<snapdata remixID="11083499"><project name="Juans Kaleidscope" 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="Juans Kaleidscope"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="mode0" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="turn"><block s="reportProduct"><block var="angle"/><l>0.2</l></block></block><block s="doWarp"><script><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block-definition><block-definition s="mode1" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><block s="reportProduct"><block var="angle"/><l>5</l></block><script><block s="turn"><block s="reportProduct"><block var="angle"/><l>0.5</l></block></block><block s="doWarp"><script><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block><block s="doRepeat"><block s="reportProduct"><block var="angle"/><l>5</l></block><script><block s="turnLeft"><block s="reportProduct"><block var="angle"/><l>0.5</l></block></block><block s="doWarp"><script><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="mode2" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>12</l><script><block s="doWarp"><script><block s="turnLeft"><block s="reportProduct"><block var="angle"/><l>1</l></block></block><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block><block s="doRepeat"><l>5</l><script><block s="doWarp"><script><block s="turn"><block s="reportProduct"><block var="angle"/><l>0.5</l></block></block><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turnLeft"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block></script></block></script></block-definition><block-definition s="mode3" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doFor"><l>r+</l><l>0</l><block var="M3R Power"/><script><block s="doWarp"><script><block s="turn"><block var="r+"/></block><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block><block s="doWait"><block s="reportProduct"><l>0.03</l><block s="reportPower"><block var="r+"/><l>1.1</l></block></block></block></script></block><block s="doFor"><l>r-</l><block var="M3R Power"/><l>0</l><script><block s="doWarp"><script><block s="turn"><block var="r-"/></block><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block><block s="doWait"><block s="reportProduct"><l>0.03</l><block s="reportPower"><block var="r-"/><l>1.1</l></block></block></block></script></block><block s="doFor"><l>l+</l><l>0</l><block var="M3R Power"/><script><block s="doWarp"><script><block s="turnLeft"><block var="l+"/></block><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block><block s="doWait"><block s="reportProduct"><l>0.03</l><block s="reportPower"><block var="l+"/><l>1.1</l></block></block></block></script></block><block s="doFor"><l>l-</l><block var="M3R Power"/><l>0</l><script><block s="doWarp"><script><block s="turnLeft"><block var="l-"/></block><block s="doRepeat"><block var="sides"/><script><block s="createClone"><l><option>myself</option></l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block><block s="doWait"><block s="reportProduct"><l>0.03</l><block s="reportPower"><block var="l-"/><l>1.1</l></block></block></block></script></block></script><scripts><script x="369.4482421875" y="654.1333333333333"><block s="reportDifference"><block s="reportQuotient"><block var="M3R Power"/><l>8</l></block><block s="reportQuotient"><block var="l-"/><l>8</l></block></block></script></scripts></block-definition><block-definition s="func rotate" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><scripts><script x="427" y="78.80000000000001"><block s="doForever"><script><block s="doUntil"><block s="reportLessThan"><block var="M3R Power"/><block var="rotation"/></block><script><block s="doChangeVar"><l>rotation</l><l>1</l></block><block s="doWait"><block s="reportPower"><block s="reportProduct"><block var="rotation"/><l>0.01</l></block><l>4</l></block></block></script></block><block s="doUntil"><block s="reportEquals"><block var="rotation"/><l>0</l></block><script><block s="doChangeVar"><l>rotation</l><l>-1</l></block><block s="doWait"><block s="reportPower"><block s="reportProduct"><block var="rotation"/><l>0.01</l></block><l>4</l></block></block></script></block><block s="doUntil"><block s="reportLessThan"><block var="M3R Power"/><block s="reportDifference"><block var="rotation"/><block s="reportProduct"><block var="rotation"/><l>2</l></block></block></block><script><block s="doChangeVar"><l>rotation</l><l>-1</l></block><block s="doWait"><block s="reportPower"><block s="reportProduct"><block var="rotation"/><l>0.01</l></block><l>4</l></block></block></script></block><block s="doUntil"><block s="reportEquals"><block var="rotation"/><l>0</l></block><script><block s="doChangeVar"><l>rotation</l><l>1</l></block><block s="doWait"><block s="reportPower"><block s="reportProduct"><block var="rotation"/><l>0.01</l></block><l>4</l></block></block></script></block></script></block></script></scripts></block-definition><block-definition s="help list" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="gotoXY"><l>-210</l><l>120</l></block><block s="setHeading"><l>90</l></block><block s="write"><l>Angle = Angle of rotation.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>100</l></block><block s="write"><l>Speed = Speed of rays.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>80</l></block><block s="write"><l>Width = Pen width.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>60</l></block><block s="write"><l>Sides= Ray sides.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>40</l></block><block s="write"><l>Mode = Select a mode.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>20</l></block><block s="write"><l>Colourspeed = Rate of hue change.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>0</l></block><block s="write"><l>Saturation = Colour saturation</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>-20</l></block><block s="write"><l>Value = Brightness of colour.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>-40</l></block><block s="write"><l>M3R Speed = Rotation strength in mode 3.</l><l>20</l></block><block s="doWait"><l>0.3</l></block><block s="gotoXY"><l>-210</l><l>-80</l></block><block s="write"><l>Press 0 to return</l><l>40</l></block></script></block-definition><block-definition s="func shade" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doForever"><script><block s="doChangeVar"><l>a</l><l>1</l></block><block s="doIfElse"><block s="reportEquals"><block var="shade"/><l>1</l></block><script><block s="doIf"><block s="reportEquals"><block var="shade"/><l>-1</l></block><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block></script></block><block s="doSetVar"><l>a</l><l>0</l></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="a"/><block s="reportSum"><block s="reportQuotient"><l>200</l><block var="shade"/></block><l>1</l></block></block><script><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportProduct"><l>-0.4</l><block var="shade"/></block></block></script><script><block s="doIfElse"><block s="reportLessThan"><block var="a"/><block s="reportSum"><block s="reportProduct"><block s="reportQuotient"><l>200</l><block var="shade"/></block><l>2</l></block><l>1</l></block></block><script><block s="changePenColorDimension"><l><option>brightness</option></l><block s="reportProduct"><l>0.4</l><block var="shade"/></block></block></script><script><block s="setPenColorDimension"><l><option>brightness</option></l><l>100</l></block><block s="doSetVar"><l>a</l><l>0</l></block></script></block></script></block></script></block></script></block></script></block-definition><block-definition s="menu" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,253,253,1</color></block><block s="hide"></block><block s="setHeading"><l>90</l></block><block s="clear"></block><block s="gotoXY"><l>-45</l><l>20</l></block><block s="write"><l>Welcome to...