<snapdata remixID="9158754"><project name="Reverse Guess My Number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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MfvaJxBsN/8PaYRqdp1Nri6Wyvjmg3h4Tc9qWyIgV7Epnc6bNeY0Z8vv9AMWSAqJLyURAar0FpCDaJpUQgaRAKkJoOU5RvF6vXMJMaO+kA1ARS93HJC8FzqFr6l4oL5JTKnBbi4mUDPyHZ0otLfjOGxepqQl2AUN+1mTbfiuXy+3hjfYWit13tKoYEyIs6G2CSS7kayEOZQUsQ5+ffeoZVzammQd5fK3ENkkmehqprzW6fB4Vmco65niKTPBOojDn0CLR5SsRJ9BL80weeEa8EJ1oBOmwo0HJ9nofkhEcaa41cCFwTyECmBnykwtOsmfE2DOaCoFTPWgUc5RzyIx5jMxJ3I4I2jCLZTfaLeZNbK71yWduk0gLVIwFz4tgrYRYjtF/Anu0D+c66bpXLqxp+ls3S06NBwL+rlQ+F8kkbZMctNRQ4W/lYJY6XwKU3+deeFF6oZR6xwvih0bw+/x6evqf7HYTKm5tEvPMuJyPNgWcYj4FzjNnEtSiuNNpM5crnCwU7Fh5/aU2Z94jDNhwtQhHDVmhxCnzys35SkBZjkoKMt/BYBuCmFqYk+acufwXBa5iND0+F4jlT1xTCYXUDsRSmRFSRGJS1oZQ3dshw0MDMjYxZnk9XlunjkAJ5vO5BbizvHWv/Openw4rUoNTji4HKn/n/D5HHLNhXu1H0DyrWo73pTj8ifeaSHPqDQWU3YXcxeRpGSEKffa0thPtQsHMAmiFfxjyZWUW/8hSS42u8jMpvhg/pRfFG/DagFjPX5YpO6enasqLVvyZoDIqQ4P3XaV8ASxTRisFlKdMQP7nbFgdAIpcuBAReIJJRcaUc6xEsc6MSQJKttPOYcrBPXVld3GhBsqOEdQqJxuTiIZOKdfLGuddDVEi0NrxAKjDUIMv9MlQvc84kMtYCSRszFOM8yqo4OtNAeoUFkENWR6dEEGLgvZwiajZyaGUoW+OiPwI6TwBx9jfvXT2Sen0it7RVPWTA4/izSFbJ2pgNmaWyJ00mWjeYZ2UdXJQBqcA6PA6AsrGvT6fH/ZfHtnBZUbnbLeq5YMtJ/pduwiRKZ0Ep6NjuCQoIrk2LUN7640DPhtZe5Cl631VXoSRaEYgxWFRGb/efbg+9WNFw+sDBbm10SvtiIZh2FtvjIv900ti1UB+nuqvLOJVSee8sAcZvOjBCw7lyol2JPLw5xn6Kz9/sZIKdXq9Poyc/IxHtljJ+cdtnGPLjy/4rGP9knhkq+qsy1lWESFnuK3rzp3ze0NfHTFvbRRSxC/6gqPgoCzWchr6nd+XKr/635TDOuHhoY2F+1Hqw7y6kx7DmEa/BpgYF0MMA7+/a0Rro9YDUOnZLEcMlPh8CC/RMIe1nclgmvQ6ks8fwC0lxyEOt4g1zz4oJJTmczkwA6ZHlWcon88eQDfIjXQzbzxXzsOAutIuFoqrkquMRBWYw30dieIEHVlRjY7NthEyg1L3+70HACozSjYUqTZT4h/aG0xsiSK1WA9/Pen4jqG9yNB7Rzm3joWH70K/AVA97EvvC5WZOWbDWkkgBKjjFTj2rg5ztL8gzXp1//mx0GTfpFPH3CYuWjg/xMnE8qCNwtD3Ljk0F2xhmYPkUA5pDnfNrdDiS8Qi6E7ugbGC/Or5IcJlGrqBPxNU9cRdZuxAvd0DcRZGKFTSyG4+clnJa7D9Cvmc1CHDzIuINGKsGbuQx2p3Muf1IXA/VibbwncPEgQQdF4qOAIwBZPdG5uQ/y7h2nCw5+E2TNIhJkEXj24dc5pGMEGXQSinFmu0MVFy7Ydv2ve/NVX4ERT03iW4ad2uGMAn0G4rGmAQaMOSN4xMkjDSYjiVTHeOk2WcyqXPjDRuRHWM0kYC5ltTmUu4Eti1nl4M1aUCx+t1wWuePl6vjpXXa3AbIWA5e+dLQpbAMuhLJc/Z0CtTDhIbtYOQBrfsh9Ydgji8YUTxgBtJKwU929i0ZECFaFMccD4P+OGCoiUYh7xe/34Y2zfKlIEzoAZhv9L7e9ft0OVu6ZKgMlxGtsCqY1UfVAfxidpXE5eJQ8