<snapdata remixID="13453658"><project name="back and forth counting" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="back and forth counting"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="reset" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doStopThis"><l><option>all but this script</option></l></block><block s="setColor"><color>0,248,246,1</color></block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>100</l></block><block s="setEffect"><l><option>color</option></l><l>0</l></block><block s="setEffect"><l><option>saturation</option></l><l>0</l></block><block s="setEffect"><l><option>brightness</option></l><l>0</l></block><block s="setEffect"><l><option>ghost</option></l><l>0</l></block><block s="setEffect"><l><option>fisheye</option></l><l>0</l></block><block s="setEffect"><l><option>whirl</option></l><l>0</l></block><block s="setEffect"><l><option>pixelate</option></l><l>0</l></block><block s="setEffect"><l><option>mosaic</option></l><l>0</l></block><block s="setEffect"><l><option>negative</option></l><l>0</l></block><block s="clear"></block><block s="up"></block><block s="setSize"><l>1</l></block><block s="doStopThis"><l><option>all</option></l></block></script></block-definition><block-definition s="do in parallel %&apos;actions&apos;" type="command" category="control"><comment x="0" y="0" w="238.66666666666666" collapsed="false">Accepts any number of scripts as inputs.  Launches a separate thread for each of them, so they are done in parallel, then continues with the current script while they all run.&#xD;&#xD;This doesn&apos;t change how the Snap! scheduler works; the threads are not truly asynchronous. And there is no increase in speed.  Rather, the point of this block is to allow starting synchronized but independent scripts.</comment><header></header><code></code><translations>pt:executa _ em paralelo&#xD;ca:executa en paral·lel _&#xD;</translations><inputs><input type="%mult%cs"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block s="reportListAttribute"><l><option>length</option></l><block var="actions"/></block><l>0</l></list></block><script><block s="fork"><block s="reportListItem"><l>1</l><block var="actions"/></block><list></list></block><custom-block s="do in parallel %mult%cs"><block s="reportCDR"><block var="actions"/></block></custom-block></script><list></list></block></script></block-definition></blocks><primitives></primitives><stage name="Stage" width="500" height="500" 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" id="80"><pentrails>data:image/png;base64,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</pentrails><costumes><list id="81"><item><ref mediaID="back and forth counting_Stage_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="82"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Even" idx="1" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,248,246,1" pen="tip" id="87"><costumes><list id="88"><item><ref mediaID="back and forth counting_Even_cst_download"></ref></item></list></costumes><sounds><list struct="atomic" id="89"></list></sounds><blocks></blocks><variables></variables><scripts><script x="91" y="168.33333333333337"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>-50</l><l>0</l></block><block s="doSetVar"><l>#</l><l>0</l></block><block s="doSayFor"><block var="#"/><l>.5</l></block><block s="doBroadcast"><l>1</l><list></list></block></script><script x="470" y="142.16666666666663"><block s="receiveKey"><l><option>z</option></l><list></list></block><custom-block s="reset"></custom-block></script><script x="286" y="229.33333333333326"><block s="receiveMessage"><l>2</l><list></list></block><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSayFor"><block