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8Q6rrmcaJNXIGKUKiZqn8d2o5ZpnFjqnqwFVOu1M85cBjnYqJZBWmXUVBTkdCNdKTkkAB6ElN18kPlh2T84ctU+A+VV2WE/VdvjwVXb69w+uUw2PXBJqKkShWAjwV9pCbrwgK73uB58kvi9N9gALQ0527Uxu5taa8nNqfStVJH6V+O54YE8UyVYpSsemJjYlyLimu7MuxBDxVbFILtJxGp7YCznC8BaBnOKkLfaQEULU+nbHkkDhl7KjjgJT6DkAVO3HyJzWevfPftp/+/+RWU1Q5vPqUBI4ugQLQo0/BxQzAWqPCO4pDKBJveh7LoWCxSk+O9lCz1HHDr2xqu7OYFGL+kXYgHZW/0jgvZtks+0ELQJc9P+c2OsVE1PjELJ0Pz+bJ/imjSFgSQFU5H6A6I+mBrWKUI0KwT+FKWYv03GRTz3OCEigAPcFJO/EhZ3k7NUh53519JK4zwRVAYqDW5oOaM+mHmq20KsKf+OSf2/ALQM9tRk/jeaw74UmO9HAciJM5edvVHMU+nZuEqTpJVFiTo5DFftanJLAoCRSALmo6LmowGKdizpxJgJL9E0jysjveGBN1IB3VXkxoqe4XtTxO42ELQE9jns51lOlUEsJElcdAn9c885xFAu6FOBV4nusKOPHnKgA98Qk88eFbf44VuVFE3K4BJhXeIXOVnnnik3sJwy8AvYRZXvYzCpYHos5k8m858NhnFQdZ9rzV6PY4pbCEVhKYQwJ5KJ22pWZWeuYcUq42J5dAMdDJRVoNlgRKAjNIAFYlXi1mgy0AnWGmq8mSQElgUgnAKcVnhLb5qJcgJvjoGWkFoJPO88c1RjVVDJhtb/VI33l7rtZLAn8bvXAOB+95h2SpSfPFPh3lohrX0e3kBaDzvWZZLNjEX7+d51MgOp+8q+WrSwB4fqilxDozSojY0RnbHpOUkRrOwbpnA02xwqI1RGoc9VMAOp/4sU6V1MU43qXtoOIa61MSOIQEAKYqVy9aqfB/iL6n7ANGqdB1t1Ybger++Jah9uFjbwrHBNA0CtsVT3Fn3LVIgKUSbSqt37vVvxSeU0WAd0mu/j5GAhkWptL/u1oRlpe1LK/FOF8GPCCcUIRbqcMHN9vnT7RstaNX5joWgAIXaXzXjAi1HcX+OUTsnIA0AfS+7Swfhu9XR8RvLMF2M2AB16WnJQHAecuIuENztjyt1RaQJlsAOvFcHgNA2QHtKMqZKa6rbJmiuu87IrB0QySmYsQJoPdp6od8bkdVvLXZoyaeymquJHAlzEfVf2Yj68679syIeMkZMVCOo5+MCKx6sQx0E7BOwRATWJyBY6Lf2artKJrbPcr2EO9DFvllY7lGU68Z3qnZY5+1C6B5ns/jIuLNrf1DPF/1cVkSsJ5pdipcPaClxp4DgMpSYwP99hbVwgb6grYpjH1PR62QVaD0fyEDSo0p9JBeY9Sf8RbAOYtmjCoAWBTNVWlcAQmHiD3pCMwswVNB3zu1mpQOLaNmv3eCM3cKQEctzbp5DwmcI4ASg+OuvyYiHtEKcD8jIp7StNejhjJ1AdS/2U8y3ooHGYj6AE9xV9iiA71WGZp7AYafdgQPtWlnWAKA2hgE5l63lVG7VwP117aJwYY945hPAegY6dW9+0jgXAEUDt26nc7qFAMkhyNJPOihtdarzUsXQA1SgVtn1Shwy4PsI54MmGCKDvZ6TTuCIQFSGzIErt12CmfbOK52kxp8bAA13izmy9BuZ1OT0ibx3IiwuzlvfGz18wLQfSCg7hkjgXMFUJEFtFZeeN54BOfHl2AOSwDFyHjEBas6RoGDR5Aqxw7vMTBM9fZtEdGNv6LyA15ApKr4uyPiVVvo9bEB1HgxTwebCTFyrAQVAWg6dweIKuI7tgZlAegYKKh795HAuQIofIIx7LpOdKUJY6CC6cdqivvI+ap70vtMnc1jZVUH9/Kjyc7sFmLE7snjJaNhtdQY9nnbiHhoY3JvbIGuvM3r6PVQAM0xrtprMeChttjcKIzXRNgwGN2Bqs1CyAcA9e8C0FFLq24+ggTOHUDv395b8a1TASiZrWYIZiTOTgeVm9HjazUwYQu8aaPGVNm3tzjNLDEGVFYbVcvxjhHxXY3NvSEifrRlP6zbHYYAaNoqecip3QmibKwYshjSvkZkz8nGiyVTA0QAaN+GwPxAZZciVgB6hDe/upxEAgWgw8SIOCGAvunDgXGIH+zycx3mXY2Bsn06e0ae6T0aSD27gUkfVRa4Oc8mGagwHWEGmOgYAE3bKi+5iuVAzgMDcHZWAenvafm+u9gi4YiPowYYK++/0Ai2lA80Bu05HCfBzlsMdNhCrKuXIYEC0P7zgFAxW8IW9lVEkPwQKVr377ZjtIU1SotdC6QZyoOVYZ+YGUb39AYmfc7hpv4bhDgt7DXzb9lCqf6rn74M1HWKcLCtYovX63j42WXf0oJp2UO2xW1imcDz5o0ps3mK+zQ+DjH9cJoJ7n9+AWj/FVhXLk4CBaD9pwQZgy+whTOZFg4rACWChjzCMiTNv7tAejUGCkCc0Y2VCW4XvuQoWSAKnHZVccnTFbFYg5AyxuFENV5no+wLoFT2W0UEu4fIADuGXcEDAkThVJiysWKRm+yhybDv3gKMqfEiCji62FJuGBHSLTHcAtD+C7CuXJ4EpgbQtA96x9MXsfrUaS/0Xg71SfSVYDqRprSBJu4BTz4RGqnfwQtsFMDCMBmEcBCYwpz0CV0xZaZQ3IChcaxgfEDwWS1hX0jSLjsjcAN4OnUtRrhJrTZIYCuQXpUiIPbEZncF1jkuYxLzJftADJidgH3V/Q4gw3wT8DaZGjwfsOUsInwMWeyYCjVMDeyohPfAAtC+a7muW7AEpgJQ7XiXkQ3vj283saYrAqDJVoihzVUsZw4A1SbbJ8IoKse/4RhTnt/RysXE+72oo8QfuCEm/kqYYzpl0pEEjYX2UMl54IEoVRml3bW7dL3k27xX+mKL1A9WCPxkIr2ucxKjh8MImQUAn4d4YcuZx3IBvTbkwxqjzKF1IJ959xjs/Rr4chS5j3kCCGfoVjHQBSNDDa2XBKYA0DR5UW9pZ740VO/gunq2cAE+YGeYGt9EsrRdmNHroVq/3vcpGai+s+C5zQEu+dg4ROYAz5s0YslG6vmRLz6SN6WGnaCXtlAOG/ZADiUNYWocK1TyqSL+Exzlh2OhwJbHX1+Yr/97IIOmWt+1AaTULVEBdgZg6OcrOgC6LvA9F5QoASCKcWKtBKEfoAlAgTkb6Msj4qUNXLFhtlY/91kIFQfa9/Wo66aSwFgAzTA/RX7ESfvpHfE+biqykxgCRLE04IJ8ITWiZHaGAvV4+DkYaLfbLvnLyCSAyVcivJPjmTxo2QqziNSxUfzl6o3oK1UeoNy5AYliBOyF758gNjJZr36wXZkFdjrsUj/YKLCivicz9ACADdMUh8oJROUG9i9udlC73yYzg8nXB0BmVvAcmXV141b66zaNunMsMSnYQZkuxLLaVfcp3FoA2uPNqEsmlcAYAHUvlZ3fwfufgMHvkLa/dSTFu0QFprVibmyFfBPIDUK0K0KmjwDmBtB1YyAP7zAgRdb4h8gEmVRVjTnxI6vB6ekQYnsEUgCGCv+cFpYEWFYFog3IfJ3GWgkN4KyytmS5jLVAERBioVRylVWe2gy2yQyp90py8eQLcDchaDZGmqW6gCrmCuw2scS05wBlagD7KbunCefZNx6ZSNpmu7VrYp12GKCOsQprGspCC0D7vBp1zZQSGAug3mGRODJ+sC+1IX6+gYZ3ejWUJ98t9yEhGCutzbv6+kZEhr436+RxDADNcSQmqnAFE73XtGFM9IOrAOomQAJYxIRSoQnnHe0GdTvtRl11Pgu4AkNqsNAgjJVnvEvf7VTsCpxUQJBDh23lg83jD9V5vNyDMdoFjYGtko2UWkCdsBO4Xx1RqZcmimq+TVVgjsBYLQ7gy7ZhN8V4Tbh2bQJ2W2CsPe1bPFjoPnUHC0CnhIZqq48ExgAooPDeez+8ezQ17533mYNoGxCm3RAZ8XEvstXVCtOT330ObfZR8Y8JoMYL4zLWHdtOYvWH6wDUDcAOS2QLBVj+DVyozNRtqi6QISDAc/vmLad2yynnVad2E2LaNAEYr7t4UwyQZ8/fADIg7AIooO06mfyN3RIjtjva7QCq37OL7sqHTTCzIXgmY39l56yYzERgx8kjU7Xp/7vCuDYt7ALQPq98XTOlBKYAUO+Id977rnAxFrqLoKRprlv+MoHR77BZ76xoGiDrb8xxtFvkbJ3G2pXLsQEUxtFcH9I2GSYKmun7NwGowWfRDbZKoKPACK81wMP6OFu49AFOUn8UF9iyD6iWQvgAiJouztTfVT6yo2F/MgEwXo4qtDgZaAKovHwgDLjdwxnEDkGt5w1jWgDYfRxcxm4c2CZwxDSNnVqScshJn6IqfQHolNBQbfWRwBgAdW8WLpZV6H1BbLxn20xk28aVdlWECfjAAGDqnWMW896LN9+UdNNVo+fwwveRqWsSQMkFS2c63AmgboT87IPOWMlAdGENQJGazjYpZRMQAT30n4ccNUf/dUSVpzLzuFPz3SuMCIBirGJCsdWuDTTbUhmKOq/9fBAqv5AnqgUHD28fcO1Tfs6E+k4BkLuEXwC6S0L196klMAZAjQVoetfFXns3aXlZ7JxvYJ+P9wD4CUlEgDia4AOGSwtUtAgb3WYiODYDpcIjkAAUWdypwncFlc4fQKZyOzuiHcVDyQLCHJWVAko8949qDhqsUU484RAcYGXzJDQ7j8miLtysGZ27AKovJ1maSM4ejDEznLBeO6JJMTmAHKBuy0baZ+LH3lMAOlaCdf9QCYwFUPfT0IQyMpXRDvNIEL4Iml8fm+XquJOJImPYnDYAMhNZnzYzdjzL2ckk3FWNKcmSsYwhTClT7BmhY96EefDt45xIq6psVxAeAsXPUnCcQVRnFJxNAFCycajKZPdi32ALJXhOHwyWrQNr5ZxBhQ1oHYAy1DIboP1spyg+kLQjUvPdy0bKJmoHE0e6Sw0YuhjHXl8AOlaCdf9QCYwF0NTyhDIxt2FdwpL4PbzP3vHMMtwHSIc+T17PnOhdF/ZIi+X3YCJcVw8UsQNyeSwRmQBpgN0HrFfJI6JHS2YXtrEwPcA1GvCHEzAz5ilLOnEO+a7S6jQIs0MCN550nnkNMgZLgbJLcBSxXbKhULOFRQlk553DNNlI2UrXAag+2UYzlOoWzc5JzTeJmCgAZR9ln+VcomZgplMF7u470d37CkCnkGK1MUQCUwAoooSFIj1AA5nhZ+D3EJGSJrM8G21uIM3MqFShOXOMRcnMVQDtpmIyNfJ5kAmNVXx3sug+Ms3wTJgGi+ANDRphw8qx4I8mzYXYjLs6hPZsilRigNSN+3S9IHg7FKBUyURg6RMakPobZggYPQx2SsVmA5V+CVQYX/1OX1KzBO5T69FisZf6y0wkrBXwZvEQYCy8yK4grMCuZDcC1F0APaStc9NkFID2WaZ1zZQSmAJAk4UynYl9ZH4DojBB+UfvGVaKjWbESt9wpCHP6lkSEIEhGyofC/KETD12BUABrVhvCTM0YIBLe9UOkiV7iL+G2WAX6LsHxuhLO1gvTRnWcVwjjVcSi1yYrBKQ8ZADUg4ejNJPHSaIAlfAR1UHbsKXgB4GSC0HdJxFmXdOtefFwyixUoOwiwl+94HqGCZABaBSwTiDctcB1EwFGf7gb+lQ0iZ1wo5AxejeKyyJAOySrtl2yN2QSR1ybQHoEGnVtVNIYCoA1Q4woiXCBO+5bBzvJUzAvtKBC0i8k9tO63Wf98FnnWa7qjYDTu8vm2m3hi/2iVwJYu8CaNpYgSe88KUdY9L+BjjZTPlsbAS7AFT/YtqBJ9yS9MN5jfzBLph3JfInUV5HhIRRptPGLkNIKo9klSTAZDdgBwV8BCNUCUi6FsUFnpxDHt5Oweapcw4magEQhOAYrt9ph0qPxTpvKfsicB47k0gYmTnkd/5GEPpE536tHogAACAASURBVIE9k4GPiWezsHsIgDfh+sqiqFMs1D5tFID2kVJdM6UEpgLQxAZ2RNhAgwSk3lXAAix50an2cAKgUI/Fi65mKiYzTHXau9glZfn8iUU83sgR1uvd1ycCJTJHG94rGmtXhc/SdEyL7JRAV3t8Ntpjr3xcw5k+Ma2Iov74YRBC7WTUETPiVandyUCBHfQmJF8DNyjAl+CTKM8mACghMMADkmg9AOtWUAJ6BAxAASTPOg8+pssmQQWwqwE7rNQOgcUmwyTYLJNHoMIH9Jspo8bFoUSlz3OaXO8aOxAVnwkCfbdjus6DH4qNFoBOCQ3VVh8JTAmg2Z91TLMEKN5p7y8SRVP1LgFSqj0HLxV3NSgeCMMWBA2YwgoO325YlN+7Tpv6QZZgAyD0vhuDdo0DjmCU6URCjJgOpZFii/ALHiBYsAXhglGSbhCudUXeV2WbmYs0ZAAKhLFPzmobxlXJNelEMkCDAIAGbjCQH+L75K4CoDysARoMYCQ8NJ4wteE+Hcs6QpXluesc4LKnsGUQDLuJh8NqtfNjjZkC0C7FTpBPz1rW7ctqSXluSQIugNe3r52D0wlDzYkD3u7ZReP7LNht1xSAjpVg3T9UAnMAqDEkwHlfaXYwAiv1E0YAN6DGnAZgvMPeb+NBfrz3whK9E0IYMUjkzDXa9k7DBLgjDhVAA0t/R8w4rry3TIDsmzAnw5hotN75jPSh+nvf9U319pP9k5aMRPUpbpKONKFL/DSA2PMhg1eVskuanpOUtfGwUUIiIEZY6JtOGQ/Eppj0XVZSBrEDpLQd2AXQaQIHXOgvQdiJPCjjdFZvIXw2TBQbPd6Ulplj6I5lNb7L3wjeTsnMYLc0MT7UDEIgAGr9vimafRd1AWhfSdV1U0lgLgBNrOhqhEALoNH0vG/UckVE2CcBHqZnPFglR/DDGpjyi0iwyQpqiBGcgRdMejRI7FS4kHZc5331PlHPtZUASnM1Jio+5zUAdg8mDIQ5mWnB+mPq62P/zGdNMojVwiukCxAjg1dK2a0CaP4fkEJxO0dWok6mCkDdSFiZJ75aoYVAMD/AxR5p54D8hKJNQk9Dr2vYTni2DM51u6rf71psBK1fbBpgA1KCNSb2XGDeLYoyFxMtAN01U/X3qSUwFkCtWe++dgDGOnNX2irTPoos0SqRFaFCGaaYprjuqb3efWY6/g7ghywBKnnyPOzaggc0UqY3IIp4ITtAVugkMPN3efpMAWylgJVT25jSj2I83m0B70AdEPdR37umC+yaIwk4c2gbk+dLMP6bBMbViUy1OVX27t+3HXGcIJwT4X4U22S4z/+BMupPWOwd1H+sEO3uE2LQZ9Elm9YXwduhUH+sF6BLJaVurFaW6tN232sKQPtKqq6bSgJjANR6ZW9EOrSDZfFTbEqRdg2wzSpnzHbecaGLzHbISoYkYqjSIAEtgASgV8rBNWezOEthkTRf76X7scgsWAQ3ANgjGqABRW0wz+WRPMwEgJZfJE2SNFoxm3mqxhCy5PmyghyAFhOr3Tz6/AqD3gSgU0xot+3uwAkjqz3bfTw0QWZhjyn6zjZS5cBGgSj6j41aGCaBLQbr7ZNHP3RcBaBDJVbXj5XAvgDqPu9k1uj1f+/HruQURKWb9JKnRGBp6bBxDWDm0ZaajdTQNoUtUq/9n1mPswZg0UaZ9BKAjQWzxAQf2UgQZw57JEYpRpN5wNh9kDDarv61lcf37KPZ6ptJE0jLgsJqAbyxa/8v5gTQbYsh1QDCBa5zesb1xavGFoP12ilTVWBY5qHL0z7HLuDu/QWgU0qz2uojgTEACgg5XqVwYpaYJCDbVWMCuFHNhS+yYbJPYoddfwZwxhABIHWdCsxpDKCBK3aHnQJN4CTsKGvwpl+D6v6dDbBlPnp3vWNU9ywz535f77P+pX+ziY7xdwB1DFpykGfIMpqe80om0qV8sFGLRDAue4uwCjaWLJawqyLMUDkVgA6VWF0/VgJjAJStkm+CmgwQgRggZF7bFjsJbF2PoblfZiCHMKBJh7B3ATulxiMwVG/XYHM83NR3bYgpx17ZGrNEpWfKMnsYLDOBexEf4K3oOg8/Npqn7Wqfw8i4vfMZ9UO9p+328cTnXCBfTH82FhsEYJb56DkvCkAJJHcznkMT7icqrmqUyezrpeuz0AtA+0iprplSAvsCqDEgGOyZwAjQ5ekSAA2YYqLrjvOh2Qn3oUazn2YVtisqbnu4BEEe7Yc3tZ0t0TsnbImTxjVYL7W7e0y5cfGVSM7BcgGgIHrmN8yWaQC4AUqZRrz8HFRMgn6HuUojF+1D9c8Noa/cvccAFAO9eADtgijDtYViBzTpFkqmg/YV7rbrCkCnkGK1MUQCYwBUP7lm2SMBBuCg/lK5AZMwwDzeI6uzKeiDBQp7zDJzwplWyUjaOgGoYHhsUTQMnwQ1HFtlG+Wlz3vTPKB95gWgbgyPbiFTnleJze9o7Nf13mGxpsZg7EBPAg/gxaiB7JAjeqjwbJ+wgiOaLDBQLHlWBrrJPNDXEzaneQEtp1IIkjUxwiHk82dx6L5jLAAd8nrXtXNLYCyAGl8e58Pz7N0AjFimtjlnMgkFgIoR5wjGTNka2UyxPOFM3VMi+DrEjbJ10vyAKRsmoOPgxS4BMXOAPtKp6z7tY5L+pk12zcc0gMQyhRoBNo4o9lVsFTMFnq43Ru24T/YS0O4b7eOZmTaAtDKdogQwZ884mxc+40iBVJ6RkgsHMLFhENCmGDO7oK8JmgtEUy1A7S0UoVSM19QC9pMpThIsBjo3XFT7qxKYAkBTnc/0bqDEC81GyeEDUAAUYPIOi2JRVg4zA1I866tlJYEypsm+ik1mHWHpldggD3vGkmp79QOgfWEK0wAmyV4KCH2AK3aagf2cxFguRkomrmOGwKI5f3adoZb9wwntsNvymxgrBxZ2e+W8t6kBKqsosaXIKMgHyAEBJsLTOZq+WuA0827tKrlzzPGaGKedjxrvm+oDh5LdMwuajOm7AHSM9OrefSQwFYCmqQvwySakrQkDxEY5ZIAKwPKeADKZPpxGqydx5jNox/0AlLoOA4QhAUKOnYwNhxsAtEu8knBlnCoQYzsF1N3A+IzbNC5mOWPUVjJn/dA0d50w2pW7+wE/1szpLIA/D7K84tmfGkAJyuAZlXm7CWa1D8LLYiJ2qmR7KQC7HLq/bifaZ1Gtu0dfVANCRvmNw65id7GTXlVtZUSHBaAjhFe37iWBKQAU68r4aeCJCHlHpEZyEgE5XnHXsCtidtIbk3isM395F4AvIOJIcg2yAowEzGOXrlmntRKE6/2dKg8v9Iv0rOsrQyRhUQLxNq13k6DdC4xVqGMP9swYbDq5rsSVTg2gqLTdij1iFUD1RQjJLAEpVb4LoPn33DWGluDvu+oIxzgANcA2IQJueQGpI31tJNv6KwDtOxt13VQSGAOg7gVgVPQsGiKX3BdoplYIOJi5qO6+VGpqMVK0KVg9g+kFvTObwQlOJMDb9bhPJYcp2smjPKjvWDPmynkkfEpEwhXwnhpA0zOHhdq1uiq8vgyK6gy0kl6vVl4CqiZDQOxcR3SkCi+MSRiFeFC7CxAdmjO7abIKQKdYxtXGEAnsA6CZ9uxdBZLeXd73rLaEhfnQysRKez+owrzd/g9YOHO2JcMYl/a1iVhlzjrgHeIRHyKLMddmhhXbLAeXcTNRIFhy7a/CpakB1KAzD56QAGp+coej1tvhgKmBdscATAGoSWFPmYOBpqkAU7a7AFHhF8KYxIhhn+VEGrP86t5jSWAogGYpOQU5EB5sU0okZ0z6MAAcgoFt+unL/kj1prl5R/sEpmdhZYAMF7zfWcd3H3klbkwRMbPaPwxj6+XwyhArqjv2adO4imnPAaBdwFxtP+0TaetY1/8+9oohE6BPIA44xbvZcfOgKDtrN/xiSLvrJkFhat47qosFJ4NC+lpfL+CY/uvey5PAUAAFFEJz8gwhtXyxTyAH8GTyUNdphEgN5gX0sE+ZOFmkPI/NIfGMtMmiQ91Z0GaSJqA7hKjkvWmjZePM8ppTp4Iz73EeCXMUgcCsJ0rnSvpm1/Y6J4BuW767+p1jV8nxWDR2W+FLdhg7aBYdsFD67KZ9Xs1S4ftIqa6ZUgJDARSR4RwSaI5pqXhEOwSU7HzAEjgCKhql0CZ9YKHAJI/y8N6kU8e1eeZ7qrpj3+c8IwnxyTAqP2mLxmCs+xQLWSd7fTFlCMCnvvu3eFWRBp77aviwC8imnNyltGUh2GmxTyzUQhBSIf1rSptrAehSZvxyxjEUQLPyuvcAmZDLzkeh5BzWJTjeh7OVeg9sRa9go3wUfqa5LUtWArL8e5rhxs6AdwmwGwd2DDyZAFW/57fIYzbG9oPl2iTgg01FAD0GzryXsZ9X6+PSANTz5hED6Dn1RV1Cu4s4sal2MUIuAB27nOv+oRIYCqDpD2Dv5NxhagKmWKSMHSFKGJcYSJWIOH85kzAx7I8aDXCAWX60iXFipAjJWPU6zX6AOyN4AJ32xWVK/7xyRvtQYa1crx/ArPKS/HkMFNmSWrqxj0sDUCoLuyTnkcwH3kNpWXaxXWW7hs5PAehQidX1YyUwFED1lyCKebL3eTeAaZ7eQEXmUBGtwtwl3pM9HzgCNQ4oqZ7erYy0ofZqbzWRZt/nS+dy2mOBJwAHnDTHqzl29uzEs/C2qxnseBFgrfJS1kXFpj/OvHdJAJo7jNAE5bM4jzKLYoodbHXeCkD3XMl1294S2AdAE0QBIIZJjRerCUx42YXv8LpjnlKesU+/Fy3jHsCTETcZaQNQgShGt5rOvc/DpV0VydE3tgnM2WiNa0y0jvdUkLxMKQlA8AGjVheDdgqg9bu26PolAaiJNKlsGzzjhC4bQmjCVPnv3cVRALrPq1L3jJHAvgCafQIOjBKYUGMV+GAnRTCo87L0mLp45/PUzfSqJ5YkiGrLOzAFxmTRde9sJt90vf1DnVQ5RiwZs2a2YKaQaaUPajvHEfAE2BtNe1M83JgJP+S9JprNU0UYNQTRfqlk3aIEU46nAHRKaVZbfSQwFkDdb91ijhhomrrSsQRAmbuotkjHpuPBu2DaZ9x9rkmQHAqW6zRDTJtNV8akcCU2YBsF08RLm8OIqQK73RqVc0kAakcUpqGunx0HRVfC7kpl6T4zOPCaAtCBAqvLR0tgLIDmAJANajl/gVxw/gJA4x1iG6XWAxqAKoQJKxwLbKMffkcD6YxiXuBdl98u/hVwijZQJ5Q2im1ngsDOONVzB1DPl6lqdh0GYuFLWcyge3jV1BNYADq1RKu9XRKYCkCzH+DCyy64nm2UjVCWEiAVTC+XXXgPG+lUGXy7nnGfvxuv91/8twxEmwISJdyKnVMZS6FQ/j8oauCcAdSzMXATWub3ou3+LfxBZgFVhD1njk8B6BxSrTa3SWBqAO0CqfA/IT7sokJ8VGmnwmNtH5cjvqBpytq/4lyZ7pgmACp1Xfji6hEig4Z+zgDKQwgseRSpIEIx0iDOecSWk0enDhJaz4sLQHsKqi6bTAJzAWgXSKnAPNU0Oc6mdzRfAifTFGUgJxNGa8h7qJpUVti3EUgUUPw564rubcI7ZwAV5CujwJGndh6GcVlHvGt2TfFtewuuxywXgPYQUl0yqQTmBlCDRUI4XTBR7xcSIuje+7TJqTTpQw5sjEzEdGbtX7ggLEkZvbR1DmzyY5efM4CaaEZw7JPKwZtml2QsFooxJ3iScAHo3suybtxTAocAUEPLSvVy071HAGnM2et7Pu6g2/hC8pggzqFJsg7PGUAzcF7+LiAV32WXtPMcYrILQAet77p4AgkcCkANVV++HLJL98BPINr1TZwzgHpiu47dktHYJAPOQ4VcFIDOtmyr4Q0SOCSA1iRMlCVwCoLMnfKQYy0APaS0q69khaoWySKSrmwNcpgK1Zkj2+7ipX7uDPSYE1wAekzpX2bfxUAPPO8