5bc6iDi5cufTpiE2w86nOk9z50he0uTztAeR5QVP8b5rpFxMy9dIDiA8igO7bZvjxhChuKwDyOsmdl4np4WR+PI6O60nfNNoVhEKru1f44m58XmRzUDQv/fRJxCS8dNOjWO3mtc/rDCC89tF+TAyXPp5m+NJ/1Yw/iQCQ2T334ycRmWUn5cEEQPfeX7v0aOLGW8Lm+Dghs3njpkcRhbJxAMpJQqS79fk8mpfJvQn5JKGAg9Om5FFgPltf/JVPJ5l9AiCvG2sWbhwcplkCIDehLBMywxdh/HkEwDb7J218HJHYvPTTo2QFnn/pt382AfCXIV1EAJiEkVgm3blqzJxycBDVRZKrUFbJflz+bXv3LycoP/v3AuDJf6+TObhOokapzd7lcedsaDlz2a0ymzL/z+3+TxOo888DgPGXk38dSqN6GnETDFaqZxEbr02B1/abBkB8HOF09tfN7r+OKOAkAHSekehufL6YuPMAZM/ycMJNsNHIvYNxZbaZW8/EskwAMAqCwpfuy3b4JNkstvEP0U//vX/6q2ROsP6LZv/zCaO0r1z8JAGICn/t03lEIpRos00KAOgyN776uxaRl03pi/2o82yDh3unfYZo3vjarW0OL4NNEL32ANJZhNN057VRez83npHlJPnXIXdF+4MvjtBV5J3XoJwnALxsSls4T+55mx5E2LHjMuRVBlWfh/jj0UzH/O/a3S8nZAabTY8it46JehZ158wFWtaJW6dO0RW58QBKXxBKvvFlmUGVpwHA8OOJO593ks8jBjFPV3oYEemvfDpLNq9BoCn5TcjrBK/+ZQCQHkQUytbp6SSvGwAxKE4iboP2GQSfBQDTpxMK8TLEx1M9Y1lLTgKncCq3HkBZJjoNTxqbrXLnAZR5RiYzdZaPQ4J9kldNnhfOkn/aAogPIxLdkxD/ZNTMapz/ZALgbnw+SZgEgIxSVimNzdHqutdNXmSI6rVPDydEAcA3fbyI4KGcQB6c3PhyGsubkGfF4jh4XY0JB6d9ZigAcB20LzD//yIBiIXhZYgPIiZhJpYRADYBBfzV//0/4fe4ilKo9YD23a36H+uy1xZ9bzf+x3htKvJOsY81uv/dP6Bqv0+xj013/O4PlOT44x9Wnj/gul+8d/6Mf1qP3G/eY13eb4H/0tc/8Ysf7CC810fv1BHf7b4/Vofe76B/+vXBlnn/l/e/+E4x3q/pB9/zzkfvt8n3zYvfuyp/hAd/+Nnf/7W/Z18fK/5PHJ/HwfkPWiF8Ty1+uCP+8IJBayz997jtI4Lu4/Xx+nh9vD5e/8yXXzXD/bXr91zHfuD6vrcJFMA7f/3hq4Dv33b/xw/e8MGb/7GVOpb8sGJ/d79277X3/+n92n3fDf+U64OF+Qeb4oPX9z31A7+/X4Df5yvHP79f1GP57z/yfePw+zrineL9gyPnB+rywe7+oeq9V8Ifnk0frOz3leoPa/D7z37wK/fv+cNe/v71wYMR7u3Z8d4p+Y91vPvh0+r7333n5h8uye/5rx90Ifyj6vjHOhT+oy5hKfrhA4mwvPPL8c73/+mHr/sPFpUPPu6/uTu598CH3Sn47ni6//uHKvCB09/7PxLvzoD3fylK9xZU8vY9xzt/+M32h/fdBe/U6B3f4/veg3eKge++/AcGEIH83rPve3t+oGE/6Bd6p6G+78QtVCsAPtQp94uHey1m1/2/6uGL7zTsOwW2z93//f5T7zgAf7hb3//E+yX/4Tn6A23y/i/lu43wfY44fNeDUQ7IUneIcmcLAn9oprzv9sRheONDjXlsn3deZa/I77XYsalx75cf6Pr3r/t9je++5/2/2p/de3b2fU/R+yvQ+5++3+k/fL1fvPtPHT/xTsnfKd7773RUayt+9xM/8Ol3psY7n/vg9Ll/3W/G7ytqLOI+5Dv9YBt+X/O+b8qO/+SlHMMW39df71zH9wj1+OwH9xbf56D2Uj5YmKL0L//mUffyQA8z19IoFH5H424BEFdFJrrB9H0BwASXZII6xJPCQwoRE2VkabV9LXFRp0oxruJQWQ6ZkObqRro941LdCFj6BY0LQJlq57gd00Kba5lOixsIILcKxfJL2X5W36a+5r2XoJaKjEPHuwlQpkUxyAOofitxXYxtF4BE5rbquZWmStuZIFNzw9yghm0LSquW66NO7W3NLd2A3CF3auh7FjQ3knotjbqRcWWpNlIaLR4ysbskgN2PMidqUA3aP/GWQ5A7lZFWF2X9blplwy8ws5ZtrigojXavJc21GPd5qyhV3irciPWXNooMOLzNISiVHaA0atlCMooR07mBua10c5VQcmS4w+6xNrcEEJeqhDo1piIAlkhfghqDg+VpuVvHwtwVI6QAkGYl3IlRnxkhtz2rTWneuOKQ5wWADGIwnOaa44Oy+EIAbH9SSqPdc5d7rY25E1vrCLSvuf15BtA9c9NajQ94Oim22bJkdbc32TS1MdG+lv2PcvvK5U4t7cOSHlSgoXTPPYC4LuFO4lypcHtOJwWAJJSgTHQDF98AwM0vawqU7IRaOSNSr5buZplhlpJiUm+lUUbjZUdc1NKWYKlpAIwhjSp6zHoJNxLuOJxraYvbi91mQlbhlrufJNkJgPZK4lIB2Ccs+wSECb7lrlj2m41PYzGoWTg4yPkcBrbf1/HfvZTxTKm1d5rXLvcabpnmerSppVEl3Egl/GFuMsNvmRbKDGs6t5fmhlCMF3UKq0Pq1Q1Uryo1sSauinplFBZoqAmIdnP3SqaTuqU2Zi+3N/FMtYwZtxXLPvSbmmkX18UNjKvsNzVxsL7qpcSVKo2oG3GpbmRNEIwwFhjLhLPEneZKhscZgIx0A+OqmAI9ACbmTv2ebuC0KgeFJPV3YioEtbIm2dVqnhe3FSuwKZPVrwMA8rL4O7Hx1l5KZWbjgR0tVVFKM55UM4P0OwKYToqxkbKAEcbWOJ6WcGfi0drcSDVrhIl2WrZTHRIe7RWHh6WyPbVa80dXxWpt1r60KhPTMtfsw60ctLIkzg82vDX+X63W2DZqTQlXzmSgbRy6HY0MyW85nWVLv4MyrxN/8b/8b7lFe0UA01r7F2TG9kfKbMwo8HsTWUDuqjVJc+2fS1ypmbBwZxlemhu4AZI4nhUbZEYOmOelfVmxTLlViVx9rttPTWtdAcyfcPfYOOXqWM+thg1VgANbuzVonikAvzU+F6SFhjsa/ejiKziDY3xG+ycx3sa52lhkxvq32HxWeZlAjGfFDLQZL+tswNS1YbY+91o8jOFt/jU3P1H70e/JiLTQ7qUtAKpE/4oAtj8qNlAOCVzqBo4XGYDbiVXZhoLdUAJA7V6LGzGcqT07PCj9C8k9VDT1OF7tFU1tbzorANpLad9geAC3x3ChALrXNDnw1Ksk2HhKvTIjbKnEdFoLsPwCw9kht7RXAM0V1Zmih/rNYUWZK0zPt9XmWgCM56W9FDciN8h9zWcMd1KCoqCm9QGWLWusOX7H4UEBTKZTF19IXGF4kG1ihzuZzrO/lfo5INxSEuOyuD1tHk6npXkjbkJuMJ2oASNL0PaNg2J4lGbfeCMh3T9QUwJ0Y92dHAlOqJCR7TUATMs6x0DERQHQXElcq0S4HXOv3WsC8Du9+znCHdVVC9u+Ftuy2ECyoV4aZWbuldHIlgAgd0idiaFobgCgu2S4xe4zVQETasa01zTTxZcyPNDqulCWVqsKMGFL0ewZNz/R3Kkbuf4NAFz/hZoSLhMk1xEbl2q0fsWZtYUVz5gPbTGz2wCEDdWh6kHUFQvTSZHDgwAkwUrixrp2xpXClFt9zaIxJeLcVgpBy7aWxHDDuFYoKlNlp+2lqEP/Uref1XGiAgjCLVmwf1TaSwHQvcbmZwqgveTqqwLg6pcCAWOthV3jRemfyXSix8kridO6yESJyLND7mpBaXTxjRRvZHpQwXieu1cuN7r4FvsHtJqOp9q/MBJVtZKUgPEit5cu97Wytg+rBj3VZFsjUGZimtc0f79jc4O4QvFaqafMTva6+Fr2D9QYA5prYWY2mRhXk0yNcj4HTKelua5Gw+05nmn7hmmu1n21gyJO/453P6tVsyXHbxnusH+oADRo+1riSsMd3Yjdp8XGrZFPSqqnjjwrfiu50eZWGBFXavVyI+NCu0uOJ9X6hVuuf4c3/9p0gmCt5DeVj1gm2Cbbam1K035TjaGMLA38DvtHxVbjcCNxVdyP/tVf5c6IgSs1UFogz/QX//vd3c87FqQZpnVxExffYP+4aq7kDs547Av7F/R7pDmkYPklhocweV0qmNlcszQ0KmUjWZKC4QEAQjTc0Q1VQtvWdr+lTISvSsam9FoalBZpVVjISLgqsAGH7lLiEn7P3WOMJxjO7QAJo0E8///y9tPKINBecfvjulIaUXxzK6XV/pWkGSTC+OTzTGcvuH9UOSiZKIW5hZuQ5kyrokFnT506tNdMC119gbBBmtNNJrGM3Kk6GtV/pZILcGPdn0IwfyJxqWFbuRTzXJsbgWBaV4YrAnmm3StSIYluoN8zrrV9Iy4izdVEcSTR76geqVc3UT0kw400Yu+qArKvzPnTqdZzp9blAazEjtNpJXCMqwIwzcv6t85UEuq0FygxfyJVTHZZ/E5Kg3hSQIaNHJWejUB9+TXaG+SuUpK7UViQVsUocXmgxawMm7kKVHeXJKpo0OoLXPzttH8QrOtNl9bqaET3Rv2uHjIxLYrby+wFNj/VuFASlrg+e6HTSRXj8TsB0L8miPFU07xyZkPARGOgMHWi5ZcYHsFFMkEFccHSVSb1cCtu4HhR/CB+T+NyrWuSVJpzo/tjIojKKBhhuxmTfI0rFAeTsDIC30otumHuUTxUsPgWcQUlTdoDDuowe464oJ1gussqpuUH9q/UTZDE1MMS++NKvanynKhp0YatqZWrsUdbOZdf1ikPVtbONKvUscbDRoWbUDrN7UEBuVUjySbQ3FraPCXTdhum+6kOuQcE4U5AhA3TvC5FLlI9WZAWBOAHGlF3uKv6pMb2oh7xxGR2sXiCq3/B3SM2d6ZIy9lLNQ7lgwgT4xoA4ABXBYi1gZE3Vt+GQiLbG+4+VdvZmDlyA5s77h8iz1BaEMaxi/EMs+eyeFLaG53WzD3cnpIY7uj3xk3O5ppQstAEQewQc7zHaHxLi+K1BPiRNBD4HY3XLs1h2ri2WYSDre7WtmZd01yN2h+ozPGrzzGe02yjMei7SLNFuWPY0ATJCBgb6fo36N5guMD8GdIMi28wrWlDHQI30CWWgPVv0b3B/lP1dyK57q7so35nJP1170VAEkunOYjfMy4q9bOxhvevyEwWxtOiHt1rd+R3PvmNtjc6rWQ8L1TTmaumI800bD+quH68Pl4fr4/Xx+uf+3KL//EvjbG4tIBDXKsbWYJuP+uNXzn1qqFSLKceLCTtKApq3XrnFqUDC3LL3JlSE6ksnZYGy69Qgiy/QPsGeU7z45uCiPFwg3QTu9dMC/Qv6QfkHu0Vi2N7g+kER6bn2XPJPZprzp6ZmksVnQPR3lQ9WduY9684nejtnwBk1cjZYVofVbBYejUvkBIu1p1OWiDcSVponqn5wcK+yr75gZJQAiWxtOheUzJyg8/+r+vZs+Hu572xm1c23wIq2itOaw0b5plaGMakbkC212zuuPus5JnOnolte1k4e8m4qKqA6plnByJnjzwr8ycynClhG3AyM3dqxbZSgZUQ3VyOfsvSGo2bUtncUT2ZyEwCaYY8A5Tq6lmEmSym8oK4RP+KpgbEjOaW02kVWJNCFi6/0v0DSsHD/1hmL3VcS2l0+QWmU9uQ0lQsw07UqSSa5JKdnBZfy7RWk4lURzjtX4hExKVSQUXuefNnzo1cPMF4AigkG307AMyeVWkWFZj8hAakWRXHbK/FWI3bm0qbTa18xotvsX9c9QXSAs0tZTJ5LXET41LVa2kFRHPD6UxzD4AsDBvGpYY7siCeluZG4kqNbzjPqo6tG8hCkyssARCoQ7hD7qAHgTUAJSD32l6JuU/daMEPxFXV5gGR5pWtfPU5xgvTdMB4SsmQSBbuH2I4R3ttgVLmniqIS1WP7op+x7RUlXqqZqHfwwRp1r9B7urvpSGI6UQlVz1lyTBJiMUTjBcA4QYyw++Z55pnaK+rhohJw+HAJB3Xqo5GpG0RC+PkNldMbqt2KkAISlBJTEtVogTkma5+h/G8UpV3l2IKZ+01NSAuDlrPAdZWac7cadjSHWR/m1uycDpRu6d06iY0t4wrVAdmpY5kmmvYVGb95lrsKN/eMM3NfGH2jGmB0iLNMZ5yuGD/CuOZBYMJgmqjlJKQFuoGHpTAqjcom1ysMSISEinZPBMWd4RETqfa3Fb5N1PhgVYNIaPmM+mpsKU6xAVMeShs0Wyw/bSq+YBwI4z2voQDBIAwFnOI6acwrtjc0Y1YfaW3P5fpVCXDTqulgRvNYjDNqkCGcbebNImk6sh1kabk60amDm5i2FMPcrHNLae15k5NqKEEpB5Q9i+rSIIK4kKmE5qcq5GF+22VE7MjrDv91a8kIS21NHWwmsPEpq7x+S+/YFyhuSWELtbXSSGAsKUfqjArM/0efm8axlUygEDumRsdzzCewe+Z2yrmePJrbD+FiRE0t4hz5A7NhiDSzJR+1NQBTCq4NCZ/ybjWuKxKwHXoC0xM19wUtkamBUxiwA0kIAm5R3PD5pa1kCYBOVIKmju4EcUzzbS5ZbHOdgh3JrpaXU8Wt5eItDAxWd78eX/z570Sfo/c1fAVE01ptHSYP0Wa06wVCpirIHFuqhLd+rcYTxk2mD/V/QWbW7gBcYk0V7cXKpJJWwpYOH+K/aN6viaQG8yfYzjH8muYTJSMtOoTVI/Ft9rcQh1tSQYxnRZzhmhQCMKWqa/K1hbbk7F2sfVUlR4wlWvjGZlYGlMUhUTsHsnusZgSx+4z7V+KWeHSsL3ieKZS1bvJwtlTlgbDOSRWzaqq9jZD6QCxyCrCjt0lhwudTuqsY4YGgBzPCjP7F2huEZeEIPUHCcdCZvo9TV9jeAgU2DZlOlEI1DHPqvb8tFI30Y2IaxyEo2guxyrO1gNAbqyQZr+q66maDFT9QzfYtDfZUIYtxlOtuiogFHEBU/ppbpl6wCPc1dAxDN3TwPyoZsKaa4JMM3WDmHyGm2ieE3Mt2qKb5lU4ajqpOxITHqsy54QKZs8Zttg/0txj9Tnu/rQK+1ah8QYaTKABBPqXpDL3aO4wXlSVLFta8qwaa/PnH1UBc6MmjA0CDqvPMTxg94Z+x/ZahwcwhQuTJrLubm4ZV1qCkoRDaTS34gZKBgTNDSUhLU01nOO5alBUcTLQBAg6tVeZ3K0G5F5tS8rCGhZ1KC0s3lkaJZFbUMlc9YdMcEQdp5MaBWfGxd+mu586k2+3vV3umXv1W/GD6f0gzdG/okmalhb9C/oB0wna6xpWt8ic35MFLMiddpeMq6raV4IhO9T6fVpX3diqfkkAVZyiueXiWwwXOE6ouKqaYWbrQJjXLLeYveR4rjaQTBHKdGoglZfn5s9QReOC2j4VQDzRxddIfVWYNaHxOoN6lA7htnoU63BlVUBWMuzgRuwfaVxW12JplblKp7qRcQmLDIUt40JN6ISK5pqlg0qdULbM+3BH5kNw+4Bts0C0/d/veffT6mC1kHLxGu4ktwqB25uEFJobxqV2l7j5JYqrrmH1KjspTk0a/Dj3JKG95O3PD+ijuTY3NJjH/FkGsPtE2teMS63amhMAMDEu4QYUhyP73XhemNi9Zu7Qv1IAcYkSMJ5CRjY3NZZbPIYLLQ79Sx0uKr6le83hXNVDUZVU1KubEJfav+BwrkCVIo7LsvhapjUMkOavxaSo8qyiZaa1AtQ6rypIL9yxeN3+mH7LaVUxBeqrzrREGKfvcIE007Dh3c9YgoathbJtJ6hjV4OKfmMQIELVBH1tbo8nhJTdQ+lfAMB4qrlDXBa/Ye5w82cA4HcoXuOpstQqaIGMzJ3GhSnUAUBcqC2iEnGMSB+FoNorjCd156VE7mCygRbMX3wl+0cKornT7acEINNbyZ9yML5phhJw8mvc/in8TYVU+A1LQFyVtxgtVyN8Mh3AHa3mVkuANhq22H5mZUO4pbQmX103CmmuNmdSr+EeubKFzVQwrgFAA6aldhPdyGlVAKinjGRB8ZrmlcE6r5UT1r/Vu5+yGM5qZHfJqqYcTfW8ArTiUpkxnlV69dypYUfdcMA4bMATtK9lOlU3VHMwrXX1W6QZt59V1OLwQJsrMjP1aN/wgKDBdKqMMKCm1UuFEk1TEcU4wlVypzZrcl854KgogrgkUAEUdvwyvOh4UoUfxzO4PSRh9wmOn8itLr5FXACldqg6SIbfoLnW67+oYTYWuIH7h6BWBE3q6YZ6Xgx3deWOC00zNtf0Ow4X1tfiBvSv9Opfav9CTJhKCb/DcAF1WoFRTlnod8iNLr6U7Y8MB1gV81QqzbkB2NJcoVx8XUdsmoMjSofudTVEhmhtr5hmyAdG6uaGu4depU6u/kVtujTj4lvdPao7ABa4UcMt0wzmOwGgosVXQUhbvP0WcWHhIsQltAJt4Ab2L/X2F9VKAIBi/lTHM7qBqasIBTeyvdLdY/avqjlNPdJCVeB3bK4BYHgAN8DCgcNZXTByr80t1dU9rs2+aa0WQQe1uIrRSDPkrsSVsyr4jdkBpoUuvkFu6oSlIs1VYkXZhA3HU22uMVyoO6Bq3QAmoEX/Sjc/qbjKaVYgNIyP7Qlyp8wYHqjfcTopdbKDVLhP/ptfxZWmOUpbN26mb5Zn6gdaOM6PLJ0WX1WBAapU3fXzv8vbz8TOoXEBN9A+Y0qR5ugw2xrXCmeoG/gdx3MNd4wnxaSR47LGfuNchnOxgHbxyC2rxmKLcFchsLlD2FIS00xtj6MBuce0wnRy0Nb0SEt1u4p6MNNjW+C4QO7hJpSGKrbdY+61aq0XdK85XqhksBi8DSDjAn5Hk0ELW5qvJrdWEuQeVDZ3SHN0lzVuaaCP0mrxWHzD5pZphjRXN5GZBrmBIHeEvFV6VWe+LKjQjuoukgY0UjS3TCYiN5KFbs+4rmqn44WmBSTSjlCSqUHNwQLQRVYh+gJm+h2bm7oHLy3A6mgNW/p9VTS3qG9zU3lV3wo2C1afI+ygocJn1dVayMi4qsKJ/UvEFbtLTks0N6ZDX0XWxxO0b5hm9VQKhTZqMXDbeOZezYfmN3VrGe54kC0nS5Vzrtt5Re7VD5y90OYOuWNcqoWgTe2YhSbhSEBD3Rvi+NQzTTO6ibmFG8RE32swGXAjp7UOF9ahVSZVhaVRM75xqRa2VYfiYO7TsLEBhvaaaVZPsQByW12j6tUNkmdaPagNm1uNS9ggNM+EYfTbKw4PqqK8CsKOcV11B6AWpq7mqQQws7QIW4OEmGQqc2swfZobwA4xfs9prc0t2ytNcx6NUVxre83SILeAsgQ7yVWlXftPG4QNV1/lN//VweWyr1qRppVQ3EHGF7j4T4aFoY2KNAPA0up0CpOINMAUlWkJgqlXGwOlYWm0fSPTiZYGfqCdhCQzrrTacb5VIDR1PnUA2NxaikIddaiICbDQRUo0hxLUsa7WdWPHEph7SIIf2d6oiyieUPoBw0OrJtpbjmvmmenEM8/UFMeZ0V7rcAGoKa2YRgNdJKt7mepx8hu9+hd0expEy9at4QFyy7BF2DLsGJfwW6pnmkEy3AAWjKcalxo2UoI2dzQ/NjNKi9wpS9UVtJ1u2DI31clsiqMmqa4O7RWt90tbvV/Vwjic/X0ezkQdpjXUsbRIK60eyG1F6JQWkpnnevHXZfNT+j1NRboE5Lme/D32FzQIjxmQEqohtShPc8u4VmZC0dyI31clT3fx3/0qriEJNAgiYdrepUFzI5JoGLYH/1E3P4ZkUKsoep4rwOHM1XHjAMDvOZ1q7tUNwkyJDDuOF9q94nSiVHQvaS4XSTAJSAjaK6mnwgAc1M3dSG3htzaR6gSQSDchd9WnqcJwVwWqze6ox+nf67QUg7fNXtx3gFYDbTqefk/zqJqXL/cA4UdSGTaY1miv6EbmDioGUEFzW+XfTQK1tNaykITmmnb2TAtogxKqi68EhI2Yh1odhod1B+ciqbCw0CEAAyaa50cd5k8QT9Be0sJmVhKLG7nI5oa03dkEAyCVDvmwfsye0+8YF3CRs6e02rkJGlAanT0T82rGpc6es3imlUKhHmHD2QvdfwK/YzpsDswRLJl2+rat6HTK4aFtrWEWEMrSqN+JhgoDK4GSMJwrC05/rXEpEuki/I6mNWkQqfYaBOISkkz9tmpQqvnBUMd02KG55bSC33L5ddl9AhCr39X9hG27mjvrnaqTZAEzQwzaKqgCsMLw7NXqMFwYHpfmo0tzEzW20wTaa4yHIJmZcj/Qpr2Yhmndn8GN1IBwx9lz3X2GPIMbGZfa3NJWVonsLpWZ05m2l2IawQCY0N5y9wmgcMkAaXXNk8LxVPuXDFtzIzMuoIRBj+BrDM+CKKsv0V0hLhB2TB1O/x7FM89UA1ykmyqY04aTmzCtETacTqmuIjyPQa/+FdSLgTnVAaS3sJan2TuJzJ2MFxXK2F2SBXGls2dMM5hOqA3aOJPxjH4LFgwP7H5AKJmpr9kzxUNdpTW3xcl2+s0tpzO1iAIzuzeYVqoei69Ay60RFq+mLesGMjPcEQ5+YO7RvSFIFxlX2r9iuH27oLqRfmBcqyT4DaWYJI/6HZlpTloqS8NpjTzX4m1uUn21kz/6f/abz0JcVvy9Wf/94+pwptJA1XAAsPwa+8coDdTh0/9w8/q/bbpLiYfF4MHf5N0jaW6Qe0xrTTPAhJtjFfmNc9St8Exzpyo0H2laqElCW/Avdyih+t8MpVYPXQGz50wzqldLSzDnmJ2NTDXb1ulpIbk3DKS2bygRuQUBJjQblg4gSqO2b9t+xjwrNnHMNpZO48y5g4e/vSKEbqDJ7FZE9Np8bHQTXazpTaX9qOL68fp4fbw+Xh+vf+7LPfw3v6LSYEIVRTbT5deS5jCoiR3Y735+QGcJ2ivWs9GeuT9E/AqoaO44rdVvpX/JsGF3CUmMS9vgi98yLVACmmvGE80t/I4ysbSYP60Iq7CFizieRSyf302UyLhUQ5r5nYU9AQcVGMKnucV0oiD8tsZU3GgbE5rOvJ237DxhjsfS6eIJckdmJAsYWlJXBymc1prmNd/FIkYAbK+nYmEzhg1zW0/E6hCXKsW8DaBi/kynU8NTIGxIRVzCDWw2dAOmU/W7iv4y/gIcM34U6mtUiUTxNV4q0ZzgUM+41txXjyIc3d6isvAD01zTErlXyQSZOzADRFqqZMZFxVykOaDVlWqnWBbsHyPcMc013FUnjxuYljWHqbmFH6pwfZopC6ytWBi2pFrQkX5HN3I8K3Z+hcO0EktJUXI6VdtC1nhbR0lo7lha+q0BBOzYYccWhB0txXj/WM1JuPuEkiiZcUFLz7QiUZl7O9bQwgCQuou34D8Vpavuo/Vv4EYOF/A7qlcQbqTfQSJLB9MtVQ8otYFkMtVB3r9i7lEapdbEJsvbXf+mBhXiguOZqqtetOIBZ0dS5I4aYOlEBkUD4Ca2Vzo8AAT9S/o9xjOdveAhoxzFkD7K0iCuirlo1KF/yeGRNjeSe4Qtd59iPIOb2F7qdILpBKW1PF8qUVpMp0UyLd3NcFDxRJlIGtMKWBA2LF31mtq+Ps1VEktTo6EgrK8NfNRe0u85nqt65F7TArNnTHPzQNTkHgKlhbkiQXRvmDpAoa4CGSCgmrdcF99K2HBaQYOWtmYiWmKKCqa1kVOIFdjm3fIrDA9q7k5cq2Fx20vmDtOJ5rZO6tyheBpERb2h1HT2QtIcpVMN6F7RRfgB7ZXGOeNKUz3a1ki+HTv8nmmu17/0Bg6aPUNzizRjbsFckxoBuKkO5v4FCcQlDTRx9a87gx7U8zQxrsQP8CPiqvLIdG/IgvHc8vRJrSBASbQUMfOeWeyAABMtcmnndTdRHfxIA/KYt6k0aphGa7TmhhBqgN8SDlSELadTdXuWBmEjaXaYVhnNDeMK68+1vcL+MSp2tNfm2lkABYLSWpKfNte1apIxnWjpatAEgN8zGPRmR8mYTjX3ht2FW/8Pf2l/Mj4FG0N+SyaOF5rmgCLN0dy+RW5UPeZMNyJ19YjnRuYeYobVI83sAMjSVUuqHqWteXDmdlePcEeJzB1cZO6OgbXa3yqIC3VTjf2YbTX0raGtZKLYWXuP0lVUhZtYAs0H6AcsnpTujQ7nzDN1I9NKDRkJO9K27C41LmtnvE0C1Zr6R0XqoR4Xf1Pufsqwp6XuQiohkCQQcCPaKx3PLcZTA0jjKf3A6prfmqOJ6jW3mE4P89DBOJaMKeCIvi2thi3zvC7zAJo7TqcHhp5SsyPNxWSIRxfND47pzMAzBGFsAn5EXKsKj1+hsniYWWyuD6rwXlFw+msdHpBg7g11BghWv8PwEOMp4gq2XwHoB8tgJQsIlgZhd0j5JMy3079ibuFiheRqA/Ua7sTKbOhHVDiDhi3jXA18r0K/oySa0UkLGJCpNJCJbqzZwbbAWBqd+QpU4CIkGQ9NZU+xzEFbQtxEFsQF8xyS4feUVPc6uYcfmRtjTKDEGpZQr26U7pJ+x/EMxXAB0cIAlERbZgBMZ4wrVRs8uUL/i8HMAlgssxXaqA0AAGFHv8V4Dsl14khCaZl7NBsc4VJprie/1vGENSe98IiSsllGa/ND9NENBnG0UDNUEFeleSPtjbqpYgpsN2CdZfun7jXT3Ai6YMg3A5uxEA79K4QtNCAutHRwu0P8qQEzw6biBdJMS6iOVqMmmU7U1kVbTszxq442oyUxdzp7zuGBloC4wPwZxwtFoXG+UNFdYvuZkBUub/uki7/VOJcSmGd1sa8Tp1XDmk/rOtGYq+vb3M6W8OD3khvoQWNehdOJ5hniku014goQdJfMPfyORziSWbDcVeKc8ZxpQRehAX6P9ppuhBtqK0nBdILVl2VaiZnKtNJwJ4foDhbfIM4rApOFlntgfBmGILACo/qW1RgGKvp3YtggrmG8TYY17V/SvJ2WHuv3KA3TTOFRWlDZ3sCN2D9UN5KJpVObAmmuZqLP/l7jkn6AGyvGMveG3mRcWIKKqINkC/xLRX4SAIw0wBI/qJw/xfBQ/Y7zp2ivUVpKgnqmhdbAqh5G2vm//StmtDfwI3JrEGHmWUWds2D+lMmyK4B8mIEEujeIy4NdQ913wNW0Hg2212ZcqeUZr35nbve3TWxhHuvduDJulYPff6I2ePT/Tjd/5szPaBWTWGN0bk+J9CMX32Basb3W3Seo89/iSa2yMM2QG8YF48mBf6WrXC+lUwM+DBcV9gpCCv2WEELRXjFsacMRwP5RjToa40Bzw9zDjcydgRSZ5qTSjUwzC2tDMuJS/VhtXFrWQ0Z7y2lVQ+62KPavmdvqW++u6CakBU5/rcMZ5dDN3SXHU0iC3zPNtL0Sv6Pf07Icll+AxYwLSqvNrZglau1tc8S1zp+K0UBQETaEg/H91JCmAmR3xd1jph6zF0wLHBNldp8gzWrIZPaccQ0XYYlNR6qOuFKZ6Ldwg9EVMuw4PFAzcOYdtnPkye8wLWtWQeUoG+v5WCtOpO6w1FeoRNjwmHXRv+RwoaVFe0UXoQImhi3H85I7nX9b7Z16FA8ofvp/Drc/9zZuDZVg77FzpGVRlMZOJ2TCtIY26N7QRZTAElB6NYRLWiB3qKxUh3C37cxKq260GGpNK/FbyfMDxMBivzvxQ82rUIfukn6wDTvNxNidRuZmc7BOcsLvufsMLGhvOJ6X0qmSfuDya5WJuUP3kmFDW/UNfETQ9jFhi7DTNLdoMEtDbSp2wxqwsjw84XiCsLWou0LQvSGVaa7dFVmQ+hqSnE61fylpbus0woZ+RLNBCQwbxKWxLTCuzDrQeCZtDVAHPzBsUQ0WKjy9f4nxDBBDorJ4ba9EBTZNhjNqgN/VIDlASdw9sl2Fhk3dd5dGJQrI0hkNSsUKx5W6UWzagmjfMPeVA8mOm8f9k3VNbmkJiMMDba8ZF4e8H1ZwhBG+MDMuKjRGnYYNJWPz0xLXqoRaJKzVuHBpoaVFXKltF9xU2cvGc6QZ3MDcaXvD8Vwt+Lr4VktDy9+aztXOHHZgNc+Q7QjDXT20xbVCCVpOgoYt0wJxDgP4GP2Nmzh7rmlhRHDV0ZL7Cmew/5cGqZU0q7vqtKgYbha6sfoq1MPv6XdEYdjBTUg9ll8gzVj+f/beXEm2JMkSO0fN7uZrRLwlszKrsquXqRYsBJghhhgIRAboGgIMvgggIAIGAgJ/AAoUSAAUPmAg0hgRTBe6p7sya8nlrbGHu9/FzBSEqt/wjJeZaFDNvCtJRPq7iy1qm+rRc2os3qDUlInVPQ6fGO6O/UuM58idJ7eYg822YvU9p7WG5//ZrzWivVbJqO+ROjIzN5DE5pZxz+HMcnRUidyp5UtCDQiI3KltzNd/xLRGbo1jY8YRoERopYvXsv/MjwLtO05nDoAxX9bqO/QvdfGa01bjwXfuGjCuQ+qQG632Ipmh5+b3ePiFxgMtY86ab9zqtDETdBiPZMY901Jzi2pviUpYfofx7LgniqjumFstNWyj4TMKsXyFaofU0bhA1n/A4aUawYZkJwdqrjE8VwPO6XGrpYFU1LfQms0NYm8zl9qx2h4EUB2Ya+9ab6UjsU17hbRCaj3nI7Wike17GLwVoEwMPbt3mhufYmzupsI2hkbrZ6Fpgx02V2SG+U8qQ5EpJTGMSGs/TpnHCebp6hyVZFht8+PFg+V/IIzmFgPhoDgW1ve0g3VaqlZg4XihlnU7rTSMyI1ne1CRF9CIceO9kzvkJZprGc+K7ccd9LzndKbdO05rt37DNSGivuW4caaiMNLwMt2lHl5CjoCU8QzP/ibHA4dnIHD3p1ErVA8cnqm5WK3ZretjT4DMbC8xXGA4V+MxYnL0xLTRuBN3dql7qLRCWurqa5SaLIg9EJjWWt9YYxLKMNH8fgZaMY9C6P2sFkbmTs3nYz4Gixg7J1ANBKdhtI2CeWA0QoV5ocask5Y6LTmtFQJDVU1rxANSB62c/gpA2mBacfGKaa3VzhJjIQmLtxie2/FFQX9zMF6+NcyhOp1pGLh8pWlJ62LrXA2kstozTMwLrXYct5ARaa0OPYiOpAIMKGEZpmIr3OJd6Z/T/ELDhYaeaeF5MN44Dao9S6OOYhVP316+wnhG8/ea3zWtsPwWYWS1Y2nMv+QGZstJmEAwjEc/PGDbuLREmFA9YLxQCOJBLJ0o7jieF8v9z8tS38i0Mc4zUBH3bCyLP2PxxhOwLCuouea4RV4oiMUrGbdYvPG0KpKSqQH1rag47MJ4j1TQ3LlXKS+VMFgTpw0ITms1P1sYWCLqO2rk+o9a3+HwqRr1V2mQOwfC1TdMS6CwtJAMwpciACqYtmjfMwxwTFYNEKuvUT1gPHN4l1bMrVoOWWm0uRHJTGs1ZixJBCgZpUE8YFqh1GiuOZ4z7h25bp4So5Grb222UcuMnLZ+rGyu3K/rJAD4eH28Pl4fr4/Xx+uf9ArP/9Nfy4hpxWnJ4eIxpG8xVcsotNOu0YPKRIJGQu4uQuPSbk0HwaMjdtrVCI1qnAXjmWpEPEj1gHGD+pZ+WBakFcOBh58VC9AZ/+PylT58AQQwG+G57bIJQfue7ZVWO0wrzxtQQX0jkukx54lprXHnmQTmVLQDX+xpnrf+uca9HeoJMQ+vfYjTmmnhIZDxjFTUd2yuzdPq/xnwXzLXv0N7CQ3u1ZVCGZ2ExvNYd2zuWD2w2nE6Q+6weAOQYcJw7gkTFsYXI6peeUZ06oz9hYYLMKCEJXhVO1iuifFsLr/heGaZj3j51+XhF865Ynsu83Sbv16yccBgPFNJkMm7clpqiZ7NqgF5qTKyvdIwOK69vmVaOcdwPIidSJwZvkVukJZgpgYNB3c0Ld44PU8YUd8zLaHGFWukipPDdo1gNPTOqmnB2OrA1Bqi2qs/nZVSO5tI/7KYlxkAxKh3aGwOLJSEcavDVqa1/2jg0cUrnTaMB8YekjxWUT2we6v9c4csM8MwC85WUAFkabS5FihyA42oHxgGNFcYzyjZz7u5RX2LtDKCEq3uxUQNAEeBd+9Y7Zgbi35rfKDtaksDJoaRFpU06wo9mxsOZ0qlVmp8rMZ169lUNSSxuWExStnCUmH7lVZ7Hba+0Q69u0AlW9ovU4fSWo1QPUAy+ufu0mASj/QYmSmPwchCAqHn4VOMG3j2foBMiB7PMOgQc+uEVeOZLl6LpT9XO+saNaaEMDB1ev636J+zf87Fa9T3sNgbMxBcTqV64LhVEnHH9hKlodPb1KpiHQrjfl2+ZupAc5BGc7PTMyMbAzgcmT4UIEqlksnC9ddlOKNBlg+fquG2DPliMO60LjQTLVTD3AOx96SRMNCcK+MZDEHTvcG0RnON3LBEy1Rxst3cwY77NszDgNyie+vpHwCrHW3GMHBQPDAcEHvNDfNStdK4F0mUAir9fJyZW5YGlntnQIy4F2ZaFoFWSAs1AEV1R1MYsUnAOuvwWTGD795yWjN3tCyr7q1YhN5ofoyFp7nBuIadp2FrRI1S6bgxvhsHnbdX7oc3+h4oc6vGAzDnNsGJf9SgEFSe/73KJOHiP/+r3CGMBj4pdlZSorl13uL2inkBy8C3XArDzllKV1qguzQeHZXCi7/L+5eSj0S8pVaDIbAwbYpG1DeSlp62mVtoVDsFWwx28xXtkAgwddQG1T3bK05LQFHtGPeQbNg2ThumpW5+j/Ec7XsaSN9g9eFAreAIvQLCTp2oH9Dc6LjxnmuuaeksRgx8BLSwVLp4y7g7OjoC2mv2z6GCag9JGLeGDNRqz2ljS5e7Vpwma6OlRvuOpTFRHKbuSE8gSB1DQugBNc4YYwcgC/LCE60dNFFAeGKdFLMDk8BxkZKL/0d3n3vfx4GSeP9LhoFpje4t0wKSLNtJAeYONp/mBlDUD258LEf6PnEAhWdZ9dRIZk4rbH+fDy+Zl2oWb5FMGZ0J2Nab0ujqj9K/tMRsaDCSK57/ve5f0kL91T2j2aXSgk+29akeJC8UweGIFlXSCEnItaoc/ZkZ4xZSzPy8H82EHAVABwdKZpg8auW0SaC54A+fOPtWqVAaTGtfw6j49N8Md38ejoFuQ5b6O1WY1kWjhoOoIPZGG+9kcfZpwyvGPdsrxh4l0lw3xkGVW6y+0fEMRpJkcyUMhNJ4mmd9y3iweJuOZ6gNSxZUBRd/g/4lmR3fONMq1rfMRlHTynjG0Huqcn1v5IFq0amjG9mBDPWd7j9H6BlG9i+MGhEaLKsG7TumBZiP4b3OciG1vRKD5IH2dS0tSoPld8gtc6sGDKtvSUVuYERtjlgJgLK0mlqZNhom5oapc2yFZFJpsg6lglYw+a5pzYu/K9173X/quU3TRjWYw5zDM7UAra1koLPUGzCvtOo70WPSYejZXCMecHjhrPkqPk0bQ48FDtw9eC+W3eVs35ULuZnnygCuzv8Nc3Rj/5mHnWxLIRNsHdZa56zPEi0Mz+ZWw4DDJ9CAvFAD61pXGqef3a+BNj9bKCs3SiA3njiVG0BoKUeWVg85usqzR7IBJybPNUqDvNS8UElkQl5qbtFcUiYD9WDaqiTKyGmrFhaFYtoaAwUtWhz3GM/UkITtJSUh9Bie6cu/TvtPg+HObBNG0LyRFmIMI7b/gP1ndsihRQpTJ+NWw6f//F9PZ2pOTEdmE9U98wLVPcKI/oXCEL3Hg0LpEPcsEeO5QtTY4yHMLdJChnPFUU/MKNBLq8tvOTwz5k2fFGQkAhzvNLLaIXVYvHEiNWY6NYMgLQArcQsNbC91PD+mhWakziyJaYEw+CA3onKLUVc7Gn1ZWppijQMNWdi91+GZRUSQlrbSkNlz46cN8gK5UwSjvXKz04i00uaW44UasNL2hvFArY3sEjIaf7tntht0MoworVWT0wrj1mkUnFK2hQampS5eM/a22nnafDgy34DUSqmQQgNu9M9pFKsmlmORvPZSzGMbew4Xmjss3phIxHFKAjydnsidliPYpHtHi+VYgH3aqiEXZEL/QiSzBJr8gTHsxYPNHQ4MKzWmFVZfk5lGQyAZpcW4FouZgYgD++eluZbUqhwRdHEvudPmhho8CsLi+iBGOQE4vNgwe5svmRZeZQPLQhwFJ5ntlaYFIarCtNLcuWTDtFKQ4zmd4GPj86PRblq0cPd5LI3nxtq/BpeZQTwwuSCkkZixP7K0Gfq02nH5Sg8v0VyxvleZMJ4jrTS3GvdifoK0YOipgaXR7j2VDD2NQm3xhtNKjZUrd1ThtAbUIakg0kpSq5Ipg++cqh3HcxvV7slwWjlBGDE81+V3ePiC04bDhRq5am5ofBM2YC2vMxyclkIFWsPSVEHvnWmtzFy80tyIk5gR3XscPtVqzyPbGJtbpCXGM1Pn0vFMtQYzLeXZAsBhsAAJ0koNfWMLuYH1HbqdDLvE0mpu0dxw9zkPL2gcHGFgMl5aI0OpIZMnGhsILRy4+lpzS42Y2RQd8NZo94bjFgawigdnWrHYczxw2qgko231iKn9YYslMxdvtNojLWnQEszHwYBSoX/m7CGWixIGI/TT5pbdG9YPrO85LQGivue01LTgtDJAB2PP9pLxoMMLJwQxRFLalvhAJ0mBSY2Q6XEUm1dj3mdY+kE4cNpofSeldfau9R9gkTmXHQF++b+N+5eVxUQNpjhtNS8K1EYWHuUNie4t0srzCkqDaYXVH2k5IQaQHs+UhcN5WL7SaeMLKoHqnlTmRkVBRdxx/7lHpBykQ6QOzS3D5r/8KwNpOH9BRH1rEW+17IHcYvsP2P3cds2PRJmW09PciNFjaGBe+uCvdmIAaLMwqmNezSAsEzu36hUOaK84rRy1Eg8MI22tlsTSaOiZVqrB6UcB904wc/Ga5rizjITFK4kHGkJheOY2VCJze5SDOzBMMAZfyRye2enNtObAgvqeqUPutL1EWhDAtFajcK3uPXAHorQwVZXcYPkNqh3GLWOP3KC94rTxhPz+eQGx+Qq548wqhIjhzFiNWd1DJkwbNQeL+TTMF2GIXsPgu5xii9BzuNB4EBuEGrH6To0sp76D01iMLDXCwS3ASBlKTT8jFwMg+ZJsIU1J3uzjmaO2mFntDQqIMLG0SmVzA1O7cVRuPKr47Jx3gIAxZE8r43ex8K+2V5w22r4XWxolEWT3lkrKSBm5eKW7L0p9J7ZpcAqvg49kQ2Caru4R3k1z0Jm/Zdwa953nSOV2xrOUxXcSd07lkheIByod3makLKVVgpamI8WD4QbHMu55g7eaCBbVkSN2ACq1dm9k+doCyKhv2T9jc8PhuZ1BOW2OunAPx7mjUYjDDlfflv65M7UAhsvwfKm0VKOLDpPjNq3jjDcdRFqpnRumjVb3YnQ7xmjnnJXRZ1tDTtubh3PmpREKYNxqdW+00Fh9g/3PnJYpPjjzrwMmK5evzA0XbzR3xuptezvrAhgixkSD8kqNrwjBT1qGmWQGFNWBw4UCpKK5ckYPFkvtQm61vpPcqVZHyldxmDhM/RJsbmgsJ8b8Evec1qYS4Dh+Z9I68tPEHUPP9lINUamBpfJ6xQM1MEwoEYYNG7favZNpo5IZRjrHbmZukRd4/u909zNJHdNCF2+4+WNJrcQeuT5y9QpkBOFDTEYUh+wzt5BsEBjUdywReeld6aDQ95wW2H+O6oGSaJA/FctwEEMfpKNyW6kc8FUqnU7UBqYzPeI4tFSQCfFBgm2RIy0/zKQyWbj7pAoJNu1UD8qC8dw4qyS3IMwZSBWQHM99xwxFXpTqgUdGHu9Bg/blVqcNJTkRdvfa4U6xN2ZLSsK0gjGpl1arndh0l1uE81//utqLGYqNgTDQki0MEVftef/L47RyVkzKs9SQTKvkuMW0QfcOuWWYnLAP4oGT+s4zh+zEuvkS+587E5FjKgwutdVSq4HfzM1lq1SpjUWNMvopRxIhzvF1+ESnreVtaWmQa9do0IppqQZpcxlHOyE9MHVIa3UyPbFjhxotFTPT0iUnbE21YRZGSmL7Hv0nlpIJSbAsrbzQ7e8QBzx8gbjjtMG0xOKVU+QiAMrxwrMEeORqtINOfefOpeEczQ0tJlHf0XIISkT73hDh7uaWkePW2enNyTuT3IxnJQw0FlrTI6Dy4m/L4SXthBoGP6JpRHPLMMHCYypMnS5eiwFhc6tx74uWAczMN2XsLONmVqL0c4Y7IgrNJxB60QoyObeeTEf2o8ZiPAgj6gdqpEbNC3evtVfoXzKtHO+0eONBFyiN/cXOuIhQor08EsNYIlSF+taBSe0lDays0bcapda0xrSBJNa3CAcOzxQAjse+uGPcmcg6IEgLXbySEthcI7dsr2k7m2pHGR3nJoklmlChMjEvcXiJ/oXRLdMcYv0LlNohfwY6soQ+yZ7m5bStnRhazPOuooVUS6kNzeUs7EZLL4nVHtMKENiWyMDfBI0mxzwhpcK0VZmICCMHK5X73OpbpLVperpT0YhYzAXkcOSI9R9R7ZEbJ9zz7LRsmyE/odoJo3rg6ltMG1KJ4pz0KqzvaFoqMqK95uFnpbkWdxMllwe0ZNJSUxJLi+P8wO41S7Qf1aSybctl9OGrP2I4IzMfPf+Wh6es7sFyFFekLfyG8lKtkBbcfolpxbTA5ne+b7OUlbxAbvX5b3J7U/afiiSa66m+t9RDgFi85bTBtBbLvNGAxRsMZzI8UwNVm0/YJT8i4gGSoBHL75AbyoT2Sg8v3ZVtCSFh9Owrw/qaiywtkZdqtHi2C8wLDYNMG82di2u416r1bJnSAOprtplTfWuuzgLQ+tpYmMPIvFCQnkiX0F5pWrJ6wLhxkYgwesq2JX1azMm0PErjLH9xL7mFJZJblFQjbFdnDJbj1umgjMDXIL7ziQqASSSX2gif3KHyEUH38fp4fbw+Xh+vf+IrPP+X/3r5Srd/KIv3Omxl2mg8EAoTawHcgwSaoC9mcuLV1wgDpg1Gj24JgWl1VK0GQEDpaRbipEGHT8CC5oqSPQ8OcJGrUmH1jYQRBv+3XYPtys0vPK017mVaKbPRAsIIRaodpzUIVA9i7l3LBAZ9U2M7EXPd2lnS/ggHZ+ZurtjcaLXH8AwAeJQHNv9DdS9hRLXTcUvj/G+uxdBrYeS0lOH8ET5kqDxzgy6/EUuLsQiZ7WIQAHHERP+iWILq4jWYqWT/STExhVJx9a1Oa+rxCA9xYJsHdc1Rs9DtV0idTCs1pJbJ3MG9qR4YtFxxkMa4ahnUxjBk22EXbQOMLdRocI0f3Vxh8cDpTM3janQSBNNSt3/P1NnmSNe/x7h5PMfIUVS+vWReAGBujxl8xQXjnas0IAyiEUwcz/0cY+FA44UEvAVkcgCSOysqXbyyswiH566KbUQb5r+aN87GGWqC2QY0ApEXOp4r1aivjBgeizccNzC2Vj06iMYL9ZiE4SPgW+DxTOs7saOPM7IIIe5cqu4JEE6TDBUPb1gEpblirp0gnIWl0tyiuRb3lptIY8XYu01a9mVz44kmIJrbI43Kge5lnYw83nldqwedtkRA6jR3YEbcO8Smvmdp0F4aUMhPz7E30kzOTLKWgDKtVTJXX+vhpaWla6mQljB6ERCmQ2giPUYma47c3HlozdEl0XGnaamldneF5Us1twQYD5i2njBkfkIpnswXBvbPXa+EcMRpfa/9c5QWOKYt1/eMBzAjL9UYNEoFycgNpzXqO45nnDYncny9MZyGcS2GRbJo2bTBtFJTIIOwueYs3xUMuJQJZVprWiMvHA/CgtK4G6255e7nkIlxh/4Fp7NSWq3uJc2pewYW3ZkyHPNC7RgEQdhTK0ffmYS8ZfWG0XrKudBsggoTADQ3PnJNGFOF7SXrO4fnaY31H3T/ieNObd4bt8djeu0TlME9DKMRDjP6w2YGmHClnYk1oLliblz13PzJ5pqaw2waMJ2V9q1YNi+zR81Lg7w0oI1qRPue1YHh4l/9FTPv/oy7n7k7pXvD4ZnmTpffMu5h3E0Iuv0t+udOmhsmpo71PdKCpVFzYecWaYHFG/fUG3l7GDhtFXDbqu9ox7HhQuOBdnZT8dRLyxbUaPxmtPVjht801xJ6lMb9ksaZDzAcaATyhgCxWd6+svk9po1Hz8wDZr4IEOYG0YDmmqXGtGZasrlkWkEK2mtW9862UD1wWqlhmi0iwkSt0L2lVk78E3uaeMT5b/P9L9m+8zmiNOawOuIsEkOP6p4W8rVloL7ltHT4Y+60vhMAkjBtOK00DuxflrzQ5oZpqdt/4LQFiLgjM6o9d7+ARVwhQMDqa9l/VqoHTmcoldokW+1oCAWLzIUBy9daKg9KLd54NNW8ulA0N6jvdDz3pQKKZKxr2Unm00pLBJXjBg5YqjGtgIgSHLYnmaWZnVQ0J0N1T6fWb9UArDbTWeza+H3N3N2glWGAZJgEybRRqMsO2XRp8hwWLLFVM7eq4TFqYqtYiS7KN0d3HUJ5VuKDL7cGEBguFIpnv9Hbf2YIdUC4eM1pheaGBthxdqulY4iN0nvcaF5gWiLuOK3VcEClURTWtzRPhTlJSoXFG+5/pqZOJpnxgWmtGmABZFNxnVYA3d1xnLU9yyIMlMy4hw29UsNy/mdP+LixeB7HrVo2qxWyudbU2dhUZpo6pX3aNnBpoeaZN04KjRjP1YDm4xnqe4YRICEII9O6NFdyjD66MotnfeSjikf06dJ2gdXek3lz5+3z8/8j5zoYGng8gyGnwujcWvEgNlE21+xfFGPa9qTO1rGs6z/i8HJOh0D/Um0vW