<snapdata remixID="11344183"><project name="Lab 14 Graphing App" app="Snap! 7, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="Lab 14 Graphing App"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Gr6 age-height-weight-gender stats" type="reporter" category="lists"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doReport"><block s="reportNewList"><list><block s="reportNewList"><list><l>137.4</l><l>146.52</l><l>40.52</l><l>F</l></list></block><block s="reportNewList"><list><l>141.3</l><l>152.12</l><l>46.0</l><l>F</l></list></block><block s="reportNewList"><list><l>138.5</l><l>142.0</l><l>33.1</l><l>F</l></list></block><block s="reportNewList"><list><l>137.6</l><l>150.82</l><l>43.58</l><l>M</l></list></block><block s="reportNewList"><list><l>139.2</l><l>148.46</l><l>40.0</l><l>F</l></list></block><block s="reportNewList"><list><l>141.7</l><l>142.88</l><l>34.84</l><l>M</l></list></block><block s="reportNewList"><list><l>146.1</l><l>155.51</l><l>47.76</l><l>M</l></list></block><block s="reportNewList"><list><l>139.8</l><l>148.55</l><l>48.55</l><l>F</l></list></block><block s="reportNewList"><list><l>140.5</l><l>138.63</l><l>39.85</l><l>F</l></list></block><block s="reportNewList"><list><l>139.5</l><l>146.83</l><l>38.68</l><l>M</l></list></block><block s="reportNewList"><list><l>144.0</l><l>149.31</l><l>39.5</l><l>M</l></list></block><block s="reportNewList"><list><l>146.6</l><l>154.5</l><l>58.55</l><l>F</l></list></block><block s="reportNewList"><list><l>141.5</l><l>149.85</l><l>40.72</l><l>F</l></list></block><block s="reportNewList"><list><l>144.8</l><l>152.6</l><l>49.5</l><l>F</l></list></block><block s="reportNewList"><list><l>144.3</l><l>149.31</l><l>40.67</l><l>M</l></list></block><block s="reportNewList"><list><l>144.5</l><l>150.48</l><l>40.8</l><l>F</l></list></block><block s="reportNewList"><list><l>137.5</l><l>141.09</l><l>45.28</l><l>M</l></list></block><block s="reportNewList"><list><l>145.5</l><l>151.5</l><l>39.5</l><l>F</l></list></block><block s="reportNewList"><list><l>145.6</l><l>137.8</l><l>30.8</l><l>M</l></list></block><block s="reportNewList"><list><l>143.5</l><l>153.88</l><l>44.46</l><l>F</l></list></block><block s="reportNewList"><list><l>142.5</l><l>147.25</l><l>44.0</l><l>F</l></list></block><block s="reportNewList"><list><l>136.1</l><l>132.32</l><l>27.49</l><l>M</l></list></block><block s="reportNewList"><list><l>140.5</l><l>152.29</l><l>51.85</l><l>M</l></list></block><block s="reportNewList"><list><l>144.1</l><l>144.33</l><l>35.87</l><l>M</l></list></block><block s="reportNewList"><list><l>136.5</l><l>144.62</l><l>36.89</l><l>F</l></list></block><block s="reportNewList"><list><l>136.0</l><l>158.81</l><l>56.4</l><l>F</l></list></block><block s="reportNewList"><list><l>146.8</l><l>160.2</l><l>55.05</l><l>M</l></list></block></list><comment w="90" collapsed="false">27 sixth graders with age, height in cm, weight in kg, and sex</comment></block></block></script></block-definition><block-definition s="round %&apos;input number&apos; to %&apos;n&apos; decimal places" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block s="reportRound"><block s="reportVariadicProduct"><list><block var="input number"/><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></list></block></block><block