FoPMJvAB0PtlWy5tNcsVAD7g6CkDnE3YB6HyyrZYLQBexBgpA55uGAtD5ZFstF4AuYg0UgM43DQWg88m2Wi4AXcQaKACdbxoKQOeTbbVcALqINVAAOt80FIDOJ9tquQB0EWugAHS+aSgAnU+21XIB6CLWQAHofNNQADqfbKvlAtBFrIEC0PmmoQB0PtlWywWgi1gDBaDzTUMB6HyyrZYLQBexBgpA55uGAtD5ZFstF4AuYg0UgM43DQWg88m2Wi4AXcQaKACdbxoKQOeTbbVcALqINVAAOt80FIDOJ9tquQB0EWugAHS+aSgAnU+21XIB6CLWQAHofNOwCqCOE3lCRLw5Iv58vm6r5QuWQNYDdX77/dsZQFVQecYFUQA6n3C7AOpIVacXOoPaMbBOL6xPSWBqCXifPz0ivjIi7t4OTntGVaSfWswfa68AdD7ZdgH0Xq2bX46I35/qRMD5hl4tn7AEnP/1BRFx07bWnlIAOt9sFoDOJ1tHqH5+RHxz+zpLm+rudFDHqtanJDCHBByk+MntPKRfjYinR8Qr29HDte4mlngB6MQC7TRnIV8rIm4XEbePiGt3DvG72GNg5xN3tdwkkO+0c89/KyJeFxE0nz+55OOH51odBaBzSfZvz8ymTn12+/p3fUoCh5KATfrPGvP8UDvO+1B9X0w/BaDzTjX5UuV961MSOLQEqOz5La1nBukXgM4g1GqyJFASuAwJFIBexjyfwlPmWiymdAqzVWO8IoEC0FoIx5YAZ9snRsQntfX4Vy1S4a+PPbDqvySwSwIFoLskVH+fUwLA8zMi4vot5OtTIuL9EfFrzfkh5Ks+JYHFSqAAdLFTc/YDs/YA5o0i4msj4g4tWuF3IuJnI+L1EeHflfZ69kvhdB+wAPR05+6UR27dydT6nIi4Y0R8a4uV/bSI+NOIeE9EvKFl0KgdQK1nGy376CnP+hmOvQD0DCd14Y8kpOtTI+KzIuILI+KrI+IbIuJ6EfGHjXF+ZkRQ738uIn4qIt4bEX/c/sY2WkC68Em+lOEVgF7KTC/jOYEncKS2f1lE3DIibhYRX9xA8U0R8daIuG5EqCgkJfGNEfH2iHhnRPxKR60vEF3GnF70KApAL3r6D/rwwJPDSJGLu0bE10TE57UkA2wTIFLXfzoi/qgB6J1aOqyMGmmJr4qIV0TEr0fER1qQeAHpQaexOutKoAC01sMhJGCdsW/evKnrX9dUdkAJDOVtqyD04Yh4VkS8JiKu0ViqWgJU/es0YPU3qj1GSuXnqS8QPcQsVh8fJ4EC0FoUh5AAh1Gq5feJiC+KiN9uhS5UDFJohS1UvYCfiYgXRcQHW23Lz42IG0bEV0XElzfnE1UeG+Voel+rr1ogeoiZrD6uJoEC0FoQh5AA9R2DvHNjoJxIbJuvbV53LPObGkt9bgPR32squnux11T9taFoMFspsGU3BbaHCLxnakhzwyH6O8TcVB8jJFAAOkJ4dWtvCVhnQFN9VA4kIPSbrUq/kn93iwhFp9lInx8RigC/u6nnOnE90GQCcC0HlAr/L2zxooLv5wY0mVIcYMbB/sr8UIH+vZfAeV5YAHqe87rEpwKCQIiabt051sRP9k1Fp8WCKjqt+O9jI+IX2zWqCVHPMVFxozz3N2n1Ld/WgFjs6BgV3ji6ufirbRm7vh2VgQkLq8Kgf7fKxC1xqR1uTAWgh5P1pfXUXVtdQOr+nm2UJ96ZUfeLiBs3lfx/NxUd4CoEzLmEYcqZxwCp9ILr/V6m0phK64BZRpSQKe3w+K+eGmCcmPODW9YUdowls8EawxjwvrR1cVbPWwB6VtO5iIfB1rDMLCANlHjZP7oG6FybDqQHNtWcd/0nW078rSPCaaaqqvO4a8s91m1mJo0BL20BY04qUQDAUxaUc6u6B/95lttGxD+OiLu0XP0fb84u5oMxAL6ISatB7CeBAtD95FZ3rZeA9STDCJPELIEbpvgHzabJbrjKRq/ZvOuO4eWJd41YUOBGtacuU+l/vgHclLLHLJkNePgdu6JvcaaOwEizgGcyRtlSAJT9VeTAj0bE8xrYFoBOOSsn1FYB6AlN1pGG2meNJChial8SEUKVvrQxRSr2L7X4TsDUdbxom+rMpnnPdhSvNhQToa4/qDHB/xYRj2usdEox6INj6+tbYD+Wm559qaNpe1Utyli+s20MnufH2rXYagHolLNyQm31eTlO6HFqqBNJIIt9ADN2SGxw0wfIUNGpvK4XJP+9jdGxL1KLVVZ6dIvd9P/uJ51DVGSZRzzxMpIE0v/TiBAH+j8i4kea02aiR7zSDACluvPsqwgFQLFfDiIAChjZR20Gj2wgnyFUBaBTzsSJtlUAeqITN+OwARrwUtzjBi2VEtCsWyvAE8hkRpGfytL98wagVGQHmr00IjiGABNb6OoHSDt8T5/6ovJjff+ueb7/Z0T4Cpqf8rMLQPUlflWM6sMj4latc0y6AHTKmTjRtgpAT3TiZho2pinWkfOGPVLIEJvmtkPx2Djlqb+8AaSMI+ouRglAgZ54TV9hP5viNfWRQK1Nav2/b+zwUAAqIP85zbuOgRoT0PyuiPjGZm6waahT+viIEPSfAf8zTUk1u2QJFIAueXYOPzb2SOAppEixj2SD1O513u50EknLlJ+OYQJIAe/YK0DGJqVeAs+uZ3vX04m3/A8NuOYEUDZQKrwCJxxHVHjPAkx56NlHsU/smEOLiYGpAtA+o8WhMmHU5wIlUAB6gZO+5ZGxz7tHxCOac0WqJa/0tlAdKrxYSADpOuwREPtmwHw3VjPV/l2SB6AYqPHMBaDphWe35cRiusCkmRyYHgT5C/BnH5U59epWek/qqRTSJ0WEYH7PNyacapcs6u8LlUAB6EIn5kjDYoeUUvndzXn0hMa0sLFtAIF1As4sdpzrys9MwxTvCbCoxmylu0DnEACaZzIxN3ju2zRzxC80266IAmFLmDNmqhLUV7TwKhvGE9vvKpj+SAv22N0WgB57BpbVv3x1hYwf1Zw4sm1UhN/XzpcxlKooZYFkxZExW+rwOodSSmQfAM0TPpke/DujA7blyVPHeeLFeXIW8foDd2DP446JvqxtJEKWXMfE4fcYqKpQGfK0rNms0cwugQLQ2UV8Uh0ADc4bThO2PzbNx7S0Sgxz6Ed7Std9e2N4gAwYPbNVmd+Uw25dqlRPhZfmuUuFdz0glK/O9goQqeOcPXLqhSdtYtCAVqC8UCVqPIbJcQbcqe2yoMSlCp7Xh2se0MwWGCi1HpiWCj90dZzB9QWgZzCJEz6C9UCNZ/cDooLepVXyoAOhoRWP2EFl+fyL9pOz6dktqB4grTqVMrAegHFE/bMWV7oNQPOerBkqlhR7xaYxXfGn79gxdowV+No85LxzFKm4pNizI5Y5wozVuGRHFYBOuOhOuakC0FOevXnGjmVRuanxbIIY3NMbG/3AQBAVhM4B868awxM/+eSWAim8qeu9thaBnjRQoAsQpVf6bgPQdAQJu2LHxCCFUlHDnxYRspgU/9iVLSRkybMDfW0amzZsIjaO3FwKQOdZdyfZagHoSU7brIOm0soP5/2+bwskB6JiHqn0QLSvOk+NZjP8l40V8lxzTFHjszhIPgzwcrgcgBJSZG26XyzqJgDtXgM83Qd4hR8pCuI+4D9Uxc73YjVvHzsvAJ11+Z1W4wWgpzVfhxqtzCBAJHjcF3C8JSJe0MJ3Mlxpl91PWJQiITKTqL9ChOS0sysqU5efPPJDOBHQVmRZvjl1GqPcBKBUb2AvZpVtkt1Un1gkjzn2uSn7aagsi4EOldgFXF8AegGTvMcjpl1RHCRWh0UCUaAmRlKuOo80R8u2c9qBGXshWyb1XPUiDNRxHOmB1xfGyIlz76ayC7wHgGyxysetA9C87xYRcY+W8omxaguAil8VQaAtDHRssHsB6B4L6dxvKQA99xne//msDTZMIIoZAjKOFo4VDFIAOaeQEB5gCKBWGWmq8AAUUwSgQn84dbIqE5OBfHN9qOIEAMVcAj5FSXjhFRJRUKSbC5/sk+0T+8SYjcH9xiGWkxrPCcR0IG5zDIgWgO6/ls72zgLQs53aSR4sHTtAFFBRlaU0Ak2OGcWP/RTTSa2X8tl11gA5weiAUIooFT5ZYQIo543YS0DJvqgNIAssvz8ivqXVA/2vrR8PluOisgNPqZgAGhv2BfIKMUvTZK9Vou7FI2t3FoBOsqTOq5EC0POazzmeJsFKbCWPuHOB2CaxU3ZM4Eklp9YDLuCaTC/jQGU23bHlmK8DUKDM1goMZfVQ8wHg97VwKt70H46IdzXw7GYQUfOBO+YprjTz8gX/C943ZmxWAWQ57sKTdtlu18mxAHSO1XXibRaAnvgEHmj4aRPl3BFmxDMu1hKoytYBmpxM7JbspDzsmB+gw14BqOOIVZXHLgFal4ECUAxUJpC2BKgzEbjvB1q2DwAVO8q+CaC1jdW6hx2UndPfmQeMxf+FQ2URZMU/fqIx5n1U+QLQAy22U+qmAPSUZuu4Y7VWMErOILZQR3YAUSAmAB2gATAgykaKCVKnE0DFg/o9cJTOmUH0qcJTw6nwfi9WFFvkVPqhxnKx0qyQ5EhjzFe8JwcXRsyUIGMIgPs7gDZGCQEcWf7+31vm0GpR5z6SLQDtI6ULu6YA9MImfILHTSDFBAEp8KLWU5UBGmcNJ5DsJYDHDokF8pQLpAeEKtRnGBPgxWwBLCeSNgGhL888BuoajBQoAj+hScDY79llu+cZ+T313bXCsdhQ2VIFxQtrMi5mgqEfz21sGQeaTLlSOYdK8oyuLwA9o8k88KMkkFLh5Z9Tl7FIgJpHeAA98Z+A0ambbJTsmS9qLDEzfHjrMVlgB4yBHw86wOL9x3oBM9bJ1oqdYrHGoLScvH1ArbAzcJXDLuAfSANmR4OIFOCIEsu6D4BmggGb67c1M4XNoAD0wAtvSd0VgC5pNpYxlnVZONtGHDNOuwAAA7NJREFUBlg4lIQRsUcCF2o4tvf8xhI5kB7WbKaYpWIi7KBYoQ/TgFAmYIhR8tzLR/cFzmyWzmB/SWOeQpPYOKn//s6+Ciip7BiqcnnssCID2Gz1D5CNSf+AfOjHGLXlbHgOL2NQlZ5dt6oxDZXmmVxfAHomEznRY2TsJ482dojBdU/R3NSN+1Q04vV29K+QIrGbbJnAVIqmEnBiPbFD6ZUKfQDBDHuibmOrgJhTCDCq5ISBckhhe9grT38WaNYv9uo6DNgXEwXoQqiAni/GifU+tQFp31TU7vNqj63XBsFkwFmlMAqWvQ8gTzRl1cwxJVAAekzpL69vIIZlKSIMPAWg960FSs3G9MR8AjRVkDiMgAt2ydlDlbfmxGVik6sFRbKgB7MA9qmYyb9pgCiQ3hEaq6XpMGB98+QDajGlgNihdMBU2JKgekyRI2lTCb1ds6EfJgVVovQhE0scrPHs49Xf1V/9/QQkUAB6ApN0wCECLfZEQIcditkEon3OMuoCKM87ABWyBMAAogpP8uIxTDZMjiZee7bJ1bhMYOULiH8wIlSz155AfO2tfqxjDJFjK49iBqKcU9iquqBsop5jnxjQ7A/AJ7vFYjMD64BTVF0tSQIFoEuajeOPBdBhis5EAkZ58uSuIz2sI/dS4b+neeMxRio3wNMW9VdYEjWbGp7nr7NXbio1lxXygSGVn5NoG9vL9ewnsPPNg+92lbPrK/2hNuK+7dZ1JyiBAtATnLQZh0yF5w13CiVvOLVXQWXhR+tsoXmEBtbHgSOTSDUlTpX/EhGvbCyNHZLaqzCJMnlATWolRkmN32STtD7ZYwEh51Afe+yM4qmmSwJXl0ABaK2IrgSsB/ZK3vSHNHulOqA8192TOZPhceBQkzmNBNVjl/7NvvnY5rDB/FzPPOCMdY4klZ3UGKXKbwPQHJv7x6jeNcslgVkkUAA6i1hPulEsVBjRQ1uOOQ+2kCPZPckUk3kqVyd4HuhSszFNefFsn9hrt+YnGyXg5F3HKjlhZCtR8adSr09a8DX405NAAejpzdncI7YmAOMdmkrOEw7wgFwCnWvyC1R5tvMMIWo7e+W6s+Sp4oDUvcKk2DMLPOee0Wp/NgkUgM4m2pNuGNABUWq5kCZedU6i7noBgEATk8ROhfMkq+QYGnoA3UkLrAZ/mRIoAL3Mee/z1NR03nNAmsdkrAKosCAgioH6NzZarLKPdOuas5BAAehZTOOsD5ExmX52P5w6vlTw/PesA6nGSwJLk8D/B/0JINsbbpXkAAAAAElFTkSuQmCC" id="10"/></item><item><costume