</l><l>12</l></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>-100</l><l>-15</l></block><block s="write"><l>MIND CONTROL</l><l>30</l></block><block s="doWait"><l>1</l></block><block s="gotoXY"><l>-200</l><l>50</l></block><block s="write"><l>By Juan Borrero</l><l>15</l></block><block s="gotoXY"><l>-70</l><l>-50</l></block><block s="write"><l>Press H for help</l><l>15</l></block><block s="doWait"><l>2</l></block><block s="clear"></block><custom-block s="changelog"></custom-block></script></block-definition><block-definition s="changelog" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,247,243,1</color></block><block s="gotoXY"><l>-200</l><l>125</l></block><block s="write"><l>Creative Task</l><l>20</l></block><block s="gotoXY"><l>-200</l><l>100</l></block><block s="write"><l>Kaleidscope</l><l>15</l></block><block s="gotoXY"><l>-200</l><l>75</l></block><block s="write"><l>Iteration</l><l>15</l></block><block s="gotoXY"><l>-200</l><l>50</l></block><block s="write"><l>Sequencing</l><l>15</l></block><block s="gotoXY"><l>-200</l><l>25</l></block><block s="write"><l>Selection</l><l>15</l></block><block s="gotoXY"><l>-200</l><l>0</l></block><block s="write"><l>Hope you enjoy</l><l>15</l></block><block s="gotoXY"><l>-200</l><l>-20</l></block><block s="setColor"><color>202,0,48,1</color></block><block s="write"><l>Known Bugs:</l><l>20</l></block><block s="setColor"><color>255,247,243,1</color></block><block s="gotoXY"><l>-200</l><l>-40</l></block><block s="write"><l>Pressing The Flag after the kaleidoscope has started</l><l>12</l></block><block s="gotoXY"><l>-200</l><l>-55</l></block><block s="write"><l>can cause massive lag, and can crash the page</l><l>12</l></block><block s="gotoXY"><l>-200</l><l>-70</l></block><block s="write"><l>or the kaleidoscope will not work properly</l><l>12</l></block><block s="gotoXY"><l>-200</l><l>-85</l></block><block s="write"><l>To avoid this, press the stop button before pressing the flag</l><l>12</l></block><block s="gotoXY"><l>-200</l><l>-100</l></block><block s="setColor"><color>255,53,39,1</color></block><block s="write"><l>If this happens, do NOT press space, it will crash the tab</l><l>12</l></block><block s="setColor"><color>192,0,0,1</color></block><block s="gotoXY"><l>-125</l><l>-125</l></block><block s="write"><l>Press space to continue</l><l>20</l></block><block s="doWaitUntil"><block s="reportKeyPressed"><l><option>space</option></l></block></block><block s="doBroadcast"><l>prep</l><list></list></block></script></block-definition><block-definition s="negative %&apos;value&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportDifference"><block var="value"/><block s="reportProduct"><block var="value"/><l>2</l></block></block></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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D2CTS+ABdyByGcAWwL/AFtOhIp/w0IgH+AHiVBx58rQ1H1mIvlJTJx4rLBhkhzuck0swSRC4YS4HrqGenwayn3C5T98MNJtR6wdnVtRnM0Udqyj7t2BxPn1J7XuAjAUB5/XKYYbkDQtVxkcm6k9o2E4ZrWbecZASNgBIxAQqDhBdgZqcXOI0Euoyyb0aQXAB8EuU+CcKeqaHR3bkMkvwS2rvGWb8XP7j9QsLS4bBo0P4nI+QMFWFWbKeV/B+xWrUdYRFvPbiIbrojtKRSmItFfQR0/D9VTJdNxXj9v23m93flrUPZ2gXLgLmBjYBp+uIkTYO3qmokX3Qhsnp5bTBYWco4E4RfitvSVCZRabgF2TsusBHkeNMQPp8X1rFrGjexCyt7+0t6+RIs556UfnJ63AGKbmoCH0aZDJJN5Lmlr+L7bhWMEjIARMALrhsDYEOBkr/VbwL3AW4DbJcju0U/wSrlPpvu7t6P6W4T3g8xC9YuS6fhGv7JDCHAqQP8CpsSCKcxHdS+QfZO92+JU553GgtfdcjnKhsDbETm3VsjTep4CXgO4+v4NzItFL90DBkqUup4CnQr6FUSWoZwSi7FwkfjZT6f1vABsBPIMcEfcHjqtYg9MXkkpvxToAF2AMh+R/dKwfZ4enUZLLL6nAZulHB4DfOD1QDc0b43vP08pP2zf1820s1qMgBEwAkZgLAlwbfLUY/jh3IGJTFroPBlxnqs4cXHH7gPFMfGoB/eANQl3Xwc8gUQHoN5UKD+LNF2HMgP0SxJ0nF31uocIZWsp9wmU7wDzJcge0uc1l10iVo/zgGMBLub/g9CMyql40VOouLDxmYieI37HjVrMHwr6c1RulEz4rmq7xfx9oDPxixvSHXw0XXhcJUH2sGqZUue5qJxc6b+Wcq4P78HT90hbx68SDjkn+G7v+jaUS0bSd7t0jIARMAJGYO0IjC0BVn6N4DzC45w3KEF291hIkiSnJ4CtAJdd7EKqGwGTRibA+ZMQPX81SPtlTQ8p5MX8TaD7It5+4rffWiOc94JOr4agi51HgfwAaK5pU1G+K5nsCX1Z1vIhCcKf9fPiC4XNJZN5Xqttyd7ih7dV2+rOTSdiMcIvxc++V4udN4Psih9uJCIr+y1E0IWod/VI+r52087ONgJGwAgYgbEhwJU9YG2amohOzgnNnqDHStDxQx0gNrG4JL89ApwhQfb0fuJV8VzhrNq/aSH/GUS/CcTepAs19+37rpgrmQn3D1HP2RJkT+0T2tzXgC+DnC1B+KV0keD2ll9EaSKIPeBeSjknig9B86VIz/aotyHopUCEX5xMMXNcYo9cIUF4VLX+QufOiOyDH55GsevTcRnRC8XvOKmvTNoX5fuSyX48Feq9kehN4k9wnjha6HwPIs7jvw2V342k73bpGAEjYASMwNoRaHgB1lJ+b7ePC+wK+jPK3gWoPk8z/0YpInIiNN0JvU8CS0EvBrYBOTT1LP+M6oWS6bhBi/nDkWgGkbQhfAL0QZBbEQ1oy55GLhfQIm6/tg30SjyuR72dUT083T89RYLsWVrKnwjRVFQ6gKOBe4A7EW2jR86jlY1i7zPZ83Ve+6PAscDkWFyFE2kLvxcLcuKpX4ZGl+N5M9Nw8nL8cAtyuSwt8jQQgv4GkZtR3Rdkn7iesmxBFPXQ4pKy4kSv+Sg3JGH42C4qgpsKsNsbjoBrUQKE/ZMkMg6hV++op+9rN93sbCNgBIyAEagQaHwBTkKsTjiSI0140lLneah81iU5SZDdUou5a4H39Q2tPgAyLRE4fQA/Oy9NenK/DTzUZT1LkP3TIJnJrmwB9Bf42WMSzzUWTiemqx7CieJnv53u316eJju5cp1Ae5p9vBQ/fA2lvEvUqiRGVeoqoBwlmez/uR80zu72bo0Tr/qOJYgeJ37HTXGZOJtarx9QZinifbgSAq+GqpVHEd4cV+USwkQ/LUHHj/vq6ZeV3a/vldC1XT5GwAgYASOw9gQaXoBH0kUtFDZHyluhTU9VHq0Zyfm1ZVMhngDNT0sQPLvG9RRzb0Wj0sDwdSx4pRVbUdKXmbCyh0L7NkivN1i5PiGWTVdnTyLWMgVPXpa20IXfq4eWctejvEOCrPPa3b55Zqi3ca2rvq8pMzvPCBgBIzAeCKxXAjweBmxN+qjFzqPdfnSclIbeCtKFXzzS3sa1JjTtHCNgBIzAuiFgArxuODZ0Lan3+25w759WFwYvU5bZEoaLGtpwM84IGAEjsB4TMAFejwfXumYEjIARMAKNS8AEuHHHxiwzAkbACBiB9ZiACfB6PLjWNSNgBIyAEWhcAibAjTs2ZpkRMAJGwAisxwRMgNfjwbWuGQEjYASMQOMSMAFu3LExy4yAETACRmA9JmACvB4PrnXNCBgBI2AEGpeACXDjjo1ZZgSMgBEwAusxARPg9XhwrWtGwAgYASPQuARMgBt3bMwyI2AEjIARWI8JmACvx4NrXTMCRsAIGIHGJWAC3ABjo/n8DJr1VPctYAmydzaASWaCETACRsAIvMoExoQAq74UsjLYchUWxfISmThxWeV37eqajacTJQh//ypzq6v6eu3RUu4EJ77AbRJk96qrcitkBIyAETACY5pAwwuwqnqU8s8N8uH65IPyQbhJ5UPxWsz9EZiLH04a6lu3/83RqtceLeQORrgaOFOC7Jn/TRutLSNgBIyAERgdAg0vwA6LlnKfQHkbSivCAaC/Acmj+pBkOs6pesCF/K8R3RM/nFAR5cGwVj3qAR70UEOgXV2b0dNTrPW2Y7sqnvkQ9Wid9tQz9HFbxXADgq7lIpNzQ9rqypWykyQInq2nXitjBIyAETACo0NgTAhwVWBzuck08wIe20tb9vHq78XOXRHejcp+wFYoF+NpmUhaUe/H0t7+YCKY2kwp/ztgtypuYRFtPbuJbLhCOzsn0SJ/B3zgeUQ+gerPgcnudIT/FT/7be3u3IZIfgls3Tdseit+dn8RibReewqFqUj0V1A3Dh6qp0qm47zaqaD6ygRKLbcAO9fYvJCyt7+0ty/RYudRIJcARZSnEd4cl1MWE4RzV7cQGZ0pZ60aASNgBIyAIzC2BLi4bBo0PwnsLkH2T30CnLsUOGaIIT1Dguxpqfj+C5gC3IUwH9W9QPZNQtnFqTC5RCn/Y4TpKDPS+jqBh4Bd0xDxV7WU+2S6Z3s7qr9FeD/ILFS/KJmOb2hxeHuSBcErE+huuRxlQ+DtiJwrfvj5ar9UWynllwIdoAtQ5iPxIuNtQJ4enUZT02uR6IpUeBW4BmFrlJkg50gQfsGmuhEwAkbACDQegfVCgGs84ZtBdscvThbZON/PkyzkDkK4DngCiQ5AvalQfhZpui4RW/2SBB1nx8JY7DwS5HLgz/jhbs6rHTh0Wug8GXGetDhv2R27ryKgxc4h7elnW+LZL0Hkgn4C3JecdZUE2cOq/Sx1novKyZX2+uyVD0kQ/kwT4V4B+qgEHXMab9qZRUbACBgBI7CeCvCqSVhayJ+E6PmrGfLTJch+NRbgRPjOxw8nDkzmSpPCnohD3VAAXILYRsCkoQV49UlhWvHsRc7vJ8DF/E2g+yKyt/jhbVUB7s5NJ2Ixwi/Fz743tfdbqO4qmY67UxuXgD5nAmwXuREwAkagMQmMLQGu7AFH3rzKvm4/TzLxON+aZkGv7O8B5z+D6DeB2Jt04V+37xsLbmHFXMlMuL/Pw4yTvi7ED8OBe6g6QPzi85PfHgFcuPv0AR75oPYM6gHD2RJkT62eX0htFr1Q/I6TVvld+b5ksh/XYufRIJdSlh0lDBf1CTBPSZDdpTGnnlllBIyAERjfBMaEAMcCI7jEJx/hY6BXIbwI8oz42e/2CV7qMSrfQXgJ+AAw3XmmrIzOpUX+DbSBXonH9ai3M6qHp484nYJE14IcgzIdZC9EzoeoGZXl+OFZSYJVcUvodfvQS0EvBrYBORRojkPWqhdKpuOGWJgrHuwg9jhPV0v5EyGaikoHcDRwD3Anom30yHmolmmR54FWcHvW3JCEveOyINGbKDd34UVXAHvF/fKzH6GUc4LsbHP714dIkL1jfE9z670RMAJGoPEINLwADwj5DiS4FD/covoccJKdfDfESU2xBiai2HS4ZDLPaVfXTLzoRmDzmooKoL/Azx5Dd/64NLlqYDul2meLtZi7FnhfXyF9AGRaEorWByph3zRbelB7CILnKeVfTDOsV50ZwolxxnVss14P6uqvHEsR78Pit99a8xIP97cIT6cTiXub1iZp4XvMC268C88sMgJGwAg0vACvyRAlwtdSHOpZ2FSIJ0Dz02v6vKwWCpsj5a3QpqecuK/OzuHsqaePqZhPwZOXpS104W47jIARMAJGYAwTWC8FeAyPh5luBIyAETAC44SACfA4GWjrphEwAkbACDQWARPgxhoPs8YIGAEjYATGCQET4HEy0NZNI2AEjIARaCwCJsCNNR5mjREwAkbACIwTAibA42SgrZtGwAgYASPQWARMgBtrPMwaI2AEjIARGCcETIDHyUBbN42AETACRqCxCJgAN9Z4mDVGwAgYASMwTgiYAI+TgbZuGgEjYASMQGMRMAFurPEwa4yAETACRmCcEDABHicDbd00AkbACBiBxiJgAtxY42HWGAEjYASMwDghYAI8RgZa8/kZNOup7nOJEmTd5wbtMAJGwAgYgTFMYEwJsBY7jwHZFOUfQA8iKyQIfz+G+ddtes13f2+TILtX3SdaQSNgBIyAEWhIAmNCgLWraxae/hG0vR9F5WHJZHdoSLLr2Cgt5A5GuBo4U4Lsmeu4eqvOCBgBI2AE/ssExoYAF/P3gs4DuRy//XhK+R8Dh4EukKBjbi0z1ZdCVgZbUiwvkYkTl72aPOttKy5Xyk6SIHh2MHvSel5Da/iEiERrY/Nwba1N3XauETACRsAIrDsCDS/AqtpMKb8EKEqQ3dJ1XVW9+Dfl/1U84LTc74DdqniERbT17Cay4YrkvFcmUGq5FtgZ8EDvRL0I0f1AfwPiyh0MPIMfbkcp/xXgS0m4W78rfsdn0vadTUO2pcXOo0AucTajPI3w5tgmZTFBOFdEVtbYc0tqj/tpJcjzoCF+OE1EClooTEWiv4K6sfJQPVUyHedV+lhvW3F7xfxloO8DfOAukNeBbgb6Bwk69l1308pqMgJGwAgYgeEIjAUBdmL7HLApoucT6XWs1L8779YJsfMYU/H9FzAlFhZhPqp7geyLspygOBUmr0yFfBLwAspShO1TQJ3AuaBLQc6KBcoPN6GY2wvhWJA9EB4TPzuzrrYK7dsg0RWp8CpwDcLWKDNBzpEg/EJazwvARiDPAHcAbwedVrFZZON8vGjobrkcZcP47yLnih9+virAXV2zh2srEd/cX4CdgP+APgMyA2gCOlE5QzLh+cNNFvu7ETACRsAIrDsCDS/AsXh0dx5IJPOBlmrXnbB6fFH87A+0kDsI4TrgCSQ6APWmQvlZpOk6lBmgX0JlCsIJLowtQXh0XG+8txzdAzwgQXaX+LdS7nqUffDDSc4DTcXrRdB/S9Axu562JOg4W4udR8Yhc+RDEoQ/U9VWSvkVoI9K0DFHi/lDQX+Oyo2SCd/V59Hm7wOdiV/c0Alw9fdcbjLNLEHkgloBTuwbrq3iltDrEtcWVPsZe9Zl99uDld/W3bSymoyAETACRmA4AmNEgHPbSlv2cS117YOWZ6IyF2H/ODTsFydTzBwbe8dDH6cDTmD3RLz9xG93Yd++UHYqrqmY3Qyye0WAq+Fu9LlYOAv5k4ZrS4LsV9Os5W+huqtkOu5epZ5S7gT3SFFFoGtN10Jhc8lknu/3W3HZNGh+EpHzVxHgpK6h2+rObUvEw8DXJMg6FoP2fbjJYn83AkbACBiBdUeg4QVYK8ID10qQPbTPU8w5z9WFVHdDZQ6i3wSukiB7mAvbVvd9CyvmSmbC/VrKOW/4IFS/IJmOc1IR8inll1W80kEFOPE8nRjG3qMW8p8Zrq20nqNBLqUsO0oYLuoTYJ7qX49cIUF4VD6scp0AACAASURBVLVfhc6dEXEe+Gm1CVla8YDhbAmyp/YX587Vt1WMPeAngWfxizPi0Ha8mIl+BbrYLSzW3ZSymoyAETACRqAeAmNFgP8ONMfCJ96VKLujnOX8OPziFHJ+Gy3yb6AN9Eo8rke9nVE9HNgMOAWPXxKxKN33vD3Zd9UPApnabOqqUMPtqNyC6KeBzeN9WaK96JWnhm0r8n6EF10B7BXb42c/QinnRPLieM8VDqFHH6ZFngbCOAFM5GZU9wXZB4goyxYShi9qKX8iRFNR6QBc6NwtPO5EtI0eOQ/Pax6uLQmyd2gx5x5h+kCcCqasQJiYTpB7LARdz6ViZYyAETAC65bAGBDgqvfWPKDrBZSjJJP9v9jj7OqaiRfdGItl31EA/QV+9hiXeayl/N6oXp6Ksiv1GNAKuqLiBWpn5yRa5HFg47Qalyi1QZyYpXKTZMIDhmuL7vxxSXg5PiI8nU4k7u1Vm9SKnnZ3bkPk3RonXvUdSxA9TvyOm1Kv+UVg8qDDLpyYCuqwbcWMYjHXj6CuL/we4cOgfzMPeN1eVFabETACRqAeAg0vwLFwFPIfxCsvQKSZsmyP8LIE2dsH62AqjhOg+emhn7vVTDXBqpD7FaKbDRQhddnFnrd0qDpqRH+1bdUzCIkQy6ars7meekZSRlVd+H05wl9ddvdIzrWyRsAIGAEjsPYExoQAr303+9eQeJa5n6DeBERnA+2g33DZy+u6rUaqT0ud56Lisq9fSB9DclGFMyTIntZIdpotRsAIGIHxQGB8CnCSlOT2lVvjTGq3vwx3S5DddX0edC3mfggcCbhxX4rIjwdmVK/P/be+GQEjYAQaicC4FOBGGgCzxQgYASNgBMYnARPg8Tnu1msjYASMgBEYZQImwKM8ANa8ETACRsAIjE8CJsDjc9yt10bACBgBIzDKBEyAR3kArHkjYASMgBEYnwRMgMfnuFuvjYARMAJGYJQJmACP8gBY80bACBgBIzA+CZgAj89xt14bASNgBIzAKBMwAR7lAbDmjYARMAJGYHwSMAEen+NuvTYCRsAIGIFRJmACPMoDYM0bASNgBIzA+CRgAtwA4675/Aya9VT3CUMJsu6zhXYYASNgBIzAek5gTAmwFjuPAdkU5R/xRxREVkgQ/r7eMdJS7oSa7/S6006XIPvVes8fabnkk4Y6cTgba+y6TYLsXiNtx8obASNgBIzA2CMwJgRYu7pm4ekfQdv7IVYelkx2h3qxJ/VEx4EGIIchct6r+TUgLeb+CMzFDydVvj88mK1ayB2McDVwpgTZM+vtj5UzAkbACBiBsUtgbAhwMX8v6DyQy/Hbj6eU/zFwGOgCCTrm1uJXfSlkZbAlxfISmThx2aCCl8tNppkliFwwlADXVU/S1mtoDZ8QkWhgW1rI/xrRPfHDCSKycm2mSWxPMdyAoGu5yOTcUHXF5UrZSRIEz65Ne3auETACRsAIvLoEGl6AVbWZUn4JUJQgu6XDoape/Jvy/yoecFrud8BuVWTCItp6dhPZcEU/kS4umwbNTyJy/kABrqce1VcmUGq5Bdg5rXclyPOgIX44jVJuFsK7UdkP2ArlYjwtE0kr6v1Y2tsfjPtRKExFor+CunHwUD1VMh3n9V9QrNKW+5rvQsre/tLevkSLnUeBXOL4oDyN8Ob4fGUxQTh3bYX/1Z1+VrsRMAJGYPwSGAsC7MT2OWBTRM8n0utYqX933q0TYud5pqL5L2AKcBfCfFT3AtkXZTlBcarIxvnKMOsQAlxPPTC5RCn/ArARyDPAHcDbQadV2qIUXAAcM8S0OkOC7GnJQuKVCXS3XI6yYVyHyLm1CwJVbaWUXwp0OG8fZT4Si/rbgDw9Oo2mptci0RWp8CpwDcLWKDNBzpEg/ML4nd7WcyNgBIxA4xJoeAGOhaq780AimQ+0VFE6YfX4ovjZH2ghdxDCdcATSHQA6k2F8rNI03UoM0C/JEHH2cMKcB31gPcs6M9RuVEy4bv66szfBzoTv7hhRey12HkzyO74xcm1C4CB00GHCInXJGddJUH2sGpbpc5zUTm5Itha7DwyDs8jH5Ig/Fkq3CtAH5WgY07jTj+zzAgYASMwfgmMEQHObStt2ce11LUPWp6JylyE/eNMaL84mWLm2Ng7Hvrol+08pAdcyJ80XD0IrySZ1InY9QsXFwqbSybzfJ8oVwR4mCSsoTzyYv4m0H0R2Vv88LZqvd256UQsRvil+Nn3pkL9LVR3lUzH3dUQPfqcCfD4vbit50bACDQ2gYYX4KpYwrUSZA/tE7fcPcBO8Z6vyhxEvwnEnqIL7Vb2fbWwYq5kJtzfTygrHiecJUH29GqdhfxnhqtHq2XkCgnCo/rO7dwZkX3ww9MqCVmpB/zWNAt6yCSsqgcMZ0uQPXUVe0QvFL/jpFV+V74vmezHtdh5NMillGVHCcNFfQLMUxJkd2nsKWjWGQEjYATGJ4GxIsB/B5pjcRTvSpTdUc5yu6j4xSnk/DZa5N9AG+iVeFyPejujejiwGXCKBNmztJg/HIlmEEkbwidAHwS5FdGAtuxp5HLBcPXQoz+gRZ4GQtDfIHIzqvuC7ANElGULCcMX3XTSigerfAfhJeADwPRq6LiUPxGiqah0AEcDblFxJ6Jt9Mh5qJZpccldtILb1+YGJE4yc2VBojdRbu7Ci64A9or77mc/QinnBPlioBM4RIKs26e2wwgYASNgBBqIwBgQ4OKW0PtkLMD9jwLKUZLJ/l8sdl1dM/GiG4HNa4oVQH+Bn3UJUb2Uup6Kk6VWPVzy0m4SZP80XD0uq1i7O7ch8m4dUNcSRI8Tv+Omqqcal5O7IU6yis0E/ow2HU4QPE8p74R68qDzQThR/Oy3E3v0+gFtLUW8D4vffuuAl4tEeDqdSNzbtDZJ673HvOAGuuLMFCNgBIxASqDhBThWrUL+g3jlBYg0U5btEV6WIHv7YKOYCugEaH56bZ6FraeeRIhl0+HaSsq1FNfKnqStKXjysrSFj9gMNgJGwAgYgbFNYEwI8NhGbNYbASNgBIyAEViVgAmwzQojYASMgBEwAqNAwAR4FKBbk0bACBgBI2AETIBtDhgBI2AEjIARGAUCJsCjAN2aNAJGwAgYASNgAmxzwAgYASNgBIzAKBAwAR4F6NakETACRsAIGAETYJsDRsAIGAEjYARGgYAJ8ChAtyaNgBEwAkbACJgA2xwwAkbACBgBIzAKBEyARwG6NWkEjIARMAJGwATY5oARMAJGwAgYgVEgYAI8CtCtSSNgBIyAETACJsA2B9aYgJY6twb5OsrFEmTdJxDtMAJGwAgYgToJjAkBjj/nhzS5LxNKW/ZxLRSm0lR2H7FXWsMnRCSqs79WbB0S0EL+M4h+E+Ei8bOfXodVW1VGwAgYgfWeQMMLsBbyn0X0vHQkFOTDoD8CnCBjN//Rm6Pxd5pFf4LqlyXTURmj0TPIWjYCRsAIjCECjS/ALsypcjeQBb2aXvkczXwVOCIWYY3eJpkJ91WYq74UUgw3IOhaLjI5t6ZjEdezMtiSYnmJTJy4bE3rqee8dWVz3W3V0a/YplJ2kgTBs/XUO1iZ/2a/1tRGO88IGAEjMFoEGl6AHRgt5a5H2Qc/bK+Em7WYexF4SoLsLnEZfWUCpZZbgJ2rMIWFlL39pb19iRZzVwMHgzwPugDYO/WiH0abDpFM5rmkHm2mlP8dsFtNPYto69lNZMMV9QyUFnN/BnZEWYnQhR++jlL+J8C7gAj0Lgk69qnfZp7BD7ejlP8K8CWgB9Hvit/xmXrsqadfWuw8CuQSoIjyNMKb47qVxQThXBFZGf9vUu6HsQ0u/kD8+0v47duJSKHOsaiLT719s3JGwAgYgbFIYGwIcDF/E+g7EO8gKDehXhH0OtC/S9AxR1VbKeWXAh2xuCrzEdkPeBuQp0en0RKL72nAZulAPQb4wOuBbmjeGt9/nlL+X8AU4C6E+ajuBbIvynKC4lSRjfPDDbQWOj+PyJlACyo3SiZ8lxY7j00FToGv4Ydfq9Pms2I7/XATirm9EFw9eyA8Jn525nC21IjvavtFoX0bJLoiFV5n4zUIW6PMBDlHgvALcV2Fzl0QOR20F5EuIpwtzfjFKY5NXWPRzNHD8ZEge2o9fbMyRsAIGIGxSmAsCbAT1AGHLpCgY66WciegfBu4SoLsYZVCWuo8F5WTETlX/PDzWspdh/IePH2PtHX8KvHocqcATixvQ7kE4TrgCSQ6APWmQvlZpMmdNwP0SxJ0nF3PYPfVK1dIEB6lpfzeqN6CcL342feOwOaK9z+p6mHG3r/+W4KO2XXZUsgdVE+/tNh5JMjlIB+SIPxZKqYrQB91C53B2qqJTsT21d2vKvfB+dTTLytjBIyAERjLBMaSAO+B6IwYdtRcgPLDiD4Ze8CJh7wvInuLH95WFeDu3HQiFiP8Mha9YufNILvihxv1hVSXTYPmJ0EXot7ViJ6/mgE9XYKs238e9khD2c7r3Jge3YQWuSf2tnt0E+no+M8Ibd4dP0wETtWjlF8C+txQorjKMqWQP6mefqXi+S1Ud5VMx931tJUy7bOv3rFIQv1D8hkWsBUwAkbACIxxAmNDgPv2gCc44ewThmQPuO9xGL1Q/I6TqgJceUxG+b5ksh9PRW9vJHqT+BP+EXvAhc73IOK83ttQ+V38WE3qSbs92sq+rxZWzJXMhPtHMt7pfullwH+AScAlEmSPT9qtPMIznM3xoqFP4HK5yTTzPLCgsv89nE3VtobplxY7jwa5lLLsKGG4aCDnQT3gZFHTZ1+d/UqiD/F+8qB8huuT/d0IGAEjMNYJNLwAa6GwOVL+C7AJyAX06oU0czzI55yM4elb6WYpLS65ilZw+7bcgMRJVEfHA5QKbirALpTtnhu+FiVA2B/wUA6hV++gRf4NtIFeicf1qLczqoene8enSJB1e7J1HamAPQxMj/ei/Z4tqoLe2TmpLpuTsPlBwO2o3IKoe95283hPmmivehYFmrS12n4ReT/Ci64A9or77mc/QinnBPlioBM4RILsHat41wMFuM5+xQKcePOD8qkLsBUyAkbACIxhAo0vwH37u/E9G+Rw0B/HCU6xuKb7u11dM/H0etBpNeOxFPE+LH77rYnHlYaqlUdrsnyXO1GToMPVicb1RDfGItd3FEB/gZ89phK6rnfMtZhzmcXHIv093b62hrE5EbTH41B2crwAbBAnZqncJJnwgHpsGa5fdOePS/fRXXURnk4nEvd2q03S+u8ZzONOme5RCZHX26+KzavjU0+/rIwRMAJGYKwSaHgBHinY+K1ZkUzBk5elLXyk9vw0YegdEmTdW7ScB5apJDYNbCcVrAnQ/PSaPgub7gO78LN7FGnaUOK9OpurQtXVNRvPW7qmttTU4xYYa9Wval2JB/so8Fr84uSBGeLD9atePiOdA1beCBgBIzAWCKx3AjwU9HR/02UwTwK9FaQLv3hkPY8VjXQgkzdERUeAtyHoXOBl4H3rw/uStbvzQCKXKR3va2+aPPrFoN7xkGOxHvMZ6Vyx8kbACIxfAuNHgJNErneDe1mEtgNlyjLbJRut6+FPH3dy+7buedoiEIB+ud5HmNa1PeuyvjhpDfkRQgalC+G3+OERIwnNr8981iVrq8sIGIH1m8C4EeD1exitd0bACBgBIzDWCJgAj7URM3uNgBEwAkZgvSBgArxeDKN1wggYASNgBMYaARPgsTZiZq8RMAJGwAisFwTGhADfw/QN+9PuKO7MX4p/5s0bNBHFfSjj6f/wyHJJEp/G1VHLYTBO4wqGddYIGAEjMEYINLwA388M93GFn9XyVLgP5DhB+2UwK9Fb5/Gw+9TduDnuZ4fpIO5Z3CEOfVDxjp/HwgfGDRTrqBEwAkZgDBAYCwI8Q+AChbcnPOXP7jneXnouaabFPYuaHvLnMnrEW1j0zBjgvs5MvJftt/Di7/OK+76xO+5On9F1/+2+P5xQI9pmDg//bZ01bBUZASNgBIzAWhFoeAF2vXPvn1zAzKshOrAFmTKTRcvvZ8bOoH8A8UEPnsvi613ZO9ituZ3l7t3NExSWC+U/K01HCO7d0NoryMVzWBR/inDgsYAd5ipyBLA14D4u/6KHXjmbxXe5si7U24r3UfDcx+jjYyW9P9uVR5albfvtrPioQnMierR203tFG00Hrok99Y7sYHz67Fl+jRNigc/NYdF5DzBrSkQ5/mSjwD9ms+jXLmx/HzvsL3iv0xi3/mcui64eGM6/nzmbKj3u3dkbCizzaPptmWgDD32nO6kZmb8jC5+ttB2y7FBFquUV3Kstt1DomsuiMyR5J3e/w/XlQWZt3UvkzWPhE4OVqZeLlTMCRsAINDKBMSPA9zPjWkH3z9AzuUDbLFB3M0fRA+ax+KYK5LvYOttK4D4eMOShyMfmsfAHlQIPMKslovyd+J3NgxwCN+eZ+N6Azuke0YBQrrxtLgv/5E67l5nbeuhj/avw9oEofhf1UMdAe0Y6YZxoVfgobVvM4/5qZGABOxypyTd+T5vLwjPuY+ZRgrovELnj78+w1bbb8lhTgVYXOZiS/KylgfXczw4HQfzVqNX0g6/PY9GX72A3P8PyRwTeMEThBc+w1VsOYX659u99/eC96e8Lupi489u5s3ekTKy8ETACRqDRCYwZAa54wAIna/KFHvcJo10r3mkFdMWDKlO+MREAJybywV6ie1poOh7Ufc93hUfTZrN50Hm53M/MM0FPSes4NqLtml6WaxuZ/RW9KpYk5JImvBPKRMcL+m0nXkL0rtk8/PcFzNmkl5VNO7P4+QeY9foy5Z8LzHOCPodFlz/IrDeOxJ6RTppaD9ijeWaRlf/PJae10Po/SnSNixIouvc8Fv/WRQgyvPIWQW4Due8ZttrDCeFfmDGtCSaSiPP0ZrzX7MjCpc6We9lxe49ocWKXXKOUL/Vo2lyJLk0jECVB3iU03e2Y3sfMHdz+vFu4NMPhLmLxALM2UsrnK7gIw6ACfA9vCZopPlW7EKi1Y6RcrLwRMAJGoJEJjDEB1vfXwhTkvXNYuIpX1idI+n6B/5nDIrcv6mKr3v3M+JugW1Ru7KnH/JwLEUP0rrk87L6EVD2SULfbV9WSR/PrgJ6I3udAHnFe3GY8nGkleBK0w9U5k4UvL2DGzQq7NtG0xWweXDESe9ZkstTWP8T5vS0w2Qmh+/ujbNuaerzOA44FOOVTDfVXPOD+detX5rL4a5U20nD2X0HbKlsDAwT7Jy3wv2WaumbzYE9S1w5fBpkwh0WfHxherrEr9sQV8hWGa8LFzjECRsAINDKBsSjALhx5SyXBKEJ334nF/b5TW+sR1oZSB/u9xrsbMizqBBXYx2VZz+Xhu9L/37MXnebRtGlfWNrbp5ue+9rwloD8fg6LDnQiMxJ71mSyDBD4syLk/7l6PKJtFTk+FbMn21k5fTseX/kAszIR5SfTEPSwAlwJbw/mjd7PzI9BdEEt5/vZbio0/2uQvvxL0F8Jzd+azYPO013lSLO6P65IE3CZZW+vyYywc4yAERgLBMaiAO8yl0X33M8Oh4Nc6cLJEW2v2Yn7qvu+IxG8igAL3PE0W+052L5kEv523rTuOIfFCyuPRgm8O0JfL8j56WB/M0Jv8ZDbFQ6bx6I0fN2XRDbcgmBNJk2lv4ru187KKdvxeL5Sz0JmTOwB9z3hKR7RrNk8/NC6FOAFzPhfRc8eZM/YPR7lvoW8yyB96oXy1nN55J9r0l87xwgYASOwPhAYUwLsBKYVprpQav/QqHxtLgu/UhmQkQhwn7eWhJhn86D74H31SAXMPb6zsUd5+9k88kiNh+dC05MUFgi0gPwP8BDoO6H8xrk86kLb/bK4X00BdlniA4WwlpMS7TGPh28fSoD7QsC6wRAh6PPnsPjkSnb0fWz/WkGcuFPb7r3M2MqD7ymtHyiQWdHG0vj7y220bRgRXeoeKRvqme0kG1vcHnuTIl+Zx8Kfrg8XmvXBCBgBIzCQwBgS4Bm/Bn1HbRg0EQDPeVH9PKrarODa8oP9ngjUDPfyjl1AH2zG26eSfPQo24ZFWq9TeKd7ttajaUq6l+ktYMZvgXc4oIknjAjckAL+48C91cHCuEPZOdJpOlQ9Lhs5ZPleCr9M7EyeBU73veN9a2D2XBY/ltQx85NJgpmWarndz4wZwMLUrrsFuUhhS9BvJr/1z5quZF5Xssffzp2lvoXIjB8BHx5s62CwJKyBC4qRsrHyRsAIGIFGJdDwAnw/M/cA/X1/gHLNM7zhMBcuvp8Z5wGfTQRGT8izwWUDHoHp9Yjm+fQ+2kXrYzWPxvQKusscFt+/gO23Vrwnatr4dfrf1RdZAHPnsmhBpUyy96nfc+Lv0bRNRPfKyr5n5ZlbV3aQR3KGtWckk6XPC3XPQ1ePf6f/tUXlF4GfzmbRR/v2pJN97fTv7jEpl2w2oaYOx2euC7m73+5nh/eD/N9gtrlkKWidVnn8qe/Rp7h0ryI/cM8cK3pokh2updoIQaVOy4IeychbWSNgBMY6gYYX4AXM2FfBiUX1cJ7V02x1oBNg93hLRNk9e7uxIp8q41/WTNGJ6WsqJ3hEO/n0LizQ+o/a3wWd5wTYlUsyeqML3V7vwLaEphMHJg3dxw5vFMSFpmPPeBYPusXA35zAV0LVrp5UVEZsT70Tq8aOoU5ZKOh3nuaNP6nd376X7TbxaJkPumsN2c8Kul/61rFeIZo5h4err7l0L+IQeveMkseVOptouk3pPVXhI7WeauUxJMCF89Nni6ut/EuRD8xj4V8GGpyGy08BPSP923fnsOhT9jKOemeDlTMCRmAsEWh4Af5vw3R7vopkXLslVpZ25rFXhrIh8ZyjQmWv14l4DzpxJx5yb3AaEx+FeIiZk13/VjAhVwkV18s8fazrHkF3GBjqf5BZm87iwRfn8z5vCx6fAM2Bj7eyEt5fXRsuauD+PlJ76rXbyhkBI2AEGoGACXAjjMIYseE+5k5SejePKP+nleYmpfezipzg9LuNaPMdeLhrjHTFzDQCRsAIjDoBE+BRH4KxYUCarOaet37bQIsFOXQOC68eGz0xK42AETACjUHABLgxxmFMWJG+D/oLxB+bkLygfynj/XwnHnp4THTAjDQCRsAINBABE+AGGgwzxQgYASNgBMYPARPg8TPW1lMjYASMgBFoIAImwA00GGaKETACRsAIjB8CJsDjZ6ytp0bACBgBI9BABEyAG2gwzBQjYASMgBEYPwRMgMfPWFtPjYARMAJGoIEImAA30GCYKUbACBgBIzB+CJgAr+FYq6pHKX8qkXejtLc/uIbV2GlGYMwT0FLXPkQ6XTJh+nWsMd8l64AR+K8QaHgB1q6uWTRFc1EtxkRUSgTh9SKy8r9CaIhGtLhsGjQ/jfIdyWTd6xhftUMLnbvgyfZVBq4lkQDtvRWavw58EOQbEoRfXBdGJIuLrkMhal6lPj97FblclhZ5Pv7Er7KcINxcRArrou21qUOLnUeBfJ/428woqrtKpuNuVW2mlPscfvYbIhKtTRv1npvO253Ez3639hwt5q56dcYr/1fgjSBnSxB+qW47k4Wk+1jIVrXM6j0/viSLuduA3fGLE0U2zg88Nx2Xyxpproykf0OV1WL+UNCfu2+uSJDdZV3UuS7q0ELnyWjTz6W9fcm6qC8e4+Q+vMp8rrf+9J7yFOg0RM4VP/x8veeuz+UaX4CLOfeKww+kg9CT3lzd53c/JEHobmajcsQTqjt3HpFeI5kJ8ReVXo0j9bRfBNxHEyr9r/z7avzwI5Tyy4FvSpA9dV3YoMXiltD7d6A1vilDsviBANhNguyftLtzG8qyA8Kl+MXNB7vxrgtbRlKHFnOO09+g/FG0aQ5BeINbqGkutzHNvIjHdtKWfXwkda5pWS3lPobyLfwwrF0sqmrruh6v+AYZz8e8+1zmn8TPfnokdmtX12Y060ZE6r6L/W4Jsu6Vo3Uf2t15IJHMwQ9PHWqBo8XcW4EbG2Wu1N25YQpqKfcQqmUJOuasqzrXpp70frECuEiC7FfWpq7ac4eazyOtX4u5exDuG+kcHWk7Y6V8wwtwfHMp5T6BcqG7mbnvy1LK/xWlmyCcQSnvPgm4JaIXE8meCG/GfZ+2R6eR7e2l1OK+7esufncsRaMDJDPhvlhAInEr96mpyDihOUOC7FfTSfwnoLKqdd72XRJk94jtKeQuRvgEsBzhVPGz30l+73wPIteC/BvUfVt3A9AF+NndKh6iFnPXuJuc+4wh4LzG11baHWzSxLYU8/9B+A5+8RyKwXME4SaU8q5fW+KH0ynlnfA4z24S0ARyhQTh0alNuyDez+KVpzuEh2grvm04wUxFawnatCX0bIEny1F5APHeL377LXHdcRSg5VH8wqa19Wmp8zxUPhO35gRc9ALxO+JvNuvy5RvQ5t0GsiPwFJDFfd5QdQ/JdNwz1IWjnZ2TaBG30HldUkaeQb23SibznBY73ScVrwRx3z92i5GXY75++Ha688ei7A/sBTiBeRGkE7/9WCcWcXRhCD5azLnvHx8C+luch68clHiJcphkwiHffa2lzvNRN+dkFsKviBBE75Og4+yaBdU6Ha9kPHJOOO9K5rOcBJoBPV6Cjku1mPtD7KUm7LqQ6IPid9xY4V1j1/trBXi1fJIxcQs1H+EJ2sK39FtslDovQOVjgJfaNQe/uBlMLlDq+iHoh5P5SgGVr0gmvCC9vr6D8PF0/rhrJI8fvtZdQ9rVNRMvcnZvni5Iu0H/LEHHvqqvTKDU4uam+7a1O5wHeBh+eC+l/DNAGXgEeAdKHuE8CbJnpW1+D+H4tM2VqHyxYs/qbuZazN8Eumf88TToALkPv3332NbVzdkk8jDkPWa1bRZyg/KhmJuJJ59F2Q/4F/Ag6qJU3sedNzzMNeSiRz8EnkT016j8b3ovuRyJVgw1n5N513kMyEWAyIM1RAAAIABJREFU+4qcu49eJUH28PhvyX32l8DWgPscbAZhvglweiWubqAb5W9ayH8G0bMHCHBJMtkdtJB7L8JpwHbAEyA3gL4Vv7g33cGfUKajHEGTLiZyf+MN9OimtMjVKHMIilMpBnshXIXwPTcxtJQ7AeUiRPZG9HkifoOyzLVXnVRlbz9Ez0L02+J3fC7+PbmorgQOBS5LbwCnorxXMtnr+oRbr0Qki/Ke+EKJvLcMFS