2rNR4VMQ8ODrO+cz8aSsl/+23L/BdMC0xqWkm9Ahmml5uEEkBcOcLU42eYrjFtqdWz8BgCgaK+OK58lpUSkzgJgTl7l03Flih66+pbNLZevysMvUN+aYDEtOvXy35bdpywtqnuxXAJLzLCtTHPj2zgTPJwRKwbirw5Gi0AANujCyPGsTCuRAtNjNN4vFiNAYpi8cUJP0wYajnTvLMytVnsB0L09sqE3qsGB0LbbM7dq+951cLq3DCP2X2Qm1jdMKzU+s7jnF//r1e1fdipIyxJGYaFaIPZP/qf/TjMZjkpchVBAlIROR/cdFUpkoskAMARUxQd5KJoFAEZBXUDFKI9uv6AApMplDMdNt6IQBEPRSWAb3qogHVkg9Eh8ICayq1BiFL8N8B+TAGBVdLLkbMUkrAsAzUbfAX+bHktSiKBeF1hUDlZ3HQTHFoASsaDQysaqaB9QlcfHAUzCNusQWBX1PbtiFDbFX2hNR5UmlzEwKMRqB80CBaui+2jtSVEtRKY0ufQRsXgxMiGKQukSgNIHaw27X6oMQLOAqpMwKmMBUCZhUB0FQSlqvcNQQOgo0uQyHRW7qChk0NkAVDE3ztwjrAsKtZCxPJqE+Mu9H+19VYFS+8AuAdAkKGSTUaiTsM4AdBLrLFTFPzqJmx9Vs1jHecNa2x57BgSrolYwK+co7JJVXxUUte+yKnoI7LKVjUFVAatCHxB1fiGobs++ZEGaXAZv6rmhyMfGoShDKVOgqE4ibfKOENVJQpvzEKTOAMohAmCd9RCtTfxOAApreTf1QohiErMTq76NQWlTSeImYeZ3DH96mY2hIBZN8titVdEhIB4bORPpaBLWX7GQ0ETvYrtmY6b/rYmsi07CWEB4gSdhk2lKzWNwG86EglF1FDZH41RvVUYFwFjKJFAyFLcQHEuuYFUo+qF9HtuNUmdrChLWUDqJTyZ9YFMAuKHO84m9SdTsH4LHNlSyyToK4+Od8+zBunhlM1kVzYJEnyXkOB9SQcxmDFHrGp+ICin6aNWPh3tHkx7NlayL9sHi64/9ZVYxihsnYEYO5WNJ5kkpHadBq1ohqoJMN5VKvYOs8GYAosj0RhsEAJvi7x+FXcJdBUBXCaOgUsyT5ONsxrlebLKOgU32cTcEt/xJHmdUq76FmTMRi5eEQCz80//5v+XJYLcPqGs/AkDJpKh1rUSfsHhcV4RqYp8lkwI9mrQvPAoKRErOx9lqrgMVypJ9bNud85tVYVO8xOLjEJDg042bC47j2QbtybP2T14ba6mgJEqiHM1Oy+MX9eRmUueXA6CgZJKqhQxq5S9J5Dh7znO3ZlL8l7kdJHj78GRgzC0msVhTlUISIiUn4ax8mkhRa0AApYiqVxnwH6G03ykqtN45fkkJqjejKKlFCcBuK0Uei32cEykgVZWklpMNytxfj21LiOjjh47VIVDm3gGgkKA6vwG+9pdJpHK2JZ0Xv+O/+h/i/eLdWqDKEEvJDLFY+bVAghYb82p5jLAbzOTERvtcHDOVY+/YJ/Q4s0tULd68c2VFvEH0+H7rzbk7QixWC7/n2FmnL7F2eOz9Y2POoww2rOR765/ZuVVhbqjTp6wAILRQ5n3S8Q3WDjx299yY32tVdQ/sSY8ZPFBnC7F285a0MhSvztwgRWnD2YbPPD/41haP9xelvU0fv/lYpMcXFs4vOd7kLXy6xuA4uL53/2wJT15yMiKsqiGWnMRN9Pi2uU2efFfnQzaPX5THQWEfshaYh7CN6BBLUc5m5u1zOiEU2uxEUTMnayXbuUpVbJ6cTcjbGZgHmi97cxeabX/fzv0TJ6cOK+o8+1mp1PadVNtkhC5ppioxb/XU5iUtY2D0vXiscnHb4JMZ1TrodE7wLphHByCxxHxXg8o+ANCmAOBkkQZXwOUoGjXcS14ex1dQZkrPvCyZyiT2IwDZS+mKDFI6y3GlDDK1hYOY2G1ZFBXPXmIhR/9WGJhWWUYpNhNVykEA5GUKt7FUCiDXKnvJ6ywPobQFgAySV0nuY15kEOE+AEYPARQgAEfI/HiRQche8jJzEsBrJ72JFxSrBRJLXeQgWqseu5ZKNV27pngK0V3I3fGINh8B1TWPVZzULt7J9CKhgKNY26IQxXOwZWBe2o8IB8mLUgqRjyLcBOyLiiy+Awo70YDcFBllam0jr/E25vOEzDIIAK0KJ9FFhnmNJwJIi+x1mSRXBQAH0VoBhPuQt8marjSqbWYf7CUmUM3JMEvFUXOA9KJR0yrDHBFVARBvYl4UbXP1rsqNWl+H+5DWGSYfaXLXO8mLwsIci2/ZBEzUoCDCg1ibcJTSZtkFrdV1sh8kJKZlCXuZnk0cAgBkpKbIIRTfrlodOS0zR+HItMpuw6Ig4l1Im2xWx8xSKWeFXCBXhYlmbEx+Jktdtj+8LgAzNRYQsgssmOwTk2hUUDmJNiXcBgCl9Vdp0GSvzUSBLjIGkV7yogAwe0NBqY92aAmbBSDKxLJJADCKHISZZVHUjs6ZMkqpi/RSolqHeqcrtC1pdg8A4SBK5LY82j/BkXlR5nssUcbGso/NpnASJqamgJDezT3VhZMgqE8a+4DjHkKPLhMQHESbgnKcfQgVjbchXSSO4pNmpgblxBKAqP71iSWqF8b6dpTcFM7KAJbh0KhNR4DrqfsLq4JMJpbax53dw8lrBwFHTmdJ7mJqXdmaExG8ZTAvPIlaF5vKSnMy6hWIyoPYbSUo1Vs+W5soc1Xab6r+i5FD8BxRq5EAxTcAKhrvQrpI8SqWWqdl9p4dpLSFg+Rlsvm5qHECqByCHufJcB/yKsPm1KMXwWw7PIhNU8VmzkXhICrewiAweZTU9NRLVI0qe0EA1DPq8gXYBzkwrwrs8KTQqEW0vg7jiyT7AGDqMpRykNIWU3YHUOrCSagodZHRaLCRF8UmECZXsM3LXBg+Iug+Xh+vj9fH6+P1T3zxL/+X/4b8nhNJlSJ24D1xtp6cuTA7VYDTZ793LjOnTaGIiqiquyxCKMWP59/zM8zejyfurFLktBjzP/lxuHhRTz86u7NEypNyntaLRM6P9xz9D9+r2ul3T2+zB3OWEMpcTqva6SOzf2B2Udr9R08Lrahz3XMW86Q9uWcukt1pzpP52bnW9omqyvZdK8xpe35YwpOiHj2ofHS8nPZsKY/vsYrbIyJHX5m6L+v0vG8/PvnWXN+5I05fPl+nrXFsCn309J68Ye6IJ303N85c8dmNZgWOsaT0vTb/0I86G9jcX7NpqfJJk9rLTz83m/qT4XM6Xk776NFBrbQvzr41a8nZkgHMn54rdfr3aWXNPE6fOnW4mVHhxIyt2D/Ya3MLzC/EiaHO7zl5ELM7zu6Zx8VpvZ684fvuu6MH9WS8PKnvqVHNk8bpbfM/PRk4dueHw/+0JHMPuuY59Ukj2x/WdKelnat5Oo+ZRZXC09njw1nOfjwdffa7Nfs8Ec2/n1Z2tpy5sqdvPm1Ve8refzqo548ejcGNH9+f606t4rSLrWAxZrPe2QCeVPO0tPH5evfhv314yTHS8BO//+A984+ngYqffud8PXmkKO0R+X595t/n184//mOq9mOftsdP3zz/ePryDwv5E689LdKTEn7YPk9eJd8P9nz4nh8syf/fRjht4R+ry2mDPynVT1f/9CunfycbAD9Srycf/bCyH/7Tk8JEKan8gAPgiTn9YEV+sEd+ulU/rNGHpv5jHX369R80+B8cFB/W+seqVo6hxB/rpw+r/6Sjn9z85M4fM4N/TEk+7MQfq+xPXz942w/OGx/W+ger+eRd/JHx/uRZoT6Z/fD95n3yEgXCj9jJh9b+5Os/MT9/+LnTZ3/6/T/47JMC/OAbnrQeP/jQhy0Qbw/tky9lZfgRm862x/zeaelxKT69LXy/a+dvB9sWfdDlP1GHJ/+rQJSSj0PdDJo/cvOT6wcb1Eo7V+3Dhc1u+DEznW+zG7LyB+/4/xz/81dOf+HJs+Hklw9b78P//XCa0O/33ek1V5/UXES+fzb6sVXndPCc9sVcZZ78Mbf2XAX7aBVyyuFJLea/T4vLk1fZszxpqLl29r9P+uLDaj+ZAU/LfDpRPrHkJ/fg+wN4NnJbiub2tB8BWNvON88/zsU4/cWuoowyB3Meazf/Kz6oLD6wgdN+KfNJ6KTKs31+OCH+4FCaG+cnZsO5zT98oRmznjTgkxngw0H9g5ueHyvb6VNPGurJH9ZKp8b54TvnipwW+Mk/fWj2+MC08EMjYr4hFwknHX3aUP+Y/d0PToA/OOjCB5Pt3CazIf3E5ikViVI+rNdsOfPUamUo5gP4/ofw/b7Iytj/5kxGTpsCoLmUuMPuT0r3VoZztYQmizmXRuM9DRoPqhJ5oc17GS4c2MfE5pqHrTaXjAeEXgH0v2BuVUaMW5UJ8JCvcqIkLL/BtCGA3GBaqqntGh+XJKA4z1J9g/45AORGmxuWiLHWXANA9WAaX1rdstRIywJg+a0cXqjxFU4rXbwigGqnDz/ntC71nUzrAiDsTfkN9bUMnZ7/nQK4+1M5/7v8+l9QJh7hAxr3lMHoQLx4GrR9L5Y7svyGAO5/WcKBoWe1R2q98/oXpb4VDar0iGJpNOwJIvSus26fKBWqO+5elqOQMAAwYfMVbn/lQfX6mqVG6MGMqUVzAwD7T1UjSqXVvYzWidcynJfmWlKnKqhvCaDUYEIY0S88uqsRzSWH55o6bd966LVfadizvkWqMJ6rN9RB4s4zCczsjHRn8Yq5xeGY9aJBS43z3+DyP1HjZRcLnssxC3JZALRvQlpr2DMvPBy96zTeMy21uRINmFYKYPU1S43x3E3LTKJUWt8Qiql26vfDS23fMS0xnJe4d3s3RYaHT8vyG5kW3pjjWZFEGQhqc00A93+WL/5vuf1zF+W0kWNEYSUCwOZLALj9lRrpXG51+bUAMBq9bJxvdHbt3KgGtG9lPFMWGEhnPCuhZ3VnGdkKIByM70TrG9Gols7sYn2tQp0TqLrntCmSGPZkQW+EPVFlIIjqjuNWrU3izolqZDwap2gY2X+S68swnhUjppOJ06aEA1d/xPAZzCSaK45bzTWW33FmPc4LlREymSgJ6hvKiP2nCqC65Ximbv/vxHJl6murqWpUmdi+5XChy28AYPc5TERjaNTfdi3WDmZvy28JoETsP9XSauiJ4gyBUM+gjHtvk+FCrcAe8U7eUPWtlpr7z1QGAth+qdf/gedNx70z2JZau9fSvygq6N4IgN0z1Uqbd1JquMIsUF9zPNe4Y1qoBt3+PQHc/Rk0oH3P8Uy7t7RBt3jN1GE8UyjqGwIYnhcoVn+Qw8985sw1tNL4IM0V7n+Vw04AH/g2ZsOBALp33H1ezDDC4OaaFloabd+G3bMSDo9iwTYSp7XWtwIgtUpABpZGUXyiaK/YP9MwQEb2LzOA899IGHDzlwBR33BcHJfnCONRNMs5bFUSQs9Su1UA2P9MAcjkvWBm0K918Ybtpd79GeMeAIog13h4nuNeZGB9BwD7z4pMrG84LtWyr85/g/f/vNSXQaPGBw7PixlnfCD/5H/87+fPMEOjaq0cBFFhqCsi7iQtSn0jaeFmxMTcFQg898XGSW8ILg0Poke8kEzIjZZjZ4d70UotZTrsPIlEAyCqAShGUvm4eWAiHfyF0mrYOSYEx9wDZGilljzvBQ7QoKvfxoe/SAZOm9tdq1JfB1t3QYCQA/OiUBnuBUDaZByBKIYzCTsplSWmWUbUcXIUKC1dCfPbUCCDUGGFNA43TrQGdGPay7TJnMTWZsCFdU1GkxMNB+V1sXROK8lBNCiUpStykGK3UcNe8qLIcGzzhLws8T4oUZpidZGeasvVtsz6HcyUiXlR5JhBWSp4JpPJes5ImwJmuvoyMJ4VrZSjsECjryhM1FqlpynlAJ6bbZrT8Z7ThUHjCJhaZXGsZq1yYKmgdQl7KY1VnwjKyXF3ZktuDwpD6AFAUGRKQml09VXY/bwAMAyPCozEzCqrlSKxfSvjRbE5K61K2EteFTmIfcXWzrwotvg5rKgrj9Y4+S9yECaWRZkzPGx+bN6HcVPqW7H1yYnpCrrXvP+z7MNkkNKU+irkBgYEZSLU+NnKjDPU4PYTH8RAfUZSl1bKidb7WpWwC6VW0GZnAshdQaEarK4tHOW0rWgorPkyreiJZjxhJ3lZ6mvJtS+x1QNLdRyYitK5ccpEU3P2tJICKLRWjp6AbJbDDCe2aNRuY0Gp1UalmeIsCFCOqDxvqIPAbNjpUJWjWE5YvJcZL2dJxGZU9onSaKlL2AVmmDlZ72iltrH2cRfVULWgHskVtTRq6FYbjwCqO5k2RWvlRLecTe6+i/0nmaMxrTmsjtkHLwcC0EYB1JeSW6SzZIWsbkKpNC8KRL1rBHYCl0FANwnZi0aFElGViroACLexRGhdQIg1YOI8DzCdDBbD8WaWzkHR8UHSQrUpHITHo5cG1cqRqwDyqnBy4Kg2pboONkyYGHccXyZDNUMBZTwwrYpGtWdLo6dy2PFWAEzPkhwCCspxTIW9pGdTuKpKW5jJBMBJbD8i6D5eH6+P18fr4/VPfPne3HYrRvcLIAzkcNQTS3YQcGIxc9Y112QmMrUu1Z1Ud+I7O5P6EDhbgQIFMvpuAoBMUAETkZgbjT1j7+ceGRgPnB+Ug0BR3YkKoIRSBvpOQVldSXUlSJRBpBcUaND4IPFBbAs/bZQjZRBjWgs9EZSJftpVINM2NVYwrVQrtY0JjhtVW//dUUl4lrX5N4818tNVL1DEnZSueNqBwHY9nMjsv5jqmhGNa0B1L9W92H4/7ARqCVW0XZUMEvdkQdxJ3AmdA1vlIKUpEIVo6MX0wUBFAQok0XbNVCCgtKW0pXvHUmnqND6wNOpbxaCht6wXmBJd6CkDEW2DAxkog59FUJBrmLCvc1hQVR7901Q/8cxtwszUQQkmOH+wepKNPcjs+2J1MjoyU0VV1Kjimf0gAiAcGHekokQ1diwqpGc8sDQaH2TaQGvVWjmJuHiazm/jyHBgWqkx1buC7Y4wj3E57uujH8VkohdPfdPq7vD5P6pSw0DPaQ8a9mIng1KrPSsjS1Ql9p8dt6vKMFBGya2yPDY77Jw6uSQgs7e8HMQsTumceMyIh2MzH62Xhc21lEpLpdKL1sWTdYo3FDOYiKBKaFSN6sUmOHHeJpdWOTF17teFHcVuqZXaKRMZyICSiZa4Y0RDth+PDwLChD9kZHXP0mipVINaMcz4AeRlkRElopiqUFCT+GKBFcw276ajWt1KdSsgJMESd8xRCaJUPr5kZHPN5tpz9WQUY+2b+0uj0nQfCsyTIT0tUmDcNuY5tMHok9VIGami1hdQkwsCM82F21yK0uc6kxRC4pykxZFKTUbmmciRHMmEUiuPSkhzop6MYkODEzkx9Ay9gIpEmc+1hQDq9wHiBmbsfHFHm7jmGVsGeosdxCZStY4aBKJhcLFBjUYnT9PM5LFDzTJzp7lzvvm0VI5iDWLESKlTDcqj2LfT51v1C+xZm8k1gOk4rgswHdOzjvYPgBn81X/9PzQ36J+bRxXVrbuhP/035ebPA4DDp2XzJe/+QuODVA8AkJZIncY9U/foTKvuKAnDhZZGm0upbwCgf45qh+V35f4LmY5O2/pGTC7FuDttGXj5f+LyP3YxAgAm6FLd0aJHNlRKNEZ91QDzgKtAo3ZveHipaaX1ldizEDChujdxFABortk/L9WDGJ8pgOqeSlQ7DBfqCugAJ5PJsmlUAYTRBVempYajO765Zv9MmdFesQQAxhgLAMoj1ydgKjjVPUuE+crP/xZ3f0qNmjptrmTaqDVde6m7z00xvZhQHgrinrlF6JFbGxiYNhp6ht6VuQFAUT3w8Gl5/n9x9zMC2H9WVn8QjSgR/fNinofFK/YvdP073P8JXAQ6ILcqPSFQ0fra8pRhZKMaNLfeyCWqqavJRPPQUmEuo+61HD71o3f3zoTbsfvcq1AqMJm4lraX3hcyMq108R3v/7RYRzSXUirT1cbLvy6v/wUBxJ0AYEHuHBYTemrU+pr9S417hgMADOdq0Z3t3+P6P3RXe9xz87syLXj7z3yh7N6wf6bLbzFuWSrkWgG0l+yfa3NFSSdLRYbFIXKtzQ0BpM7DV6C/XwPat9x/ps3VUbUMGM4fPdgXf4P7XxJA3KN/rscp2M1DK5WBoee0KU4up8gLzV2pr4LtjZgRDhi32l6yRHiEJoIJFi90sdEDk4X37rD/VMMIAHHH/c9zfBCLP8kIAEzed2GguzcF7XseXmj3jrlyczLK19BDj6pOcUcVTNtiijhWi7TQ3Lg+wnhWbCSaDJJJHvjMWQEFBmWpbgmgudGHL2BKg+07sVrUtxjOkZZa37JEdO88ODGcUwmTsQeQOzVHYn0l09rDNsO5gqZihcNL5x9hweIVLSQznHnflUptoxz3FjxzSkYbQbYj3/2iLP8o/UutbsniXda/0NUfuP/sKJkGpM5EEJAWyuQDavGK4wa5VRXMq1p15xpgqdNZALMEzM55a6XuLWXEtEZaKY//REWJ6N5QMu7+vFhfgJg2RXpprgggt8YpBxODtwh6PFAF1Q7Npd79hX1CmWnWmxbaXDrLZf9Mw8DczcFdNNeclkgr7V7TB4WiVBpGMvk8zGSSrzqtfJa2ebJUGM+0ujXWbMCmYkUY3PasbOOm1HeCgtx6IP/wUhdvGNb/1X9hYhvGuGzCqaXV4TyYEY8XBSppqes/oH/pOom5gUnU1Pe2GsOUxKxFJKF/jnELEMtvcfsrsrDaMfactmqUlKbIYhqppdYcw7RVCPLChItM74SSPLZm+n5GNZhbRYBWTnw5bRD3NGk7rVBqre5k2rhYtQ2h8UwlOVuw0Rqy0CSlNXDxmhopE+2dNKH7ThGg5OYrjBtqg3BgMeVBsDRa34uxdppicVprfSNhZBi4+V1pr3T3BZbfiKm+hoGSOK2Zli7EklY6nx5yy2mjMrK5MgFNEDBB1dyBCgiaO6qQBWmtTAw9ZaRG5Bqhl+GZc3WPFzn0ohHVDrmDf3ejkpgWzAvYvsa2dQhO6Gn8kgA0cvul7j+DLbRhgCVT5BZSoBVA/PJ/7/cv69y62o1tzTRSidx5ZW3Ktr2wifIZH257yWmFtALganKSjEcSYUR/Luf/XhevMW6NCxHtO4IMI5kBMneaVqV7I0ZzOV0UJoYJINMK3RvGPceNHl5yeIYw+c6x1MwtwuhslU6UHglwPFOqCwKVGlDbAZgsDXODMEBrbysT36JyvFBTqyoNcudSW0yAHxI4nhsBOeOB0ViWsxteaRFGhp5pbSqIbK6YW2gDEHZmra+ZW2iFaW0c804laVpZ8WCWwNxpiTj7LW5/pc2VFJPOVOYW299yOH/UojX+1uaGeaGmwzSt1O43KRr6fA2N2r6TtHZolArOfqvTQix8WO0oCeOZxh3DQEkIA03H2oW4eleJ1GCayKwe6NJTAWlNKuLeIg0ajMW4RewxnquMzJ0OFxjPMTxD9cDDS53W2ly7sLdVJO6Zl7r8DmF05aG447hVY3Oub0UrTBuY0JTRwLPAdIZM77xUqPYEmTtbFZg6F+iap0GaqmkHmTBcQAWSkBsUE7sykeLkEnySGAYYizQLQy+2qFuPh4FhYqkUhGSUWtt3YhOOJG5+h/1nMEXU8aKUTkunkpxUu9SYNmiuWT1QybRUkBaMNFrnvCoaUD+4qrIpYg/PiwYML9zUJZNACZB8FLZWTBs1PFGp1WecgGnjhOjj1kWx61vmhaoc1XJrVPfMnT77G91/SslONGwCY91bjudqyr+51fO/Y/8SuVODQvgmuML536JETitUe0Jw8e/L1X/E8Pxf/jp3sA0OTOl2BRmZFjbXO2G4JB5eOjV9955Q5yeu7nychBF5AVtLXMcXqG+YlkwLNDfMjUu4Q7n8jmmJ7i2njRMA13esb9l/kqu7ICNN7kEr1YqG5zl2rTtP0lkpja7+EGTieFFUuPkKw4WrEqSlaq3dG5k2br4GajJFbcNomBakIaBKdDVuA86xoL71Wscd959h+xX6F1h+i/HMedTb95KWCkFaoDQIE9PSjiDMje4/4+ETxgOHMxDUCu07xgMgsBOYSbCHkZKNxV1LBQQw0ZpR6azkpi9JRe6gFRavEHccXpwQ6Ud07zk802mlaalQNje2DaEGTFvNrUri4jX7l6qC7i1jj1KjRMadtJeuyAdi9TWMYb5/rvWNTGvkDnmhJtkw8yvff1HlpYae9S1Ky9IAAWmpcWDuFOr6DtXeZ2Gbvp2ZOBGCaVuqe+P9hWROG5d81gqplXHL4VkJPZkwPtNcu9JoqamBVKYOs1sg9Eym+ZuRW+QOGhEmTht99u+weIPuHfY/g7FZT0uwYPkd63vaFtIUge2sHA80dS9bRCWR8NfaAjBuNLeodhy3GneEkJkaQWXci4lzS2JzzeEcBrqLB5YWNh1LYtpofSNUVjuMG00LzZ2a9J9GaKPhIKbDkpda37K95LTGtC6l1uV3OLxUKk3zlPAlJO7Yv1DQdvfMS20u5fApSo1qz7xwjTXbB8DUToNvWiWxuSFgWmosjUGNWCJoEqMjc+ODIgycNmrSIdUDTcwl7iAJ3TuMZzCxcCPPDiNzq7kBQI26/BbVA4YzqAko3FBJm0/neYY4lo3QoCZLGvc0/vKjv5SlRXspuWZuOVxwWqupZvjmLKB6MO1HBVHfMQycVjiq7TGMYIEKqz1yByhKi/rOpPxQ3ZtTDraX1YDFa47nCrLau96NFGiA8jitCTTg7Mvy8AVhSGiTb2i1upPVN9h9jrhn3NP0BHKHODC3rsw5PINvghtoreYJ7N7KuFUNppWsuYHLQGdWOzHWcGaW1o4sgkInO2/B4stS3HP7W3RvMVzA1v5Zu7nUaK84PFMThYkHSkZaqEsOGvDkSGDfXkkYOIMqbVc0rUxGEqaSZ6T+uy+KRixeyXiuIPoLNtdH3VjQlg+NSK3khdZ3TCvkFuNGpuVH2MLH6+P18fp4fbz+qa9w8a9+HSYXsc4NphXU/WN+uDOnhAao0HRo3GUTqILqnpIgE1KHcKCdf8MoLJAMSZSM7i0On0CrRzWztAQz+xeqUVWweCXbL/P9L8ks7TVj7+roJuLU3GA8U63QXtIUj9LqMchW7cAs4cDhGdt3rB7Y3CA3Eg5SPSD0rn/T3LDUqB+gApDMDCPre4AwV4+F3WKPak9JrO80Lcji6R2lYtxThdPGnTD1DYfnuv2SAE0uSCanXq0OxFHf3g7mtklPS4DuIUxrVSLuxGQAzXVgXnU7UBrSwbyFMtiGgqHn4RNQaftcU4Sq7hkPKJVt4akB1R3T2t2GWikLFq8Mnov2HcetVxkBFg4pLWQEM6aNa2bbOb00MEEpECWiuabpxbEgd2huPRnFtthUrn+PcWtHtGK+DnNljFttrjmeqQq0QnPJ3FADuvdS7YjZZ3JPSxQzZxELWdzdx+LKWNWOUNoZjopwYGkUoGTkRte/Y32HvGDokZaaW5lWHLccz7S+FSXyAtWe45lOa5BsrmHybus/oL7DtDatd6R1qe4FBVCLV7m4UV76QWH2Z/JYffPXmapNqWnZC6Xyo5VtnO1MXD9wWms4uMSZTH7KMWGe5lLCwP5lWX/F3S9QGkxneoQVyFGOS3Pjx2uPptRgpmRCkFuU2k6ZCoGSUI/xlMj2Ug+feOEls7qnyV1OG8/8qHacVmo8lVBMW/cnG/ZBEsPItFbT7batfW4xblDt3EkVD1y80foe0wpx55viaevWZVNE7lDsPOHQf3ZvKBPyAubIornTK6y+4bQG1BUyw4RSa+iZF6bariAkcfktpy0gWLzheK522l59g9wQgEYoXVRp+yWaG/QvXDCpuZbUYlprWqqJN3bvNS2oETL6xj/uSWUYHjXrzM1lEeK4pyQO50K1GcAPXlAs3mD/KQmAzI1prVns0P1GAGRi6NHcEP8ve2/Sa8uSpQl9a5mZu+/uNLd570VEZkR2hRCqAjEsCQmYkIz4C0j8CKZIIKEUBQipBswKiRmMGDCBKTBBSFBCVFZlRmZEZkTk6+69555ub3c3s7UYfOZ+9ruviZdFlgIpjw+u9vXj7ma2OuuWfZ+IZOHehCVYRHfbeO24apWOIi7WuyfuRCCMYglXfyzTazgzORxhlngU6x0qx08wvm6shlDoTDoiEWt6Z7J+IK4xg6q1bVEhrWVC3qNuMNxIPEp6kMMv3IOMr3x4K3XTcl54ps+Sp0dxlfQg8VE8orsXUlZyeko+QPJGkseShtTfSnj5b/27/S3Gl87pPBQQ0QyP2P1SujvRgu7O979yiHIbI1+4S/MuzSRtRD74xc/gKoWEqvcSZskXPr/wfNEoU7W0pfa68f69cKOFke70kXL2WrZeewxfom6EW9y1535p22/ob6Qc2iFEBimaWroH6b/KTjwijrAeZdeSFMRFCsqu5ReQ6V0cZdecQXOjfGUbPQon+N6he69MneDWS5ikbEhbqdM18g51gCfXIps3IsB82aCCPWLzhdet9G9RBxFrawLxUeJRbOPi8IDN52KdbD+VfIAr0oOESdKDMHzr1Ogau1uooe7Q38h8CXJ9QluCgEewJ6aUfvi/lOlFaIckspAlb/O5pKNPV4C0XR+SFtahxeLai0XEE0g0GY8SZuluxZLQ58XaUhLdSU0A6W8lnuTqT/zhx0o+TXqsR2w/17yHGMIsEIRZau/WYXgjdYO6bSFJKtK91J33NzK+9jqQidH5ETpPmPGT/+Hm+MONBwxvfb4GFJs3Ujbk+WUfJnWQ7afOPbnhrZQtz5NBi2iBDYgnma/dOmw+lflF452rg+SDeHR6sgfhvgXJ7vLB04NC1+5HaGkuy9BBlmU9YPcryZfM0xO1ltcQTpIv3DqkB0lH5B3ypXf3wtUwMdQO8dQWva0DV8DKrq0Yc8MPIv07mS/cemw+l/QoC+UuuPSxDgsWRk6xRMoy7H/BikNc+vfS3cnwDq7teCwa1y26exlfGfc2uCZTe/K8IT0gPbqlNj6Ij0o6vlAYH7kE1Ojy5kvJe9G5rXp5Qncj3CHXIpsvxIOULS7/FP0NPEjdoOwWgjuO4UYGU3S3UnYQR770+KjdvZSDi0l6hGbkA8Is6U6sa/SvmhuXXR08TFoOsA6WEEfhOr8HqRth7xuPUneIJyFZcP9O69YBKQdvhIoGS5hfWHcrdQMbvNmSiSUXQ8it4+nuULfIB999KmVowk4PqIOkh0bXCSyDAEO6Fw/cpISWdh8qy3YjGUSR7oV8ldzzE4MUyRcWJhGHzhImOf7Ih7e6+QI20E6Q7jG8w+YNTp+AIT2O8CBhBBzzpdeeTIOy/cw9LAZQJZyke5AwCXlpmY1ig0uVvG8L4NNLzJfo7kQMee9h2fm2hHTXFp9Jd8tBM7cDGQGkSpi45Sll7/FRNAvHFuGH//of5l3jzz78HPM1NLfMY5pImHD6BPOlzlcuCztnupeyQ3rkYWbuvsj4Gpw9cMmyDuju2vyj7QQ6ysEZkiCi1ozDegxvRCrmKx/eSDzJ8UdLeoKgv2m7O8wTFUO+bAOWkCVOyHuOBXD6yMsOntpGQnyU+dq57TRf2vBONLdahVnCjO7Wy0EoyvnKuemajo1AffNl8/brP6mnj5VzlzgKqRs1Cwc4HDt0t6pVppcOtKlbmJEPPl8izGIRfJ1rphwQ9e/Fl82GNrEwiWODDOjuML4EiW7XXnN6ZYB4lLUPrr33d+TARdmjbriL6GUT86XHU0tI4eDXk6QHfPx/TJc/q9NlYhO4tVO3kg/CeGSJI/GWejC+dg6xdZI4iVjrzgWoAzZv5PSxlx3KoOkRYjK/sOGtchO7bJEeBIHJ38KZn86SrzysoSGBO1h1I2VA2TvDayNNVyzHD3H/+5v5CgDKtu081QHdvbgiTvAg5HLOeyFjKdN5laeWB9csIUt/g7wn6ofEB1hPkum2CUxiXEsIJxneSXqQMGF65dwFoedvP/f5iimjorOkR+FGF1/0JPHYxL7/hZQN+vfCqQME6Shli+6+JdCzo7IEKOJIx2lbCPnCd7/SRk7PVfuA+RK28f6tNopuZodn0Srde+GUhem8+aJl+ngCFPkSrtK/R9m2pPDTRyLG/by2nwrAVcQxfClxxOkTrxtsP5N88P5Gyhanj5GObbDFfiWeJD0gTHARi2BOoJgwMIVZ6gCXtupApnlXGqqnB4GI9TJfOyDdHVyx+wyWRLPkvfc3UvawJOko5DAlL2p3q9Or6lHqBpbcOmz/SvIlLLWRhLjUDeJRmeTGuXjLkckyXXvZQZd9i81nMl+5ZkjF9lNAZP8rq51y2xUCtbYUFEdwU627Rd67JXgCDHWLOmDzJcpW8qVLlfSAMCPvPV/BI8IocIDsoYb0wJo/1YqDj1AwX7fzvCELp8tSmd/UFq50hhZYJ1ohjniS+crDJK4ikLJ3mlPdoGwkjMvedmiU4fEk02vj7BAumnH6AawH+V+YUpgPgIL6hTIzVpiI1E5QzBKPMl972eLFP3WohBmnj71/pwjIO58vkR4b6W0dnBG+uxetSI84fezpXtRgHfKV1533N5ovPbz4t//QO3BL7fHHHmbhJL0hrgq6O2cKFsfI3Jnv3yOO4sqBv8QTEFD20CJSwAksgBf/pO3kFyYCKaRKOEndouw8zELiwo5RQ1B2qD3qBsM7mS9986XMLxwm1nEeh9f/2O5+Tzhq0yLpDqePndPA9ODzdUsI6W5Us8zX3r3XunWP2HyhZQdmgHBdK+98egmdBW2L0lsHHDl7awNeV4wvtOy95fxMAiXxNjTLR/9nnQ8hTAJB2Tgi8oUffi4emYEDMVqbxJFhAnXwcuFr38zIvuztA4LCpRJpCyxhlLJ36jJfeHejdetMmbWE4Q0Rj1B2ni+cySrdnVqHsnOmdUoFAqfJbknufxzvfxy5Ec1QHuaWzGbJxcQ6xEe5+BlOH7XKM06lB+WuNSfNUHhsJOgeOAFH2YDDcNp95vjrXkJGvnJPCJNY767IL4wZMW2ZK4pUbL/0sm39k/UeHzjwJ3sxOJTLV14Ozqyt2nHdxsMoIUNq20EtW5cq+dLLBnVAf0tqcyH8T38j6V7qBmHE5kvPFy2Bog4ej7r/hVuQumVaIOqAcrDtZ21JAIp8EKkiDutdc+tOOG7tb6T2zoCuFeNHzq34cvD+nXIhl/1x7cGmcUlNBK4tdUh52IIU2h95dys2tKWz+CjWtbVr/lv2znW/FqwT9r/08TVgEmZh+q8W1MEPP8fDT9oJh7KFd8iXXF8VLdj/Ev0N8l7qBmWPMiBkaIGraJXptbe0dRXrESYZvmz9lg2wrokCDk/QKvEkdIp88B//z9Ppo5QvW8Iea8s1yfnSy67BdzEppmyE80smBG0/kyVHEdb55gutW0bJtqNOf8yHlvorlYeZ2oie73rC/i+1pbH1wHKIDYAUJji0DENmqE5Xki98eNfOlljC5Z9hvpLhrU8vm0kwkQeCeJJwkjDJ9LINnbs7Jv6hZYJ0bS+jpSYp4kniKK7N+DVL3aC/kXTv85XEk2iVvHcohrdyvpKps5Stz5dA8HhU5mdBYcm1YnztMHGF1pbtVrtWRDyyGm0ZjcmcYZayd6lN/uKwDuIoO4tHJXSCVmnwddISfMRl+4VbJzbAOh/eSNky3d/DJHDUDSC+/VzChPnS+/fikbMX8NREfKCgRHPzxOmVd7cSPvr7f1gHz5detx4ohQuPJxEgH9x6HH/Q5qTbz/30SUtFHV97OIklzK8sPahHTC/cOtcMgUyvrH+nYZaHH8v0EvnA80BgjFizn1vyaABniGHC6Qe2/UzjKMw0ny9QN85lWa0SJ3n8kVJ8dQP6pKU2qmWSDBR1b1d/LPO16CTl4GVv1rtUJZJHPVj/RrWA/asnlJ3377W7lfQgnGBxKyIfvG6QDx5PLXNGTKBtfFp20Cp3fyCctLImXMUqWxlf+7xMLMIs1jVkkemli7QpVN778EbCjLKB9S7A/NLZc/A01fYzma/gCtu4RxDyjmu+80ueYUTdtBX5OjQfo5UjOBNPuQpcBi97F0jZtLl/W4GMAJhwCE+oWw9Z5muz3vNOuXruEd19C6NcCssvzDuHiW2dJ2QB9G/l8be9fy9l7/MLL3sPs9QOtjWLLUMdAtc2ybOI3S81PUjdom5ds9Stn37gFLKUFk14gor5b5d/ioff8cufyvgK0BYLoMLjVqu3h7l5IAvSinSU6QrWMzneywH5AvFBpldetxImjK+4bKjl4A8/doaG0ydW9l43XIn1cvD0IOK4/lO7+z3nXst8Zbrs6sVRa+9hlPEHldrxgHSnHgEV69oiHifW8wvvbiXv4QF1V7v3gZNsZmSFGZ5QdmDyOkctYWxznUWGIgC3Qjk/44QyH1B23t/o9MK5nSAmHjFdo27Ng1AOUjmoFwhswPga4ytoFu8QRskHv/hz6e4wfrxA20W3rXc3KhWWMH5i28/k9IlbapsZZet16xR+PqBswb2Bd383MBSKg9nJsmwttF3SKnTzsgcWzoFwEusxvfK6da6ytNHk1q3D/i9UvO3RMl+L8+AwyfTCOWyPo9iA7lbpv9O1100b2HF9nmOm+dI5mvGI4Z10d376AQSw+DQCHj+CR5w+9pAXRVxZ/1bjKNMLYxwrB/euORcDEXPVPKBsPUxCBKz+RsePrA4oO2fyMPca6g6uUrYeMjMXwaVsLcJA1HpoQIBw0rZLt7f9X+p87VDxgPSoHGd7gHW++VLygRs/Yj3SrfBgNXgyXVpOXR1QDl6X9LmQpW5cZ43HZYtk67LshnrE5gs8/K6ne7WI6QWmlz5fujjSveSDv/rHPr5sW4MIy7n4DgKxHvOVaxVx8dQ2Vl1hCWXznEH3fD1fz9fz9Xz9pq9w+Pf+nXbWrArn+zoJz80K2kFiuPQ3Ml+0RANOiudrj0fhWnbZId2JZplfmiWOGrzsPN1pGMU68AixOGzr3I0Uk3Vc0L+TfOHTK0+34fRJna989yuFYHplHrH7lYYZIWO+9v6GCwg+vOVhcljfIGrKlkloApfTx22bOl8Rj1KGN2K9lL2ne+XeOw+LQVF3Vrt2mHRN+qpDW5EIk8zX7Uipx4Z7bonoqPDQjtqIo7+RfGWaBcI+Hx5w+VPJB6Yned14/045oenfyfixTS99eunpUV2Rr6tH796HfOnWoX+n8wtv6WEmYlIPFka5+JlMr9y1TSs5Q+e8kKs93Y1ycpbu1HrkC6sb51nUujfhkCTAOpSDbT7T6YXXrS1An14Hlyree7mw+KBapO6t8tTwpdedreCV5MAOsxgztVRcl3REE6lC1AYuZXCxiJksvkz2LUndQKvU3omO6hE2uHVuvac7zQe3ztNdaKP1SaZrH19DJ2knRgGiFK9LVQjQLPngOkvt+TVQ0eWiQiFZwwwO7QF0dzK+9vQoYRIPwgFgmGW+du67QED8XJ3aqaPTK4mTzldunWsV65wnr9OjTC+99i5VXKQBVmk7O5mOqlXywcoWdePDWy17r3vz5GHUcmlSJMxCpOC6awdlysG0qCzf4XjWBmvD3s91+rhCkB60rfRGpHstV+ahLSFykSqcpG7ce4e3hWIuFnEjkyvDALafYXzt1jsCpmtML1seo3cOgc7KPWBuGE/XqBtLj8KDk9ZBq9St155TMdgApp9NL71uzQYPJ+U0jufkCPee7tUj8lWFSxwlH4whwiNs49416hEX5igCgGubSNngHPhztapsvb/RuvU6QIrYAJ7IUWsnjWzw/q3Gk4yvzXoPk+RrqzsPR2ViyOkjeOf9jc4vjEm/wxudX7htff+XYXrlXP9gci8jJ5f9bWNMEapDG/iroVw2qvKGjQKAc8Ho/btgCzhCPMp85da7dX75U+nu8fhbFkcVx/Ta4oMyra75SIAYyt48eXcTpldGA6h9cxxXCROzjRpQS916OOn0utrGYXKx5BDGo6Z7yZfuvSOgex/qxjVLGHV+Ua1D3fIsqUCw+yVOH7sH1E65gsr8Q7qMJbcowzsxlboljLXkS7Pet5+r1LY9FifJV8bTclrBc0XdnYhJePVv/mEYVRvErPc3Wi58+6lyj5H9U3er4yuvG+e0Wk3Kzok3VQ5GnDRPKHtPd6F/Jza0Q4JchNVZbGgZujB0t4FH/9KdUqxcamP+BlMs8gWsQ3enIYtWzJfOlvTvZb6EGPMaYRFxVC58p6Ns/0q6W8kHSJW68zp4d6vE1puvWk7L/i9w/GGDMGDKXP821J3HB5Uq8STzC3vx/+D4o5YZyGlvfJT0iLoFt23iUSyKFpQL23yuYZLxldcNPHq61zq4ZmVOV9lJGCUeG/QyE4QQABF4g+ryBC0Io7qIZokjUWEasIoRiMjAw488fs8ewjtP9wqTMEkYZfup9u+0bttCPBccpGo8qQdsP1eHxGNDW4knEZPNF5ivASw5x4LuNnjyi5+GmtrGo8zKDAUx6d9ofFAehNz/PJRtw+gNk2iVuiH3AVEw0L/TkIXxmsgf3KoNk9Sd9e+U6xiEfmg8FMl3vwjdrVqUy59ivpbhS60794jNp/L42y4uSrj3rXvC7pfqy/ZvmNraS3xsJ/OZuSTe8lbDrC6Io1hsiRLzC7cemmFDQ4IQaygPjP5QWHSIdPcyvJOyaSA9my8EEARoXrYEBufRyHhSUhKkR+keBBAuW7XF5HvVgsPPpewkHkUnjY/KejIbqKULF7EBw5fqIt2dEgyCp1nzpQ1fBoa27l5MJZxEXOYrS/fKhaBlQU8plvbuUQ9/JnVoWyma2588wvqWKzFfNpOLR9n/pTKhkamt1iGcpL95SspgZj8zY8u+Lb4x/425hd2thNwSpfq3gf7OdVqLEEP/VtODzi/t8k+lDppuVStozGXvcRTJEqYGQp/ulciB4uLdgiMwS3+r1rmYpAflWAcCMEPKhVAIZefEOIgn4TZnPApJKOBy+LmGSeJR8pKOsf8F4JovnOvhYWoHKsLp6dS2zqJZwiTDW+luxVUYErlyyJSc7ka5Ur2CtYuJZCHFAzNRCe3BrDwPmK+ESBONLSFLPDaQl+2nyvwCONKjxpOKIY5ive9+1Y7caBGPDe5kfmndnYa5beFwn767l3yQvBcmsDAtk6drLn+KuiEfCtK9hJOGSdSk9j58qccfNlOvG2YJIcxSds2KNEt/K/Oll8PTefwwiRTZ/woPP27BNp6k7Hy+NgjiqYF70Unl7/wn/wW8RYrNFzJxCXvnwzvJOwCAoHZuPXRqaTa1c2LwuGD7WTtcUrbWvw3kRNEiZXAAF3+O+99BenjCIAKQL23zaag9Np+3WdfDb7lm5EsLR9UVqis0tD54w/7iaLe7kXxoWy9i4Fa5OOAN543oWPGRY39n0Zf/THjmeXplhKJygVbsfoGHn6BsG51SGCU+yvTKuneNKUpnjB95upf50jRL/1YAjB85SAwzLucDnIueDUuDYKl1aFhVYg34K5zEo9du2RLvGwZd/16mF85Wc9ynGYRaiY8yvSQGn8SjEGpz5cliR1W33t0ov1YH2GDD52G+tjBKwxabpW5cJx4vcDY/zOJoGaJMed98KWWLMKJ2DbgWQL7w9CDDG3/4CQi4lx5kvrJ4lM1nMl+gVU+Yn4q8d4LXxaPMlx5PgMvur3y6FgDzhffvZbpuuJzAU4KfFuneC3cmuls8/pale82HllO0wuDHo6S7xup0eu3dXcsBm140/C5fAPqkNtAwV4STTK9rOKlOLSWPi/ji0Bkr+8nwhYqje+93f6fRyaQHOf52DQ+60mH0b3V60RQNa1wYZDByBZPNWIH0INNL627UYiPsiUchhool9whia/FcBAH32vS0t3hUZ/qfPcEGWvTuVqdr236mAPLemf1PXq6HnziA/V/I+BrpDuOrBoFIJbrg8DOZL1vqXd67dW1FAQujhwf07+T4Q0v3SgxGqSgXBqB7GxY8EUhp8A11aP61/VRPn5hOUgcf3mh3CwD3v2PxJDqLJd98LgDGVw3A0MITVCNWngig7JrxhFnyztOjzJc2fKEA5mvvbmR8bQQIZv9UdiZV4gNHY6D9571rwfBW7n+30tmZUgHB8KYZ2HTtBAKog3c3Or0wur844oOMH1kYF2CqTCBUKdtWt7x3kunoSaxr0HZSxToPk8T7FhPEkHe++ys5/tBhzRTzhXU32r/D6eMm83DC9NLTvfQ3/vhDEJcynCQ9yPTC4qOkx5ZVS2qlsrfuXWDHFkb0NxIf/f2/7FIbcLNU5AsLR21ZcABjpiy4IWQO694rzxj4AumZ9x5m2BKCaDkQWHJGexscwPav9PiJhVlgTyRG/U0D19C5gViCh5yOIiY6t76jbL1/K2Xn85UNn4fpdTsxJwXyL/1H/+VEdiYA5AQ6ETDKWczhz/XhJ9Za5QCw/ZXO124BPLdBPESdW9SDejg9sYloEesaX1wzu8Gtt/AYrG+WrUwMfRBxEI6lv5HxlYepDUL5WCAcbPQwLbphd/2j6tHDQ6MwYpazzmhob0uhC1Jyi4A6tcE1TOKpZdTU3mvvwjTOKkADjJqvrX+jdUDZN1zC+aWFeyUWJ12ie6+WYKltobMm4ST50suhfvy/KoB3f7fZbt24zsJIRC41jiXjqc2pwQStWazzzadKL3VhTvBCvgJIlrrxeBRIQ41M93r9z+zNv9pGT2Qne/ht334mdcB07cOblkChk+SDMfWIpmOdx0e15Lbx8NCog8IotXOdG94UGqR3y+qW0qBLrXedGxkgdc9TTZxapTsZXy+4mY/CHU6qtTExblqkbmCaJlrQv2U6bxthdO8VzKZJDQq6fxNaBzMjHxrBko7CuKBPvD6uR736p7j7A4RpQfCMfvnHYXz9NIjp3st07dZbGNWSEzezbFxnIRLuShIIQR18/xd6/EFzinxVd38ZpxdOVTIslq2vIZvvEqeOOGYXf4a7321OUS5rugkeoROAdgCLyeVlsX/CoNERxk8qta+zsD6SJY4CYLo2nYXUZNYvUeZg8VHrxi22eFp23r9Vgi5aeBqgMGrTsxjXxJF3gPjuV3j4LQA8VyT5wvq3gVixHCStNIYrw1B/o/OFe3Saa7xXsvVEequB7+ZL84D4IPFR8qGFDjpRmJoSeWi0v5H+xm/+lYWwkdhoW+dSML/pycNJPEAK5pcVgI5KFFopDbo73alFEDc6zMuBgcD1N+/fad63xUCdka8t3nG1o3XbRHrt7oSjARCt1bD5XE+fPFGCpfdqHRMR23CnAXijHdSlYZPlqH8TytbX0UkdGmKyde7a3u3e6/DGp+t2mCEfzAaPD2oBUvHinwDA278HGyw+KsFzqVYbGk2XB9CPplc1nBQGDu/QQJ58eCf3v1+liC5A+9Z5OAn/yjv9e8kHv/wTvPt7DWWczfEAnbl0aYxF08tKxgZKiXnC62SGvIsE7pMf/9f/WTjq5jMFcPyReXBow13ny7ax8Kh0bPZY+eAQDye13j14vF8jkdBbyqZpsa11ZCGqAgDxRmRQB0t3upKixqMwJ5hkSnVrwxdxelEhzYz4mI5K6i1GIhLNhaOKPSHv1o33bzXv3IaV6xzdrdQBrk7uNQDlwmRqWTS1bwfameLMnGb6CSHO4knK1jx6ug0MMZvP225BOLb8yHxpmqV7p0yVAVB3Ru6+V/+Xf/5vMMJCJyGc7fjKm485wsijC803ANhg4aQuCDPIpurRxQUV0DNGQQdXVBorRBsTGFzEIVnqvgKIt8GTe4Dy5CBAmrv+jZ5+q6Ii3Sndfnxdw0mlNmY5GhlHsmHUSqq32saY8aFpDWhzQYJEcNgFhcxC3gRIo5CggZFnjEHcNqaj6igeve6NBIxSABdP3vgJgXDU2ns4yZJ1LQDmFzXdBUtUhFIm+brG+0DKUUr48DM9fewchbiCQdYj8t48wjZVHxcqRmkccemuTQv6G6VMwtj6MKKxpVuZXjikNZ+HXRr1cJa6JVOwQlE3prPQY8uhIrrMiireG5k9OWmrWyfwYPP/5B4cAeFe+TUxcYH3JkW6t4EmUQcHESDX3QiHR6Q7ma8MLp6shbnd4l++zFmvjInIZWccyIeTcCgWH3S+rrQTGKdEbpvWx/RfhnwwLVI2bXxQe+fAzgaHNfaK7r2OHxfJyiPkAMreYeCKhUe0AeVg4VEFqJ1LbWMsbkPWntQtLYY2+3F0N4FmXDaO6LLwBQOAenhUj86U8fggALgW4tEtor9RtL0NWOfpXqxr031SyYWT1p2tjCc22NX/He9/33TpFK1vIzbqZfPLCGC+ci0oB9NRVipeSxyQcePKqbJwVOu8Ud4A3Y32N5gvMH5kNAMArq6T2tZgiI9KQYkhX1ad1WkbANkF+alwamTcw5eBm6xSGgw5pykcwIWTNihkdWnLjJhfN35SqaQHwtpn01U1S7mopM4Lk5RD1ZM2Dsnauud8WZvLB+iJGZIWjkpmalsOX1vnjFp1a4yx6VbzlT1n0D1fz9fz9Xw9X7/hS37yD/+BmNgy2tUjadmA2sizyR3HRZL2DnlzG0KX2K4C0PsQZsnXBSZSGistQsu2IpMx0OiS6qGuPFEA07Es3Id6UVHb0TMuxMPFtzXcBawbSJuqD2HF+/Hk60i/kVa5eG8whKPaxtf+WcfGa9cG+6R+Iv5ebat2PFrIWaB1TSbhpHVrrT5sV3SZhTC67cVJAXjfEma43LH9eRo/MtsYDOS/4ujGO+NIP72LAPJlbZzcJpyJA4gPoRwqKdTa3E6ho9SNawbzrIBGCyYmjRsYIO81Z6jetRFlYx1mJhIrzPpsargLro38uAlE4Oo6qm0bGzHnNMwRagYQXGepW4Mv5+