name="Untitled(2)" center-x="240" center-y="180" 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id="11"/></item></list></costumes><sounds><list struct="atomic" id="12"></list></sounds><blocks></blocks><variables></variables><scripts><script x="111" y="208"><block s="receiveMessage"><l>m</l></block><block s="doSwitchToCostume"><l>Untitled</l></block></script><script x="360" y="210"><block s="receiveMessage"><l>q</l></block><block s="doSwitchToCostume"><l>Untitled(2)</l></block></script></scripts></sprite><watcher var="a" style="normal" x="15.086805555555657" y="15.086805555555578" color="243,118,29" hidden="true"/><watcher var="b" style="normal" x="15.086805555555657" y="46.769100239583366" color="243,118,29" hidden="true"/><watcher var="c" style="normal" x="15.086805555555657" y="78.45139492361115" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="15.086805555555657" y="110.13368960763887" color="4,148,220" hidden="true"/><watcher var="d" style="normal" x="15.086805555555657" y="141.8159842916668" color="243,118,29" hidden="true"/><sprite name="Sprite" idx="1" x="-42.789643268124564" y="-98.97284234752598" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="29"><costumes><list struct="atomic" id="30"></list></costumes><sounds><list struct="atomic" id="31"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21.666666666666742" y="10"><block s="receiveGo"></block><block s="doSetVar"><l>a</l><l>0</l></block><block s="doSetVar"><l>b</l><l>0</l></block><block s="doSetVar"><l>c</l><l>0</l></block><block s="doSetVar"><l>d</l><l>0</l></block><block s="doSayFor"><l>Think of a shape.</l><l>2</l></block><block s="doAsk"><l>How many sides does it have?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>3</l></block><script><block s="doSayFor"><l>It&apos;s a triangle!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>4</l></block><script><block s="doBroadcast"><l>Quadrilateral</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>5</l></block><script><block s="doSayFor"><l>It&apos;s a pentagon!</l><l>2</l></block></script><script><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>6</l></block><script><block s="doSayFor"><l>It&apos;s a hexagon!</l><l>2</l></block></script><script><block s="doSayFor"><l>No</l><l>2</l></block></script></block></script></block></script></block></script></block></script><script x="410.6666666666665" y="21.333333333333428"><block s="receiveMessage"><l>Quadrilateral</l></block><block s="doBroadcast"><l>m</l></block><block s="doAsk"><l>Whats the length of side one?</l></block><block s="doSetVar"><l>a</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of side two?</l></block><block s="doSetVar"><l>b</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of side three?