<snapdata remixID="14333338"><project name="monkeask" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tfQmYXWWZ5nv25e731l6VVPaQhEBIwpIAYQkgoiLygCiIjt22j9PdY/uo3TMuPerYY48o49YKjcuMtoogsiayaAh7IosBA4Hsa1WqUuutu539zHzfubeqEgJJIAmpVJ167nNv3XvW/7zn+7/1/YStW7eGOEGWvr4+lMtlBEFwgpzR609DEASIoojGxkZIksQr0Hf0mliOfASEEwWAnZ2dSKVSmDNnDmRZPvIrOU5b0MPR39+Pl19+Gc3NzQzGMAwZjBMgPPKbcEIAsFAowHVdLF68+Miv4B3aYt++fdiyZQtaW1v5DHzff4fOZGwf9oQAYE9PD6ZNm4b6+voxM5okCZ944gm0tbXxOZMknFiOfAROCAB2dXXx1JvJZA7rCq6//nr8+te/Pqx1j+VKq1evRnt7O4PvRNZbj+UYvN19j0kAElgXLlyIm266iV9bt27Fddddh3Q6ja9+9as8Hb744ou47bbbEI/H8YUvfAHz58/HHXfcgd27d+OGG25ANpvl79euXYv77rsPdXV1WLFixRHpcQTAKVOm8D0gPXBiOfIRGJMAJAlIICQg3XPPPXj11Vfx7W9/G01NTfjYxz6GhoYGfP3rX2cAvve97+XvZs+ejUsuuQTTp0/HjTfeyNP9ypUr8c1vfpNBSfrco48+ekQjSABsbW6CH/jQNJ3BG8FwtEVc+zwB0IMN7pgEIFnMqqoil8thx44dME2T3SKbNm1iy5SsaMMwMDg4yBJw7969vD5JOQIafaZ1SH8j189rr70Gx3Fw8cUXHzEAT5vWBMf34PqAIMkIBQkhRPiBCEGUEYQkHclVQ66lGgjDKkTp/wOBWQMsvY8G8skJ4DEJwCNCyWGsTAA85ZRTDmPN/VchCbi0VULZ82EHIrR4CpYvwQ1llOwQRiwNzxcQhCEEgaxkQmkEOgERICOZSe/0V5OeAhCSUTNi2ITV7Y74JE/wDSYA+DZuEAFwnrcNubZJcAMRJQ/YvW8QfUUXajyLdH0LFCMBRdPh+24EOgYSgS+ogi96Z2d2WJN44jAA6RuG6AQA38adOsSmo63gM888E0uWLMGXv/xlPPbYY3jooYfws5/9jHW+559/Hl/5ylewbt06rFq1ir/7wQ9+wAYF6Xnr168HbX/llVfin//5n3HnnXfiwgsvxEc/+lE88MADOO2003gfpDv+6le/Yh3wgx/8ILuArrrqKrbCX3jhBdx77738/6JFi3DRRRfx2d988828Hr3XFgKg+MSvcM6ll8GpuNi6pwvrNm1FMRBxxrkXoG3mHISqCZemYJZobK6MkoI1MFYByD9XZWEoVmViBEoCIP2dbMsJJQE3btyIoaEh3HLLLfjhD3/IVulvf/tbzJs3j4FIFifpcMuWLWMgnHHGGQxSAl0ymcR3vvMd/PVf/zVvS8CqVCoMUNrmpZdeYouXtqHlySefxO23345PfvKTbLDQ+3e/+122psm/R1Pyhg0bGORkyBSLRWiatt/9JwBK9/8b5sydj52dXRiwXPRaNoRUFmdfejmSLa2oQIQbSghDBYBcnXAjEEaAqpotAml81UmYQMhApNUEwmQVgCcb/IATCoBkHBDIyEAgvWzGjBkc9iJpRe4Vklzk/yPj4q677sInPvEJXpcsWjI06LtrrrmGP9M6tJCh8fTTT7O1fOutt+Lcc8/F9u3bsW3bNnzxi18cBiC5ckjykfFSOzYZJvQQkFuHzoFAfqAEbHrwVuSHCnAJKJoB34wh1tKK+RdcCDGZxIDjwIEKiAkEgjas8QUMqqpErMaThzXAUIBIGB35GSPrn1wgPKEASA7dqVOnslO3BqC3O9xz585lSXYsFpKAif/4GnLZHNwAKHoeBhwXYiaDyfNPhdHYADGRgJ5pgh0m4EJHKIjwISIQBQRVtw2bICIhMgKdEIbDABTDSE7yuidhvsMJBcDDjYQcCzC9lX0SACfdexM8z2OXiy+JGHRdOJKEsiRCTaWQbW1F6+zToOWmw5Xj8CHBF0R4YvTuMwhFgADI4CPblwAYVoEYTdG83kmYcXPSA/Dzn/88O6mPxUIArL/rqxwFUVWNpZoTApJhYtC24IQBnABQsi2Yc+4VUHMtEHUTHiR4ogpXIpeNiFCSEAhkpJDuR3CMACiGAQR6MQDFCQAei5tI+zzSWPDhngdZzJs3bz5mcWMCYN39XyMvcxSKEykvUIIgUp4g+f8APxRQFnV0C3FMX3gu2mbOgqjFAD0OV9YxZDsQNRNeSE6a0QAMIDEAfdp9BMBRfsHDHYMTfb2TXgIey8QFAmB6xVcpFQayLHHII/RDhF4A+PQKQf7nsqShWzQg109CXVs7TlmwGFI8g4qkMQgHKy5ETQcEuToFByz9JAIfOa9ZB5wA4DF7mI6VBKQTPtYATKz8Gk+9Ikm/ABCDkF9KIEAOBcgQYUsK9kHCQCADRhxzFy3BlFMXowgFrhZDnuZtxUAgSlX3y/4ApCk4MlhOvpSvE0ICUjyW3CUUxx0rC7lonnn0EZh/uJmtU7LcCSiKIEIORUgERJaAAVwCTzKFoQDIuyGEeA7nX3E1kKpH3pchJXIoBxJbx2RoRFYwmyuRHohwAoDHEhjkMM7n81i6dOmxPMxR3Tf5Enc/+yiMZ37JvhMCIKXlK7ICRZIhEeh8H77nwyMwKRJKng9L0tBrhZi6YClmnbUM/a4Mva4FRV+AC4ndNCzraJswAiD5Z+j7WgrDUb2Qd3hnJ4QEpDGgrGhy+J5++umcrXIiLYpCUYwo7Z5cLuTE7urYA/Oeb0DiRAORp2AQSPid0w7ghwG/hMCDKfkoFAsQ41nYego9ropz33MtpFwrQjMLS9LhCpRNQ9NsDYCRHkgLScYJAB5jVNAN7u3t5fqQo7uM5JmQV62WgcKg8tzh6XP/BKgoDYDWl3UTixctQsWyONHVLHbD/f0tUPwAMiSIDECZwWaFPlyE8GURoqZA1BVoMtAg+cj39qIYSAjj9dhTCtE8dxFmn30RwkQ9bMmAIyqjABhZwSQJ6XwnAHh0EXF89xbKQKizlRr4BSR0wCv1otC9A3f9n39HSgz5ldYNNNXVcZ5hPJuBljBR8V3syDuwpi5DW0sz+vMFDKz4IaS926GLMhSBXC6ku0kIFBlyLA4tk4SZyyLTWI90fRaiIaO4dQPyPT3Y29GLwSEbnpbCgCfj3Pdeg1T7TBQgw0EULxap9JNkaOgTlKvx4si1c7ItJ8wUfCwHNggleIEIRQTiSgDZLSIs9eHZJ/6IPz3+KGKajMa6elxw4UXI1dXDA6CnUigW8ojFTciiBLfi4MVBCY5sIigPoe/ObyNh6DB0ExXHg5pIId3Shmlz5yM1bRpCXYUgSxAUCb5VgqhGaQf+3j68+NCj2LF1JwIthpZ5p+GUpeehLBlwRRWypEOVVU7dcgMbDslTgSCuQAyjOuSTaRkXAOTYgiDBLhWQNSS4g92QKnn87vafY1/nbrRPnoSLll8GM5WBAwGqGcdQqQRNVzGUH0Q2mQTlVNUn4hiyXLxiacCLD6P7lefheQH0dAYLly7D5LOXQmKJKKDk2Oye0XM59HbsRDqXQlAuwyRdr6sHq++6B0PlCsJ0Bhdc+QEglYUrG3R0+EEI17Xhw4egi5xPGLiAQBkJJ5kUHBcA5BCXIMGzikhrAvxCL3q2b8QvfnwLTE3G2WcvwbwFZ6DiB0hmG9DR04f+fJ71Mce1ENM0tDa1QHIdxFUBuXQCzkAP/vzcWsiqhoUXLYcWSwCihoob8H4GikX0DgxC1RTU1WVgxFQkZBkaOapVHVsf+SNe+ct6FALg4vdfBbWhBZ4agy9p8EKRs6gD0v1En89DAvkIJyTg2JT+nE4SIKYAQTkPzS9j7aMP4Q8r70NTfR3e9e4rEEtlMGR56CtVsGHzdjz21NN45bVtoOm7oU7Deeeei/PPPgvzZrQjoQpI6jJk0+DIheCHEFUTFUHBph278cBDj+APjz2GHbsHIMsi5s+bjKuuvAKXX7QMWVmGIolwevtw/29+g77BAhZfcDHmnnMeglgKFVFBmdL4BQmiJMEPPLi2DVlU2do+2ZZxIQEpoM8+Na+C7u2b4Qz14LknVmH3ts2Y2t6O8y+4EHnLRaAYWPXUn3DP7x9DU1sDcvV1qG9swM5dO9HZ0YFp7W1498Xn4bwzz0A2pnF6qWGYEBVKRNDw4mub8f1//wm27e5AQ3MzUukMEsk4dm7biv6uTlz7vitw3ZXvRs6gxNYAj/3ubuzevgtnnX8hmmbOgVzXDDeRQsEXUPJCKLIOQ1YY5ORPnMiIHqOPH7kzNDFAf+dObN/wEl576Tl079gMp1TEggWnY+780xEoJvK2j5WrHke6sQXphiZAlNCxt5OnQpJkuipi9tQ2zG5vQdpQkUsnkUyl4XlAyQ2w/rVtePqFdSg7HkRZgWVVOMHVUEQIjgPBLePKyy9GU8pAMm6g77XX8Lv/uB1GPI1YUxsmLViExvlnIEhkUHQBMZQRk3WolD0TuAi4luTkWsaBBAwhhwGUwEFf5w70d+zA6gfvR2/HDgSOhbPPPhuz5pwKCyoqgYxdPYPoKZahmHFImgbDjCGeSqBcKaBv317IvoWpLQ2YPXUSmupzMDRKMpWQr/hY/9oWdPXlOecvkUxB1VR07d2LfF83prY0I5cysWjBbMTlAGIpj13r/4K1f1gNQ0/A0eOYtPBMNC48E0KuEY6gQQwUKI4Av2JD1iRC5MmFPjKpThR2rGM3siGkwIfolOAW++EW+rD6wQew6S8vwCoXcfbZ5+D0hYtR9mXs6StAiKVQ9EI0tE1GLJXG7j0dKBYLaJvUgkphEB3bNiKhSZg3aypa6us4D9CMJ1GwfGzv2Ieu3kE0tU5GLBaHrutoaGrAUM8+PPvUY1i4YC401UdM9pE0ZDy/cgU6XtkIx/ax7D1XIjF1Fip1jRiSDTiCDl02oVQAa6gI1VQAaQKAxw4nx2zPIet/auig2LsXG196Hr17duDl59egUhzigqczzlyCUIthyAFybdNgQUKyvgH3r/g9vvv978NzPXzoumtw5eWXYc+2TUjoIlobs2hvbYahGxBkHRUP2L6nG9mGFjy95jn8yzf+FYok4dN//7f4+Cf+Cq+tew6mIaKpMQklrMAMHTx+z93oeHUzMqkcLvvgDRCyDeg1YijKJlxRhxSqMF0JcgAEoo9AnJiCjxlMjt2OCYCRDljo3YtXnlsDZ6gPzz+1Gna5gIb6Biy7+FIIRhJqKgclkUXJFzBQLOMfPvs57OrYA0oPaP//NGxf/dJ/heRbCJ0yWuozmDF1MnTDZL+h5QnYsGk7Sk6Iz/3jf8POXbvZ89zW3Ig/PLwSgW/BtUsw9ACCW4DuVLDqvnvRs303Wtva8a5rPowwU49+zURJ0uERAH0ZhidBotRC0UPA7Aon1zIOpuCoxkITBRT6urF9w4uoDHRj/XPPoL+rg10bl7zr3UjWN0OOp1kSkkGxo7MLX/zyV1EoDiEIQtSlM/jaF/8JmbgKr1JAW1MO06e1Q9MNxJJpDqNt3rEHL76yCV/40tdQpO38EPWZNFauuAeJlIHAKyEdV6EFDuy+bqz83V0Y6h3EnPln4KyLLoWXyKCgGKiIGoJQgRjI0LyoQs4TJgA4Zh89ih9IogC7kEehZw+6tm1Ex9ZXseWV9SiXijhn6VLMnLcArqAgXteArv48XtrwGlY8+CBeemkDREHCWQvn4yPXfRCGTGD20NyYxeS2FqiGDj2eRNENkS+5eOSxJ/GDH9yCnTs7IYsCZs+Yip/9nx+jta0exaE+6PAgOxX079mFhx54AGXLxfxFZ+PMiy9FYKZRFjW4AsXtRIiBCNmLkid8IUDA7Agn1zIuJGAQChze0iQBYXkAe7e+ip6dm7H11fXo7e7CrNmzsfCsJYBqINvchs7efjz/4ovYvWcP1qxdA9MwcfX7r8b0yZMhBDZimohkTEFzayOMeBy+IEFJZtEzWMRTa5/D5i078B+//BVSsTg+9clP4tRTT0FjUwYxVULC0OB2d2P9s3/CU08/g5bpM3D51dfCVsiRrcKHhjCUIVJtcBBCoMIScsCIE2WZY/bRo4If2w2RTSXgFwfg5rvRsfkVDOzdhd6uTjS3NGPKjNmQNANyLAFFNzFQLKB/cAClUgmqoqKlsQ26RqlVIVSRUqQc1DXVQUgk4FsOxHiK+WFsX8CmLVT4vh112RzqMxlMndIGUfbgDA1Cs1yongu3WMG+vj6I2Rxy02eia6gCm6ddelFGdZTeT6RG5IAOiIt6oixzbGKQ/HJ2ICFuGkAlDzO00L97C4b2dUDwXdTlMtDiSQiKBssLUNfYBCMRh+M5UGkbUUJpoAAEPgyVUqUcCIIHKWkCqgJKWq7YHgLJgG6m2Q9YtsuQRJEjGY5Thii4EG0LqhtAoHQb14NvO+gj0nPS8fQkQuiQAxmKL0Lh+uAAoeBFKf8TCalvF3z7c+G9PrNt1DfDFABHJ/+NC8ElhVOcdOInCCwEpQHs270NLfVZZNIpLqWkml2fUusVBQ4Vm0sSPM+FkUhwnl5g2/CdEsLQhS0DOqVc+R4qVBUnKdATWXhUFyzqcEMfQUA5fSEMWWbAIvAAyrW1XMDxESoqbN9HZ6EEi2g7QhVSIEEJqa6EgE4ADBCKIRtCh5MJc7ARi9i1Dnb/RnTKQ430sdI+j5MOSLRkNT68KkFUdTxq/CdVKp5q2nmNHy/KXR7mznsLo0DTlyeGsAIXhqEiHVOR79kLv1SAUxxE0lCRTcU5509SVYiJOASPpI7A5EaKpnK2M+UDioaJvVu3YPuOrXjmmadw0fKLYJgm7luxAssvvxxnnnceVI6MiLBdD7pmRoRDgcPJpbAdrmwLCaVUnKSZXAnX019AxaPUUyrLpKwXsVodV43+UpY/14ZEyxthaTS15Wi4cR4iMb4NfzmaILO2zwMHt0qaNEwPV2N/fbuCaP/tjwMAqxRkBwHg8IDxtUZsPVHpIf1SK8KpMeTROm/ND0bWI8VSZYWq1kKInoN87z507drB/rzQsRH6LpKJBDJ1OZjZDHO1BH4UfZUUFU7FQldXN158cR2Dk6Ij8+bP40KkDRs3Qo+ZOH3hQrROmhQBWaY63+pd9y0Ivo1wcBCFQgm2F0JUdKhGAr6goGh5nIIVcnpDrf53fzjx7Wce6oNXhtQM5INLQNIf999yfzi9HpDDrF1VvNR4bI4u/I5bKK5GzFh9qqoP2+jBYhqyiJpnv1eNnDEgZfwtOmI5gODT7RU4/pvUNezdtQ0bXlqHWVMnQ/AcSAigKDKMmIG29skQFRWhpsInujVVQdlzeLocGBxkDmqJCtFFQKIKOENHf38fYokkYvEEyrYFU4/BFwDX9yAFDrTQhjvQi76+AabjMOIpQCKdkwqY6OgygmpV3PBDWJ03eVxGuWAO5o3ZbywPRAlLVCpLGL3WgdPvwUA4sqMIwEd/OQ4SkE66qv+NHrkq/93IrDD6iR/5HAGQ3BBvEYCkzIcCJF/iGo7AcaCKAXo792Dds2vR2kCWahKqJEASSK/TkGuogyATICgpFBBjJldmeGEIy7Y5yYC4AummyKoCmVwxts06o6goqFTKkFUVYSjAIwJzGVDsIYRWAcVSBRAVTmAtVFzkCxWIsgEQ4AmAwzPASPYzVQazAkM1w2+AgTdzEZI2KQTR1D48gR+wQfRvDWIHQO0YgY/nveOXjBBd1PBDuN/TODKwI6p2bahrxkuNMO+tPIUiZCHyrVGJpG9bkDwHf/nzsxjs6UJjNoOYrsLQVWQyKfihzz3rKBWLCtAJWOlMPURJ5nZiSpXk3IibTJBOwCyWS5AVhTOZyX1Dxfae78P1PMyY0ob2hhQUiWwPgrWEQFTQP1RGqeJCNRNQNROhSAAcrYZQkXo0ZmRIUUb+QSF4WKJpFPjeaAh58N9oZ4d1kCO+OccRgNG5RRJtmJ1xvxOOIDei/I4unwSnox/KVjv49dPxSI9zXQdCECCwK2jIpLDltVfw4rNrYVcKqEunoMoiUqkEBCFkKdfZtRddezvRuWcvlFCBXXbQ0tKCRCrJ1rJmGBAl6hVHDPkiA2/zls3MphqLxTBv7hxMbm/H/HlzkE1TvQfgeAEXMdkeYPuApOowE2mWilHxeQ0o1WutAjDiBxy5/iODQ+3hP9hWbz6mtS32uxdHDLM33uA4AnAEXpFOc4A+wgKupmRHcoAoKqLJR2aKW5IcRwrCyIkLuDIQhKRw+VDEEEnTwED3XnTs2Ia/rPszV8yRWqcqIhKJGFrbWpDNZlgS7tu9F7s2bMcr69ajt7ePXTSeHzBIB/N5Tp0fHCqhpaURLc1NnOR65pmL0draDEmKuij5IdgytlwPJcuF44eIJzJI5hrY8e1SrUhUkn7Qa3ydDnaQafGNQDnC0E/Sd/Syv6pzgH06ShxU78cx0AKPIwAjS3dYy2AAjli45GZgUoEqJx75wOjF6ej8iehtj7woh45HbphK6EImZcwPYKqkC9rwrDISpo4nH1uNPTu38zTs2BXW/ExTx7x5c9DU3ISkZqLYXUBfVy96+wbQ09uHfVRA7/noG+xHc3MLpk2fjlNOmYXGhnqOmIiGhsK+bviui2K5jIoToFhxWAIS2ARFRV1DCzL1jUzNFjEiRGMyrOsNd1+qAWAUgA4AIMN3uFHOgVCi7cknSeGViLmhtusR0yMCI09O+xk/NargGqv/URR/R0sHJG48eh2sb27UwirkZIBh+Vb1KPCw8u+Ub+QzGEhHoxpEIfTYKUGGQcl2AC3GhTq1ZX/5GUbdKmm/1UGMBrMqdcka5eCDywkCuqLwVEyGgyySi9LHiy88j46OXcgP9kFVJBimjphpIJvLoqmxBU0NrTTPguLKlG5PaViUiCoYBgRRrBKchggDF1Z/L/IDfSgN5VEsDLHrxbIDDBXLCEUZjc0taG6dHE29kswApCk94hYUGQT8aIYBS8+QDBli4Irq5KLQXBCNOX/m666OPzVNrIJsNFRkQUKlXIFJmd6SiLJVYX5tOp5lO5BlhS16YnnwAhrP6NgSFVHJMjNI0Pkc7eWoSMA3ByANYIDAd7ipHynyNGVFfj7CHo1eRMITUVG4kOlp9Wx2mWiKxEaARQNQG+Sq9CRfHf0RL4uiqMzbQiCjAh5aZEWCqmjcwYj0Lc+nB0GCJiuQqcGg68FzbQY/SYdXN7yMzRtfRblcIMo/9gVqmopYMoVsUwtSdY1cuJ5IpWHEk1ANkxFPxyTA5Af6Mdjfw/XHrl1GpVRAaWgQ5WIJvV29qMvVY/qMWWibMhWqZnDtCFEJypoeRV6qzbCJGYHpOKg0M/A52gLXjtiy6Jp5HCUGEp8oyTdydDNyqYp9pIF29HiLkLUkCmWHk2u5H7gAzuamCBDpl0SHQg9B9FtUxkrHoHQ1Hu5j1AvvuABQFAIYmgTf9+C4Pksrkn6iKHEEgqQSgY8YBEKnArdUgCrQwJMkdADXghS6VBoGn0FGwHEZcJ7n8+D19vbwwDHANA2maXCbLjMWh2rEYSYb4PgCrIoF23LYyRz6ASrlMiccWJUKtm/bgj17dnNTGV1XoGsqzJgBLZmEq2hQkin288maAVU3YMYTnA9IcHFsC65VYeDRw+NWihggZ3fnbgzt60ahuxsN2RxmzpyF6TNnI9vQCEXVIKoaA9DM1UUmluvyfirlEkrl6LzIaCoN9EEMXH6IyQdJY0fvZPwQCMkw4paxVQkacclEktEVNDh6PeL1rRAkhaUbJ9KqKiq2g1K5jHgqxTO07TqMNZJ8BE5a13Xp4SAgvjUj8M2k5vEBICgsRbeJJBOLFib1liWJncOKKEKXRQZe585tWPPoH1Do64KpiFCEAIJVRE6nzGCSglTiS9IhqE65UZsrqr8gAJKEiCRHUAUr0aPJEI0MZy0PDAxiX3cPSsUKr+/7xELgIhFPwLYtfkhIctZmMj2mw0il4OlEnSEzWFTdhESlmDwpUuxX5PR7iXp/uBWWepV8H2dcu5USUCmhXlNgiIBuxKJyzVQaoqrDCwLYTqQnEgJFSWDpTNI3atYVcUXTthETF31ZBUJNrRFJgnk8QUfSq9ZbJOriWRZ0lBKtWHL5VWid3A6bYtFVKUq6J50DAY0MK3pna5vIMrkNLU0QFEjgAx/tGfjo+AEPNQVLgodUUoGmipHEkFSOddIU6FoWQtfjOC0pZOXBPjx7953o3rkNmuhDJ+vUqUAqD0FlssZIQarpmzzYYcj+OgqLkV5D+kzUQDoCohOKqFCzGFlHuWyhq7sHAwNDrM/J5AAWJDgOpaiAyy9FmYDpwXYt3jdLKS48cliHS2Zy0PQYW7UkLShdy6qUIgOGzjVwELplhLYFWQiQkkUkQhf1yThyuTroZpyNDqbd5ZtNgIvYEGjCDEOaJTyEgYeApuYggEERl1EmbNS8JsID+Qd90gfZhqmCj2fNSEcsyzHE5p6FhVdcDTOVRui4EGLxYU9E6FDihcygC4MQtu2iVK6gbFlsaBHwSGBwaPEoL8dFAsqSh4acDgF0wwSEgcAKLynGNGVGT5ePoJBHaaAXf7rvdyj1diG0SywVBbuChEwSMFKCWcLRzRpxUkVdjKrGUM0AYZ1TFOmoKFgVqGaMeZgHBgvo6elHsWwjFGSWZmRg0NROFGvE96xoMktBmvKJQdehnEIfMGIJ1DW2wEykWJEi/yIVJg309aJz906Uh/qQNFUYEmAXBhF6NjK6hkmZBBpSScTjCc6YsRy3CpooTkvXw5ZsGAGQDI/aOzHmy4EEkSIZbGBUH0LKEaSLJTcTkWFWzVjeX1WHpLEqyQaC1pk46/L3I11Xz+euJJMIyhVIxO6vqFGYnUBIrSNsB8VimUFIag4BE2IUpz5SN9ih8HocAOhDCCoI/EEEnsVkPqTgknGQNONIxOI8FXuD/ejeuRV9u3fg/tt3s66+AAAdAUlEQVR/Cdm10JRJQKVUJM9nS5LIH0nKsR5E6VNVRTxS2aMl0sNpKiadJSKOFEIXnltm61ak+Kvjo39gCAP5ElugshoRhFPYjJ94ge6FCEUlJZwSVwTYgYDW9mmYMXM26hqbmQ3B9gLWQcnI0lQFe3Zsw7ZNr2KoZy/gVWDKAtIxHSlDQ0JR+PaRpLVcly1pcmSTTOfwHqkQLLF9BL7LLwIhGWjkilIEopeLAEd2W0AWMlvAkf+QWFhpfCJHf/RsMgiDkOk+ekMdc84+jyVZXUMjTj3tNGSzOciKhh27d8OmYnoSCprBuikZdZSWJhNTlyRzO1qaMcYgAEkXK6OQ3wtJjMBHg+LYLqyyBYd0H89FTFGQMjUmAPr5bT9CX8cuxDUFgufC9lyIanSzmLSHXBNVC5H2RYCJmbHIZcCDJvFUTcYOWahiQKRCJFyciOBHkGHZHoqVSAJSChWF0kiPVFUikPHhu5GLRqdYr2HA1+KYMW8+2qdOYylRth2OF9N0T+dAbiZy53Tt3IaN69fBGuhFczaJXNKA77iwHXJGS3Cotavrc8xYUXXYnodiidwzVZdRTQLSexWAhChJIYtb5PAev8gYq34mMJKnQKCSg2rWS236ZSMEMtRsE278m0+hqamZK/Y6Ojo51Wz+aQsgyQo/eOQsJ8ODxoMK8lWaVUhPZnX7wCydQ8m2w/v9qEjANz9U1c8XelU5NcqS4sc1EuxE2MNKdxjC92wIPlN2R7tm3Siq6yBAObbDtBflcgWWZcG2bezr7mZrjsJg9BsBkHL1EmQJazJ8qwC7VERhMI/+3gEM9A9iMD/E04xL1rYQsqWuks5mKpAcGwlFhug6kOIpzFhyPtRsHeIJk0EeEHlaGLACT5oBuU5MVUNI1m/HLlj93Zz4qnkWypaPvWWgo6+EwUKJjReahm2fwnkJZHI5pOto3wmk0xnEkwnIksjXNkRqSdkCFI2ZuEwzhkQiwTHpRDrJDx5Zs7Rt5DaJ2n6xq6bqjmEd16don8KzAgE28r9GgBtxgPM3I1NJtEZ0C4azlA4PWIe71nEA4KFPhQU7Gw0jy+ioJw2W73pVKtyqO4CUbb75kV5INyHSDSPrOJqOI4tQFqg22IVIFh6RhjskfSuolMooW2U2NkqFPHZu34jtG19B1/Yt0FwLjaaBpKpgyAsw/fzlkDIZmKYGTSVdiabAKMRGEpEMkdamRkxpboLVtw9rH16BfMd2aF4FAyUX6/YU0TD9VEyfPQfZ+gbWw1LZeqRydWxVC+QIJunNEpz0T4oxk1Xqs6+wQtdaix5VkxLYLVINJnnkKxx1zaONNPqe3U6HvhXHfY0TAoCRkDvE8PA0Jw7rgMNRDgKn73P2MrPUk65VBXNEKk76lAdFCtnfSFkx7OYICMDRdOYz+yM30EJ+Xyeef3I1nlh5P4RCAW11OcRy9Zh/2XvgUjdM1mMdNgh1U2fJE0smMWnSZGiSjHg2BSc/gFX/98fI794K1a2gr+xi9kUfwNQFS9AwqZ3dSGwAiTIDj8JzIVnBZIoR0MghzzYBpfpH/riK47MKUltq13+gb+7A72v/1x7U446wQxxwzACQDJXqXDDi5/Op7iKaTkgCHjwUGCXDynIkMVmhCUDU4hxJ4KiMEKBczqOxLs3kQ107tuDWm/4X8h17oPk+6tsm4dQLL0NIeqYEaFRemYyjjujbmpthZnNRp6NSCQL1iCsM4I+3/wKFzp2QnBLT+l7y8c8izLZw4RMp+2T8UEICt2Vg57DP7hT243HEh57KaosGcgxLOk+fwzHc6ocDH9xDPsgnGAJPGAAecly4KGdkWj1w/ZrzuQZI+j2yhAUIsgBREVkSBiRtKBmAYrrsjKV30uGiUkvZtyHbZfz8R/+GPa+9Csm20D59FmactRSxunrU12eRy6WRSMa4KF3UDYSkxBeKUXuJIIBbzuNPd9+B3a+8iKCUR/OMeTjnI3+LPpjcvNAwE5y2X6xYqNhuVBDF0Q2y7kl3i8AXkB+QztkPoRJ9L1nBVVfTiCE2ooKMloZjBYgnDADfNMxT8++xo7+WtRH5wyJJEfXwOFDvqfkLyUPmhORmkKBQNIOkDjnCA7KoiXoggKbJKA31MfWGUC5i5W9uxzOPPIz6uIkzlyzFoosug5nLIZmMQzZVCMSXwfoZkYmHcB2XKdk4yaFSxMbVD+OVtU8iKA5i3pIL0HrhB1Awcmx8kNlFTmieUmku58BzdCGR/4/0WB+iEKWjkf8v9MidFIGUrpPUjdHXS9GcGujGCvhYoBy/jOhDyrg3XSFSyiO/Vs2KGz3QpPvVbkhNByQpQW4b7t/ByRARABUKM5GWRb8xAENomoiB3i5k4zpUz8KaRx7GI3f/DmlVxtJlF+Ccd70bSiIBVaUQIlmZkesDJPXYAJIgOC5QKXNMe9e6Z/HSU6tZAs5afC6aL7gK5UQT+9NKlQrcIOAojFJ1dZAVPeyApnMi7wAZT8yQT55liSiyIi2k+kCOvn4yXA5cxoJEPGEAeKintgaqA9cbbYywtUyJDlX9KJpiq9JFlqIYMneypPhqNP1y+pNI1qaNwK0gqUvQfQe/v/M3eHzlCtTFdLzvqqsxfdEirv2gkCGH68SoeUxAjnGi0TXi8AuFKMvGd9D57DNY88hK+IUBTJq3EDOuuBHleCO7YEiRpGmX5BsF/8mZzQkGVLFHTnSKf1dbtXI2DKsLRNX7xpEI7lU3KlngwBnlUOP79sTDW9/6hAHgW7+EQ28ZRQciL74YRGxTdFN50qNKO7rxJGAoWhK6CMtD+PkPvod927agLh7De668Eu0LzoBg6uyCUTUJEqVQkwRk44hSmiR4tgM1HuN4cO8Lz2LVPXfALw4iM3kWlnzkM8irGarxZKlMOXdR3FbgtCgqFyDriLsGVzPBo4TcKHcqKlg68oTcQ4/OO7vGuAAgT1vcDJrAdxAA0q8i6VoOE5m7+X78+83fgjfQx37AD1x7LVrmzUVoaDwFRwAkFwrFSMmKlhAqGpxiidP0KaG2tGkDHrrjV3DyfdDrWnHeRz4DO97EbhcyxmkKZucuZdKoapRTWE1GiApUI/BFSajEmn9sIhHvLPzGkA7INvBbTUerFtRF4KsBsTb0NJXSTfagkCXslNG3eztu+863kRQFxEUBH7zhemSnT0eoa1AoWqLKkChOzACUWfoJZhz2YB4q6W5EBbdvDx785c/YKQ0jg7Ov/RS0xumcWUPCjyrpSBtgC1iR2VFcK1+NeqePgJCk5ETH9Hf4UTk4t8nhnxT386jWCNeAGElGAiDpjS5kckb7Nv6y9inc84ufo97QUB+P4ZoPXQezpQWBrrH0GwGgzKWUAZV8GjE4QwXI3LZViHyBv/gpil174Mom5lx6HZpOWQhFMzl64rMfMGD9kbtsDj9g1cKFap9gstAjCTjRsPrw7/YxWPNwAVgoFFAYKlSlSdW1UY1XsRZYBWGtwrZWi0YSkKZOigU/+/QT2PHqBiQVGa319ViwcCHEeBwhNSOk6IRC6fCk/1EqFRk5lAhAdRMe9wmmqdRzKti05inkuzvhCQpSU+aiddapUDSjmqkicmICpXNFLs7R/H9REVK0RO+1SkJq+5DJZI7BCL8zuxwzOuDhUEM8+fgTuGDZsndmJN/iUYkOhDKee/d1vekeyIqNU3G8KGLDhg2YO3fuWzziibXZmABgLcftzYaOMmLIuzfWFqojFr5x2mGdufy5J7Cj3+JLfPLJJ7F8+fKxdrmvO9+TBoB/WrMWp86bxxdIrARf//rXcdVVV2Hp0qXo6npz6XLgqCxZsgRr1qx505v7vve9Dw888MDbBkBbawu0by3i/cgLr4Y07WwoC6/h/4PeHSj/7xGQhX/7ILYNRlkvtBAtCKsCY3gZEwCk8T1UKtGqVauw8Iwzhm/F9773PZxxxhm47LLLuMv5jTfeiJ6eHvz2t7/F5z73Oc6eoRtIIL3llluwevVq/kwOXNKzHn/8cXz2s5/FCy+8wA2sycFdu9nk9KWpcNGiRbj33nt5P1/60pf4WJ/+9KdRV1eHxYsX4ytf+QpzxND2zz333EFhMqV9MvRvLx7+Tbvmm5AmEyAF+LtegH3XPw3/FvznldjUaw//T3mBFAEay8uYAeChBnnLli0s+WoLgW/dunWYPHkyJ3Cm02m8/PLLyOfzOPfcc/nzqaeeOvxOAFu7di3/tnv3bt4NbUdGDW0zZ84c/kxTPRVAUeJBY2Pj8Pb0XQ1kdGwKjdE6NeBu2rSJad1oHwRyovygB2L2zBnQbz7zUJfHv3ufWoFXOsnAAnbu3IlzzjnnsLY7kVc6aQBIg/zoo49i+vTpJ/J4v+7cSHrOu/vawzrnoX9Yi40bN/K69EBRVvRYX04qANLNWL9+PVauXDnW78sbnj9J9Ouvv/6kub6TDoAHvzPkmxsJ5Nd8f1QoTy/iJ6XCeM8qwRrsw7f+5WsIKmUsX3Yu5s6aCdXUIaXi3CpBFUTE9RgXslP6PJVJUkGRRcxbYshUH3Fdh0j1zoKI3g2v4Y4770OYaMCV138MBvnwDB0WHVmSEUoyKhULqkhNWaNITdU9zgmqQbVDZhTBOWlwN3wh4wiAUTLC8D3kuxkF/4kWRJVChHYFol3BD27+Jno7dmPO9ClYeNp8ZOqzEOIGktksAjfgMtFMOgv9/xsfFMOl8jlZpbrZAFapiHTc5LSs0Lbx8tpnseqJNUi1zcF7rrsRYiwGT5FhU2SDSh5lGZWyBUVUOEs7whtFZ0LujFTrjlSLY59sEBwXAIwiICPVXSNO7VrCpw858Jn6Q/YquPPnP8Of1zyNbNzEOYsWYOrM6RBjBjKNjfCZ2yZkzpmhUgm246B1Uis0Q2UmA+Kb1gRAcR107dyBtU8+ia27utE27xxces0NCGQZlgDYVLPMtbcqKhUbChXpM5dz9JhQZ8wRAI4kUkwAcAyOQC0EF8mWWlw1Sm6gsJlIzFKOBZNyOu0iVq24Dw/efRd0wcfZi87AgoULoKdT0BIJuF7A7AgUw31p/cucz3fBBcugUE1u4CKuKnCLBWhiiPXP/QlrnngcJVfCtMXLsfwDH2bwVYikibKaVZ2LwK2KA4kBGIUKXw9A+p6k49hztB8KLuNIAlZjqpREWgVhFA8OIVIBuGshpSvwS3k89vsHsOK3t8MQAiQMFbF4DJdccQUSuSySmSwSmSzX9BLBEOUDkvunkh/k8k8VAbM7/Hnt09j48kuwiTs6UYc551+J086/FGoqibLrwqYjE5MX5QISKwEVn7OeFyUj1CSgX1X8ogSKo8/NciiAHOvfxwkAI7pfWiirJKrHoCSCqgSkrGPPQVKTOIX+yYdX4r7f/BIGfMQUSgQNIKoqps4+BTPnzkPT5MmQzRgamlvYgCgMDSGuqhjo6kTn1s3YuWkD9mzbDLucRyoRg1HXivmXfBBzlixnqrcy9YpjMiKBAegRUwLx5YyiKSYAEvhYB6S0QU6knQDgsX4gjsn+a3zTXFpRTe6MEjyj6U6kyIbvIk4FGJUC1q56GL/7xU9hCD4MSUDguRgoFFjywTDgCCJ3VNfiCS5IJ1gUe/bBLxbhFQYBuwRTAZImMakqCGI5nH75RzDr7IugxBOwqJhJjCgvaHvSK0n6kQFCzBA0D1N7Vr8KwgiANAVzdchJtYwjCUjZn1W+6Ro1WnUKJtYtMkJI5xMrRax76jHc/pMfMQB1MWSaEElW4QkiBohDUNWw+Pzzsf61jYiZccydORN/fGAFVM9BnFw6goekISGTNBBPGRAzzZi9/MNoX3geRD0GhxgPRJGpRhRJQej63BuO9dGqBVwDIPFb0yJNAHDsPnhVrY8vgPttcFlkrSkM0XYEUOjl28xksOG5Nfj5D78Lak+jEbmb6zGvIGUzW6KI3OTJ+MQ/fBq/+M2dMHUD77/8PfjFrbfC7utlSg/Ft6BKHpIJDelsHEK2FadcfiNa5i9BqChwaeqXFGaLVYgSzXsDAEoBvOoULPkTEnDMInAEgDS1iZHruQpAmtIIgNQXiYgw9cDGtpf+jJ985ybERB9a6CF0HIihBC2RxJDvo2HGdPzV5z+Pf7/lViQTKVz/4Rvw05u+jb0bX4Ph2WhIG0jolNQgQdIEDAgGzrn+M6ifexY8or0l9lNu4+pBJnoOP4BcnX6ZG7o2BTMAI3bSCQCOWfjRzEuaX0Rcvj8Ao1Qmmag9qBSyUoIZOtizcT1uvekbiIskGV3AtmGVbOiJFDxNxeKLL8Yl116D7//g37gn3Mev/wie/v1DeOGx1Qjy/WjNJaDJPgxDhGKI6PJkXPBXX0D2lMWwqaaXeLFVldnpmeeQ+thVAUg6IANQ9OENS8AJAI5h+NUAGFFYMBSp3QIbIVFtLn1SyflRKSAueOjavAE//ObXkRA9aIHDFG0qEVsGAmwtjqs++p8w/bTT8MNbb0UqlsAnPvYxPLtqNZ556PeQK3nMaMlB8ApQlBBqwkSnI2PpRz+P1MwFsCn/vkqixACkGuEqANkg4s5IZAGTnkgSOyrfrFnBE0bIGITiiCO65oqp9V4bcceQD1r0HRihg2LnLnz7nz8Pwy9DqgxCCT0YmoFSqCIvZ/Bfvvg/UN/Shh/fdhuIKfDjN1yPwX3d+PF3v4U6xUW95iGluEz74Som8nod3vuZ/4EwN5kZsKK+HhHvIbM5VGtV6KvhSDARnlfZTvn7A5s7jsH7cLBTHidWcC0UFzl5OQrMpY7kE4z6ZJD0kUMfRuDC6evA97/2RejOEMygxNMwkWIOeir09gX41D9+FbJu4pv/+g00ZRP4+7//O1QG+vHj730L0lAHmlQHOdVllgNXT6NgNmP53/wTvExzBL4DuKxPEiy9pcsYFwDcX4JQG4LaVBwBMGL/JCJwnyVgmO/BT2/+F8jlfmRVH6YcYqhQRL+rYPKZ78J7r/8bFCwXN33zXzG1tR5//Z8+xr3mfvOzW9Cxfg0mxQXUKQ4MSkg16lBOtuDcj/wXeKmmCQAeANNxBUC+9mrT61o4rgZAloAEQCIxKvXj9lu+A7tnF1qSCuKaxC0LCoKJaee9F6cvuwIlL8BDD65EXTqOhafPQzadwh/u/S2e/f2dmJFVUa+4iBsGPCUDL9eOsz70KXjJxgkAjlcAjtAq1Pqd1WLCEUcy1fMSADXfglwZxD0/+xH2bnwJkzLEcq8ws72lpTFr+dWYceaFCFQdvf09UEQfiZgOVZbwwhN/wMO/vA0z0jKaFB8J3YQlxKG0noIFV38cbqJ+AoDjFYC1rpBR+9dI3WcCDGqASIkARBJEeYFeBao1hBW//ileeeZRTErrSBgy/MCHrWex6AMfR9vpS+AQKSUloYYWTOqyaVWw6c9/wv0/+S5aFRetuoCUbqIcGMiecibmv/9GOIm6CQCORwCOsGNV28FWARjxD1SriYOQ8/hIApp+GQ/f8XM8/eA9aE1rTNkmiTIcM4dLPvYZ6JNnw5YVFKm3HWykkjFuy7rjlXW4+5abES/1YEpMRsaMw0EMU8+5FLPefS2seG4CgOMegNUexMOtCYjyjAhJPR+6JLARYoYWHr37V/jj3b9GCwFQE6HJKpBswpV/92WUY3WQUmkU7DJkaidGaVyeh92v/gV3/egmoHsHpiUU1MVT8KQUTr/kA2g8/zJUYpkJAI5XAEYtDohtNGqCzd43ahtGAOSOsQEnkZqCB8Ov4Nk/3o8H7/wFmlMK4lIIQ9HgG/X4wN//dwagQz1BqKecV2aKQNuyYfd14bb/+SW0yDYaRRcxWYMjJjB/+fvRxABMTwBwAoCvByCBUSLeaN9hAPqFXjy3agUeufuXmN6cRkIGTAKgWofLP/GPKJs5OBJ1UFIRUOKBIkFXNVT69uLm//ZpZPwCJpkiTFmFI6ew9P03ILHgHJSN5AQAJwD4BgCkptiFQfb5aV4RG557HE89fC9yegg734eGVBZCrAnLb/w0nFgjfIUKiqjpdYU5o4n+t9yzFz/6+n9FJihidmOKE0wHHQVL3v9hNJy5DNYEAF/nrB4XfsBa5GO/KbjaeC+ivRWYSzp0bWhwYQ3uxaMr7sCrzz+JKQ0JloDloRL07CRc9KG/g9IwFbIR574djlXgbBrqtNmzayvu/sl3kRNtTEprCH0fA46Cucsux4xl74JrpCYk4IQEJCreWmgu0gEjPlLqpBQisAvwij145N5foXfXRiRVD2lDhmd7MOrasfBdH4HeMA2qkeBG275dgUoFSSGw7pnH8Og9/4GsaiOrB5ysWpESMNtmY8l7PwTE0rzeRChuBIXjUgKOBmDAAIz69VLKVuAUUJ9UsHfrXwCrD717NsMuDaK9vR1ivBnJGeegIqbgeQL3nhNcC7qswKpYKPZ3QbH2IRYWsGfrS9T9Gg3T5yM75VRU5AwcQZ8A4HiVgBFLPtVcjNIBo7L0KBlBFKBSQNcvw5AcyMEQYnoA38kj1IWon4eURii3oLcsYChvIbAoVctCXNNZB3SKfWiMBzCTIlynHzANSGYOQhBDd78HJ6B+IhMScDQGx4kEjNohcI8ilnRRq67qp4h/mSrjqPlMYMO3BjG5OQ1Np3QpB1Ape4H6nZpwhSx6CwHKBZtT9SUvivkSybgmBUimZIgoAWGZAQg5hiAwsLezCNeXJwA4PiVgDYBRGeboDrick8eDEnCDGU2hyiUXDbkUFEpT1olEnJrbOAhFBfmBMlxfQOgLKBYLMFWV+7slkkl0de7BpBnt3JgbHvX4pS7ZJGU19PZbcDyJG01zY8Jqk0WWytwf7uQruTyc/KxxJAGrN7gmAWvyr8pGT93RSQpSUgE1V4rHDC63ZPIh3yN1DmWLXC4Senv7mJrDtqhFbMQDSK98fhANk9rgVSzuRk79iI1kAkMDRZ5+3UCK2sNWAVi7QQfr8nk4N+9kWGcCgFUAcm60AO7NZugat3Klz5SISpnNZtzAns7daJsyFds3bWKm+lprME3TUC6VICsyDMPEwEA/GhubsH37drRPmYIdOzuQaZyMUFBZ8o2WfjXwnaj9fI81yMcPAJkGgcJvNc2vpgtSIJgYr6hASGQpGI+Z/J2uqbCsCgQh5MbU23dsw5RZs7Bj0yam46Ddua4HYronI4TIJmkqJVreSZMnY/OmTZjUNgmd3T2IpRsBIWrTVevbNlryTQDwWEP9Hd1/zeCoJWKNAmGtIQy/B3BsmyVg4PswDZ17uBGodENDX38/0tks8oMDw9UbBFrqck6dOElqKrKCQrGApqZmJkfnHsKCDJ/BR9nXkRV8sNay7+gQvUMHHxcSkMY2MjWqzYWrlBy1dlik62lq1LWc9DoyVEgSyrLE39Fmkixz21eSoERM6ZEFXK1uI8OCSM+JP9o0DViWzfS59H+xWEQ6Wwc3EBBUuV1GS7437ZP8DoHieB52nAFwRAJGnyJJyGWZSgTAqKu6y9KMpCBNjWQ4UMoL9feldUjXo4WkHf2myDIc14XvuUy35to2dNPg3sYVq4KYmeDO6MxFQ52Vqp3fj+eNPlGPNe4AOIojNQJCtSmg70XgoymTpF/MNFiC0UL1u1RITnAl6WdZFrPg04ss33g8Dt8PhlsmEAO+ruvwfdIPVWbVFyjzmjJuuMv7/tW9J2ov3+MB2nEDwDcazAiQHJ5gw4NKKSPvC02ZVU7BKpsBt3yl76vNoWlVAq7IzWIivY6W6HeSdNF3ZKBEv51sZeVvH6ITANyvBU7VKV0F3vDwcqfK6DWxHN0RGPcA3H843xhiE+A7usCr7W0CgMdmXCf2epgjMG4AeKDx8UYS7Y2+Zz7Vt9qng/zfh3lDxttq4wyANRgcXJ87IE1hRAWsFjO9ZRRNAPANn6sJAFaHZkTyVWXlaFcJU+dGedNvdZnQIQ8+cuMMgCODcCAg9v9/fxBGKVwTAHyrD9+bbff/AKln1ovh+MPQAAAAAElFTkSuQmCC</thumbnail><scenes 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AAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="7"></list></costumes><sounds><list struct="atomic" id="8"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="monkoy" idx="1" x="0" y="0" heading="90" scale="3.0100000000000025" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="13"><costumes><list id="14"><item><ref mediaID="monkeask_monkoy_cst_monkuhkue"></ref></item><item><ref mediaID="monkeask_monkoy_cst_monkuhkue(2)"></ref></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="711" y="131"><block s="receiveGo"></block><block s="doSetVar"><l>guesses</l><l>0</l></block><block s="doBroadcast"><l>restarbt</l><list></list></block></script><script x="285" y="10"><block s="receiveMessage"><l>restarbt</l><list></list></block><block s="doChangeVar"><l>guesses</l><l>1</l></block><block s="doSetVar"><l>cap</l><l>10</l></block><block s="doSetVar"><l>naam</l><l>0</l></block><block s="doHideVar"><l>The secret number was.....</l></block><block s="bubble"><l></l></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="doSwitchToCostume"><l>monkuhkue</l></block><block s="setScale"><l>0</l></block><block s="doSayFor"><block s="reportJoinWords"><list><l>this is guess </l><block var="guesses"/></list></block><l>1</l></block><block s="doRepeat"><l>60</l><script><block s="changeScale"><l>5</l></block></script></block><block s="doSayFor"><l>YOU.</l><l>2</l></block><block s="doSayFor"><l>YEAH, YOU.</l><l>2</l></block><block s="doAsk"><l>WHATS YOUR NAME?!!!</l><comment w="90" collapsed="false">Does your program ask for the user&apos;s name and use it to address the user?</comment></block><block s="doSetVar"><l>naam</l><block s="getLastAnswer"></block></block><block s="doAsk"><l>GIMME A NUMBER!!!!</l><comment w="512.0191406250001" collapsed="false">Does it allow the user to pick a value to set as the highest possible number?</comment></block><block s="doSetVar"><l>cap</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>The secret number was.....</l><block s="reportRandom"><l>1</l><block var="cap"/></block><comment w="90" collapsed="false">Does the program pick a random number for the user to guess?</comment></block><block s="doAsk"><block s="reportJoinWords"><list><block s="reportJoinWords"><list><l>ok, </l><block s="reportJoinWords"><list><l>"</l><block s="reportJoinWords"><list><block var="naam"/><l>", </l></list></block></list></block></list></block><block s="reportJoinWords"><list><l>i&apos;m thinking of a number between 1-</l><block s="reportJoinWords"><list><block var="cap"/><l> so tell me what it is!! pretty pleaaaaseee</l></list></block></list></block></list></block></block><block s="doIfElse"><block s="reportVariadicEquals"><list><block var="The secret number was....."/><block s="getLastAnswer"></block></list></block><script><block s="doShowVar"><l>The secret number was.....</l></block><block s="doSetVar"><l>The secret number was.....</l><block s="reportJoinWords"><list><block var="The secret number was....."/><l>!!!</l></list></block><comment w="90" collapsed="false">Does the message reveal the secret random number to the user at the end, even if they got it right?</comment></block><block s="doSayFor"><l>noice</l><l>1</l></block><block s="bubble"><block s="reportJoinWords"><list><l>how many guesses you took: </l><block var="guesses"/></list></block><comment w="90" collapsed="false">Does the program tell the user how many guesses it took them to get it right?</comment></block></script><script><block s="doSwitchToCostume"><l>monkuhkue(2)</l></block><block s="doSayFor"><l>that aint it.</l><l>2</l></block><block s="doRepeat"><l>40</l><script><block s="changeYPosition"><l>-3</l></block><block s="changeScale"><l>10</l></block></script></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="The secret number was....."/></list></block><script><block s="doSayFor"><l>that was too low. im mad now.</l><l>2</l></block></script><script><block s="doSayFor"><l>that was too high. im mad now.</l><l>2</l></block></script><comment w="90" collapsed="false">Does it tell the user if their guess was too high or too low?</comment></block><block s="doShowVar"><l>The secret number was.....</l></block><block s="doSetVar"><l>The secret number was.....</l><block s="reportJoinWords"><list><block var="The secret number was....."/><l>!!!</l></list></block></block><block s="doAsk"><l>PLAY AGAIN. NOW.</l><comment w="90" collapsed="false">Does the game keep asking the user to guess until they guess correctly?</comment></block><block s="doBroadcast"><l>restarbt</l><list></list></block></script><comment w="90" collapsed="false">Does the game give the user a message indicating whether or not their guess was correct?</comment></block></script></scripts></sprite><sprite name="endings" idx="2" x="0" y="0" heading="90" scale="10" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="200"><costumes><list id="201"><item><ref mediaID="monkeask_endings_cst_bad ending"></ref></item><item><ref mediaID="monkeask_endings_cst_good ending"></ref></item></list></costumes><sounds><list struct="atomic" id="202"></list></sounds><blocks></blocks><variables></variables><scripts><script x="77" y="51.33333333333337"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setScale"><l>1000</l></block></script><script x="116" y="244.33333333333337"><block s="receiveMessage"><l>mad ending</l><list></list></block><block s="doSwitchToCostume"><l>bad ending</l></block><block s="doRepeat"><l>10</l><script><block s="changeScale"><l>-10</l></block></script></block><block s="setScale"><l>105</l></block></script><script x="783" y="289"><block s="receiveMessage"><l>good ending</l><list></list></block><block s="doSwitchToCostume"><l>good ending</l></block><block s="doRepeat"><l>10</l><script><block s="changeScale"><l>-10</l></block></script></block><block s="setScale"><l>105</l></block></script><script x="360" y="139.33333333333337"><block s="receiveMessage"><l>restarbt</l><list></list></block><block s="setScale"><l>1000</l></block></script></scripts></sprite><watcher var="SIZECHANGE" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="The secret number was....." style="normal" x="151" y="206" color="243,118,29"/><watcher var="naam" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher var="cap" style="normal" x="10" y="73.00000599999998" color="243,118,29" hidden="true"/><watcher var="guesses" style="normal" x="10" y="94.00000799999998" color="243,118,29" hidden="true"/></sprites></stage><variables><variable name="SIZECHANGE"><l>1</l></variable><variable name="The secret number was....."><l>1!!!</l></variable><variable name="naam"><l>jorv</l></variable><variable name="cap"><l>1</l></variable><variable name="guesses"><l>1</l></variable></variables></scene></scenes></project><media name="monkeask" app="Snap! 10.7.1, https://snap.berkeley.edu" version="2"><costume name="monkuhkue" center-x="150" center-y="84" 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" 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Ns887j217ZiiNTnLpT67gr/7uIs49dj3/Pt9cuNs24F1rJnjsc5/JU845WwGLOKJQKGK5PmahwjU33so7330Bm7fv4GK/wgntrrr+M/US7929lbe/8fW87IXnUZKQBcfi3z/6Maan5njW81/E2BEbyWpjdLwis2FCJ0rx3CJFgZuEhunK0kM1gzWwhmq49++sBF+WXJOZHVu49dqruPmaq9h5202052Y4+eRHc9Ipp5LaBQIc/umzX+Co4x/F2PKVnPGLX3DaT36ycLPvn3gs0y98NsdsWE3BTBmv1xgZG6fXi+mlJtfcuInvXvY/nHjbFl5wxS8Wrvvyc5/FLeUC7Zk9vOIlL2TENxmbGKN544189G8/wuTKNZRXrWPDKWew7MSTiQplGoHsI3SouUU8U0zNQKdIHqI5rIE1RIN9YFcl+LJoZey64xaae7bzX1/5IvO7t9FtznPOOefwyONPpB1bpG6JW7fvYcfMPHaxRLXd4RXf+W+q8/MLt5wrl/ifV72YtaecyIqJMbWiJ2hp9TJ+/uvrmJpvc/6Fn1i45uqNR/HpYzby2NNOwSHi3CeeiZsGMD/Nthuu53tf+TorVq5lR7vH0Y99PGvOeiyMTtJLHczUxu0ZxN0ApyBR8Dqn+7BMYw2sYRnpg/RTRY2HbcLGNBUn46tf+Aw3XX0ljdlpHve4czj9rMfQDA1u3b4XuzbGTKfHynVHsGbDEdT+5ZM84j+/cqe79sZHmX7/O2HFcmoj48x3Im7fvofSp/+Vky6/fN/nt25n84038K2vfZXffdZTCIIZqk7KxHiNyz//eXbffBvNRodnv+TleGs20JlYxiwukeFT9qrYrYTGzCylepFMtg3pYygkoIE1FMN88E4KsHwiunN7uPYXP2F+93Z+9dPLacxMcdJJJ3H62Y9T2tWu+S5rjz6B+V7Muo3H8J1Lvs/f/NFb+WSpwBM85043jyfHmfvAX5CsXE0vtbjj57/icRe8b+Fzz2n3eO4HPsj/es2r+P7XvsLoaIm1a8cxoyYjnsk3L7qIXTfdxsjIOM9/9RvoeCX2FEq0nRKR4WFnLsXQVpuuEytWq4b6GA4JaGANxzgftJeyzaVoQzA3xRWXXYKX9vjBt75OHLQZGx3jGb97HqHp4dUn1NkIUyy/yHOe/wKmZmbUfufxWp3P/5/3csLnPs3kHVsWvqf1R2+A5zxLAWvnJz7N8f/2RfXeZb2Ip041KPsuO7ffwZY7NhGFLYqFjLQ7x6iV8Z+f+xwzW7azctU6XvSaP6DtlZj2irTtArEAK3EoxhZS8Cc2Iw2sIZrDGlhDNNgHdlVWCYuOTXt2Dzdc9TPMXpOfX3YJc3t30ev1eP4Lz8erjeJWx0jdIp0Y5rsBL/q9l+N6BnEkea7gogv/L0U7hTtu44mX/Q/lVofWX/0lpWOOUU77my7/Gcv+8WN0b93EHzTbXNoOcQ24+ebr6HTnSZMuk6Ml3CQgmZvmC//yKXqNDo865QzOfsozaDoFGm6RruGSyk7F1MaPJJcXRIYG1jBNYQ2sYRrtA/oq0UuObRM0Zmnt3c6OTb9h52038purf8XczDRPOPdcHvmoU2iFGSMrVrNrZo7rb76VL/37v/PLX/1GRT89+riN/NGb3ogRS5qZkDUrx1m/bg2W61CujzLbDgkSk+9cejl//hfvptkMsQ0YrRW56pc/p1BymN6zjYKR4CYhrT07+fLnv0A3iDjh1DM497wX0rF92qZkbXDJUtGsTJw4z9EQG4kqR6aP4ZCABtZwjPNBeymPfBSn+LaJFba44zdXM7v9Nm665pds33IHjzz2WB77xCcTpAZrjjyaLTt3c9lPfsKeqSn+67+/ie/6vP41b+CINWuIe00qBZtqyWHN2pUUSmUiDApjy9g72+Qb376Eqek53v/+DzBaq/PXH/wga9euYuXqcSq+Tb1aobdtGz/74Q/49re/zTGPPoWXvOb1TIeZSpsspmCW2iqls5mCmUqimlRlOtVlvoZnEmtgDc9Y36mnUlqr2Y1YMTFO1JgiaU5xxw2/Yn7PNrbcdiurV6/m6ONOBMfDrdRUfvW9szNMz87QbDZwbZf1647EtS18O8OzJTFfm5VrVkC9TtRo4YxNEkUZseFw9bU3cOONN7Fu9Rpq5TLHH3c0KQHt6SmKvQgvjok7Xbbv3oO3fDkrjzuRW3fsVbAyVTiDlWcslTJfhhSnyPJMp7rM19DMYg2soRnqO3dUcqW3I4ORWo2kOU3NTth92w009+5QjvdlkxP45Sqm6zPfCVi1dh2V0RE6nRZF2X5jWszu3KtSF5d8KRTRw8hCrJEKyOphktHqhCSWT6U6qVIdN4MWtmlRdn1a7VksK8YMuvih5Fk2IIrJugG70oRpWfyrjJFmLk7i4CQGbr8YRWrEKv5Kp0gergmsgfWQj3de43hw3HlX3KK/LNg+D8zeOXnYpaRWmib4UnvQjLF6DW674RqOWLOC0ZG6KsdllavEYYjt+XR7Aa7v0em0qYyMgiUl7Ntk4sOSYoS1EmQx9LpQHyHu9LCLdYI4xrVLRJJrIc7rGZY9HwhVbiv10ulBmIDnq89vmW8S2cU+sCzcTJIE5sUoMjNVwEqkgb/FXsKDSUxJ/qCivLvx2H/CaO/Zg/sAaWA9uPI+4NsGlZf7SX77JdnlQ+o5Ur+rAn8L1Zjz+ll5KXd5b/C5+9KNxMxoxQGFksfykSq7t94OvTZha46K5zA5VlfakGnbUK9BpwO2rczBQrGIaVoEzS7FiUl23nQjt2/exMUXf5GX/P5LqNZqfPgjH+FVr38dpz/hiaovks6mHQSUS9W8h3GQl3TuhWDKHkSgF0OhorS3HXtmCBLBk2RkkAR+ebmvPHFf/oPRL6h6Vwgf+OPvCliJufjfxSDZ8mJgHYik/Pe8DYMUzfdF+vqa+yIBDaz7IrUH7Jq0Xyp+f2ANHq78YTP6asCg2MIAWP0S7vljc59aJKtrYdrDdgxcE6wkojkzxR233sSGlcuIgw5xGFCv1RifnKAwNqq+R2oLSs5P2y8Qdbrs2rmLyy+/XGlee/fu4ezHno1l2/zs5z+nVK1w1mMfw5p16zEdB9Mp9B93AVYXkhBmZ2g0O/SkXqEk6ivXSAyHRrtHatgKWP26z4u0qUH/JR/WPogcKIi7B5ahqlIvlt7+v90ZYCLrxfA78Pr7NBD6ot9aAhpYv7WoDsUHRUvIq78oNPWfnMUPhNQO3E/DWqRx5T4c8eXct0hviWPK4gzXMAk7LSbqVXZuuZ0rfnQZpz7qeMJ2UxWwdx0b13c5YuNGKTQIxSJxq4npeTSjnlKM9uzZw7p16zCkiKrgxTRVafrt27ZSHRmhUqkz325QLdWJSeklEXYS4psR8dQedu2dJslMSrVRsD2CSAxFgZW0QFItq0L1iwDeR8eikIaDRTfsJ8sDh1BpbPYBduGB5uDBoLXvRjI89+3fxaGYTw//e2pgPaRj3NeOFj9pUol5cZv281st6F59c0RWye4PsAzMyKRou0RBl7JnM7VzG5df8l02bljL5GhdaV6CIMexWLFqJYZtq1JeSZZi1apEsrJnQKvVwvU8CgVfVcSR3FaSFysNAlWe3nQ92u0mpZJUcjaI0kTdm/Ze6DaZb7QxHY9itc58q8fMfBvbK4GV53OXFc3cEBucObDET69K2d/FON5diJYhGVfTAxIAHnBB/usASQegScPqQX96NLAedJHf6d98bmYNnrj9vMD7HsR9ruWFDw68KPtUs3vbF6nCbEqtQBMzTYi6bQqWwc9/fDkzu3ewbtUKCo5FwXcZHx8lTmNa7Tabt9xBkiRYjsPk5Eql/dRHRlSFHDEFS5US5XKZOMuYmZulWCphOTbTMzPs2LmTXhTSbLY49qgNHLFiBEtMUylhb9oYts+emXllDhYrdVyvqCo/C5QWF5wQkEg4Q2LkFabvwXd+VzhDylrco9NeCf+u9CitX93baXd/Pq+BdX+k9wBeO3DgHmzZKn8Y9/lpcj9L/0HJrHt+4O6inXIHxy/Q6wXIXYLmPBtWr+Tm667hx5ddShS0WbVsAqkmODY+SpJEFEsFbt+8mR07trP5tjuoelW6rS5HHnUU9dERemFIoVTCti2VztgrFNi9dzdX/fKXzM7O4nkup5xyCuvXr+eM00+hXnal3iq9KKEbxsrn3o1SLLdAWcxDVURVWrC/drUPWBI4ug9X9w4f+acPnp7m7ldiB9+z31g8gPNB3+rgEtDAeshnxj4cKW/JgUGQEiTZB1S+VpgpJ7OsnSG+ncxTJtN9ORIjI3YN4lQcRlLvL1Fm4NSO7Wy7fRM//+mPqRTzSjVSk7BSKbNhwzoFr0azwc7bt7H52lu58ie/YO/eKQUoqUFYKpfZOzWF7Tps3baL9etXs3LlCs4+60zOOedxrFm7WgE3jmMJ1aIXxQRRTKsbKsd7pTZGfXwZjl9UIOv3ej8w71ulO8CHdBAz7a4gZijfX6z8iPt/Zn/Te3/ZLv73MWjZvcPkfRkrfU0uAQ2sw2Im7FubyrWFfWZfDqccUJIhVL2KvpGJa9siQYAlhR7u/SFhDc2kh1fySKOIcsEnCboErQZrV67ga1/9d7Zs3sT4SJ2g2yZNY2zH5LTTTlUAqhcrzG+bYe+OveydmmbX7j1s27FDxUZt27GdDUccwTHHHMOJJ57A8mWTeK6NWSkxc8ftCliNZptuJMGlPaI0IwglVYzF8lXrGF++kiBKVKGJ3O09COXY18/8LyITFeTQn9H7A2xhofUg4hFZ5jUOJaZrf41q8Xcu/sZBO/K4Bg2sez/r7t8VGlj3T373eHWapnm59gMfCAFOluLYoiXJA2eoIE1ZoVePQf9hiKOQkWoZlBYUYQg0jAzXMplvtTGLVRLjrjWsxTnPB20YvIq7TBzmvaiHbZgUXBdDtKSgixRnFoBd/sNL2bFtC/NzM8qXVSoX8H2P8fExVqxYxdpVG0Q5I5b9fbZNoVimUq1hlMt92UiHRJNJ6e7Zxcz0HjrNBq1mg/lGiyg2mJqZV2VRV65ey5r1R1Cq1BW45J6isanqOFLuXskwI5PKObKXMIkpOLLSl5IqGWbq7+rnLMtfldJqYMj1su9Q0CehDEq+4JgWrWaLEQmCBZrtFp7ngWHS6XTx/ILyzRkSZJukRFGs7uvIooLjEPaC+xxWco+TR3/gThLQwDrEk+LugCUPchR2sSwTy3YwLXkwRKOQZ1wezERpVWqNLItwxYSJe7lz3HWUydXuSaySLMTlD7Sci38ulUqqUEMYhupVHlTLsnBdF9Ny6ISJehBty1ZpjV3LIo1iojBQZmKx4HPN1b/i+uuuptNuyoKfekBd16FYqTK+ag31ieVMLltOtT5CsVzFKfSrSfcClQ1iZmov03t3EbSbJFGgXtvNeXqyb3DrTlYuX8XGY45lzfoNGJbEX3WRql+uX6QTBKo/0mbTNFQOLjlErmYaY0Q9LCPN+zz4nJX/LOZ1GEc56OQ0c/kMtC4Jo/AKdaZnmySxgCi/t0BKaXaGQTcISGUsFOlMFSybj1P/n1A/cPUQTyN9+4ECvWnTJm2AH8LpcPfAiqmUpEBoRCiQUP+9c+DYloUjr7K9rtPCTEISAZUtsaYhRhqRhh3sLNe8xB8kQBqc8rt899atW9XDJQ+87/sIwKrVKpVKBbdQpjK6ijAxCDoBvV5IluQaTLfdURHtvSDglptvYvPm23Kne8HD913lfC/UanQtB69Wp1SpYskmab9IuVrDLxTV9wbdDmFXAlC7mGmk9ihO79nJ9i2bmdu9i5mtW1m9bDnHHHucgtbY5DJ1H8vzcX2fyspVCpz0evS6HdqtJq1Wk26nQxoGzO/ZqaK1pPSXZVuqn7JSiZUDa2x8LNeqFMCUeqW0LgF3z/CJissoja1QUEqSlHKlgu24tDodmq02E5PLVFHYIAxzOdqOgpmMlcjasu6bOX4Ip9zD+tZawzrEw3v3wIoo+vL0SOhlHslumrYyQcRUsQ2DouuQdFpM7djK9775NWZ3b6Py527zAAAgAElEQVTsWXiWQdyaY3lZEtrlhf6UmdQ3h5QelGUKTHIMzCAJRxhALUxMnPIEQWwwMzPLzh27abU6SouQhzcIAsbHJuh2OyRppLQqee5NI6NQKlAaGSH0C4SmheP6uIUipuxN7Ju3Al7PcXAsgzTs0pqbpj03RdhpEgYd0laD1ZUibprgeAVqI6NKS7Ncj16cEIQR8/PzGKKBWqYyn0XLskSLlBKFWUrRMtSr0qL6Jt/i16DXyxde+xrRINBTZNM2C8yXVvH0F/0+y5Ytp9FsKQBJnJmsTIo5Gse5Biqn0rBsO5dPH3Dyt3sMizjEc2yYbq+BdYhH++6BFTJSc/Bck0KhpAInFbjCiF63SxL0KBU88F0FtR9/7iK23vIbPDOl6Jg4UYDRmMHrP7ADM2Wxz6zT6eQAFHA4jtJAlH8nTQkzg3ZqYXolOp2AHTt3Mz09p+KdBECiSXS6PQUDx5EYK0Npg91eR/nfJBjUHxllptkhMyzqYxN4hTLdICTJMgqeT6fdUtpVFgVYaUgWdsjCLo4JddemGHZYVq8yMTGJXyyr7Auy3UVAkPVNvNw/lSoTWbS8VM44Vv62kpjSi2wEFUg6MBsN1MqlottAs+qDXNYFW3aJ0VOeyBnnvTh/P+hhVGv9aPqMNAgxHVfta8ySlG7Qo9Xu0O31iOJEme9iVu+/WecQT6ghv70G1iGeAHcPrB6rV1ZVSpYsM5RvWjQsy7CwTCv/xy2mTWNWmX2X/9vnaOzeTha0CJpzpJ0Wo76HJSbT4EHsa1mD34vF4oLWpRzNfR+XaD+ZaTDdbFKoVDEtl9m5Brt2T9FqB2SGjS3Qshzl/5LodYGW64uWlYMrTDN6maH8YF6hxLIVqylVJcODgeN6Srvbs2snWzffRrcxw0S9TNExaM1OKXNutOCxYbzOsnpNOeqjNKXd7SnYCawEIgIctQaYifaYKGjJK1mCkWY4KlJdnOp9P5VoUpZoq8L+3IelNi71E/0NHPIii6ZThPXH86Tnna9ix4oCK0k8ODOLU5YUOb5KkSPR9tKWuBMw32jS7nSUxmWIOShxYir