s="reportMonadic"><l><option>10^</option></l><block var="n"/></block></block></block></script></block-definition><block-definition s="coordinate pair x %&apos;x&apos; y %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportJoinWords"><list><l>(</l><block var="x"/><l>,</l><l> </l><block var="y"/><l>)</l></list></block></block></script></block-definition><block-definition s="announce axes position %&apos;x&apos; %&apos;y&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="up"></block><block s="gotoXY"><block var="x"/><block s="reportVariadicSum"><list><block var="y"/><l>5</l></list></block></block><block s="write"><custom-block s="coordinate pair x %n y %n"><custom-block s="round %n to %n decimal places"><custom-block s="xGraph at xStage: %n"><block var="x"/></custom-block><l>2</l></custom-block><custom-block s="round %n to %n decimal places"><custom-block s="yGraph at yStage: %n"><block var="y"/></custom-block><l>2</l></custom-block></custom-block><l>16</l></block><block s="gotoXY"><block var="x"/><block var="y"/></block></script></block-definition><block-definition s="set graph scale, xMin: %&apos;xmin&apos; xMax: %&apos;xmax&apos; yMin: %&apos;ymin&apos; yMax: %&apos;ymax&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input><input type="%n"></input><input type="%n"></input></inputs><script><block s="clear"></block><block s="doSetVar"><l>x min val</l><block var="xmin"/></block><block s="doSetVar"><l>x max val</l><block var="xmax"/></block><block s="doSetVar"><l>y min val</l><block var="ymin"/></block><block s="doSetVar"><l>y max val</l><block var="ymax"/></block><block s="doSetVar"><l>x-stepsize</l><block s="reportQuotient"><l>480</l><block s="reportDifference"><block var="xmax"/><block var="xmin"/></block></block></block><block s="doSetVar"><l>y-stepsize</l><block s="reportQuotient"><l>360</l><block s="reportDifference"><block var="ymax"/><block var="ymin"/></block></block></block><custom-block s="announce axes position %n %n"><custom-block s="y-axis"></custom-block><custom-block s="x-axis"></custom-block></custom-block></script></block-definition><block-definition s="y-axis" type="reporter" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="bubble"><l></l></block><block s="setHeading"><l>0</l></block><block s="doIfElse"><custom-block s="%n ≤ %n ≤ %n"><block var="x min val"/><l>0</l><block var="x max val"/></custom-block><script><block s="up"></block><block s="gotoXY"><custom-block s="xStage for xGraph: %n"><l>0</l></custom-block><l>-180</l></block><block s="setSize"><l>3</l></block><block s="down"></block><block s="forward"><l>360</l></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doReport"><block s="xPosition"></block></block></script><script><block s="up"></block><block s="gotoXY"><l>0</l><l>-180</l></block><block s="setSize"><l>1</l></block><custom-block s="dashed line %n"><l>360</l></custom-block><block s="doReport"><block 