</l></block><block s="doSetVar"><l>c</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>Whats the length of side four?</l></block><block s="doSetVar"><l>d</l><block s="getLastAnswer"></block></block><block s="doBroadcast"><l>q</l></block><block s="doIfElse"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="b"/></block><block s="reportAnd"><block s="reportEquals"><block var="b"/><block var="c"/></block><block s="reportEquals"><block var="c"/><block var="d"/></block></block></block><script><block s="doAsk"><l>What is the interior angle of angle one?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>90</l></block><script><block s="doSayFor"><l>It&apos;s a square!</l><l>2</l></block></script><script><block s="doSayFor"><l>It&apos;s a rhombus!</l><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportAnd"><block s="reportEquals"><block var="a"/><block var="c"/></block><block s="reportEquals"><block var="b"/><block var="d"/></block></block><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportGreaterThan"><block var="a"/><block var="b"/></block></block><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block var="b"/><block var="c"/></block><block s="reportGreaterThan"><block var="b"/><block var="c"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="c"/><block var="d"/></block><block s="reportGreaterThan"><block var="c"/><block var="d"/></block></block></block></block></block><script><block s="doAsk"><l>What is the interior angle of angle one?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>90</l></block><script><block s="doSayFor"><l>Its a rectangle!</l><l>2</l></block></script><script><block s="doSayFor"><l>Its a parallelogram!</l><l>2</l></block></script></block></script><script><block s="doIfElse"><block s="reportAnd"><block s="reportOr"><block s="reportEquals"><block var="a"/><block var="c"/></block><block s="reportEquals"><block var="b"/><block var="d"/></block></block><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block var="a"/><block var="b"/></block><block s="reportGreaterThan"><block var="a"/><block var="b"/></block></block><block s="reportAnd"><block s="reportOr"><block s="reportLessThan"><block var="b"/><block var="c"/></block><block s="reportGreaterThan"><block var="b"/><block var="c"/></block></block><block s="reportOr"><block s="reportLessThan"><block var="c"/><block var="d"/></block><block s="reportGreaterThan"><block var="c"/><block var="d"/></block></block></block></block></block><script><block s="doSayFor"><l>It&apos;s a trapezoid!</l><l>2</l></block></script><script><block s="doSayFor"><l>I don&apos;t know what this shape is.</l><l>2</l></block></script></block></script></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="a"><l>0</l></variable><variable name="b"><l>0</l></variable><variable name="c"><l>0</l></variable><variable name="d"><l>0</l></variable></variables></project><media name="Super annoying shapes assignment" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>