6qEeCLofeKRPDaN6aUvwGVlQTtB1LKPwdsgsrnEH1nfIPxeybBBsXU21pK5B1EkysTXQ/8U4Lstqu/scQhdnfB3AvMQbkE+Atlbpds9qWEQ246kbvhDBDgYu5rCNsS6fngbGIf/HBifFMq5tz3hbdC9Fsge6DsCPob/Ox+qwsPpzePG1G3wNEXEK5E9CLHXkudW6PiviF8EMpjCH9D+Q9B+Em6c+eicki60HI3JefNJ+LsjiR6MCifRHzirz25b0S70OqFMVv48lBeYjIHcjeDzHTfqI5vaLEAyZ8lCD+azpF1Pl6pAN+e3uRc37YEuYCe6Jtks8so5t24PwM6H5GrXDi4Mp/TudtMKe8EqyrANd76kPNHi/kPIfpulH3xi5MrCzEt5L6N4K6jX+Hpk6icGIuUHy8evwW4BeJlqF6ByNnxRz6U9yG9D0CzY/Y1/J4LKbW4BevbXN0weWU8XspKkK+CbolwIsIi8bMztZhzi/HXo3IyXvQPVH4AbEqPbkKrHBZf0y6KVDv33Pkaj9OXED2fUvR1/KZLUQ5Or1vHbcgjFeB9Ub6Pp12ofBbx9neL1NXP2dXfY4ZqMN36GpxPMXgnwrmAW2y7L5MlIWiP90pb9rHV27PiDah3BHBKfI7yXcRtabgFne485HyOF7/yR+A2evkQzfEi5gznBOC3f4JS/pV4vMRdO7o/yGyQcyQI3Tvlx/0xVjxgdyF/G+hMPSY3Q46VoMOJnFv5/xZ0w9owkKr68eAnK+y741V6smp2Hu8eiO4TX6jOk3I3dOdZw+kSZG9PPKp4Ur0IuiT2mNDfOQ+mMmOqwujpDysCHNuSeOtflCC7RbUM/JQg/HTiycoNEoRHpnbflto9u56ZOJjg9Ql0Um/NBbo7IhlUbwXcDd+Jj+ujC5W14hc3WJ0XnNbjBDhZpSuXSCbrbqLVY0gBLuUuRDmqb6xiD2YTSss3jm+u4r0rvkElC5YViH6/luFgLNKQ97VphCMt0v9C1kJuGcLFA0Pxqi+FlILleGxfG4LWUn7v4fik4/kN/OKU4aIG/dgk+9HfwQ8nDAhBpxGNdTteyXyKvTHn/ZTpZbPqQsntgRe7rkd03/R6cMX/IkG24im6xeOqAlwHn5o57yJUySKrL2rzeGVvVIudR4J8F3/lJpRa3TbAs9W/JfMgB9yPH+6VLooU5SkkjmYswQ+PoJT7aOqlxdsgSdudboH1Gmj+PPS6+fp1CbKnx3+LF4jO49UvQ/nqVNh3r55bzD+NaifiPi7Cm5IIiWZQaUHYwd1zBs75gXMzuffwegmyb+i7J/DjeCGfbNMMOmfruccMeh30bWGswqeygB3yOliNPcn8iRfdf0dkf/FDFx3su9aHms/F3KXAMQgLUe0FcfeYneKtIOF78TaMp9tKW8cT6fW+BNGfDne913M/XB/KjBUBdqL2rWRlqz2s1Kulo8OFcOMjDr2JLugnhMk+prsgnfj8BXGhGC2hsoIyZ9DMNuDCyDIN1SD22JTHYq86CZNeFIc0lY2QOEzc0m+FX7nJDBTgQv6zeHpYvCKvKUNb9guxhyHcLX724NTuO1E2qPVEVjep+kK+7RtXQ9oD7OgvwGyPcjFwJ+C8VgHJgb6IH35ltR5ncjE+Cc2vh97XIdKy6kVZCUHX2FPIHYRwHcr3aJIfUI72Q+Q0/HASpdJk6H0S5EgJwivTCzKH6HdXd0HWJHC4pK9P0sQTRPwO0Z/3iz64Bc6A8ai5sTxJ5M2rzVjXUu6Tw/HRZDwPFT/rQuZ1H2kU5VzX79oEtYELt3U1Xul8cmLwBsCF4h+oEb+fgPMA5WSk5wZo+h4iU9wcrV5DiQi6rYw+D7gOPjUC/M1KX2uE6PbqXE+2Z66KF2LF/LOx1xpk4yhEzb7lPfjhPnTnz0fVRTU2R2LvdBPE2w+iN8T3gcibM/DJg1RsFzsPVDKh83QrgvJPRD6N9vwqjuh4+mYnBqndDxHRhLARuH9cZEA3QFy0Q0oQ/USCDrdtMeQRC7CyaXzfWOV673JJR4PO2XruMUMIsNvrH5SP+O23DukYJImVQ9pT5aXNCwdLqhxyPpdyN6AcCMxHaEVdnopzWKL7UK8D0XP6LQbdokei+SbAyeg2vADH3ku3fwYqn0KjnQk6HqgVjvjCU65E3U3Zu4DmqBiHW/omXBORt1O8B1Lo/ALiHYfHgUTqPOpt8Xu2EtlwhRZyDyNMww83otj1KUS/gcg+4oe/q+5plmVHCcNF2tU1G+ltQtxeJrcQeefjrXxZgg2e0WR/5p344XZptrBbANwgQfawdLV+crLSljbQufVmUGppxVZE3o4IVwD70V1eLBMnLkvDhCtAr5Gg4yOpV3cLyIfpiW6hRV4A/YML8cKyLKXWC1GdRRDv1w2ZuayF3MFurwbhU2jzjRIEz9beELSwYh5406r2uD1oP7yL7rxbLF2E6HuIcB7/T+LIg8cs531qMX9v3G+3N+q2AOKoxOozd2v2J/9Bj76LFu+zoF8A+RF++9HJXu6KuYjnFhq/rJ0H8Y2l4gm5cGPZ+wuenu7yOunRj6+ODytzr6EsJyDsiSfvpVwOXP5APSocC7ebQ6oumrI5ol9AvasJ2i+Ovf51PV66NEu3/0eUG9HoZsRznH9LrxxBs/4YlZ1RbzqevgPUeS3/xA9nV/dVpbc1ns/CKSiL6S4/gud5q+VTKEzk/7d3HeBxFdf6P3dX0q60K2NKsMGAKbaMCaHYsmlu9BYChNBLQh4lCQECBEJPAoQQICShQ8gjgYQHpFECBALY1GDJoYNlTO8tgHelXUm797zvzJ27ulrde7fItsrOfB8foL33zpl/zsyZOXPm/JST+IAD1fhUZ6t2l4xRZDufAHi6Y/T5aQA3qxgFi7eAbV0C8G4gHIeGxLWOQcGJIDoRxP9ydq0qqv8MvVN8BOAzkKPfIop31Fi37P1gWxIEeA0Y7yKemKZd6ADbeyKe70C2Ts4eZ4PsKWC7Vx+pvKGOFZjFaByrXKVgCS7cX1zpFGu+Wx9rnSfucWpsvjjUAKsgLDQjlpjqGe93IJY4RC9ofHUWmc6TwuaYoDr7dvUD8SnEGKiFKB6CHTkeyJ8JC1ujITEL2fRr6ojCZwyhq2scyJ5VPJ77dtUB+izeCWIJhr2A4smz9Bn9ZSB8BuZfOp5EbkfeOhoWHw3Cd2Tcul7AcsbSaH5m+BvgPrea7ge+j+LNuzkr2M7dwLYKCPKUzxBLjFPRr07Axr8ArOq+rIyfs8r+I1gFQxU2AWA+TQacjvi7qt9XGXdQY3Jvj2u26IoOt4PpQrX7c9Y2N4K4uS9wR1+JcQz0fjpQaBVxf5eKoPScG67lkel+iid36bvWApadASxbgrPkOcft250+UgWwKQ5fVSSC+kaKJ48OHOTO7le8B+476lt9gWSF6xdFn+CjEUv+Htm0uLvXdH7kN3VwVEbJA/Qgm7oLIFl8vKjcVUSXlbqWwJmUBMu412skKO5jbbwvAvMzIBQHRX2EWGId1/3LmZTsZLbTAvfIOaBzfqx2wQPwQSxxPLLpz/TRhdtOG3maJouwUpOCPm+T9jk4yHUtiw8H00HONaTl11/OWEg9DcbmAH6CWOLnHtnfB1lHg22Jf5D+lCAZOUOcpCbGHO2ujJoT8d5XCH+hWHK/IHxEfzwub++b6voXcliMOhLDK0c+3iL9sj6yqQXOeWCh3IZY4iBks+toz5VcJXPLUsQSmzkxBEr3btS3IeR30YMD1dGRE/Ajrmm5MSDFBvhsijf/TBsukUd0c0Otm/cilpQAPTm3f7JInldgWwdTU1N7UF97riHJI2eBsIU6O9ZX4EAkLn9/nSV+U3mJ+iOn5pgw3dI3FGRs+uLj6IIKglRBj05/qxiLPZFNnxcizy5afzzV8xnusVuQPksgH2eWSQCkCrrSNcpxz+kUS15TNG77vk10IsUSEgtQ02XYG+Dl0TtqYIKsfud/srP+or4OY2wbPXUTUJ94ud/OuqtrbcTTX6Anvh4y+fdkt7k8ZOk33iQgiZEv1wU9mPrVPT7L+qR4JzuYb4ZOFMpLQB9KlHLgBOac03/uDWQL/WY6PQ51WIMaEhLJWnFR122IiBob5Q5zv7Ki8OGurnXQ05OuVH+WtzxqEdfVtQUaG5+v5g59tfI4RrEu46d3Tn/kJqCHX/HiI5ip6Pbwd6fDsj72/a4a71Yd6pteLOzg5CpaBB2IqyMB37vg+jrWat73KlayYr0K0Vmuco4pCx+Z3zKJscXjjwc7hgL0WXkqMw1Ti/tSrQDc34q8l4PFdjS8XxMGeDh1VNGugWHxPtTQfMdwknFFyuKzm1dXxrxn+iuyfvPt2kNAH9NIRLBc05MzyncRa2qpZiFSe+iZFq9IBIwBXpHo+nxbXZmxrd1hcQY9fHstGh6VlIGpFYT3EWv6v5WVnWold7WpbhghoO6qSlCQFLI/pXizuLFNMQgMKQLGAA8p/KZyg4BBwCBgEKhVBIwBrtWeN+02CBgEDAIGgSFFwBjgIYXfVG4QMAgYBAwCtYqAMcC12vPLod3qbjJbh8m1l+HAhrQcmmQ+YRAwCBgEVhoCxgCvNKhHX0U6O44kNJH0fhUx6FSKBnelDvTc9R1W9G+VtsV9Xl1RorwQUkRd6sRqvzVa3hssXaO6m0v4xJu1zZOUZz2D82jRlNHRDmOAR0c/Dkkr1D1G5H+IeOasSvIkVyusk/WMJcfyPG8axWq/NxzeU1dkMukPQdh3RS9ihkN7S8kwWLpGlZaWsWrx3fpC7mWdl7iUHOZ3g8DKQGBEGGCdjeciTXcl6RMjYD6XGpsv0qkXJfuUUGFJeQixxE5IpcZqqjShIBMGnHU1683uYdltCruTTPoGgL+l0nUyvlC5pPO0tUpFGUC3p2m5JDXeXYgnDkY2/TFAkjT9KKGvC6dAVFRqvtSJQYrgZMXJvyhX3QEIVaPkxxbqt7GSZYcak98LwkelbwyjZAz5TeTRKSUlP/JHsLBLX/rP9GLFLkOqj3YF0Z1glW+3ARbNRN5OVkOP2LdrVCnxvknxpLBfFUoY3Z6efIVacA0QJPmJ5Etehlhi8mBc50F1ciYt6So3AVgSfgijjLDBnESx5JUaO8nmJPmKJQexUDBKSs6dXJKAwP52CBOEJERIFESvRC873XZUK0/YRBNK/1eCrjFQnhAqvlJ0jcHYqPFztUM9SpJhTlKdNsGyrlU5kvuyu8l9YJkLegD+LsWbb1B90pWqmI6wbx7g+wASprTxAC1ErGcXld42hI7QqXPZaSA6U5IEgfk1kGQng3h3dqhGnpVhMEwdyxeBYW+A+3LB4iXJGQzwYQB2BvHFTirB9M5gPlulEyR8BYCQ0juk8Y6CC4PRkwDfAJAM0L9QPCl0gYGFs8suUXy2QqUGuhWECzSfrvPdALo94LM6ZOvawMio5OwOKbvIdbViR8mk7g+hQJScsr7UiWF3hTW/sKS2/DmAkwF+HkSS5q6V4sn1QvEJkyfkNzV5OEw5ktpRUu31sdNklh0NKBq4+RRPbl9IRSf0ZvHEKZqhqmJ6xDADrBPQ+9LtaVYsyWL2kUq2D9lBK8MnrDkO9VoVJbROh3xeiBFSgPAi87kARynePNHDwCSMQLIoELrD1ctxjTrk79hc0ebZluTglT63NVVfVxDloLp3HSBP6DhwmXeC6P9C6BoRSywIlCeE7jOMrlGMWqABdoyd5AJfTy9GJQ2o8CFfKKxpHgMsi+LTAJbUpj2KxUjGcxV0hNoDdI+edx4FQ1KiCv/xx4glJurc0AEUmoU0urJjf0FzEVsOtSMJm1BV9IhVqLJ5ZQgRGP4GOJv6Kxhf1bRuijyAM6kHJJk/xZJXcCZ9KMCyO3bzJKtctNTY/HiBXquXx4sR09Rh61I8KdRjvqVAmcX4sMD/67gJ2xDBwWqnF0C3p/lufdlRNG+tUKcNoEBELPFEGHVimGtS0+VdQvFkXNOQXaJp3G4SykFkG/cOxMehcvOnZAz5rWAMJb1fVHGOFijeHOOsDMVqagGQSUmi9l0VyUV3pyyWqqJHLGGAA+n29Dn1ZcKPrHYlzk7oVdjWjGJGnUrGoaLvC6D40zr0CUAnKNYnh6LyV05/xMVbs7XgofKVp1JrIArZKe8YtgPWOYCXgnCFS2bO2fROYOHNbZqlDHEV8oRTUipKRSFpH0D/R/HkgbqvpW0D6BpD8Qmh+wyj1yzlIXB2lem7QPa44vzqBdYplwrT6ZPLEOtZHdn6JwdFR6jZkJz6FRvYnwUzWPxRCB2hcEa3yAJA4yg5yS9GLLEGssqDUhU9YiU6bJ4degSGvwHOLBNF3b6Y1k0prbPqFQPwBJjPBJFw/soEr9x5atB56LW81GElDLDwAL9F8eYBPL16gPnS7WkD/ADAY+XdYr5bvRMZQIEIiu4VRp3o8rr6yawNzKWIJRqRSX8sEzTAbzhctJFJyKognwB81M7In5LR2TX5/lYwhi5lYTHNnzsJkbUn2BaDc7Fw9JZD/1dqSGiWoX4uaM4sC6Tb08bv1y4lmk7K/xyAed4JXQXvMNZEzv5DOdnJQuvso/bbT+mhs+NT1ITIpiXt6FSKJ4WbWqj4JB+27OxCXdB9tIV0iR+ZebXyhDJiOXL70v/1WxD50DWGyhNC9wmsITv5Aq2kl66xLAMsi3PGlwaeAWt6Ta2rnj4Rg9cxCDpCGe9jKN4s5CIonDXnctsjWve/gXSEzry2eUEPMsvOAOjHiCVWHYw8pcaP+X14ITACDHCBeeeP6OUTEBXyZzpPGRrO/drhrKWLwdZVgH0liPcE+BiKN1/P2c7dwfbtQHSqJG3X55arC3VYWB5YPXkcBqZTQZHbgbzQ1x2hVrUOUXcI3V7qAQCbgextwZEjHdo8/EnREWZS4iLzo0D8ErKdLwPsS51IDQkxGP47dsddfiJ6eU1ESXZItwH8FEDXwc61woq2BeITLM/qyKaFatGfrhEf1