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yxaD5ZEUBdCXCLCL9IXggmkywGGH8T4f5bEYQxjvD/lXHRdmxCPtz0IcAMo9GCMiriwF9QujKAJeNwVxzy/S9KjY/Mct7753kdkixsLMaEhsEkWyIGbLrc3xr3DiJ2BdCFgQnlyI+5iogn4k32CtIckeLh9xBTfPf6fg85/Qnrwh0jw8JP4N2tigwl4xNXn11qFAN8BekA+HE61ZE0hS05xKyA4O5lRuL38NU6xZE/hdDu5YgJOgf3DJeEPvDyTMRY3H3x/8Tf+XYoOj1FHQb4YEZHjdtsx6uJVkhR8X9IbJf2goyRcQMhegd6cW/DWM27BM5M8kOaQnyvF9ibgMVegX280AoU+Z9kMPdjKIGJ0OjMLNxfER+i+OMXyQ6J1knZPhohNwCkWHyT08kjajm4vdTk9AjhwW5xkIgZuY4TcfGHENb5OooEypu9KeoWkn094jImGVF01JuDqsHZL9UIAgiUnKPGAD5B0u0jUXaaX6HLYbL4a+hySd6cULXJTYYOEEPi5QfwQkQfR37mS/qbr77KnttzqPJ19OhtgyvbLYNCmZ8gRS0jKu4QxTaqxsU7Q+/KD5GSShXX0XElPCUvelH1hnMfGLZ8Dx2QOpClHVFFdJuCKgHYztUIA3R86mydLetgYidgRJ+HXiSEPCbzHveFAvGyUSyXtG4TAjRwC5lvlh82NH3RIWFL+KH7QMUHMJuLhlxoiw/tJeoGk2yQiYUjps5LeHJISRJGTKhw27ybpHbG2Uvs9sx6RBEHwGBfxXbiUQMAEXAIkP9IqBCBfjCWekyisHMYnBNh/kyRcNEYlYawquZFzG39I/J2Nk81yrg1zpnUlt44vSvpSWKV6Axx+yaLDwy2JdXHrcMUZhagKa1fI951xSEJXOsmCoRXpENF3j6v3nW8cjBFJzDOx7vUtuNx0m4DL4eSn2oEAhLZC0otC9IzBRIqCXx+uBYgxuZUOewtlU7yrpGeEfyH9HCbKDkYdbIDcwolXy4EAIzGX4RBgPXA4e7yke0oi/ytuJWX2SeaAw9caSZ8JyQh/nzT5ggB+vh8OV5nhEBnuaTwFDor110XXpOHQKrmwhq7ULxiBGiLAJop1MzlZH5fhJoC7wUclvSaspcvqwbCcRPxJZB3E4rONv4aBktsXhmGIGtHJsSG6DIcAEhKI978i4tFe4VJSHIqKW3ERVAHMIdm/xw3w0+EnC/aTFDvPHDVr/tCw8B8OjeGe5iCKJAidN14DLgMQKHOyM4hGoA0IYMAE0ZGAHVej1GufDRlDG4iUIAVlYucidia7yvPj5jXMrXe+OWHTJzjCMXELw4XKZXgEOBjhioYO/g7xJ1GiEOdyK0b1AOkibv21pBMlrQ09/KhqiOF7We4NJCKMIZXl83ytMu5vB9mfUa5r3X4q9SbUbTQ9+jojQJxbSAkShvhyFDZlyBcSHmT1yk2KTRFxOLrHFORbjAkShhBeJelbHY3bm2p+ObihIkBHjLFWoZcvbr7MOYccJCDDqh5S9XFQPdxGi3CJg54d5/eI4YkVjR3DpH2exxlHZe+agCuD2g1NGAFEiujBuP3mLBAvGVMgwIX0f1g2Hx5kzSafuqCD+4QkUu4NOgykbtv11QuBsuqQFL3GOh+La/zlXQYgYAL2EukKAkQiQg9GNpOcBVcg9MDvi1vRXG3x3ZFblD7tnUEcTptsuqeGYdinbJWac8prX3edCRipAlHouKEj3t85XPGQCCFZ+Jukf4ZRIa5O/F9rEkCYgGv/7biDiRD4vxD5prJ8nq9bGKLgDoQY+h/zPMRmw+2XEIgpRc+zm0NM+oEwPGPzcukmAnUkYIzdkAKhYycAyp0iMxPfZ8FLhc87Eeh+Jel7kn4aYm5E/lWOK8vKMQFngdWV1hABbqYQX07CY9iQHq5IxNr9yzw44GeK4RUJ2nMXDHBeGj7Kudty/fVEALEweuxxLOzLjIybKWue6HIL6YAJNoPF/yPiWaRSfJczswgV7RUkXOjc8bXHxxpjL/TNdXDzKoPNnM+YgEeGzi82DIEqT8tYgJIvlA1irvLQyA0LEecuhMnEGAt9sEs3Efhm5K2twgoaSdPTJc1nBU3moEeGz/uwCe2L4DNYW0PC75b02zGC30x8NZiAJz4F7kBFCNSJgBE/cytF95W7IKojChLB8l26iQCW9tg/oF/NWQb5AUO+kDOpEOnLKJHG6D/fMiTMweK1icLA5sRl3rpNwBOB3Y1OAIE6ETDk+7JMxlezoWXcxCMmTq9LNxEgEhZ5e8n6NSrpDUKOdYa70xODGGdHwkLsTKS3Q8Yk36IftIf4+etxuOQmXFc3MBPwoNXj37ceAYyQ0INVoQMmGhW+kPPpgHENgoCrKhAwMY5duokA657oVOMkHhmEHGT4w0hwQkCSmYXAJY8Nn/c9Ex4CChLGvfB1Ifau8qA9CJOBv/cNeCBEfqAlCHwn9GBVWEGT+/VZC1hBm4BbsqgaMgyMr+4h6fWSbpnBGAvjK9yFsOonOxhqj5mFJCNY45P2MbUhGIRL8hFu18eHm1JDpiV9OL7GDHyBjnJaw1qWaEkcUBClENe1TGjBNoy/rWMg6Tp6MHwNcxYsTgs/4AvnaQidHCSMK0buws2E+LzEA3bpLgIcPI/MlA+YPZLY46zrs2ZBzH76wvj2irSaKWehsJL+35DyYHTYmOIb8KapgnB3l7Rb6CcIxk4sWPAh1By6jXMiohDWfbi0tMYZvDGrdbyOEgkLPRiWl7n0YEUoPoxMfryAi8TBcVtYPN6QSr3NhoihCqnxXLqLAGuemyjBXwgCQ2jNFIUDHq5B3H6J/jY7DjZrHAt8br+5vrvCKOu/IxRsYzIxdZ2AIV4ME3ACZ4HgFE7A9dk3E3zQzo5MMyw2NtffBDGbiFN8xvnrwAITtwXiLueMBc1J/GkRqH++UZF6kFsBfcld2BTRNxMT2qXbCCD+ZZ/DII8D6bgkDPn+XNIbIwUhVtCzy5MkPU/STTNDzx6NHhhdN0kyGlG6SsCcxG4STuAYy7Aoyy5GLO2wuCP/K7o+Yp425sTViFWZp5OQLokYuA1yyEptjMUGgHQEYiUhA5KT+QqSlmdH8vLU/ZjZJn0iNy2ix/l8kvOg7VrrigDrjZzHqGM4CN5wBL0slw5ULeSf5lBLUIy5yBcMSM+I/hmpYs5Cnzhk/o+kP+RsKGXdXSRgFiA5PjGXJxIR5vGjFEiXjRaxJtZ/C224o9Tvd9IjQMQddMFYZGIZmrJgePLx8O9FRbFQ4bsjcfmrM/tmEkMXH2BuKI2yDk05Ma7raghwAUE0/OC4hCyfEX95IbggOQyeSMEI2X0uUl8ulH4RTwDIl5jPOQvrG0OwB8atPGdbyeruGgFDvkQf4vbBzXfcTRgRzA9ig/u+STjZusxVESI45v+VEX82VRYiDPSY/5dEbtgy/ohYo3JbJipQDmMs1ibicAJwICZ0aT8C7OesJQyu+OHASfYv7FlYk9xayYyFcSAXBtbI7UIcTVIQJDOQJRGzim+DZ3ieQyVqOKR/340fyHhQQQpDv3JzDQTMGMnEhIqwESU3KHUCgVMfegisQR+UMDk1C5QFyaZOoPC6JeOu0xzUoS+cxBG9oZe684yNZtS+Qb4/