<snapdata remixID="12002078"><project name="Unit 4- Decimal and Binary Converter" 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="Unit 4- Decimal and Binary Converter"><notes></notes><hidden></hidden><headers></headers><code></code><blocks></blocks><stage name="Stage" width="480" height="360" costume="2" 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" id="5"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="6"><item><ref mediaID="Stage_cst_Untitled"></ref></item><item><ref mediaID="Stage_cst_Untitled(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="7"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="2"><sprite name="D to B" idx="1" x="-115" y="-30" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="12"><costumes><list id="13"><item><ref mediaID="D to B_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="14"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="65.00000000000006"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>Binary Number</l><block s="reportNewList"><list></list></block></block><block s="doAsk"><l>Enter a decimal number</l></block><block s="doSetVar"><l>Decimal Number</l><block s="getLastAnswer"></block></block><block s="doUntil"><block s="reportEquals"><block var="Decimal Number"/><l>0</l></block><script><block s="doInsertInList"><block s="reportModulus"><block var="Decimal Number"/><l>2</l></block><l>1</l><block var="Binary Number"/></block><block s="doSetVar"><l>Decimal Number</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="Decimal Number"/><l>2</l></block></block></block></script></block><block s="doBroadcast"><l>End Confetti</l><list></list></block><block s="doSayFor"><block s="reportJoinWords"><list><l>In binary that is: </l><block var="Binary Number"/></list></block><l>2</l></block></script><script x="421" y="61.00000000000003"><block s="receiveGo"></block><block s="gotoXY"><l>-115</l><l>-30</l></block></script></scripts></sprite><sprite name="B to D" idx="2" x="115" y="-30" heading="90" scale="0.6" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="71"><costumes><list id="72"><item><ref mediaID="B to D_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="73"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="65"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doSetVar"><l>Decimal Number</l><l></l></block><block s="doAsk"><l>Enter a binary number</l></block><block s="doSetVar"><l>Binary Number</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>Binary Number</l><block s="reportTextSplit"><block s="getLastAnswer"></block><l><option>letter</option></l></block></block><block s="doSetVar"><l>Length</l><block s="reportListAttribute"><l><option>length</option></l><block var="Binary Number"/></block></block><block s="doForEach"><l>item</l><block var="Binary Number"/><script><block s="doIf"><block s="reportEquals"><block var="item"/><l>1</l></block><script><block s="doChangeVar"><l>Decimal Number</l><block s="reportMonadic"><l><option>2^</option></l><block s="reportDifference"><block var="Length"/><l>1</l></block></block></block></script></block><block s="doChangeVar"><l>Length</l><l>-1</l></block></script></block><block s="doBroadcast"><l>End Confetti</l><list></list></block><block s="doSayFor"><block s="reportJoinWords"><list><l>In decimal that is: </l><block var="Decimal Number"/></list></block><l>2</l></block></script><script x="375" y="54"><block s="receiveGo"></block><block s="gotoXY"><l>115</l><l>-30</l></block></script></scripts></sprite><sprite name="Sprite" idx="3" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="1" color="80,80,80,1" pen="tip" id="143"><costumes><list id="144"><item><ref mediaID="Sprite_cst_costume1"></ref></item><item><ref mediaID="Sprite_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="145"></list></sounds><blocks></blocks><variables></variables><scripts><script x="47" y="48.33333333333337"><block s="receiveMessage"><l>End Confetti</l><list></list></block><block s="doSwitchToCostume"><l>Untitled</l></block><block s="doWait"><l>2</l></block><block s="doSwitchToCostume"><l>costume1</l></block></script><script x="257" y="40.33333333333334"><block s="receiveGo"></block><block s="doSwitchToCostume"><l>costume1</l></block></script></scripts></sprite></sprites></stage><variables><variable name="Decimal Number"><l>0</l></variable><variable name="Binary Number"><list struct="atomic" id="163">1,0,0,0</list></variable><variable name="Length"><l>0</l></variable></variables></scene></scenes></project><media name="Unit 4- Decimal and Binary Converter" app="Snap! 7, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled"/><costume name="Untitled(2)" center-x="240" center-y="180" image="data:image/png;base64,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" mediaID="Stage_cst_Untitled(2)"/><costume name="Untitled" center-x="183" center-y="136" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAW4AAAERCAYAAABb1k2bAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3Qf8vtX8P/CTnS1bZI/sRIgyipQ9StmUpIyE8Lf9zHZkJqNQFCErlRFlJDNbRkQ22evn/3ge3v2uzve6P/d173Wux+Pz+I7PfV/Xud7nnNd5ndd7nPXSf64LpJQulFJa77//rn9UC1QLVAtUC8yXBf6dUvpnSul/ATXQvlxKaaOU0qXnq521NdUC1QLVAtUC/7XAuSmls1JKvwXcF00p3SKltH1KaeP/Anm1VLVAtUC1QLXA/Fjgf1NK30wpHZ1S+grgXj+ldOeU0tNSSrdLKV1wftpaW1ItUC1QLVAtkFL6V0rpsyml/VNKHw/g3iqltHdKafMK3HWQVAtUC1QLzJ0FAPepKaV9UkonVeCeu/6pDaoWqBaoFljHAhW466CoFqgWqBZYMAt0B+4LXOAC6UIXulDyZ72qBaoFqgWqBSZngX//+9/pn//8Z/rf//3f5O/F1Q24gfWlLnWpdM1rXjNtsMEG6YIXrD7LyXVZvXO1QLXAqlvgr3/9azrrrLPSOeeck/7xj38MB9yY9g1ucIO0ww47pFvd6lbpYhe72Krbtb5/tUC1QLXARCyAYf/yl79MxxxzTDrppJPSH/7wh+GA+8IXvnDadNNN09Oe9rR017veNV384hefSIPrTasFqgWqBVbdAoD7Jz/5STrwwAPTkUcemX77298OB9wXuchF0q1vfeu09957p6233jpd4hKXWHXb1vevFqgWqBaYiAXo2j/+8Y/T/vvvn972trdV4J6IletNqwWqBaoFxmiBCtxjNGa9VbVAtUC1wDQsUIF7Glauz6gWqBaoFhijBSpwj9GY9VbVAtUC1QLTsEAF7mlYuT6jWqBaoFpgjBaYO+AW5tLMBFpvvfWSn5qNOcZer7eqFqgWWGgLzBVwy/75/e9/n371q1+lP/7xjzmNUzz4Fa94xXS5y10up9MD8XpVC1QLVAussgXmBrj/9re/5YDy0047LZ1++unpZz/7WfrXv/6VrnCFK6RNNtkk3f72t0/Xuta1ckZmBe9VHrL13asFqgVmBtzYNGD+y1/+kv785z9nlv3pT386feADH0hf/epX0+9+97vzGPf1rne9tO2226Z73/ve6frXv34F7zpuqwWqBVbaAjMBbqANsBVI+cpXvpK+973vpZ/+9KfpjDPOSN/4xjcyaKt65cKu119//VwH5f73v3/+Ad4XvehFK/Ne6aFbX75aYHUtMHXgBtpkkW9/+9vp/e9/f/roRz+afvjDH6Y//elPGcz//ve/Z+dk8wrwvuENb5iB+773vW8G8greqztw65tXC6yyBaYO3B7485//PB133HHpzW9+c5ZFAHZLPdlW8N54443T/e53v3Sf+9wng3etQrjKw7e+e7XAalpg6sBNAvnOd76TDj300FzV6he/+EVf0I6uwbxFmQBvrBt4V817NQdufetqgVW2wNSBW8jf1772tXTwwQen97znPTnsb5ALeKs8GOBdHZaDWK9+tlqgWmAZLDAT4CaPHHDAAem9731vjigpL8k2ALrHkTz5d5j3jW50oyybNDXvZeiU+g7VAtUC1QJrWWCmwH3sscdmfbt5OfLsspe9bLrkJS+Za8xyWgobLK9wWN7kJjdJO+20U3ZaXuMa16hHptXxXi1QLbD0Fpg74BYpcrOb3SwffyZcUHggHVwkSunABN6XvvSl0xZbbJEe85jHpDvd6U4Z9Gt6/NKP2/qC1QIrbYG5A24x23e+853Twx/+8AzAn/nMZ9KnPvWp7NDEvkvwxtA33HDDdK973Sttv/326Ra3uEW6zGUuU8F7pYd1fflqgeW2wEyAm3PyoIMOys5JYNy8hPdh0E9+8pNzqrvUd7He9HAJOm2aOJZ+7WtfO2233XZZ8wbeTpyvqfHLPXjr21ULrKoFpg7cwgG/+c1vpte+9rXpne98Z/rNb35zPts7uxLw7r777jnFnRPyzDPPTO9617vy53/wgx+scxQ9gAbeQgMB94Me9KAkWcf/1ataoFqgWmDZLDB14OZopF074FICjqzJpvxB+lBM6tGPfnT+ucpVrpL++te/ps9//vPpjW98YzrxxBNzXZPSYRlhgg4sJrPc/e53z99VUbBe1QLVAstjgcCLVd5RTx24GR3wypw85JBDcq2SZoq7zlAREPg+8YlPTBtttFEecb5DMsG8P/vZz2amXoI3TfxKV7pSustd7pIe/OAHp8033zxd/vKXr3r3HM7Z5mLt71F3fQ6bWps0BxYwRuSAiELzp/FCVvWD7K3aNXXgZmBJN5jzfvvtl52PZW0Stbcf8pCHpL322iuzb4BMYlH29aSTTkrvfve70+c+97kcLlg6Ky984Qunq1/96plxu8emm26a5ZZVXp3naVDrL/Vo/vCHP+RJqF8jtJNfgnO69tU89djs2wIfjBe78+9+97vpl7/8ZTLPr3nNa2ZJ1M6axLpK10yA24T92Mc+lvbZZ59cyrUEbiF9D33oQ88H3DrFhCezKP36jne8I2dgtoUJ0rZ1KNZN7+a41NH1mq0FoiqkapBf/OIX80JsLOibq171qumWt7xluvGNb5wdy/WqFmABYwbRszM//vjjs2R6zjnn5DGj3PPd7na3tPXWW2eytkrMe2bA/fGPfzwDt1C/rsCtE+ndABtwv+9970tnn312q7NSfPdmm22WHvnIR+bOJb/U+O7ZgUGAtrh8VSE/+clP5lK+FmMT7spXvnKOJoqQzlVjULPrmfl+sh2ZgIRjjjkmR6Fh3CLL7MqE/ZJDd9lllxxCLGlvVa6FAu5YgUkkJJajjjoqSyeqDZbgDwzo3Q5geNSjHnWeZLIqHTtv72kCfv/7388+CpMQ67Zb0m8WVLskJQwe8YhHZPC2/a2Sybz14vTbE4EJotBOOOGELI/GXDfHySWAG0Gza1uVMbNwwG3oAIFf//rXCWs//PDDs9wSZ1Q2hxbWJkRwhx12yJLJda5znVoGdvpzLz9R/+iv173udXmXVfYX8OZI3mabbdJjH/vYvFuqJXtn1Flz9Fjs2riR93HKKaesUyID6xYCLO/jpje96cpIogsJ3MYVzzK9G3sTWiiz0ra7eUWIoA594AMfmLMr6d01vnv6M5NDyQ7pDW94Q/rWt7513glHzZYAauUOlC/QXw6Jrtf0LRDHCgazNY8srFH8bZotAtx21QceeGDeZWPgJTm7zW1uk57ylKeke9zjHrly6CpcCwvcoZmqNPjWt74166acFqVkYrDpTICgGJVKgle72tVWypExDwNZ37zlLW/JsfiiA9oKh0WkAMc0eUtEUb2mawHkR+jtj370o1wjyO6Ws1hZCX4IUT/6yc80ZAnOazvqV73qVekTn/hEji5pXuY3MrbnnnvmEGIMfBWuhQVunQO8aV5CCzE5K3LbaTrhyFCEyjZ8yy23zI6MaQy8VRhEXd6RtCWMk1SidIEdU3mRtkQKmIAPe9jDcqRAvaZjgThSkB8Cwz355JOzUxCQC8912pSFlN/oute9bv77BhtskENtJwnixsnXv/71vOBzTpb+LHPYovKkJz0pz20RaatwLTRw6yCMgKcZ65YS/+Mf/7iVzXFkKPuq/CsHmLCzGrkwvSFuQbWwvv71r89Opt///vd54Y04fMwJs7vd7W6XJ6BIIJFB9Zq8Bex++BzMow996EPpgx/84HlF3QCE7GMyFratTzBcviMllYVw8h0BzEkAuPGhXtHb3/72DN7KXzR3a4CbUxJw77rrrnmRWYVr4YFbx5577rl5G/WmN70pb6ucEl9KJjrT4DPYpNI/4AEPyFu/GiJ4/mEe+iamY1H079gaW/yG3aXoDxNQDL6CYerVAG/PcF9bXEyOTmlxBQarFJc7K7DRz1jsF77whbxzxbSxbtpyM7kt+t2fxgOmDTDVFRLGeYc73CH33ySS3ezW+Ede85rX5EPGK3CnjG9I6v777599fJSH4nKIwakppX1SSietl1JaP6W0VUpp75TS5imlnG+KvaoTsvfee+eA+LWcBNjXMHHcvQa3jhTP/eEPfzhvxyV3AO+2eiZWZFmVe+yxRw4RxCJW9YqJGczXJKYhciRKjqFxGiCchCQMW9JRMhvdH3h/6UtfyrH4nmErbuwI/7MLAgS24dWBPNlRGSnkfA9Ij3kDvOnb+qnL4d1ID8nR2BAN5AxYxMjcH3aBb3trwG03/epXvzrvBCz2cVXGvcDArRMNNisQfe7oo4/OKfFAqByAtn3ihXfeeeccJggwRmXdngHg/PQa8J4xCmMd9zTWVguo3YrSumKqTVoRHzRFzEaCjEkCsCU4qNYoI3WUML14rr4RIRBx3O5pwmNs88S0o1+bO7hmhMU4AWrcfdzrft5FfyM7GLYdkPo/ALJtp9qvXfoO2zY+7JYswOME7wrc6/bAUjDueC3gLWIBcMuspNm1hQjS4yTmBOseht012SoAxE4BX4BRkxHYWmL6HDs0wllVLIwFhk3IFNiL3QknFAC33WI/gA1Yfc53TEyLnUiPZU+OCRtZsIAb7VdBM/bxf/qOFm8XYhwZO/3Aey322u+7/UBz0N97B+8iAUpctF1qrx1q13tHwScOTKwbgDvMe1zgXYF7yYHb65lo6hkIPeMEs+0vJRNAKjzwCU94Qg7eNwEHmUDuB6ABNrZKE8RYMNVmZpf2RCw5RsLx5ki2WRTF0Wa6JXuIf8es7UpOP/30DNRAyqT247OlvmnBEUopXpbt5okVdwWYfp/z3kANUJMQ2IWcA+RIPGwEqO1AJAjd9ra3zdUre4E3W8Y4ado04qJ9z6JoPI666+v3bn6vDUDQ/DA3Tj311Pxu3rkX047Y7ZDTei1C3ikO8DZOzCtAPgwpKt+lAvcKALfBif0qSCOr8rTTTlvnyDODDHiKLpEuy0veBYgMWpMR+GHzBr3JDQS//OUv562niVqCnomJodHU73nPe+ZwRKFu04pqwZzZRJ0Q7IrGrP3ayxfQRdM0AUV6POtZz8qgNatdQxeAGuQz4Yz1J6nNeOE41bcWOH0NyBECY8s4sXuyAHNwb7XVVtlJV9oDyAN/Y8Muxg6mmdDCV+B7FnQLAefsJKIywhbeD8mwWNuN8jHFYtQGxsGikRrM2bj3fT/GU7m4B0mheRsfdmcczbJhByFFVePuNnqXSiqJVzawAJMQIt5oE7Bk3Qajut3CiO54xzt2clK6L6DGVHjgJf+QRzAWEzuiMNpMb2IrdIWlYSSebcJOumphaP+KOmFZqqx5BxNwrfY238HEM4G1W2rxsjDuCIMDYHZKKlaq+S75RJ/aocSi1gQ3LNRCbCETc65P7UgCoHyH/GSMuKexaHw0gRvT1v+yegGdRX0t9t5tOvf+lLErlA5okxIjRrvtG+F0xJi1Sz0QC5GFzSJkPrFZGXniXhF2q8QE25DYRiUoXRm3MFKx5atwLSVwR4igSaM4DaAtz7Y0wAyqxz/+8Vm3NRHXYgYmI4YKADlzMDNsrAtbjYEU4K2imZKzEoI8d1LbZHaI3YcFTNQAht0VsGMiWuSiANSyhFEa+PqPVKR2CrnLrgloh7a/FgDoSzs1/SgjV2QFgIoJdeyxx+ZIDclGwdab94vCWhgp24rKwFCjns6oLLX5rBgH9GynTnnnNtD1TO+F/XMwag+ntPwH45y92Mc4ssDZTZQp6O4RrFvhJxFco47xfsBt9+yow8c97nErUyZhKYHboI3EHANVKBGtstTxOAt33HHHtNtuu2U9rpdc4l7NsCl6NqbdDEvqusqbGGQSThxSDcY1Dh2wfL7JalJZYCQukI60uWvUAGABRCadSWwCc+iOGlXSZidtHSdQdekLYCoMztiwsFvg+CzaUvF73Q9rFgLrwA8hsACLJGJhRxiEPLYBZAngFkbOPBEZ7kM+weC7yHdd3hXoksdkrUquaRsH7E++sQtwSDdSQdKzOEXIrPHufUQcqfLoPbHvch5ot7ISagMBbyGeo0QikarsEsRxk/vKcEA7WYem8FlZ+CZFhLrYelqfWVrgBga2v1iGDscSyggTzhTb3ac//el5u9omWwR7N7kFupvsUcNh2E4yUU0KA80EmURhHIPb1hYw0fpptm1p5vEOEa5o0llcgJBJDJi0kaZrwRlngoXBF3ppJHZ49jRAnD0OO+ywDAjAZy3b9Opn7cSYn/nMZ2ZZgJzEh/Cyl70syyRt5Rfa7hWgiXlLZKGbk18smuMAb7tN80Cyhva1RVrpb9mQJDw/CIUEtdLxGvOBg1O2MvmtbSEA9hYAyW6iTEZh3WQrGZ0xj9m1eWk7mz31qU9Nt7/97ZfG/7IWviwtcHtpupxt4QEHHJAHLrbQvICESA9JQzoeKJWXCU0bJDX4saXuNclNQBMtogR8rk1K8XsVzRTGsR0d94kvJhdJhAPq0EMPzWFfbWVvI7oBswZAgJrjjR1MWuwaYPtz3CnNwINOyrYmpjZw1km+sVWfJGvy7ChcxEae3y/hpNckMoaElfKVuICLhRKYDXJPfQEkAZzFknxHPhlVs9UGmZH8PdpG2y7bFeWPRYJwnuvvYPxti2hEp5BL7GiBuMWh9ANg3bRuORMWpWEd2naOnKp2MZ5pbDefZT5ZJP7f//t/abvttpu432hYwjbO7y01cBtgdDhMQ/nXtspiBil9TDJOqXMzjkES6fS00LaknmYaML3Ndg3jECftxwJSLhgAUWidiTJu4AZMtFWM0ilBZJ62LFJt9M6cT7az2hTZkVgMMAccPjdOILUbwHixKAkgdkZxkAKwsvuZ1CHPJjx70J+BjhDOsn/0lT4FaJEpCjxid1BOwLve9a7pRS96UR5rTnXybr0kqQDCXqAeUSu0YQs7EB9lB6LNnOhAj+5epkbHrsHOEztme+OxX3/rQ45KZMZO1AJcSibu4752lgjSsFnKxi55Rp0bEo2FqGk/NiPnPec5z8lhiKM6Q8cJsJO619wCN+3Z1mcUzUrnmkQHH3xwOvLII9c5XNigBVzKiALv8lm2ZCY2Tzw9j/RQDs6I08YUo+gOEDTwLRZ+gP+0gDskIu3FsAB4CUzhQKKriqjBVjAiUQ0mW2R4xp+jAEfbwMW0TUAs0MIGFD3LogcEOftIBeOWkCIkDkPEirE3sle5qEXBK1ozG2kb4PDTFvNsd/LKV74yjxE/5VaeDdwTcNnNmHR2f3ECUGmjyO6lnWPewyayeI73A9j8HDT3crdowSSL8LcAPQt3V3kmCocdcsghOWO5JDXurR8FAFiQB82XCLvoN4sE4D7iiCPWKd/MtoD72c9+dvYTTMJnNCkAHva+MwNuLDbOnCwnjm2aQYSRGlTDbrF0uEgQWhz2ySNeMiHMUtF+OrdJGkzD54TNmYgGi0FfxmgzukEiPE576WvAn7MEs1FqlkPItnlawG1iAkMMi77NI1/GlQMQi4wIEYwI42YHTKUf0xp2oDW/p0rgK17xihwqFxJOSAUWECVdLdxAZJyX/hOapzwoMItFo2S/7AMIhD/yRQBYIH/cccdlqaEEP+MT47YYGSe9FgLv5r4Wf062kInKMckWJCvasBA3FfgGXcS8E2DlSDcGmxUZw6bxHLs+lfXsuNrkwl59oN3sYZxbhM2Xpi3ZxZzyDiSTUYq6mbvew4Jb1t03Zu2cSZ6x0I1z3MzjvWYC3CYQ3ZX2bKUuGaGJgwnaKnKUDLvFCkfKRz7ykfwsjpmSMZsQJigHEzAL4DI5hYcZLA5pKAFQZ2ImmDaGaMCEROIeBhfwxHp9dxrADTCw2WbYV+mIMpkAtcVKKBsw4fGfBmCHDcg3L3jBC9YBOfakc7NlRPqMa9JEOCcA5pDk+5D2X4JmMH9RP6QD9tF/QBtoAOY2aYWPJOL6y4XA4o69i7KwULJ1pJvb0fWqqWMHZGxyfBqbg0gAMbGRDpIQ4GvLIBZNJfLDWOB8HmQceE+kBEEwzi2EzWe4l1BCbJ4tjbtB7t/se+23QCBhxnhZO0bbaekS6mjry37NBLhNIlt4Wx9SQglsJo8BJdkDKI5SlxlwmSQvfelLs57aFlmCLT/jGc/I7D4GlsmEpdgCYy1tcoOtny2g+FHOxmBFFgdsyhaS/jcNqSQWKTsZuwt6fNS8bjIstrQYYlgWx1kcKAE4n//852fpoZyAQjTtBOii2No4rnCmiQzCio0DOmlbOCfHKJYNzICsPvVZ5WiVURBWV8YuayOJifzRxraNE7YGwO4d/g/M347OWGlbDAA1hg6QgrF2la2Mc++73377ZSd16ZiPpCrhhxix3eIwkowdE1+F57BNW6geKZJcYvHqKsOU/U6mVLZZH4gCao4b72Jc26HYOdsBd7XTOMbXLO4xE+D2UBKG7ZVV1HarvKyggNsKOsqpFgaSrflLXvKSPIC7ADcQFPcNdA0WkSQlM8NSbWG1z4AhjxgsFiVxp8DBwmTylBOdF9y21I5iXM5J7aPnay9Nnn3LNluUsDig5GcUBjTKYAWegBtD6wXcIjWA1qhX6NqIAoekOGbjDVCWzFi/ADDPBrAWEZfdk+9hrr2Au1c7ga9dWXOH4/9o5cYGFk8y6hVbTTKh21rIBslYFeVhYRCaWDJhbbULYF9s2P3Nt2FAlR3tmj1H5EcpI3Eyi7HmQxJuOMwztJdWb9zQ6slMbVq9XAM7Obp6Be40/nrcJgxww7ad3swbX170TYMVmx3lVIthgBuYqFeBbWsjvbrUiTk1TUZMwnbaheECBTHj2Dqm3zYhJxEOaCB7LuZDDsCEystiY2fArsIQR9nJjAKo0wRuC7VttgQkfUn+agv/M9Elm9BJRRhFSKKxMCxwWyjdR0QFgMRuo3YHZu6+2hVZrW3SjT6TafvEJz4xh6x2jUAC3N4XoNL1ywWSI5h0o6YIAuI5w4Ad4EaI7GjtTEtAFZUUzv9RgDsSptTktpssM6EthnY1fA3sNcy7jDKmp/3dmTBuL0k+wICE6gHJ8uLIcNq3lRqID9sRBlJIJdLVuzBug1HkgZOlTay2+G9gbVGJSY6hY1CkClp6FBZqC8PjAIoEHCxhEIdQ2wCJuG1tdahqW7IREGFTi42tMRli0nVSeg3maQF3FATT/0DMLkjadltkEIAhHwFIoBbjbRTgxmo5zcgc7B5p8WGX0N35YOzusPkyaQdD9T0aMQDsOheMYbHqfDveuwl0wB8rBdrkoFFCL7sAN0ezXQxbDMu49Zl5hejZ/Vh8m1cF7imcgBPs1FbOwOKgKbettFfB9EICFboZpsPd00qN/VogpH+XjCCck02N26LCGUWjNpnK72AnMtwsKkLpQhrxHVvyteqBeA+Tz/aUXDGo06kNDEkxcdo9x1/pvPGdYNsWG6nrdjHDLoajsotpADfANbkxbOMMOEYdkrL9EcUknAwrbNplWODWz3ZlbK2fjeE2DRkg0WzJasC7jJjQFouKuUCWc58u2avajUzwJ1i06OhIi3HAf8TpyQFLxhllAQfcyAopso1xsy050FwZ5cQpBMgYR6aM8TbgtrMhwSFFw0aijTq2p/X9mTHuSGPVEW3RHgyvo2VDGfzDDC7ADcR41mUQkjHawgE5wzg1aH6Yqe/Qin2HU6T8jgkIuE0mEw9YAwiTA7MpPx+dGQ4h3+Wo4iQche24bxzbJryNXtqWUBJsG/Mz+WfJtrV50sCt3wEKiYBTkW3oom11Q7BiKf3Pfe5zs75dEoRhgdt9xfPb3QDJ8IG0TWyAqo1kLuBU7grdywIvTNKCL1KjC5FhA/4Z0gICQoqxYJNGjEHS0LASSbxHZKG+/OUvz88p/Tnabh4DbvNl2Fhu/dAEbu/SvOAFG4l9Z6OuktK0gHbcz5kZcEfwvq29ug6lJgvkIhsKsA4SChVGigQcz+AIbdOqAafIFbqvLannYirCm0RnlKnLfi8qgGOP84rTBND3K5PqeyYJ0PQ8kSzuMcyC1Hw/A9hWmOOMFFSmAwfbtjOgx2M/s2Tb0wBui5l+wwT1O6mk7HvtiAqRkejSNtmHBW42BtjGFQBfiwEap8IMX/ziF+dQzra5YKwF6+bY7lK0yX3tFo0J4xSoRrbsuEoYIC7abncqQqa0M9IgmgRwG/feY5idXvidaNwkVpJXmWJPCrS7Ictwti7zNTPgNrkwIltEk0tHlBcdGRPCFIcBbs/AtMgkOrucEAYVsBYzbFDpeBeWbYAA7jJUMSa89pj4JkNbUfnmu/gclo4pcVCJU8Z6umx51xp8UQFRbGsUS+pVqQ2ICCvDSkZZLMYxGSbNuPWJUEM28YN1lnbR9yQr+itWDFzaYoyHAW7AZFG2UPLTdDlMAOBxhtvltUldpEP+kIh4GcQvAuC8hz+1Ld5zGAAt+z8ixMg8IsTIUaUjP2xhl9n0HwwyliLSS8QUklKm2HsXCy9fgl26eb3M18yAm1GFrBmofmRdjRu4sXoOGg4Nnu8yFRkLUpuheTK9AdIPuLUzBn2pzTffwWeAJI0SYG6xxRZ58gnrwniGTUZoblPpilL67VrKRI5IbfdcEolnD7tVHeckmCRw6w+7EP1O7hJqV0aRRMagyBp2MQZ6ZSYOA9wW6pvf/OY5qctusYveamERDUSjJbuVC00kpXGeKgswaCblOPuvea9wjFsgESRkbBLA7ZnGtx2J8d7mgGcTMsnznve87KtY5mumwI1ZAG0rNRAfJ3B7saiJgTljYOVksN3EgAE3xwaQ7Qrc/QYFUMaKxE3T+Ew2z4jSqKOCtudjluQAEwZQlfpixG2LHhCOpi1dtNF+7zbq7ycJ3HY/SIBsV/1uG1/2O92V3IBpkx/WKjk6DHADEIlZHN7CL7swW+POzkDuAmd6qXMbq8YPyUEBquaJO6P2x6jft1ACbhq9mPFJAXdEsCiVIYKrTFqqwH2+nhx/HHfcfpLAjV2LIpGyLqKg1H5NJhNWqq8tbRykMApwu2ewbBonqQfLxXhp2xxU45QpALWdxL777ts6kMk5gAOYJPL1AAAgAElEQVQYTKJ87LATfpLAzSbkMRl2wKSsJKfNJDFMWIid3c9aevGgwB1Zv8YUGcYY63rR5TnJRYGUsp6+JK+Ru0SD0IrHsfj3a5v5ED/lbjLGez/gRhjYg1SipEGXhaytXRYz4x1w81tU4P5xJm1kqrLqo7iFlNKpKaV9UkonrZdSWj+ltFVKae+U0uZ8PIxsYClB2ZQd+g2KSQF3sG0TAOuS4FOG9EUpSJohXSx0yGGA20B0P0wOE6KdckhJCLANN3BtdcfNdvsBt2dyRmJ+Jn2XLXu/PhvH7ycF3Po9yvCqEyPKoZzc+kBpAwDIQdx20G/zHQcFblKUTEGLpdo1g9icpGMianvpFLfg023FclsQ6MaD3HvQfjMP7FQsIGzaTOeP3SRyYoz5jKgYob1lNqzn8u3Y3XAcDloPpdnuCtz/Z42llEp0sENxTQCx1W0FouKwYBMMwAbr6gLc4eAJxuG7GJCJirljcTRO/za4J3V6dz/gjsqHTmbXrmGZzqCTvt/nJwXccegFZzcW0uYo48AS/kfbthPqp/kPAtyREUunFuo56O7KLpFtpG2XbY/4fyQjil8Nev9+/eJdgbX5oy1iyiXHCTFFsuIszjj0QkJNVPyT7s5JruxCmXTmM5z/ox6oUIF7iYEb8GIuHD1ClGRAth1oajCJi42IgmDD/YA7wgHJHsA/TuvGaOmmwNq9AcKky6R2AW4RLIA7Qh37Td5p/H4SwB3JVjR/uQHq07TViNE/opT8RGXEtd65K3AbF5gl56FIkmFOrrHw2CW4h11iMx/A/Y05aeqSqIy3cdWd9hygiFkLhfUDqLFnPgLaeySVsZW5IpXfOEdMjHWMnFOVf6GtTDOpzu7WDrRLKGOVStaeiUvHuA1AoULChhyeIPW8HEi2mGLEDSQTuBnX3A+4DVrSB2ejiY/BmbDCyYQ6cUj6zDT0xwrc/ze49ZudFbatPoe45dJJBmBk1dFasW3yWD/5qitw63cSBo3a7maY/tdeSSacyf4sgTsqOwJuCTSjVnaMRCX6KIYPpJW7BdjCc2UE06+NswgnDIt7P7bzA4ixf7kMbedsWmA4VtXXFwwwbERMZdxLyrgNLhMW25YtaftWnrUY8Z5qNABu2XJNBtAPuIE+GYR3X9Efk8f3/RjE05QjKnCfH7j1PWe09Ou2ww6kd3NKckhzFnfJGuwC3PrcmJBAA5iGZZTGnugnWjAALQkHPRnTJpVg3qMcTOC9AC02LbTOzpS8CMCBNZAswboXBwzJsM2JGQxdu5Wv4HMZtrhZBe4lBW5AZsAL0BfvKaKgjW1jxwY/hlSWs+wC3ML7DEKp+MPUMB6XHFGB+/zArb8lTgHQ8opTx7FtIYCK7Xdx7gUZUHNapIrxVRYdwyglcRkTxtOwi7expyyDg4fF5bedVWrskvg4QDko++0Y2sZayEq0a/OEvIRlk0MCsMc1Rt0HO7dQyiKl0a+V/r/WcytwLyFwm2A88ZyRYsNtNcujxkwoqz2mjDFj22UGWlfgftrTnnYecI9zkA9yrwrc5wduzjTAjXGXl50ReYSDjOOwawKUcUWCEYamFoz44WZoqTFFOlOrQ132YWWAaC+JQjy0jOKyHkecKAO4xeUPezCBcUNDFwlivkiasRg1pZlBxmG/z7KRSCsRMezPzzDMglOBe8mAG9ja9tnq0TgNRs6Vkm1zFtKlsS5Ou7bi8csE3EAknJNl1bt+k22Sv5+EczKcNbJk/ZQXX4SYetEkokq6JrAEOzW2hJfKCZBZiw1HZqqEGCGXoolGjfSgESvPgBjYQTQvwG3MAkA6+DDAHUXJFN/iA/JepZxY2i6kEM9nj64SSvM+7G+noy6MujnD2KkC95IBtw611TPgFbqhE5Zs26CzRcOKeP0NnrazLLsAt+gRA5DOOCrDGgUg+zFuuwnJGlKvxS4Pw3JGaV+v704CuIWxAaEXvvCFeeEur3DsYXwclF2B233o5fRzkSr8J6InOPSiRKrtP5/JsBJAs63eQ+akBaYsAzEqcAPcKAdg96Aomd1EG9MOuSecj3YowNeC5R5rnVLf1u/kJDtdCxxH5TC1hypwLxFwA1rbSxqk2hTKV2LfzYgCr2uFVy9EsXyRJL0mWRfgdh9SC0eX+8zqCuC2tW7LJDM5RB/QXskDgxQmmuQ7TQK42QLgcThjxM0LCIkgAa58Gw4RAEJdtWhjAngbZ2QFxADgkV/s4CyK4vi7aOb97IoROwpMO8cN3MDW4ibiymEE7NR27qYFAtAK+ZP5KWpKFBa/AHbue2xAbmGHcmfb9o7GokgsJIJEWYG730hY+/cLHw6IAdCzZUgqsI4ZlQwiigrZ0nIimbi9PP8mqThW0QnuWYaVRVU5J99gb5EqP1o3DPdt7y7ut+2UE3fEluiJFiu6qCiErmA1XIu6fWsSwE1iIGXYTZVgBFBFlChAJKIECLXttvq1HkBZIAAg9ue+EVU0rt3MpIBbeyXHxMEK/t6W3wBQLUKSa0TKkNjYzg/WzbZ2G+ac+cax2Yu1N+3pviQqjBuZGCbypjLuJWHccW6fAcTjbzC1ncZucknHpw2KBBFvvVacLWZF/wPeGFZ5cjXmijWovyD8a9jwpn5A0e/3WKBtu9rhNMu2DFGTLRYsyQ+jlpLt16Yuv58EcEu6krknIqO8sEes2OKlvC0GOQo7LuPDu7xz189MArhD1yYhySg1T3rFW9PNjWn+ALsJO0pjhg1jcXI/Md5AWwSX3V4/nZy9SYz6Z9gDFSpwLwFwR7F8Op3BqDpe2yECzdND6NtdDi/AqDBZ9ZENzjL8K9KPsTcxt1j3MM6WrpO51+fsLJqn0fdKNvLOzfhlbHOWzHvcwA1IRZRIvHFoRnkBHsW29JWFe1oFmobp33EDd0RbkZHkNigDrDxquSuNMc0nYlxb6BCeXrkJ2mnsIThIU1uqe/P9IyKGBORnmJolFbgXGLgj2wsrNght/ZwAIxSw7WBe7BpokTVskbukCbsPDQ/jBjKlXMJ8wM/gppdL57WVjKzJaYKixUpYF8ByhFqZeKKttqVS3rXTxJQMMWrW3TCgFN+ZBHBzTitfYMEtAUNmLIekEDp/zvoEoLVsN07gBs5kDTYB2kiOf5egDVTZBMu2uKnds1YNF3MQiIo5N/bcu9yZtr2je6pZoj6Q8TiovFSBe0GB24DDFjhFMGE/pAIg3uYgAa4kEro2ptWvoFCYJRyeBqVa4QCxrI8MnAE1DdlAp9tZGCwUnDpNBt4Mpxo3qNsNOCxAXRa7jrZzFb0XjVG8MTsIEaRfctANk5o9Cmj77riB27jglPZu5UlKwIFTTcYeqcyiNcukqX62GxdwG8MWdaRGiCzQRm7a/D/GgXkiqcfibgyvBarkSMRGBNfxxx+f50d5iEfbeyILkt5EZA3jG6rAvUDA/ZznPCeX3zQQwynCI24gOh27V+IA4KRlYsTitul1g+iaHDcOMZbM43llmU0mjNrbFgTP4shRzlWWWDBanwGaig5xDtLDB2lHv4lOfzeJsB7hkFKW21h3E7yFZQllBGI0TLuQQReU0HkH/d6kgFvtdWy6XGDZOgpLYXsAY5iIhn79MK7fA26ERDhgW4VAi68FyO5hrUQWY4CWHRUye4F2nINKHjHPHCDcS/aL3S5Jjl+JTGKnU4be9rJFALcoJ3OlMu7hR81cR5XYTkmTpU/S0wwSNRWwK/JFOUnDDCYrliX8C4vw/UGlAYaRAIF1iy5pY93xvKjHbRIAaD9RyjWSNHjpbUXFsGI049LEI0EEcJlItExhZL3A23NpvOLYOaF4+tnZ7qEf+/YswMKxhXWxERD03UFK106CcXt/71I6p6OONdAWCcT5Ns6Fc/ip1/5NNlVjZ88991ynXglbW3iAtl3TWqe9IzQc1q94xSsygLeF/bkfiY/Dlm2EufaKttHvWLUCbmLZnTDUy8nZyyZ2ouajdzPm+o238j6VcS8I48YGAZ2tLQ2NAyqqlfWKHTUYAKe4ZQOchNFVIikHCoCySIgP71X7pPxO1Opu/j+g0CaRKNgSgPHvYdhq26SIxAqLGs1fnYu1wJuNLGQmj4gT22M7krVqhwNtzMp9VZGjb1ocHEQgYxD76xobPQng1k/eA7NsXnYT3g1wS5QBVPMO3Ao/KU3LTuQO/avPjGPzwbg2vtc6hFiUB6c9h6246zKvAdtFIER4sI36O2X/RZakxRBREgNubEn/1/9tkSm9QDuSh2R8Ctm06FTgHn7Zn2vGHafKeD2rbdfT1DkNAaQoEsx70C1ZmJNxaKY05KOOOiqzfWFQAKucCP26AFiI7qDxxTZ3nACirSY55gm8MW9p/72Yt0UDqGkTMJAcIVyQvewctC0WFnaX1BRsy+S1kLq3GhQkCtts4V5dMknHDdz6wm5MuVO1RLBL/wcYgBFQAk6A3UIz7Hjo18fj+j3Q5VAU3ojVYrrhYI6F1kK5lqPdd3z/pS99aSY85Xh1P3bh0GWXSEhjO/1qPJlz5EnAr4IgwNYec6LXHIjdZ5zfauxERU7PA9reYRgyVRn3HDFuMoSCOqSQYS8T1LYPY7SVNDA4o/y9S+nOtZ5rgGKZJhJHDN1bWwHZIDUbDF6TA8Bxlo6jrkXZ7mDewBs4ysBrnlzS9p4Amt0sdnYCdG+sVFvZLu4JGGmvtslAO3RNE5QuagvMl2Ah6MekJgHcYtjtjMQVx4JlTGB2FiXJN+ShrruCYcfiOL4X0SAYrmqE2G5kaeof79QvpBNwR23yNsYdjnskQvEtvhdj3Y6FRGjxcA/s3xmeAgLcJ5zfbcTFgkg2I8Vh8y738P/GBd+KQ5SNr2GkwgrccwLcBoiaCYDb1mvQ6mSxutPOgAfHIDkCg/TvfoO76ySLAa0MJi+96A3gheHaRsZOYC0WbvBie7brQhM5MMfJuJu7BHIS8OaslBxhoTERe8lLESGjfexGj/cnQI94XSCCbVnEvHPTOWnS8ycolC8rtR+jHTdwx44sIh2Anb7RLrotYALa0rcnYfOu42iQz5kL7IzxAktA530AeHM31OuevkOHVrWQf6atvLHdFf+PRTvqkHD4x4k3FmfP99N2mEI82/jRJtKNcW3nJsLK//tu7Db9nzE2jDM8+lhQgsOCzcEy89M7WKCf+9znZhlwma+ZSiU6lXcacAOGrt7p0JExKswQC6H5GTCcTwDH78alIRsADIVl86hzHgEH4H322WdnluJ3scVsDphYXEw4IGLLHhJOP2Y67MALlsymBjrwNnm1M2SEtntHjQoTwFYWULgXeQijbR4Y2/y+BZIvwUHR+qEfOE4CuCPiwSJF0jG2yDbYqWQP79OvXcPae9LfGyaCBzu1eO+77755p9iW3m4xYKNYDGKMY8lNKWQtQhJjRsSURcACbvEmoVnAtcMcMEZGPTBbmxT6UuLBbhIZaS4eFg5OVqcQYfXLfM0UuDk3SA+2dLGt939tWnazWpkVG7jEaeq2wlg2BuF3kwLEAAcgBiAwExKCA1XtGPx/6bABFgAQgAA3eiJWMunU85iEtrcSlZQjpVPadpvE/QoDxdFUBv9aYB9RM/pAfK537Me47QQcqMtuzV2WZ9pi25Uo4sWpOOgVh92a5CGhAahJjYlB2zetz7MrknHwwQdnrbus7T2OdrCpsW13Jg5clBLQ1ofjJk4xDsk2b3zjG3MMeZRujrBcpI3zUxIRuWaZr5kCdzj/AAvHh8gAsashQQDKWO0BILDDpg0Mg4VObAtsguuoYXSzYTo3HDdYNhZrgkj5JSNgAU0wMoAxAQwA49ZuDGcaQBIZbpxTHKvYNxtbcDDSOLV7GBvEd9jcAhoSEJml37vRyV/0ohdlRthkdrGltivhxGKreg1vAU5E6egOl7CADypF9npy7CLNRYlcFm0SZdQ2mdQ8DLzgeOeAt6NUoyZKNm+++eY5KKHtgJThrTif35wpcDOJiWsrbnsrzIyODAgBSzC90GBtx0xmP1GxDGDb7vVjeZMwfzOuGaMB5CUYRj1jOwTsZNInv7e9JxvbDVhcZJqSemKRHPbkE5PFBKUb2+0AW3HqXdLJyTYKY9FggYt+jggQkSmcnJzLsyyZO4nxMu17IhF2sko36HMSSL/IrLXaGFo2yUO/I04CAfgQJAZNYx6aX8gdyQQZwbot+DABcJNL57kWzbjGwMyB24tEuUwAriM4LZuDzICJ5BZsWwx0lNPs4qgZl7F63Sd2Br0YTTPlfdJt6XX/SJyxQ+DEEyVjl+PvWMtackjznpEJSjMmTWFcdE2Tt+s5jhY5zyaZWEj824Jm8mFvQBtz71JXZlb2XITn6lMgJ/MXS+WTsVAC9K4hrU1/kjkXu0egDSTteCOEdJw+pbXmGqdtyJUIHnIErO38FtmXMciYmgvg1uAI9jegImY7/j+AD8MzwaNi2TQGyiDGnPfPsrHJbOLa4QBvP3RDcgr23QvAQ0fEqux2TFjRCCYwzX4QqcoiAkAiUoXujsWJBOBoFqM8z/VE5r2fm+3jcyGTiAiymxXW54dTPZyQbcXZECJ9oh9EbSFM+p2OLMzWD6CMujzTnIuBFXDCeI2xqc2z2HnPYjzMDXA3X76XF3uag2MWnTGtZ7KvCU2TN4nJJuQLE5x/IWJ4I2bXbgeTMVGBq+gByRQcrqSRqIo4SPuBhedEJqwJF3LSsOFigzx/VT6rr5EhIG1Hq4/1NSDHxv1fGc0FAAGy/iaBCOHDqsViW6D9DvueB6ev91tFXJhL4F6VSTXL9wx9ni6P/WJg/gTcAJ2fgWRl0tOaATb5AusygclVEcEzysSJJKbYVY1yr1nac96fHf0dseEkSTsdMllZ8ydKItCx+ZUsqNh3ZNT6fe2n2fZ4Be7Z2n8uno79AuhId8bOADhQ9zuMGlBj1yYwRtYvcmQuXqw2otUCJr2+9tOW/Ru6dkgPFajnbyBV4J6/Pplpi8LR2vwzJnIF65l2TX14tcB5FqjAXQdDtUC1QLXAglmgAveCdVhtbrVAtUC1QAXuOgaqBaoFqgUWzAIVuBesw2pzqwWqBaoFKnDXMVAtUC1QLbBgFqjAvWAdVptbLVAtUC1QgbuOgWqBaoFqgQWzQAXuBeuw2txqgWqBaoEK3HUMVAtUC1QLLJgFKnAvWIfV5lYLVAtUC1TgrmOgWqBaoFpgwSxQgXvBOqw2t1qgWqBaoAJ3HQPVAtUC1QILZoEK3AvWYbW51QLVAtUCFbjrGKgWqBaoFlgwC1TgXrAOq82tFqgWqBaowF3HQLVAtUC1wIJZoAL3gnVYbW61QLVAtUAF7joGqgWqBaoFFswCFbgXrMNqc6sFqgWqBSpw1zFQLVAtUC2wYBaowL1gHVabWy1QLVAtUIG7joGBLPDvf/87GTR+XBe4wAXyT5drvfXW6/Kx+plqgWqBPhaowF2HSGcLGCx/+ctf0rnnnpv/9O+LXvSi6RKXuES62MUutuZ9gPYFL3jB8346P7R+sFqgWmAdC1TgroNiHQtg1X7i8vd//vOf6Y9//GP6wQ9+kL7xjW+kc845J/3rX/9Kl7nMZdLVr371tMEGG/Rk3kD7Qhe6ULrUpS6VrnCFK6TLXvay+d+jXGUbu95LWyrz72qt+rl5tUAF7nntmQm2S6e3AV/IIH//+9/T3/72t/SPf/wjs2oA/Yc//CH98Ic/TJ/5zGfS5z73ufTTn/70POC+6lWvmi53ucu1AjeQJKVg5D63ySabpFvd6lbp8pe/fGbfg1zRZovIX//618z6/b3LpQ0WC+24yEUuktsUbatg3sWC9TPzZIEK3PPUG1NoCzDGnAEx8AsQj0cD7d/+9rfpl7/8Zf6Mf/vOb37zm/Td7343ffWrX00/+tGP0p///OcM/sCQXHLhC1+4J5MFksAS2958883TTjvtlDbddNO0/vrrd3rjWFC0l0zz+9//Pi8cfv70pz+1LkLNGwfjv/SlL52udKUr5UVGm/34v0te8pK5fZWJd+qO+qE5sEAF7jnohGk1ATv9xS9+kb7+9a+n733vexmMgXLIIv4E1L/+9a/Tz3/+8wyQ/o1xA2r//7vf/S6z8aaU0qX9Ad43uMEN0m677Za23377DOT9LgPU8zz7xz/+cTrzzDPzwkGyOeuss/Li0qUtFhYSzVWucpXM9jFvMs+1rnWtdP3rXz9ttNFGWasfdBfQr/3199UCk7BABe5JWHUO7wncgC6p4wMf+ED62te+lv/dBG7NDgckoAaYwchDMolokmFfEVjvsssuaffdd8/a+Fos17O0A1B/6Utfyj/f/OY309lnn52BHPsu29/WrpBEsOpwpAJymvs1rnGNdLOb3Szd9ra3TRaVq13tap13AsPaoH6vWmBUC1TgHtWCC/J9bBvLfvvb357e8573ZLaKTbcBcUgTXZjsIK8PQLHdxz72sRm4N9xwwzWBW/uA9ic+8Yn00Y9+NJ1xxhl5x0Ae8T6lzNOvLaWmTeYB5LT3G9/4xlm+2XLLLTOQX/ziF+93u/r7aoGZWaAC98xMP90HA0FOxVe+8pXphBNOyGx13MDc742w3I033jg94QlPSA94wAMyiPe6tE0bTzvttHTUUUelj33sY+lnP/tZz8Wm37N7/T4kHFq3HcCd7nSndL/73S/d5CY3yVLKqNEvw7arfq9aYC0LVOBekfFB9vj0pz+dDjjggMxgSRDTuoAfByBg3GqrrdJDH/rQzGrXiv02MMkhFpm3vOUtedHpqmcP814AnLOS1r3FFlukO9/5zuk2t7lN/ne/GPVhnle/Uy0wigUqcI9ivQX6Li1YRMirX/3q9L73vS87Jsd1AT3sGRiTHZq6tb9j2iI5rn3ta6db3vKWmc1iuGtlXBqYv/rVr9Lxxx+fgfvzn//8eREk42p3eR9tpYOLPLEzsMjc4x73SDe84Q0zqNerWmBeLFCBe156YsLt0NEiRY455ph02GGH5SQaYN7lCjnBPdqcgYD5pje9aXY63uEOd1gnMgMgRoYlwBYG2C9NPqQSztTDDz88nXjiiZmBj+oc7fK+kSwEvO91r3ul+9znPjnyBKjXq1pgHixQgXseemFKbaBzc0oCwQ9+8IPp9NNPz/HazSQWICvaAmjd7na3y047YXTY77HHHpvlFvHUzQugkRWe8YxnpLvf/e49deFIdOkSLw24LRI/+clP0oc+9KF05JFHpq985SvnxY/3MhnQxZjJHXe84x2zzCH+/Atf+EIOgwT+XZJ2LCzkHe9P8wbe173udSt4T2ms1sesbYEK3Cs2QsRk07tp3L0yD0PvFVmBTYttFpGyzz77ZMYuqqMNuJ/1rGelbbbZZmwOPW3lkATcRxxxRA4HjMSftm6zIGDzokMe//jHZ5nDvy1YFhvvTSenl7/zne/Mf4pV7+WkdT87BIvSwx72sPxuFoV+u4UVG1L1dWdggQrcMzD6Ij7yO9/5TnrZy16Wjj766IkDNyAF2kL/RJO87W1vS5/97GfXjISxuGDIJBsg+8AHPjBd8YpXbDU1Jo+Fu6+FSMghcG+7LFySdO5///unhzzkIelGN7pR1bsXcQAvWZsrcC9Zh07qdQDdy1/+8vSud70rp8z3kkqwXGA37BUFrejxJ598cg4FPOWUU3KyUJu+jf2Sdjg8hfIB2H4RK9E2z8DkxbZbmNoibSwIHK73vve90yMf+ch0i1vcokaZDNu59Xtjs0AF7rGZcrlvJMVcKOE73vGOdSJSALVokb322isDnKSWYa9g2p/61KcyaNPUezklgSrpQvTHYx7zmLTZZpsN/GzgHVLMxz/+8XWabWGQJn/Pe94zPfrRj85Fsmp44LC9W783LgtU4B6XJZf8Psq4vvnNb06HHnpolhaa7JdDkONOVIkYbQx1mAvbxnq//OUvZxnjuOOOyxp3ybQjbA+gcobuuuuueeEYNlmG/g28ySvlVYF7mJ6s35m0BSpwT9rCS3J/Tj1Auv/+++foDsw4rgC3HXbYITsF1fwY5gq2/ZGPfCSHLIoE4VBsXkAb41VjZOutt856tjKxo8ZZc7jSyCtwD9Nz9TvTtkAF7mlbfEGfx6En4/J//ud/cqGqMoRQyCCZhFxy85vffOASqdi2KBche+QY9VSEAjbZdoC2RB6gjSGLIBH90iXEsJ/p2+5RGXc/q9Xfz8ICFbhnYfUFfKaBcuqpp6bnP//5if5cJu9wEG633XZp7733zjrwoEDq/mLKxZeTZL74xS+u4yykpWPaHKBqndz61rfO4XqDPquX+StwL+DAXNEmV+Be0Y4f9LUxYsD9ghe8IH3yk59sBW6AKgmHdDEomJJJxIrT0EV6APFmfHXEVEuqecQjHpEjSIT7jSum2vPbNPLKuAcdKfXz07BABe5pWHkJntEPuOnDgBvjJl8MCqgYPJmEhi7ksIyrFkGCbTuAgQN03PHUoks4O6vGvQSDdQVeoQL3CnTyOF6xH3ALAbzLXe6SNW71Sgat6wGoHe4gVvzd7373OtmMnI8iR4T9qR9y5Stfeayn1dDUe0WViJLxzEc96lG5DTUccBwjqt5jFAtU4B7Feiv0XcDNKUkq4aQsNW5gRiIRVQLkOCsHuQC36oUB3OV3adnitaOQ1Ti1bc/aeeed05ve9KZ1mkw+UdpVYg+mL9Fn0EVpEDvUz1YLdLFABe4uVqqfyQxYadUXvehFOQ29LDQF4K5znetkVirD0BFgg1wB3NLqsd/y2mCDDdJ973vffHoO1tv1oOEubRDN4hBj8ePNK6JYFJracccdM3hf85rXHDpevEtb6meqBbpYoAJ3FyvVz2TgVgp2v/32S+9973tzCnrzommTFLBSrFt9j0GufsCNwYtaAdyKPo2SnVm2S5VEi4KzLEvgpt07j9KCJNnHmZmDOl4HsUP9bLVAFwtU4O5ipfqZbAEOPHLC6173unziehn1QXfeaaed8tFk2PcgVz/gJsWID8d8xYtjvsX6s9kAACAASURBVKPURGm27aCDDsoSkEqBJXBbMESw0Nb9SaKpV7XArC1QgXvWPbBAz5eOznFIzvj2t7+9TnKMuiEq6A0D3BJ6MPoDDzwwl1wlX5SMHmiqEf7whz883e1ud8un7gwavVKa22L0lKc8Jb9XWyQLhu1ZGLdnj5PpL1DX16bOmQUqcM9Zh8xzcwCbY8/o3EC2zGocBbjdi1Qha/INb3hD+v73v7+OKYA0IKU1P+5xj8slXEdl3e9///vT8573vBzRUtZE4YS0cxCC+OAHPzin8o/6vHnu39q2xbFABe7F6auZt1QkSQC3mOtxAjfZRblYJVydi8kB2qvMKmch4H7Qgx40chKOwyFIJYpoldKPU95vf/vbZ7Ytxd65mVXfnvkwrA1IKc89cqW8BwXZfvvb35Z2UUzo1JTSPimlk9ZLKa2fUtoqpbR3SmnzlNIFfQM7kYIsAcMgr1vK5RtfgJtjUr2ScQM3a7m/o9Uc1iB7Uo3stmPGIoJlt912y5q6DEoJOoNeImNe/OIXZ81e6djm5Rkbbrhhdloq5yoMsLLtQS1cPz8pC1TgnpRll/C+KvXRgl/ykpekb33rW2Nl3GEu2vYZZ5yRDzewSCg01axEGJ/DfDkoMe9tt902l5XlwATgXVixBUH1QYz7ox/96Dqn+gBuxaxUHxTe6Fn1qhaYFwtU4J6XnliAdvzmN7/JgEpa+OEPf7gOcEsZ55zcY489MugNcxmQ2C+p5K1vfWuWTpSU7XUupKiPLbfcMjNjqfbYNydmLxB3fwuQBYGebpvpXUpmbwdJ0+YIFeKIfderWmBeLFCBe156Ys7bATgdoEBWOPzww9fRhDFdGYYKQMlCVFdkmMtzSBhkEpKJk+XPPPPMHPHRC7w9mxMRcJM0VCcEuqJOJOpE8Sj3EH/uNB/ZnxyTJJ9SS4+T7kl/2LbTb9yrXtUC82KBCtzz0hNz3g6gScLgDOGgLE9Hx1A5DSXIiMLodVBvl9cM1q0aIWnGn07CwZTbZJO4pzZg/aJNgO7GG2+cmbKsS5fDh4UxOt39tNNOy0ybNNMWTUIakbpPQ+96hmWXd6ufqRYYhwUqcI/DiitwD8AN7DgmTzzxxHVS3jFbGYZiuGUYqs897OVZ2DGwdro72YQejfGfe+65rQ7LeJaQQW0Rmnj1q189Z3BKDHJP91M6FmDzwpf1VtzD9wH9Fltskdk2GYYc00U3H/Z96/eqBQa1QAXuQS22op9vFplSj7tMVpEaHtUB1f0YtRBTgLe63GLGHRrsuf5O7miLNml2DQAWBeJ0HEAeEgxZBGCXLDu+KxpKhqZj2BzWAPxHTfJZ0SFTX3uCFqjAPUHjLtOt+5V1BdzbbLNNDgclU4wL7AA0lk3zdgq7CBC6dIB3L917GNsrHUte4ej0Q/oZ9SzLYdpRv1Mt0M8CFbj7Waj+PlugH3CTRpoHKYxTWjBIRZYEeGPe/i7KhUZN++7FoLt0n0XGDuH6179+zspUCwWAj+ssyy5tqJ+pFhjEAhW4B7HWCn+2Xz3uUc+c7GdaA1VmpYgQ51FylMock/FIPqFZDwPeAJumLXzRwnOf+9wnA3gF7X49Un8/SwtU4J6l9Rfo2eGclGl4wgknnM85iV2Pesp7F1MYrEIFxXkDbH9yOB533HHZcYqB94s88RztFSIInEWPCB+U2u48S2GFYsDHuWPo8m71M9UCg1igAvcg1lrhzwJu2ZKSb4ToAcnQl0kNDk4QOrfrrrvmLMZJAZ9nCgnkYPSDhQvvE5f9zW9+Mx8yTP+mi/udz/iO9mgnUFaDRKQJli32W9U/LFskStW0V3iQL9CrV+BeoM6adVPFQSu5qnofEI/IDmDoVBox3Jx600pWAcgGMJlEiJ9wwWDhap5g43/6058y0IeObWcgOQiztsD406IjmmSYeiez7pP6/NW0QAXu1ez3od6aDOFcSKewi62mMUfWoprVHHuceqOGAg7aOINYeGI4KjFtOwJJQtocO4OQR1T58yM1XqigsMFJ7RAGfZf6+WqBLhaowN3FSvUz2QJRelUSi/rVAdySXGQrkh5m6dTTvmDhdgOYdhkuaKGJHyy8AnYd3ItogQrci9hrM2xzJMZIZOEojAN1AfY8MtcSuCtQz3Dw1EePzQIVuMdmytW6UQXE1erv+rbzZYEK3PPVH7U11QLVAtUCfS1QgbuvieoHqgWqBaoF5ssCFbjnqz9qa6oFqgWqBfpaYCGBu0thoeqE6tv39QPVAtUCC2qBhQJu4V0iGaI0ZxuARzqz+FxZcM0qdX4XGXQL2l+12dUC1QLVAotxynskWMjck7Enjlhac9tpKGJ0JVY4RuuqV73qeSnMAFu4mt/JnpPtN67So3UcVQtUC1QLTNMCc824NU6tCXUnJHuoSRHF9GXFrQXcCuCrPSGLL5i2CnbSnG91q1vlMwnVrKjgPc3hVp9VLVAtMA4LzCVwa5TMN6nLAFvZztNPPz0DtzMD1aZoy4oLg0htBtgB2v4feEsSUadCFTjnCd7iFrfIDLzq4eMYSvUe1QLVAtOywFwBd2TlYdOqvJFEgDXQ9vef//znrYe7djVWnEcoNVsxpB133DHd8IY3zBJKvaoFqgWqBRbFAnMD3HEmoKpuX/7yl3MxI0ybpv3Tn/40OyTXYtldDY5dqwS32Wabpd13333kg227Prd+rlqgWqBaYFwWmBvgJo0AbWcKfuQjH8m1lX/1q1+dr6byuF6aA1MB/Z133jk94hGPyGU9q9Y9LuvW+1QLVAtM2gJzAdzYtrrJp5xySnrrW9+ai+KrqwzM+x1HVerTXWO8OSYdU/WEJzwh15Kucsmkh1q9f7VAtcC4LDA3wM3h6GSVQw89NJcMFa+91sXxqKayov1C+wC2eszCBB0sqz6zl/PTBua+L7oEcG+33XY5RLA6Kcc1rOp9qgWqBSZpgbkAbo04++yz0xFHHJHe8pa3pO9///utoX6RPCO5Rg1o5wSKDAHe7oGlOwmFJi6EkIPTvxXVL0MHSSNXucpVMut+6EMfmu9zyUtesoL3JEdbvXe1QLXAWCwwF8AtVhvLdiTW+973viTRppRI6NKcisDW+YB3uMMd0pZbbpnjsoX5lYybM/M73/lOOvbYY7MEg4WXzFtmpQgTjPuBD3xguvnNb56fUZn3WMZWvUm1QLXAhCwwF8BN4qBrH3LIIelTn/pUdkg2QRY7xqqB9RZbbJFufOMbZ/AG4th3AG2cfhIHyjpz8P3vf386/PDD09e//vV8jFXz8r028J7lKS4T6ud622qBaoElssBcADfH5Ic+9KF08MEHpy984QvrACw9epNNNkmPe9zj0lZbbZU22GCDrGtj4WuxY0ANsMkv73nPe/LhsSWTb4K3pJwddtghH8Pl/vWqFqgWqBaYRwvMDXAfd9xx6aCDDkpf+tKXsmOxedGeHUT7lKc8JYOqzMgucgbmLZnn4x//eDrssMOyZOLfbae3YN5Y/E477ZTBW7ig59SrWqBaoFpg3iywEMAtdO/Rj3502muvvZIaJF1AOwzNKYlpH3/88emoo47KjL4XeNO3b3vb26bHPOYxyanl5Jka3z1vQ7a2p1qgWmAhgFuo3i677JKBW8W/QS/x4D/5yU/SCSeckN75zndm8OasLGUTIH2FK1whyzEPf/jDM4h7dgXvQS1eP18tUC0wSQusBHAzoMgVIYcyM4G3+idCBkvZhG5uccC4SSYB3oOw/El2WL13tUC1QLXAygB3gDfm/eEPfzi9/e1vzzVRRLSU4E3b3nDDDdM97nGP9LCHPSwn6og0abviu817RBnZOryqBaoFqgUmYYGVAu4Ab5UG6d1+JPuQUspLJMuNbnSjrK0/+MEPzqGHJeumn4sXp5nL9ATevseZqva3NPrK1CcxbOs9qwVW2wIrB9y6G9jSud/85jdnp6WEnzKzEuA6iAFoqyIo4qSpdfu8733xi1/MkTBKzvo/jlSAT2KR3CNapV6DWyBi8tnUT1vNGguj3VH1QQxu3/qNxbbASgK3l1Yb5WMf+1iO8RYm2KZ3c0w+4AEPyGGIkn4CIICKmiiShSJSJY5SI6lc73rXy/W+fZfkQjevV38LAGihoOQrMfgSsSyOqkSWkhbAtrAK27S7sctpHpzR/2n1E9UCi2uBlQRu3QUknK4DeDHvM888cx3W7XQc4Cua5SY3ucl5wE1aIbeoZMjR6T7B2IG7793pTndKe+yxRz5tpybzrD1B4hBoIP2DH/wgy1fqzlhc2VbtGUlaTdYNpJ1m5CAMIaI3u9nN8t/Zvl9i1uJO19ryaoH/WGBlgdvLAwNSyb777pujTESeNC8gIPHnqU996vmAGys87bTT0itf+cpcOxxbb1628EDkiU98YpZayCf1WtcCcXgGmem73/1ulp38WETtYPgNMG0/FsuyDILdjT6SSas079Zbb5023XTTvMupBcPqiFtmC6wscAMBgPvBD37wvIzN0knZD7il6AP+Erjp49jg4x//+LTrrrtmYKnX+S0QNdiVJDj55JPzEXUOz5AsZUGNvvC5XjXWI3qHbELWImfZ4dz1rnfN1R5rDH4ddctqgZUFbqzZsWjkjqOPPjrHeDe34kChKZU0NW5be5UHpdGTSmzlm98ll9BeOTVlYVbgPv/0YXsJUCpCqsGuwJgwzQDsLodhlBOSzeMwaDLV/e53v3Sb29ymgveyIteKv9dKAreXPuecc5L6KIA74rmbYwFwy6Lcfvvt82ELpI+mc1KNbzKJUrSf//znz3fwg0gSjO9JT3pSrvfNeVav/1iA05GGTZo66aSTMmhbNEspZBh7RcEwtdrF4Eug0g+9YvCHeUb9zv9ZIKpwBmnhWzBHagjs5EfJygF3SCQiSUSUKEDFEdaWhHOd61wnn0kp/Z300RyQ9PBg7FijLT7wMXiveMUrZuBQzbAei/afQcy+mDbno5rrJKY4V7Qtjn7Yoa+P6Ntqq/Mv3Pve987Oy1owbFiLtn9Pn8lfsOhyIkfpZVnHiEq193jtXd5t5YAbeAAMNbqVerVFL4HD5Cdv2HJLwHFgg8HYBO6oPPiZz3wmvfe9782s3UBWqEoEihKxtFaFqsbJQNbSfJuxzxYW79Xr3E5t4kRVz1yExiRjoQ0ysfNAW70Y0hRtu4wUKQenNloItdMuxp+xAGDu3rEtvhtoXPnKV841Z1R7vN3tbpcdxOPsh8lOy/m+uzlEHvzsZz+bQ2l/9KMf5X4SBsvHsNlmm+VQzRoGO7l+XCngBmIGHIcktv3Vr3619WxL4XuYMqYNgHvFYtO6SSYiIr797W9n5gHgDWBJOJj3OJhHALIoC45QgFcmDBki/k8Ehs9YRERm+BNolvq9dmmfE4RICxYq4BihdOMCOW3Shm984xvpxBNPzMB9xhlntJ5IFMPcImIxYUttxOKudrWr5UUwEp/OOuusHCroeLq2AzIsSOQtWrefG9zgBjUscww4wv7mEJkQ8eGnMM4iYc1hJzvuuGM+9ISPaFzjaAxNX6pbrAxwY2d0bUkzHIr+NODaJBKyiDBAdUo4JdfKfmRAwAEcPQMg0lQDBEcdLRHjDKAsEEAPaEWKffP+PqstgJvzL/702ZKZYq/AGqCRFYAccMRU/b93GJUxsQcZSmapiU7Ppm9beNockCZ5RIhYTNRe9yMDVdscDu0dJeSwgfuSXCyaZSintnsPbBvrvstd7pJZ4CR3FqP29bDfZxOkxJ+xk5pULLtF+JOf/GR64xvfeF59++ZzyYvOcPXDQb+M9h62n8b5vaUH7ogVpsUBa/qqLZ7JX7JWg93kFg/8kIc8JB9G3JU1lEWmRumkYNhAGGADJs48afp0dW0HVG3gp0ObaeL+3iavBEjSg5usduONN85FtewYMF27j0FZU8gZdH+OW6cbnXrqqVmWaltw2CociwDaVtsRdXY9G220Ue4DCyFQD4eYnYX7v+td78oOYn8v+yAOx3CeKCezsgUWrGW5YmwjJHEotnem6QPNSEYa1/saj3ZOdqvOcsW8m3MoHPqS1kRUkQxHXfzH1fZlu89SA3ds02naQFuKOy267dR3g87W3BbvUY96VLrzne+co0qmyRgC8KR6k11owgBbsk8Z4zxMyFzb4PXe3hEokhcsXECbVskG/j5IMot2meAYsfhslRi1X1YkbbSt3Z7P9oDVc+9+97vnTEjSCCBqq7YYAE4rf/GLX5zPFi1PTgIaZC6RPWQvESazqB0T71y++6hVJC1ewlJF51gYAan3A5hsiHiM6zAQcwn5IY8cccQRGcAtws0rfEOkKclndksVuCezZCwlcId8ga0CPuDBiQhMgGKvgkW0afIIjQ7TG4c+3bXbItrFRCQBYNmkET/YJClmHCFza7UnnIGA2pZXTXKTEIh2OUA5QBv7AyYf+MAH8ruQS4L5l88H2iQQRbn4E7Btujsg7zLpgZewTolOtvHNy70tRCJ8RAeJ6/Zuk76aYXLGmjZqm7EXkUec2N5be7oexVfKYsazBYuzF5CSoOIwEASERGQh9JxRCEiMzZBIkKC2U6T0F7Zv/shf0I9d+nDS/bGM918q4A7nHMCmpUqfNsiAB8bXS14AWAa3KAQhfJjKNGN/Y2JgpqQc7Am7MdGx116gN6kByR7Yt4mnWJZ4aBo4h2GvK3YLQNthFd7D7iaKb7V9DzsErACVlCGKhy49SLEozxXVYJFRP6ZkgLIngZcFmc49Lgba9j5RJAuA6j8LFtA29rTN/2GpIWdIz/dDkhq0BLD7kqFozexNPmvGU5O/4iQnOn9Xya98r1iMOSFFYlkoMPu2SCyLkIVXJNY222wz9oiqSY33RbzvUgB3ALaaFyQFWjCwxlYNMgDYFoUR2iqQxiptpwGViTQKQxl0IADnr3zlK1k7tDvAsHvJCoPcey1tup/UEuBNXsCeyA1rSUcWRQyQs1Bce4B22+4mYq1tpYVaAlS6+rCganFQ0EvBsDJ6xgLkOZxl+hYjHBcLBF6AWF/5O4DmgxDtQsIhddkp+SHPcRgH40YUgPaDHvSg/P6AdpB2GdOidF772tfmhb50+GLxasgDUAuvZw3DvM0bvgmsnkRiR1hKJMakxZajW+y8d7JjW2uhH2Qc18+ua4GFBe5miBzAtlXEWIE2mQHrNmHWYqsABGjTcUWRmNh01mnqoN5DW00MTjYTv9Rq2wZurwy1iHs2aeIHmwtQCGYMRCLFvA1cPTO23ZJYdtttt7y4tdnGPbFLQCITlfNXREvbfSPaAzPjxLKlp0Prh2EXS0DiucC7XKC9O0CxfQcqIlRGkcCCgbIfpyAmDaABKUaNmQJwPooI2wzncNNJzA6A1bjDUOnSg4w7Y9tu8vWvf31OImuTLuIkJ45eYGrnYUfT1dms/yw4ooGQik9/+tOt5Y/1m4Vn2223zf6hW9/61jmfoV6Ts8BCAfeee+6Zw9WwOxMFM1VJDruOiAsgaBvpxXqxygiZMohFUWAlBh2NG0PrOrDH0S3aaaE55JBDMnjb8q7VbhPepMB+MagmqzGBTH7bYr/DYL2j5JNw8kU4HcCxSAAdoNuL4Uf6PmcTAG+rdOiedje27VivfilBO2wOrACJSA9b+HHEuns+RyiHXLmFB9wkH8BN88UEhwVu7wQg2Y7vxK4iGLYxZwGJsNC2SJ5yvIjYIfE8+clPHliei8xd8sUxxxxzvtLCzedEvD7b2DlZMLuUGdZ+ixPf0Nve9rbss2g7cMSYI0fpS7sa8ow+HXYRHsecWoV7LARwAwvOpUc+8pEZ1MgfdE3sxsSxRQd4Ea+8lgwA+GhxmBct21YdQ7CFDnCbZseb6Jw+Kg0CHwBQXuE0BNjYqa2/rW848ZqTxEQ1MTFY72kh8u8Ig9PhmKBdigXDxPQDeIFSG+By1ArvwgxNyvICIkDswAMPzI5Ci2qpNbOt2OxweG6yySZ5ERjHBNdmeq8FoQRu9rAgjwrcnoFFe08x6fqMng/cLHq9di1rjSX9AlABN+AbxK8Suxz6NjasuqK2tI19NjBWhLj60Q/9Fi92NLeaC0NbaQIkgWPZbkbfCufsd+9pzq9lfdZCADfwMbDprQDHhMGsbePCU9+F4cSpKVhHhEvFCSqjDrbm87uCUcgkDi625cXkyq1+yDkWFu/PDgHaWHVbREKEmTXDzZq7CJ0eAG4BtGAI87JrYc9y8tvlkCFEbvh7eZnQEoPsGtynmdgUWjm54p73vGdm7WQBi9C4djaTBm739052dhYmkpCdSttB012BAoHgS7HzIC/Y+Q0ilXiOBZMTXkw11h0hem1hhxYF4wbrtrtcy1/h+97XAmVcWhTbCIV3IC3usssu+T1qTZiuvT/65xYCuIMlYyhRWL9XYkmbSXzfwMVWsWxatkgGg3dQb34b28RU/WBe7ieUzfax30QEeCYbB5OJZ9dQMlUAR1s22TBKE4UEMo76IqF3k5ssHn441kr2KPIDaNO5MaoScH0+HFgYGvbOFrHoaPN2222XQVsmapfQwkGG9iSBO+QRzkbhjcDMAmun1M/BW/ZlJD0hIsaenR7t2a5vmJwBz7fLtHMC3mrmsH1bklMUgdIPj33sY7MzWDvaLgsCJ7+ToYzLsmxxfEc/cqw62m/zzTfveb9B+rJ+tpsFFgK4vUqAxSCTxffiKDHgp+iTkDMp3oB1EC9+mzmBE/bPaYNxRpEp7InTrV99DOxW7Y5XvepV2aFXshpsmqRDmxUZ4O8Wr66MvssQYE8SgDAvjFn9ljJ9nE6uDcrbAuHSbu4ByEhX7sNpZmek/WQWwCQblV0GSebp0n6fmRRwN0EbYEd6fZfiWNrl/f1EkSzvbsdil8cWgNsuyv8Nm9HJ9sYNAiAEU1QSIG8rK+AZdjs777xzdoryN5R96Z35PNzn0EMPzSG1bTsLpIT8YlyQX7zTqPOpa3/Xzy3I0WWjdBSQMzGANsaHadui9srI6/osjF9UAaBS+0SYFPByXw4wiStik3sNaBPE99/xjnfkCdJ25qWJLnuRTIFtT8pTHzq7o9iArknfvOwgJLHQYtmvLczL+9BYSQgWMREWJjI9FVio/zJK5Mha/TIJ4C5Bm5YMEHslcEUGajiI9VWUErBjIWv5t8U3aq/YOfncOGQ6fYhtA1xylR1Cybwjs9Hujb/IwkGjbtaZ934kITsnpQoswOUOzALgHYSIkkgQoWk79bvO02X93MIw7mE7ILbrwBTokEqwb2zDZDJxhmEKYq9pwq9+9avz9pkmGBfAFXolEgPwtm1JsVoM9XWve13e4pbRJNptwZE4QqIwUcbJtJv29C6cbiQbGi4G3tzZWIzY7WlPe1qOGugVleA73gvwY2mhbwPsUSWpaQK39wBgWCx7AEOg2ItphwwBiPW1saW/sGoLF6IAINktHMbsMc5DB0I20U5EQoSSRbR0KFp0zQX+BuGY5kLsgoK5i8PH3klCZWhqU3LB3DmZx+mvGHaer9r35ga4re4iK4BhWaZz1E4BIAYseQQDFrftB+MwcOmLg7Iek1h52AMOOCBvJ5vygoWATAK4bSU9t7y8o8gEkRicgxhT89IeejB5AnNvu8eodonvx6n1wvno3FhWE7hNVpEsz3jGM7J/oAvzb35/XE7IXu87bsYNrEQqAS9FrLDXXpp2OLxpvaIrADSGzZ8CwNnK2Bt3udw2W4RkZQ4hBAhFGd+tLywgMmGNK4wZkGsfLZtWLvzPrqlNIrEw0ceBthIF5s6k+3dc43yZ7jMXwG2AKABFY6UX9yr7Oarho5gSBmhSYeCYBz16UJ1RgolJvf/++2eZpLmdNJA58YTQSaHHxMrLNlZ0wn777ZfD8UpmY4IAg7333juz3UlmoWk7aYMzCnhzNJa+BBP9Wc96VnamdQHuUftqkO+PE7i9t741DiVEST7pFWYXqet2VXwQqhnqt9C2h6lBMsh79wJv8dbi6V/zmte0SnDGpwWG/CYihN/Hu9h1iSJBoujcpUTifRAfoX9itpet2uKotp/m9+cCuIGWQWOi2Jo26y6EMZoaor9H+J0X6BIK2DRqePdpjrzhtowGMTDvyrwxGfo0xk2fLoHOvZzyDryxkvKyWAVwc0yWwA0cOZCe/exnZ3Y0SVaj7fR28cCYmsiS8n3sIAA3ljZp4PbsCFlkt7ItFuD48ftxArfdhxBJOw/28PcSwGIHB8SEldqFCLUbV1z6qACAFPBV7LvvvnkBagvlC8e3+HaLjgWHo9w7K7/Qq/IfqQzbNm+qRDJqTw3//bkAbo4+YIHxcYr4exnPHOwmMu38HjMHoBgR6SGKyXctyhT1tzFuTBLz6FozIoAb4xZL2wbctGmOxWGAm+4IJJ/znOfkrewkL20nj5i0dO5pA7fnxzFrUXeGzs5vUBYGA9h2TGwaIZf+T7mDcSTgGFOkK45abLsNwIxFGrZIGaBN59WWSfkgBu17NjQm3/SmN2W9W3+2FYWKMsYc6RYj0gqgbyNObE4ikQgnpHDa9XwGtcGyf34ugDuAQ70JW3VOlRK4TVQMVGiZQRSnq9AigY5JLiHHoAOqWAYwD0Dv1ZGYR5xPaPsnwaU8X7LtuxW4xzM19DOQFlaJ9eu3+DfJpjx2TX/FyT0cf1iviBURHyKHRsmcNBmMPWMQgeh1OIPnAm1RFUCbk3sYB/d4LLjuXcwnC5CdHL0ak2bbNumDpMfPE0lU5lJpQ+8mrJO/xs+06/lMyk6LfN+5AW6ZkICbXFICNzbA2bPXXntlfc2W1IQ3qYNxiwKg7dFqo8iPic8zzumyVuxthDdZGMSkclz205SXDbhnIZXoQ+CI4fohOeknLNciTGtui2qIBBa7I32FCQKrtiJTg6S8WzREYxx00EHZOVfGsxsTAMwCAbQ5t/kvuspr0wQKE5sNSSZ2UnYP7FlKht7J7o797FzLd/b5iJIi+9mVdiE203zXVXzWwgC3dNpnPvOZGVgjwiL0IdrWLwAAE9tJREFUbX8CARM+QtH8aYvIw875h5FFfeReaeXiUW0FecttBddiUcsE3F2ck+PWuPVBHDoLLIVGsqn/D327l+8iarcATIs4xo2FY5alZDUIcNutcSYL/yt1YTKIZwjzJGHZ+Q3q0J42wMSpNbIfySZqj7SN/fCflIxcewF7s0jXqNUVp22DZX3eQgN32Skx0cO5hZEDB9mAQvaAAyaFXZbMwsS05cUoFFMyQYFCL6fgNICb7k7jNnEmebGFmGW7nV4VCscN3Nig5CU1nlXaw/bagKPfe+s3OyYA4x7lNQhwW+hF8Bgz5QIghI5EYFfmh8N4mPM4+73PuH+PzCAvfBeiRdrKv64lIyJMNG07XTub6pAcdw8Nd7+lAu42IKfXmdC0O/G4wEI0R1tGWNQv5nDCvGX89Uo2mTRwmyCcRhFVMknHF3YpplzqvT/LzEmLl5hyOx6gNWpUiYXCLogk0auW9KDDOSKNRgFuEp0FqtR4Y1Hn/KTxWtz5XOZJ1+5lLxOcdCgmnfNfxAi/T5fSEUIGafkKU1nQ5skBO+j4WLbPLzVwR2dF1EIUhael8563VcKLw1adhgOkep2YMipwY0Ji18VxO8GkTDqaZhw3O0QykXTnNm2X01bmpIncqzhRl8nh3rL7OP+OPPLIHDM+DNPu8iyfGYRxA+62CB4ATY6xoANuzrxFSvHmJ5BrIMRRlAmHfq8TocKuFiuOX6nxSAxtfxEWqq7jYtE/txLAHZ2ESQEK2WGAgzxQOr8iOUGIIMlE3CqmUUomowK35yqXKexMHQyOoyYLsv3Hcp/0pCflUEXsZxKXZ4rIYROZq3Yl5aQmGVnEZILyAwzrjHNf0SPAww+/w1pZshG73yww1pTDutgjgNtW34/a3L0KOvUC7oh59v2Iqhi2KFSXNo/7M5HCz1FJMrGraiMt8Vz25oAkF6okKBFs2DMrx/0u9X7/scBKAbcXBhR0bp52NUJENZRAhW1IoOGkVCtZRlypZ/YDbo6riONuO3zAM0VRHHbYYTmRRzRMmWaO7buHkqpt2ZfjGMTagYFZyNjE30sGLIXbBOa406Zhk4EsEHRWST507TLN3/uE41HIpwWD7TgFASXJy7afkxnwdDmXMyoUkp2Abshfbe9gJ0AqaZNbMHHJKn7WAv9x9Mkk7oG0YN38GDJ+26TCsL8oEgu0hcocsNsYdrGexLvUe64gcOt07Bb7UJUP+2hz2HB2cUCZ7KIIylNDfMdWXwJOW+YksKMNClETK1tq1EBaFIPta6Qml2nzTfBvS+IZxwAmXZBHMH+g2jwEISayUEzv4X2817CXLESgzSHZ5gCMgmBsbbEU6scxG6cTAWy2tlOi1QIi7W07maW55We7OPGcVtvL6cz/QQ7pB9yclIsEZBHXbYeHKNjhkQ3bMkL5L4C2GiZAW1/0C40ddjzU7w1vgZVj3EwVKd7KX2KZGHhbhhzm4bQcGp9jmYBW6HzAXwSGlHdhVuUkIK9geaQOmmjbRAf+akpw0rXVOwHcWK5CU5MCbqyVxi49muZe2kG7VbnzHiazyJthL9KIhQ7j8+7NC2jzL2C87CaSAWgAEv9v4bPIYOli/kUKyfQDQr0K/cf99aMCUPRaKeq9zkTEpkk45YXtA+tID7eYLBJw61P2srNzGITomTIj1TvbVSomJgVeCWShf/0OAxl2LNTvjWaBlQRuJotTPrC/XoetAguAqYiQSUv3JlkAbwCisL7qfs77K7Vyk8DnnQ7SqxTqPAA36eiUU05JL3/5y3MSTJuTVMKJ9/A+XQ6a7TUknaqyzz77JGVDy9A9tgaoin6RZUKeKu/VDPWMEEZMuY1Bxne1WYajHYMFgQzWFqWjr7H6ckGxeDjwQA4BFmoHsiiOuojRRxCQFAlpbaDtfexs1O3hmLdYj9LXo8FS/XY/CywUcCsrKi19XCVO6aTC0mwfnWLdNvkjJR54k0wU1wHetue269gy4CgPyPU9TPupT31qZpBtIXSLANycVByTT3/607N0MQrTBNyveMUrcqH/ErgBB0AkTWHGcRp7aNHlnwA8aqJLUcckS9AtgZuz2cLQC7iBeVtBKxq7/tcui1ebs7rfRJvV7xEKOQx2hnYobU5JtveOwh3tLiUXLdI7zsq2s3zuQgG3EqcOFhgXcEeMK21XjCutt63uMrCiU9tme75KcJxnHHm0YeGFQL95mQxYC+DuVVFvEYBbNIH2CwUkY4wST05SIsnY4bSlX+tXYYdYLYYbx8vFqTIWEWF4bBv1rYE3R+fzn//8HBPeFp8cjLsfcLc5LOMEJUydo1oSyiCnsc9ycns2H4BFDcFQgbN0xAdok5JEL9kdDlIlc9bvt6rPnzvg5jBU2aw5wKK+taOzsB5b6mEjG8qOjrhiW0mAwvlVyh6+w0GDcZq8BjggF+EAuLW5ZHsmhM8HcNNZyyuAWxge/bd0TppANO5eFQbHMWj7SSXjBG62ZS9O3fLEH+9igQTWtG36KiciO7K9Pvf/bOL/7Xp81u+wSKz7hS98YWt88qjA7ZmYOuAnuSyKhGBsG1fGJ+1eJEkpA+lfdelFkIjRt+tZpFDHccyBRbzHXAG3kLS28xeBtK0cmUSN67YDa4c1flSno/PSu7G28ugu99YGGig2qPi8CYzNyDYUYjUMcGOdFgvATa9tRkdgeiaRcMBehzEM+87N700TuAGHKBp9TGttiwaJwy6AR7BqgB4nyxgHQJuDUFII9ouFi8+3Kyidq951FYHbxObElVhlfGLbpf8inK7kKWSkOiPHMaOmc4+5AW7Ah4kZZFhCmb1ngkoEoLXaTo/q7fbimDXWS/Kw3aYBirBoY4MBALbwdEDV4YC5MyeHBW6p5RycWKhQrWZhI5MKY8e2OUaxzElc0wRu72eBdNKRCJa1kkDKdw1AB+b6HoCzCTth3n74Gipw/ydqim05zRWXMsZKMmLsshnHMyLCd1Or/k1ihk3mnnMD3NgndiDOV1Gcsjob1qWMptodtnTDbFe9rAUB04vqgQpPRQEqW3nyR69svoh8wLpFPqggqL3DAreFw/Pp6949il+F7qgmBrYt9niY9+0yZKYJ3ABFopEF2u5Kwssw54sCnciqDBnLwg6c2lK5V41xW7yEuLKzJDPEpNzdBNvmsxH+J719FMdzl7FWPzM+C8wFcHsdQI11SsnFEMqkGGAmROy5z31udhJ2rZfhBQ1a9ydtyJS0hbRtB5q2kDR1k96A71fDQXQIr7u4ZowYaA8L3IDMTgMLBdzaoo1AyL05xCxSvaIgxjEMpgnc2muxiphiOxygom9GrVfSq8jUqkkl7CiunabtEAUO4bYcBfH42LZjyETKxEnv4xhT9R6Tt8DcADdwJZGQHui+pVwBuMkUgHubbbbpCdxRy8L9DFhhZwYycPYj0YUeCqiBt2gQn+sKHLaTJBt1O6Q+jwLculc7gbd3Fy7n7yaRCA7JEJOu+Txt4I4sPosm4LZo+bt+6Hrk3KDTYpUYt0WQ3BdHr7UddMwe6uCISxfqyVdQ2fago2q2n58b4NYQDivAjS2QLJqhXWsBt+/6LBmEBIK1An7bckWNgCLABuAA22d8Nor2d+kCjM720iA32CUp0AjtEIZl3PHcOGeRLglIPQd4Y/eTTvSYNnB7Z30l7BLbFoIp+9GZkRZSwBPb+liEo3/XKkUa0skoUkmvOO5FiSphNzbFtDna244ANJ5ERImS4ey3i601trsgwHx9Zq6Am8bMcdUFuDmoDFRbb6wCU6URY9MGLMAG3MAAiMcxWIOyOoCAjQBSxXY4Rjkm/enZo0SVNIdCedpL6LiTHi6zAO4Ab4unRVZEDZnMAquvYmvv9/oWGyed+f84VDjAHNgCIzshzkr9Xzq2yWpi74XzbbvttnkX0xaPTqIqfSvuzZchBVwoql3fpPwNo/R1yG4WQQ5JjkkEpSxcxkaq/tG2JRWJlBolNn+UNtfvDm+BhQJumYiyJ2V4ARx6tYmKZShgpAYD8G4eGBzMutcxWL1MF/HDAMHEpTmLd+Ug9XchaZ4TwO3vzatLAs7w3Ta+bwZwy2hUcKt0FkYct2geYZjjnuQGIPZt4WVDYAOcIzOSP0If62ufsRDH4dD61oIqxtvY8Hd1UHw2rijTy8ErGkiCSS+wcg9OveZl98NxF+eRkhjmsehSJCIJtSRB2bGW8p8FxzsCbQuRFPcasz2+uTTNOy0McAMMcaYmkK0e2QNYm9TBqE16LDgkkC6nfISxIzvP5Me8yCCeA6xMVmAtAcSkNwF83nNNFNX9ymp3JgR2JgEHQ5/XbDv2chq4Ax2k/TdLrUb8vOSMPffcM8dOjxu4g30biKUk0jxHNA6GtjADZiwcWFlYMGiVHLF3tWOaxbL0g3h4Dm1hlZh3r7A3/hPacDNM0XjQj75LXgB286YHG+cWMztV5RvsXNoOWVYkzfxRs4X/xK51XIls0wSt+qw5KusKdDmpXv/61+cUXROzCbwGmEkETF0mqcls8g4D1E1GZnJj0Go1m9gYFq87JodtG/B0QEwLcMVgJ78It5JAg6k1J4u2YneiT3jtR407n9RgxVq13eLjeKumU9iuwWJFIiAzAMBpT/QYA/7Uz2ysz7FyQA9E9R85xJg57rjjchicUEOf1Y90XKArGsj46cUyRbtIybeQGV/621jgjBYCiq3Oox5M3iGNmDukkrYEMmRDur7wUtFK4uAnsQhPapzW+57fAjNn3HECi0lj0DlhWwhTqTVqtoEWDqRgZ4N0aLNQUSRy0PywKDKICaoWMRA3aX0GMEQGX/kswCCETyy37amtfICJCS8jzbYU+E3ayTiIHZqf1V4sVvKKrEYgbkGMBA1aPoZGD53UKTzDtr2tP+x8JFMhAfTxkFEiQmctlklD5ywFgnZzPitySJas3Yb3nzews/ByvGPbZCKRU6XGH0evyY4kF9mdzKPcM65xsAr3mTlwA2gJMGqF2KqPK65X55VAbbBiZtgwyQOgCrsjg5jYpBjb6K4gy3jYDW1YHLZjv+wcAL863nTEKEo0baY6yODFYEX0sL8DJshPFiwykV0DpmrnMW8SQds7YuKkDrshAAZ8AS6pqtcCHPdBIizG+tQ9gLTx4Cd2W4PYddKf1V5ath2qQmcWndIhqQ3Gu5ht5SJqzPake2U69585cNPmHEgge1AcM9YziDbdZqZg5rbEtrYmri0z8AHWQvpsmbFi23+/M7F9flCABRS21SJiRLMEcGNq7u/588bSSpuFIxAIYGz6JOozW8zi6LDpDMnRnzJqhE7z+9OK7hn0rbUxSI862ypc6r+2Y/iMcUxbaruxP+/jcVBbrOLnZwrcBh+wEwdtm97vJJO1OihqWWBYGBLWC6gBDxAVyice14/f0fywKCxy1MkZ2ZkRwRK6a9x7UQaWSR8lASJu3TvUiT5/PaifhLzysdD0kR47p9IvhDioQ6JYmSxcc6Nei2+BmQO3wccTLmlAOF/XDEbAEiF75A9RIECZXo1V2+YDbeBNFjGAo+JcBaLFH7ir/AYWWOxa9IzjyBwGIs69OXfMD+SEz0aijbM0F+nknlXu3y7vPlPg1kBRDKIZSCVOlImDDErmEPIHlmxAhk4dkgeQ9mMryCHF6QjQK2PsMgzqZxbFAuYFp6tMU7tUDn3O5bYDEswHznHATbarMduL0sv92zlz4La9s82z5eMc4803MMMzDrABcBTPF5oXzBpIk0CANx02Dpbt54Tqb5b6iWqB+bSACct5fOyxx+a0dg7xNonEfBG7vvvuu4+lDPJ8WmN1WzVz4I7awZx7vOJCATGIcFJiCUCZBII1SLbgTPRjcGLfPtOMr17d7qxvvuwWwKxFAAFtkViITlmyNSQSlf9IJL1OtV92Wy3z+80cuBk3ohqEcEUoVtQUwZ4NRJEhAdRRn2JUp+Iyd2x9t+W0gHnBL0Tb5pQsj9qLQmhitskkwl1rzPbyjYW5AO4wa68qcAHQFaiXbwDWNxrMAuYIv9CJJ56YNW5at3BU/w+0OeNFj0j+klQ2j5meg71x/XSbBeYKuGsXVQtUC/S3ABkR0z7hhBPyGanBuoW5Amvp/f4UaVUjqPrbcxE/UYF7EXuttnmlLRD1zDkplcSVNMVByWkvA1goLGmxawbwShtzQV++AveCdlxt9mpbIA4OET4rPd9EjnIOktAq017u8VGBe7n7t77dklugTO+vgL3kHf7f16vAvRr9XN+yWqBaYIksUIF7iTqzvkq1QLXAalhgrMDtEIK99947hyOptjdopb3VMHl9y2qBaoFqgdEsQCJTAnv//ffPYaHyX4rrXymlU1NK+6SUTlovpbR+SmmrlNLeKaXNU0oX9AUxpE4a2WOPPXL95nk9qms0c9VvVwtUC1QLzN4CgFtUkUNc3v3ud+dY/qGAO+o3OylFOFLN1pp959YWVAtUCyynBeLksJNPPjmXCmmeFfvfN+7GuMkiwDqq8lWZZDkHTH2raoFqgfmwgBo1yoREOOhQjDu+VNPS56NTayuqBaoFlt8CZTho4427Me7lN1F9w2qBaoFqgYWxQAXuhemq2tBqgWqBaoH/WKAVuO9aRpVUa1ULVAtUC1QLzI0FAPdnmuGAF0sp3TGl9ISU0q0jHHBumlsbUi1QLVAtUC0AuL+QUjokpfRpcdwXTildN6W0RUppowrcdYRUC1QLVAvMnQUA91kppU+llM4E3H6w7kunlC7y33/PXatrg6oFqgWqBVbYAv9OKf09pXRuSumvQDuu+Hvz/1bYTvXVqwWqBaoF5sYCgNuV//z/AWHRjPRZc/MAAAAASUVORK5CYII=" mediaID="D to B_cst_Untitled"/><costume name="Untitled" center-x="182" center-y="135" image="data:image/png;base64,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" mediaID="B to D_cst_Untitled"/><costume name="costume1" center-x="240" center-y="180" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAAAXNSR0IArs4c6QAADoVJREFUeF7t1cEJAAAIxDDdf2m3sJ+4wEEQuuMIECBAgACBd4F9XzRIgAABAgQIjAB7AgIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==" mediaID="Sprite_cst_costume1"/><costume name="Untitled" center-x="235.5" center-y="173.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdcAAAFbCAYAAACH9sRiAAAAAXNSR0IArs4c6QAAIABJREFUeF7t3X1wXGd9L/DvT7ZWKWjlEEtaAZ3BDpKhhvYG6C1jxpbt8mJzISFpS+YWCGAcrwN5aQIX3yH9w/JMC/eGTEIxtFi2sEvCZK6DW176kpCJY0sBw21D0tskt/UuRb23cLWSbOJdQ6OVs787Z7WyJXl3z3POec7Zs6vvzmQmM35eP+dof3ue87wI+KFAHAWm07cC2AHg6krz/gXAYXQPfzmOzWWbKEABCiwUEHJQIHYCU7sOQWRn1XapjqDn4M2xazMbRAEKUGCBAIMrb4d4CZzZtQ0qj9RtlOh2rD74aLwaztY0k0ByQPcA+F0A/ZV2ZwEcK2TknmbqB9saXwEG1/hem+XZsjPpA1Ck6wdXDGP18O5WBKp86V8PoBdACkARAL/4LV7s5Do9BEX1kRHBSOG0cGTEovdyLYrBdble+bj2e2pXBiLzTxPVW6maRc/Bgbh2wW+7kgN6GMBHa+bnF79f2ov5uvp1mwrqjoyIYns+KxwZmVebvuXV5f/t/spPA1+AZVRAywXX/CiqDvd0DYLDPc1wY0+n1aiZ3cMtde/WfZpaAMIvfqO7o2Yi1x8wczmPFDLiTKZb3p/pXZ8B5LOLEfRudB/8XFxhNNVxJ6D/uTLy44z+vLzS1rPlESDBMZkoRhILWuoLKj+GusM9XZvA4Z64/lU47Tr78d9A6aV/MGpiCwVXk6epeRMFHj2fke1GRkx0mUByQH8CYI0LzXghI2uXNd90+gEAH6ph8CC6h2+Km4/2Jo5C8H73dsmI5GZCjwUtE1zPjWKboP5wjwLbVw2Cwz3ud19jUkzv+m+A/FfXylWn0HPQ+VXaEp/OAX1EgG0eOvOxQkacIWR+PAokB9RoZKSQkZb5bvRIBEynbwOw3yXf7ege/pLnskPKoKmOQ4BWf49erU6V7TI5E2osaJkbKD+K+u+r5oCPdA2W107yE0Dgl99H+R3My94Gu+9gptN/D+At7k3TE+g+uNU9XfxTJAfUuR+/6qWlCjx1PiO/6SUP084JmAZXZ411ISNHGummq3+l/HcmZ/7d7t+ZW6em0z8C8CaXZE+je/jNbkVF8e/a27ENovVXGCxtiOKITBZDjQWtFFyNhnu6BrG8h3sC3O35UXwGwJJ3MLi7axDB38G8cPNaXGhzNopw/yh2oWf4kHvC+KdIDuj/BPAfPbVU8PPCabnKUx4m9hRcG/kDRlOJqn9nkisG/zszuQ+abN6D56fWOYNxyRVDjQWtFFyNhnu6BtEyfTb5O7GV5twoHpAa72AUeHDVIIK9g5nadR1EvmXU3pWlq3HlIefHVNN/kgM6UVly46kvzTRs2bAnsCqiyQGdBNDjit2gHzCaStR91ym5YrC/M9eOwxkWNvouRUzmPWiqfRIQ92u6uO9ZyRVDXXHQMoEmPwqjG0KAjycH8RWTeyysNHH6sjHpY+FJ3Kal+u9gpA23JzfC/zuY6fTdAP7YoD3Ponv41w3SxT5J54DeIsCf+WjoVCEjsX/n3PAnsOrBdQzARhPzqH/AaF/HbVCt/65T5HaZmPH/d2bS8aYLrokfAHirSdcupdH9kpu9w1seb6mXXXAF8FTXIBryviqOXzYmt0thFD9Sl3cwAjydHIT/dzDTu/8C0Btc2yPyEFYf+IBruiZI0Dmgfy9G75gv68yThYxsinMXY/EEVi24rtMboPgLE7vog2viR1CXd52Cp2Wi6P/vzKTjzRZc+9rvhcqnTLpWSZOHYINMFJ/3kMdz0lYKrmbDPcDPuwYR+fuquH7ZmNwxpqMCgYbcp9P/BsxNlKr/CWednfYl9kBx+c5IIa6LS67Ts1C8wq3Hl/274HcKp+UvPeeLKENsnsBq9Nd0UpMCHz+fkchGuTSVMBt9yxXD/d5uuuCaWA/FKQBdRre4Yp9MFoeM0gZIFOpFqnxhLdm/Ux6S3MwXArS5atb8KIyHewIFAR8Nj/uXjVuXIgquRl8sgLwD3Qced2uzl3/X3sRhSJ2dkRDOujjTL/mlfYn6icqLpZNW+2LyBBY8uEY6K5vB1euddim99iaGINhbp4QsIMcBOSq5F61+f9SqM7TgWncGl+JhmSze6J/y8pw/P4EbVrSZDfdEH1zj/WXjdh1iFVz1Qhd6vlpwa7PpvxvPNAxhXVzLBte4PIHVDq5mo1wRT2picDX9q62eTntWbkSb/B4gayG4AOg4oN+RiQsngpU8l/vfT2LtLPDrELwRwDtF0KOKN1TKntsBCjg2vxtgKMHVaN1RCOuMIgkCPq5SbP5ofLTdyRK661TacGcVZ39Te9seGt2n82Yh3K8MriEPb9YOrsajXFGOEsTme6LJhoV9fq0ZZzs/hh0KfEAV7zDKJBhxdgMMJ7imEg8C+KBrQyx/YYUeBFw7VOMXVcx/ybt1K1TX6V1/DsiH3dpQ/nfLG/a7DwcvapX1dXEMro0Jrp39+nER/KnJPcfgWkfJ4g9dk2vRiDSFUexXwNmxytPH2Q0wrOB6BjCcNGQxwIYaBDzRLk4cm1+kPvsQmut0+lbAw/IdsXvUnKYSJhuPzKs9J7miMxxk7eMzuMZ+GU7c7/eu12q/tiFjciGXZ3Dd/V1A31nfRx5D94F3mRg2a5rCKG5X4Is+238krODqcd2RnQkjhTE8u2AMvKqJCJ5LbiqPmUf2ifuXjRtEeMF19w8B/S23+i/+e1vbtbjqK39lnN4loel1mStG75fc7Cdt1e2U4zO4nihkJNZbP5q6StizXutcLFP7aINr+3cBcQlq+pjkZsMNalO7r4Xot+ve6yrXoefAd2z+PcStrPwoPMaxRT0YDye4el93BFiYMHJuFPcJcFe9i6TA/asGYfVL0u2maIYvm3p9KIzhu6qo+0cvgseSm+Dtj346bT7CIXgGq4fd9jt1uxSL/t30ujivncNYF2f6Bb+w0aq49XxWjIY0PWFYTGzqyuC6GF1THdcCLkENcp3kZsIPamfTn0apxjGdbdiDq4Y/b/GWiWVRpg8V1Rqvimw4wfVVHa/DS/pPnsQsDA8XRrFeUXe9U16ADclBhLp4eGm/m+HLpt61yo/hWijq/5IVXNe1Cd7+6M+kn8Wl2Xb1bxfBF7B6uO4PJ0/3m/Msmko8C1yc7Vc7e0jr4nwG197zWZny2tco0zfD/Z4cUJNr/1whI9GOcvV1fBqq1c8bFdkjEzPRBbWp9Fa0yS6obijfPyKnUNKD6Bl+Isr7qVF1BQquwP5Qgmt5EM193dFSMysTRs6dxJDUWO+kin2rNiP0xcOtFlyd/uRH8Wmg5oHze7oG4f2Pfip9H6T+SEPFMg+RDVh9wOqPIk213wdI/YAdUmB1+uUnuEY5TOn3S01TMRnerNOB5Dq9D+py7wnuL5yWSEe5yt+dfVdshZZ2AZgLas4Dg7QdlIkXl0VQ83vf2c6XH8MxKH7HR7nlh7jwgmufx10znB9Glt7B5MewEQrnbL8tFZgTmJse/aQPqMBZmuHLxqSThSexFSXs0sofvTh/9G04mNwIf3/0Z3avh6r7ziqKfegZtv6jSN3v0VCGg+etfQTXyJ+kTO6Ly39Mxmh4s0YHOvt1vUj9US5VbDifFas/6Px4Mk9jBM6dxAdF4Kx88fSZf4gLLbj6eHq1PhvTk0iIiWP1LiXEfvoqeipdf2eVkALrfFvrjrCE+NTq68m1QU9Sfq6rxml4s3aArTvKdT4r1n/Q+bFknsYJ5MeQhuKAWwsq71iPtwmOdg6ivANUqMHVW4C1PxvTDSTKf2+GL5soPRbVdTa9ESXZCagz0rDGOWsRkBNo0xFcNRz6aEN5Zxdp2wmpjHQoTkBLIzJ1IdS6Dd/7zVPlm+1JqhmGN5PrtOooV+G0hHrtG/a3xoo9C/z8CVyzcgU+osA15ZgG/D9RPPVSCU9daMdTPRtRdce40IOrYYANdfjNs2ZIGZrhyyakrrPYKgJG7/0q+ZyhJj5J8TaiQPMIRBJcXQNsyMNvzXM52NLlJGDw3u9nAnxbBV/nk9RyujPY11YQiCy4lgNsg4bfWuFCsQ+tKdDZr3zv15qXlr1a5gKRBtdlbs3uU6CqAN/78cagQOsJMLi23jVljyhAAQpQoMECDK4NvgCsngIUoAAFWk+AwbX1ril7RAEKUIACDRZgcG3wBWD1FKAABSjQegL1g+sL6dfi39tewiu/Mt56XWePKEABClCAAuEIVA+uc4dYO6evv75creAfUcJX0TP8hXCawVIpQAEKUIACrSNweXCd2nUI4mxFV+WjeBg9wze2TvfZEwpQgAIUoIB9gcXB9cyubVB5pG41DLD2rwJLpAAFKECBlhJYHFzrPbUu7vZTUAyjZ3i4pTTYGQpQgAIUoIAFgaXBdRIiPR7LdSY7jUHxPfQMux7N47FsJqcABShAAQo0ncDi4Dqd/gGAt/ruheJ/OYeSo3v4i77LYEYKUIACFKBAkwsseeeavheKT1no0z8D+mV0H9xvoSwWQQEKUIACFGgqgSXBdfd6qJ4C0GWpF+MQ+SOsPjBiqTwWQwEKUIACFIi9QJWlOOkhCPaG0PKzgGQBPYbu4XtCKJ9FUoACFKAABYwEtK/jr6E6COAKACuhUAh+CZGTMjHzHqNC6iSqvonEVGgBdq4pqiPoOXhz0MYzPwUoQAEKUMBUQPuu+B/Q0nuh+BUIau9QqHJaJmdeZ1putXS1Cz+T3gvFHgAvC1JBzbyi27H64KOhlM1CKUABClCAAgsEtLfjnyG6zhilhD+UqeJnjdMvSVh/b+HJW96EFaVboEj7raB2PjmC7gM77JfLEilAAQpQgAKXBLQncTfa8MeeTFSyMjkz4CnPgsRmp+KEM0w8ju7htX4bznwUoAAFKEABEwHt63geqr9mknZBmguSK7Z7zHMxuVlwdZJP3bwFsuIjgG4BsMZvhRfzqWbRc9D3r4LA9bMAClCAAhRYFgKaShQBeA2Us5IrJvwCmQfXajX8bOdr0LHibn/Dxrof3Qfv8Ntw5qMABShAAQqYCGgq8SKADpO0l9LoP0hu9hpveS6lDhZc58t54eNX40LpDkD/wLAheYhswOoDzxumZzIKUIACFKCALwHta38KKm/2kFkBeZ/kZr7jIc+ipHaC63yRZ8qbUHwCgHMebO2PYh96hof8Npr5KEABClCAAqYCmuq4FtBvlU8nN/mU9KRMzTqvQH1/zCryWvzUzW+BrPhdQG+4eOC68461TY5D5Si6DzzutUimpwAFKEABCvgV0J72E2iTzS75x6HyZZmcuddvPfP5wgmuQVvF/BSgAAUoQAHLAtrb/gmg7S6IOpNyV1aKn4VIFi/pn8tU8b/bqpLB1ZYky6EABShAAQpUBBhceStQgAIUoAAFLAswuFoGZXEUoAAFKEABBlfeAxSgAAUoQAHLAgyulkFZHAUoQAEKUIDBlfcABShAAQpQwLIAg6tlUBZHAQpQgAIUYHDlPUABClCAAhSwLMDgahmUxVGAAhSgAAUYXHkPUIACFKAABSwLMLhaBmVxFKAABShAAQZX3gMUoAAFKEABywIMrpZBWRwFKEABClCAwZX3AAUoQAEKUMCyAIOrZVAWRwEKUIACFLgsuGpfx61QvQlAb+W/ly9gOgsgC8hDkpv5AvkoQAEKUIACFLhcYFFw1VTHIUB3mkHpCYj8rUwU7zFLz1QUoAAFKECB5SFwMbhqb8c2iD7io9vO0+yPIfgGA60PPWahAAUoQIGWE7gUXFMdBwBNB+uhjEhu5uZgZTA3BShAAQpQoLkFFgTXRAZAf+DuqGyXyZlHA5fDAihAAQpQgAJNKrAwuD4L4A2B+6E4IpPFHYHLYQEUoAAFKECBJhVYEFzb7wPkLgv9GJdcca2FclgEBShAAQpQIJBAckD3ALi+svolBaCzRoGV1TA4VshI4Im6l4JrX2I9FKcAdAXqCQDJFbl+Nigi81OAAhSgQCCB5IAeBvBRn4UECraLl+L0JoYg2OuzIfPZspIrDgQsg9kpQAEKUIACxgKdA5oWwUYoNgFYY5zRJKFgpHBaPE3WvXwTiZ6VGyFtOyHY4q+Bul9ys3eYtJdpKEABClCAAkEEkv36MRV8QoC3BCnHLa8otuezYjxZ13X4VvtWbkGp7RMQvN+tcgB5CDbIRPF5g7RMQgEKUIACFPAt0DmgXxfgA74L8JbxSCEjxpN1XYPrfN1qMmSs2CeTxSFv7WVqClCAAhSggDeBrn79kAoe8JYrUOrxQkaMJ+saB1enSZWn2I8sGTJ29ho+DshRyb34eKCmMzMFKEABClDAQCA5oGMANhoktZUkW8iI8XwiT8HVVgtZDgUoQAEKUCCIQHJAfwrgVUHK8JJXgf3nM2I8n4jB1Ysu01KAAhSgQCwEkgN6BsBVETUmr4oN57NiPJ+IwTWiK8NqKEABClDAnkDngD4owAftlVi7JFXsO58VT/OJGFyjuDKsgwIUoAAFrAokX6tvQxu+Z7XQxYVlARwvCY7+4rR4nk/E4BrilWHRFKAABSgQnkDXgN6ugLNV4RUutYxX/t1tc4lyQFXFQ+ezciJIyxlcg+gxLwUoQAEKNFSg62odKLXhgyJ4jbN9rwiegOLv8hn5YSMbxuDaSH3WTQEKUIACLSnA4NqSl5WdogAFKECBRgowuDZSn3VTgAIUoEBLCjC4tuRlZacoQAEKUKCRAgyujdRn3RSgAAUo0JICDK4teVnZKQpQgAIUaKTAxeDatU4/rCXcUNmU/xcAMqp4GMDD57My1chGsm4KUIACFKBAMwmUg2tynX4Nips8NvwsAGfB7bFCRpxFvPxQgAIUoAAFKABArJyJJxgpnJabKUoBClCAAhSgACC2zsQTxfZ8Vh4lKgUoQAEKUGC5CzjB9d8AvNoCxJFCRnZYKIdFUIACFKAABZpawAmukwB6LPRivJCRtRbKYREUoAAFKECBphaQ5Do9BMVOC73IFjIyYKEcFkEBClCAAhRoagHp7Nct5VMEAn4U2H8+I3cELIbZKUABClCAAqELaF9iDxTXA+gFkALQCWBuFYzgmEwUA62CmV+K8yko/sjgTLxaHc6rYsP5rDwfuggroAAFKEABCgQQ0FRiBMDHXIo4LLmiW5qaRVzaROLSmXh7vbZZFfvOZ2XIaz6mpwAFKEABCkQpoH3tn4DKl43qVN0NEee1aX8lvfFT7WXbH1aGiT8CYAuAeqe2l09sLwmO/uK0PG7UUCaiAAUoQAEKRChQHv4t4UYIXgngVXaqlhHJzdTd24F7C9uRZikUoAAFKBAzAU11HALUxoTdy3umsl0mZ2ru7cDgGrObgc2hAAUoQIHgAtrbsQ2ijwQvqUYJiiMyWay5twODa2jyLJgCFKAABRoloL2JwxB8NMT6xyVXrLm3A4NriPIsmgIUoAAFGiOgqcRPXOYNBW6Y5Io1YyiDa2BeFkABClCAAnET0FQis2CWbxjNy0quWHPjJAbXMMhZJgUoQAEKNFRAU+1fBOT28Bqh+yU3W3PjJAbX8ORZMgUoQAEKNEhA+xLroTgFoCuEJuQh2CATxZobJzG4hqDOIilAAQpQoPEC2psYgsDzxkiuLVfsk8li3Y2TGFxdFZmAAhSgAAWaVUBTV7wd0BsB/W0L72C/DrQdltyLrhsnMbg26x3DdlOAAhSggBUBTbW/FZC3A3g/gGuWFJoF5DgU35DJmcdMK2RwNZViOgpQgAIUoIChQNXgWuMonmpFWjuex7C9TEYBClCAAhSIvcBlwdX3XowuW0HFXoINpAAFKEABClgSWBRcg+/F6H5SgKV2sxgKUIACFKBAbAWWBNfEUUj5ha7/j8tJAf4LZk4KUIACFKBAcwhcDK7at3ILtO2JwM3m8HBgQhZAAQpQgALNLXApuNo7QaDuSQHNzcXWU4ACFKAABdwFLgVXiycI1DspwL1JTEEBClCAAhRoboGFwdXSCQIyLbmZnuZmYespQAEKUIAC/gUWBFdbJwjI9yQ3s9F/k5iTAhSgAAUo0NwCCyY0WTpBQOQ9MjHzN83NwtZTgAIUoECrCuRHsQfA9RD0QpECUASQBXCsaxD32Oj30qU4wU4QMDgpwEajWQYFKEABClDAVKAcTBU3OMFUFSkRvLxmXsFI1ybcbFp2rXRVdmjyeYIAA2vQa8H8FKAABShgWSA/isMAPuqlWAW2rxrEo17yLE1bd+P+ubWvK36/zlE9c6cFyEsPycSFE0EawrwUoAAFKEABmwJ+Amul/iNdg9gRpC08FSeIHvNSgAIUoEAsBfJjOATFTp+NG+8axFqfecvZGFyD6DEvBShAAQrETuDcKLYJ8Ijfhqkiu2ozBvzmZ3ANIse8FKAABSgQS4EAw8Hl/iiwf9Ug7gjSOT65BtFjXgpQgAIUiJ1AfhQ/AbDGZ8PyAmxIDuJ5n/k5LBwEjnkpQAEKUCCeAudOIiOCfj+tU8W+VZsx5Cfvwjx8cg0qyPwUoAAFKBArgXOj+KIAt3tplABfF+Bw5yAe95KvVloGVxuKLIMCFKAABWIjUBjFegVOAeiq1yhn4pIAx0uKb1y5BY/Z7ACDq01NlkUBClCAArEQOHcSQyLYW6sxtoZ/+eQai8vNRlCAAhSgQFQC50fx9pLiRgV+23kHO/+k2iY4amv4l8E1qqvJeihAAQpQYNkLGA0L//L7ePXMDNqraXV0YPZlb8NPl70kAShAAQpQgAIVgbrBNT+KzwD4rKHW3V2D+JxhWiajAAUoQAEKtKxAzeB6bhQPCPAhLz1X4MFVg7jJSx6mpQAFKEABCrSaQNXgWngSt2kJ+/10Vtpwe3IjvuQnL/NQgAIUoAAFWkGgenAdxY8UeJOfDgrwdHIQb/aTl3koQAEKUIACYQtoX8I5PP16AL0AUgCKALIQHJOJ4j026q8aXPOjzr7F/j9dgzxtx78ec1KAAhSgQFgCmuo4BGido+hkRHIzNwetn8E1qCDzU4ACFKBAUwhob8c2iLofRaeyXSZnHg3SqerDwmP4rire6adgETyW3IR3+cnLPBSgAAUoQIGwBLQ3cRSC97uWrzgik8UdrunqJKj+5DqGa6H4tq+CBdd1bcJ3fOVlJgpQgAIUoEAIAtq3cgu07QnDosclV1xrmLZqsppLcfKj+DQAry9293QN4vNBGsS8FKAABShAAdsC2ps4DMFHDcsNL7g6DSg8ia0oYZcCG+o1SJzTB9pwMLkRpr8KDPvHZBSgAAUoQIHgAppKeDhAXYYlN7M7SK1G2x8GqYB5KUABClCAAo0W0FTC4yoYzQHyfyD4hp/lOQyujb7irJ8CFKAABUIX8B5cFzbJ+/IcBtfQLykroAAFKECBRgsEC64APC7PYXBt9BVn/RSgAAUoELqAptonAenxXZHH5TkMrr6lmZECFKAABZpFQPs6xqC6MUB7Pc0gZnANIM2sFKAABSjQHALa1/GfoPrXAVr7nOSKbzTNz+BqKsV0FKAABSjQ1ALamxiCYK+/Tuj9kpv9pGleBldTKaajAAUoQIGmF/AZYPMQbJCJ4vOmAAyuplJMRwEKUIACLSFQ2QrROfnmg0YdUuyTyeKQUdpKIgZXL1pMSwEKUIACLSOgvR3vBPQDEGwBsGZJx8ahOAEtjcjUhSe9dprB1asY01OAAhSgAAVcBBhceYtQgAIUoAAFLAswuFoGZXEUoAAFKEABBlfeAxSgAAUoQAHLAgyulkFZHAUoQAEKUIDBlfcABShAAQq0lMCqfn2trMRLL/yTjDeqYwyujZJnvRSgAAUoYFWgc53eKorbALy+XLDgH6F4sJCRe6xWZFAYg6sBEpNQgAIUoEC8BZLr9BAUO+u08iyALIBjUQRbBtd43y9sHQUoQAEKuAh09es2FTziAcoJtD8G8I2wAi2Dq4erwaQUoAAFKBA/AYOnVrdGW3+qZXB1I+e/U4ACFKBArAWSAzoJwP9B6At7JxgpnBZn3+FAHwbXQHzMTAEKUIACjRZIDugPALzVVjtEsT2flUeDlMfgGkSPeSlAAQpQoOECyX69F4JPWWzIkUJGdgQpj8E1iB7zUoACFKBAwwU6+3W9CE4B6LLUmPFCRtYGKcs1uGpfx60o6Q4Irgag5anMgmMyUYx83VCQjjIvBShAAQq0rkBnvw6JYK+lHmYLGRkIUlbd4KqpjkOA1lo3dFhyxY8FqZx5KUABClCAArYEbAVYBfafz8gdQdpVM7hqb8c2iNZfNySlrTJx4USQBjAvBShAAQpQwJZAZ79uEcFHgKoHoJtUk1fFhvNZed4kca00tYNrquMAoGnDwufWCHG42JCLyShAAQpQIAoBr0+zqth3PitDQdtWJ7gmMgD6vVcgI5KbCbxGyHu9zEEBClCAAhS4XCC5TjdWtkbcAmBNFSNnW8TjJcHRX5yWx20Y1guuzuQlfx+V7TI5E2iNkL+KmYsCFKAABSjQeIGqwVX7Ot4N1b/x3TzFEZksBloj5LtuZqQABShAAQo0WKB6cPX2vrVaF8YlVwy0RqjBLqyeAhSgAAUo4FugRnD1+771UjskV3RdQ+u71cxIAQpQgAIUiLFAreD6LIA3BGh3VnLFQAtwA9TNrBSgAAUoQIGGCtQIru33AXKX/5bpfsnNBlqA679u5qQABShAAQo0VqDGhKbEeqjvfRrzEGyQiWKgBbiNZWHtFKAABShAAf8CdXZoSgzBzz6Nin0yWQy8ANd/l5iTAhSgAAUo0FiB+nsL96zcCGnbCXHdRioLyHFAjkruRSsLcBvLwtopQAEKUIAC/gU4o9e/HXNSgAIUoAAFqgowuPLGoAAFKEABClgWYHC1DMriKEABClCAAgyuvAcoQAEKUIAClgUYXC2DsjgKUIACFIiXgPZ13IqS7oDgagCvqNI668emMrjG6x5gayhAAQpQwKKApjoOAbrTvEg7x6YyuJqLMyUFKEABCjSRgPZ2bIPoI56bbOHYVAZXz+rMQAEKUIACzSCgfk94s3BsKoNrM9xuwxP2AAAdUElEQVQhbCMFKEABCngW0JTvE94CH5vK4Or5cjEDBShAAQo0g4CmEn5PeAt8shuDazPcIWwjBShAAQp4FtCU3xPegp/sxuDq+XIxAwUoQAEKNIOA9vk64c3KyW6XBdfOdXorFDvEWQ+kVdcDLTQdh2BMS/jB+az8aTNgs40UoAAFKLB8BLTX4wlvlk52WxRck+v0EBQe1gO5XqC5hbnAsUJG7nFNzQQUoAAFKEABywLqfsKb9ZPdLgbXrn7dpgLv64FMEQQjhdNys2lypqMABShAAQo0q8DF4Joc0AMA0mF2RBTb81l5NMw6WDYFKEABClCg0QILg2sGQH/IDTpSyMiOkOtg8RSgAAUoQIGGCiwMrn7XA3npwHghI2u9ZGBaClCAAhSgQLMJXAqu6/Q+KO4KuwOFjHD5T9jILJ8CFKAABRoqcDHQdfbrehGcAtAVYouyhYwMhFg+i6YABShAAQo0XGDRU2Rnvw6JYG9YrVJg//mM3BFW+SyXAhSgAAUoEAeBy4Zok+t0Y2Wt6xYAayw2Mq+KDeez8rzFMlkUBShAAQpQIHYCru8/O/t1iwg+AiBQsFXFvvNZGYqdABtEAQpQgAIUsCzgGlxN63v5gF6zQrFFgc0Q/BaAV1V2ZzpeEhz9xWl53LQspqMABShAAQo0s4C14NrMCGw7BShAAQpQwKYAg6tNTZZFAQpQgAIUAMDgytuAAhSgAAUoYFmAwdUyKIujAAUoQIF4ChRGcYsCzgEyVwOuR6o6nbh4slvXIDyd7MbgGs97gK2iAAUoQIGAAvkxpLWEdwiwAYJfDVScYKRrUzkwG30YXI2YmIgCFKAABZpF4NxJfFgEzoZFb7HZZgW2rxqE0cluDK425VkWBShAAQo0VCA/iq8BuCmkRhzpGoTRyW4MriFdARZLAQpQgALRCpwbxYcEeCDEWse7BmF0shuDa4hXgUVTgAIUoEB0AvlRjAHYGFaNqsiu2gyjw2cYXMO6CiyXAhSgAAUiFcifxL9B8OqwKnUOn1k1WH6X6/phcHUlYgIKUIACFGgGgfwoJgH0hNTWvDPrODkIo8NnGFxDugoslgIUoAAFohXIj+FQ5VQ36xU7h8+s2gzjw2cYXK1fAhZIAQpQgAKNEPj5E9iyYgWesFW3845VgONtgqOdg/B0+Ezd4Kp9HbeipDsg5d0stHzKjeCYTBQ97VRhq6MshwIUoAAFKFBPIH8SnxLBHylwRa1080HzpRIeesVWnAhDtGZw1VTHIUB31qj0sOSKHwujQSyTAhSgAAUoEETgxR9gYGYGH4TgdSJIiOKJkuDvVm3CD4OU6yVv1eCqvR3bIPpI3YKktFUmLoQS8b10gGkpQAEKUIACcROoHlxTHQcATXto7Nzmxhwy9kDGpBSgAAUo0KoCNYJrIgOg32ennUD7Ywi+wXezPgWZjQIUoAAFmlqgVnB1Ji9Z+MiI5GaMTxGwUCGLoAAFKEABCjRcIOTg6swxlu0yOWN0ikDDNdgAClCAAhSggAWBCIIrjshk0egUAQv9YREUoAAFKECBhgvUCq7PAniDpdaNS65odIqApfpYDAUoQAEKUKChAjWCa/t9gNxlqWVZyRWNThGwVB+LoQAFKEABCjRUoHpw7Uush+IUgK7grdP9kps1OkUgeF0sgQIUoAAFKNB4gdo7NPUmhiDYG7CJeQg2yETR6BSBgHUxOwUoQAEKUCAWAvX3Fn5l+1tQkpMAXu6rtYp9Mlk0PkXAVx3MRAEKUIACFIiZgOupOOr3CZaBNWaXms2hAAUoQIGoBFyDq9MQ7Vm5EdK2E4ItANbUaVwWkOOAHJXci56O54mqw6yHAhSgAAUooH0dfw3VTZg7PWclAIFCIfglRE7KxMx7gigZBdcgFTAvBShAAQpQIE4C2tvxzxBdV7dNKlmZnPG90oXBNU5XnG2hAAUoQIFQBbQncTfa8MdGlQQIsAyuRsJMRAEKUIACrSCgvR0ZiHo7mMbHcHE4wfXs7ltQUmfD/qudV7aAZAE9hu7he1rh4rAPFKAABSjQnAKaSsxW3rH664DKaZmceZ1b5mDBdTp9KwBn32AniL7CrTKojqDnIE/JcYViAgpQgAIUCENAU4mXALQFKruEP5Sp4mfrleE/uJ5JH4DCy4Hqc+0Q3Y7VB3lKTqAry8wUoAAFKOBHQFOJc4F3HzR4F+stuM49qe4E4DwSv8xPxwA5gu4DPCXHHx5zUYACFKBAAAHtS+yFIujmRhckV2y38+Q6tesQRJzAGvQzju5hnpITVJH5KUABClDAl4D2tJ9Am2z2lXku06zkiongwfXMrm1QeSRAQxZn7R729sRsrWIWRAEKUIACFHA2RwoSYPUfJDd7jYXg6vP9arWaVbPoOeh7YS5vCgpQgAIUoIANAU213wnIH7jsPLi0KmcFzPskN/Od4MF1alcGIt7WBdWsVfej+yCPoLNxZ7AMClCAAhQILODpKbakJ2Vq1tkKuO7HbHj2TPpZKN7gVpjBv+chsgGrD/AIOgMsJqEABShAgWgEtLfjv6ANH4OWN5hw1sIunLQ7C5EsSviqTM7ca9Iis+A6lb4PgrtMCqybRrEPPcNBZ2kFbgYLoAAFKEABCoQpYBZcz+xeD9VTvtYGOe9Y2+Q4VI6i+wBPygnzarJsClCAAhSIhYBZcHWaOpUegmBvzVbPB9FS6SH0HDoRi96xERSgAAUoQIEGCJgHV6dxZ9MbUXLWuurcua6CZ6B4GMDj6B7+YQPazyopQAEKUIACsRPwFlxj13w2iAIUoAAFKBA/AQbX+F0TtogCFKAABcIQmL7l1ZhF3W0LL1bbjll0f+WnfpvB4OpXjvkoQAEKUKA5BKZ3fQaQuqfY1O6I3o3ug5/z2lEGV69iTE8BClCAAs0jMJ1+AMCHAjb4QXQP3+SlDAZXL1pMSwEKUIACzSMwnb4NwH5LDb4d3cNfMi2LwdVUiukoQAEKUKC5BKbTPwLwJkuNfhrdw282LYvB1VSK6ShAAQpQoLkEptNqtcEeTnRjcLUqz8IoQAEKUCA2AgyusbkUbAgFKEABCrSKwPTu7wL6TjvdkcfQfeBdpmXxydVUiukoQAEKUKC5BKZ2XwvRb1tptMp16DlQ9wzXhfUwuFpRZyEUoAAFKBBLgbPpT6OEewK1rQ17cNXw572UweDqRYtpKUABClCg+QSm0lvRJrugusFT40VOoaQH0TP8hKd8ABhcvYoxPQUoQAEKUMBFgMGVtwgFKEABClDAsgCDq2VQFkcBClCAAhRgcOU9QAEKUIACFLAswOBqGZTFUYACFKAABRhceQ9QgAIUoAAFLAswuFoGZXEUoAAFKEABBlfeAxSgAAUoQAHLAgyulkFZHAUoQAEKUIDBlfcABShAAQpQwLIAg6tlUBZHAQpQgAIUiCy46lW/8qtov7AdwAcBvAGQngr/WQBZCI7JRDHY5sq8nhSgAAUoQIEYCIQeXLWv/RNQeTeA97r3V0YkN3OzezqmoAAFKEABCsRXwFpw1b7EHiiuB9ALIAWg01e3VbbL5MyjvvIyEwUoQAEKUCAGAlaCq6Y6DgG600p/FEdksrjDSlkshAIUoAAFKNAAgcDBVXs7tkH0EYttH5dcca3F8lgUBShAAQpQIFIBC8E1cRiCj9psteSKgdtlsz0siwIUoAAFKOBFIHAQ01TiJwDWeKnUJW1WcsUBi+WxKApQgAIUoECkAjaCawZAv71W637Jzd5hrzyWRAEKUIACFIhWwEJwbf8iILdbanYegg0yUXzeUnkshgIUoAAFKBC5QPDg2pdYD8UpAF2BW6/YJ5PFocDlsAAKUIACFKBAAwUCB1en7dqbGIJgb6B+MLAG4mNmClCAAhQAKnsu/G7ldeVVFZNxCMYA/YFMzP5pFE5Wgms5wKaueDtQOuRrchMDaxTXmnVQgAIUaGkBD3suhL7trrXgWnmC9bYsR3AvtO0Ryb34eEtfcXaOAhSgAAVCFQiw54ITaH8MwTds7m9vObiufBuk7XtGgnxaNWJiIgpQgAIUcBfQXit7LlgLtFaD69zwcMftgDqn21xRhSMLyHHISw/JxIUT7lxMQQEKUIACFHAXsL/nQrCDZKwH13KA7ekYgKhztNxr0ObMIpYnoKW/k9zsD92JmIICFKAABSjgTUBTCfWWwyB1gINkQgmuBk1mEgpQgAIUoIA1AU0lLG9o5Dwp+j9IhsHV2qVlQRSgAAUo0CgBTVnd0Gi+G74PkolNcM2PYg+A+bVJTseyAI51DcJ5f8sPBShAAQpQoKaA2tzQ6FItvve6j0VwzY/iMFDjZB3BSNcm3Mx7igIUoAAFKFBPwMqGRosq8L/XfcODa93AWumkAttXDeJR3lYUoAAFKLA8BApjuFUVOwBcDeAVAOY2fnAZ0Zzb0EhvBPS3Ax4qE2iv+4YGV5PAWrmNjnQNlpH5oQAFKECBFhfIj+EQFDvrdNMoJmjfyi3QFb/vK9AG3IuhYcHVQ2B1fMe7BrG2xe8ndo8CFKDAshc4N4ptAjxiAGEUYBeWYxBs5/ZigBwNunNgQ4Krwa+Sy1y7BtGQthpcYCahAAUo4FsguU6vF8VeBa6ZL0SAZ1Swr3Bavum74CbNmD+JAxCkTZqviodXbcaNJmmjThN5wPLwq+SihQieS27CG6PGYX0UoAAFwhRIDugRAB+pN/xZyMiyeiV27iQyIug3dY9rgI08uOZH8X0AG0zhnHQK3L9qEJ/0kodpKUABCsRZwHliheIvXdsouGE5PcEWxvCsKt7g6rI4gbOd7t/GaelmpMHVz3AwgLwAG5KDeN4jNpNTgAIUiK1AckCdgLDZoIEnCxnZYpCuJZKcG8V9AtzlqzMxWroZWXD1MxxcfmpV7Fu1GUO+oJmJAhSgQEwFkgP6AoBVBs17oZARZynKsvgURrFegVOAsy+9909clm5GFlwLo3hQAWczf+NPkMCqV+JKJBJ/AClvTrFmQaXPYG6K9bKbKGAMz4QUoEDoAskB9bLR/JHl9O713EkMiWCvz4vgeRaxz3rqZossuOZHcQbAVaad8BtYFwTVOwFcWbO+ABsym/aB6SjQygKaSnwAgPPfbwBIAjgB1b+UydmvtXK/bfUtuU7HoXiNcXnL7N1rgAAbi6WbUQbXHwB4q8mN5DuwpjruBNT5tVM7qC5sgOIGPsGaXBGmocBiAU11HAC0+nIJwQMyUfwwzeoLJNfpN6F4nwenZfXu1XHxG2DjsHQzuuA6hnuh+JTbjeQnsFaeVu+vDAG7VbHg3+Wk5GaWzUQBDzBMSoHagz597R+FirMfeO2P4iaZLD5IxtoCLx/Qa9qApz0YLat3r/Mu+TFsFMUtpq8VVZFdtRkDHlxDSRpZcDV5Se0rsHp9Wl3M+ILkistmokAodxAL9S4wfcury5m6v/JT75kbn0N7E38PwVvqtkTkSZmY2dT41sa7BT6eXncUMuKsjV12n8JoOcD+mVvHFdi/ahB3uKUL+98jC65OR+o94vsKrL2JI5C6C7Bd/SRXjNTAtUFM0LoC07s+A8hnF3dQ70b3wc81S6e1L/HnUJgM+f5UcsVfbZZ+NaqdyQF1JlzWHwVY0Dhn56Z8Rt7UqPY2ul6DYeLYLN2MPLCUH/GB31Od2ytYBD+5cAHffMVWOGu+jD9qIbCW62dwNTZnwgAC0+kHAHyoRgkPonv4pgClR5JV+zpuheqXzCrTKcnN9pql9Zfql99HeQTgZW9DLEcAtC+xB7rkjGrBMZkoXjyj+so1euVL7fi5JwGPE5uWnC7jVPUvIjic3IQve6o3JoltP6SF1a3Ig6tJR7Q3cT3mpmHP77W5aPmMrcAK4F8lV1y4TMekeUxDAW8C0+nbAOx3yXQ7uocNA5e36m2l1lTihwB+y6w8GZHcTCjnMOdH8RkAS0YAcHfXIGIzAqCpjkOA1jjVZbGNj6Fh44lNdTfuidGGC2b31KVUzkNa5dScLaq4IMDxNsHRzkE87rWssNLHLrjWDZwK512DBB0KXoD5LckVr7eKO52+Fbh4BmH5V2J52Kd7uCl/JVq1aVBhbj/WQm/WdPpHANyG8p5G9/CbQ29LgAo0lfCwnE6uldzMXwWormrWc6N4QGqMACjw4KpBNHwEQHs7tkG0/qkuKttlcqZ8RrXXoWEARhObTDbuicuGC7bvkziUF6vgWvkSdN9r05ZcSd8kU7PP2CoOZ9IHoDVOc1AdQc/BUH7JO+1veACxhmi3ILcfazJZDH9T9Om02WYB3cOx+ntceiU0lTDrB/AdyRWvs3slgcKTuE1L9UcApA23JzeioSMA2ps47LpyYcE6ez9DwwVna3uXj8npMgJ8KTmI293KiuLflwyjO3sizB2OvmQoPYq22KjD9QLZqMS0DE11nADUZK9N0yJrpxPdIROz9mbd1Qus860Q3Y7VB8u/Vm1+YhFAbHbIUllGP9aiWOvc5MG18q7144DhZupS2ioTFzzNoTC55IVR/EhdRgAEeDo5iIaOAGgq8ZMlu8JV69645IoXz6j2sM/wfFmus4aNTpdR5Lo2o8/EP8w09YfRnZrDe80QVr9iFlwTpnttBvE4B9E7Iw+s5fsDw1g9vDtI4y97mjCZ2BVFALHZKQtlVQKrMwvTZUORCNY6N3Fwdf/Su+xiZSVXDGWNYX7UOSDL/dPoDQRMn/AXTqbsWqdDqubb/ZnMGjb1guBrXZuCrbpwvyq1UxgNozvZFwylB6kvqrxxC65Gfzw+cc4BegSy4gsy8eK4zzIuzza16xBEakxcWJJcNYueg9a+eIyezMpNiCCAWAMNXpDHCW/hr3Vu0uBq/KW36JLJsORmrP6AnC/eNFg0Y3Dt7NctInjCy93vNjRs9ORaqVAEtzVq9rDRMHo5uOJhmSzG8mD0atdtmQRX/RPrQdXRPLNrG1TqT1xYqm7xvZqHYfTwA8iCfnau01uh2CGCq8t/E4p/geDw+dMS+qQu8x8clxoc+nKsZg2udWe81goD4Uxkcmpr5eDq9M/jRv7OSFjdc15N3rkuuIpPdQ3iN70Ed1tpDYfR538GhDYL3VZ/5suJW3B1nijNN7I20bD9bnVhndO7DwPlReBmH8FzWD38RrPE7qk0ZT6MHnoAqTQ3uU4PVabIX94BwUjhtIQ2qascyH28tw/dpmmDa+JZ4/esc1f7Z5Irzu0+FcKn5YOr1438gbpLcn4xhve+pPiO4aWY7BpEyjCt1WSa8nifNcnwcNyCq3MMnJeNrOtcZDmJUulOq7OBl9Y2nf7fAF5vfKcp7kfP8CeN09dJ6PUJLfQA4hy+2K/bVFD3SV4U2/NZsT6pa57Kyw+Oi78ww95IpAmDq/a23wIR163mFt2iIW952AzBVU32Xa6gLf2b9LHe1XVJTn4M34biWqPvnAate9VU+32AmB+O3iQnmsUruPa0X4M28bKRdZV7Rk5CZEgmXrQ+W3FRZSazgxe3Lg+RDVh94HmjG90lkdcntCiCa3JADwA1liJd6s9wISOhvJPz+oPjYpOkba3V9/CX/wgzm0tg8ZVB0HvM24YRF3+mvE9yM98OWnet/E0RXHsTRyF4v4HBZRO/fGzkD7f3rj9/AltWrDB/l9uIda/al1gPxXMGZvNJFs209pAv0qSxCq5Oz7388rtMKswh4IWVeZnEdPGRCvvQMzxk6+p6fUKLKLhmAPS79DFbyIi1SV0L69JUwlmz/B+8G8tdkpv5gvd8hjma8cnV04YR5b/cE5Kb3Woo4itZkwTX/wuBwZ7K1Sd+ed1Qwi24OtD5UUwC6DFCVwx3bUYoP37r1W86w/riz7iwR5uMsOonil1wXRBgnS+7VeZ91D+R3KxzQHq4Hz+TmNRyYJ3bHtLTZhsRBVejJzSTLwSvF9H3U+tcRc9Irui2g5LXJl1K35zB1ehaXuyk4ndksujpnvQK2hTB1XSjDcGNMlF8uJqBcYAV/GvhtLhu35ofxRiAjSbejTquzet71yi+z0y86qWJZXCdC7BXrIGWnKFdswlO0rY19KFgp2Feh4MtT2Iq23iftBPJHsqmsx1DCa7eTRb9XYT6xzq9+7uAvtPld+5j6D7wrqB/0Lbyx/FJopWCq9v9ZvT+VfCtwmlx3b713Am8W9rwNyb3hgieS26CtUmXJnXOfad5e+/q5mdab5jpYhtc58ATJhOczkHaro8ksDqNmtqVgYjb0Oela2ZxEtN8oV6HhAHY30O5yl3Z2OBqPnO62h9UqH+sU7uvhWj9d5Eq16HngOnMzjC/E8plM7j6IzZ1c7vfTN6/loA3/SIjRtu3GhzVNnfdgftXDcLKpEsvgpX3rqeceZEG+Z6TXDHyHwAG7Vr8g91rhijTq8kEJ9v7A7t10HSIb64cq5OYyje/yY5MS/sQkVGjgmvAIeGyltuXndtt4frvZ9OfRgkXjxpblL4Ne3DV8Oddy4gwgWmQqDQpki+7whi+q4q6IwAieCy5CQ0bATB1M7nfKsPD1V6PnQNwp5dD0wujWK+AW/Bq6Fmo2psYqpyG5nKn6/2Sm438B4DXP79YP7mWg8nc1PbqN5jtbQxN9M6kn4Ua7rFq/12rr8PhTf6QTbrulqZhwTXgkHAkwdWpZCq9FW26Cyob5iK6nEJJD6Jn2NPOPG7Xwca/mwaJubqi+bLLj+FaKOqPAAiu69pkvLbTBtWiMkzdTP8mr3y9rrnwEu6UyvGbCjyzcgW+8MI/iedd5tyeXlWxb9VmWJt06QfXIMDmIdggE0Urqy78tNE0T+yD61yAdd6/vnQn0FY537X0TCg7LpmoTaXvg8B9TZbFwFrlxBuTls6nieR968t+TV+54gJ+ZtIw2+9cfQyTX9ZM0y87k/61QhrTIDE3OhPdl11+FJ8GaowAAHu6BtHQEQBTt0bdbwvPQa0cLuAE6ROYW+P6ZBzu3boBVrFPJosN/QFgatQUwdW0M5GkO7N7PVTrD6/YDay+nlYXWET1vvW9gNkTQwjB1dvM1io3SqO+7CK5Z31UYjx7swFfdoUnsRUl7FKgPAIgznBnGw4mN5qv5/RBYpQl7sHVqBMxSKQ9KzdC2nZCsGVucAQnoKURmboQix8AJkQMriZKS9NMpWu/G7AZWD3s9lKzGxG9b+3s1yERs1M9GFz93HTR5jGavdmAwBqtgvfaGFy9m7VqDgZXv1f2bHojSs5pODr3ywpyAm06gquGrfyy8jVxaXFf7B+tV8cqOVCeDWu0zRqDq9+bLrp8BrM3Ix0Ojq7nwWoyfOKPZAJYsJ4wd1ABBteggiHkD7RLFeQkEP076eSA/hTAq0w4GFxNlBqfplXefUUpafTEH9EEsCj7zbouF2BwjdldEeiJNartH5eYda3Td6uaLVJ35swWMtJrk910KK5enXznWl2nFd592bzX3MriE7+b0PL5dwbXGF1r7btiC7Tkb1lGgwKrw2e4Yf+89JOFjGyyyW4huEYyo9pmn1lWfAX4xB/faxNlyxhco9R2qcvHtoZzJTYwsFaCq8mG/XNtVbyvkBWrJ6dYCK6RzKiO0a3GpoQswCf+kIGboHgG1xhdJF/rNRscWCvB1fRQ7ROFjFg/OSVwcI1oRnWMbjU2hQIUCFmAwTVkYC/Few6uMQis5eC6Tu+Dum+sIYL35E+L0QbiHt2CrHPlkLAXbKalAAWMBBhcjZiiSeRpMlNMAqsj09mv60Xq71vqbK12Piuh7KwS8MmVQ8LR3N6shQLLSoDBNUaX2+igAiDaU4AMfeptIhFmYC2/xk0lnC3czI4mXNofDgkbXmEmowAFvAgwuHrRiiBt/TWuchKl0p0yNWt0zFQEzV1URXKdblTF7wmwthz0gJ9A8c3zWXHO5Q3tY3g0YbX6+dQa2lVhwRRY3gIMrjG8/uWDCkqlIYisKTdPdRxtbUciO7M2hib1mmT4xH95EXxqbbIrzeZSoHkEGFyb51qxpXUEPO9qFaN31rywFKBA6wkwuLbeNV22Papz9u9Ck0j3XF62F4Mdp8AyF2BwXeY3QKt1f/HZv7r5Uv8as+dyq/myPxSggJnA/wdBcYD74aS2hwAAAABJRU5ErkJggg==" mediaID="Sprite_cst_Untitled"/></media></snapdata>