HsDwQCQ+Si9STUr2YAJafiNm9sWhRU9pxTDrBYnYGEGuhbeGUIONa7H0XX7WLBoeRS2qVsoypoUVD5AxMfsBDCwpJCcOnCUSxyLGRsJ7lpPa4YQRsLXLpo++vR5lrrLAvpvl0V0cFOOARUvvemsq9OLJtkQC4qeTnXG1xKoKrhUqK4KKcSGZpYnNNZASlw60Fwq4WhuoLiqyoCw074qhpaEFTKU07fcl78gTbHuKvNjOPQUmjxlEGfL2B7kSxxHYHV9aJucmvV0ILDn72nncokMqx9Mn922T6BQ8gcXZIwLeMoL5wFD7LMSsSIFvP45xPDe3Ax5h/Gd5adLZ/ECNiFA/DtqocWuirdez38cW0OXFcukL1vX6j5xTMry+Ao51TEOzFDMNfkymBnFxMZf098zCutLQjSwLkoSY3e3qy8csyQAcx80vlAqnj1oDnT00VB5e9MMWQGNDa5cibSznF8W45beRqIJy5MbuKakiYkrH3pD7C9w86iWDN8yI2zrBQWpyFA9uzPRL70FQknk/6LjpNaUxLuwj1Zv6MLytTy5igGuEC2s1masciL2c2Ly1bmJM4CymKlV3mN7mfGGpjAlwWABDGLbL0cklQCyHzeipDJox9EAht21UFEjPJ82X6+s4V378iSnMpuERYCMI6Zk95E4QK+8iJnYwX4XKKEKmTdoKAe7jyTHIt3jzsFM/sdR22UxMoRzaV8d09EaRRnumsGx1gDiG0tzvq6yMb6syyo7C4vmKLAwRpD+P946cx+/jRLZscTcXvqDJbnIhyQhTebxV2YQUUXIlIkjnHUhFi/BLGTAWUri7ENIscbWIOpqklAaekpMB6tLloRqAQU++Eld9ca7adH3vb/S5dq7jgUsxuiXbLnd03Bij5n/KKoiStQ7kAnD5a7dBTvUDhMBp1RPEXMM/mBYAAxxoLBDGxMJoKjg9483GNbnnsxJANjBDS7yG0stb7x3pHVDUYxkKU8h63mdpT5SbjohdK3ldl2V8wW+6Rs3h2TAMKdNhbTt8CrbLnDHfY5cG2oHkD3YWFoUozNu8UoKCzreUu++lSvRELITy0AbLAqJ/T8gSCmbTzy4+cgaJ2C+MIYGTUA9zps8TP3qtbvm3qwQ8LeQrDn/S3Y9g3I0uifM2rZNg5gI4OE1zFb//wXo3PkabDzkwPSemdcQg3gRo5XAECZimWQnG4WH2xWcuyp77pce+CzeorZTk1KZnQazu0p7KiwA1oL5575vsitH8eEyQ4xznxLAmMwj9//LxPpOrNVnvnzOe2uHyRrr9k4elos5Pp3AlDuBzoH0PLqXTtyjixVoTs+1yx7PowlvSVAeUcgOw0AyhM8UOUUlr0vgdPOYeHUVnwH2wN8FcD+mLVQ756cqHpsQ9bQou+DqkVd0bh443tEhZsE+/s51QQoMaP2cL5zzBrMFRUV8qKglgOsP3c8YTp25gRAc7Sc1OYUOJSUnoCmuQK9jRjLwEmRk09BKLfAVrobGg8yl3K2mJdgvl+Ck6cgRzN45bDAtyBBT0pCalI8O+8W594/xOz+qAERs5yb7La7Qf5qRfXb90pkIOko7hNKj7I8v5P9JPLMQN6E32ZpWwc0TCZOkHBf3CGPpZEy2QfO/Dn2d7/qFuX6/Vt/DYAecrkWYLo18ixws4K5hYQnCWCSdMd9aAjmAOskx4NTpeVg2B7B6uDo3ji4vSpEgAb19JCoiCGRPZtdHLTb6H7Uf4klN0EoEt0SPfvlafXxv5p2nAIiSDM/2LTekd+w434XFLI+bdTaZo27FLSN5NbALBMTDcZvA4gANQzZu+MBF1BmqvBcEhdnQrlJGuUpQqqANKiXsEEBljcNxkclzs21GG4uyVfGVZkjz23k8rq0vqoZrQ80KTfpGum5F4ARAMZByEX4/FqWEBsboBFEyloe1GYVfmAZH5QY66AMhrZ30ccbORznOCNvJD0+b7uc/HuYEdVBmsXwABZrOml0Yj/7QSyBcUrLHnkJuFQdsZrKKQdWTWn4he3B7i5JT5maE5klxIL8Qw4jx3JpYB4vvhNQigj+RvC94EoNIo7XboHJhKFPp4BiQEeoWB9viiHG2CXbOvadQbcC/K0CKg1ohzvz+INGJ9xRRa+Gu0lw2NPE4r7MDyGuioWz8dlrCtTGYTrBCANHZYF13ysABTKC5pQeugCGQM7KW5Qb6BZ16QU4+Yh8e1GpB+CGIAL6EavJTEGehnEMnKuJ52LjE7ax93EYwNVDJVB1j0ewNvP5t2SwB8qbzg/BZUCFu+RgT3szXfTCcNSUgMcwrQGjQgGIymKsDlqd3122nSmKN+JD2Qol5PS+iN1e/yumFCAfzUaXkwk0uZTigSaXPgFv5H4dN8B7FRGuYg6plGMcQP78C3FTtUMM6NAo8+exKk7lHAMaR6+5cuC6gieBFoc6hq/Tst8FZaH4J2Ulfd347TgdoHc/7ToD5FKSD8rNgg185RhABAdrKwAcm5lEJOcSVhhXjTjVl0O2KidneNgagnn1WCqTtbBBlt7KiIthn+8l13ocjz94Das++j3KARJkJZDmTlSlv84cc3+Z+Ytj5ECaSq0HMUfz71AWx458RdTgG26ZMz9AfB/AhgE0pmT07+T88d4ItP5Clc5pYSN9mc+p2OykMQw5+lJ/KmmOprNyaTogx/oVUigdZP7BEfIiTgCmo56evVKtnHhkKUJpcjXlKTn01o8B0FOUmagMplb9DpH3wUX1wU6lgnNjsw7KMwuG4r1qaD6nyt6GBrV9W1tt6PYn1A97w/IypjdKmevcC/8Te7nTJDaMBePxtToCsJSdVEqxfeLc9dtwSdtdubnrYYgReB+0WQkob0CkyTLi93SijZXN6a6uM+tW+h2gnjt3Lnlbx97dn/rUr8snP/MbuuE6bM71K21KuJwce93LgTh2nKgFh0GmakXPoUyOWzGR1QGe9q7Iwbg7OiYA8UCZzPogKlRqzLYuH60qc4oQvANUHHOefPLJgfHx6cFGbMYVwjz1P91ry0fBUFyflAQD1WJDmfu3FWFqQSwwdQ1c5WQSOBNg4evyhELkRppgmisBKgHmuZTPNKsgApzX/kZhf5GqMqd47QuBCmwc9dzRI51f/e9/OeSDXbUZj7jhqmamVPK6p8Bkv7zK/aWZWg5TyZoQ1U9rC0Bpr4lVL0PaA4PHRK1P5RWEJ1ayHMipeYz4JMy0Koqjlq74nYoKv8COAsvpVJv9yhvsfmNUxe7jtpA4SNs1hyDANezgX8Qukl4WpclEkOhaauLpyxA5EtypaDa1QGwyoEJ5S7uUvw2fdZ2KZarZiD8Tp6VoKFQw9vdPO4PYRMbRzxZBaT+2OoljPxR6XTpPQstUALoCLOc0xvPI+5SnrnB2f2Y9tACwSY5bwD1cLX+XAxVq1xqK+o3OKWT/cfgTRO7l/sA2bOAPpqLH5WK5WkRnICKwpdjALGoEGvXZerSgheqiZUHl5Ry9bA1id7Ewn33HTWVzQHIohcVkuG6Kg+tL6JKN5TFKBg3TrDpzilisCFSUC2PV0iBWrOgIFj3ON4bd9fVcU++m+awSXTK2FhtlphiroHxWhmVE27jrT9WZU7iCFYNqmUodxOOMZicGsX8zrYSZ50UBGNcDYp0rJwajGRqcJaAKUaBylm0d/SoBrUpaKac6o3g41mv90v/6iCSw61kS0/UYooh3krusYcgE+OmuobkCIHASnYUUwmED9P35fcZyAPdigyolj/+nqrNPSxdesoFK35d6VyqQ3luDaX08TSI8lVXnkTaJZ2BDjyTAVJwppd+ulc5S1ZT9RrtUT7FQFswQzSlfEBoRjkGV0mpAdfiI9q/DHgclPBGxA7BRHQJDEKK73MBzyYBfCSDzZSrP4U1Kj8Fue2+AWgZTNIK5K+0hzA55Mpu2NcuKreYjAWbSBb2orm+BUxEDr1JaqUydc3lRJqiVjVj9ZTXDfk5t5V8ooFExXdcqdE9LV1IRqLjkt4kcRloLl7o1uH854eetqUpPqnQZq5GppXPmvjPuSaLvv1aiKVHIYLohX3WB6fJLXwMSAIAiIDXu1leab6qUYw0GUsCl41igHahF2Kq6AtPXB1Q97IFqSZbSziyJgvIWVvqZE34ZKKfhM4Op0b4BnDZHaq+0mo1Qbg2cOtP9EpCr5lBwujb48c4cAA77K68OGtglEjXjYPXS2kGt6NqBGWGjTUvPCuA6w2eUkS50WpePVaW/Xw7D2hVVeW0r/cxgNhOEh96EPYogwtQVR50/PGgN91atv19+6e8Op5JDOeQ370R0P4kHlj6pVHLoDnSsqod9CdjrxKmrxIIRLU6b1CFegC3uJJ0aRDiGyummoLVzKhUUlRWH9FL6mmUYLCHxnemXKbikeNw2vtGEWuWd0TVtyD9rBBU4kOtoCjEuqi2BhZBFuZIdyjLMYc1hSrv72wiejIYxb1r1yqn87lYOKsEkxzHBF9PJqr97RptjWJdTiYuTwE1nQgPULG4CY6mJYTwz2Sag4fJTqv3z2mQqFQ7T0dvuA8PCXaUjMP820ahPYxr6/E+QhdHq5kyd+juIC0Sk8NwQI4h9rm7A7rs38kbNh2CVbWOoc3qZtmYQeVB8L3cCyMmMjzJ3tW4L8qc6oI663HMgTFVTu21h7guNLiQzVtmXjVN8baASQL5oHhFADWgZPhQRzPffvEvklo8iYxqAnvux6PzT9Lg4CaQTVmFaz3K3b22gEkhSBqpG50JBXr5DieMYU9gpArC8x+n4OCRooysGyrlaV3Rz/FmbTCUnkrh0h1T67n57+y/noThzuvsh4Iqpl8svIU0yBnHhxaRMjnfipqI1gEoOnOFUPfRnAF4MHj/AhJhQfS9j8W8vFFzEkenBIaRqL3PiYhVu3OOVDf8GjHGlIrN2KZXVsroGshb+vkP52wqPtKbWMhoaqzIDZbnbWRmo2D8fMnLQmbqGLDWYRnQ59SqSJUYyzS2Kh5YDrhVg22FrZOSm0/wEvDJQYSQpI3xQTfZRBrg3jinny45kloXZlUs4iEydk8aOm8rod4HQV1j6uLr3fD6V9GXGPo+kh7AYfuVcfQ1LzZshK4FTaTZgfpX0rmjLWmOWffnoA8WRi5yLuumoUk4lEMoojh+U3hcsLoxQ8zNNFoOKwGJbKiM5gTU+G3P388W6vtLjawHVoTek+HREjmouSy+JgsVap11KD6smpCS+by+KIZh689FaQHXRoG9PIgcuSwCVyopRqvq2pNnYGOeZy55WZQXWAqoyG9vizs6HDL1Ql9MiwGxp4tCHFYAb4ISipj09Bb/15hMBawC10bQLqS5s4WHqRWU6MW1ZVF0lBjGgNm1V2MwmLg0VWyBL37938dc1gDqCzf/tOIYz2A/VUFYuz6ooMzPaKV8dJyGIq7yL178uTVcOajTqIB81oYdzEVF/Zuwxw2SlpOMENx2e+uorB3V0NKG23kVgscHKVWxdebu7CYJeGrlSZMm10ZUWrppylYKqTLMx7vhCeMxZjbvmidEnHWBZKfehHGOtC+wbWDXoLdLRSkE1bWukC9t8mDrbrxSlmhGXi7TlHmYZml8Uwavi6iVr3VA/Vgbq7kcNZ9e92OYMD5S2kEpO8mOuirQco1JBMbaKXX7UnkdZGtOqNxdVBuqFZ6eN9oemtTxlhknJoNfYkAWXIdq0NbXi7H646nZHW+bK9M8VgWp2PBh3bOxWTeL8vdb8+EwuLJlM/G1RwqnM+EuNmtgd7aZzAFYLKjb56ojb02NdiJ+agsk76TmCqRF4m0yW0MHqhZAE2ATcTT13Y6+Uw3ZRYSMauqqr7cdCjWyYY6udTnHy9bd2eTbvhNEPkJgQwelnLzQ/OY+7TSxE/I0vClxMADrYx0phWytaC3hSEDIrhK+bhlbDISq6777m3LaH45kQJu3e/AfEmBC450YzdFEZWHlHUAXuKDkSe6g6BH70ouRPPCWZc89J4dopJFe0cC8VA08KYsRqJbZDVQC/Gk516nP9x8PWcScxNa4sTEurLQexc09U1NhFcQhuHUDiEKfiIpiYj8pjLXv+4svIRT2nN0WoqWuQ+pZ2mR7qw46g27Crb8T05LKMrXK+6qYIBa7Ur1Tbt+9r/tSnPv3lP/rsR1V6+LIcz2G3nra7xbvtoDhcUDb4Onbs3a5NKz4wQYE7szYeqzx4QcyzT8sm67IEjKI8dv+98luP3S+FkR7p+fHXxB7usQJmqDOfz0OW3By0Uk4NT04OXrj7zntl27adMpDHlElDI2ZGcHoCMyLcxGvHBxAn3YRV1Xj6LrZGLkwNiHe6T+7Zaspj/+YPpX3PfmzFhI0XImGp37RJWmLNsj3eJCe6TzlX+q9OYxk6BO7NQSsF1Zmenph+8YWfBKemk6prECBubhTv5AVxupFsdhuyTqIUi47kp0elePx74hk/KZ/99U/L7/zW57F0tQGbpxclyNXCkJwZPClhy7Z2+aMv/YW89trL4d///X9xESe343VTDP+Vgmr5/XLfX/+fr3X5ff83nKjdjc15duIZoJCT2NlXYePYHGRn4cxhiSTOyCN375Y7Ox+TO+5+GKGBTXg2ipsXMDR8TaYmJhAltMHlhjS3bpW6ujoVDNbcVGbVikBtbGw0k8nkDxLJpElLqmbqVVHZCcjUBxCd6oQLj13WLvxcAj3PyCcf/5j8qz/4E/CsR5JWUtKZjNRhCyYxAvKtJ78tf/t3T2LHS+RUoaK2tl3y2U9/BsrKT5OKr5uCVmzGBINBwABEsbmXnjmFFeXc/RtSjL1P8q9+Uw5tN+Vf/94XZcv2vVD6AYCm8MSJGhkYeEueO/KMjIyMyeHDP5TxCTgMM0RzKxqN8unrSXBvOx9th5/KZSsDCjT76PvCvKgOWgmnIsxnxoq2jZ2oVJg71vLJEUzyzcAKELtOtoVy8m+/8Ceys+NuSSRdhvNhZ3AmoHz3O9+Ubz31NxoNA+fW1IBrNaEemF4jI8M4FsBuIuoEDsMm04QmzQiALrmwFp71d2AG9JkiG/dtJaCa2bzdBZFp4vneGNTcN4Vh1JBEUxckc+m83PeRj8jm1t14uIy75UcSwB579Xn533/9P6V/EA4CtJMHC4J9Ph8ihdgnhDIERE4lyACUI6YZr1q8HIyK8wCUK6lnQl9CgLsBdAnYcm5GsY1FKxr+tWZQb/TFHdS55Se34mjdslX+7Ct/KankqPz85ZcRCgjJ7/3uF7FMf1j++I+/ID0956CQsOsaQAwECBzQmgFzEQgIVEn7E9CFaDCdTm94K2E5TlXQUbE7o3aSDwLn5rRnYeen05SuHmlp24O/u+Xwiy9LFnHV5478vRw+cljOnTurAcGw1txIMbk0nro4b/BiYJYAppVQAr50bMO9LweqE7LtE+312D0aA/FDsKIebFNybUzkmUtD8stXjsqjH35cQqGQnHnzpByBIkqnU+L3+7CxItabXv9BmoQIiC+g0DYUsEuBqu5o8+99aJs0b8JE6XQGcRHo4TC29/RHfXLHVEpe+OG3ZGzkCjjzDTl9+pS+MJhHwscorwOgrN+EbC1XaBsKzFJnFpWpHO4FT/Dko+2yK4YJ0zRNKHIeXtxIkftVP3u+KD+7iGdJQW76sZUaH5BInbOM7Cy1XfE72mhJpVb2EMeKG1nDibQBF6TTeKBCsmA/9tTrMnykFwoKliI5lQE6fqY272jCVp8eyEs4TIwDaB0O5Hmn5r8WbGSFB0t1sTjadnJFh9xasgxWWMuNK8b+LkNmzB+wTx7aImYQwX0+mOZWRPvOjoo5kBR1CuZ6FuvSaG4tJUK5PQpf5QAt1vDMgNBlOTpKD8jhcZh2EkAfQqF03fj4xvTCVgCqvnTz3r3ulMdmfM0aofDh88757Q0S3lYncuwaJgFy+GFRvnfBJEDYzs7laBQnSPOJHdLgMVwA4ne6UzwI/Sd3wT3YGnGmv92dQcsbk5ZSVOU9tn6B2MnblErALrXv3+YInwzEfVSn8YBZ3wIPTuchPt1iCIbQFWSwc09r7BXoovV2hXM+obhsghwnkOTKXQ1uHXymyyGACq/OeBCPcsYWpPPd2jn1vFtfVgrqvP5FI/VBS0WRu0s5+v4tuH4A4DpGLqcREIKJ/Wsljx8z4OQ84gFXph3pm8J5qJHiYD5xqBPI3bhZfBY2OTvMmRoU5Iv7t05mxBwraLkKiDceVQjqKB4c69UPmOSDZCnneMXcpFZfPP7wHc9eAAC20zupkgXll9aIE9luZuWWTZgRQFneCPyfFQcaHn1g5ibpA5iOyVJm6C96OszEfGFbra+53y/7xnJCT4NnbRia6erq+nNot9SGit6pO7EomlxFa4BEoPRw13JTyQt9jrw64JH3hbJ1k3D5z41Kzy2N3tgTHQqWBALakJuu++qeX/6XKCVxw86OKYHzIfXYaJzfT48oPBW4KD0jdvJaSi8W3nBzWxVx6qOdD9p5f2EAj57XS3a8RABA1vIJNgQDu4Ln8KyQKFjqkc7WxDPf+4YOXZlm0/4P/NonTmbyvaZH5SAePPo5AhaMYN4QVDFLBp6dGnJ80oo4S2twBM8FTOuHVOTxANtpT8zyyksHpa+Pp2y4kOD/Bz8DjVOrEAsUAAAAAElFTkSuQmCC" id="14"/></item></list></costumes><sounds><list struct="atomic" id="15"></list></sounds><blocks></blocks><variables></variables><scripts><script x="34" y="61"><block s="receiveGo"></block><block s="doBroadcast"><l>start</l></block></script><script