ipsmJFxWHcG3xw0EgoSMUxd8MRG3f9AGg6mhrV19rCXWNVbGSPdY3xDq7FCPkCGSGrJkYRuA5I7bLOJjbsTchFHNIZbmckK9/I6kIqwn/NuJ8TyMR0iVkpeCgPkeG1G6RMC4n7DpPjlDSjo2XcQxGLuwUKtcdI1YaDXrJJvVfhEWjyhBnPqH1cWymSHi/Ymkd8VmVpZ8CzjY6J4aPowp0yTiNoc4HL/P+YKB1GxK3J0REWDdsn4xJEWltm/ceLnB4gI0e49HjMw6hVi50WLHgv8s7jvz6XFH7NrG16rcC03A48xUxncRPd5d0tslLc1gDs8iOz8IniDhZUQzGYfrqksgwJq4mSQSI9wrUqFhFT/IVYINDILjFkGmITYvjD7KiJ3n6hY3DgxiHpPoYMg6/KKkYyIrU5UbYAnY/UhCBFjDS8Ke5cCILV7ELyjTTHEjZv2yN0LG8/mul6lvrmfI38uBd9gD7rDtsc5p6//FoXjY9yfyfFduwNx+MUQhFNu4et/5JgpRNPkqiciCWMcb30SW9NCNclPgNoylJvrhXSXtGOukMBzhxoDoDn9w/Gp/LYmsL4jwhhHHzdU5vkFImBi56INHNVhB9YGe7quS3hHGMXaRG3o5NOYFCA3VBfYsqNQ4PI66n7N3/VHS+yR9JDEJ842siP7lBJe1jmvo4+PgmbOtZHWPOmHJOlBRRYhnPhQ3npxNcjN6XBi/DCuOzNkv1z0YAcR1twi/cG4ViIcxXqEg0cDCck3owbj9psxDyndIe/cPEmbDIlMSfRpUuMUUN3Ju458PsbPJdxByzf19Yc+CSu3hM4IGjTMiJDinxeGN2MqpxNFEfCPwDPronIXvgD0em4rGqF26QsB1SceVcwG67uYjAOESrQhJDfmEic6GxAaLVqxb2XiLqD+XamrRIvWm/qUN6yBeYvByM2cjtfSl+WthoRGQyg9JG6qLwlgqxYhZO6vDVe/LkiC1cQuGjm8N47BB6p1R2yq+CeKv43c8Oxb1qPVmf68rBFynhNTZJ9UNNBoBvkmIGPcRAsTcKuwWsHBFJI6oGVH4Wl33+rfQNa55qv52JgdMNk/fehs99aU6j8rkvhFalOhuqfdwJHd4dWAcmCJ4CwfH94etRdlgR6WAmPEQBIzaj1CUvxz25Uk+n3ryJjmWhdpmw0JHkjoTx+w2i1jA+Bhjru9iBEZFgG8TPR+3Bn4KX8oi+Lx041sQ4aqnM08l2QIibH7YoBEfErsc9xF01JDzqEZio/bf7+VBAPUIYtZHzFgXKVtifeErTAAX4oePewtm3XJgIEEJOuvUxlj0F59mvgFsH1jzjSldIeAqRXI4u+MMTohKFyOQGgG+WQ6SN9S1tv1vrbtiH11xOYETuCFzc4asOQhyU4aECZxAsJhfhduUiTj1jFRbH2T2qYhjkGv/Zo2wZjAK5PIybmFdQsDoglNnI2Ot4wr49CZa/eeawHEnLPX7JuDUiLq+SSDA7QGxI4H00ROTSARjLYzF5jLYgoQxIMM1CdEcvuoEC2FTtbh6EjM4fptEW8OwKfVNcnbP8AtGz4y1f4pCkA9u1dg2pIpAV9zWkQR9oUm63wJQE3CKpbV5Hb4Bp8fUNW669RLdCN1cEdx+mI2siGiEmxI6OaIajSte9LxUjwDGUSQVyWXQVIwIq/+3RDCXFBcY+gv5QpZ4pQyzdudCuSBf/N0JOkNQnMaVrhAw/pGI6arQAf85PhDrgBv3OdS2w9x2CCTzzAgzyFoetZwXAURI20ZqTZPwqEhO5j1cbDDQy713o1cloAsBYlJJS1jHd4mARRgYYpcz7E0e4sWuAT01Ol+snhul9525bHJP4mSW6NVbJWLRHRLGf55vXIj8SM2FewCp6VyMwLgIcHPApuDw+BOXpHELbhqk03xzpJRLtcGO2y+/PxgB/M8hrdx7N0SHuuKeiQ9p9B1XO7KB3SdSg2IdPehGT38YO+oTDo74KtM/fOAbW3JPYl2AIesM+gxOjjkLodCwxiOsWwrjhZx9dd3NQIDg+i+IIB0p3Tgg4U+GmLEx+VObMWVZe5lCHFy2g0Sx4vCXWkpSJI9AqvOQUK0QAQ5bBkJpIqnkGdot4lYTIpNAIV+P8K8YGKbuV1lckj3XFQLm9kuYNYxWBp20RgWXDwPSJc8wfseOhDUqkn6vQABR8/MlPS2D9ShtoDd7VWRMcvzy6tZdYcmO4RyEgwX7jeLv7BvoX/kpUgZy82N/4fZYpRV7LgIukGY8YICB1u3jTyJmYVjI7wp3OsJkYsVPtjlUKK0JNtMVAuZkhc4rdyxoRCJPiYxI1X3ObqmtCBBY/qVhtJLjW2VTL3IG48rhkheBIsgKtz0M6tCHIuHAf7twIStErRyOcGUktR4W7ByQSCSDe1CuS8TM0aOWYD/D4j73TZNYn1aCAAAgAElEQVTxzPZ5L/pCP/ihD7n7kXf256g9x0dd+SBKNFhkQyI9G7fg1MZYLBBOrFj4ERLQt4kSk+JHFkQAK1HSW2J4lULvO19jiKJxayGloqU2+RYlBMNNl1y9BNEg8QdGSKgViBY1u3DrRaWF6JUEINwGdwsSHtZwaZRRsYeR2Y0kIbYRGAXBEu90hYCBgk2MkH24caTMvUrdWOWxWCFgrPNcjMC4CNxU0usi0824dQ16/wOSXi3p9EEP+vcjIcCBHzErZIYLEdm2hjlUcfMrRNBV7dmQ/mvjYFal3nkkgJv6UlWTWQd8EHOQ/5VbBdFkikw34/aNk+pJknCQR4yHJbSLERgXgXuHfvY241ZU4n10fYi6SafpkhYBbqvYoPxPiHPRb9a9QLir4sCA3tUlEwJdImAg5GNA2f/cSNw8LglDvixQcg1/K2EKr0zT7WobhACh9Y6O21LubmNRiqfAx3I31LH6OfTj70rOXg5U4+43VcGHRO8ESY8NQ7Cq2u1cO10j4IKEbxuWpZjBY304rE4YnQjBPfBHe4+k75h8O/ft5B7wi0NaU4W+D6vS54ShYu5xdal+/F3x3350pA1swtjZ28h7zeGPmNMWP2ectS4SMHByMt1D0gNDJ7My3DwGbXYsToxW8JvkxkseVkL6WeyccZF2tGoMo1CXVFW4pRHWzyUNAtx20fkeUZEUI02vNxl9Yc/CgawxeXVTDb7qerpKwAXO3HwRERFbF7cAfNCwVMQ6kdyr4AO5shBxC8DAiuwy5MvEHcDWzlWv2O60ZwJu9lwT7xi9Oq5kTdlnUan9PFR0dkurYP01ZWHkhoIb8U3CRYl8m/jlbRsfDub/kC8WosR35sfuGrlnxPWzeUPCVfl8cgN+q2FPggDBNQieghi3KXpfyBe/Y9IGkrDDe1ySpbBwJSbgCkB2E6UQYC3i+8rBh00LV7Gd49+I/kmpd3ZEwkHygFSizaL/Ko2w8GEn4hZZZVzGRwBvC/B8wvhVZa+Bb4uIW6jSiJNAqEcuHS4VIGACrgDkhjfBDYxAAYjkCRqwa+i00JdDhPgLkoIRy0lOzcOGyiuIF6kDwQkIVICR3J7RbrFGi40C/TuW50TpWR3GcG0kYgLVEyYSTHIXoi1x40a14jI+AswdMQfuPH5V2WrAuIrv9e8x7yQ3QPwMGbtUhIAJuCKgG9gMxIsoDSJkI7ljiOiJT1xkYyFAAOR3ZoTLgxQRYxGvFZHWoFJEB0Jf9ihJ+8XtF8IvArLPrKMI08fGgRU6MbePjTix3JDbZLHJLYpACBgK5vxOwexDIXrE+tVlfASQXhAXgENlHQtzDtHi943BFeFIy36zdRxPY/uU88NuLCju+MYbL3FnHyzpARECD9Ew0Xtm6yT5mCFhbsOkBiOow2fCRQtSnC+MHQS7WNLBkZpshxmGb2WmgHq5dZN/+b2xkSBKbQsJI3FAB/yskDyUwWSUZ7B6hSxwp2ujJGEUTMZ9Bxcy5m5Y98Zx2y37Pt/In+Jwx/djkXNZ5BI/ZwJODGgLquPWS9AAYhATPm/7ITYSPmzi15IgG33iR4IgZ5NwkRP0sEhHRhujrkVu4VinE0Ti3ZIIKtEWEkaUCTliqZ/DGIt5IX/1yyX9uAVrty5DqNqCfZRxI6naP26+o7zvdxIgMOqml6BpV1FDBCDfx0S8bMh3riDxZbpdpGb8XFjWksezIGGIBEtzopERlB6Xr3HXIXVjoPVBSe+MtJBtIGGM0fDHPFQSGXRSFw4rr4zk5tb9pUPXBJwOy1bXNO7G12pwOjY4RJ4HRszaW0R6tHEggAARQRNNhwAPa+NmupMkdGSQCmLnVGsQEj4jEhh8okViNdLVsaEfMIQkosy8oaNHSkHCB/KtuqRDAKkFQVRySC1S9JJv8zcR/wDdr8uEEEi1+U2o+242EQJsFPeKTQOrW3KTpih86Hzgb5H0vtARE/6T1HekVku9QWGBTeJucjITTL4N+UORQhAoBrcWjOFS6BUhX9xNiGFOIpEyBnMp1kNX6sAHGBImzG0dC7YTGF49LtId1rGPneiTCbgT0zxwkPjboj8lag++uCkLJIyOlk3p95GyEYvnItJY6rawjsagiJtdWyKVYfx2twjqv++M5O3DYoeUAEOrb8ShCPJlM3ZJiwA2FLghYdVfx/IvSe8Iv1+rHiY4QybgCYJfk6a5hT45NgxupanXBATMxo+4Ez9TiBExdOp2Cjhpi3Chj5SE7rkNumDGBgkjnTgo0mmC4VyuWnMtKzBBOoDP9hdDLUDgBZNvno+QXM7Pk/TEjOt81J7zPRDVD+t63Pgs/RgVyQTv5doEE3TNVVSEALGvsSBGNJxK9Dy764Uo+muRYD53eD5cK9gAIZs2udYgjsYYC+vVR6rX20/9PljOlawd0i2Il0ApWDl/OkTO3ICGDZhS0XJsRTPME2qQV4SRYZ0GBeGeGBmaMMJzmSACJuAJgl+Tph8SG8UtM/cHfSy+h/j+jmpdXbaLEM4HIhZvG30ciUh2A+2w00t0+aXLdPGFxCoH1x0DWwKV4ApGYA2MbdhwiSDG/1nkWHYVjfccgWuKZAypbR1G7RkHNUj3TaFy8loYFclE75mAEwHZ4GowiCLaEnrgnIXbGMSA7jf3hsStF3E3YmiCg7Sz7HHLo7XhimvpL6cxh7iQIcEA20LXy+EDPTjBNtokCWjCfDIfGDkRlGOXmnQYwiWNKj7+f2mReqYm8A7fDRPw8Ji17Q2yO5GGER1jzjJTF5t73XXDzWLxctyTpLWrybrjUj8EyLCG9Tp6+9xSn0Gj51CGBOqFkk6w7ncQXNX8PvdGWM0o3Mo4CHArxZgn960UUqxyvbU/0s/SlbfZOPGnnYzrlUv9ECjyjRNM5b4h/ZlELyFf4rW/WRI+8vjnu9QAgSo3xBoM112YA4G2WAnPHlr7CdjLuQkIoHIhlChWx5AwN2FCsVZR+LYxtsMoEV98Ei9ggNfWb74KTJO2YQJOCmcjK6v6Y6ziJsyJn1shfs2O9FPPZYm/OWFIIagiOw/6+ja6xTBGjBwfHQlOcPcr9PWDZgdsZqtvBu3bPI/RI7p/UneS7QqbCIwTq/7eB42v078fNJGdBqcjg2fDK9IL5hzyzI0kt7ibhBBfkXSIpP/kHJTrLo0Ac05GLVL04UqFHzMucFh0c2BinshNi6U2P/ydeWxLQRxN6FVuwwSiIarZ9YKI+f5mfhPgAYFye0VcfGrgg38x+biLdJ28U+zhBenyDsZWWL1/QdKXwv+7jd4AjV8bJuDGT+HYAyBoBckR2AhzFjYITuRYh+Y2SGHzxtWCaD/tdbVohg6YPYabLuSBaw7RodBd7z6HKBZ7BIKnkBj+B/EnQSPaRMTc/DmAFHgQ65vvj8MIvytyXRM7nW/zJxFBDlKGwMHwtpLIF43nQuEHjvQAUTNGlT8L7PgO2pYnO+ceVXndJuDKIa9dg2+V9NAKXCXYQH4dGw+bRq61B9GziT81NvH2BpyovxU0YlbyShNn/GGSbj9EsBfcp0gYf1yIT4niNV9u6dp9VCU6BDZIBPgWZruQsWaJUgYGSAYgZQo3Xp7nPd5BtM3tubj98g43Xd5p06GlBJzNfCTXJthMNLrZ6wdIepWkZZlJEZEa/qokFrh5RkMUNqHvhA8mBiftLfUmYMiB0JkchPDHHjXGOLG9STP54cja1CYSbu/a9MhKIWACLgVTqx9CPEgoSm4pbJo5Cid0xGEkZFgp6TBJ22Ug/MLdghCApEEsbg45xjT5OutLwKgYuO2+IAzhxlU5IF4ltzRuNOg2TcKTX33uQQIETMAJQGx4FayBgyNL0Z4ZSLEQj5GBB3Ei7XErSpn2sJgCRHYYnjw73C0aPjUDul9PAsbY6FaRju8+CfX96DI/E8k88Gm1NW+7V3cnRmcC7sQ0Dxzk9uEnSFzoHIkSsLTGsrWwxKQN4haXzeYzcADhvoKOmVvXjzqRbKB+BMx+govNEaECQE+ZshDz+m2S3t7qEKMpEXNdtUbABFzr6am0c2TYIUE7VplVBApAjMj6S7EGIfjVkd/0yzOIvlIAK2+sflbQhDMlrjgEicVuirmdCStr5o+RaYgEE+01sKt8MbnBSSCQ+gOZxBjcZhoEuK1gDU2sWFwcuJ3WvbAhY+2JnyT6QdId2u93crOGOw3zQEL6cfW+840CfTD6fW7Z7U20Mbk5dMsVItAFAmaMkAlm//i64sheiD/ZrMkKQrQkssVwk8Jat6sF9wZuMOTSxU8Ro6w6rpEis9LfJH1f0kfC79HBBia7cg+Q9PEwsMvZk99LeoSkU2yQlRNm150bgTpurqnGzNg4hZPph6gzOLATDg6r30L3CNlCvGdI+mX4HSLKJGBEV4kY/ey+kp4YQROI1pNSV1tmfsGeH/weC3E44kbmisAaGOQwT1+MWy//bmMIwzJYXf2ZXW+1i7a5+Aqddho60yrLK8PCPXdQl7+GkVf7Ld3nmr2lS6+v9Vsv0hmncAB1aTACbSVgCGMPSQ+KGx1/h3jRUc3Wb2JNibsKt2FipRKB59NByPxfF60tufkSmed+EUBheRhnIUWYGTavwCZ1aEnIFh/eInYtN17EjUgruPUQKQmDK+YHv99ulrl0wHsu30m93jfU07u0ZtX7Kgbm/+Kwm0v8XAyHtfDJMLjD8r1bZcnyZ6nfe6L6/f+n01fj3ufSUATaSMB8/AThJ+k07hAYg0AcZQqEwqbOyRKxJuI0TttdJGHwuk7Eq907/DohYiQKWE0XYn3E1jmMtthkPxoGPUgkivi43HQ5MPnGO9sKetmyrXTZ1Jek/ilasxo1wubrdsny3dTXUer1DlJfe2vtqlVzfhQ73mxbXXcrjJyWa1p31emrOJReVfZYvr+m9Hr1ej2tud4dpe8VxlAcmlgbqQ9ks7vJ3NM/DtiDU+vN39/N61284mD1SFzQ/67WrL775r/ce0vtednjNNU7UNLeUm9bqb+71qzmUFiuLF6xQuq/Sj3tL/UulfqfVe+yF+u001jfM/BdtpcW9Q6XNj63u9R7sdacTLCcokxp8fJ3qNfbXWumHyKdgmTIpYEItI2AubkR6PzpQb6jBpYoAkeQvgu3B+LRdpWEWdYYaCGaRoJARCPIl3i++PMi2s+xjsCbTfblkr7ZwG8rf5dnE/CSFU9RX0/Txb199feTrwpFuMce22jqWkdIPQjkC+rrMPW1cl4CXrLs5er37qVe72aa1gOuJODdli/RVnqD1EOiRLjPPWcRcJXfyOB0k4P7e9Uc7XaznbXlVj/eKGXp9ddvTsB7b6nFV3xUPewiem/Xhv5PpXWX6Yxr/VX6ZbmD4NKlW6u/DYkRfqjpdcepv8Uemuq9V9IJWrv60Cs7snj5/dTrfVB9fUQb9CX11p2j9Ysu1FmnIA2aQdJ7baepDSeppzdpzar3519sbiEHAjk2zhz9LFMnt1xC3hGEgbCK44rB2ExY9NyCyaVJoPMqN5gyY57UM5AwUa2Ojri0ufqBURUJFV7W6qQKo6I3k4Cvv+za2nbql9L0i7T2lOM3r3LZVlrcO0a9/jHqT11DPZ08LwHf+Ja31haLjtP09KM1NfUlTeuRVxLwnstXakqP0aX/fpmusePhUv9BtSbgwf296ka5ZMWH1Ne56mGQ2b/7ZgS8eNmjpakXaPo/++uMMwbfuOefTw6uV7lO7bn8OZrSE7XhotvojDMu0+K9r6veFb/Q9PSzdfopZPNauCxe/gSpd5iuOG8fnXVWe5OODMKhwb9vCwEzDmIMc1tCXDou+RZTCuESi5bMOsSjrdqopa5LCwvp54ehVu4+Ymh1ZGR5yd1Ws+qfScCbxKyf0vreMv151fw5kBGDzkfAG2/K26I//pQuW3ecttly9WYEPBOdJSuPrD0BD+7vpicWLz9Avd5rtGHRflo0fag0fY/NCHjJiq9vjLCWWqe+eNlhUu/xWrv17TbepDfdfo/Wmq3uWOpmjb5/CmNEDkKncHt3aRgCbSFgcosS6J/Qd6mj70DC3H6fEllZrG/ZhDN+mKSWy10wtuJgBRG7zERgJgEvXnG4ejpAa1ZxEJ2/LETAS1Y8Q309QGunD9AuG7YdgYCxn0BNkVsHjIU8KffuW0oHDBpzHxik3Vdsry02qjqeqbWrvr3puRkEzKFk0bV/pf5GkfuN1OvdSupfoL6OlS55kdauHc0Xeeedr6lrXA/d+rFas+r1GydsyfLnqt97utT/tXq6q9S7jvo6Sf3ekTr95B/OMalTWrKc//+M1qwm+IlLwxBoAwHzsT8+3BIwEEo9piKWMdlYcLOAjLte0LG/eOOGlL9g2MMG9Yb8TTWshZlW0EtWvFf9/o5au5pgKsMT8K7Llmrrqf/V+v79debqU7XLza83AgGTuxYJVFmjx1EBh+hJzvA/kbJvcD3zEfDi5aiXttba1azp/tUIeNddr6GttztZ6v1I6ze8TevO/4O23v4mmpr6hPr9H2ntalQxQ5aNOuX3Sv1ddNm/H6yzz97kv76J/A9Wv/8CXb7he+pP97TN1s9VT0/Q+vW30pmnnnO1hhYv/7J6Uz+dZaQ1ZH/8+KQQSE1WkxgHQTXI5sPJP5XoefY4ClH0o8NXuOsh8CDfoyqKlsVtBxUAMZ5d5kNg8bI3Sb2baO1q0ksOS8CLtGTF8eprrabXYXSIYft2WjT1TU3rUGn9z3T6qeTjvco3fm5CIwoWkiJuwTkLRMRh+EOl3dDm6u/iW95ZvUWfVH/6YZresEm9tGgLDKLupA3rD9xo/KQLLtXW2/1WG3rP0xmrMKLaVJasPEiafuGV+tuyo91I6Nu/e2PM7A2LHqozfnOVTnnx8iPU691zMynGHntsp0XbrlZfh2jtKiK9bV4Wr/iW1P+O1q5+Tdku+Ln6INAGAiZyU5HPNieybD6IXdEFb26RmLPVetYN+WIYVVVhY39OVY01sp0lKx+n/vThukb/9jplAbeUuUTQV93yls4z9r/psnXL9dffYw9RENBcOuCHhyqI4C259hbc0YiERQYvgueUC5gzFwEvWfZkaWoBX+mN7j+v1uIVWOGfqLWrWPebyp7Ln6ip3qFas9U+M/S1PS1Z/ghN93bU6Vu972p63J1WXkvXmv6oer0t1Lv0oKu7H614oBb136gL1t1G//rDppCquy7bQVtPnaL10/+tM0/57mbzs0k8/kv1p16qtSfPMrxr5CruXKdzfSRVAonugyw+O2dulA+fdHqQ8NrMbdW9ehNw3WZoz5U301T/JE3376rTV+OiM7P0tHj53ur1t9Z0b7Gmeh/TdP8gTfXXSr0/z+nLOpcIeunS66i/9YpNFU8dtNEGYIOepkXT63X5Bb/SWWfxDeI/f4eM0hHcq7AQ5qa9uf/s7DkZ3N+rWw7P1gFT5+JlD5Wm3qF+/yBdMnWirr1hL/V7n9xouLVmFa5Em8