aykBDaOyPbMU8R6SyQNjtpNpal9k7G6/ZYcE8us4SF29sGRwUCXJyLOeWiku4aBh21MTcvVuQBzVwB31Z9iB59NTBqisR08KWx0aQogHjXNh4qGyiI91oubNWFZIW4d67HxurkQzNULFxwNDPr2mC2TQFjg1Pz5I0hHvDou7+Ix9+uHAw2vXDr8ahtKCqId6Fc1OGzOH5U4l0AUK5qeFSu7jaHpfUulPbeGY2qbM2TUwvrigKTmlxBTm4nobW4b0wmbXtUg8Ghk7LmAGQWnaVcVakSlh0aT+7iLcVjaRSta1kzpJ17utH5ZcWy3L22tIluXVLrLb6PdWuevLFWR+cEKDwqWcy5uML1gLqz1WVYYrmo6V2gCurWyE7JJQEAqBKOWremczMwTwaT8Kh1bzBIVjomxd5/EfPBaP/dmzC/qpzqUZh6Uu+9zfijr6GDbPHcGwNgFwWzPi0AUJ5nS+tNNUNFVorItW00cD7ESFUuayPt3rhMYtvFvzihPKr17kOVU1i5wIHGkkeTkDG0gqrotCwybaqcgkeHenobsZxwLxcVDvSmd1yOhyd3dW6pAECAcg9CYENLvoUJ7YpBkvGZq7h+KHLX9pQ8WTipDe7iUqQ18GXRhyA//kd/RK5SgCmWIpN65wi+9gqerLEALsEOWaHOnkZOAQAOBeK4TR4dqS2gowqDMnz5weqOisHY0zRbMaAzvU30MXQG8qgml1PgbJRFSxbf1dYlkPNxU1GlVQlAcBRFcEnmszLoowqiY1LEtqOAWaGOZJgCrK0CMb0HwUH6VwDJEQ0kUuysVXhWGaoXQVkfM8wKJgX4Ytm78lQxPROILRSxbOx8Njdd4imSP9WQFx+jJNeBgQuiIThOgV1Ck5U6VqZO1hxAftqxa4KaFMkRHEuvgN7aW33FuJypAxBcRvXt4ttFEP1J5vwahVzOywCSgfSOqxJZ7YXA0dnGKu0Lq6AA+DKa4SvJ2nd8aZcuWvPlYUAeo+8KB0DtgaKtJmv/zX9dkJcSeYfPd8bo0DQiaCpbbElG9cFg0kYkAPramkkJxCeLRZVWeQBZAchQPevTyOaDghinNhUmUMesT3ayfiQuVlEWFfgScfYFDrrAU5BlfcSb9KhBNoe1lUXsi183ofG/7B70SQJrbG1VWtQnszophgGYILicgsvidLo8aZCivrbCpbl8WdQhizFEe6qJL2ZAUXP0RrXSYikcynCoPi2qVUBcpuBp6cMY5fjxtXqL0undTZ6bilmbjfHqDcsYmm1kheUUPHmLDLTDTW2RYX3dF5rXzlqAndq4qtl/q4k0ZzTIY8RlBsCAI1W8X0ZCVRhsvyJ2OmByGGQK4NhXWzxfH5AivqsoIll9V9rX1qH2Q/Ddk7PLrL5Z/6uyKW6CWWEim9rqRjtXf2psdBjkGHxfW2TLNEt5ihuA3kUbTH7y3/6nou51AQ0NLgLnWJuhb/VbwG1pTHN+kdDc26YA9dAZxK00C9DgxmYH93r2LvBkymeXBve1IIes1aXeBValfbPdcQBWVNQ1unOI6SLibuJVJbTOQ4Lxv16b64q6ZRV1UZfQ6iziNgcJLouTuIlX0WhO0CoOgaNZUQntOwC8qESDNxG1my4w0WS2shQLRJ50wL2s1uq1rdyiywpx0dYQAJqqKNzhVeRMkV7VHaEzt6fPinhr6VKuF9VU+TwAiWZZ+ZYVjX0FUJeeVYJ7UQnG+rjDi2pXbV5QuNW9qlAsSxEAYCLB2C4Rh8Dm0Mpdwq6It4bHRrtpuUlvlXCTraDOGjprdkjxukB9lQClwSZbDgBCX93ObJVfW1TjVZ+kp051PJk6H2OIkbN+DmijMQDSDJvOYuxQq9CWzu3kyULWjsmXLtZFl0FGK9dFoxn7qrAYVTDIU1tE3as8eROFac0emuVUgclqjRqfTOXJDqlik1ZhbyWybrRbukCzZ3FRiHhl9dRZq9WY3duXNZkVXZvPCj/5ponGJjqcXU/u46JruV8NESKwrJrMinwQGVq169Jj0ZGLSmj6pVLa78X2vIq7LC7WbtLabQ4S7NzLIC1irIU20T21AYwkdQrMlQpdtSpu0kR9Zk4S3JZuT4O7LQKUs6C3WPuT39Fcly8AWKOWKKzK2kAaCZZARMH6rNJZ+wKg6pWzMfE1aq16bL8BdhsaDS511qbirDAJQ7UiTpPojNWg69HqvhL8OVB2aDQIbHoKs+xx4vYwAZjnAGAYspmWon1XTmMKXERKZRxT3xcAOQcAfVdKVTPtUplzZPvTfjyNKUYLweY5dl2hUGrVoctTjmxYl8o0xxAsBBtPXdcXinKeY9/nWrWUAKDvcynBTLquzHNUdQAp1jnHEEzVxjEBYK2mKfZ9qVVrVQBDn6c5rvWkWlWdtYpqx7EDkFLldzZDLlWzRAD9kAGUErrU3s05bIbMZsZYWT13SalMU4qxxmAA5hxjrCo+TmnoM61pmtLQ51xCKbrbzAByDRTIOCfKFsA4phC8S+U0ppQq7TjHQBlOY+qHka2YxjRsZneZpjgMGYCZmkmfyrmEM2WYyrRoJwbjTcqQXxsO+Th2qj50mTLph5xCnXLkk+OUAIRgMdZ5jiFYtxsBHMeODT+NqeuqqrEV/D1NKaVKtZ5O3eHFo7tMY6JsAYynbthM7jJPEUC/md1lnsMw5JwjxyJdV3KOZnLYn05Tm933XTMeFg0gRkuxrtWY50jNukvOoesKZcKP00L6rlRTAGYSY82LZqmvGKuqU7zLu3HoczU1kxQrgCbJXR2nRCviuylVkfaumQKYpzhs5tWSAeQcVW1VB8ul6ER8PHX7y9MqpX43NaXvZwC16jSl/X4sZ25SzzyRout3JZdAE119JwSbprjZFhGn71Bi46kb9rO7jKcOwGY71ap5jpvNzBqWohRdzqHrqvegg1AmFDLrVqs2a1fdDJmCynPc7sdqukYY+jhrnucnp6Nt16rzlADs9mMuoeTQD5lhx10O+9Nx7LreVjOm7sYxpdQ8cZoj9c6wQCXmHPo+myktgU2oVfs+5xwBDF0GsHrlPMcYLagBOI2J3xnHdLg8AWDD+cFatUuFEUDVVH3SyLi0WjUNoO/aYyGYyNNjbPtmM9uZX5czbxXxuJ1oJ3xlPHUUGiPn0OdStValLtZ3xym1yJnKPMfuoggwTmkNzrPEfsgifjr2AAbGqBz6ruQSzGT1RBEPwUoXaEtBbTV+Ol3XFWp2jXgAdrs8zVEEXSoMJl1XRPx47A8vHwU4HnsagIjL3/+f/kMAm5QB3I7DNuWgdj/1h36ix44l7rp5LFGAPhYA91O/PrbrZkrzlNOum3MN2XSb8lgigCCeQr0bh103MyY+zt2hn8zllNOhn045gStVsRxzSmopVD7GKvGz5zVZiwAwlejANuWHufvGd4e4KLuGbcq5hrkG1vn83SDOV/idoPY4dywihXo7DnyFlact8oPV9JgTgEM/TSVWl30384MA+lge564LtY/ldhwAbFMW8ce54wfZfDZwbV114ZOnnPhBPkY1rbW9n3oAQyyrIngSalXKWsr574epvxhGNuGYE3Vx3q5jTrtudhf+lTdZt7Wxl8OYa1hvTjUAYD2rC+UMIJvuu5mvsDlrK445rea06v1x7ticD5TIHyq+muV53Y45XQ7jVOJqFbTVtRQq4oNS6MYUi7vQXFf50xopz23K537Bx/jKrpupdD72gTWy3PupX3V0/u4m5WqaTSk61n8Vly16Xz8IIKn1sXxg6t9hAOe+Q3NdTZR/5ccppXP7X6sNgL7AUo459aHyJh9IobLCfajnTz7OHY0zhXo/9V2orPBYImPCubN/oBreXOV2XLyYBrCa8b6fziMPrZQSXpvJNrImawRjhdcS2XBW+FxujBV07VVEqyLW2oo4DXuTMjXL58HV7ljOdcSvsarn0e88CjFQUJurwX9gn9TaGmAZZPhjjQl343AxjOayBi767OUwnpe7mgEVsX5w9UTWgRGb8mEEPnftD/qOc1NcHfZyGBl15xrY9tUUKd7nDLrn6/l6vp6v5+s3fMl/8L//+ypmrgC+/mP9/fU73/jY+fO8XyxErb/2sX+OItabaxEcAqzF/dp3AZjLd1Tvgwe+7YNspoqfV+b8MX6Ezfz6u98ht/WvHzxw/uN7Sulv6uZ3tOL8r+eqWeXzgb7+puq2Cv8bK/aBdX3Pdn2bAfza5p+37nu+e17/cwP44ObflAaLBQCrXv6/6+I7ZPLBW+v1L844P/DE1QDOi+ad76+d1RO/T2M/KPc7Hvu6R3yfQLHa1fcX+7mPnJf7dZP460bdD4pbRfrdofi8Mutj8r/97HfxfD1fz9fz9Xw9X7+5S+qnf/CbrsPz9Xw9X8/X8/W3+oqT5990HZ6v5+v5er6er7/VV/zv7n9gX01eUJj9C0hnUCwL99CvF/Ftha5vre9+4/0P/vRtRaylf0c9v+OBD4r44Mf3+cLz9f+H61xl56bygYWc28/5nQ9+n/9Y//0+hf5NteV7fuq7DftvicV+n5Z+YADf8fyvDWLfP5aeh8ev/+nrkefrb339sQ/+iq82/9vi7Qcx9us2/8HD3+g13/g8vkWYyyvP1/P1fD1fz9fz9Ru94v/45l+LYgsiChReXCNTR1wBrH9V+PljH9zkMX2++8HXVJw/+LVvfOy7v9byMX5dTT4oguWev2Iu313u+nvB88F5/eOa3XRWfz75jfX/7o//tT749dquNfzG5q8PfF2e61vfVo3zv37bk7z5bRX+tfo6f+U7DOAbq3Fe9Hc07Rvr9o2N/bZ3z73g61bxbXL+teV+0BD++P6W+d0W9R0G8Nf64Deq9dt08YEdftvNv1bTfq0B/Nqbv9abvsO1v0OAH1Tyg3c7rWVNFfv2x76Prs+j31ql71+Tf44Y/vUP4qsR++vN/MY641tM8euqOX83fvZ48TB1my4DMJdSQx8Lz3bxZNkppxiqip/m9MFjxdRculABTCXGUIP4cXkMwGlO2y4X01x1wzPJNQDoQj3l2MXKtML1y2OOfKyYVtO1Jh8UwXcBqPhcYh9LdZlLWItwF1YPQORh+K+9G8TnGtrJu6Xc6jLluOlyNZ1LAMD6s5n8MoBNymOJKh7VphIBdLEIcJzTtmtnbwGsFdt1mQchWdu1UXwsqHWhPs6pi62GAPh7KrFbTumOOQ5EZ8hxk1rrKKW6aORcdFOJIk7R8eYm5VNOPGvM5qzVWG/y9xDL45yCPt1kJXk4LqhFtbmGoKbi41mFKV6e8D1+Va2+tGKTWoXZNFtElE2/3goK/7waUe2UYwpG5VKzSY2GSs1OJfaxODAv2mHRuy7PNfDUJ0VEbT7ObJezlNWSAfQ0yDO/0CafjpXhR1Yf4fM0HqopV9117dC3inehjiUGNdaT77L+36ZrX7xp02U70/Vq9qu4KDqa6youAJTYqjVK6bSUclrsdv2gA1TrqqxzXaRQ6SD0DiqxC/X8yXPjXH3Tv2oAayv4mz945pRq2qSv6Gu12HOrWG+u2qGFMLysrfDF++iJaz1ZCrXDuPGBta/Gsypi/c55Y2mNx0VHLKKLpS7Rj9VjXF2D6rlHUErn1ZtrYHNWU2SLKEyqdVXWWoS7rAGqW08Wq63umdop8jSkIstHPtAOXZLvrhF7dbrTmX0ynLLO1Je5sO9gfT5w2FU181lwm0uUP/jv/+MQzBYwpRCM8DmqTvAGXTCRQjDCmbhDBGYi4qpecgCQulJKID5ErcqQHWPNOYTgqkY4Cj2HdQJYboyVADbnpfOv/CABQkI0d+K1NJQzPkD8sfWx1BV+TcRZTxZRSnBHjK2xVjXEBm62NpZVZTNDMAClqKqbCctltfMcU1fMxF1Y1VpFBKruxNFabqq6CGpRDcYKr9LQBQCNTU6plqJmQtQcM61VQmgfZBMoWLZFF6ytWpXlnmvQTLqu1qq18l1zl1qFoDhYcOrYBLaUNQmhPdl1lYKqVVn0KgF3sQVTSxesKn6N/2WhXVdLUX6fBa2KoGrWS8TzHGOqqkaUF9VmWjHVtW6rBFJqdStFWSVqhEXUKjEaFcq/lqIUe55jWNEFHVRBniMBqCrR/BYBUhEEr6INrGZZqy5/fTJp1pDGs6KB8cdaz9WQzMSqxqZroWGc65oG0J40AdD3hRAyFPWqVjqOiK+io9mvBsx35zm6SUyV9uaOEHx1sdU9VxWwgaulsZ7n/kvsq7Pmi0hz+dVOSg7UC+2TUi0lrGZ2XmH+rvTEaCJecuAPqngV1wdV4pPnpsK2rz9KDhBne4m3xni1vpsWLBxqipbAVtSqLdAVpdGykqH9VRZPxBrBGrChtFD5QZ1r0VUL+GqQpOSpWTNpcKBLPKQY12BFHeU5QjylJ7GvplWrsrEh0gGRUl3B1bqulKJmSpQ1Gi2dToN9EBJrbWJZ20JJpq6cR+ySg+hTKI6pruWywpS5arPbxf1Rq8iP/5s/WoH/3MTnIMkaejQFGtyLrjKlEcuKiIwGakl0P88rRKYAEHXCbopgBet1B1xCX600sxBitWIBJ8YT+iqh9Agc6SaslcYVl9A1ep0CkQQJu2lTkM4awKI1H2jwi7YAY6PVp+EGLi1qYfoMcVJkqdVSJQCazBdrWHGRWYqteJE4k5I34MLQ1zoFmGhfbQ7tsWBe1Qkkeg58aQ2G1Rdk4iZGE6jzJl9piK4sWkAYU18izget8MUHCES9mvtXFHGmZcLInkM6ugvRUb2oTxr2BUA9RqhLsrXhKwZiM6TFxtabC9QmQHjWKQDgF6g4jeZVP4QlBbCENurC5tCwO2uzuoYQbNJE4UKMdqq1WbK4qFsOmqotIQCNwfepp6ReWPknnN9klKSbNKvLQdSfDJjvLiCbK6ZtU3FRRCOoaDPL5U/+hEK9gH4uggIxPaOtQJzES21wqCvI/Yq3K1hhMT2rBH8CzMaZPZg080D7TUBbwlxqV4kr6lOQfsFmZulZpatP5aoThFSjUZ7aVVWvcyCG6WrVcPEq2i1fa/b2BK4KenEyBh/WjTiqrWVn8MrN8l3OzV5TtTloV1vzKVj1FRR41RdRfVezXwW+ipSO8GS9C7quTUHik8YJmkzc4Q8M/iuwqkuQeVIi8XzPvOxJR9pgfFf02BV19/xTKzJ1E3uqRERt7rPq2kSiEZ22vW5oEluC2LmQ18aei7r9EKd4nwBh2aglXlG5K5buk/1HE3U7Rjh0W54cKj5T5z1fz9fz9Xw9X7/pS378j/6IHCoAGiMRiYK0ccY06pR6RnUjaOQcm4qi5HGyjUEc0WUMT8wWWVAFnUEWppYi2BefVch+RmYnMhKRJWUlqiHdjixUQCyXbFp3oV4uDLjjQqRB7hkA5HfK+vQRfjBZoxdaxt0ga3hwRJeHCMCHChdSwzW0+axk2QLwxLhTn+iX5LjQUpm0+4qWsmgiHPgEX3kIAUAd2kiVADTeppVhqBGeK5I1eo/13YWkRyZtbCKlzRSfeFB6QxV9DEaOEGotN1IWOYXGOeRLoXVRN9tlQGdQYNTGctQEKLDlMQqWhDckfAJAJpiiKydYez4uYu8WvYCEQMv0aKXAUZfO/NQmKLKpPoanJphIXUyxLvQ/DpmCb2r7WuNURyOn2RY5RgAeTYbqc5Bj8H1ps5D5q3w5WGpoQFF0je0YRdFX0kGRiAzqmFSKeG8k2QJgFwUOTIrOMGvjK/KFPWvliVhZnRYuHwC+LU+kWevgMCzGsDLikDeBlsMrGQRyH31boQtT1Mrn5MuUHXj67DmXEmcqlDOvvoJrDCutF80gL/+SemBS31acUU5AXY7BB4O6PkS7KADkFPSolb/JLbmv8hi8t+bUC/1g0/hKjcaazCpkulujRDIEbxw8nKJV0VOwXUW0Rq8VnQpCZ7RGKsIPBVOAPk1bGwcPzSk8rW2gCobarBpANKzz+2gA0puUr8uTL1Dsm4opSBbf1hbrqvji1HpSOxSAXFPebO+cra23p5CFM0aoZKQLAuDJ0Rkm/Qr50MJ71KjLeM0LD9m8zIqio4gU9U2V+wjAkzX3NFnssIa7UA+1GdsanZq8zuSTvNmbLf1CNLjofbCLAoXeRgA2GJLJFJ4cLbiMwXuTrvopPvFvicvv/Ff/uSvIPG+9xwetGycR4UK3BZnFe0d54msJJy1XRY+hlQeERyV5oqtLXpG0WgN0lroxYKF23zSOTrIT1p01ws2wML8ZxMWDy6RaFlp7cmJOYttGHaij1l0VFxg8OLnj9KjWuThsOKNPDa6jenLbVF2CnSeHL5ySC7epB05mlxdTa7gUeSJFTU42Rh2VzIZPXQ7wRKDZNSLRZpR0tgCp8ADvGimqJ5cs4aiWXEtz77oxndQG8+CyMP2Q+hABrq2IRrRaBLbQic5iyRuRqKBVeHBXT3eh7BvBqG2tUZpG14U7Fd4IT+NtqIeFkdYgJjB4cjaQ1Jk2mFRJNzq/rgD0pGR7fOqJFTI9BeW1JgBkOuNddQmTkDY3PoSyr6s8ZZYwS9ks61TJKaWnXof2WcUF0MbZGmax6NZ5GJVWRwu03n1ThaH2q5dzXXEMFGC9KFJUG9uv6Umhbl3zCJ3U+pb7Ex607o1VZa28c4jrY2jGYyKGZlS0kOQyqSeLt7Eu6mumeMYtFB7UBpfSuHEB+FBpnzqrFAAgvakHl1mkSKMTXYgZm4oZKFf9xsZFKwaWHu+Ddb7Sbs5XBoVkCZMAyJdVT9o+ZcvCUfThs3D6UUnvQzkYAFdnoBAT662FTpIae6MkpsN617rMMEmjrK1kwPPmpOyeCqxrxMSMEhBYBIJLERusMepG943JrPFe81WlMHUSGzzca7mozSloexvXk1gCm2+kr/VW+WZNRWyw8BDqRRuyhKPCEUbJV2104oNJ1ieO4OQA4l2o/bLw1VtrbHQOyLwzfSCLneso1vlK2eydQ12yui6k0jRIlyZzXaKio/8iklK23Ykup7AMmqW7YxeI8eOabhVAPhjQaGRtMAj2fx6PP7RmNkXCLGVrtJxw0nqo3eexHNwGC/cBQN3XcFSL8N5Wy2Hl69akSKQiAOuckVknqRcVgMwqWbxzyUKLhaC5JLB2E7atMqn85B/+g3jUfFEB9F/G6XUh566U5WXABpcs3a1OL2ur8c7Sey27Zj1svw3uAp0F6kxo9OhkCndt3UmYpOxrvAstEq3d+aMAqFvv3yiAfOkWXUwsuQ2NQFfJHl1kJXVlxXQSCKSiDq0nIMP08KXW3snZ3MJucJ10iaeAwLrGnL39ywDg9IlB0L3XOjgNK93L9LrGu1C3BpNIevLBPS1mfTaeCo/qAWFC2bUiNEvZOMSVhM0REA+jlssS7qJwfhLgwb1z700fw0If7vDGuMx3686Gz8L00ihGo/VM0r2X8aVDW2SBoTGgK/S0UDsH79+G6aMKa1UdPg/ztVnvJM9uHdtg4VH79/L4k9K9C7aMAKRK3Vp8aMPXsrPNZ+H0w9q9DdPrQsLvurF4r5bQ30jeOwBLgHo4kQRdakd5ar40KVhFp5NYcii6t2F+UWWJU/mqtvi+jE66mzC/rK4e7wMNmgzcOqpm5OuqZO30ZgM6SbmqAOL74Bw9KKzz4UsFMH5UEdC9CWVvDFXpXk4/rADSrZatU3RQJ1e0q6fbAMAal7FoRdm1d+OjzlcWHyVf1e5doNV59HAfIMunFpOAwSPqdjVs1I1LRThKfyMA5iufXlfJwkEArS7vPUzNI+L9k8wpXlen6MplDQ/BNhYeNJ5kvmq93eZzefj90r0J+UXrnuGID1oHb3TggHce34dyUcOxEbvZ4HrUzZfy+CMLkwTW5MJsVy/+ON3/QQ2PXO1oM/O69aZQoDGLnzWfDNNw6W5lelXbaE89jFp31n8RppeVsXj/s/Dwe3X4NMAxflIZxXQkd7iFo7Jv694GV1ACJDsPo+gMdqg6Suut1aVKfNBVX9a7jqoVlty1bXt373V6VclyrRkMYuVgjBtYujRxWMDwRuZL97D06A+aL6uYUCCMEloQRsl7727FIugU9cAA6Na3jtZ6DydJ93L6xNYxQTjJ/MLSnf6/7V3bjmw3EV2rbO9Ld0/3XM6FREKJkILENyCe8zd8CRK/xAuPSPAAEkoQCZCcmZy593Vv21U8eE+nMz095wACXo4fRlvuqnK5XLWq7Gnv3nyUwq0DYILcaInu5rz8ejrSyIaqwoYCTkdZVm63rBmQhAh30r1OBbGNkAQNxky/GpZ1+IV1ItxIrgGgueTqx1nW4jaI0wKwCiLcOnNIs1SqLm3VLYWJEpEbSAKANDK3Zppmv3C50QLO4c6pAzO0Hmq78deuPzF++utf0YaCOrc6+7Obf2L1NePM0oOJC1aCcCuWxY5HVjqrOym449eQyO60WGRIPGXyrkM/ezigEEgHreCXjDMtZOXZrUQ6lBgOd2IOfkGtkNuhGJeeRpSX3pasE+aSRpZHWnJv/dYBcBvEsfkVN6+0QDCAfqY0TL/k/BO4B19Mrbk1tTLXDXnXPGBghoah7NbKCnaMzrl+ZcVQ/UmuL10eWX4oJ80DCvMmkRqGQU2gteXKSqYE4FfMFSBQb6VOH6DTwa+oHq4fthQaEBaMUzMx8wDASND8UtLIJn/n8mMDkEcqPUtOLSE0bK0eEu1Q7yxFEiSyP9aiSR5p8Q/p2VxKd2rb8EtTrS9cf6rDqdUd49RgcN2wQanuGCfmV9QKo2+5fmUAXM/uRfZzcQ/w5zYsgVrgsgR2Cc7cWHUrcWwDXm8oPXNjbsM0pDFjIjMkD76kDhJhHiamjZWir7pjGqE7y9WNmEMpeHOjbiPtBRef5qO/OACLT9UIt6YFM8JqAyBruo7hnrlBnOpguofzHD7889av2B/rR7+165+53FrRRGujQjpW9wPEDFEqFu6le5Gbtw7A6Z/ym58TAuYBxb6vUTqmk+FcAYRbkwnxWMNt2YsjjbWU1cwoDuCXVA8QVJQq4eivnP9E/VLiVJnRXgiA7sxyY/Wl9MffHwFZMD8niDjTgpXmh+DVypgfvoLUkRmSKD20AgAm9MemtYa5qEOaDZsbv2A80ebCFZfIrbk1zZfYsQJtqYXrkEYmka4DgP5UqyuXJmpEdS+lOvErpokxIY3NdWQs/ml+If1plo2EJQGoM/PIrbVvpJ9ZmigAiWSiXzJNrAQOFWlskhDmkquBrLpxaawm8CuWJZCefsnuTMOCqbWCCUaw/M0wP+w8/ELiTKUjDCXbNW+l5Ay/YhrZYPYT82syY/3RUMK3b3x/rFBO/sb7z3JxLUa6HrmBBqvuBED3IteXrp8qDVBWd4OfxFl2Swcx6YcKIE3MnFW30k+H/eIAywuRCHBAxfpKulMrsTy6YNEtLNgfWTzRcCOSibJhMvil9CeDbuFe0tj8irm2NLJyVJaPsrv3rsNgBCAsRJ1pPcBjQU63ptYwMa2seevikRV7uh7mYMToDQGsPrKBK8OtWXwsHeX2G+9e/OJzKsvZV3vhNq+MCtfTHCSy1DUmkEhm+o6S2Z1pPlIaQYQ589hA5AYQSGR1L/HImkvxa9a37E80jW38reQGVPgF0wQWzG0Ku5Q5NN+JVjCPsKDbsH3L9WvTAEg5VQAIv6GFIbg0AERx3/rK+QXbC+lnZh4g+zM1YViK6xhnlhvza/q1pAnjscI4CFyzuaI5pGOtr0US48wk0fWMU6tuRHrCkGYa5rL+kY7OZfNStTbXSW7ADAiYSGV1JxBIIpTVvXQvcx6bVnBr5haSUV+LXzNNIBEazIJRWazaficA/Jphyf7UYDSH6o79iVll1b34Of2KGkBjfUuJXH4yeM/kH5JHUI8wlwLZkigJBRQksboTvxRtYERu4DrW1+JXpJKKfKR+KbmGRDBDPbQxt5EhyJWSiCI2M9yzvmF1T60YFtQafs04Na1gDi6yvpI4NW3MRUqmOYzOmSu2lyyJVhJH55LGKGmD5fhWADJOjco40/pKXMewZJqYZLqOaWzm4BKZwYSzPyJVLk5NA+LEcmPTL11/DBNIAhXM1NrS2F7+jnefIU6HWWuD6kY0wK/oNpRIrZDGICCRkiiJEqkB9Y1YGKTlEcxj/Ur603L+DK2tLLc59GcPm0VCg9VX0p1pmEucWW5t+bHUd6IBzVthpkRC0J6L1nAdpRcQNNAw+4Ja0a8ljWEe0sOv5OXvLbbDgTkTc2v1tbg1JTIs6dec/zSFhcSZ1tfORfZTSyNAMPpGNi8VhCS++IONz7E5YZqqOUgU14MKSSxo0lyJVmW/Dr+hXzONrT8xKszDwuC9cWrHXxDqwlxcpAZIZBpbWEhxuVJMFNxII9MKcABZ6nGtoAF+yTy2yVfSvVQNAFk8wbxphdkXzA3T2CygvZDuTOtr53p2Zzm3Vt2LDOdXHIqzzHKG0b/QyVeiNSVTa4wuhsXKjbH83HaEi3Q9XTfglV8xzowKkNWNxCMzD4k0woLlBgSqG3EbxpmCJaAG3Egjq+7Fb1iKRQ3ILfyK/Ynm1to3joluLX7NgrbmCdL1lMQ0NvNwG1Z3Uoqz5lI2LzQsWN0KiNRCK1hlfiWS4DYSj5VGC9DaRt/K5rVKYvEc2cjka5HMdDRo5Xp2Z1rNC5xabpHG0IDN66w1mnNXLRhnZh5+Ja5nf5rDXVlB5nYoi7Uy6Tj+Rqp7snculT0A/VJczzSyNNHmrZiHOfilSGSJF78Sgv2JFnQ6+prxCFobiDizOLOwkFyDSnMISykRl1vL9YcX/3xoH9qH9qF9aP/vxs9/80t92MWX279q3D7sduLhzQVb+meI5eG/yuVZaOVO8iPiXa73l7arw1aIF00//G76lqvQbwm2/Vml3DzfJXsk9p1qPBqlPJTv+zvRRzPdt8CukF19ssruNYtCXDoP6aYPd1eLkC3xrrRHtze27Ntrqvs0+ybdVWNL/EjC9nnbDg1x6PlJxmziqMUU5dNyx/nRw5ZrS1MYt+vyaNZb4l31djsPSd59qcmWctu5r9suzVafZ95e8zzj1luKexcHeNI592N5N3B2I3qfUfZWZF/yrpBnnBM/jMp9sdhDg11eHEaAQzM9BGXPc+EAOu1qewiIHk32Ede+5F3iXQTYZdwu9yMEKMG+P8Q+GG7H3YbYvsKHou8QLGwRaZdyOwr2EGBf7K5v+5HvsecfhzLEI5pHy7nLu9UVe76IPT/YH+IQxD/ZDilwKAE8I+GQ3zyp/6GhDxHvf/RM53+jPVkiPDP080bbl/meOuxL3jfyIQTBUzY/VNM8qfk7/eoZxufX8X/f5AFTHvUfykb7c3+fxPAk+u8L3B/lnfj+PmnjfTLBO6U9M/Q7/f954n/bE57BnP9QMvYC6v2D9EnP+ZcY39m5++mutv8EtRkdSAplbmRzdHJlYW0KZW5kb2JqCjcxIDAgb2JqCjkyODUwCmVuZG9iagoyIDAgb2JqCjw8IC9Db3VudCAxIC9LaWRzIFsgMTAgMCBSIF0gL1R5cGUgL1BhZ2VzID4+CmVuZG9iago3MiAwIG9iago8PCAvQ3JlYXRpb25EYXRlIChEOjIwMjAwNDAyMTQ0NTIxKzAyJzAwJykKL0NyZWF0b3IgKG1hdHBsb3RsaWIgMy4xLjMsIGh0dHA6Ly9tYXRwbG90bGliLm9yZykKL1Byb2R1Y2VyIChtYXRwbG90bGliIHBkZiBiYWNrZW5kIDMuMS4zKSA+PgplbmRvYmoKeHJlZgowIDczCjAwMDAwMDAwMDAgNjU1MzUgZiAKMDAwMDAwMDAxNiAwMDAwMCBuIAowMDAwMTE1MTYzIDAwMDAwIG4gCjAwMDAwMjE3NzggMDAwMDAgbiAKMDAwMDAyMTgyMSAwMDAwMCBuIAowMDAwMDIxOTYzIDAwMDAwIG4gCjAwMDAwMjE5ODQgMDAwMDAgbiAKMDAwMDAyMjAwNSAwMDAwMCBuIAowMDAwMDAwMDY1IDAwMDAwIG4gCjAwMDAwMDAzOTYgMDAwMDAgbiAKMDAwMDAwMDIwOCAwMDAwMCBuIAowMDAwMDA1OTU0IDAwMDAwIG4gCjAwMDAwMjIwNjIgMDAwMDAgbiAKMDAwMDAwNzcyNSAwMDAwMCBuIAowMDAwMDA3NTIwIDAwMDAwIG4gCjAwMDAwMDcxNzkgMDAwMDAgbiAKMDAwMDAwODc4NiAwMDAwMCBuIAowMDAwMDA1OTc1IDAwMDAwIG4gCjAwMDAwMDYyNzQgMDAwMDAgbiAKMDAwMDAwNjUzMyAwMDAwMCBuIAowMDAwMDA2NjIyIDAwMDAwIG4gCjAwMDAwMDY5MDQgMDAwMDAgbiAKMDAwMDAyMDE4NyAwMDAwMCBuIAowMDAwMDE5OTg3IDAwMDAwIG4gCjAwMDAwMTk0MjkgMDAwMDAgbiAKMDAwMDAyMTI0MCAwMDAwMCBuIAowMDAwMDA4ODY0IDAwMDAwIG4gCjAwMDAwMDkwMTAgMDAwMDAgbiAKMDAwMDAwOTE1OSAwMDAwMCBuIAowMDAwMDA5MzE4IDAwMDAwIG4gCjAwMDAwMDk1NTYgMDAwMDAgbiAKMDAwMDAwOTg1NiAwMDAwMCBuIAowMDAwMDEwMjY3IDAwMDAwIG4gCjAwMDAwMTA0OTMgMDAwMDAgbiAKMDAwMDAxMDYzNSAwMDAwMCBuIAowMDAwMDExMDEyIDAwMDAwIG4gCjAwMDAwMTExNTUgMDAwMDAgbiAKMDAwMDAxMTI5NCAwMDAwMCBuIAowMDAwMDExNTk3IDAwMDAwIG4gCjAwMDAwMTE3MzcgMDAwMDAgbiAKMDAwMDAxMjA1NSAwMDAwMCBuIAowMDAwMDEyNTIwIDAwMDAwIG4gCjAwMDAwMTI3MjYgMDAwMDAgbiAKMDAwMDAxMzA0NiAwMDAwMCBuIAowMDAwMDEzMjA4IDAwMDAwIG4gCjAwMDAwMTM2MTkgMDAwMDAgbiAKMDAwMDAxMzc0MyAwMDAwMCBuIAowMDAwMDEzODk2IDAwMDAwIG4gCjAwMDAwMTQwMTMgMDAwMDAgbiAKMDAwMDAxNDM0MSAwMDAwMCBuIAowMDAwMDE0NTExIDAwMDAwIG4gCjAwMDAwMTQ3NDUgMDAwMDAgbiAKMDAwMDAxNTEzOCAwMDAwMCBuIAowMDAwMDE1NDI1IDAwMDAwIG4gCjAwMDAwMTU1NzcgMDAwMDAgbiAKMDAwMDAxNTg4NiAwMDAwMCBuIAowMDAwMDE2MDA3IDAwMDAwIG4gCjAwMDAwMTYzMTcgMDAwMDAgbiAKMDAwMDAxNjU0NyAwMDAwMCBuIAowMDAwMDE2OTUyIDAwMDAwIG4gCjAwMDAwMTcwOTIgMDAwMDAgbiAKMDAwMDAxNzE4MSAwMDAwMCBuIAowMDAwMDE3Mzg1IDAwMDAwIG4gCjAwMDAwMTc3OTYgMDAwMDAgbiAKMDAwMDAxODExNyAwMDAwMCBuIAowMDAwMDE4MzYxIDAwMDAwIG4gCjAwMDAwMTg0ODUgMDAwMDAgbiAKMDAwMDAxODYyOSAwMDAwMCBuIAowMDAwMDE4Nzg5IDAwMDAwIG4gCjAwMDAwMTkwMDAgMDAwMDAgbiAKMDAwMDAxOTE0NiAwMDAwMCBuIAowMDAwMTE1MTQxIDAwMDAwIG4gCjAwMDAxMTUyMjMgMDAwMDAgbiAKdHJhaWxlcgo8PCAvSW5mbyA3MiAwIFIgL1Jvb3QgMSAwIFIgL1NpemUgNzMgPj4Kc3RhcnR4cmVmCjExNTM3NwolJUVPRgo=\n",
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 648x432 with 2 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, (top, bottom) = plt.subplots(2, figsize=(9,6))\n",
+    "fig.tight_layout(pad=3, h_pad=1.8)\n",
+    "\n",
+    "range_start, range_len = -300, 60 # [s]\n",
+    "\n",
+    "data_slice = data[ int(range_start * sampling_rate) : int((range_start + range_len) * sampling_rate) ]\n",
+    "\n",
+    "top.grid()\n",
+    "top.plot(np.linspace(0, range_len, int(range_len*sampling_rate)), data_slice, lw=1.0)\n",
+    "top.set_xlim([range_len/2-0.25, range_len/2+0.25])\n",
+    "mean = np.mean(data_not_nan)\n",
+    "rms = np.sqrt(np.mean(np.square(data_not_nan - mean)))\n",
+    "peak = np.max(np.abs(data_not_nan - mean))\n",
+    "top.axhline(mean, color='red')\n",
+    "bbox = {'facecolor': 'black', 'alpha': 0.8, 'pad': 2}\n",
+    "top.text(0.02, 0.5, f'mean: {mean:.3f}', transform=top.transAxes, color='white', bbox=bbox, ha='left', va='center')\n",
+    "top.text(0.98, 0.2, f'V_RMS: {rms:.3f}', transform=top.transAxes, color='white', bbox=bbox, ha='right')\n",
+    "top.text(0.98, 0.1, f'V_Pk: {peak:.3f}', transform=top.transAxes, color='white', bbox=bbox, ha='right')\n",
+    "top.text(0.5, 0.9, f'Run {run_id}', transform=top.transAxes, color='white', bbox=bbox, ha='center', fontweight='bold')\n",
+    "\n",
+    "bottom.grid()\n",
+    "bottom.specgram(data_slice, Fs=sampling_rate)\n",
+    "top.set_ylabel('U [V]')\n",
+    "bottom.set_ylabel('F [Hz]')\n",
+    "bottom.set_xlabel('t [s]')\n",
+    "\n",
+    "top.set_title('Voltage waveform')\n",
+    "bottom.set_title('Voltage frequency spectrum')\n",
+    "None"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Calculate Short-Time Fourier Transform of capture"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 8,
+   "metadata": {},
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Window length: 405 sp, zero-padded to 405 sp\n"
+     ]
+    }
+   ],
+   "source": [
+    "fs = sampling_rate # Hz\n",
+    "ff = 50 # Hz\n",
+    "\n",
+    "analysis_periods = 20\n",
+    "window_len = fs * analysis_periods/ff\n",
+    "nfft_factor = 1\n",
+    "sigma = window_len/8 # samples\n",
+    "\n",
+    "f, t, Zxx = signal.stft(data,\n",
+    "            fs = fs,\n",
+    "            window=('gaussian', sigma),\n",
+    "            nperseg = window_len,\n",
+    "            nfft = window_len * nfft_factor)\n",
+    "print(f'Window length: {window_len:.0f} sp, zero-padded to {window_len * nfft_factor:.0f} sp')"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Show a preview of STFT results\n",
+    "\n",
+    "Cut out our approximate frequency range of interest"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 9,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/pdf": "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\n",
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 648x216 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(figsize=(9, 3))\n",
+    "fig.tight_layout(pad=2, h_pad=0.1)\n",
+    "\n",
+    "ax.pcolormesh(t[-200:-100], f[:250], np.abs(Zxx[:250,-200:-100]))\n",
+    "ax.set_title(f\"Run {last_run}\", pad=-20, color='white')\n",
+    "ax.grid()\n",
+    "ax.set_ylabel('f [Hz]')\n",
+    "ax.set_ylim([30, 75]) # Hz\n",
+    "ax.set_xlabel('simulation time t [s]')\n",
+    "None"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Run Gasior and Gonzalez for precise frequency estimation\n",
+    "\n",
+    "Limit analysis to frequency range of interest. If automatic adaption to totally different frequency ranges\n",
+    "(e.g. 400Hz) would be necessary, we could switch here based on configuration or a lookup of the STFT bin\n",
+    "containing highest overall energy.\n",
+    "\n",
+    "As elaborated in the Gasior and Gonzalez Paper [1] the shape of the template function should match the expected peak shape.\n",
+    "Peak shape is determined by the STFT window function. As Gasior and Gonzalez note, a gaussian is a very good fit for a steep gaussian window."
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 10,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/vnd.jupyter.widget-view+json": {
+       "model_id": "ee265dcf05ce493198a0d50f237edf59",
+       "version_major": 2,
+       "version_minor": 0
+      },
+      "text/plain": [
+       "HBox(children=(FloatProgress(value=0.0, max=2708.0), HTML(value='')))"
+      ]
+     },
+     "metadata": {},
+     "output_type": "display_data"
+    },
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "\n"
+     ]
+    }
+   ],
+   "source": [
+    "f_t = t\n",
+    "\n",
+    "n_f, n_t = Zxx.shape\n",
+    "# Frequency ROI\n",
+    "f_min, f_max = 30, 70 # Hz\n",
+    "# Indices of bins within ROI\n",
+    "bounds_f = slice(np.argmax(f > f_min), np.argmin(f < f_max))\n",
+    "\n",
+    "# Initialize output array\n",
+    "f_mean = np.zeros(Zxx.shape[1])\n",
+    "\n",
+    "# Iterate over STFT time slices\n",
+    "for le_t in tnrange(1, Zxx.shape[1] - 1):\n",
+    "    # Cut out ROI and compute magnitude of complex fourier coefficients\n",
+    "    frame_f = f[bounds_f]\n",
+    "    frame_Z = np.abs(Zxx[bounds_f, le_t])\n",
+    "\n",
+    "    # Template function. We use a gaussian here. This function needs to fit the window above.\n",
+    "    def gauss(x, *p):\n",
+    "        A, mu, sigma = p\n",
+    "        return A*np.exp(-(x-mu)**2/(2.*sigma**2))\n",
+    "\n",
+    "    # Calculate initial values for curve fitting\n",
+    "    f_start = frame_f[np.argmax(frame_Z)] # index of strongest bin index\n",
+    "    A_start = np.max(frame_Z) # strongest bin value\n",
+    "    p0 = [A_start, f_start, 1.]\n",
+    "    try:\n",
+    "        # Fit template to measurement data STFT ROI \n",
+    "        coeff, var = optimize.curve_fit(gauss, frame_f, frame_Z, p0=p0)\n",
+    "        _A, f_mean[le_t], _sigma, *_ = coeff # The measured frequency is the mean of the fitted gaussian\n",
+    "        \n",
+    "    except Exception as e:\n",
+    "        # Handle fit errors\n",
+    "        f_mean[le_t] = np.nan"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Produce a plot of measurement results\n",
+    "\n",
+    "Include measurements of mean, standard deviation and variance of measurement data"
+   ]
+  },
+  {
+   "cell_type": "code",
+   "execution_count": 11,
+   "metadata": {},
+   "outputs": [
+    {
+     "data": {
+      "application/pdf": "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\n",
+      "image/png": "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\n",
+      "text/plain": [
+       "<Figure size 648x360 with 1 Axes>"
+      ]
+     },
+     "metadata": {
+      "needs_background": "light"
+     },
+     "output_type": "display_data"
+    }
+   ],
+   "source": [
+    "fig, ax = plt.subplots(figsize=(9, 5), sharex=True)\n",
+    "fig.tight_layout(pad=2.2, h_pad=0, w_pad=1)\n",
+    "\n",
+    "# Cut off invalid values at fringes\n",
+    "ax.plot(f_t[1:-2], f_mean[1:-2])\n",
+    "ax.set_ylabel('f [Hz]')\n",
+    "ax.grid()\n",
+    "\n",