x="307" y="30"><block s="receiveMessage"><l>start</l></block><block s="doSetVar"><l>tries</l><l>0</l></block><block s="gotoXY"><l>15</l><l>10</l></block><block s="doDeleteFromList"><l><option>all</option></l><block var="range"/></block><block s="doAsk"><l>what would you like to be the highest number</l></block><block s="doSetVar"><l>range</l><block s="reportNewList"><list></list></block></block><block s="doSetVar"><l>low ROG</l><l>1</l></block><block s="doSetVar"><l>high ROG</l><block s="getLastAnswer"></block></block><block s="doAddToList"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="low ROG"/><block var="high ROG"/></block><l>2</l></block></block><block var="range"/></block><block s="doSayFor"><block s="reportListItem"><l>1</l><block var="range"/></block><l>2</l></block></script><script x="363" y="357"><block s="receiveMessage"><l>too small</l></block><block s="doSetVar"><l>low ROG</l><block s="reportListItem"><l><option>last</option></l><block var="range"/></block></block><block s="doAddToList"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="low ROG"/><block var="high ROG"/></block><l>2</l></block></block><block var="range"/></block><block s="doSayFor"><block s="reportListItem"><l><option>last</option></l><block var="range"/></block><l>2</l></block></script><script x="31" y="167"><block s="receiveMessage"><l>right</l></block><block s="doForEach"><l>item</l><block var="range"/><script><block s="doChangeVar"><l>tries</l><l>1</l></block></script></block><block s="doIf"><block s="reportGreaterThan"><block var="tries"/><l>7</l></block><script><block s="doSayFor"><l>That took some thinking...</l><l>3</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>start</l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportLessThan"><block var="tries"/><l>7</l></block><script><block s="doSayFor"><l>Too easy!</l><l>3</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>start</l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></block></script></block><block s="doIf"><block s="reportEquals"><block var="tries"/><l>7</l></block><script><block s="doSayFor"><l>It took me 7 tries, the lucky number...</l><l>4</l></block><block s="doAsk"><l>Want to play again?