<snapdata remixID="12004319"><project name="Debugging Assignment #2 " 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="Debugging Assignment #2 "><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="DrawPolygon %&apos;numSides&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="drawpolygon" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="drawpolygonrep. %&apos;numsides&apos;" type="reporter" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="numSides"/><script><block s="forward"><l>25</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="numSides"/></block></block></script></block></script></block-definition><block-definition s="squares" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="triangles" type="predicate" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>1,1,181,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block-definition><block-definition s="triangles (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="DrawPolygon %n"><l>3</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block-definition><block-definition s="squares (2)" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="down"></block><block s="setColor"><color>1,1,181,1</color></block><custom-block s="DrawPolygon %n"><l>4</l></custom-block><block s="doWait"><l>1</l></block><block s="up"></block></script></block-definition><block-definition s="randompositionquad.134" type="command" category="control"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><block s="xPosition"></block><l>0</l></block><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block></block><script><block s="gotoXY"><block s="reportRandom"><l>-110</l><l>10</l></block><block s="reportRandom"><l>0</l><l>-110</l></block></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportLessThan"><l>0</l><block s="xPosition"></block></block><block s="reportLessThan"><block s="yPosition"></block><l>0</l></block></block><script><block s="gotoXY"><block s="reportRandom"><l>0</l><l>110</l></block><block s="reportRandom"><l>0</l><l>-110</l></block></block></script><script><block s="doIf"><block s="reportAnd"><block s="reportLessThan"><l>0</l><block s="xPosition"></block></block><block