var="#"/><l>.5</l></block><block s="doBroadcast"><l>1</l><list></list></block></script></scripts></sprite><sprite name="Odd" idx="2" x="0" y="0" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="0,248,246,1" pen="tip" id="129"><costumes><list id="130"><item><ref mediaID="back and forth counting_Odd_cst_Untitled"></ref></item></list></costumes><sounds><list struct="atomic" id="131"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="receiveKey"><l><option>z</option></l><list></list></block><custom-block s="reset"></custom-block></script><script x="192" y="116.33333333333337"><block s="receiveMessage"><l>1</l><list></list></block><block s="doChangeVar"><l>#</l><l>1</l></block><block s="doSayFor"><block var="#"/><l>.5</l></block><block s="doBroadcast"><l>2</l><list></list></block></script><script x="224" y="55.33333333333334"><block s="receiveKey"><l><option>space</option></l><list></list></block><block s="gotoXY"><l>50</l><l>0</l></block></script></scripts></sprite><watcher var="#" style="normal" x="50.296925019577884" y="50.29692501957797" color="243,118,29" hidden="true"/><watcher scope="Even" s="xPosition" style="normal" x="10" y="10" color="74,108,212" hidden="true"/><watcher scope="Even" s="yPosition" style="normal" x="10" y="31.000001999999995" color="74,108,212" hidden="true"/></sprites></stage><variables><variable name="#"><l>112</l></variable></variables></scene></scenes></project><media name="back and forth counting" app="Snap! 11.0.4, https://snap.berkeley.edu" version="2"><costume name="Untitled" center-x="206" center-y="249.5" image="data:image/png;base64,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" mediaID="back and forth counting_Stage_cst_Untitled"/><costume name="download" center-x="53" center-y="53" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAGoAAABqCAYAAABUIcSXAAAQAElEQVR4Aey995ckx3Eu+kVWVdvxs97DAwQ9RYpGIkSR0nv3HJ1D/qmX5+iHx6cr0YoOIEiAhAfhdnfWzOy4nnZlMt/3ZXX19CwWuKAAHvHpqra+yszIyMjIiIzMrOrFwuG+K4Rg/43/fBvc5xbMHUXnOCJ755132mTq/Dfwn2mDtnxBzP0TMyLcunWrs7Ozc3pzc/Pa/v7+40VRPEFnPaFUGA6H87zK96PhFZ9wf/0HlRtetRfE19CUX6Qt0lUnNDTxCaJtb28/wTFEfRua6A+C2guqW+R9EE08DRZ5H0Rr2quu4RVNEG0R99EeHwwG1+QL+US+Yft5RCVZlq2Z2ZNlWX6L6T9R0HfzPP9eVVXfm06nJ1LRWP+98XgcoXLDq7zQtFG+4X0QralXe0E8gmSrTjS1V15o8krFJ5pS8QnKJ0nyPe/998QjWsOjOtFUFlRWKoje8DZ9L9LEK7pS8Te8Kot+P6/Kqmt4VV6E6Co3bWe836Vj/on2/xb98SSxRiclBLTcGZe7pN1urzjnFEXPkPGfWKlGEcoLpH+3AQV+VzSBRol8Sikj0sUnngYNn3hEU3kRolH576p+UQYQYp+iCWojXslXXmjoyouusqCyeAXRVRaUv58mumjqX/kGoolfWKSJLjQ0pSoLyjf8TSq68sJiXnqK1oD9/xMn2jOU8YR8wjQhv8Wl79q1a0Yjtdlog0xXmT5GPE6mxyngceVJjykbPS4s0pVnB5FXefEqXYRogmiN3DRNHz9JQyynqXs8TZPYT9NXkjjWuXkfktHoJZniE0STXKGhKxVUp1R8SoUkSdhXGuU2dNEE1YsmKC+aZKhv0ZQ2dKWiKRVPwyua0NAW9VJ70RuaysRjxFVG0wbrdF4wludLH/r9vrGSbdI2Hx0K79L4XaXsvMuOu2wQaaI3NAqLPKI1vKKJl86P/OIVTan4hBB8V2XRGTXdqiq7la9IQ+zLDGxbkV5Rfs1rZtQhkO5JC8yjW7dH5KuqKpY5jigjhJpX/UkftV+kqaz2QkMXn8qL45Xchq604VUqXkF59aNUctVeqWhqL7r4RJMM0UVTueGd8cn2Cpq01WpFJ5H/2FEcHOggYyO2NTEYhcWjus0uNohl0ZVnx7FGeXYa6yJh9mjoSmekKFe8NQ1m4FHYV1ZWU6v8xDxqVGFshR9aUY1IzynbWxBvIH9gnqlkCJLnvY/6qiy9BOVFV73xUllQWVC+4VN+kZfsUdeGpnrRBLUVFmnKiyaIR3KVqiwZqldZUF401aksiKay6A1Im99x6VOJGxvIEMEGEEQXlBeUF6iEksjT0NkZrU6zB5pzBjGJrvQEnyMfzeBDidJPkPsB8moX4/I2jvL3MMjfwiFxVLyLUXmT9G1MqwOU1RgBJcUFor4D+1JOOgkqc2ZG3dR3A/FEGDsWWKCm8MFHXhaj/kolQ2CkR5oZ27CipiHSMLtEE8xsTle5gdn76WpqVtMbvkWamal4AnNHicoTHzRIOczMoIGDl8qiS6hoAskQXVBZEE08opkZGJ1zGaILZhYH5EOBSXmAQbFFp7yJveIP2Jk8izujn2Hr6Ee4NfwR8z/F9viXpD+PvcmrGBY3UdCpwUqYk5mJmaPUl6C+NemkL3hJLzNODPLF/mc00en1egx0ltESLjHWetqgQFnm8KGCE519eZDuS3hfRf1je3F71vh64ogmkEwZVZwAZkYZFAK6faYDs5FmVuslXQPr1FZjUCqeRdQSSOFxk0qoUx87ICkqZCblVaphVpclWEYRVXkJN6s7Vln0BipH0DIcLrisMUp2cDB9Ezvj53GLzrk9/Dc654fME8MfM/0xbo+Yjn/E9IfRafcmv6Vj32YE7lHGlHrWxmj6MTvWLfbHwZvVtIZH6TElUAbHyyj1KJifogzDGL2Tco9Rvo88CIcoqgEU0ZpgAXJWoKga6ouFaC+lKgvKm1mkm5mKEWYWaSqIT1De7Jiu8iLmjuLGFb286FE5QkLMagFmJx2x6BzxSrBZzau82h7TRalQ+iNGxhYj5CVGy69we/xT3Bn/O+6Of4Pd6R9wkL+BQflWdMhh8Sb2p6/g3uR32J78ivy/wD069nD6R0zLe9Gwxp1LktWPYGbaa+NYGrr0MDvWS3yBUSSADqrCiNG9wz6vx+g+zF/B3vT32GW/O+Pfss8XOalex1FxI06wvDiCIo4xEg3uuJTf39f9tgmzSSO68rUOYdbexVQ0RZdSyVuEWyzwMBEHaVY7RA0k1MziwJUXTcLAS52aneSVowVWxwhVGxhLXD6qMMGouI298UvYHtHwk1/TES/RAO9gUt1B7ve5tA3pzDEqP2Y6YnmAqb+HYfke9vKX6bTf0oC/Z5v3UIQBwGUwaFmqKhqvhNmDHQVeZo2uFeXnqBg9OWUfFW9FubeHP8MWl9yt0b8yov8FN45+gBuDH+Dm4F9I/yHuDDlRhpxMk3cwyndRVlOAYzNznDTUIi6DHroWbdPYS3YxYwMyyI6yjZnFLcLMor0aOu67TjjqvroHFiX8QRWiC6ozq5VRPnC5Aw3p/RTTageH09fjnrM7fYHGfhvTcocOGXMxKcipQQqBTRt4GqGkUcd0JtvTqPuc8YP8TZa3SZ8AMTrYE2ctG8LMIpSPEH0ODy1fBfe6YXkDu9MXcWf079g6+ldscfnVcnt3/PM6grlnbo9/zWj/JW4P6cSjH2NrwCV58Cz2x29iXOyi8jm7kM5Ug33IBgKJUCqYmYqxHDOzh+pm2ROJWc2/SDzhKHlTBwoJMLPoac0M8FIdE6gsiEczRXQzi7xm9axYlGFmHEyJSblPJ71Dw7yE/fzVeJrLq0M6J6dRPYx/8IFX4CAVBXL2HnQyPMj/yPQ695EDyijZvyMSSJ+iKOJmLnHS1ZwjD+B5OPBc6koMGKHXGUW/Y+T8FLe5R97jEncwfY0y3+XydgvjahuTGUbVHQyr6zgsXsP2+He4c/Qr3D16HvujP2I83a0ji5NRfSlq1G/FCA90XEMzq20j/VQvPtWJZ5FXNNXfj7mjdJgQZGQJM7PoFDOjkQJEAy8JEpiNNHVkZtFIZhZp4o10rd1c8sow5r50G/uMpn0aY8Qjd8m9CtzE5R8DlETgQ68KWj7jUljcoFFvYKRZHXLqanHZVt8agwYPuidJHKgWx+BR+YKHgkO2uc4J8yLuct/T/neYv02n3ONSekRzT4mSWlSEpwTPlGWbMuq5DIdb3Mve4CGI++aQe9fkXUyKQ3hGteOEMNNoAOkRbcCy6BQSaaKbGfWVXka9QqSLV3yCWS0DC5dbyM8bm9UC1FgQj9lx40WaWU2XAg2fGWm8A5UPC8Y55EFhxOWm5LITjIYgD281+8gIjIpSmz+X0VF5C1pOSz+CJ937CsbJYRIqUGrgrOYdDV6FMSPlDhTRu9Pf8YDwBpevbTpvhIrvdLQaW5y8JUaIVL6Ow3IUtg+94+2OX+Z++zodtYOKS3vQeNUZmRcNHmY0M+OkMdaCXWlpRyybnaThAdfcUTr1CTpQqBMJ99wclZoZRAMv0QQzi1Ekung0g0VXOUkSONYHti+rCZene1zqOPsZSbk/mM3YWlH8yRdnIN/BinDIQ8Z2dFTuD5GXQxTlGDJkkgYkqaKhQFkyQhhxAVOU4QBDHkoOuPQO8rcw4f5Y8YBDibIcPuySKc0BlniYyylrn6vEuziYvImj/Cb7H6Csck4Y1Vu0jZlBNpFtZCPZRgAv0ZlERyW0l9kxr+gNn/ICu1YC6BOSKptGokqYOlBedWYWZ4JoZjZXRmXxmlnsWLzg5TnL9e4xqe5xJnP2+z34MFUNjE+ByZ94B0ZHxRk85ilxF5Nqi1FxE0fTGxhMr3NZu8m+hC0acovlLdbfjhgV17ls/RGKhim/hHg6CVzQjBKpOoQPU0b6mvHp6NekQB72Kes6Dvk1ZVzuouRXlqCoppC5DThZPUES5VtEYISJJpjVNDNqMaOrXvzyiVKBXSoBtAGroSBGM4M6MzsWAF6iCcyi4VW+oaltpIvId5zKJjSmHLXDgRwxmiqo6n0IHLzACiZ8fsitATFKppwAh8UfeSh4nvvNz3ko+BG2jn5Y4/DfcJv526Of4M7433kI+CXxHPb5hWNU3KEuI7qnItiP1Wj6VSqQSqXiMz5EE0Q0V8HbGJNym5OEE4PvdRV1AmVRvWgbNTIzmB3bULZZpKssBDVihdkxr3xCUrznjlJJhwmFqRqqLOObHTeUMNEE1Yu3oTWRKJoQuF6D+1CFIZeoHS5Ruyhn0aS2igsNWPoJnIioyoCqIJj6ynOw5PIErcM7GlWp2nkuf5NqH/vc925PfsHTG4/Xo/+Fm8Mf4L3B/4PrxA3mb45+EGk3hv9Ch/0CB+RXNFU8VlPyXGbUgcKlB78UURfUqACqECEeAcYRcBLClTyADBi1d+mwHXhMYKQHjr0sS8iOZnZi5QlRAOY08BKfILvKjkpVZtX8njtKTlJlbWRqPGMxs1muTpqOlDZQzSKbDMA1kkYoodNdXu3FNNC4JKKBrwKqPKA4ChjveQzvehzd8Rhte0z2A8pRgIymsUmjwIZ1KhGeMkcYc0YP8rdxULyBw/JNHPD96oDO2GdZ2Mtf41eGl6EvHIfcl8Rf8lARaFbpLQR6wnNyVOOAySH73/W1Ljse4wOPfOihCSR91bPayCHgRPRcPvNqNzqq9ENqWBGBw69hZnRejUV71TJszteUzWpeOUu0BnNHNQcJHSbMjgVIuBoJZjVdDm3oZkZZIc4eZuJyqVkBkstqipxH17w85J4yYXVFMk3NWzO3nBgmu8D+u8DdlzxuPl/h+rM5bv6mwJ2XKuy/5zGmw+RMTlK2p1A+dYdoDhqFy40OBDrR1ekUFSO3xoT5MUp+gSjCEdMRd6QpW1YAZz50eZo+N+QHhsEWsPM6sPU76vFcgRvP5bj9hwJ771QY3fMoOQRuu/UY1JaSAidfXg4wyfeQ50eoqoICEe1gdmwvscuGgvKNDc3sBK/sKuC+a+4o0eUkIRqaBAkTmIWZKYkOkSAzm3cgHk/LB1ozcQ6JE6+n0pPZaegIngaNIwCfNE45Ngy3HfbfbuHeKz1sv9jH1rMJ3vlpibd+NMXbP51Gp+28XmLImV1NAigetA0lAOpBEIHmYDlE3F9WnWgN6jaIl+RxBcR0z3D4XobdV3u49/s+bj/bwrs/87UeP6Eevyqw/UqFo9seBaNO7Yy9CYGRWfFkO80PMCkOePKkN0lztIMQuBzIPkpVNrO6b9JFM7O5HVVueHHfdcJRi3VmBrMai/QPzLNjWdJzylV8dyr5rS7nl4ep30PBl1vPmadBefKVecB41zC43sL45ilko8ewZE8hnVzE6FYb22+U2HphQkdNGWU57v2xZGR5+JweZns5K3ygIh+tQmI4t7jUAQc3Exy9twJ38BCW/NNoFw8hv7OEvTcCbr9Q4MazU0Z5jp03Cow4aUoeXGP//sGOkQAAEABJREFUBqriUXL5mxT7GE23uQRyvPzdzPO9LLCTQI5GI5Wb/P2pGYWRKB6B2RP3CUd5HiOrqoJSM3ufp8FLs0JgNvJJqGMEGRG4sBR8nxnn9zDMb+CofIfvTzd5jD3gHCshXhlnyj1pcNvolGX0wiN4+KGv49Of/3s8/NgX0O+fgqJtdK/C3rsF7rxSYPvVEoPb1Xw2RyNJgY8DCtFSdnQ34IDR5IYXcfncV/D0Z/8ejz35FaytXwCKjBOqwv71EndfzYkC+zcq5IMA+iH2zhwqvuyOi7vYn/wxvgAfTm5glO+h5HFdrpR9xOxpX8HMoFXLzGqbkC7bmBlkW7PaaVi4TjiqLEsIaiSYWYwq8aus1MyiMPBSp0HrgGYNv2IXYYBhcRN7k5exPX4OO8QhN/VptYcYUTROxVPd5BBcRoB8t4Ne6xwuXnoCDz3xKVy4+jCWltfZZ8rNm/XDgOGdCvvcIwZbHjkdHCoK4Uxl9//xWyK4TekQM7jlMdxKkflNnDv/aNTj8sOPYW3jFD9JZdEhBQ8TR9sl9t4rGX0e4wNOyZLdU45xr6u4rI94qLk3ehm3Dp/FrcFzuHf0Go6mt+nEEcBDhxzqaasw093MoEvlBmYWbWtW12HhOuEoebOpU+PaEdSGRLPjxqojiQbVs0LJ0B/zk85hzneaKd9p+N5yZ/wz7Eye5wvhO1z6DjlzaBmK8gUdMPDcdwoc7Uwx3B9heHhIDDAZjeuJ4jksDkgnvoInvzGjSyfBgo5TRFKMOv5Y4AqNYiQ9Kgzu5hjujTEaHGE4OKQeRyimBZrx+8pDe9N4N1DvChPqrwknBYyOgo7p/DpyOH0Pd49ewNbBL4lfYHvwIg4n72Fa7KPiAQf6BMVJHTQ272mTQBvaHJKnOkH5RZxwlA4SgplFnkZRM4vCJEA0QSFtznOx4wCLWwz5l3F39EvoJ4Kd6XM8Jr+KUXUD9SejnOppf2Er+quceA42x/7dXVx/4w289Nyv8OIvf443X/o9DnZ2UJVkkgYaEI/NxdQjp1Hj3uBrXVT9cRA4GbRXTo9KHO0OcOvtd/HKb57DCz//GV773fPYuX2TztJmRGMG6R1QUo+CE6echvjaoP5dAiT8XGX8UlHyq/yIttgdvcaX7eeis7YOGV3D1zHOt+HlLH6kDows2TBwfGYWo0iyRNPWo/z9OOEoVZpZdIryDcyOaYGdBE7HQBeVfJkdVze51L0IOUl/52GPvxUNy5t0kGbRhA6arRFRGEc8Sz33wuHgADfefgO//9Uv8PzPfow3//Ai9vd24Cu1AbiCgyaqYUwaMPuxb8oKAjWcTia4e+M6Xn7u13j+Jz/CK88/h51bWyjynN3UOpOVed7M8AZNQgQYLZjo22Lm6TDq7SZcQfYwYHRt8+v61r6i61nsHr1CZ91BqQ/IXBYCI4rSKMMilA90XAOVF8Fujovy6CKjWS2kpnkKBOLGyHAv+W6i/Wh38nts85fa3elvMcjfxrS8h4onvhB323AsXDkDHGdg2jZkXdbxS/TgYBe333sHN99+E/fu3kI+GXHmKaJUD1gKpF2HVt+Qtll2+EQuc5TXMmQ9g7U8RqND3L15HTfeehPbt25gPByg4oShFtDAXeKQdRxa5M+ov8ZB88AxQpSXs9LorArG6Kr4hX/EA8be6HXcHfwG2ru2j/6Ao8ktqA7ct4x2lM0F8DIzynPsznD/5RpCztkjNIcJM4uNwMsziirOADkMlBGQY1ztYH/8MrbHnC3T38dDhL5ie9bFtZh8bBpvDTaCNJcBnWWH/qkE3XUHl5Yoigmm4xGKfMpoqgAOQP1Y6tDqJ+idStE/naC95HhaAqgaPtZlgCWIspcke9PBdTykx4R65NNp7STOcHKS13GyUI/1BEvUu7PikGQAZD0DjKlLmMbICkizgITLoew0rfb5hf1dOusF3D74DXbkrHyLzhozlitOSg85SrZ1zkHAAy528X6qGp2g0srUhySuzXwf0iluMH0D98a/47L3Kkb8yFlwBgUw9Nk9GU/camt8CNFRa4bVyyk2rqZYOpMg7RhcQjjAONMFlzm0lxMsX2hh4+EWVi+maNFRRj7wMuI/eqstu0Gb0bF6IcUm5a+cT5Exao06SK6ZwchkqSFjRPdPp1i/mmHtUoLOqiHJECeMWZ3KaS5hPjrLI2Xq+JMIUMSX/uF0CzuDl3Dn4HmeCF/CML/FZbB2VogTAvEyM8q1mF98zNQCWq1WhA4TjVfnnmZjR6XpptjpgJ/1d8d/wP70Vb7g3Y2zA9yzFgW/P09vk6jBZzT46sUEZ57OcOapFtYuZ4wuGSpBvcw59DnTN661cO7TLZz9VIrl8w5ZDzBH4ONfkqMJsnIuwbmnMpz/dBvrD7XQ25QeFvXIGM2d9RQrnFRnnsyoa4pVOqq9bJADF7WwWcFJPzrIaRlMAmKZy1zB74DDYgv3hi/j7uFvscMDxjDf4cmvgOPkMwrwXLUq7t2LjpuJ1Tyos/rtQ05KkgRylJjVSI3pYt4GnVoUPXvjV+mkl6FfWAt+4ARfZ2spH/a0KMOcwXFv6J1yOPVEiitfbePaN9q49AU5hMZ4IsP5p9u48sUOror+Vxk2H3KcxYCbDQifwBWnDQ3ZWglYf9jh8pdbuPb1Li5+qY0zn2ph8/GUjmnhAvW68tUWLn8lweknHXqnDUkbHEsNLFzGvMAhUlePRFHFPQxcZQIncs4XYNlvZ/ga7h68iIPhW9zT99mqpMMYBnRUs/WQeOJ2TakoCsgpQpiFouN0MFPXgV1VPM0M6ZwtDPgbkE52JQ8UiMtdI+WDU0lRrVINJOGGrPX+DGeqHPX4P7bx1P/dxZP/o4snmD76nQ6u/nWG0486dDcc5FyosYR8EpAsvl5YK6Czbth8NMFVOuSxf2D/0uF/9PD4/9XBY//QxkN/k+Hs0wmWzzougwbHAUSz4MGXmcGMoJOM0J5bnzBpQ35eGuV3sDd6hdH1Eo74g2fOj7qBhy8dLpJk7pITwk9Q5U05TJEkLudc7FDOK4opX9z2MCpvENdR8Kdw/xGdJFmC8UH9OVAgSYg2GCmG1csJDZHh0pdanLltXPxiC6cZbXG5WzK4FHBsyBuf1GUUxNEhodCE8lvLwMpFw9mnElz+qxYnSRuKsgtcdteoX3vNwbVAewBQY3z4RbGwBDBGFZgG1HGlyCorTvjpbexx+ds9egNHk21U/AxlziGhMo4p2U/crinlPPXJUZ7hp4gyM5jV8HxvKrjGjqu7GJbX4w+BFcMYH2nJa3p4f0rxcAmQ0ABZH2ivGDo0SJunKpW1YatefO9v/clRJF+2UX+tnqMejntmgvZqgrTv4LhUO2e0hyMMH+kSmwPHp32KbtJJFhabetpt6gc4nF5nZL2JweQmphU/NXHdsthPzReZZw+KmuVmiXNUjFAxcAkUwE8fFcYUtoP6b7QesqtCLJ8caC1LDOpa7yYsYjYufCLXRxSi5SfqwP0rIYwWMqPhhI8oQ2xsATXR0hchIkGX0R2B20zBFWofg8l1aPmblvuMqjy+nngGi0D2+U016rxOfZ1OBzpUyFlykJiVSvlgUy53+8j5XlAxTAO7q1t+/GccFMU0KbP/qXejhwwdnUYrcaJHw/8pikU5FCIZTKAyZs/AqV7xG+mk3I2vN3JUUY5R8IdH2Vw+wMJFFepS46BFBjWQQPDE4nm6K/jhUZ9Agja+T9BRtQb/9Z7ROfTOiZR2IykO1tOOeXXET0u7MbpK/iIeGE2x8r7H3FE6RGiP0kEicMkTn5mBN0OyQFGOUFQDvrFPeJT0qv5vfBQLGJkI2ZE5RIOivnz84jNFXh4ip8MCD2cJl38zNqhZ5s+5ox50mGiiq+JHxII/Nxc