4VB8PhgQ0sA6xlO8OWEYWkMYzpEmHSNKqYOI6PrVyhdFqTaVzYX6WLTfdQDC7l89e+FGcqMvqiVEKimeZyuIpdpry3RxwCpzk+wfHYlgJsEwjIQwaKtzAdnyCMGV6Zp6pmQaxRMFL5WbLIUoSFSsl0d62I+afOJ0hyqAdJqw94iiOPuY4lq1chaH2AcaEYayi4WvlErfdfCM333AtjaldmEmgtMORcoF60afqOgo8QS+kG0bKf+SXSsoB3gm6KkpetDlJgaM0KznTAbDANQtkae6fEhipM9fHFLRkC9DARByYg+p98dNZHttDm0c/7klKc1q/YQNnnHmWgqdA6Pobb1Svlu2qAFvX83EcV7VRTgFWL1I7Jw/xLNK3X5jD2ul+aCfDPZmEM1ObscxEaVayEhX1IjqtDt1Wm0RSsbiOerhXjY3woQvew/ZNN1MveKrEvDzQTrGiQgKU5tDXrhb7smq1mjIJZaleTEKBljjkRWtKo4DRkkka9zAQk8+jFyY0O7L/z6FYqixsrfE9V5ljkr1BwiqKcr9ikRY2xz36VI7cuJE4yWh2OsppLhpWmiTY4nsyYPvtt3LNlT+jO7uX9cvHmaiVCIOAoCdqpaO25kgclu15uF6BbhgyN99QME5FuxJgpbGCl/ycB86aOE4ZYbLsaVSroXLGkfpd9juKM36gXanV10G4AxkhNsVla/jT91xAoVDkuutvYMuWLZQqFc5+zOPyhZA4UT45MY9lIaFYKqsVVhVyKtqX1rAO7QN0wN21hvWgivvAL8sDF/OHb/+8AnneJ4m3svJddJn8H+8Hjy5Evyt3ulrhkodVKt10u13a7bZ6lb/JKqH83mg01KscCyuFRZ+4M0ev3WJ+Zo6pPdNMT88wNzevNI4wDpWTvVzy8MyMyXqZrNOmLj61bgcKJU74nWdApUalXMRxxZ+TKPMxSsSEy4Mry4UCSbvJ9NbNxHN7KRkRbtShEyTsDGxu2yFpl+eUH0wCSNu9iEKpqlYMxyYn1crd2NgYlVpVAVD8cnNzszTbXUy/oBz2sndR4DwyMkJtpK5+F7DU6vWFEAQxFReHfcj3BXGa+8wO2I24zy81yBm/OMI9l7syuxdtxn5Ip9KQfLkG1mE+0GK63d0R9wQqEh+Un4PVwIGWJXA6cPVw4JQXTcnOYrXxOYtTElm+7wR02m06Eo4QBbTbDW656Tpuuf7XbL/lRipGyspKmVHPZcdcg+Oe/hyySpVyycf3ZYk/JckEWhK0aWCZNutWreKY9WsJpvdwyVe/RGvnHZSykNlOxPev38mGE8/gkccdrwAl2RrGJpZTH59UW3PE4S2brCX7g2iKyveWpcrclFitTiJVc3IZifZ04CGa5IGLEYsXJeQ++lg6EtDAOszH6mAP4X5NTjOshcDKHFqDh1euFc1qsEoor3IMYraSOMSxJdrbwDEllCJ3YItpGSexCmUwzATHzGjP7uZnl36Pb3/5i5jtFo9YsQKnXOXMF/webYlKDztEUU/ty/MLPuVajWK5zFFHblQVbirLJqDT5D8+/CG6e7ZRzEK2TTU4+bxXcMSjz2b52nWEvZC5RhvDdsB2CXqRSmcjIQSitalgUUOSnlo5vCybVhAqH9KBUfwH7iy4q/cX+/gO86mgm6f3Eh7+c+CegOX0AxcH8VfyAIrWIKf8XChIhs88Dmvxoe5rpDiOma+8yT6YVLZT9x34EvNkwczsHtatWoaThTT37OCCd7yN7t49uFHI6IpVnPbM59KzHSwzw3MtqrUyE5OTLF+9muLYGHgFmJ/Pc7yHXb768Y8Qzcj1bWZDgxf/6V/TdKt5QKZlE2cGoZiThq00K/EjLcRRiQGmdufkSQ+lC7Yt/ROtq5954YDXQZ/vSY6H/0zQLVTzWDvdl/hE6O8nWWzmHAgmtb+uf8p7C+ajBF16EiQak0pWBHEiq9CKPFBTgGWastE6xIg6jBdc/u5972X3pluh3WT9kUdz9NmPxx8dY9nkGBPjIwpYTsEHvwCOQ29mTqWYQVbr4h4//Mwn2H7jtaTNGVZsPIEnv/Fd3N6MVZhAuVpXK6OyR1Liv0SDkjxaC+0R9SqT1UJZgZRYrAzfLalqO4PYsoH5O9CcJLr/TqBe4kM+zM3XwDrMR/9AzejA5or5puox9DWoxf6agfl34N8G2pisfwVpqFbSXMtRG6AlC6fcU2loWUS5XGBmaieT9RKFLOYrn76I73/tP1hZq3DmY8/hzKc9G7dWo14rY0qQq1Q5jcJ8o7CEK3R7jIyP59tr4h43fOtrXP3jHypgnfKkp7HqyS9m2iznG78lDEOWFsQnJedgO41aAR3EX4lZ2M9eIZ8NpcX55uh9ew737auUaH2tZR3mk/xeNE8D614I63D8aO6E7mcnOMjWHFkpWxx/JX1Y0LjIaEeB0mRcK/dhmRJTlGXKhyUrfuWyz45tm1k2UqJiwk++8y2+8plPM+a7PPbxT+QJz30+mYQiuBa2Jcv/ElBpgWQ8cCVy38qr4rRbClibr/wpv/jBdzHacxz3mCex4twX0yyMqfAB2bsnwaMS7yT7CMXIy/uXa1WkcqYqllZYJuZrllh5PcO+030gi4EJKKEcBx6L/wloU/FwnNV33SYNrMN8vO7pgVrsZF/clYFWNTCRRGMa3GuwGVplL3Byp3bWNwlVKXjRVpRJmBHFAUnYoVawGfMd/uNzn+ZbF1/MeMHj/Je+lA0nn4pRKFAsuirvuyTFE59TalrKeW5V6kQzMyprg+yh2fHjy/jBN76K0Zln3Ymn8cjnv55ZO98OIw52gad4qGQPoPivJLpeNCpL2qrygMmZx2TJF9mmR1767ODHIA5u8O5BfXmH+RzQzdsnAQ2sIZ4NC2mZxRBMDbUnT21zWUgbnKoSYHHYxs0iSmbKh//3u5nZegcjrsMLzj+fdY8+mdST/ZA2richCBbY4vySHF1SRt4i7AZ4Uik6Cpj9xU/52uc/jR22qK46kqe86X1sD2QbkKvAKVH1kllBjD6/UCDodRcSGA4yreYJDPPYNUleqCPNh2cSa2ANz1gftKeq4oxoVeq8M7DExDOJMMIOBWLe9yfvwA46eHHEy175SpYddyyJwKoPLFviJAbAksSCErU+N0+hWFAO8/DW3/ClT16I3Wti1Zbz9De9jxmjjG07ObDU3kGV4EtV4VFxVIsyiy7OvJpXzZH8YXprzLBMYw2sJT7Sg2R096kb/SrKOawG4Np3p8wQMzLGtVK1ShjM7OV973wHq2o1tUr42jf+AdX164ldR2lXAi3bHWhYKksVZrVOd+8UvmxKljSms3v44j98WJmEoV3m3Ff9GYysUmENskgplXYkwkK2wkhYQx7YmRfdyFMa919li46qmjNIoXyfJKAvWmIS0MBaYgN2YHP3qwp2H/qitgBl4l4aaFmDLSd5nFaahVjEFO2Ma674MRd95O9ZPzFG2ch41etehzUxQeq5BwDLJjPzAqhWpUYg2Q8k06loXmGb//jI3xDN7aWTuZx83qtYtvHRCk4CKtmoFEaJyok1KL+R74LpQ0vltc/blmtYg4rY96Hz+pIlJwENrCU3ZPs3+P4Aqx9qqXiQ+7ByLWuxDwsjVj6syVqJz/7TR/nlDy9lsuhzzJo1PO+FLySpVUkcB080LE/SNku2T4tMOc8tlfEhDHq4KgI/gyTg+5/8ODNbbiMwPJad+mROOudpWI6rNCypTSgpZrxiWW2IVsn0Frq8r4LQoNSEaFk6H9USn8T3ovkaWPdCWIfjR+9fqXQpdZ8/7ovNwryfshcwxbIyep15FYf1l29/K8nsNIUk4mnnPI6zH/NYeoUCqeuqKHfXs7Ek9Yxtk5o5sKSyj6kSADoQ9iALuenb3+San/2IyPRJVhzNU17wUhUwqgpZOB6NVlfl1er0QhX9nvdxUNhrULdmX2XAw3FcdJsOjQQ0sA6NXB+Uu+arfPf9qwRWcgoOFgNrv1VCV3bUNCj+/9t03vyaV7CiVMCPQ17ynOew8ehjCFwfXFklzDWsAbCSPrDSzFR7HSUejE5bBZZGt9zAf/7bZwlwmPbGefFr34Tj+SQSAur4zLU6lOujtLqBSiCYa1FySOaEhZ+UKZtntdDHsEhAA2sJj/T9BZaKlxoAoO/H2pdERe6e4LoGWdQl7jR406tfqfxXJVL+1/kvZvWaNfRsF9lB7cvpSSyWrBKKhmUph/ggdYsn/isBlueoDKpf/vsP0wpTdlHiFW95B7Yva5AGll9kttmmMjJGs9NdlIK4X5twoWS8FJRVoV0aWEt4Dt/bpmtg3VuJHWafv38ljwZ5oMRvtU9zyYuTSu4t0XliHBLm9+7iz97+VtavWMa65ct45lOeTLFawaiUVKplUyo2e74q8yX7BiW1sVUpg6waWgbNuVk8w8Ct1mG+waWf+Sx3bNvN7tDkVW95O3a5SGI7zEs6ZtPCK1VUgjwJt1J+tb5vrW+sLmiWWsM6zCbkIW6OBtYhFvDhfXsBgdW3K/v2VR9WklhQStdbEtZgpEzt3Ma7/uQdjNcqnHXaqZx12ikUqiUiz8YvlihIHvo4o2i7asVPKrGmFiS+paLpVQGJIMCvjsDUDL/+3qVc9ctr2RNkvOat78ASYHke87IPUbYKFUpqtXBh9TLtLwYo39rCbhxtEh7eE+wBb50G1gMu0qV0w3sGlm0k2Fmiyoy9+51/jG8ZnP+C57HxiA24RZ+k4GK5LiXHwzMs7NRQuaoszyF1DAJDQhQclSMrmJ/HL1Vgdo6pm27ly1/5OrOxw6ve8jbscpms4NOU1DiSpcH1VPUdx7D3+df6iwGydXCfKZuDTB/DIQENrOEY57vo5QBYg4y/Yhbm5qBoWCaJqn8oW2q6c9P8yVvehEPKy3/vfI5YuwbTs3FGqrR7ASXHZ6xSU1kfpCSW6TmYBZdW1MV0LFzHwoxFY1LJ0Im2bOOjH/8UXafGK970R1jlEqbkiJdsoqb4wRxVesy33IUo/MXmoAbWcE5cDazhHPd+rwVY+wqB5nVmBhHlObCKrk3YblAwUt72xjeoRHzP+J0ncfwxR2NL3NVIlUTCFjAo+yVqUu3HkZU9yCyTQLKWSsKGbpu6FHVttVT5rLnrb+CfPvk5nLG1/P4b3kzme1Dw6UpKLtkobTu0mh0Kjq8gJ6ahCrWQijdqc3Xuc8tjx4Z6EIeq8xpYQzXcB3Y2d2YPIpvUu/0wB6VhZSm+FE/tNBkr+bznT/+Yqe1bOfbIDZx5ysnUx0dIix6jk5MkYUwYhIyPTVIsFemGPbUVx5GCFaS0GnNM1GukrSZmkvDrH/0P//XdHzJx5Mmc/+o3IFmrYscmkLxejotpO7RbHTzbW6Rhif8qD8UYaFiDYNehHsYh6rwG1hAN9p1xla/A5aZWXh1mX/S7xGYlWGmsKjbXPYuLPv6PXHHZpYyUCjzuzNM56piNxJ7DstWrCIOIKEqo1urMzM3R7nZ5xFGPwPEcMtGy4hDPAC+J2XH7bfzokkvYtHUP6x79eJ77stfQDHsEBkjBMcvzsR2PdruDZ0pl53xjtrQuNaXKzQBY+6Lzh3gYh6rrGlhDNdz7d1bpVn1zKt+X1w9ukCLK/bJiadCh7Jr4xHz3a1/hy5/9NAUz5TGnn8ZpZ5yGUy3jV6uqYES5WsMrFPnxT69QNRPPO+85xFGPLA6plwp0ZqepFDx++aPLuOz736OHz5FnPI1nv+RVzHRadNNEAWtQtLTTkpL24nTP463uDCz5u7kA3SEeyqHpugbW0Az1nTuaA6uvU6n0xDm0VDI9Ff2ekvY6jJZ87KjL97/xn3zxok9Q9x1KEl9Fxote9vu45TL1sXHq4xO0gh4Ty1coTU2qNs