s="reportLessThan"><l>0</l><block s="yPosition"></block></block></block><script><block s="gotoXY"><block s="reportRandom"><l>0</l><l>110</l></block><block s="reportRandom"><l>0</l><l>110</l></block></block></script></block></script></block></script></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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QoCgE2YKfLuM93Jg7qSwgkznI6NCPHd3kfhJFuVPd871Px8vnqPCOTZxDLav1PwDrNmIbbjq/RNs6ytEkVV6pqE9D4c6pRgAL5KcAGnMq6xLyHgMQYBHAwleEpj+nyTYfqelQlaiAY+FScfL46T3nSHPi/Am1TRPQF1f6JwJfjJ5d58nIRzzJALFWzHGh8hpIUoEB+CbABp7IeMW8n+vvrcd6haCrDUx7T6d0BGbz9vf64MfL56jzlSXPgRwIibZtUzR+BxnuSVwnfKAL7++HtxmA5ENyT/FgeSQEKZFOADTgV3a6KnbA8d2D8gZ2pDE9pTFfFzVC5HoHEjJOOz9XVeadvBUTt3/v+BQOeOZj4990pzZODTiCwZZaI5weqDf/onGiTx7K89m3p21XRBARXOI/BERSgQKYF2IBTEY15NwLyBAI9G1IZ7njMSxiJcm8UIvMQ6NkxTAN27+p8P7w46J0Po/Mh8lmIPAJoFIp5sMpqMeGD9xzPlQOOKyASfkFV7wEaH0udKHy+ZWGZKr6gOng1/EjqsTiSAhRIV4ANOBXBmHc1BHtRlVidynDHY7p8K2H0bFQnbhl2rBtX59FTzoMMzIfgNggeh6IbwBePXp13+lbC0otRlTjyM5lhq+YBJxUIh0RQqxqcnRmo8FX2bWkA76vKcqDhD5mJyygUoIATATZgJ1ofHTu4/Z+ugMhzUHRApAMj+zvgP/h6KuFOfkU7ehJgdmGEqcG4vr3Dxs/m1fnrvi9hQOcDaACwDjLQgsTB7uNencd8LYCeikBi7rA184CTCLSeJiJRVa0HGv+YWarWBSLWMhH9jTFly4Er82OHr8xOktEokLcCbMCpLs0bp5yO/oGpsN9EpNZUwP7EAEQ7AOmAQQcwsgM176X3rt6YdwNUX0R1791JlZqNq/OYby6g9s9ezgHQAiTWHX0C/GRX550Vj0HwFgK9C5KqnQd9SsCyws0A1Jjg4uzwbB5tWZ5lqvKNI1fDq7KTh1EpQIFjBdiAM3lO7BlVDVM2FapTIZgKwP60vxMdasoe04HxvS8knbKrogEqqxBITE5+TIauzuOowCGv3XTtW817YWQdqns2faKOWBJX5zHvdqg8e9zfLSc9qVI9MPwFETylWlEDTH8/uwpbLhz62ZJepGqWALO4d3N2wRmdAmADzvZJ8FrF51GGqVAZasjAJFj6/GBDthtzmacD557gieFO7/MQWe34Ya90rs5fH1OD/v75gH2rWTbDY7VgwoFj3rh0BC2Zq/O9o8/AYbMdwHoEEmuyzV1M8UXCW1SxDQiudWteIuEYG7Bb2sxT6gJswG6fAW+e6UNv35GrZPu29WBjLh/6Llk7IOjAYasDHsyF6FUIZOid08Ndnav0wzKXQzEbghYc7l930t85O7k6j44+H5bZDsXtqE487DZ5YeYLzxHBd1SD9vnh0l/bUhFcptpwtUsJmYYCJS3ABpwPy/9a+TiMsK+SLft75KHb14I3YOlNGN/bkbUS7avzEdZ8qDYCOB0CD9T+nwD5Q8avzrvKL4Va2yH6VVT1cteeYRZVpO0lVf0uEGzN2vp/IvBTZ4n071Y104BZu9zJySwUKG0BNuB8Xf89vgswoeelrJQXwyjAaz/NbH/Hux+QFgR6NiLbV+fRikZYshEwMxDo+5+szK0ogob/3bJwkTHBa92ajmWF7we0z5hG+2Uq/KMABVwQYAN2ATmvUrzmOxMj8Digrx95sOp3J60v01fnMe/Xofg+RnhmnPC777wCc7uYLZUilv2zo4uAxpfdyd52iQg2qx623zF9wJ2czEIBCrABl+I5YL+usixxKs5FX0rTT/fqPOpdAgtfQ6+nFhf8/