yMb31J4UFVkMuEHyv3WnX9eUyS63KMTHVYmh8xeL5iqo0cUur1M/caAdUQxPSDLZBZAtwcg5xC8kw3iezV3ab+oY88kT0JdR7ExwjYTWkLrTKXiqKPXAP4hxZuv00caJ2pu5aMAyLnfDbDEuLHwNc8G+GhxlYYvDBWf6+og6wDk5ew9f7U6e4xlVkU2dmsgBiHyhJFz6N25L/2fOmJxCN596RpD8cl0fjeIig9NTS8F0TWKN6F0v6jxNxk5tCJCh4D4O4pKkrEWmBVNp+OV0OPG4buWY6rq6AgdtrbdQfxL2PRvEORsfxxyGI+oYvvyp//LprZ1qPrwmvCQg7BXgcEsmxY9qEqeUviY34cXAsPeAGu3jlD4fa8AHeEZ5K09FMdvJvWguED1bxKEJDRdSdj2nrAsORdsUPRrBHHNytmkxFVd5LeLKKzqnR2M0NdJsIsSQRFOC12aXBkJo9vLpIXnVM72hPpNqP8kKIqExg5RPjeQAjGEOjFol1JEjSjBPEK7KIEccqZ1Loh+AWbZxQ/ERyjjLDolhJJRiLaD6BplZyTXj4pKH67clRa+00uFb5XiCTl3dYAMoP8Lo0dU7zmubMHfW/LKqFF+YzDf5Ue3J65IFUgUsX8LxvoAFgHYob9bVe30pD3/pHhy13KGqD7L9a0TIMk5LMFXeUXNR2qirVP0f7HkTGTTYiTcPnGry4PsjcOMvw6ak28JSb0UYfX5McWT51UrT0kqzAD6P31sEkjXGCoP0e+CqPhK0WuWCporqlcwegUc2R6Uf0iPjRQQ3RTICSWjjNEnEEvMqYaOUOulLFSnOAFY8j3qBNkHOTR9wRSaMv84QZtqMRYB+AOAvqy8JA5lZ8X0iOXorXlmeCEwIgywUvQwuisfusHlAXMYPRmH0O0p13NPeoqX/rDQhhAKRPXMCmhL0DcVpgHyhP1WLrbK5R5LPOZHtlAtvV1Q3eXS7XHXsn1AJG5xT+BYSibRHcrl+i0sJgZB8efqVjXUisH9OTjKwbB+VfoeQP9XTZ9US8VXtu7JHet4/N1KiD6qoSPUGwCJXD7bT7Zy6f84k7oOgCS1EbpEJ9ZF6BqjvFzpEcvFzzy3chAYMQZ45cBhahmNCBQCmJwdj0xtaida4IrNCDk8cnL9YzS237RpxSDAmfTPAD5de8hkl3C6XI0stzYdn3BF4Xl9dbDc981zIx8BY4BHfh+aFpSBAHel9gNoXRCeo3jiX2W8Yh4xCIQi4JyBW3vohxiU+zvFV3mtXNhY4hqyDQeBrQQieKAab0i5dZnnhicCxgAPz34xUhkEDAIGAYPAKEfAGOBR3sGmeQYBg4BBwCAwPBEwBnh49ouRyiBgEDAIGARGOQLGAI/yDnab5yQeoE8pnpDrPKYUIWDwMSphEDAIrGwEatoAr0zqMp2EQlIO1peT99erCJ53G8D4HPHE2qXuQ/Z737nXLNmWPnRT3xUrGjuJ9Q8AuM3N6rOylXGo6itkLCvCJ4wCcbB9Um1b/XS22m8N5r3B6PNg6l3Z72rdWKzvEBfS3K5sOUx9oxOBGjfAK5e6TN19pLwk4d+7Uuo5nXVoMxCuQyyzdqX0f9yVPhlkf+6yv/ips05KL7L1Yxoanarfv1VB+IRRIA62T6rBNYhur5pvDfadwejzYOteme/r+7irw2ZJzlPx2F2Zspq6RhYCI8IA67ytwvwilIMM8M0Ubz5cr04lj+t6IL4cNu0EwqYqpVsvTwzK6cs8SOoylcGGJOWclkelmjy0VNcXqNYszIONqwCa5lAJ5jdDr/UF6mghgA2c79AbYGs2NTa+7X7XyXxV9wJiXeO8BljTIPrKU8gMxOgE4T43ib58U8tzj2KXUlSG/AaIIhRLbqkxkt/cbGCSc/sQiifn6/ceAbCtlq0HwGPuPdpQ+kjFoGPdrNmlpJ0LEevaAd2N26lsVkIX6FDtbQ4ooofDKZ58SMtTGV2jw9gk2dAiAB6WLFecUQQDkvRAspRdCKKnVL0++BRw7/KnQFQYBvRJkC5wV+pyEI4B8Lrua8mCdBPFmyXVqVDU+eODaCSMbi+wPoc681ilq8xnKApPx9uxL4BuMO8Ci6YpQoUKxxeSyc+QTX8AH30Ouo6jc1+/obKEAc8LCQUYaZDKF36BvrO9BIwunb3uFBBWAeEZ4YAOxKeE/jjY+lMOap0Q0omlIL5TpXZVOkM3UDzxP56x8oF4idzFM2dS8o4wqzWA6GTYvCEIkvVN6AV3FEKYUnOC+b22ERj2BrhAfgA8Bpa8ypLfVSi/6EaKJ76l7ncSzgUgu7bFAP0N4NmIZXYN2iVq91mV1GXLZukcrvcjh8MQhUxuPy1Ouei7w3T4XN8D4XzFfAII6cP5iCVv0PzFvtRlBUMghPQ2PeU1wIXk74CvPOquYXfsEDBOAKPHm6S+QG8nVIGkKPoOlCQVKn1jJiULmw0VW5JlvwJWFIPjVM7pehLigl+BaFcQvwsb94HxmcoP7DDdiHEeQB+JhuQ5Tl5m/BdkfRuw19MpIN8STltk038QIw/wm4B1i6YOXBUWbQnmGyula9QLheedPMDWTqD8PFj8N7D1O4eDNzoFsfR/g/ApywD79EnYlKJ3jU6+Ysk1Dp4Dwh4K12SyMxCfXp4ZRrcXaIAdXudnVApOi45VKVph3wpEhHHnYzB+DMKtsoCqdHwBa2SD9DksAxVnU8cr/ZFFEPGvAdoBjC1BOAENiSvQnT5GkVc4HNf/BPhDEDWhIXFo1fpj8/5BFH+w7OfA1uEAHHpKZzxIKtFHKZ6UtK6yWHXGrtcAZ5e1gFWa0dWF7APRaNwhVeFnEUtuG5ZvvrbNjmm9i8DwN8DZlDAP7axTtMlOS/ICzwdjM8QTaypKt0xKBumqpfLaFnd75dRlkvQ+/ktACCHwNJhzAOUACH9nRxjNYdEqeg3Z3blMKOo3J7H9bXoHr0Xtn7PaYfIpNsAqhV1JeYqZoPoICPgcijf/zNkhpO8EeD0PO5Nw5v7YkU/qlh0Ln6kmayeRvCwg3gNoGcAPULz5Qg6hjwRzRtHb5WlLSiTEKAh7jLDAnKdzZW/rUMQlVlHMUi5TENvXOQZb7WRlVyGsV8ImtI6kkAyla3R2rz+Fbc2GZbcJD7DeuXdTPLlLn3chVaCR9NET+UY/BqawRVGp6UX1BSFNseTXNeHB+05uaJ4Uho9gFqSzoUbfId2QHOn3OYtFzAMg3oZT9Q60qvFV8OgAA/Q5XB7NTOShseRM+nUwL1OLOJdNivhmijWf1NdHmh6xUv0hXA3GTmEUfwXqUqI9KZaQ1KT9ip8B1mPmIBD/EcL8ZdvNIPyxXEKPUnpifh/9CAx/Ayz0YsA0zZ8qyecdAyx8mbHEOtoAPwziNuHcraTLFK9wZdRlq6E7/UfNqHM7SAKqxJUpBsh+ShiYQiceZ2J5B+B3AZouDCoUaz7ZmXAU040EWR2HCBbDxgMysL1t6nN3Nn2pkC82mxLShK8psogQeQYYYMegPgvQtyme+L02hjeCaQvhPVa/MZ1CjQnZqWhXa/Q1EP0A2dwf0GD9CqAJYKwOUiQHdYoYXlh5gugj1Tk0/8I7QWnSBvnbxrAje4HEI5AYo/rV2XWkAP4TQIcBEHf8kyA0gDkLpi+Qx09D6RozmfWA3BIA/9ELJclUNA6g71A8ITtuVcKoKv0oEPvec48F+vqklA6qc1ytr166PTC1huEjRA1BOhtu8JThugrAm04wEbcLFR5mNQUkAAAgAElEQVRyWBtR/LHa8aUN5QB9Lt1+ZYBfgcWbUkOzBDg5HNI2Iv0MMNt7UuMYOZZx+qha/SFcC8Y3wigHi6lLfQywjN1+LmglU9/Y7dYu/FcpnpQFjikGgZIIDH8D7HCS/kbRt8Wajka2U1yU4kJ8SHYwTpAMbgKL0bJ+iaidoYak0ICVLGoyq5S6jPPbgMQg4AKKJ89STDuWfRkIn1EsuU/oRNidmgobTwK5zYDokQAkgfvPEEucq91bvtRl4s7jri9mAtZEEKTtkv7OFqIDZDoPCJPHSdxv1cPGdYrKzqJ9kaN6NDY+oyOjO0HWEeD8OopDWM7BYonpyKblnA5ge0/E8x3I1v1d0eaRPQV25GuBdHIRTAVYJvWB9JGE6x2jz08jR3siYk8EWXKuS4glxqM7LSTpvwH4XoAuAXCOqlMmT5L/r5yuURtX0YepIL4MTMc59fWuTrTqF0H4UFNTu3LfB1AgOgbBv09C3a8yYXen20RfFUWlc059j9ARwqInwvBRehCgs6GUlY4nQVz/URAuB0POOF+meHKqjq+oanxxsD6fHYqBwyMtlI8Sc/B9MMsC8lg5xkGs6wRkGjYBWfeDcBYYz6KXX5R4Dl1fNfojx1T7BVH8gSOya51VPLYKucJljFOuvp9MmnrT0YPUgYqWU861SzBalZyUzAM1hcCwN8DOBCr8mFygtJOADDT0zkV3wzZgWwKFvOUzxBLjyjl/qYa6jOLJbTmz7CaA+oKu5GqQhdMpltR0hwN1SLtThb6tHrY1A9H8BNhyXg0C+D6AZId2hn5TXO0fO25WkuTuz2mjVvRhxSF7fZA8aEhcp1ft4iL0ljRiiTXR3TkbzGIAxT3pLf+ExSfCVme57rs2wGeLu5qzqe8E0cnpCSmEPlIFsMluTBMj4BN9rvaQ3uGIy1t2E0LLxiC+RLwAeqEjOZyFclFVI2d0iCV2K3UlS0d3/wh5moAIPwPGh/12Wn1tdDFw8HF4Wf0pEJHfNqxPgmYRzTUt540SaLa/5o8Vd7quM3VIED6q0Y7BdmkQ5U+vwLbmCjVn2MylubDXRyyxvlp4EV/meleqGV8q0CibDtRnijfvFoiB4315GsBbKs7A6c57EUvuiUz6N/2oR50fZbGtiDJ0wGHl+qO8Kf4Uf4jY1+ugP4/IfIY6Ukml1kAU76hx6y2Ev1AsKUbdPR9OA1jgPdYI6w/zm0FAEBgRBthR8o8S6GqaUiklWjndzNVQl4XQI5ZTp98z5VKX+b47CHkUNWBv72u0yioyofYreodYh/qmF727mlJ0cmH0kao/hd4uand5KRsVOwzwbYnCDp68ZUdPVjHVYynMpT61qxWKt3y+OyhCvtR3Vtbvfvh4665UZ53E/9HVKD72DbWYaWx8tl9/rsDxNUCnUqkvIYIOxBX1njpWqrRUrT8rgOJPsxr9WhZ4lEiIm9oUg0BZCIwYA1xWa8xDIxYBxR0MPKh3xgymu6kxsdeIbZAR3BcBZq7Xxy3i4ZD4iXcRa2opx2MVBulQ6I/n+pI7j95O8aREW5tiECgLAWOAy4LJPLSiEXCuS8WPhC3nlHY9YLUZ2sAVjfrQfF+5kdlqVrWT/SnFm28crCRDoT/Km2LljwBb6nYGYP/b3P0dbE/W1vvGANdWf5vWGgQMAgYBg8AwQcAY4GHSEUYMg4BBwCBgEKgtBIwBrq3+Nq01CBgEDAIGgWGCgDHAK6gjhhu93XCTZwXBbj5rEDAIrCAEOPvFJLB1GGKJn5e6+reCRBh1nx32BlgFOkTsvVTmI7cQxcD8IsWbhZ1k2JUgejuvoJXS/6mrQhF7K4olryz6jiQFOQign1M8cbofGOXIM+xAXIkCcdeyH0oyBu9d2sL9TyEFqJD+cbCi+8kz2G8Gvc+Z9N0A714pRab7vTB6xCCdXRFt8aRW/U+1dJo6qvlqfS/eUA8WdVRf0hZsXymbWzV97qc/nsxj61Wrs6VkKboX79zPT6XiqCOhk62KEjaozuFvgFWeZ8XWI+w1kjDC/fdbFE+uVwrMofp9edP/6eQXv0YskfBe2dDXOiTL0SUUT0rmKN9SjjxDhdVQ1utZnPyK4knJTFYo7DAJHeemxlwZcobJsyLq18Qkr4HtnbxpH8utK4weMUhny/12pc9xdtmlkgZVWJMqfVee50xK7vB2APlvgSOtiCf+NtjrUdXIMVzfUXf/kf8h4pmzKqVDraZNgXOeQ/iyABZPdVOZVvN9v3eYudHJEEiXwqY/g+wNqDF5m9IPJ19/1ZSwfvWNBAMs+ZrXoMbk5pxJfQSLdoBtT1NJ62OZscjENvOjtyulIHriGUD/ByILyL8I5l4QPoLFp8ImIYRIg+gzubOo2VoG0LepTnIzFVVI/xemQGpiYcxW9IWEO2CDQCy5py/0JMSXhAZyt1Jo1H5XoFELk8dhypHE80JqIJml5J+fUjz5k2oVmjMp8UoIs839YEj2ogYAf0UscYj6ZjYdSB+JZC6HbJ0v5aBS/gBZS9EjBi9Klm0Li04Bq9SekpVpEVhWuNZ3ZTesV/y/1rSIkq3qfVjYyU11GkRvVwo77kpJprDv6kQ4XToL1vrIpLYIlceh0RxAEYlY4t86dagvxV+obhXyk0u2NWytiS6c/sqmJIf0NWDchXjiYGTTHwMkGbyOQrznnjB6xNI623k9wELBKAQbXWA6mxoTvyxF1xjaFidX9GkgvO1ktqK3JIOe0FmqsRlMRzgLgGS3mwBAFrOSne1TxBLzVE5yJx1uFXSNwfocqJNO2tDlR9dI+A8aMnNkPhzMGNKZ1CRBzkewsItnDITTa37++Vg0WPcDJO++CiAJYBUw70CNzU8E4hA25/WlMpXsb+sC6AH4uy7XeRg9a6j+ZFLChiWpatdUdLDgPMCPu1ShziItiBI2JTkMtne+T50g+yCKNUvGOsneJgsGoQBdQ9GtMjYCsEwY4EaCARamo7GIJbdSaRUlb6xFmysaNSet3n/96O0onpRGBhZtgH3p/ziT/h3A3wJUHechm5ac0XNUvl6mz0H4SyB9W5X0fyED0kI29Q+AZFX/JZWrWdIAgh5VdIzOBCokBWsqejti8RbsiFjvairXcZg8mZQYyVbEM+sgE98FhD+BcBXFkj8oZUQC5XUSavwDQJNK1Sg0cox9dGKNr4bRR6I7/kgQ5SDq6JYgWfUE6UuPGD5hp/YFKdq7iQA6taEVdPeTCcbjcnsM