9P7cUzUauLe++4jZ/84BJuvPbXkERY5XFOePKLOOmcp6g4rKYk7etvaJbCpr2ulDo1+2lvcv/aQMNK+qS1NLCGagZrYA3VcB+oYUm0eA4spV0Z4mbPy75LmmRLUriEASMFVwHrsm99g89/4uPUfZuyY6nUxZ045ujjT+CYE09k5foNGJ7P6nXraTRbzE5PM16tsnfrHWy5+UZuv/E6tt9+C0mvzdhIBae+gpOf9XKOe8zvYBcLtMIesar0bOD7BaIgwuqbg5KTQTnczRSB1YLTPRWg6cCGYZnGGljDMtIH6afKc6DKffWDGYy8AIQgLN8QLXmwQiqOiRf3+Nml3+Ff/uHDjBQcipbUL0zYPTVFbXxCZWxoxQkjK1biFkt4kpfdNJnevh0j6JI057HiLtWCRb0sRVctuk6F05/3eo4+80mYvkcniklMUxVh9V2fuBdhSzZUFdOaB7YmhoQ9yJmD1kotDawhmsMaWEM02Hd2uguwZO+LAMskWQBWHowpGpaVxCqkwU96XP3Ty/nY//sBxoouvpFKRVZcryD5SJnqdOgaBs94/vO55LIfUa3WOOfMs/jshReqdMpluYcRUy3ajNYKVGsFksokxz/zlaw7+bFktkNPso1aFlGc4jkuaRhjKw0rTysjK4QDYMWW5KIBWwNrqGawBtZQDfdBTELyUu2iWYk5uDjlsABLAkXtKKBkxNz66yv58AV/yXjRw8siBazGfBunWKQNlJct40Mf/Ufe9d73Ua1UedNr38AFf/InWN0uXtTFjsWJHlGreoyMVYgrkzzqeW9gxfFnEpERi1bn5BWfBVhZdBfAslLivoZlJ1rDGqYprIE1TKN9QF/z1Hd5CuIcWHmGBVX6XZliqdpHaAYdKlbK9huv44N//sdMVny8LCbt9TAzS6WC2Rt0qa1exQUXXsgfv/WPGB+d4J1//he853V/wNTm2yglIavGq5R8KBYsLDdjazfjaX/4fxg56mQCKeYqBVxdj0AS/kkWiFi2BYmmlzvcFzQsBay8CIUG1nBNYA2s4Rrv/Xo72IKzT8MaAEtWAHNQ+Cak7QY1O2P6jlt57zvewvJqAScNodejPdemPDJGy4Czn/pUXvwHb+Btb3s7lXKNd739j/mvf/sSV3zvu2SNWdavGMUmpFg08Us2t8z1eM6ffJjKESfSCUOVqdTxfTqdLo7lYCTpArDEh6WAZSUKVrmGpYE1bNNXA2vYRnxRf/dpWAOnu+SvkiJaeWEHed8XJ3hrjrpr0Nh2O+/+ozeyslrATQMFrJJXpB1lzKQWr3jzWznu9NP5s3f9JWP1Ed79Z3/Gd778FX7w9f+kGLc5bsNK4s40jpNRrFe5abbH09/6QYrrjqXTk8h4KRXm5cCyHegDS2VtV5Wh+w53AVcfWJZeJRyqGayBNVTDfaAPaxA4OojFou94V8lllDPeMgzMJKSYRdjded76v85nsmBitKex04hKsUQ787i9bfPBf/gky9es5f3ve5/KofWON7+JxvQ073nHWzh6WYm62WXcT4niHpFTZhdlXvlXn2Teqaoir6pcfT/MQhWCXRTYurCT0OjveOxHMizOkzXEQzk0XdfAGpqhvnNHcyAMYpikCo1oMVI6Ky+flQeRotLLCLD8qMWfv+EVjDsJxbSFR0y322U6sDBXn8iff/AfVPGIN77+dWxYOcEF77+Axu49fOg9f0qpt5eVhYRxJ5SC00SFcfaadZ73zg/RcCoKVINTvvPACs1DPEy664utgk2bNum97kM8JfZpKP0S8/1o98X1/uw0ppBFlLOAD/3pWyglbSb8jLJrMDc/z652xvqznsULX/0WOmHCW978hxx31Dre9uY/xLEt/vnvPsTWX/+IjRMFxqyAgueRFiaY8cZ5+pveTdPWwBriKXivuq41rHslroffhxc0LImr6mfDWlygVHQsO01UHFbNjPjY+/+SaHob60YLVAs2nW6Xqcjm6Ce9gEc/6dkEKXzlK19m1USdk048lhXLlvONL32WH1z8L5y8boxRo0u1VCa0a3Srqzn3de/UwHr4TatD1iMNrEMm2qVy430mYd7iwZ5CWSk0sAxTmYRu1KVuxXz2Ix9i6/VXcuSyKrWiQ9Dr0TBLnPDMl3LUGU8idVxm5mdVvFXRdyj4Pr/44Xe5+B//ilPWjjFp9qgVyzSTAvbKozn7ZW+maZe1SbhUpstD3E4NrId4AB7qrx8UIRVMDYCVZ27Ic72L090lwwk7jNgJX/7EP3Dlpf/FUctrSsOKk5h5ijz+ZW9l1aPOpKMiuxLSpEOlXKDXDbjtmiv5zF+/m6NHPFZ7GfVimbnAZvL4szn1/NfScDSwHup5sFS+XwNrqYzUIWjnwMmu9CpVAj7XsPKNMFYe2JCk+KaBG3eZ8A2+/tl/4jtf/hxHrahT8Uwcy2Y283nh29+PMbmewLKZ7zTIsoCx0RpJnLD9pmv5lw/8BeNJkyPKDmPlKs3Q5ZFPeDbH/O5LaDglrWEdgvF9ON5SA+vhOKq/ZZ/2A5Ykl1HLL4MMpJZaQYzDiKJjKR/WeNHiO1+8iK9+5kI2rhqhbEPB9WibZV51wUfZGTsUJyeZbTdw7RTfd0jTjJ233MCn3v9nOLPbObpeYKJSp50UOOs5L2XicU/VwPotx0t/DDSwhngWqJIT/dAFCRfNa/xJ2tFcw1LaVpyofFYFI6ZuJ/zi+9/g3/75/3LUyjpS+rTs+szFHq9538eYMor0bEcVp4h6TSzboNsJ8OIO73n97/OoFTXG0w4l26cReZz2rPNZ8YSn03CKWsMa4nl4b7qugXVvpPUw++w9AUvgZVu2yolVslKM7iw/v+QbXHzRRznl6LUUjYSK6zMfefzeO/+aaYqElo1T9EnjDp5rUyyWMLsN3vqS81hfMlhftijYHo3Y5+kv/wPc406lqYH1MJtZh647GliHTraH/Z3vCViiYbmuS2N6LxXXoGJF3HjV5Xznq59n1YjH7I4trJ1cQWBUeN6b3kvDrpHYrirrFfdaOLZJHKfQmec9b3wZ68oWJ64ZV1rb9rmYp7zktUyc/nhadkFrWIf9bDk8GqiBdXiMw0PSioMCa6GKTm4SmpZFFvdULqukPcXX/+2TXHvFDzluwzKVyG96527sygqe/bq/wBhZg1Moq2uC1iy2RLTHKbM7NnPR376X9TWbtXWPOI7Z1YKTzn02x5z7bDqWBtZDMgGW4JdqYC3BQXugmnwgsPLMnvuc7qqcaibJ9Eyizhxu1uGrn7uQuR2bqDghoyWPSFLB1FdxxnNeizO6Fq9QwbEskm4Lz7ZwHI8ff/9bfPuLn2B13aLuhKqyTsusYI2v42kveT0909ca1gM1qA/z+2hgPcwH+O66d3fAGmRsEGAZRkqvPcMRq8fYeevVFIwOW27+NY2Z3Zxw/PFE7iiVI89mPi4Q9lLMNMPodSh5Pq1Wh7A1zajToWp2uO7KH2I4DmtPOJPJI09iRwMiQwNriKfhveq6Bta9EtfD68OLwxpU/vbBKqGKdu9vfjYNCr5DFrfxjACfFpWKDUkDKl4/+XsVjJXsbKbMz7ZJg1ABq1YsSQ5R2nO7WVM38MckKd8cVCtgV8l6Ltt2ByRoYD28Ztah640G1qGT7WF/57x4ap64ZZA3XUzCPHA0fy9JYqVhWUS05nbxyEesxPEEdQF4FsQ9MEvE1hh7GwmdZqAyhZpRSL1cphdGlFyTyqgL0bxkA4RSCeyiJFVmy+YZUjxtEh72s+XwaKAG1uExDg9JK/YBK69Ks68GdF7mS9UmFMd52FX7AqUg6rKJEUmkDOUCZDFEAfgFpndMSfZ3LNNmZnqaWrlMmiQsW7GCG669mmNPfTRIHvheB3wfZPXQLLB7qkOc2soRL2eS5Dnm5ZAUM5aVZz/Vh5aAmhM6vczwToQcWGYugD6gFvQrtVUnw5FyXkmM69iYRka5VMzhJtqXlJ/3beYb81TKZbZs2cLo2BidTkeBxvM8FRYxMzPDqkc8gu7sLIVqlXkpDbZ8OU6FFaoAAASBSURBVFM79pBaZaLMWoBVmuZ7GlUCv35Q6/COkO75gRLQwBriOfHbAMvIEmwzT5dcKhYQhtiWSdDpEichY+OjXHf9tZx4xhn8+qc/ZdWqVQh0wjCkVCopWBUKBYrFItu3b2fjxo1ceeWVnHrqqVz1q2tZv/FE4tRU18i5X8ZRqUbdB9gQD5Pu+iIJaGAN8XQY+KoUhe5Cw4rDANuyiMUnVauSxBGlUpFOu6V8X+OT41x99a856YwzuPbKKxkZGVHQiaIIx3HUz5VKBdM0FbCOPeEErrziCo499lg23b6V+sQqkkyqSOcZRxdrV0qLW2QiDvFQ6a4P3ATaJBzmuTAwAPs+o33u9n72hgX3O912W4EqCntUK2V6vUBBqFgusnvPHiYmJpidne1bl5mClUDLtm31N9/3lba1YcMGZTrK+45boJf0i14cBFa5paoT4g7zDNUmoR79/SSQu9rzlUKl3RwArWKxQBLHdDtt5buSVUPxZ4mDXK6RSjeGaRKFIcVSibDXw7Jt5b8SYLVbLdqdDrVqlXa7zcjoqPrs1PQ0K1etoRtKLvncj7bYb6X9V3qiHkwC2iQc8nkxWBscwCoXR1+zkrqEnqvAQ5Yqs1DBKoqU5tOLIgzZ7Ozl221Ea5JDHO29Xk9pVXKtvCc/izNe/FpyrfxcqVRptrpgmAsOdg2qIZ+Q99B9Dawhnx/7Mo7ub3oNNC3RhsRvJU5zeRU/lmhKYg62O128YpE4SZVjfX5+XmlWcu7atYuxsTHlfJf3BFKNRoOyxGZJPcNSiWazheN6Sq872KqgNgeHfHIepPsaWHpOHFQCAqxc09oX8nCwD0rh1cVa2r0X5yCn/L2/Ul8xfBLQwBq+Mf+tepwDa3DsA9d+Fxv7PF6/1U31h7QE7qcENLDupwCH4/K71qHun3Y1HNLTvXzgJKCB9cDJUt9JS0BL4BBLQAPrEAv4cL/9/qbfgtfqTs2+K01KPFj7WY/3psMSr3pvPq8/O/QS0MAa8ikwcK7nYsh9UgceB2yLXnhbPilhn/eZOhpYQz777n33NbDuvcweVlfcE7D2Aayviy3ekJxJyGe+Sfq+HtoHdl8lN5zXaWAN57gv0pL2h82BANn/9/2hlaek0cAa8in0oHZfA+tBFfdS/7L9dalB/qyl3ivd/qUjAQ2spTNWuqVaAkMvAQ2soZ8CWgBaAktHAhpYS2esdEu1BIZeAhpYQz8FtAC0BJaOBDSwls5Y6ZZqCQy9BDSwhn4KaAFoCSwdCWhgLZ2x0i3VEhh6CWhgDf0U0ALQElg6EtDAWjpjpVuqJTD0EtDAGvopoAWgJbB0JKCBtXTGSrdUS2DoJaCBNfRTQAtAS2DpSEADa+mMlW6plsDQS0ADa+ingBaAlsDSkYAG1tIZK91SLYGhl4AG1tBPAS0ALYGlIwENrKUzVrqlWgJDLwENrKGfAloAWgJLRwIaWEtnrHRLtQSGXgIaWEM/BbQAtASWjgQ0sJbOWOmWagkMvQQ0sIZ+CmgBaAksHQloYC2dsdIt1RIYegn8f47sQvmI54C1AAAAAElFTkSuQmCC" 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" mediaID="monkeask_endings_cst_bad ending"/><costume name="good ending" center-x="239" center-y="180" 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" 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