+    "var = np.var(f_mean[~np.isnan(f_mean)][1:-1])\n",
+    "mean = np.mean(f_mean[~np.isnan(f_mean)][1:-1])\n",
+    "ax.text(0.5, 0.95, f'Run {run_id}', transform=ax.transAxes, ha='center', fontweight='bold', color='white', bbox=bbox)\n",
+    "ax.text(0.05, 0.95, f'μ={mean:.3g} Hz', transform=ax.transAxes, ha='left', color='white', bbox=bbox)\n",
+    "ax.text(0.05, 0.89, f'σ={np.sqrt(var) * 1e3:.3g} mHz', transform=ax.transAxes, ha='left', color='white', bbox=bbox)\n",
+    "ax.text(0.05, 0.83, f'σ²={var * 1e3:.3g} mHz²', transform=ax.transAxes, ha='left', color='white', bbox=bbox)\n",
+    "\n",
+    "# Indicated missing values\n",
+    "for i in np.where(np.isnan(f_mean))[0]:\n",
+    "    ax.axvspan(f_t[i], f_t[i+1], color='lightblue')\n",
+    "\n",
+    "formatter = matplotlib.ticker.FuncFormatter(lambda s, x: str(datetime.timedelta(seconds=s)))\n",
+    "ax.xaxis.set_major_formatter(formatter)\n",
+    "ax.set_xlabel('recording time t [hh:mm:ss]')\n",
+    "None"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# References\n",
+    "\n",
+    "1. **Gasior, M. & Gonzalez, J.** Improving FFT frequency measurement resolution by parabolic and gaussian interpolation *CERN-AB-Note-2004-021, CERN-AB-Note-2004-021, 2004*"
+   ]
+  }
+ ],
+ "metadata": {
+  "kernelspec": {
+   "display_name": "labenv",
+   "language": "python",
+   "name": "labenv"
+  },
+  "language_info": {
+   "codemirror_mode": {
+    "name": "ipython",
+    "version": 3
+   },
+   "file_extension": ".py",
+   "mimetype": "text/x-python",
+   "name": "python",
+   "nbconvert_exporter": "python",
+   "pygments_lexer": "ipython3",
+   "version": "3.8.2"
+  }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 4
+}
diff --git a/lab-windows/grid_scope.ipynb b/lab-windows/grid_scope.ipynb
index 1ddde37..0cb2083 100644
--- a/lab-windows/grid_scope.ipynb
+++ b/lab-windows/grid_scope.ipynb
@@ -1,6 +1,13 @@
 {
  "cells": [
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "# Grid frequency estimation"
+   ]
+  },
+  {
    "cell_type": "code",
    "execution_count": 1,
    "metadata": {},
@@ -31,12 +38,22 @@
    ]
   },
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Step 1: Setup\n",
+    "### Load data series information from sqlite capture file\n",
+    "\n",
+    "One capture file may contain multiple runs/data series. Display a list of runs and their start/end time and sample count, then select the newest one in `last_run` variable."
+   ]
+  },
+  {
    "cell_type": "code",
    "execution_count": 3,
    "metadata": {},
    "outputs": [],
    "source": [
-    "db = sqlite3.connect('data/waveform-raspi-2-2.sqlite3')"
+    "db = sqlite3.connect('data/waveform-raspi-ocxo-2.sqlite3')"
    ]
   },
   {
@@ -48,7 +65,9 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "Run 000: 2020-03-25 16:07:36 - 2020-03-26 00:15:13 (  8:07:37.266,  29261120sp)\n"
+      "Run 000: 2020-04-01 14:00:25 - 2020-04-01 15:09:31 (  1:09:05.846,   4197664sp)\n",
+      "Run 001: 2020-04-02 11:56:41 - 2020-04-02 11:57:59 (  0:01:18.544,     79552sp)\n",
+      "Run 002: 2020-04-02 12:03:51 - 2020-04-02 12:12:54 (  0:09:03.033,    549792sp)\n"
      ]
     }
    ],
@@ -57,8 +76,16 @@
     "    foo = lambda x: datetime.datetime.fromtimestamp(x/1000)\n",
     "    start, end = foo(start), foo(end)\n",
     "    print(f'Run {run_id:03d}: {start:%Y-%m-%d %H:%M:%S} - {end:%Y-%m-%d %H:%M:%S} ({str(end-start)[:-3]:>13}, {count*32:>9d}sp)')\n",
-    "last_run, n_records = run_id, count\n",
-    "sampling_rate = 1000.0"
+    "last_run, n_records = run_id, count"
+   ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Setup analog parameters\n",
+    "\n",
+    "Setup parameters of analog capture hardware here. This is used to scale samples from ADC counts to analog voltages. Also setup sampling rate here. Nominal sampling rate is 1 ksps."
    ]
   },
   {
@@ -67,9 +94,11 @@
    "metadata": {},
    "outputs": [],
    "source": [
+    "sampling_rate = 1000.0 * 48.6 / 48\n",
+    "\n",
     "par = lambda *rs: 1/sum(1/r for r in rs) # resistor parallel calculation\n",
     "\n",
-    "# FIXME: These are for the first prototype only!\n",
+    "# Note: These are for the first prototype only!\n",
     "vmeas_source_impedance = 330e3\n",
     "vmeas_source_scale = 0.5\n",
     "\n",
@@ -93,19 +122,28 @@
    ]
   },
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Load run data from sqlite3 capture file\n",
+    "\n",
+    "Load measurement data for the selected run and assemble a numpy array containing one continuous trace. "
+   ]
+  },
+  {
    "cell_type": "code",
-   "execution_count": 6,
+   "execution_count": 10,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "582c4360e293466e9baed5bc66a47883",
+       "model_id": "38970a137bed494d8c28c270471c73df",
        "version_major": 2,
        "version_minor": 0
       },
       "text/plain": [
-       "HBox(children=(FloatProgress(value=0.0, max=914410.0), HTML(value='')))"
+       "HBox(children=(FloatProgress(value=0.0, max=17181.0), HTML(value='')))"
       ]
      },
      "metadata": {},
@@ -115,7 +153,8 @@
      "name": "stdout",
      "output_type": "stream",
      "text": [
-      "\n"
+      "\n",
+      "RMS voltage: 228.5564548966498\n"
      ]
     }
    ],
@@ -145,39 +184,44 @@
     "        # nans[:] = np.nan\n",
     "        # data = np.append(data, nans) FIXME\n",
     "        \n",
-    "data = (data * adc_val_to_voltage_factor - v0) / (v100-v0) * 100"
+    "data = (data * adc_val_to_voltage_factor - v0) / (v100-v0) * 100\n",
+    "\n",
+    "# https://stackoverflow.com/questions/6518811/interpolate-nan-values-in-a-numpy-array\n",
+    "nan_helper = lambda y: (np.isnan(y), lambda z: z.nonzero()[0])\n",
+    "\n",
+    "# data rarely may contain NaNs where the capture script failed to read and acknowledge capture buffers from the sensor board fast enough.\n",
+    "# For RMS calculation and overall FFT fill these NaNs with interpolated values from their neighbors.\n",
+    "data_not_nan = np.copy(data)\n",
+    "nans, x = nan_helper(data)\n",
+    "data_not_nan[nans]= np.interp(x(nans), x(~nans), data[~nans])\n",
+    "\n",
+    "print('RMS voltage:', np.sqrt(np.mean(np.square(data_not_nan))))"
    ]
   },
   {
-   "cell_type": "code",
-   "execution_count": 7,
+   "cell_type": "markdown",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "227.0922848236977"
-      ]
-     },
-     "execution_count": 7,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
    "source": [
-    "data_not_nan = data[~np.isnan(data)]\n",
-    "np.sqrt(np.mean(np.square(data_not_nan)))"
+    "### Show a preview of loaded data"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 8,
+   "execution_count": 33,
    "metadata": {},
    "outputs": [
     {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "<ipython-input-33-4419e570bd12>:1: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
+      "  fig, (top, bottom) = plt.subplots(2, figsize=(9,6))\n"
+     ]
+    },
+    {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "ecf3e3e261c54d87b169c1eb391a67f9",
+       "model_id": "6faa0da0b6b64d0094b9b683e5f2c434",
        "version_major": 2,
        "version_minor": 0
       },
@@ -191,7 +235,7 @@
    ],
    "source": [
     "fig, (top, bottom) = plt.subplots(2, figsize=(9,6))\n",
-    "fig.tight_layout(pad=3, h_pad=0.1)\n",
+    "fig.tight_layout(pad=3, h_pad=1.8)\n",
     "\n",
     "range_start, range_len = -300, 60 # [s]\n",
     "\n",
@@ -205,68 +249,85 @@
     "peak = np.max(np.abs(data_not_nan - mean))\n",
     "top.axhline(mean, color='red')\n",
     "bbox = {'facecolor': 'black', 'alpha': 0.8, 'pad': 2}\n",
-    "top.text(0, mean, f'mean: {mean:.3f}', color='white', bbox=bbox)\n",
+    "top.text(0.02, 0.5, f'mean: {mean:.3f}', transform=top.transAxes, color='white', bbox=bbox, ha='left', va='center')\n",
     "top.text(0.98, 0.2, f'V_RMS: {rms:.3f}', transform=top.transAxes, color='white', bbox=bbox, ha='right')\n",
     "top.text(0.98, 0.1, f'V_Pk: {peak:.3f}', transform=top.transAxes, color='white', bbox=bbox, ha='right')\n",
+    "top.text(0.5, 0.9, f'Run {run_id}', transform=top.transAxes, color='white', bbox=bbox, ha='center', fontweight='bold')\n",
     "\n",
     "bottom.grid()\n",
     "bottom.specgram(data_slice, Fs=sampling_rate)\n",
     "top.set_ylabel('U [V]')\n",
     "bottom.set_ylabel('F [Hz]')\n",
     "bottom.set_xlabel('t [s]')\n",
+    "\n",
+    "top.set_title('Voltage waveform')\n",
+    "bottom.set_title('Voltage frequency spectrum')\n",
     "None"
    ]
   },
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Step 2: Calculate Short-Time Fourier Transform of capture"
+   ]
+  },
+  {
    "cell_type": "code",
-   "execution_count": 9,
+   "execution_count": 38,
    "metadata": {},
-   "outputs": [],
+   "outputs": [
+    {
+     "name": "stdout",
+     "output_type": "stream",
+     "text": [
+      "Window length: 405 sp, zero-padded to 405 sp\n"
+     ]
+    }
+   ],
    "source": [
     "fs = sampling_rate # Hz\n",
     "ff = 50 # Hz\n",
     "\n",
-    "analysis_periods = 10\n",
+    "analysis_periods = 20\n",
     "window_len = fs * analysis_periods/ff\n",
-    "nfft_factor = 4\n",
+    "nfft_factor = 1\n",
     "sigma = window_len/8 # samples\n",
     "\n",
     "f, t, Zxx = signal.stft(data,\n",
     "            fs = fs,\n",
     "            window=('gaussian', sigma),\n",
     "            nperseg = window_len,\n",
-    "            nfft = window_len * nfft_factor)"
+    "            nfft = window_len * nfft_factor)\n",
+    "print(f'Window length: {window_len:.0f} sp, zero-padded to {window_len * nfft_factor:.0f} sp')"
    ]
   },
   {
-   "cell_type": "code",
-   "execution_count": 10,
+   "cell_type": "markdown",
    "metadata": {},
-   "outputs": [
-    {
-     "data": {
-      "text/plain": [
-       "(200.0, 800.0)"
-      ]
-     },
-     "execution_count": 10,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
    "source": [
-    "window_len, window_len * nfft_factor"
+    "### Show a preview of STFT results\n",
+    "\n",
+    "Cut out our approximate frequency range of interest"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 11,
+   "execution_count": 64,
    "metadata": {},
    "outputs": [
     {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "<ipython-input-64-467ca72791b1>:1: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
+      "  fig, ax = plt.subplots(figsize=(9, 3))\n"
+     ]
+    },
+    {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "cc101709475d440ea77e68bcb56ce3b7",
+       "model_id": "95c94ad504b248febb55f81b0e919464",
        "version_major": 2,
        "version_minor": 0
       },
@@ -292,19 +353,33 @@
    ]
   },
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## Step 3: Run Gasior and Gonzalez for precise frequency estimation\n",
+    "\n",
+    "Limit analysis to frequency range of interest. If automatic adaption to totally different frequency ranges\n",
+    "(e.g. 400Hz) would be necessary, we could switch here based on configuration or a lookup of the STFT bin\n",
+    "containing highest overall energy.\n",
+    "\n",
+    "As elaborated in the Gasior and Gonzalez Paper [1] the shape of the template function should match the expected peak shape.\n",
+    "Peak shape is determined by the STFT window function. As Gasior and Gonzalez note, a gaussian is a very good fit for a steep gaussian window."