8Wlb87cUzbDkx5kL+T8/U+w4+wCQyuh37R8w0mJLAFhWjquJXdW0nOgsY19gH+AlzR7HtidtMwi3SAh3j6W2vJZB5hlSkf9hDinxY/X+VujjO+KhHtJClG0QTRVD+fhzbN9Cuwge5e+4oHSb0ZUJRJAQuf362XtJnnBG1UECpgA+8pFaDD2T6L1ChMcobSmkuZT9gVOJ4cJWZwcyBTwT+RlbR5uEBktxicznIzCJJjmpgDDyzBBbBJmT5oK5FF9TXhyuP/19fGmMcHzOBP2Z6fnoIwp8yKtraLEXi2kSLLRPwlfWBQUWrs352K4Ia58xITOgVGP8kcCZnGViogQdd0px9KeGZIwjMP4jzL50mtQMfEVSWWc2/GhpXZajKGp6pxqpK8ZH9f3sbHBI6KUuWIaSuBdNZHu+/3CJJjhLkLNHNjD4xIDhYSJjPCKWkieEBkJJqr5nhORBfgS93BCt4o4aeD2j8F0WSjgIQHcWsliSNjatTdFCRG3/odMinFstyFNnmozhppUDbqSrowbzBMZoy66OdrhOryNIOUn0ewcmW4OWI+S0nCVLGzGDWwFFoC6l1YwqcaDZvD4AONYBLQD0YoMwdqsL4xk0yddRgIZYTrf5CC9KXiNpFb4HjMI7JMJ0kmIwS/uCZoOAYNSHFZ+Tn8JSNkC2VUXNgsdKQWBYd1MtOM11jdHXgtF/ZogTE64TFdZgQtFepVp1QNBunyJI+sYzU9VjOWP1+YSRCTqj7sTiogk7SoPKpQ8nlwVOglGYitfGXe9Xj01cZ8BOaJpiWuZwOGg8z/lSfRmfx5yPaI9DIAeIVmjHFcXLShriHRTc1VUgsQTtZwlL7LJY759HOVtg+mUVvwP3X3FH6MrF48pOTFF1qkPCraTtbRjfdRNutIUEG4x/V3Q8TgQ/H72SCihrgdJxgOnKo6DDPJVFekjqCeP7SIL0EUFEZWlEzHiYYDhKMiGLiospZKyBreyT8+V3f9BbNIkeBY9V4JSPQaRTHdg6Ja6PbPoXV3lUsdy+gnS4BdOjiBwcyzu+6t1mxccysGBNjz/J+5vp01CliE2nSFTXW3/8IJBi1kdJp5tFqVxwEX5GpxHScYsTZqOjSTCTrX+StMWiianqXXBHGQ4ej/RSDPep/lHI/AsdUodOv0ep4uNTTJoy7AI6ew1LKMWsVqSpHUQQ5QMierXQVK51rWO89EqMqdR2AdfiAa+4ofULS1wmlcpiWPy2DZhYPA6gyxtEauu4Uo2oZDik7p1JBylErNJfyBq21aZag1XHo9gO6PQ6EC3g+AkaHCaMrgYwg7hqSI4dW/GRVwgfPAasGf6bruD/vK1SVR1kF9u05rsC+gaJwGA0yHOx2MCCmowyOFustl1haK9BbKjk+Oi0Fxwua2SLAS47WgUrwpQiAKaLgGE0dOuccnfQ402tIbYXUDCl/i5LNHTuRD7Bwsdu6tL+/j8lkAjmr4nQ3MyRJAjOLg/A8+WXJOvqtK+ik55G4LkDxIYADq0ECTH8M0Fod4AHCWR1ZvX6JtAWeklIMDjKMDlNMx4aKA9Hhg6Jgzth2rhbb/5luGS2C8pUyMeqpwRQ5MDxIcbEPX+oAABAASURBVO9OBzvE6DBDME62lRKrmzmW18o48eJfYGEbi235pO5gIhmeS17JU6EvHRzlOw5Oo0p5BO9zXzq19Cmc7j+FXnYa8CknJjh2BzMJIIkGkS8wu9wshfYoedLsmLHxqqMCiWVoJ6voty9jtfUQetyv1GltWLbh3ch6X8o6Y09ZJ6C/XBEFZ4/nxHAY0gjDoyTmC+1fnMWIrwIpjBMBn/CliUUbMHKMSIgUZZlAe9CEy/LRXhcHO13s3+vwVJfCJUB/pcDaqRwr6wU6XBmSjEqZBsV04SYFgaclnXK1vJd0kufyFyJPwsndof3O4dTS0zi9/BksdS4hczycsRMztQbMLEK+0JkBs8vNUvT7fej3KFUmjCTR5SiFsHMJEmqXMIo6dgZL6aNYyh5By60znFtihcXngx+qMwuI+xY33s5ShS6Xj3a7AgJQ8CQ1HaaY8rg7GTtMx4bpFIw8oMwRI45BTqMy72t4prRJnInzdJGmPMEVDWpbaoZzvyk5EYSC7z7TiWHM/UeHgyNG+GA/wxGX5ck4gXNAr++xtlFiZbOksyq0uh7aiyClI47Hqwmgfir1wQlXxSO7QXTjxMuSHpbbF2ZO+gL3J9qP+1SStNgXZwNFaSUTZPM0TUk5vqlOXVBEqTKhk5xz7CBwgBXkLHE4Z3CWIrFV9JOrWE4ZtulVOmsVDhkAuQMfeolDDkvSgDajq0tDdHoVozmwP4sze0qnyVATnrAmIzpvIiQopglKIU8gI5RcViqBhpFx5hCNRiqJgrxql1NGLlk8zOjdZ0zZI06M8SDFhKn6E1+gM7WcdXlIWOIyt6x9aLlAu1tCpzpHaxkHITTD1SSJk6EE9eIY2K908YwkcLtIaJtWusy96AI2GUlnl7+Ije4T6KSn4KwFMwfZ28xogxDtLUc1dm8Myq7rbHOIEIMgqpkpidDMABwUVd3sPNbaT2Kt9Sn008tIsVJHFhWLzA94mGh8GHukz6Gje8qjbbsb0KazupytWRZIBxU2VHzn0mY+pXOmdN5Y0cbj/ZSQYUWLR37OfpUjxEenyBk1HCMmgdqO2U6YKGLJJ0dWOo3BYp86uXUZ6b2VCkuMdu2nrW5FB3norwY4C9Ak4xAQLw++JxIlUBVg5BvB1w9GrPeO9kiQujba2Rqj5wqXuk/j7PIXsNmnzdrnkSV9OEuiKDlGiAU+FvMsxtvF5+yx+MOhmVFBR+WMhgsRgCF1GVrpGpazq9hofQZr2adjhGVhjcq1AIY5ApgSzW3MELwpAaDoGQIah8lQba7/bTpM+YxOTFIPLZeBm3HgDJVhS677BaMm58ydcomJ4DvNlJgQSkXLxcN6RV5JQ2rWB+plVCJJAjRJWnSEIrrL05uiSNCkyTp+7iBzjb4B8EAQKtBJBs9ojvLZV8W85+SCT+DQQsstoZ+dwUbvUZxd+Tyd9CXmuQpxkrfSZaRc8ozC5ZTFwHAMWzPK9uwIx5c7zrJzVjaNFukSJogm4Ylro51uYqX9KDY7n8dG53NYSh9BZqfprC4HkyJE4yL6TO3m4HiVpy6oEZgSNJ7LAuSgVicwyjza0WkVWp2K9Ap6L0vpvIRLp2Y5x8m2gFIY04jAcgDHC/GlLY+M+2JLoJw2nSNnyEGC8m06RjxxeaMemhyKHg4GGkHg03OiBIHLY8XJUs2cEx0kJzE6EVIk1uGyto7V7hWc5lJ3buWvIGzyhNdnJLXSJSQugxmVpVzZtYGZzemsOnGfcFSzR5lZZJIAZRovK++5KBscUtdBLzuL9c6T2OxwtrS/iJXsSXTdJaRYBaoWApeA4DlUQaMFIMkCeKmbYwTIODKSokxGjk5rBzqKTovRVkXndbosR7As49PQonWUCqzT6azLJbXDdh06pzvLN87PeJCR4xM6Xv3Vjq91QAjwRNS9AnxJ0BllBJe3BScFOYhRlKCNVrKCfus8NvqP48zKF3Bu9ct01uex0nkUvfYZtLMlyEng1djWzNDYVzTvPR50nXCUGshZZrUp1VCNzIxGNOofIiTMLOES2EevdQZrncex2fsiTne/go32Z7GUPIQMmzDf5u8rCbxmYgDiwJUSWLgoHjUC0xkcU0JGTNIAzfZEy2GrQkojxwhRSke1hFk+RgwdJZqWsKztGVGz9oxYR1mSqQkRYWCfAJgiAPPlTTrTSVUJKHqaJa7kKVQOq7jMaVzgvpxw0nayTax2Hsbp5c/h/Npf48LqV3Bq6TNYbl9BO13jxO4iYSQ5hrrsKhsqNTOIZmZQWQAv0ZjMbzfPzTISoGzTYDFvZjCrITpg7LyDTrbBWXMVm92nsNn5DFZbT6KXXEDil2pHccCeA/aediA4WRGdxryME8vx4RGjypjSYnU+zGhM6TijxhFJgEsBGT1xnqlHkgqkJ55lpuSfRwrzc3kAaJYasV9QT0LG57Kml1TPQ0HJfVDQh2Wh5Bh0BI+6Q5exH4dW1sNK5zwd8wTOLH8Wp/qfxio/DfVb5+ikFSTWBjkBPrFwLdp4gYwH0TnsY5bmMCFnmRnkVTNjRPgI8BJNYJa0OsIcj3FpYkgI5xIq1oJDh2plwHxmWjzJlTRGnI1c64PqtDxqPwuggkaAmQYiAsZkDoByF2EsE9STT+ZVpxzmcuq2xjLBPqH+1C+XLU9EfeiYSqBzKqJkXqjkOPJoks18CimkCZCkAQknS5YlyFottFpttNIWEkaOcQMwS5EkLCcJQM08TzQPsm3z7uScI38CM8P9l2sI+lzROKrxqBo29Q3NzNDQ1Wnpp9C/yzos/4i9/AXsTl7A/uRNjPK7qMIY4GyHIV4arGd0VXGtN5QxBU9PBB3o6TwhkCd41LOce2I0EI1rC5CxQQfWdXVGOgbyBDpjEZLpKVNRXSkqdAokSi5jBVHy5bfMDdJLJ7mKughe+kgWZZoZeNOQwHwZbnu4jN8JbYxxtY3D/E3a4Pc4yF/CUfEeCn+EwNVB9jIYJ7bnRAzRFmakENLZ0zBKzWqamUWexcfcUSJGgWQyqxnVWHTB7JgW6YHRhJJO2sXB9BXcGf47bg1+ijuD57A7fA3D/Db0lzXhKg4mcHCIg3SMPsmTEeKyQgPlNJS+FFRMPV9SfZ7SeQkCZ7PgaTjxVzRcA5UjvQRinnVKKzmfMsv3wSHS2If6mjuH0VMVjjISoCK452gViJBNCS2Zjktn1gIyHm6yTp0mmYclFcowgv6pgp3Rq7gz+hVuj36Ke5NncZS/jbIa0DkVZC0z09BZZkn2I8wsTnyzk3VyHhYu1+RbMXRb0BcKOUz0+0OyoVVlyc7YeZxJN7Az/i0VfA73Rq/hcLLFaNrHtBoxojhtLVARIOEykWZAylQrgfSinnE5lKEEFBmysodOtYQ2kVY9uLILy2mZnKfIPEOIoCOnhPJsE+jYwLLg+YIcaHylXikdr3ovHgJlBuMvAc63kIY233ja6FgXPdfjIaiHLj+TpVyyjIs3GAW6XUK9M0Cn0JQHmjTjmFLEcYEu8FWBvBhiNL2Hw/F1riovY2fyHPamf+CEvYWi5MoCD+MkNTPaLqCqaD8aQLZOaBAzixHX0HHf5Zpy46CmkaKmgZnBrIZoPnh4K1GEfc6at7CXv46j4iam5SGVKqC/8uS5ZPGO4tmU7QHjrDQeAgTNUKMTKQjG/cLxiNtGFxvJOs5xEz7PY+7Z9BxOJ6ex4U5h3TaxBh5a+FwOaxCWwir6YRVCLyyjxhJTAkvoYzliyVawTKy4NawllJKtY7O1gTOtTZzvnMGF3hlc6p3FReJUex2dpAMzg5wg0L7QS7IOLkIch3Qni4UAcKCB+48mcF5MMS72cJi/g/38ZQwKLoHxb8EGyCkCBUdnKTWzWV8UM1sCRW/4lBecHkJRFPBkbDxqZlGwWe1p1clJEqDlK4Qc43IHB+U7GBZbyMshytKD+sIDnGdGZYi6ABhmV4BxkI5OkwEoHqpySNB2Lay3VnG+S8N1z+EKf/m80r2Eq31Cae8irnUv4mrnIutm6FzAZeJS+wIutc8zT3QbXMBlyhCusO3VpYsQrvUpR/llyu1fwDXiSu8cztFha+1VtJMWpBeomPFhAJoyZpdoHCTHyLEGguMMcR8MqEpGGCet/mM//VsbJQbkK6N9ZUczm9tWNhUNvBQksq9ZlE7K8T13lEh5nkOOUkMz4yxKokDwEk3auiSBJQ4Vcs6cHYyKO8irAzpIilBhzbA4gtpJgRuxIBLF1Lf0cMB8ZqK+EkvQdhl6/AV5OV3GSraMjWwFp1prON1hBHQ2caZ9Gue6Nc4rGrpncYGOVTRcZL7BJeYVJcc4jQsdtiPOdk5R3iY2GT1r7TWsso9l9qV+20kG6WE4/sMs5sDsonM0Js/DhueKoDEKdTnQHjn0H6VP/TYKHHLyyj6Ch5lBTjGjjUKIDpTDzI7puO+iuWqKnKScHKJGyt8PI8FRGMWjYkQV1SGK4gCVzzljvPQmh25xEHKSl/NqqAaQFIJy4Oo0MB+YDZSg8Rt5EjgecFNk3C+EFh3YtjaXpTbaXJq6C5CB+0kP/fQ+iEan99NOdH6PbXoJ2zuCu1PLsig/MfZmDo56GBYvlhj9WgFYRa0wB4fFMQOgowILQTViJ4nDYJ2HTr2FP+BhY0xSqZo5zMg8L9UZM4NZjZpy/HRNVoeJNE0hOOfYUTjhadHEW1UlSqLyJaNqAo8pwJinW1gd1YUxJ8QBcDkI/Ik7aB3n7FEldaFRyDszQuAw5OaSaUWwc8pkPb1nbOCUCszHMlMnUJCLBpaRhYRyFyGag0UeYx2BBQTACeBF3QIVFiqOJ6hMXeISHZnIyDI56yfrOSQ6I6oKDoWSVUuQVe09bVT6MVcp2on8ziVwtC05om2VmlmkmVmkVQuHDCxcbiEfGyRJElN1pEaKMPGYGe0XKEyg9ekimKdyHpCWzDncfxk8DRyEWGWgGER+Y6IGNAIlRtklDVR4L8nQRRbYR/lDoWbk/CBI2AfKYSUNyyd1AEr2r8NQqN0BRROkp5FjhkB+T4TKNEfZThWsb24VaZPAkchZgRMbzFtikH1lW9lVMLNob/BSWTZXPYvIskxJhFSImeYh5ib/QanR8BqHgX/YEZ9gtgZ0cRRk0IA4SSFAbVRFmGABcY+io9TWI0AGKjgLC8ZqZBcjeWEGY/rBMNb/70ABs9uY1rDYjkWwe04qD/WvU20kkGi0kILAIlP9qMdloE/hqWgguUF0KtuYWZStJ2Z5sqFxwmLa5FVvZkogPxQ84MUCHxTJ5+zWPiWPisnMovebUJUwM4PKLkngjOAXY7M2oiKUrwE5pgabjTNQMbBTi6kGA12sFgvFUQ6gFLwqX2HK/a4MJQIdicinByv/bLfkUz/KL9l/zonSLH31RALMEWTjjfnFwchhXimJc33FS8gOCRKk1kXCPdHAPngklm3JDtnRjDQKEU32FU0RZ2ZiOQHXlOQkNWggulndoKHNhdEjCR2U8F0lcX0o78g4SYOTAAAQAElEQVTrEkAwNQZHwDR4o6MApZFUk1nDm86QMbQPkANV8DxBTnla4umTRltkJfef72ZHiqKJLzCucpQxogOkl+N7X71Uk4kDo10hO3iNS0ufp+YizsYS37ecwSyBvqq3khVkSR8GvqDTq7KlBiKnKK1l+SjTTO1M5PfBNRQdJprGZjWzhKjerC4rH2hMsFvHd552toZ2cgopneVcCvoPGljErAmHh3BiUJhfEivHanDaCzxNNK6mGPNNvggF/coB8CkZ80Z/hgxXLxSMYvU9qSbcpwqOMECO0su5dJt3K2XYIHhwAhrkIzJDPC710NiNVjVL6aAVtJJNpLYMQwJdZrVhQmwoCmBmEaIJeMBFkcdUnfgEMykQqAgNRYFmBudqVq9ZwVOc47LXSTfRb13gkXmDyrTgHPnSACkLsRtoZoBN4D1TOoziEImorzhA7lMyCntEzo+8o3JURxVntucmLHpYbFQ3/djPQAmSq6Uu55I74meviecJjf3GSGc0ST9wHGQFVYHUCByHJwLHJDqtBemfaBxs42ivlJ+iOskZdNw5umgJZgmSJIFZLcz7urGCQzCjFBpH9Ac5y6mjBk0Ds1pYQ1dqZvNONEBnKaNpA8vZVSy1LnHmrFBZRlVicDNnxUGCY+MM9FomeFjU4KgPqYABMGrgEkDOFX/B5WfIiBpWYzqtoMnoKi4r2gNkVHxCl8ZAzRgRHhX7VBSP+HVFDlNfUSfqZgL7NEJt4qTTODQejkt0R57Inxpkw8S1om366RX00gtIrMexJjCzCDmiAXiZGZ/UhoZZpEfi7MEuZjkmi940s9gpeC02NrNIN0uoQB+95DJWWo+jn12ks/pIEockCxG18aUAoAFWmoUcnAYMXhSFiARsB2gWV3SNHDUohpiUU7bz0KU2DVT++Ah0UqD8itE7xRH7GxajetljZOgjcqM/rO6NdoQCwXMcGo+o5gAn/VOlhsRltMMqJ+81rLYeQzc7zyWwBzPHtiH2aWZw9K6ZQZfsq9TMYFZD5UWwm7qow4R+jxLkMLO6gdnJkDQT3YFPmM84c05ToSex1vkUelwGs7QPlyRIUkQoStSDIslzJgrNEiI6xUEOcopCwluFMZe/g/wIAy6BOU9hHB77QwQ+gUsOlxjJzbk3HTGCD4ojjLg/eb4busTDpR6WBPYpIBpYBtW7k1c00VmS4ZzGGeJYUw66naxgKbuKtdansNx+FN2U2wJ/TAQlya4CeMlRQpTJGaBUZcHMyHHyZjcnCSqpkaB8g6YsGQJls2vHTzB9KnYZ651PY639FEP9PGdUH4mclYApB2oaqHFGERxkHGjA/DJq4cjr6ChLPI8UBQZchg7yAY035iynhxf45w0/RiZwsynpJDlnn046ZH85v8qB/dd6BGgCGXVXNxpvoHOkuyJKZe1Ljs5MUkOactKmdFLrCjbatS266Vno5AdwgCYpD8axbQ1m9kAmSqjprVYLjtMjoYGVqrG8r9TMYh14eV/xk0gBr1MZf+oAzUo10XKbXP6uEFoCV6hgCscBJIosDoYiEDz4A51FhPghkwJ5q06DbpbMkJSYhAn2igH2pwOeAicoQ0XTBnJ/EndARWUmPGHKSepnqEOEK+Eyj+goLn9mNBpv9RjkpJLLV+XiOFQVdebkctyXE35D1Amvn13GUusyOulaNHrF1aHifhu4Mjha27laoPcei7Y1o11Ia+jqcxFselxM0xSCnRBG65LFyBnonKIacu/Yxbi6jWH5HgbFG/yFl79HTd/lj2cHQPBUMIE5B97QoCM4cMDoZKCKv9hCrDQ+4mWUrxlcO8vDuwJD/o6zm+9jLz/EqJSzPPlD5P9THiG2qp+SUNLpcpKWu738AEf8FbayKSytoL3JNLGoK5tRSYD2i5PLx9WAPXOfjU5KAEeYYA5mBk3gabWDYfE29H9I3Z+8gQFtMynvcnIccdWfItCOntEcoq0ow9VtA8NUjmIP77vd/RRPUWoAaqn9JbDs45dyzey77Pwt/sz8Iu6Of4Fbw3/DzeH/wtbwX3B7/GPSn4f+b2dFdRCV4SYGx0EnhNIoj3aueLyvCkquABmB+rE3cKBUmrwylstKlG6Kw+oQ9/I97BeHnByTGFme3BSDj3KJL0T+wJEEti/rPZDReo+T4KA8xNQmMPaXZAGOEWJmkDLSS/p5TSyiIgKdpGouPIh6cgLSPfBhykPJPRzkb2B7/Cva5N9w4+j/ZUrbDH9C2q/5i+9LdOB7mFT3UPFjbdBSS61oBdpLmuIDrxOO0kGiKipEr0ZdNbgJDbTNJei12JkcsqX/oRaVuHn0r3TUT3B39Gs66QXs54ysnL/00ggVf54OnDGgkeLs04B4zJYmGnxJJ5UFh8jBe+aD9Ix9IjrX0Wig8XI3wT4dv53v0mH7ONJewuO0viSoieR9GAIN4akDR4WC7RSZe9z7tun8vfIAYxshpAXcfMlj/7SKUah0kpPKAihLo11EBTSeGHXkIxvpASW/aOj/GHCUX+dP8a9ie/Rb3Bn9ArdGP8bN0b/i+tEPouNuDX+MvckLXCHe4+vHPko6rJStqKOZIdEMwPuvWVdAc+qrKlmNjDRyBTnpDgX/AfF/GMwIujX+CeI/oT1+GfuTd3CkvyMxvYfJ9IAyhsQURV6izAOq3FDJGZVxxlAmDOCMDISvHDT4ikaIjvKqB6grjFrJEC71CFmBqRtir9rFdr4DRdegPMKEe0rOSC95nK+iM/z7nhXrSu6hBX/kFP+RltJiDzuUs1vtYWRHCEmOZOYkx34dVeQd9Q3UW1FUlS4ufaGZGcwEmqkqgYrji+B4Ne48n2A6PcJouo/hZBv6t/j2p29iZ/wibh39AltHP8QW7bg9/iVXp9fjj69lNaFdKjh2rvOBEIMFxxdVqws6TGh/SuRRC6hohHGxQye9woj5Je4Of4Wd0e9xMHoXw/E9jMdDTMdUalxiMqmYB2HIx4ZyIjimDtWEmBKFA30PjhHgxgw6hss09ytgTq9VqZ1Fa2m5dNw3QsplhUbd97u4W2zjTn4X28U97NPYA0+DhAFGYYjR7M+YBxGVj/wAR/4Ah+Uedsl/Z3o3tt2tqD8G8JQLytekMPYnSAXpKJ28R+0gz0pOrjjJmPdEVQAFxxnBMceU9i7GAH1FO3imsgvtMx5jPDnAYHwbu6M/0pa/xa3hz7E9ehaD/C1G1iEqXzIyPQI7F6THIuaOErFxlBQu/QhH0+vYHb4E/RPQB6P36KADTMY5lQgop4YyTyIqpUUCpRXTsmSes1AzsYZBsxOcoZwDENQfhw/B8ak+RWsgOsmA0VrOIyQFpnTEAZ1zh47amm7hZr6FrWILt8st3KluY7skqjtM75B2C7cq1d/CVn4LN6e3cDvfxi6dNg5HqLj/wWkW+9gNHnBJJ8eHRY7ZU4bkODzHJ1ScgHGMSjn2SmNXSpS5o30ITtRi7Gg3T/tN6LB72Bu9hXvjP9BRb3BJ3qWDcmg10/ajaFJULarkmoJ+pFKlIOOUXDvHnIXD6R3OhkPk0wBftICyC1SE75CtzV9IO0hABELpDG6Wqk55IbEOMkfwKJu5FtfjlKdMg0sB2gMnLwO1JynEpPLges6B8pvcYTlgRO3hznSHxr+DW+Ut3Kpu4rZQ3mT+BrFF3MKdkk7L72GHS9FhMcCkmlBOxdlLufy8UK9mfDJigsAedUsfo3UcT3SOj8QyjrOF1NozcLwcTyJwrI5o8glt4YgEXdqH8F3aqsPJ2qEN26iKFNNpgdFkHyNOnqI64AKTs1sfncXM+26qUtP0I5W8KcijgEPC31EyW0fHXUA/vYbl1iNY6TyC1e4jMV1pP4xVYo3l9d6jWOs+Gun6y/JrXdb1HiHvo1B5pcNyxENY7V7DUuciep01ZK02LKUaZlTEwZDRIB04GsZkKb5v+ZIRWhCcxRU39bwMmOYlBznFsCSqKZe+CYZhgqMwwgBjlnPuYwVGVYlJUSAvSxRVQFkZjeHgKStQtpa4AAfH/lI6IUELgAPYtzmHNMvQba9guX2OY7tKcBwaVxwvxyd7cFxrtIHGr3R1Rltpz+ppl2gz2kp2WM4eQi+9iszOAL4HT50C5wrMkHDrMTPcf1GjmpTnOYTaUUDmulTuMs4sfQkXV/4Ol9f+HlfXv41rG9/Btc1/gNKr69/BFZavEqJdPaW6b+PqJuni2fxH5v8BVzcIthX96inRvo1L61/DqaUnsdQ+jVayhIxoJ+v8dniOg7iItttAgja0L4AGNd/m7OTvOqEHC21GWcKoyADfh162eykdz4/DvYwpXzp7zLfdeX5oWKYhWuRNYb5FmX3K4ddszvLgEyA4OEvRTtfQa6ntBeY3kKWUS/SzTWz2H8X5tb/G5Y1v4combRDHxjExvbrB8XL8V5mPNuCYrzB/lWO+Rrpo15RfP7bZ1Y1/xBXa7sLy32Kt8zTayWnq0EbiUiRJAl11sChXw9XJyacUT2m4Pt+wTy99HhfXvoHL63+Hy2vP4PL6N4m/paG/iUsb36TyzzD/DGnfZOd/F3F5/RmWn8GlNdaLn3xXNp6JtMukXaKcS2t/g3Mrf41T/S9gnZ+e1ltPYaP1OZzufhWbnS+iT2M716ViKQfRRSc9hZX21YheegZtt4aOW8dSepnt1e4bONf7O+JbuLD0LZzvPYNT7S+inzxE3g06cxWd7DSWOaaV1lV0KCNBn46ifC5b3fQcNluSQ53Y/3r7aUivje5ncG7py7i0+g2O7ZucrM/Mx3GFY9O4rmxw3M34OHbRLqm8OePl+C9tfhOXRVuXHZlf/SbOrX4NG/2n0c3OIrE2x1rfZgbnHBaveanVakHIsgyJS+CQIbUldNPTDPdLWOtewQqxxJkqrHRooP5VrHdpPOb77UtYbl/Eau8yUdNUXu5cjO1We1exyvbLkY88nSdwuv8lnF/6Ji70v43zXeE7ONd/BpvdzzKqziBBh7OfTuKM2+g9gXMrX8aF1b9G/d/CPs2Z/jRO0dFne1/Due43cbZLBy19GxeXvwM561zvqzjV+yw2uk/iVP8ptvsczlPG2eUvUe8n0EnORvkucOy2gZWMPN2/xcWl7+Dy8j/iYv87ON97Bqe6X8ZG7yms9R6KY1niGITlLsfR47h6V7BMGyy1L9Y2IH29fzXy1vRLWGlfpg2vErQj87LhUnYB/dZptLIlOJdylQiMfI8HXW6RKC8mScJGLpINDoaUjmsjSztIXRvOsog0mdFIT1wLjnyOaZJ0jnlZdtZC2vAyTUhLrINWsorl1kN0yhdwuvv1iFOdL2Gt9QSj6SJabg2ZraCdnMFq+xGcWf48nfQV4muM1L/B5RiVdPLKV7HZ+yxlPYal9GEa+xGstR+KbdZ7n8JZRQOjN64InO0X175Oh3+Fk+Tz5HkUHXeWmq8gwwqj7BzbP0Zdvogzva/hdO/r2GB0Sc9OtoEWl8I06UI2MEuZ1mNLOebE0QaWQeNNSEc6IQAABfJJREFUXBsZaYJ4G9uIT1C9aIlliKCTzLhv8nCjJU/AfZdryook5auqip41M5jVED1udsw4CiQVQtyIWWGiCRDVuJyQkbfNykrJVlMsgRGJy5BaH223iX56Af3sIrrZabSSVWS2hm5yAcvZo9jsPI3TjJpT/U9jjRv4eo+GXPoszq9+mQb/K2wwUpZa52lkOlaGdD04RmJC2d3sLOufJN+Xyf8VOvtzLD9BPI7TS5+m3M/TEZ/BavY4+tkVdJJT0D7ZcafY/zlIL8lopSswtGgX4xjAvKGxQz0uRJqZg1nNg9llZqSRDmP7EKEqW+DVe5NgZnCOvExx3+WacnPqkzcF0ZtGEtLQzAwJow68RFMds/MORJOzG5pkiCfIqwgws9jewK55HIZPOavaaKVdpEkLBjlwFSutJ3C291WcX/4GzvQ/hyX+fBCNmK2i3z6D5c4F9Ftn0U7X2a5HmWyXpAAl6FuiuktcB732Jpa64j3PiXAKnXQNvdYGVrlknVn6HM4vfQ1n+1/DRvczUV6atAGkPHhkUa+MK4ZzKWmIy5LGZ2bz8QZ6SjTw0ljNaofUhzIPM6NuSUzFK5jZrL2j42q54KX2gpmxdPJ2TbE58cnIjTAzix2IRzSlZjVN5QZmFjsGr4bGbGxrZspGhVRnZpEOGAdezzBSEGeoOZglyGyZS9nDdNCXiC9gpXONjlwlTwazFEnSQuLacK4FCzQC1K4G7TaTqx4cXFxe2uRvwZAhtme7drpCZ1/GZv8zjKwvYa3zODrZeuQPnEAhsP1MVzOj/oFyfUzNjHIMujQmQXkzO0F/EG2RV/UqC8qb1e3NTMUTcE2p1WohTVMoWuRVNdZMUSoes7qxyqI3NLN6EKIv0pQXTVDezOIgVH5fe9AIDAEZx1mCNOmgm26gl51HJz2NLFlBKsewzlD3F2XCwcwxW9Mk18zgXEI46FJ/AsCWrMPsMiRcZpfQY3TqnxVosz9DC5jxOS5Byktm3R5RplndV0MzM5gZdIkmKF+3R3RsI8PMIq94GojXzJSc4I2EhYdbyIOOCgl/kzD+HkFBgR0oCew00skbaaIrL17ViYmRqGTOKxniE5QXHzj/xSSaUtEE5RuamQtpmrG/Fud1FhCSQOeFxDHVZ+s4drUI4VguX/q53kkH0dI0DdIN5BVN3MqrTqn3kUJdk5ClHfbXDYY0+CowjkC6m7f33scxS0/JVFrL8BLyPl4R1Y/4lHrvY3u1WWzf6CU+0cWrtt57JVEPtpnfi45SpyUbTFk7YcrPi4hQXiA9lpWq3EDlRYi+WFZeNEH5Bio3oHZRtspUnnkb02wxFa2B2opXUH6R3pSbVHXKC8oLyjdQWX05uDFCPVbJFV0Qn8pKVW6gcgPRmrx4BZVFF5RvaEobmujKN1BZ9d77CVP5oCRNDmMCrh0xUdSFKTfAXTK9S7xBvN6AjV/nDIhlsr8uqK6hqyws0lT3IJp4Gkim+FQWr6ByVfnXlaosKC9e4X5e1Qkc8OuC8hzHXF/R1Eb0xfaixX4W+hKv+hOfoDYqC8o3NLUVTRBNUL3KgvINGl6l4hPEI4h2Px91eIN4l3T5Qg6LznIkKlMd8uLJ7zUeKn5MAf/MmfZ9gfXfZzmCwr+vMkP1+8qLrlR8oqmOHXxfUJ3KqlMqPkH5hiYe8S7SxCN6Q2t4RW+gugaiNXnpoDId9X0aJOqoukaG8g0amvpSG9HVXnTppPaiqaxUPA1UFlQWryA5ojVQe9HVXhBdPGojNDTlG7p4SP9nln9M+mscxyHTivTQLH0VnbRPvErGH5Lxn6U0363+54PAuhN0lTudTqS12+3/2eBBbRdpH5Vvsc2H5RsdpI9kfxjvg+rUvmn7UduLr8GizA+iLfI8IP990v6ZB7sf0g+v9nq9fTmKqJc+esyfP39+curUqe3l5eV3+v3+62zw2p8CCvuT+P8U2R+Vt9GB+v+HdGnaf9T+/kx8r9NR79BJ29RHZwXPtHaUMnIWwd8toXVxQtp/A/jPssFUviCik+gL/H8AAAD//zCpn2YAAAAGSURBVAMAErEn0jr2YcAAAAAASUVORK5CYII=" mediaID="back and forth counting_Even_cst_download"/><costume name="Untitled" center-x="27.5" center-y="23" image="data:image/png;base64,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" mediaID="back and forth counting_Odd_cst_Untitled"/></media></snapdata>