d2UaijSQZbV+lNA3jEmeLtbUxQJb1XVLUDjj93KyTwUoAD4FHRJngQxXxQezxUY/4G7m0l8HLvLtwJGL0F1oq4k1+C4k26dJiKPqkoN0HDIHZfwdSJYqBq81J18zEIBCnwkwCvgUjwXOit2AtadqO45+e3nbNvEfD8B9HQEEq5915ntKaUTX6QtojqwEZj1QDpxnIwVCb+qihAQ/K2TcTyWAhRIX4ANOH3Dwotg/37XYDNqEo/mvPgu7yaovs23ZbV+XQQLVBu/6N6ahO+yLEw2Jni9ezmZiQIU4BVwKZ8Dnd5VsBBHVSI/XjsY87YPvle7qud7pbssrTeJyDpV/AcQ/EH2HcITRBBVxRQg+Nfs52MGClDgWAFeAZfiOdHlXQLFOAQSS/Ji+kNv7toOg1+gJvGjvKgpJ0VsmWRZVpOqXqhqNQENG7NVhmWFHwTQbUywhP+nJ1u6jEuB5ATYgJNzKq6j7M0VVL+C6jz67vWNU87D4QH7lZV3ojrxy+ICdzqbrQ0ipgnAm6rWcmBmhl/G0jpdRNarJmqAOQNOq+PxFKBAZgTYgDPjWFhROkdPgzVwN6p6p+VV4bHySwBrB4xejZrecF7VlpNi2r4lgiYRPGLMyOVA3TuZKEMkvEMVDwHB9ZmIxxgUoEBqAmzAqbkV9qjB90J7IggkqvNuIjFvJ8QsRVUfd+MZXJxNYyyroklVblQV+7Z0mhtabL1ZxFyvGpyRd2vPgihQYgJswCW24IPTHXoV5fsIJEbl1fS77K0U5TIEergZwKcWpu0i+2oYwLihfXtnPul87TaNFPFGVQfmAbN3OB/PERSgQCYF2IAzqVlIsbq8b6FfLsDEnjfzouzdvrPg0d1QTEN1gpsBnHBRwl8dasTyiqpZDjT+Odn1s6y2lYCebUzwlmTH8DgKUCB7AmzA2bPN78gx758A3IBAwv7M/V9Xxf2A9KEqwc0AklqNLf8mYi0TwX3G2I14Vu/Jhz01SaR/15G3bO1NKgUPogAFsirABpxV3jwOHvO2QfR+VOXBw05DD19txqHyiZj0NjcDSPq0CZ9jWbC/H56tqsuB4LoTDbWs8AZj9EWg8e6kw/NAClAgqwJswFnlzePgnb4HANOB6t6f5rzKmHcrRLagqoebAaS0GK3/LGI/oIUKVdiNeNsnwwz+rGmVanBySuE5iAIUyIoAG3BWWAsgaMxn/wcbCPQMfebqr8t7HVQWItDDzQDSXoOt8+zfD4vgOWPsB7UaBjfbEAk/r6qrgcYNaadgAApQIGMCbMAZoyywQHsqbsWAdTGqe27NaeUx76sAQggkuBlAxhYibH83bDfi5cboOyK4SrUxmLHwDEQBCmREgA04I4wFGCRaEYRHFqAqkbv/MHdV3AWVyQgkuBlAxk+hJwOW5VmpiotUrX/J/Nu0Ml4wA1Kg5ATYgEtuyY9MOOb9HICHEEjYn+7/dY6aAPFEYawpqDnAzQCytgKRMzL1Bq2slcjAFChRATbgEl147POdiYP6EgKJs3JC0OV9EEa6UV3KOyDlRJ5JKUCBPBFgA86ThchJGTHvISAxBgEcdDV/l286VNejKlEDATcDcBWfyShAgXwRYAPOl5XIRR32e5f7++tx3qHBp2Vd++v07oAM3v7mZgCuoTMRBSiQbwJswPm2Im7W01WxE5bnDow/sNO1tF0VN0PlegQS7m8GEPVeB9EFECnHgOdaTPz7btfmzUQUoAAFjhFgAy7lUyLm3QjIEwj0uPP70JcwEuXeKETmIdDjzmYA++HFQe98GJ0PyB54pAWq46GYB6usFhM+eK+UTwHOnQIUyJ0AG3Du7HOfOeZdDcFeVCVWu1JMl28ljJ6N6kT2NwOInnIeZGA+BLdB8Dj6rXWYeODZo/Ps9K2EpRejKlHvytyZhAIUoACvgHkOHBUY3P5PV0DkOSg6INKBkf0d8B98PeNKsdGTALMLI0wNxvVlbzOA131fwoB9tYsGAOsgAy2oOhg77nxivhZAT0UgMTfj82VAClCAAsMI8Aq41E+RN045Hf0DUyE6FWpNBexPDEC0A5AOGHQAIztQ894HaVHFvBug+iKqe7OzGUDMNxfQ2wCcA6AFSKxL6unuzorHIHgLgd4Fac2PgylAAQo4FGADdghWEofvGVUNUzYVqlMhmArA/owOXiXbTdljOjC+94WkLboqGqCyCoFEZjcDiKMCh7x207VvNe+FkXWo7tmUdF0fHRjzbofKs/xNsmM5DqAABdIQYANOA6+khr5W8XmUYSpUhhoyMAmWPj/YkO3GXObpwLkneKq40/s8RFZn7GGv18fUoL9/PjD4YNVmeKwWTDjw+5TXY+/oM3DYbAewHoHEmpTjcCAFKEABBwJswA6weOjHBN4804feviNXyfZt68HGXD70XbJ2QNCBw1YHPJgL0asQyMA7pztHT4NlboNiNgQtONy/LmO/YY6OPh+W2Q7F7ahOPMy1pgAFKJBtATbgbAuXUvzXysdhhH2VbNnfIw/dvha8AUtvwvjejpQpOn1zIIMPVvkHH6wqS7TgXPSlHO9EA7vKL4Va2yH6VVT1tmU8PgNSgAIU+JgAGzBPh+wK7PFdgAk9LzlOEsMowGs3Xfs73v2AtCDQs9FxHKcDohWNsGQjYGYg0Pc/TofzeApQgALJCrABJyvF49wTeM13JkbgcUBfP/Jg1e/cSw4g5v06FN/HCM+ME36v7WpBTEYBChSjABtwMa5qMczJ3iiiLHFqVm41J+MT9S6Bha+h11OLC/7+bjJDeAwFKEABJwJswE60eKx7AjFfFB7PFRj/gbsbRXx8hl2+FTB6CaoTde5NnJkoQIFSEWADLpWVLrR5dlbsBKw7Ud3j7u3nY51ivp8AejoCiWsLjZD1UoAC+S3ABpzf61O61dlvzjLYjJrEozlH6PJugurbfFtWzleCBVCgqATYgItqOYtoMp3eVbAQR1ViVV7MKuZtH3xndlXP9/KiHhZBAQoUvAAbcMEvYZFOoMu7BIpxCCSW5MUMh96ZvR0Gv0BN4kd5UROLoAAFClqADbigl6+Ii7c3V1D9Cqrz6LvXN045D4cH7FdW3onqxC+LWJ9TowAFXBBgA3YBmSlSEBh87eTA3ajqnZbC6OwNiZVfAlg7YPRq1PSGs5eIkSlAgWIXYAMu9hUu1PkN7sjkiSCQqM67KcS8nRCzFFV9T+RdbSyIAhQoGAE24IJZqhIrdOhVlO8jkBiVVzPv8i6FymUI9FydV3WxGApQoOAE2IALbslKqOAu71volwswsefNvJj1bt9Z8OhuKKahOrErL2piERSgQMEKsAEX7NKVQOEx758A3IBAwv7M/V9Xxf2A9KEq8e3cF8MKKECBQhdgAy70FSzm+mPeNojej6o8eNhp6OGrzThUPhGT3j6QTfYfVdYFRfE1BV7JVh4BJqng4X/tjvBBsmwhMy4FhhFgA+Ypkr8Cnb4HANOB6t6f5rzImHcrRLagqufH2a6leWzdCgVuUUFLtnKJYr4APwvti9yVrRyMSwEKnFyADZhnSP4KxHxNg8UFeoY+c/XX5b0OKgsR6LnUrRKa/bWPq1jPLu7elvE3ga2prF8qai4Lxdv5IJlbC8o8FDiOABswT4v8FdhTcSsGrItR3XNrTouMeV8FEEIg8Vu36lhbOf1CVc/ODwesid/529MZewjtv86+4qyRHrNbZGDaou5n+CCZWwvKPBRgA+Y5UFAC0YogPLIAVYlgzuruqrgLKpMRSFzvdg1r/bU/VEh5KB75ZqZyN/vr7hdo36J4Ox8kyxQq41AgRQFeAacIx2EuCMS8nwPwEAIJ+9P9v85REyCeKIw1BTUH/up2Afd89rLR5SPLd0Pw5UXdkT+km39tZd0lUGzu+7Bv4nfffjarD5KlWyvHU6AUBNiAS2GVC3WO+3xn4qC+hEDirJxMocv7IIx0ozp3OyCt8dcuEMisUDwyM12DZn/dVoVuWRxvz/qDZOnWyvEUKAUBNuBSWOVCnmPMewhIjEEAB12dRpdvOlTXoypRA8GAq7mPSdbsr/tvAPeG4pFHUq2j2V93HYCFoXjEtQfJUq2V4yhQKgJswKWy0oU6T/u9y/399TjvUDSpKUS910F0AUTKMeC5FhP/vjupccce1OndARm8/b0+pfEZHNQ8tvYqEWleFI/8Q6ph1/rrXlXVUGhfu2sPkqWlRgGpAAAgAElEQVRaK8dRoFQE2IBLZaULdZ5dFTthee7A+AM7TziF/fDioHc+jM4HZA880gLV8VDMg1VWiwkfvOdo+l0VN0PlegQSMxyNy+LBzf66X4vg5UXdkRVO06ytrLtLFZND8YjrD5I5rZXHU6CUBNiAS2m1C3GuMe9GQJ5AoGfDp8qPnnIeZGA+BLdB8Dj6rXWYeODZo8d1+lbC0otRlahPeuovYSTKvVGIzEOgZ0fS47J84KrK2vPLVP7iUVPzrX3b9ySb7r6xMyYMiBXtF52ytLvd9QfJkq2Tx1GgFAXYgEtx1QtpzjHvagj2oiqx+mjZr/u+hAH7ahcNANZBBlpQdTB23GnFfC2AnopAYm5S0+7yrYTRs1GduCWp4108aM3Yuu+LoDIUj9yUbNpmf92DquhevC/yvWTH8DgKUMAdATZgd5yZJVWBwe3/dAVEnoNKD0RroDoKkHuBxLqkHs7qrHgMgrcQ6F1w0jJioycBZhdGmBqM69ubasnZGrcJ13j2+9+LquiNoe72Z4bL01xZO11U1p8TP61mDh7L6YNkw9XKf6dAKQqwAZfiqhfSnOOowIcV/wqV/w+ihwB5F4pKKAYg2gFIBww6gJEdqHnvgxNOLebdDpVnT/qToph3A1RfRHXv3flK1Oyvu1GhNyyOt18+XI1r/LU7BPJQKB7J+YNkw9XKf6dAKQqwAZfiqhfCnF8fU4P+/vnA4INVm+GxWjDhwO+Plr5nVDVM2VSoToVgKgD7Mwq1m7F0wGM6ML73haPH7x19Bg6b7QDWI5BY8ymCrooGqKxCIDE533max9Ztt8T69cL40z8/Ua33+q+42ai5PrQvkjcPkuW7K+ujgNsCbMBuizPfyQU6R0+DZW6DYjbs3YAO969L+idIr1V8HmWYCpWhhgxMgqXPDzZkuzEr3oZgPRS3ozrx8CcK6fQ+D5HVx33YK8/WbO059ZerZX419tTTa+b85bEPjy1v05RrRu57/92oGGveov3b8uZBsuwybhsD1J/4Dkh2kzM6BVISYANOiY2DMi7Q6ZsDGXywyj/4YFVZogXnoi+tPG+e6UNv35GrZP2oMZ8CYAwEjwL6CA5bHfBgLkSvQiCH75x2ONFmf/3PRPC3Rd3b7jx26NrK+pWqODsU35Z3D5I5nGaSh2+tFTF3q8rDQMN9SQ7iYRTIuQAbcM6XoIQLiGEU4LWb7m0A9gPSgkDPxqyKvFY+Dh77+2T5DhR/guB8CN6ApTdhfG9HVnNnMPjaypnjVA9HLVgXLow//cpHoe/1XzHJwOwSGVGzqHtr3j1IlkGCo6FE2naqaruITgXkTFWrCZjZlo1cjEmBTAqwAWdSk7GSF3jNdyZG4HFAX4eRdaju+V3ygzNwZMz7dSi+jxGeGTDmM5jQ81IGoroaYs3Y2jsg8k+L45GjP7Fa468bfJBs8b72vH2QLLNIrd8QkWtUg0d+6906V0SWiWCXMWVNwJVH/+cks3kZjQLpC7ABp2/ICKkK2O95Lkucmvat5lTzR71LYOFr6PXU4oK/v5tqmFyOa/bXvQxLlob2bmtrHlffAKOrQvFI3j9IlhmzZ0aJ9EVV+68FZv/vA3qDwVvvGGrE8kNjepYDcz71XXlmamAUCqQuwAacuh1HpisQ80Xh8VyB8R8k957ndPMdb3yXbwWMXoLqRF02wmc7ZrO/di5EloS6Ixc3V9Y9D9XVoXj7p98alu1CchDfslr/E7BOM6bB/grjOH9t4yxLm1Rxpao2AY0nfGo8B+UzJQXABsyTIHcCnRU7AetO128/HzvjmO8ngJ6OQOLa3GGknrl5bF0YkF5AK0L7IsHUIxXSyLYpIvqCav9E4Mvxk1f+5OUinmWAWKpmOdA47EtMCkmCtRauABtw4a5d4Vduv/jCYDNqEo/mfDJd3k1QfXvYt2XlvNBPF2C/8QoqD8DoraH9w78hKw+n4LgkkbZNquaPQOM9yQ8O3ygC+/vh7cZgORBM+p3ayefgkRRIXoANOHkrHplpgU7vKliIoyqxKtOhU4oX87YPvvKyqofvTU4J0K1BW2aJeH6g2vCPzjNu8liW174tfbsqmoCg492lnOfkCAocX4ANmGdG7gS6vEugGIdAYknuivhY5jdOOR39A9th8AvUJH6UFzWxiE8JiIRfUNV7gMbHUucJn29ZWKaKL6gOXg0/knosjqRAagJswKm5cVQmBGK+uVD9Cqrz6LvXN045D4cH7FdW3onqxC8zMU3GyKRAOCSCWtXg7MxEDV9l35YG8L6qLAca/pCZuIxCgeEF2ICHN+IR2RIYfO3kwN2o6p2WrRQpxY2VXwJYO2D0atT0hlOKwUFZEGg9TUSiqloPNP4xswlaF4hYy0T0N8aULQeufDOz8RmNAp8WYAPmWZE7gcENFTwRBBLVuSviBJlj3k6IWYqqvifyrrYSLciyws0A1Jjg4uwQbB5tWZ5lqvKNI1fD+fFsQnYmy6h5IMAGnAeLULIlDL2K8n0EEqPyymBwD2K5DIGeq/OqrpIuJvwFETylWlEDTH8/uxRbLhz62ZJepGqWALP4P2HZBS/Z6GzAJbv0eTLxLu9b6JcLMLEnP2757fadBY/uhmIaqhO78kSp5MsQCW9RxTYguNYtDJFwjA3YLe3SzMMGXJrrnj+zjnn/BOAGBBL2Z+7/uiruB6QPVYlv574YVjAkEJ4jgu+oBu0tJl36a1sqgstUG3gXxCXxUkzDBlyKq55Pc4552yB6P6ry4GGnoYevNuNQ+URMevtAPjGVci0ibS+p6neBYKs7Dk+dJdK/W9VMA2bxLog76CWZhQ24JJc9jybd6XsAMB2o7v1pzquKebdCZAuqen6c81pYwBGB8L9bFi4yJujaa0ItK3w/oH3GNPIuCM/DrAqwAWeVl8GHFYj5mgaPCfQMfebqr8t7HVQWItBzaa5KYN5jBbZUilj2z44uAhpfdsen7RIRbFY9bL9jmndB3EEv2SxswCW79Hky8T0Vt2LAuhjVPbfmtKKY91UAIQQSv81pHUx+VMCyWn8KyDvGBG93i0UkvFVVtwCNvAviFnoJ52EDLuHFz4upRyuC8MgCVCVyt4tPV8VdUJmMQOL6vDBhEfZ+vtNE5FFVqQEaDrlDEr5OBAtVg7wL4g54yWdhAy75UyDHADHv5wA8hEDC/nT/r3PUBIgnCmNNQc2Bv7pfADMeT0CkLaI6sBGY9YBbQiLhV1URAoK8C+IWeonnYQMu8RMg59Pf5zsTB/UlBBJn5aSWLu+DMNKNau6AlBP/4yZt/boIFqg2ftG9msJ3WRYmGxPkXRD30Es+ExtwyZ8CeQAQ8x4CEmMQwEFXq+nyTYfqelQlaiAYcDU3k51EoPUmEVmniv8Agj/IPlV4ggiiqpgCBHkXJPvgzHBEgA2Yp0LuBez3Lvf31+O8Q1FXi+n07oAM3v5e72peJktCYMsky7KaVPVCVasJaNiYxKCUDrGs8IMAuo0Jch/olAQ5KFUBNuBU5TgucwJdFTthee7A+AM7Mxd0mEhdFTdD5XoEEjNcy8lEKQhsbRAx9k/U3lS1lgMzO1IIcrKr7ekisl41UQPM4V2QzOIy2jACbMA8RXIvEPNuBOQJBHo2uFLMSxiJcm8UIvMQ6NnhSk4mSVOg7VsiaBLBI8aMXA7UvZNmwMHhIuEdqngICPIuSCZAGcORABuwIy4enBWBmHc1BHtRlVidlfjHBu3yrYTRs1GduMWVfEySIYFNYyyroklVblQV+7b0mvQCb71ZxFyvGuRdkPQgOTpFATbgFOE4LIMCg9v/6QqIPAdFB0Q6MLK/A/6Dr2cwy1Co2OhJgNmFEaYG4/r2Zjx+kgF/VFkXFMXXFHglySGODxNgkgoe/tfuSNjx4Lwe0HaRfTUMYNzQvr0zn3Re7qaRIt6o6sA8YDbvgjgH5IgMCLABZwCRITIg8MYpp6N/YCpEp0KtqYD9iQGIdgDSAYMOYGQHat77IK1sMe8GqL6I6t6704qT5uDmsXUrFLhFBS1phjrhcFHMF+BnoX2Ru7KVI7dxw18dasTyiqpZDjT+Odl6LKttJaBnGxPkXZBk0XhcxgXYgDNOyoAZE9gzqhqmbCpUp0Jgb0Vnf0YHr5LtpuwxHRjf+0LS+boqGqCyCoHE5KTHZPHAZn/t4yrWs4u7t63KdJo1lfVLRc1loXh7CWynt+XfRKxlIrjPGLsRz+o9uedTk0T6dx15y1bO7oJkes0Zr/AE2IALb81Ku+LXKj6PMkyFylBDBibB0ucHG7LdmMs8HTj377uPi9TpfR4iq1172GuYlVpbOf1CVc/ODwesid/529NvZmph/+vsK84a6TG7RQamLep+pkS20wufY1mwvx+erarLgeC6E3laVniDMfoi0JjTuyCZWm/GKVwBNuDCXTtWbgu8eaYPvX1HrpLt29aDjbl86Ltk7YCgA4etDngwF6JXIZDDd04fZ8XW+mt/qJDyUDzyzUwtaLO/7n6B9i2Kt5fgdnqt/yxiP6CFClXYjXjbJ10Hf9a0SjWYF3dBMrXmjFOYAmzAhblurPpkAq+Vj8MI+yrZsr9HHrp9LXgDlt6E8b0Z/h1pektxz2cvG10+snw3BF9e1B35Q3rRgLWVdZdAsbnvw76J33372RLeTm/rPPv3wyJ4zhj7Qa2GwZe8iISfV9XVQKM7P3lLd0E5vqgF2ICLenk5uaMCe3wXYELPS/kossZfu0Ags0LxyMx062v2121V6JbF8XZupzeIGba/G7Yb8XJj9B0RXKXamLudt9JdYI4vKgE24KJaTk6mUAWa/XX/DeDeUDzySKpzaPbXXQdgYSge4XZ6n0B8MmBZnpWquEjV+pfMv00r1RXjuFIXYAMu9TOA888LgeaxtVeJSPOieOQfUi1orb/uVVUNhfa1czu94yJGzsjUG7RSXSOOo8DHBdiAeT5QIE8Emv11vxbBy4u6IyuclrS2su4uVUwOxSPcTs8pHo+nQI4E2IBzBM+0FDhWYFVl7fllKn/xqKn51r7te5IVum/sjAkDYkX7Racs7W7ndnrJwvE4CuRYgA04xwvA9BT4uMCasXXfF0FlKB65KVmZZn/dg6roXrwvwu30kkXjcRTIAwE24DxYBJZAgY8ENuEaz37/e1EVvTHU3f7McDLNlbXTRWX9OfHTaubgMW6nNxwY/50CeSTABpxHi8FSKGALNPvrblToDYvj7ZcPJ7LGX7tDIA+F4hFupzccFv+dAnkmwAacZwvCcigw2ITH1m23xPr1wvjTPz+RyL3+K242aq4P7YtwOz2eNhQoQAE24AJcNJZc/AJrz6m/XC3zq7Gnnl4z5y+PfXjsjDdNuWbkvvffjYqx5i3av43b6RX/KcEZFqEAG3ARLiqnVBwCzf76n4ngb4u6t9157IzWVtbbL5Y4OxTfxu30imO5OYsSFGADLsFF55QLQ2Bt5cxxqoejFqwLF8affuWjqu/1XzHJwOwSGVGzqHsrt9MrjOVklRT4lAAbME8KCuSxwJqxtXdA5J8WxyNzPypzjb9uA1RfXLyvndvp5fHasTQKDCfABjycEP+dAjkWaPbXvQxLlob2bmtrHlffAKOrQvEIt9PL8bowPQXSFWADTleQ4ymQZYFmf+1ciCwJdUcubq6sex6qq0Pxdm6nl2V3hqdAtgXYgLMtzPgUyIBA89i6MCC9gFaE9kW4nV6Kpj+qrAuK4msKHP1OPcVQJxwmwCQVPPyv3ZFwpmMzXnEJsAEX13pyNkUqYL/xCioPwOitof3DvyGrSBnSnlbz2LoVCtyigpa0g50ggCjmC/Cz0L7IXdnKwbjFIcAGXBzryFlQgAJJCjT7ax9XsZ5d3L1tVZJDkj5sTWX9UlFzWSjefnXSg3hgyQqwAZfs0nPiFChNgbWV0y9U9ez8cMCa+J2/Pf1mphT+6+wrzhrpMbtFBqYt6n5mV6biMk7xCrABF+/acmYUoMAJBNb6a3+okPJQPPLNTCE1++vuF2jfonj7tzMVk3GKW4ANuLjXl7OjAAWOI3DPZy8bXT6yfDcEX17UHflDukhrK+sugWJz34d9E7/79rMH0o3H8aUhwAZcGuvMWVKAAscIrPHXLhDIrFA8MjNdnGZ/3VaFblkcb/9xurE4vnQE2IBLZ605UwpQ4BiBZn/dfwO4NxSPPJIqTrO/7joAC0PxyKWpxuC40hRgAy7NdeesKUCBwW0fa68SkeZF8cg/pAqy1l/3qqqGQvvaf5tqDI4rTQE24NJcd86aAhQ4ItDsr/u1CF5e1B1Z4RRlbWXdXaqYHIpHrnc6lsdTgA2Y5wAFKFDSAqsqa88vU/mLR03Nt/Zt35Msxn1jZ0wYECvaLzplaXf7X5Mdx+Mo8JEAGzDPBQpQoOQF1oyt+74IKkPxyE3JYjT76x5URffifZHvJTuGx1Hg4wJswDwfKECBkhfYhGs8+/3vRVX0xlD38K/6tF8NKirrz4mfVjMHjw2UPCABUhJgA06JjYMoQIFiE2j2192o0BsWx9svH25ua/y1OwTyUCgeWT/csfx3CpxIgA2Y5wYFKECBIwLNY+u2W2L9emH86Z+fCOVe/xU3GzXXh/ZFZhCOAukIsAGno8exFKBAUQmsPaf+crXMr8aeenrNnL889uGxk9s05ZqR+95/NyrGmrdo/7YdRTV5TsZ1ATZg18mZkAIUyGeBZn/9z0Twt0Xd2+48ts61lfUrVXF2KL7tlnyeA2srDAE24MJYJ1ZJAQq4JLC2cuY41cNRC9aFC+NPv/JR2nv9V0wyMLtERtQs6t6616VymKaIBdiAi3hxOTUKUCA1gTVja++AyD8tjkfmfhRhjb9uA1RfXLyv/e7UonIUBT4pwAbMM4ICFKDAcQSa/XUvw5Klob3b2prH1TfA6KpQPDKZWBTIlAAbcKYkGYcCFCgqgWZ/7VyILAl1Ry5urqx7HqqrQ/H2DUU1SU4mpwJswDnlZ3IKUCCfBZrH1oUB6QW0IrQvEsznWllb4QmwARfemrFiClDAJQH7jVdQeQBGbw3tH/4NWS6VxTRFIsAGXCQLyWlQgAIUoEBhCbABF9Z6sVoKUIACFCgSATbgIllIToMCFKAABQpLgA24sNaL1VKAAhSgQJEIsAEXyUJyGhSgAAUoUFgCbMCFtV6slgIUoAAFikSADbhIFpLToAAFKECBwhJgAy6s9WK1FKAABShQJAJswEWykJwGBTIvsG0MUP9B5uMyIgUoYAuwAfM8oAAFjiOwtVbE3K0qDwMN95GIAhTIvAAbcOZNGZECBS8g0rZTVdtFdCogZ6paTcDMtoKfGCdAgTwSYAPOo8VgKRTID4HWb4jINarB+qF6WueKyDIR7DKmrAm48ugm9flRL6ugQGEKsAEX5rqxagpkSeCZUSJ9UdX+a4HZv/9kktY7hhqx/NCYnuXAnA+zVATDUqAkBNiAS2KZOUkKJCdgWa3/CVinGdNw2/FHtI2zLG1SxZWq2gQ0/jy5yDyKAhQ4VoANmOcEBShwRKBtioi+oNo/Efhy/OQsT14u4lkGiKVqlgONz5CRAhRwJsAG7MyLR1OgaAVE2japmj8CjfckP8nwjSKwvx/ebgyWA8E9yY/lkRQobQE24NJef86eAkcEtswS8fxAteEfnZNs8liW174tfbsqmoDgCucxOIICpSfABlx6a84ZU+BTAiLhF1T1HqDxsdR5wudbFpap4guqg1fDj6QeiyMpUPwCbMDFv8acIQWGEQiHRFCrGpydGarwVfZtaQDvq8pyoOEPmYnLKBQoLgE24OJaT86GAg4FWk8Tkaiq1gONf3Q4eJjDWxeIWMtE9DfGlC0Hrnwzs/EZjQKFLcAGXNjrx+opkJaAZYWbAagxwcVpBTrh4M2jLcuzTFW+ceRqeFV28jAqBQpPgA248NaMFVMgQwLhL4jgKdWKGmD6+xkKeoIwWy4c+tmSXqRqlgCznshuPkanQP4LsAHn/xqxQgpkRUAkvEUV24Dg2qwkOE5QkXCMDdgtbebJdwE24HxfIdZHgawIhOeI4DuqwalZCX/coG1LRXCZasPV7uVkJgrkrwAbcP6uDSujQNYERNpeUtXvAsHWrCX5ROCnzhLp361qpgGzdrmTk1kokN8CbMD5vT6sjgJZEAj/u2XhImOC12Yh+HFDWlb4fkD7jGn8tls5mYcC+S7ABpzvK8T6KJBRgS2VIpb9s6OLgMaXMxr6hMHaLhHBZtXD9jumD7iTk1kokP8CbMD5v0askAIZE7Cs1p8C8o4xwdszFnSYQCLhraq6BWj8sVs5mYcChSDABlwIq8QaKZARgdZpIvKoqtQADYcyEnLYIOHrRLBQNXjpsIfyAAqUmAAbcIktOKdbugIibRHVgY3ArAfcUhAJv6qKEBD8rVs5mYcChSLABlwoK8U6KZCWQOvXRbBAtfGLaYVxNDh8l2VhsjHB6x0N48EUKBEBNuASWWhOs9QFWm8SkXWq+A8g+IPsa4QniCCqiilA8K/Zz8cMFCg8ATbgwlszVlyiAj+qrAuK4msKvJIKwbsDY8547dC5/2+f+cw540a8+X8nfuaNl46NI8AkFTz8r92RcCo5PhpjWeEHAXQbE/xeOnE4lgLFLMAGXMyry7kVlUDz2LoVCtyigpZ0Jrbnw7ET93x4zvQyMYnqz3T/33PK3o5/FE8U8wX4WWhf5K7Uc7ROF5H1qokaYM5A6nE4kgLFLcAGXNzrW8Cz2zYGqP+ggCeQldKb/bWPq1jPLu7eloFdhdq+JYImETxizMjlayrvuUHUXBaKt6f1qkiR8A5VPAQE12cFgUEpUCQCbMBFspDFNY2ttSLmblV5GGi4r7jmlt5s1lZOv1DVs/PDAWvid/72dAb21900xrIqmnzSe1PT2T//TJl8+MVF3c+k8arIrTeLmOtVgzPSmylHU6D4BdiAi3+NC26GIm07VbVdRKcCcqaq1QTMbCu4iWSp4LX+2h8qpDwUj3wzUymWnf2VTZ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