riW+6u3tQfpN420vTdtWYGYWKlfp3ecVJvF/V1uHrTV7W9buoc/XnVWm3s7za/kPRl9S57ndZtuYW22AJPg+W69Nx7XimqLtrbY9lempr6jqZ6K3XayUgoXBqGQBsImJCE+CXmDn+HGHpNuDr9qmHznLq7Lw0RdG5jG/rNwYcbMIElXGYisHkkrCktWXGc1P+H1qzGP3tG2X8LLTkX/extrw7g9CFac8rV/UjnIuDi9jznLGwMSoFBEoEqOKBdP4MxFrddsiGRMATL5IV9cAf39+pBNOYiYG7zey7jxvvsjWJ+6bfq9d+q01Z/YjPXxE2GVcduDFZz+eX31ll/JIjPpkIQFA47c5YZgTb2WHFzTfXfKPXupp4uVF/Ha+rSo+cMK7pk+Xs2kv2aVdjAuDQQgTYQMKEIMfrITQYQMG3dMwJENHC6k3UZg5WXSLphshrnr8hGWPNhMzsQx0a/1963NK2HXy16VQUTFU2QD5gD0/0jmUfKltGXcsPGBuGqQCMpW2hKXbidLep9XOt7d9GZJxMoyKWBCLSBgKsMjoHx1d0i4XsDpztZl6t2Q3rFRj9Ml80RmE3AG29ayw5Sv/cKbZjaf0IbM9Hn7irptZIQV6dKa4nIlsxX3H4JoYlkpJvlxiv31KLp70m9F2ntKmJiuzQUARPwcBNnAt6EF/mCEQk/IaOxDe1wuMLylBsPSRhcZiIwFwFvFJcuP2KjfnfNKZ+ZEGCELeUGTLAW4oePS8KQL4EmsPTFd7bbXghLVhyi/vQWWnsKsQ9cGoxAGwiYjxHxc+6xQAbonAjS3vWoM7h7oWfkZkrChlwFMSNuMRiikIDBZTAB1wUjbDLIpoWvLmlAWSfDqonQ+WJ5fZKkY0Ly1G3yrcvsuh9JEMA68irT+qLKqamv6LSTrzI0wthjepoT7ealHs9VaITV+4vUf7CkTdjUG5e8/bvo/KW64F931+WX5bI+R8T4040kv3Tl32u8/vLiPPOLm/298e2SWaev7232Ydbju5R2WXoHrb/8Wbrown11xaU30vp1W6i/UWM06LDc19QUD/5J09MYNZH3949aunIvrwOOMY3anyf3fdR9f95j5T5tIOB3RlqyXERQ7G199XpfU7//rCvdkOo+wTn7Nz0t/fucZfrP+fdQv0/Kx9SFwAgkYnizlq68qTfeOTbePW+5n3pTs9Lm1XCD3rBuS51/7k66+PydtX493ynrhRsxATsK8TTSJSQeF6jX+5e23OqvmtriS7rsYnScm6ydc67nhQ46bncTOib+tBfRjQTc/MKNFFEoYq5c4ynCUaKLxGWj64E4ilVDUgYiVD02cfhBNtwTQvT8m+YvUY8gECBO+16Sbi0Jdx5CmaIv5vvChQlfVoJsEGDjd6WDbBheI9BQBHIRVpVwbCcJf7z/yhyKkhsZuYYxAikXfadKFCbTFu5f+4RB1r0T4Q/5/ihiP/+fJCe/mMzculUjYAQyI9AGAmYMT5b0Ikm7Z7gFF7df8gJjDHRm5jlpWvXkBoaED5NUkPCwxjaMGZ1vQb74kaLX3BSk3sUIGAEj0EIE2kDATAuxZwlJSSD61BGxIGBSkWH1S+qvhaPvtHCRlBgSJLxM0n+HPn7X0O2VIWLwxbL1b5IINs9BhxSEJt9BwG8eCWvQ0/69ETACNUOgLQTMOMiG9MbwO1yUCGfIAR/EV0si5itRmVzmRgBjGg5CdwxR/b7xb/4fIp5JxoVUAVE+0Y3I7frZuPWCscXOZVbZ3H7AZd70M0bACNQAgdQEzGaLdSO3UDZcfDcxriCEY+6IVVhUPjKMgsjqMi4JF6EnyQNMzlDiQHc3+k75xYqhDXGAbx5kjNHNEkk3kMRNmTWBbycJLX4riRjFBNn4R+fDC5bHeNOTJuBhEfPzRqBWCKQgYIgP1wIsGneKn+sGAXN75EaDeJEfgpOfl9GIiXZJSP5cnBZCDDrsGCFeiJZDA3FniTZDAHgHABhu6RKsg8MYVq6QMv/mUFboelkbF0VGGwfZGA5bE/AoePkdI1AzBIYlp5ndh3gXS7q9pDtHphVcC7jlzCwQ2tmSSJHGbYcoUgTP4BaUw5qYTf8ukp4U/YKUuQ0PGiv95Afx559CF/n5MLoy+dZs4bo7vgF7DRiBpiMwiJTmG98uEZKRPLwkJ4DkyhRuPxDxlyOnJ0TMTTN14RDAjRyjrIeFjzBicYh4ZtjKgnQ5CECy50gi+TaRdxCLIj632Dn17Li+NAhYBJ0GR9diBCaEwCgEjGj3cXHDHDUdHaT21RDvYlmcy+IVH2F0j+RBxVWGwPA3lrR9kDGRdxCN/yHCS3I7x80In19bO09oUbrZkgjYCrokUI17DHUNlxpUNxTUNVwGbJzYuKlcuMPDEjDki78nASmweB2nQMIQ3uskfTcjCdNHbr+FcRi3YwJIMHZuvugfOQD8J/SROcTi4+Dkd42AEWg3AkjmkNjdKqR1e0ji8lCo85AS4i1wRkQIw3gRaZ33qoavi2EImAVCejHCDo5LvgVskDA3YAJcnOiMNw1fTe6+ETACwyCAOqxQ5xHT+xYRTGjHObw4IFsMWv8s6VRJ34kfDFutJhsG9Ro9W5aAOYkdKunZYfGccggsnuMlvTREwbndlVL23XUZASNgBEZBYOswEj0w3PVw1UMyV6agHsMtEqNWklUQutWeBGWQq9kzZQl4b0nvi0DqZaIbDTPMwvL4ORHTGV2HixEwAoMQsA54EEJ1/T0eJORKPiRIeLbnSNl+I5qGfNmbSV6Sy5ambH/83JAIlCFgTmqvlPSESCM2ZBOlHucWjAiaW/aqCoJ2lOqUHzICtUbAVtC1np55OodhFbnV/yeMQzG4GqdgmPULSW8NzxIMtlwagkAZAibN38ckcQvOWXADOkjSF8PqL2dbrtsINB8BE3DT5pDLzH6SXhJeGfw7RUH8/NNIy4pNjcXRKVCtoI4yBEwCen7QUeQsGBlwiiOeMxZ+LkbACCyEgAm4SeuDvXbP8PpA/Fy4GKUaAzdfxNDk5z7dUsRUsOatpwwBEzTjTgktn+cbEWJo9BlkHcLKz8UIGAETcFvWAK6QGFzh8UHI3jJ77zBjx5bm75KOCsMsYhy41ByBMouAScUnbVxdxSAoWECEpzwgxCmDnvfvjUC3EfANuEnzT9je94fRVa69FH0wlxjC8OIzbI+Smq+QMgRc5SSiBya0JYvIxQgYgYUQsBV0k9YHYXvfEQE3cvYb9d2TJX3buuCcMKep2wScBkfXYgSMgBFYCIE3S3p8hMHNiRTZ5kifij2NXTpzIp2gbhNwAhBdhREwAkZgAAI/k7RijmxxqYHDN5iEMk+JOPep63d9CREoQ8CcqMjpukXCdueqClE3J7b7SDopc1uu3ggYASNQJQLEmicAR+pARrPHgDHr72MfJWylS40RKEPA35B0uwpEJywcfNnQX5AK0MUIGIGFELAOuEnro0pbGgyw9o/Mbk3CqHN9LUPAz5P0tPBhywkQflwdjO4AABr0SURBVMDvCj85Aoy7GAEjsBACtoJu0vowATdptirqaxkCvrWkd8ctOJf4hMWJ7gK9xecl2YetogXgZhqMgAm4SZNnAm7SbFXU1zIEDOm+PZzISRKdo7A4fxNWgifnaMB1GoHWIWACbtKUni3p+hXY0uDK+WtJuD2d1SSAutjXMgQMLsQvJUTkbTIsIMgXA4WXS/qwpH93cSI8ZiMwNAIm4KEhm+ALX5JEzl8MWnOWiyQdGyEpyR/sUmMEyhIwt+AXSXpGhFFLOSSMr/5X0uGS/piyYtdlBFqNwGAC5vvGe4EfLHB3lnSDiGrHRo2tBZs0EZTIMYsdhkseBLCleb6kHfNUf2WtzCe51T8uiTl2qTECZQmYIRBInLSEpNLaNtGYuP0S9xlyx3fNqbQSAetqOoDA/FbQfNckd98lkr0Tyx0f1B2CjDlQQ7YQL2JKRJbfl/RbSbgdIsZ0SYvAHSR9VNLSjK5IXGZOC3Uhc+oDVdo5TF7bMARM46QkJNvGvROQMOT7uxBtf8FRW5LPrSvsJgKLgnjJuIMe8CYRy51kAHP58pO6DhXQ+ZJ+Iumz8SdEXKXhUNtni5vvayQ9KqMYmhvvZyQdEZKNtmPa+PENS8AMGD0wyaSJ2XzDOGkPAwQf9YXhLE5s1K+YfIeBz88agXkRgGCx1zhUEjcuNv1hcs6ygZN8BR3ihyStlcStymV8BJBI7BshIsmxnjqwEVILLjTszT8OlcL4vXYNWREYhYDp0O6SHhbi6OURpIOT90IF4kXETHQWxF2flPQLi52zzq8r7w4CbOgPCDuNfULnO+ro0SN+MciCTd0kPCqSm7+HF8kzJT07Q2AjJBbEm8ZjxTGg08xX9lpGJeCiY3eUdN/wEd4tcgajH+bUjZ4Jww58ehFv/SNOaGTp+HromrIP0A0YgdYicJUOGN0taTzZ2G+fKN4wm/jnJB0TdhoWR4+/kLikoAPGGOsRCUXRheXz60MHbN3v+HNVSQ3jEnDRSfRMe0m6uaRdJXHSY7FdEsSLKAv/Xnx9HWSjkql1I61HYJMVdE9rVxMu9iWhFtom4bg5OL8nAvE4rnAaYBFFYxCHR8nDE5Aw5MtBCXXeKoue00xSVbWkIuCq+ut2jIARKBCAgNetu7b+8ofrSHp0AsPIubAlvywuNESos5dCmtWHumBZWCs/UNLiEXTC6Hy52OBfjDqP+Pm2Xk8zP5XVYgKuDGo3ZAQSIwABX3DunXTuOTeShC1Gju8Z/e9xko4OFVLiQXS2OlR0+GXfWRIkfJeIsTDIlgbxMoZyPwjy/ZEkomxZT9/ApZTjg20gDO6yEWggAnvc8ij986xDdfGF2F2kFD3PBgN9MAlZIGLsOlzSIYBI+haSbhX6eyyk94iwlQRPoaDK+6ckshxhFEduYfT+xFDwfKSbi8prMgFXDrkbNAKJELjh7kfpvH++UJdfmpN8i86+LqyiEUm7pEeg8N/GmHWn8N0uXMjw1UYfz833LxHBzIZW6eeg8hpNwJVDPnaDnJgxcrtGiBz5OLmhkE3KpUsIbHPNJ+iKy16t6Wk27NwFzwUi1mFI6WIEjEACBEzACUDMXAVzdD1JN4uoRvhg82/EU/wO4sUHkLi+hKFDLPU3h6HLPCv1qP7pkl4Vt6XcPeLm9aQIGZu7LddvBDqBgAm4vtNcEC9+nfuHm9dNw3CDW/DMggEGftZrwt3rh5IK4wyLquo7x+P27MWSXhYuf+PWNeh9dI1YWh8/6EH/3ggYgXIImIDL4VT1U+iDVka0sXuG3yAi5zIFVwSySmEliX8g8X3tPlIGueY9gx8wBFxVIXgEa8rFCBiBBAiYgBOAmLgKfARxTXhyRDfCx3OUQqYbQn6+PyKPOTXZKCjW+x0TcL3nx70zAgsiYAKu1wIpyJeQgiTvJoPNOIXbMPG2CSf4NecHHQfKWr4LAW+KhpW/oOZ4ZLgi5W/NLRiBDiBQxYfbARiTDLEQO6PXu1cC8i06he4Ov8FXxI3Y1tJJpqsGlWy11VFat/6l6k8T1CF3wQgLqQxhL12MgBFIgIAJOAGIiaq4ftxmDsxg1Yo4mhsweULRDztqTqJJm2g119nhKF3ynyO1ft1so7wc3frfcEMi0buLETACCRAwAScAMUEVbKAkUH9jxIVNPS9kssFXmID9H3e6sgQzVocqNgXieEEE4ki9ZmaOkPXzhgjEQdhDFyNgBBIgkPOjTdC9zlTB7Zc8nqSUG1fvOx9o6INPkvQUp5drybraFIry6RGKsqyV/CiDJwrTU8MFyQH/R0HQ7xiBORAwAddjWdwt0r7h55uzcAsmmMIJdk3KCXNFdZMP+Oy199MlF+EeRHadHN8z6oovhLvT6opG5maMQCcQyPHBdgK4xIMk0wwGLmS1yVkI6s5N+00R3D1nW667GgRwUyMa1mMy2A4wAvIAP1fSlyUR9tTFCBiBRAh0nYAZPyEd2cS2ivCNF0u6sOJQjvjr3jpTPteZSwWLaAJ0HBK5RBMtI1czYQTuKOk14T8+KJ3dMF3FeI8D21sjCcAw7/pZI2AEBiDQRQKGcMmdSv5NSI/sI2STYeNC3Mamc64kxG0nSvppBbdFdGzXriCkIOM7S9J9I4G3P5B2IMD6vb+kF0TI0hQkzHdA1CsMA/kWrPttx1rxKGqEQJcIGCOVvSU9StK+km4gafvIKjR7Srgpoi/9VxgsEf8WNwyIOUfByrSq8m9J6JxPrqpBt5MJAXTAlNNO/lUc4DhYIS4mtyxBXUbxDyZ2OOsf8uX2S95ZyNjFCBiBxAh0hYB3lvRYSfjYcuPdbggciaOM6wUJDt4l6edDvFv2URNwWaT83FUILF5OFCxp7WpsCChIUe4g6eCIpLZjSFXKfOdIR7jlkvT9M5KOlfQnk68XnBHIh0CZDzNf69XUvFjSMyKMHkQ8akEvjP6UW8E3R61knvdMwIkB7UR1Vydghk0Sd/IDE00N62huw9sGESOanvnNQ7rcePn5p6TvSPq0JG7UpLh0Jq1OLCQPc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