</l></block><block s="doIfElse"><block s="reportEquals"><block s="getLastAnswer"></block><l>yes</l></block><script><block s="doBroadcast"><l>start</l></block></script><script><block s="doSayFor"><l>Thanks for playing!</l><l>2</l></block></script></block></script></block></script><script x="448" y="522"><block s="receiveMessage"><l>too big</l></block><block s="doSetVar"><l>high ROG</l><block s="reportListItem"><l><option>last</option></l><block var="range"/></block></block><block s="doAddToList"><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block s="reportSum"><block var="low ROG"/><block var="high ROG"/></block><l>2</l></block></block><block var="range"/></block><block s="doSayFor"><block s="reportListItem"><l><option>last</option></l><block var="range"/></block><l>2</l></block></script></scripts></sprite><sprite name="Sprite(3)" idx="3" x="50" y="-140" heading="90" scale="0.9" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="209"><costumes><list id="210"><item><costume name="image" center-x="122.5" center-y="103" 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SGVZR6/Genp7LtVpNnuoKm/dXTpw4EbV0o+oQeW8xAx4Vi0yDN8ySR4WOq1+wb0zOa0FD30dgiisQtPnt3dflAv/uuDiBvwLX/pR4pQZT+YhhVnCWVQgbT6UArKzCjSefrA0jgYZhQ2yZK/xAxZa5hAAbYE5dZAn5Vp5F1ifeGDZUvm7jWcDUaYrxLJzPu/Ml4AHW+W1Y6Rp4gFW6eTq/cB5gnd+Gla6BB1ilm6fzC+cB1vltWOkaeIBVunk6v3CheTCa0V+2bFlj33jn183XYHwkoNalZe4hgAXlCUUYnzL6XCeKBHwXOVFasqL16Ea3uHl0dPT+ipbPF6uDJdDV1XX4/+CNJNYV+/6tAAAAAElFTkSuQmCC" id="241"/></item></list></costumes><sounds><list struct="atomic" id="242"></list></sounds><blocks></blocks><variables></variables><scripts><script x="145" y="197"><block s="receiveGo"></block><block s="gotoXY"><l>-75</l><l>-35</l></block></script><script x="397" y="212"><block s="receiveInteraction"><l><option>clicked</option></l></block><block s="doBroadcast"><l>too small</l></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="range"><list struct="atomic" id="256"></list></variable><variable name="low ROG"><l>43</l></variable><variable name="high ROG"><l>42</l></variable><variable name="tries"><l>0</l></variable></variables></project><media name="Reverse Guess My Number" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>