+   ]
+  },
+  {
    "cell_type": "code",
-   "execution_count": 12,
+   "execution_count": 45,
    "metadata": {},
    "outputs": [
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "b0202d59643548cf83b6fa6fd7580d2d",
+       "model_id": "5443a7d157cc4a828cbffc91b2d645e3",
        "version_major": 2,
        "version_minor": 0
       },
       "text/plain": [
-       "HBox(children=(FloatProgress(value=0.0, max=292611.0), HTML(value='')))"
+       "HBox(children=(FloatProgress(value=0.0, max=2708.0), HTML(value='')))"
       ]
      },
      "metadata": {},
@@ -322,61 +397,65 @@
     "f_t = t\n",
     "\n",
     "n_f, n_t = Zxx.shape\n",
-    "# start, stop = 180, 220\n",
-    "# start, stop = 90, 110\n",
-    "# start, stop = 15, 35\n",
-    "# bounds_f = slice(start // 4 * nfft_factor, stop // 4 * nfft_factor)\n",
+    "# Frequency ROI\n",
     "f_min, f_max = 30, 70 # Hz\n",
+    "# Indices of bins within ROI\n",
     "bounds_f = slice(np.argmax(f > f_min), np.argmin(f < f_max))\n",
     "\n",
-    "\n",
+    "# Initialize output array\n",
     "f_mean = np.zeros(Zxx.shape[1])\n",
+    "\n",
+    "# Iterate over STFT time slices\n",
     "for le_t in tnrange(1, Zxx.shape[1] - 1):\n",
+    "    # Cut out ROI and compute magnitude of complex fourier coefficients\n",
     "    frame_f = f[bounds_f]\n",
-    "    frame_step = frame_f[1] - frame_f[0]\n",
-    "    time_step = f_t[1] - f_t[0]\n",
-    "    #if t == 10:\n",
-    "    #    axs[-1].plot(frame_f, frame_Z)\n",
     "    frame_Z = np.abs(Zxx[bounds_f, le_t])\n",
-    "    # frame_f = f[180:220]\n",
-    "    # frame_Z = np.abs(Zxx[180:220, 40])\n",
-    "    # frame_f = f[15:35]\n",
-    "    # frame_Z = np.abs(Zxx[15:35, 40])\n",
-    "    # plt.plot(frame_f, frame_Z)\n",
-    "\n",
-    "    # peak_f = frame_f[np.argmax(frame)]\n",
-    "    # plt.axvline(peak_f, color='red')\n",
-    "\n",
-    "#         def gauss(x, *p):\n",
-    "#             A, mu, sigma, o = p\n",
-    "#             return A*np.exp(-(x-mu)**2/(2.*sigma**2)) + o\n",
     "\n",
+    "    # Template function. We use a gaussian here. This function needs to fit the window above.\n",
     "    def gauss(x, *p):\n",
     "        A, mu, sigma = p\n",
     "        return A*np.exp(-(x-mu)**2/(2.*sigma**2))\n",
     "\n",
-    "    f_start = frame_f[np.argmax(frame_Z)]\n",
-    "    A_start = np.max(frame_Z)\n",
+    "    # Calculate initial values for curve fitting\n",
+    "    f_start = frame_f[np.argmax(frame_Z)] # index of strongest bin index\n",
+    "    A_start = np.max(frame_Z) # strongest bin value\n",
     "    p0 = [A_start, f_start, 1.]\n",
     "    try:\n",
+    "        # Fit template to measurement data STFT ROI \n",
     "        coeff, var = optimize.curve_fit(gauss, frame_f, frame_Z, p0=p0)\n",
-    "        # plt.plot(frame_f, gauss(frame_f, *coeff))\n",
-    "        #print(coeff)\n",
-    "        A, mu, sigma, *_ = coeff\n",
-    "        f_mean[le_t] = mu\n",
+    "        _A, f_mean[le_t], _sigma, *_ = coeff # The measured frequency is the mean of the fitted gaussian\n",
+    "        \n",
     "    except Exception as e:\n",
+    "        # Handle fit errors\n",
     "        f_mean[le_t] = np.nan"
    ]
   },
   {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "### Produce a plot of measurement results\n",
+    "\n",
+    "Include measurements of mean, standard deviation and variance of measurement data"
+   ]
+  },
+  {
    "cell_type": "code",
-   "execution_count": 13,
+   "execution_count": 56,
    "metadata": {},
    "outputs": [
     {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "<ipython-input-56-4e12d8913585>:1: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
+      "  fig, ax = plt.subplots(figsize=(9, 5), sharex=True)\n"
+     ]
+    },
+    {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "59d50a2876634433bdfb751a7a66d9ca",
+       "model_id": "c1c391d0577f4dbeb59db8d1fa9261de",
        "version_major": 2,
        "version_minor": 0
       },
@@ -392,49 +471,45 @@
     "fig, ax = plt.subplots(figsize=(9, 5), sharex=True)\n",
     "fig.tight_layout(pad=2.2, h_pad=0, w_pad=1)\n",
     "\n",
-    "label = f'Run {last_run}'\n",
-    "ax.plot(f_t[1:-1], f_mean[1:-1])\n",
-    "\n",
-    "#     b, a = signal.butter(3,\n",
-    "#                          1/5, # Hz\n",
-    "#                          btype='lowpass',\n",
-    "#                          fs=1/time_step)\n",
-    "#     filtered = signal.lfilter(b, a, f_mean[1:-1], axis=0)\n",
-    "#     ax.plot(f_t[1:-1], filtered)\n",
-    "\n",
-    "ax.set_title(label, pad=-20)\n",
+    "# Cut off invalid values at fringes\n",
+    "ax.plot(f_t[1:-2], f_mean[1:-2])\n",
     "ax.set_ylabel('f [Hz]')\n",
     "ax.grid()\n",
-    "if not label in ['off_frequency', 'sweep_phase_steps']:\n",
-    "    ax.set_ylim([49.90, 50.10])\n",
-    "    var = np.var(f_mean[~np.isnan(f_mean)][1:-1])\n",
-    "    ax.text(0.5, 0.08, f'σ²={var * 1e3:.3g} mHz²', transform=ax.transAxes, ha='center', color='white', bbox=bbox)\n",
-    "    ax.text(0.5, 0.15, f'σ={np.sqrt(var) * 1e3:.3g} mHz', transform=ax.transAxes, ha='center', color='white', bbox=bbox)\n",
-    "\n",
-    "#         ax.text(0.5, 0.2, f'filt. σ²={np.var(filtered) * 1e3:.3g} mHz', transform=ax.transAxes, ha='center')\n",
-    "else:\n",
-    "    f_min, f_max = min(f_mean[1:-1]), max(f_mean[1:-1])\n",
-    "    delta = f_max - f_min\n",
-    "    ax.set_ylim(f_min - delta * 0.1, f_max + delta * 0.3)\n",
     "\n",
+    "var = np.var(f_mean[~np.isnan(f_mean)][1:-1])\n",
+    "mean = np.mean(f_mean[~np.isnan(f_mean)][1:-1])\n",
+    "ax.text(0.5, 0.95, f'Run {run_id}', transform=ax.transAxes, ha='center', fontweight='bold', color='white', bbox=bbox)\n",
+    "ax.text(0.05, 0.95, f'μ={mean:.3g} Hz', transform=ax.transAxes, ha='left', color='white', bbox=bbox)\n",
+    "ax.text(0.05, 0.89, f'σ={np.sqrt(var) * 1e3:.3g} mHz', transform=ax.transAxes, ha='left', color='white', bbox=bbox)\n",
+    "ax.text(0.05, 0.83, f'σ²={var * 1e3:.3g} mHz²', transform=ax.transAxes, ha='left', color='white', bbox=bbox)\n",
+    "\n",
+    "# Indicated missing values\n",
     "for i in np.where(np.isnan(f_mean))[0]:\n",
     "    ax.axvspan(f_t[i], f_t[i+1], color='lightblue')\n",
     "\n",
     "formatter = matplotlib.ticker.FuncFormatter(lambda s, x: str(datetime.timedelta(seconds=s)))\n",
     "ax.xaxis.set_major_formatter(formatter)\n",
-    "ax.set_xlabel('recording time t [s]')\n",
+    "ax.set_xlabel('recording time t [hh:mm:ss]')\n",
     "None"
    ]
   },
   {
    "cell_type": "code",
-   "execution_count": 14,
+   "execution_count": 57,
    "metadata": {},
    "outputs": [
     {
+     "name": "stderr",
+     "output_type": "stream",
+     "text": [
+      "<ipython-input-57-8b77e38496af>:9: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
+      "  fig, (ax2, ax1) = plt.subplots(2, figsize=(9,7))\n"
+     ]
+    },
+    {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "95cfea97c3b946ed9cdf351b16c2c45e",
+       "model_id": "c1209b4895814c92a9b0fa01ad666667",
        "version_major": 2,
        "version_minor": 0
       },
@@ -444,6 +519,17 @@
      },
      "metadata": {},
      "output_type": "display_data"
+    },
+    {
+     "ename": "IndexError",
+     "evalue": "index 0 is out of bounds for axis 0 with size 0",
+     "output_type": "error",
+     "traceback": [
+      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+      "\u001b[0;31mIndexError\u001b[0m                                Traceback (most recent call last)",
+      "\u001b[0;32m<ipython-input-57-8b77e38496af>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[1;32m     56\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     57\u001b[0m \u001b[0;31m# Cut out first 10min of filtered data to give filters time to settle\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m---> 58\u001b[0;31m \u001b[0mrms_slice\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mfiltered2\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mwhere\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mf_t\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m1\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m>\u001b[0m \u001b[0;36m10\u001b[0m\u001b[0;34m*\u001b[0m\u001b[0;36m60\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;36m0\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m:\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m     59\u001b[0m \u001b[0mrms\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msqrt\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mmean\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mnp\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0msquare\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mrms_slice\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m     60\u001b[0m \u001b[0max1\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtext\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;36m0.5\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;36m0.1\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34mf'RMS (band-pass): {rms*1e3:.3f}mHz'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mtransform\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0max1\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mtransAxes\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mcolor\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'white'\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mbbox\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mbbox\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mha\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;34m'center'\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+      "\u001b[0;31mIndexError\u001b[0m: index 0 is out of bounds for axis 0 with size 0"
+     ]
     }
    ],
    "source": [
@@ -512,7 +598,7 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 15,
+   "execution_count": 69,
    "metadata": {},
    "outputs": [],
    "source": [
@@ -531,49 +617,16 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 53,
+   "execution_count": 73,
    "metadata": {},
-   "outputs": [
-    {
-     "name": "stderr",
-     "output_type": "stream",
-     "text": [
-      "<ipython-input-53-c54c3e4ac2be>:20: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
-      "  fig, ax = plt.subplots(figsize=(5, 2))\n"
-     ]
-    },
-    {
-     "data": {
-      "application/vnd.jupyter.widget-view+json": {
-       "model_id": "ad5454f664734681adb8640f480ce69a",
-       "version_major": 2,
-       "version_minor": 0
-      },
-      "text/plain": [
-       "Canvas(toolbar=Toolbar(toolitems=[('Home', 'Reset original view', 'home', 'home'), ('Back', 'Back to previous …"
-      ]
-     },
-     "metadata": {},
-     "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "Text(20, 1, '50 Hz')"
-      ]
-     },
-     "execution_count": 53,
-     "metadata": {},
-     "output_type": "execute_result"
-    }
-   ],
+   "outputs": [],
    "source": [
     "# Number of samplepoints\n",
-    "N = len(data)\n",
+    "N = len(data_not_nan)\n",
     "# sample spacing\n",
     "T = 1.0 / sampling_rate\n",
     "x = np.linspace(0.0, N*T, N)\n",
-    "yf = scipy.fftpack.fft(data * sig.blackman(N))\n",
+    "yf = scipy.fftpack.fft(data_not_nan * sig.blackman(N))\n",
     "xf = np.linspace(0.0, 1.0/(2.0*T), N//2)\n",
     "\n",
     "yf = 2.0/N * np.abs(yf[:N//2])\n",
@@ -590,21 +643,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 68,
+   "execution_count": 77,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "<ipython-input-68-21b49a5af249>:1: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
+      "<ipython-input-77-2f4bcf6b2d33>:1: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
       "  fig, ax = plt.subplots(figsize=(6, 3))\n"
      ]
     },
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "4a3edb0925fe47eb8751150aa7da8c22",
+       "model_id": "8b689c4f96fa40ffb5012764afb57564",
        "version_major": 2,
        "version_minor": 0
       },
@@ -631,7 +684,7 @@
     "ax.set_xlabel('f [Hz]')\n",
     "ax.set_ylabel('Amplitude V [V]')\n",
     "ax.grid()\n",
-    "ax.set_xlim([0.1, 500])\n",
+    "ax.set_xlim([0.001, 500])\n",
     "fig.subplots_adjust(bottom=0.2)\n",
     "\n",
     "for le_f in (50, 150, 250, 350, 450):\n",
@@ -646,21 +699,21 @@
   },
   {
    "cell_type": "code",
-   "execution_count": 43,
+   "execution_count": 84,
    "metadata": {},
    "outputs": [
     {
      "name": "stderr",
      "output_type": "stream",
      "text": [
-      "<ipython-input-43-2e31f0cb9460>:21: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
+      "<ipython-input-84-936ca777d145>:26: RuntimeWarning: More than 20 figures have been opened. Figures created through the pyplot interface (`matplotlib.pyplot.figure`) are retained until explicitly closed and may consume too much memory. (To control this warning, see the rcParam `figure.max_open_warning`).\n",
       "  fig, ax = plt.subplots()\n"
      ]
     },
     {
      "data": {
       "application/vnd.jupyter.widget-view+json": {
-       "model_id": "37e159955f114f36824dd42da060b9ea",
+       "model_id": "b58b8858dea1485fae236c9fbb6954d5",
        "version_major": 2,
        "version_minor": 0
       },
@@ -670,21 +723,15 @@
      },
      "metadata": {},
      "output_type": "display_data"
-    },
-    {
-     "data": {
-      "text/plain": [
-       "[<matplotlib.lines.Line2D at 0x7fafc108cdc0>]"
-      ]
-     },
-     "execution_count": 43,
-     "metadata": {},
-     "output_type": "execute_result"
     }
    ],
    "source": [
     "# Number of samplepoints\n",
     "newcopy = np.copy(f_mean[1:-2])\n",
+    "\n",
+    "nans, x = nan_helper(newcopy)\n",
+    "newcopy[nans]= np.interp(x(nans), x(~nans), newcopy[~nans])\n",
+    "\n",
     "N = len(newcopy)\n",
     "# sample spacing\n",
     "T = 1.0 / 10\n",
@@ -715,8 +762,8 @@
     "#ax.text(1/60, 10,'60 s', ha='left')\n",
     "ax.grid()\n",
     "#ax.set_xlim([1/60000, 0.5])\n",
-    "ax.set_ylim([5e-7, 2e-2])\n",
-    "ax.plot(xf[1:], 2e-6/xf[1:])"
+    "#ax.set_ylim([5e-7, 2e-2])\n",
+    "#ax.plot(xf[1:], 2e-6/xf[1:])"
    ]
   },
   {
@@ -744,6 +791,15 @@
     "ax.plot(np.linspace(0, (len(f_mean)-3)/10, len(f_mean)-3) , f_mean[1:-2])\n",
     "ax.grid()"
    ]
+  },
+  {
+   "cell_type": "markdown",
+   "metadata": {},
+   "source": [
+    "## References\n",
+    "\n",
+    "1. **Gasior, M. & Gonzalez, J.** Improving FFT frequency measurement resolution by parabolic and gaussian interpolation *CERN-AB-Note-2004-021, CERN-AB-Note-2004-021, 2004*"
+   ]
   }
  ],
  "metadata": {
diff --git a/ma/Makefile b/ma/Makefile
index f693b51..c3d61b7 100644
--- a/ma/Makefile
+++ b/ma/Makefile
@@ -1,4 +1,6 @@
 
+LAB_PATH ?= ../lab-windows
+
 SHELL := bash
 .ONESHELL:
 .SHELLFLAGS := -eu -o pipefail -c
@@ -8,11 +10,16 @@ MAKEFLAGS += --no-builtin-rules
 
 all: safety_reset.pdf
 
+safety_reset.pdf: resources/grid_freq_estimation.pdf
+
 %.pdf: %.tex %.bib
 	pdflatex -shell-escape $<
 	biber $* 
 	pdflatex -shell-escape $<
 
+resources/%.pdf: $(LAB_PATH)/%.ipynb
+	jupyter-nbconvert --to=pdf --output-dir=resources --output=$* --LatexExporter.template_file=resources/nbexport.tplx $^
+
 .PHONY: clean
 clean:
 	rm -f safety_reset.aux safety_reset.bbl safety_reset.bcf safety_reset.log safety_reset.blg
diff --git a/ma/resources/nbexport.tplx b/ma/resources/nbexport.tplx
new file mode 100644
index 0000000..6346c67
--- /dev/null
+++ b/ma/resources/nbexport.tplx
@@ -0,0 +1,13 @@
+
+((*- extends 'article.tplx' -*))
+
+((*- block header -*))
+
+    ((( super() )))
+
+    \pagenumbering{gobble}
+
+((*- endblock header -*))
+
+((* block maketitle *))((* endblock maketitle *))
+
diff --git a/ma/safety_reset.tex b/ma/safety_reset.tex
index 154fbda..868c6e3 100644
--- a/ma/safety_reset.tex
+++ b/ma/safety_reset.tex
@@ -47,6 +47,7 @@
 \usetikzlibrary{calc}
 %\usepackage[pdftex]{graphicx,color}
 \usepackage{epstopdf}
+\usepackage{pdfpages}
 % Needed for murks.tex
 \usepackage{setspace}
 \usepackage[draft=false,babel,tracking=true,kerning=true,spacing=true]{microtype} % optischer Randausgleich etc.
@@ -56,6 +57,10 @@
 \newcommand{\degree}{\ensuremath{^\circ}}
 \newcolumntype{P}[1]{>{\centering\arraybackslash}p{#1}}
 
+\usepackage{fancyhdr}
+\fancyhf{}
+\fancyfoot[C]{\thepage}
+
 \begin{document}
 
 % Beispielhafte Nutzung der Vorlage für die Titelseite (bitte anpassen):
@@ -778,7 +783,7 @@ an \emph{arbitrary} signal this would highly limit our practical measurement acc
     instead just amounts to an interpolation between output bins. Depending on the downstream analysis algorithm it may
     still be sensible to use this property of the DFT for interpolation, but in general it will be computationally
     expensive compared to other interpolation methods and in any case it will not yield any better frequency resolution
-    aside from a hypothetical numerical advantage\cite{gasior01}.
+    aside from a hypothetical numerical advantage\cite{gasior02}.
 }.
 For this reason all approaches to mains frequency estimation are based on a model of the mains voltage waveform.
 Nominally, this waveform would be a perfect sine at $f = 50 \text{Hz}$. In practice it is a sine at $f \approx 50
@@ -989,7 +994,8 @@ interface and its good tolerance of system resets due to unexpected power loss.
 \subsection{Frequency sensor measurement results}
 
 Captured raw waveform data is processed in the Jupyter Lab environment\cite{kluyver01} and grid frequency estimates are
-extracted as described in sec. \ref{frequency_estimation} using the \textcite{gasior01} technique.
+extracted as described in sec. \ref{frequency_estimation} using the \textcite{gasior01} technique. Appendix
+\ref{grid_freq_est_notebook} contains the Jupyter notebook we used for frequency measurement.
 
 % FIXME comparison against reference measurements?
 
@@ -1088,6 +1094,13 @@ correctly configure than it is to simply use separate hardware and secure the in
 \printbibliography
 \newpage
 
+\chapter{Transcripts of Jupyter notebooks used in this thesis}
+
+\section{Grid frequency estimation}
+\label{grid_freq_est_notebook}
+\fancyhead[C]{Included Jupyter notebook: Grid frequency estimation}
+\includepdf[pages=-, pagecommand=\thispagestyle{fancy}]{resources/grid_freq_estimation.pdf}
+
 \chapter{Demonstrator schematics and code}
 
 \chapter{Economic viability of countermeasures}