4P9Vxgj4HcWTx+r0lmeA+FJk7Z8hFrkOjK+DsR81JoWD2Ld4yBfOR6z3MmTrhApwjiKyyMR3DpUnnCJSKCd9Kf4olvxNuH4p/RkPQFK+xhTxBdPdiPccimyd5K3OqNSdTgpSyXt+NXr4/CB6RMSSvwvVWYdHV3h2fwvm34HoQoWBIkyIPAnK+9I1lspe5umvV8F8vcozLcQbQmcZSkfIL4JJWKL2BeNFEDrA+BTxxHHIpPcOHe8hdKhh+hzWlkHQNcoiSRYQH8O29kVE5gRbdPE1lfc7ZLyXGkN6Y7GdTpc7l+JJSVOLMHpNlb87kxJ+70n9aCcl9W4suUdQFjRnTguZ8/oMsCwITwP4AjHCMueXomctYz6QhbFsHB5Umy7wk8Kh7b7ny0gn8mbSgrMY7dtB9CcwPtfpbmVBJRkGPwLoTzqlslC/CtPcWcPeABca7sfH6ZCrB9LbuZR3fqCH0f953Lp/p3jyYM6kJBfsi4r8oQx6RGfV05/eLoz+z8vRGzxxq7ZeUewOVcqaSX8Kor9RPHGkl13HHSR+8qi/ZZf9QvH9Oqs9ocQTasUfuzuGaoxwQR6Lr+/LNbzs9wAdhFhmVbUS96GP1LmyZTHlSzkI4t2CZPUMugH0iOW0gbtSnwlJQbELX09KlxUWM7pPEU9sgWxayOQ3VvmowY1gqgNhMyGToMbkCSEGTzJBySQpO8lXQWq39R5iicMLyf995NFE9UJgEEARmb8FiMriTM7nnMnRQ/EXaoBFf/r1lzKQR0h/IRsX78+4Qu7s4me70neB7HF+VKD6TLWfzuoFo3gb3pS86kpOZxGZArBQmISC6Bq9+uw7pp2d6qUD6CzLoCN0jMlAPShnvFejz6EUmo6BCezLQLpGx9t1r2YNE4xlPLeqPNbiLeyOnTOYMcSSQjQK2XUWdKwwt/jSa+beUu0gay+KNd1TOF4hvroc5jo//XHq0/i435UUtorGdHB0serbTu5v8XR9xS/dbYABjiLT+VcQ767nL/nUkxRPbjNwDlGyvyp8ANTUtGgkGeABdGCl6MmEvs13oJZB/8eZZTcCdAAYh4DwZ9hWqwCm2WhC6RF9DXAI/V9ZBtiZXH6heZHFbalKscGryAA7u9XvATQRzHEQpsoOwCuPSvEnNHk2Hgxb0AyQx2PQ9FnqCR4DPIA+0mNgfCkHEcWUIFnZcXP50iOWPIpwFzAeA1RoSxHm7qJKG2CRc3W1qmUeK/y+AGUB+/dhwYGqv7rTl4JZyNzXBimvxpogaw+KNd3rt4BR/ezqTxBFJPfeEUbxV9IAe/srkxIS+tPUpJ2N/008UBRvnu43gYbRI+rJp5/OKorJTPpjIVRxafs8595PqEVuAF1jmQZY6vPSWS4DQbwT4XSEAXpQznj3ylvQHYcGU+afKig0q6RrzKaOA+NyAELX+pFzxEFC5/kBYomzkU3LDtZ3vJczhgpzi23NlLmwr60B9JqIvgnklgJ0JMUTNxUWWsRXlmWAg+Y81wBrObx6Nhi62H7Gne1t/GIifClhM2qDcYha3FDv34DIVSAaL7EIhTzhOawltKl6HMtxzzzR5xFhgBVJgZVfT9OBnQ2O3kHx+Jul6MnCXRyK2zOY/q9vAMnO5hk3sKM0fVtV9H+blwr20Jy0P5fIP0Ambv4R2LoF8abLnaABvpXizd/so7ejI5TSB9ARKmICh1d5KmK9k5S7uiv1HAgTNfey8PG6i541wHw6NTbLOVho6eOIpWbAPg5sjQWxuHCEJ3XjIPpIT3RjBLa1lTqD7Vr2I5B1DCx8DTaLG9VXVmQ6jw+iRyy1aOgzeHgIduR4IH8mLGyNhsS26E6dB6YTgOiGiMXeRrbzCYDH66OPm4Po7aix+eJAg+cY0ud11PoZevf+CKDZdwqGYIA8c5BNy67InyKS7d4gij+KJ/qYxIoE00cx4nIVdqqjYWGsQwmp+kvcluIO3gxkbwuOHAnwjwD8SagU9ULTl9JT6BEDdZYwD+DdQDgODYlrnQUJTgTRiWhoujyIrpHizcJOFVj0Qk/O9O8A+CIQCbPWTmD+OojEAO8P4r0p1ny3Pgo5T1zg0l/c9cUMkCXj4e9eWtPS492fDrWUPofSR1ZL17hs2Wqoo/cBflBcvMBnSWTrLwPzNMQTWyOblviBiscQmrqWIhvfUjwhinaR8AMwnkF3/nmMGfNFWH/ps+MZKnZFjrschrcLKZ5wmd+C+7MrfYoa18VzngWJ0bkH0HNcdtklYDpRjdPB0MUKIUm2cV913EQ4AYznXCpMpetBlLDZlBxlbgO2NoHFOwJ8nbj9Fa2reCGUx4tsEN+rudujbgT3yDDAzlUJCZRxy8eIJSaoAAnJKxtAbxc6WDMpOTfwpf+jeEImGTk8l7NXuaKxLzU2C3WgM/8F0SNibKpa+j+KJ3cNldcZXMJru6YjhFAg8uFgEro8+Ydllw7LliCmtXRgz3hk00JAH0BHmP4jGHt76pWrF6e5BkSveIXMXige1ym1SFBi9QX1iDt5E/3tV8CRHWDxl8PoI8MoB/XK1lfWUvSIJRcNTrTzKW73KnrIvPUtRFjceEJD97hz/ss3Oc/QRYg1nRVEbyeLm6A6PTt9LwWkcDBv5t6tLBgSrW5KHqHq60lNDqSIDKH4C+fmLdwy8IhMbyDWs7lelH0dBAkgEQMtNxAstbPK0zRZ3ITRI2rjPlBnG5L3+mB3G2KJg5BNyVl7IF1j0P1Trauy43RpLp1Ros/a1M47iI6Q7I00n6+32z5ydb4aukY1Nzlc4RVTaOpdUnV0jc4u+DIPDtJnN1I8eTRnU38LGu9hY8hztl6k1kKVao8P6y8VICUGCjRDjvEAbAWiyyiWOK3kuPSf844AK67wSQBSQHRTZ5et+l08KFXRxer5Xnayonve8k+Zm9V1O4fnvKjw0SDrbQ9FqOicyDMJ4HY5mlF6ELF/C8b6KtDTOWNW5+gjwgCX6igFng+9Xan3StH/KWPS1bWl34Q6GHrEMPq/kjILdWJPT9qPOrDUuwNUR1Z8X9TXYYxto6duAuoTL/enHFRRpZeUu/v1GOAPgNwMob6rVCb1DbVr7085qPAOlbVrbcTTX6Anvh4y+fcqxcehT0yMpcZGcRmWXdQ99SivVkzXGPYBoRKUepyo1LqMeHN8+yZAHj+KSHU+N3iKv7VARNTYKPcdC0WNg570lDAKyDB6RPWbj84q7Cg3AT38SqX9VaqDOLusBQ3JV4oXH9X0l6PX1dOh+ulzqH4sn76cBsv6xKtbK3oMlewTJ8L7cxD/phwXtPu9IP0JxXAQ9Kyl2uH3u7YVQvP5fNhGhbuW7QMiCeIdXQa4GtDMO+EIsOMlOEKFyxMVzp1DFT+TkgAgudYhK2+GRa1h7jbTB4NHYEVR/A1eMvOFShEYbX3puaUhXjkpafTyxFIR7ZXiNpyf114vd5cu02I7YsmZsjgcNTvg4dwBtSSbckna2vVscRYNievLcV3XEkYroq0rguJvRchpvlkagdHWl4VATsL7iDX9X9iRSGl0RuYTKuYAtC4Iz3lpVo0BHpn9aaQ2CBgEDAIGgRGOgDHAI7wDjfgGAYOAQcAgMDIRMAZ4ZPabkdogYBAwCBgERjgCxgBX2YEsVzGmTZqBfG8HPfOGZDYyxSBgEBgGCPC0jcfDyq1Jba88s7LE4dapm4DyXbSw4/WVVaepZ+QjMCIMME+bui6i3IBeS+5YAXU24amXXyVACAjksh+hteVMAOfpLjmH2jrc/w7sJZ7Rsj44kqG2lyQphyrqW9NbrgdJBiyaQAsXf+r3AZ42rRFWuhNs7UztL0sygqoLT51aj6a83GF8HRM7dqDbIUn1a7pwa8v+ACRP8tnU1iGZmaoqajKuy62CZXWv4qWXejF90vqw6y3U53P078XqmpQzYduzIJHe2fqH6bnnJC80uHXDdWDVxwp656N7VQllXlqhCHBry3fUXDCxY03vWOLNJ66Chuha9NTSl5anAHrOaAPQRu0dUrczl2w1ZSLy7BhkxqnU3lFI0MLTptUhknoJTJKzfsFwHfflzodheHLrpM3xGb9MS5d2F7BZgXOeknnmlC3x1OL/kHMXvGTR87mk2bxkMPNNyYqKHhj2BlgpqtV5D8Bf0WQE0oQvQLShaxyVotv8PCzaFN25TtTHLHrqhQ9LgcGtLccDPI7alvTLysLTJq8Oi95GZ2QNeumltN93HMWcMgexumfpsecl2fagCrdOEbKHa9DWsYm7sBjUB0fBy9w6ZRuVuWhhx6nVNEcvzK4AhHmIf4+2JUdiestC8V3IZImJHVvjzUm7gi1J9CKX8CcD2AJEmyHf9A6stAxIuX41VrMESU7wCWB7Q2p/RRKcmDIMEeCZG02AHV0XbYuf9E7AvNWkjZG3HkRbx4TlPcZ4xuTNACtDCxdL4ppC4W1bkshhOmxsT20d/ekup05NoNleHXm+GRM75gzXhXc582GQGhQWJxZ9nxYufrIfNitoztMbmk7UY1V6vENyjJdVePqUuSDeobifynq5yoeGvQF22+VMppPvREPD4V6DxzMmHw6bvgnC1ooBBdYYWLigeCD06/i5c6Poel8YevYF0ALmn8GiJuTpflr08vt6NfQ6IInNSSjT3gLRTu43efrGO4FsSeu2AIicQG0vSYYXVZxdtaTCw6aKvo64E7C2CtpJF94TFxbykkFJWDUOBnAb6vE/rgLx9CnHgVjyvEoioqcRtb9KTy55l1unnAzwYWC+FJb1PTBLbuEfoa3jdrROma2yKIGPB0iyr3wdoHPQNO5imj8/x4JD+v3jQCpzjkh/N6J1R6AnllKLHoasWD8F8eHqN4290xeqXndF/zqYfknti8XYVV30ouYohzkFD0tCc/F3UFvHOUrWrvdPAsNlJrkVufz36emlH4dVqCeAv4KwN2xrGha9/DSmtzwIsn8Mm16CRR+DeSa1LxFqSvCMyf8Dpgtg5SfBjryGeqyPvD0BeetgGZg8veUhEF9AbUuEfmxAYckUNb3lLyB0g0meFbYlSfF5Ei3saOetJ8SRa1qsvB2EU2DjF1CpGXG++v6MKavBljSKcNJHEv0E6y0+TyZnlgk7kb8KjMNUijtCFjbvILIPpk945pSdYbPobAyQNJnKE7Mv3piyXaj+qMVx6gqAjnZkxe/Q2P09mv9GVmHZOuWrAAuXqnxXaCrXhN07gxa99gXPmLILmP+uf3sLFr5KT3VIjtyqi2exvgaI/o6Fi39a8JI5k6vcTz8DzJJyk5CPvECLXv5PUIWOZ0SYmUjINn5O7Yuv4xlTJgO8SOVXtnEIOPI2LFtc3UKzeQW1dSjuWG9RO0CyDvZbSDpzTedjmLi4tVwDrNzdEPINNcc8C+Im2Pb+aF/6DFpbZAzuBabDAN4VhNPAQrOZEKpJBPVXmP6Umg8D8VO6bO8OoovUnEg8H4QG/Ne+VXbDuh3Bc14VOqK+yfa2IL4WxCfDtoRYIYWFi/8hizHt7RKOecEOYPo+2hdfqX6TRRTjfJAl/XuymoOjudPpiVclr/YKKSPPANflv+0FhKdvtAUocjAIx4JxLIiiriENHljT6kDp82HRHDArBhsQrwKyLhUjW1A4wiPI53+ESORc2Oh03UvORJjbEMCfwfxtanvFYZ9x3NcPqrynbR2/wbTJwjf7AHL5dUsaCmdQvQDQKbDoTtj2AvXt9iX3qu/OmHwYGO+CrGfA9qUgvEsLl5zJW2y0BiKRe0Fy95YOUcw8itsUR6Kp+xZ01p8D0OmOMvJzIEvSqc1HW8dBaJ1yrjLeEdoey6xP0JQXt/3BsBMTQF98GRR5AoxzELH+Dtv+lxgMWthxuz7v+jeobiNEe7vQiysBflvkGYyWcuuUnwB8KtjaC2TLrlNc0Oo4gadP/g2IDoeF2ejBJ4hCjP8usBPjadEiSfrhW/Qu+P/A+CcIF2Jix1p4veUBZYCJvgDTAnyWX9N1j6kJlvlZ2L0tsOraUI+NkIMsqg7Fwo7T1CLQxg9p0RIxov51Tt/4yyBbXJLvA/Y3QZHtwXwu2NoU7S+/iK0mTUHOukntxJmOgWV/BFiNWLj4/9A6WYxQO3p7TgQ1NKKOF8C27qT2xScr16qQCqzfsRNem7o2rPyjIHyLFnY8VG2fFFxvtr0LkmsvQvqDI5WuTOyYio8n1oXqz7RpEUTSJyFP96AOKeT5CcA+UMaD9ujMB9E3AX4ETKcrXcvl10U0Kmn6FgC0I+ymJxDp/AZYPBC5Dajt1YoykQ0wdtM22hBWZCvRG2mDWrg4i3dZWO0Owp4AyeQchY17qb1DFh4hujP5YoCmo6F+H3Rn10N3/BXEsseofot2bo6GjXqRfXcS8tbRIO7yGwOhBlh2yD20oFwDrHejHwMshB5XAZGdQHwNYM9RuMtxHeW/B8KpkvIRNv8FRFtj4uLL8No0K7i/1Bm275guNR8G4idHOBQ9E4wDAbwEon+DmVCPc2RjoQ2w/5wn3q8qdETpHfG3nUWq8mp9IXMlFnZcIosxbp06DrAPAXpvg22tBcua787PBXkY1wD560ARSU+7B6z8uvTU0mWDmduC3h3xBlgZvpkbT1IGq0LXEre2fAvgdahtiXCBFkphUsphKj3d8R7P3Ggq7Mi/MLFjHXeV2mds7R+7BljJUjAiio90qWSORtNa/ys7zrAO1J2/AE3jx6nd6YyWY5VsYmSdHecRAAvf6xj1HcKPaGHHRX5y8IzJe4PpKpEXb7Yc5X7HkW/DdYDoa8j0TEC87kG1upeBKobbpqkgPhh1ubXRvUoaVroDdmIDMXCOPDSZFi4+qeCSItwNm1+AZf0XeXo8bDdRSnkLmFu0Az21WDGtcOuUb4LsSYh0nY9c06uw7X1o0StPqd/UxIWPYFvbhu5iPJ4TdPfeBti/BWgfwBbGEjHAt7kTtfque/zgWTSFTaB+7dJteQu5/Mbuwount/wWFn/Y15+T74RFv6SnOmSnr4penb8Hwk1geg5gWVjITnhNtXB4Y9K2gLUAjBtg4RX1ezR/syxIq+0TtWNXRp9yYNwHi96FjffQvvivzq6gTw/76U8uvxa66zNozJ+ldllusXkWFi15HNNb/gqLX3INkqpnxuTzQPZFsC1ZFIq35gwQJcBoAOFMgHcM8iyU0p9+49dnvCrZncWVLI7LPuZRfQ+6GQ0Ns9Dd81+AthXNBFOW2hdfW+i7Ipz6yRO2A67UALe2HArgUtGHwlzUOvm7QHSB64lTfcb8pQHzmmwcfPqLFi15LEx/ypkPQ+c28RpFrDPoqZf/3R8XtekYMOdh4ZKz0KoWPlXpCH8DEbzR8qF4r4pd0Dx90gYg62cADtCyZN1YHz0HP+DO887YaBFPlVrkVqKD5T47SgzwQANZDgAsiktYu3jVWphAe7s3kghn3TF/7TdRF3a7xQZYVpK5abBpMojXcNxzpSeW4jr6GWDHoN6odn+5xFJYqUMkq4pyWToBaA/Dsn7kKrjefdyiDPAbk48BaFU3sEAPtPdltwFEnwL4LsCS3WEMjCwspJGy5iMej8JK3+MGh/STxwkg2QOw1gHb40GW7PDGDsBHdnpS/v3K4lLBENqgvo18dDr950XF+sPTW74Gi2egjn6OHrwNm2bRosXiIoXuo09h0wz3b77G0GuAc71jCkExxLPB0f8qt7/dO07couq7zuS9yBuAV6UBfh2dkQ3dGAK1MCM72s8AFx+nFLwgOKDvrNUAABiPSURBVAHgD8GWOEolBuFTOc/EFhutjqi1PYg2go2k8voItZss0srok0B8ZrbMhc0SDLS+PgffA7a1gTqOUZO7j/5059ZGffRnsDAGnDsJ9dHP0YPr1cKm7ZVHlaeA0U7tS37Sb9J19FXcpzPA+AEsWgU20rDQjbz9b1q0RPiRHW9SBfrjY4D/5tVHZ/GgJvx+47jUPNF3ZMBXC4uPw3RDW8PO70OLlr46aANcoQuaZ7TI7u7U4rb1N2wS22I/029j4AaX+vSXs3MOHtN4bVoDrPRbCJkPg3AszE+wz/HK49cf7hzjGODSOhJYpxMgW5C30EfqyEQxil0Koj8i2htBb7QNufx0WShr/fizu0DTnpPnQXR8TRtgFb0Yb7KQy90Jto5FLPouHnv+c7VC32ijBqwanQvmP8qOQ4H99NJPSk34jgLI5IIZ6IwejWR+CpiPAtlnIlfXBMt+C3Z+igwybdD+gmjnOvTkOxnebtOxyNuk5AF+g4b6B5Cp78aiRRlMb2kD4Q/U1vEbvYKS8+FrqK1DzjUDiw4A+LPUgSffyWL6lNNB9mS0LfkWZrQcqc6bPs/vhjGYgIh1n7glsf7iU3E7bMxouQ1MGyIf2R91uUbYuE/ct9TW8QOe3nIkSFzEtCts63VY+QuV67YzshYa81fBQj3+mz9KnclM23hLROzvgfI/QE8kgSjuQ7Rzpmrz9ClnwOJ1sbDju2id9BXAmg+rrkWC3TQ+9/UzZH3GRIJedi4V9KIH6tNgegdMRwH5MbDoITDdgvbFp6J18t/BFiFWdxiiq6XQ+b4sni5AtmGcG7Xsa2CcQSdn9UfJDkF7KM4BYzu0dzyJ1pYXwXSPwvL9TZvR3SNu9/mF4wYVRENbg+2vKt14ammqlG71nZkpHunzYdmbAZB4gr0wcfE9eGeTMY7uRI5BrucjWGM+V14GR9Y3AT4XbUt+i7lzI0i/vzssnon1lpyDN1qOA9NOSIzbW3lJprf8HBbNxcLF25TTJ774uJ4Exo7U3vF4wcVpW9PEsxCqP005cW8+inziMiA1ExY9qujW2jvuwozJX1N9B3trRDMd6G3aWfFqy865LjIXjOvhepjEbWrlf6C4lPXVoT73JMrSHzWeZS4YF29Eb8/msHG7mg+a4rnCXKF2s9Z8RKMboIcToNy3YOHvtHDJs6Fjs3XyJQCdDAvbw4Yc4UTQNH5t1Qeyq0z2WMhHj1Pjg/Knoi4ekTgVFbeQ+zSJ3t7Wgv5YDVF68kVhCgNvvcmq4Hwz8nwncnmJ0Sg5d+kYk9cA+jrspruArk1h2XIEdZA6inD684cgPI/6+n+Be3LK3esuRIP6q3WSBJH5jmmgoTFsPgzFzt0gANejqfsv6IrJsd92mNjxY7w+ZRaIg+a8/UrpSKABdnUakeloiLyHbM8+KhbHTt6lAitt3hPJnnZ0xg4E+GowNqf2jo6+YxM+ApG6u9Gb/waIr1geRyNBsg77HXBRuL7bjqw6S3p66SdonXI5wN/r10CbvhK2K+pbEanrJxJAIYFL4te9Eh9nT8EasUvUN4meQiQ9D7kmua7yJbXy5MSVsNJytUC/U6j5HMh1GWfl5ro3nIApggRw+V5nUgOxLyR/XYB+CM7/FWQ5q2tx6SHyqkfOnDrDctrs1KkMMERGTalHV6Ipe4oEw6hzQxWghl0cmT0BXLKwqYvdLjt03QpxQ/4Qie5r0FX/vL4icRVsvhwWvVyQp44/Rd7qf5WD6Ju0cPHvC9g6hv8GlNkXCgfnOpC4n8f36085b+uy/oSm3C0A7el0FdIgmuu6qwMHoyuHi2WMnnV207yncr2pM6G8uLXX1d+4FXbiMGUQnYApp+8LDctvSe1LhSousOhJsAME2QUe4zzIRyujOnPKTrBZgkD6ilphL1YBdtrwiLvLrfMdMB9D7Uvu4emTDwPRHzxvZsXAidHSEb6hfeInsG6j6JoXczm+OF6dn4bpj3NO97j+rlA3PubEEBTc0KeAIEFoUnIAH4q2JU6QUuvkswHy7I7pSjTUne0GWGrDX5n+ePu6r7F9LkbnRsWtAO+jf16AKB8iwYyh/em08x6JFcDY6C0g++V+ngxXJ/s+oiPsW/YFozgo61O1yM43jQNjYCQ9Y4oYg1B5nKA5rw6dj8/y52NM3aqwbInc95bCAkbdKgjqr4AxjYWL/1CYY33mQ+/VqiCZC4atTw++i8/sP2BsRCLG/ec8OcYooSMl+kyCRIW2UMpbgH2Y2unPmPJ9sOIWlyIbFTnS20IHXcrc453XsxK8Sm2LnwirazC/DXsDPJjGlfsuz50Yw/w3ukvtbMr5nlqFL13ag402qseakfpKwuBDFUpMzuYTx+CZN5Z5d5OFla2dPIAWLRrAWKQUDmgvvgLgrUut4sfmqRJZFWZrvNGL91oakU1kvYFQBZlA8XJ2v8XtVh6PyGqdfsFVhR1HGTvRwAlB91G/KyoSzBZryLu7k3L6OvD7zoLqfrR1zKtWpxyvT65bvA9uPepsSwJpkklG7/txPN6R7teGkD4J1a25E2NqsSZ6MGZZvl+dJfRH6ftqaAgKUnF/9/McBP02WP0p1XdKd1Or5cOC9wbo5HabjlW7WmnvmDF2Je+Wkqea35UuiMcmU5+uRJaw/gob09XI2G+OEXk/nljnRsiX+70w/Sn1DfXuhBwV11nOfKeeeemlzmrHbynZ3N+NAS4XqWH6HM+YfBKYLnUibuUMN7+5Oxny9JZtQWpXIgFgOXB+m1K7t+XRTO16vw3Mv3Cv9yyP746Eb+hrSOIS3BnAOyr6ur3j6FIu+OHYNqM/w7FXjEyjCQFjgEd4byq3bSTvuE3I7sVTSyXgyckQ1nddSu6TsgRw+e2SRzgEw058nt7SAovl7iuQq+t0g8qGnaAlBDL6M9J6zMg70hAwBnik9ZiR1yBgEDAIGARGBQLGAI+KbjSNMAgYBAwCBoGRhoAxwCOtx4y8BgGDgEHAIDAqEDAGeFR0o2mEQcAgYBAwCIw0BIwBHmk9ZuQ1CBgEDAIGgVGBgDHAo6IbTSMMAgYBg4BBYKQhYAzwSOsxI69BwCBgEDAIjAoEjAEeFd1oGmEQMAgYBAwCIw0BY4BHWo8ZeQ0CBoERicATQLwHEB7ptRjYYh7wwohsiBF6uSFgDPByg3J4fOhRYGxE8kYPLJltgEJe4eEhrZFiuCLwKDC5F4hvD4QyBQ1X+Ve0XNXg4zHAQvwxey7w6IqW03x/eCNgDPDw7p+KpHsI2MwChN0pqLzFwAlzgTtWdJLxigQ3Dw8rBIQM4RHgYQam9QITdgIUV7IpDgLV4qMNsGKeYmDreUA/gnqDb+0hYAzwKOrzR4F188K7CawGYJomYbhHN1HIAZz8xMDxcwFFf2eKQaAYATEw84FbCPiaBaw7G/jYoNSHwGDxkffNAtholCBgDPAo1ANxj+UB4RQ9dS5wsbtqXwAcB0C4MNPuzkbvmsU4ZxloqAOu7QWYgMMA7ETAqkIm/yFwyf5A3oXrYWBzCzhGdkkEdDHwLgE3zAGEy7ZfeRiIWcDBDOwp32PgMwLmA5hgA51zgZ962YIqfb7SLiz3+7KgyQH76+8Lq9QLBOwGYH0Wpmbg0XnAwuLJ9B6gIQ58FcCOFrARgKgNvBMBfjkb+I+fvI8AM2zgWAI2YOB9cjwZbTawuwXcOQd4xPteJfhXgs9tQOQbgL0A+AuA3RiY9DHw/hoAZYDI7kB3kPx54HACWgAILeYHDNw0z+EIHnSpFB95vpQ8DwNRAIdaDifs5xbwaA443ALmyuI1D1y+PXCHV/hq8HkEGJ8HDiGNnei6DdwwT9jLPKVSedzv6vH9yjzgTtHFh51xtoFs1gn4dLazmOKVoT+D7uga+4AxwKOwwx8CNrGAFxg4ex5wvtvEF4D6TwAhmB/r7mwWACcw8Cv3GQYuIODIIoJ2Gb2zZDKV1fsCQOgPfxAA3Z8ZOGieQ4EIMXYEPA/HEPmVto+ArV3jXunzlXZfJd8vxiagrnujwAHbASk9Ebq7xwMCnt9+roLFKWXgKavk8+cAZ5f5fD/8K8HHs3ALe+3uj4C93f5qB+rSwBUAjvZ7iYB/2MB+xcamXLkqxacSeR4DkjlgWZgsDHxnHnCNPFMNPnoMyMLqak89WT/PQqXyLAC+zcBv9XeXfARMnQpE9Bgfr/+ezQETdgQ+XdH6U26fmuf6EDAGeBRqg2uAvTtgPRGsTsBSAA3uBCBBWwyMt4H/8RpVMcQR4E4bOATA3gzMnAd8sAA4koEb9GA+Kg7clgF6LGBnBm7Vbu5z5gLnyTPuubSeiA+dB3z+MCByiBE/XHZ5XgNc6fOVdl8l3xdjDWBzAu6Ds0sSg3kpAw9YwDYAztH1F4ySNhgXAdgVwHndwD31jqfpRALOI2DBh8AOrgFbAHyPHQMm5Zc2cF0EsGTiB/B9XWdhIVUp/pXgs8DZ2bcBeAvAFvpd4Zn+QP/3KgBumgP82N1RLQDOY+As/fvRMeDWHMA5YE8Af9LyXzsX+E41btcq8ClbHpFtPtBCwF16gSheoIPqgSd6gWMB/ATAFwlgrelAVzX4SB3iEUkAm+SAvAX8WTw/XqPo9pF2bZctj+yYCdgawP0EPOXq1cPARACrkGOcZTFeOEZYkfpTia6ZZx0EjAEehZrgGmACrukFzooBDXlgCgNXApgiG9OPgJ28LuUFwCEM3CyuNxvYcXtgQTE0RUEk35jnTCaFsgDYnYF/yKTVDay9C9D5CPAVG3iWgd+LEUoCndOBXj3ZnCnuv9nAaa4LutLnK+2+Sr/v8RqMJ2CXOcD9bp0PA9PJMViwgJmzgYXub7KwsYFNAawuLn9xQws2XgOs8RSPhPA5Hz3XOb/34nkxA6e4O+Bq8K8UH20wC2fAsjiTRZPfd/SO7W29ONlrrmPIvPJvw8DjcrxhARvMBsSYl10qxacaeTznuQfYwHbbO/LKQsta4BzjTCjerXrPgMPwKW6o9z0/A1yEfVnyuPpJwBLvws6vrpWlP2V3sHnQGODRqAOeHbBf89IRYNosYEnRZOnubAdMpO5zeoKTHbQYDCnvFFUwQf9/wcW2AFiHnR1VcZG/3ZEHfr0DIJGhqlT6fKX9V+n324HGNPC6GNrZwF7es2otrzKSNrDr9sA/y3CBFnbAekf1GoClqwObfBno8bZHn1WfYAMLJGK2GvwrxafICIQGYbmLmWIvhlun9gbIgkzOzSu+dlMpPtXIE2QUw4xltUFYFRrgrxW7jt3AOO/ftX4uLccAryz9qUbnavUdswMehT3vMcBvkePWTBLwhQU8NQtoLzYi2pAoA+zdBRRD4w52fT4su5lCUJZ+Vs6Zmgl4qwnYXdx28neRJwJcy8C2PnDnIkDLLEAMkSqVPl9pF1byfdcAA7h5LnBycV0el54KePO6TAk4i4AHxPVIwBYEXO51FboGo9gtHdSeavGvFJ9yDIV802PwBnhUigz5AQRsOQd4uhJZKsWnGnkGa4CDdrJ+7SwH10rlqcQAryz9qaSPa/1ZY4BHoQYEnQGHNdVjSAJ3Kp4V9KpRYL3tgPdKwbcAmMTAVTngwAjwRQPQLO90A6sScB2Aed7dUaXPl6rfx2BWJI9n0mrsBdbz3on1uCklwGz2HOCxBcCdcv5LwAyvwXHdoxLd7LoKvXjawJe3d1yehSKT8aNAax54bx7wTjX4V4pPkeHcg4F1glzQHm+Cr4v5YeccUtr0JQK+MscJxiu7VIpPNfJUavAqwae4oSvTAHsDLt1FwsrSn7I72DxoXNCjUQc8O4Fz5YpPOW18GPgfcs4g+0XpFhuEBU5A0s6ya7OAfWYBn8kzbkCIJPqwgFUagH23Apa5hr04GlZPRv9LwBHeOit9vpy2eZ+p9PueHbC43R+NAIduB7z9KLC67VzpOlDOOAmYPBt4ZwFwG4D9GPjqPOBuqVu7UuVZCUwqBJ0VuWhfzwPzdgDelHf0nW45s5d3LpsLnKSfrwj/SvFxDYxeSEjdBX14CGixnOs020j/zgRSjwCPas/GIgvYzb0z/DCQIOcqk1xx+zQBjJez/0rkqQafSuXRdUif7ek96w36eyX4iP77jJ8BdZXzTJA8HqPabAPTtwde1M+6Vw4Lx0ErS38q6eNaf9bsgEeRBuhrEpI60E24Ia0TV7EEEH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