<snapdata remixID="13810046"><project name="Guessing Game" app="Snap! 10, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAAIABJREFUeF7tfXdgFGXe/2dTZ1M3lRQSAimEnhB6URRLBMF6erZXFO+8+9lfC553Z71TsaGIvzsVFNRTuFOsNBWp0iRmCYQkJCG9t03fkPbe95nMZnZ3ZnZ2syDCPv8kO/PM8zzzzGc+3/o8o+lZtbofv/bCdQJGLbuLfv8iaMZt+7Xf0Xkzfs35DUAORkSitS+KPfAKzXho+vzRcSraDABaLQ9updJpBOK0PyCy/9+2qrrOi2bg3ACg+JFGHwJiflZ8yAbjcNRpUtHuvdCqXkREBKqrq5GYmIj8/HykpaUhIyPD9JeOl5eVodNotDpHjaXgCQCNLpCpnAFJAGb2dmFPbxf6+/uh0WhMTTnjd5ibB9I9tAjWuKkcon3VbIngur7ZqHC7jYGnoqIC0dGDbCcGGp0/np2N4TExZkAkgDYbDPDmOISFhbFzAlhppNF9HyLM7Uf7Bn1O1eZEd+PD/q+uLkdEBP+/ZbEC4PdhAYifnGrXlLy69DKkBbTYvOY3K3egrpcXZ/ovvsY12gCb19hbwRYAj/Q+goTkK1izAQF8/wS0sePGmf4SELUcZ8ZyAsh0Oh04jmMsKWZHaoNY8VwFYLexD02NdaisNaCq9hQqK/vgH9APfz93+HppEKALA6cLZ/PZjybTY9Nw3eg3emJMHKk5RmUAHjK2IfCKS03MJzCerb+hqy+Hj+cgUyqBpvT2rab2R+/Yby++bNZXBiAHPV632Ya4AgEuPj6eHSLGJPYjoIkLgTVQp2OHdNUPgUORXX2cDZW3fHsUgeFBbCjBEZ6SQyIgEaDUFKorLqoA+HR1Ma677jp2XVdXF2bOnInPPvsMH3/8McLDw1FbW4vKyko88MAD+Otf/4oNGzawulEfLDIDoM//boeG80f789Osxlpw01emY2P2/gQPJ4tiZQAGQ4/nGXM5q7S0tJiYlJjz16oDNhh8UWc8aZoWKbDRsSZDB5prm9Da1ovWFp50YkaEQzPiYsRFJ6A/aQo7ZtDGoAlB8F8/FUE6H3UMuLKqGLMWXWkaRE9PD9566y34+/tj3759TNepr6/HJZdcgieffBIFBQVoaGjAyA3XmwHQ94lD6De2ouO1+VbPOfva/5iOpf101EzHdAYolAAo1v+c0ZdlGwd+/AZTuWdOR9Onvc3c4n4mOrenbIBfnH0qmNLgEtalIiSwXR0Aa7qMODltkt0iOGnjTapFsH7Rx6x9Yo704mqnT6wSAPO7FqEv8Dqm7zmjCLqj0FbuvmeR6P21M5o+420IAMxI16OHkzYYHBmUXQCkDlaXFSLhUmvmUup8woTxCA/jFVClcrKoCEVFRWhubsaFpTXQeXrZusTu80oAJANkWPQcM8tXqgNL61huENbi9w92j/dsuUAAYMHVx9EAD6cNiwAYGuiF5DhpG+GMu2EcdetMdvPCHA+xiS89R0oA/Mn4FMZOuMCks8nNsuCOUXoKlnX27t2LmdqHnPbgznRDQwVgCHokgTvji+nsVlQD0BE3jCOT5e/L4dM7J8HbQ9l69nBzx7w3DoL0UWLOlAN66+5EoTh2csY/JYe0v3MF5syZY3O4YmaTqyxmSRLFJ4pOYlHkszbbPlsr6PU18NZ5Qo0ITmSu9kHApQzclMSTwfQvkqBBkDoAOuqGseWmkTr/z6cfxAuj8lQ9j67HMlFTU8N0x883bsSfgvnQmWwZAgAt9TqpPizZj35nHD6ApVPWqrqfs7GSAEA1IpgA1w4gHwCB0RdAmQwD2gVAsRvm73//O5un1NRUbNq0iVnASUlJ2L17N7OKyR0jHKPzVMhipvo7d+7EvHnzkJmZyX7T3xtvvBGhoaF4/vnnERgYiHefexjLE+gW+OIeOxnw5NBbuM/q+XQ+ksF8cFQqMzJxubHvtAHQlvgVoiNiJ3Zn535kZHSdFwAUsx2J3ZgBfVGK/egh2QVAsRuG/IAUZjp48CAzHG699VZ89NFHiI2NZcciIyNNx+Li4rBmzRrs378fo0aNwrZt2zB//nzs2bMHs2fPZu0QEFesWIGnn36aXb9u+RN4KXEQgG5h8XCLmYSenzdagavtoUMoKSlhx7P3/IjbtYG/GACldD8tl3teAFAAnMB+Ahjl2M9uADrqhiFQEcAWL17M/HpqRPL6N/+G5SNzVEkj46M/Izc3l7Vb/v0O3BBunq1i1YiMCNbjn4pOaAIXxXrF8WFx21Ki13/SJLTq10J/pAFLUj5VdT9nYyVBBJem70IVFyk5REtdz/K3AFAxG9rFgNSrI24YRybUy8sLM2fMgIeHsslvaDYgI4PPbqGozJvjFKIYgjGiAoBSrhYl8SvEeoUoCtXtjwiFJmI4kPn+OQ9AS3Er6H4CG9LzkTJG7AagACZim7OtiF04imNTAUBLY6OwsBAGg0GWIcXgJCs5Iz8fASkDU34OAHD3zmMIi4uCHAPa0v2k2M9uEXy2Ac7h8agAoJQ4pf6k4sSWopl8ftqZMweHd44D0FL3U8t+LgBaIFisA0oBUEr/o3piYLLfAvMJ7Z/jALSl+znND+gw45xtF9rJgJYgE26H9EQh74+OUT1mdIiSdFnd8wiA9rCfiwFlGJB0uKysLFNUhIlUrdZK/IpFryTznQcMOBT2cwFQBoBii5aMj6qqKkycONEsRrzlq88QFjUCU6ZMYcxHiamGuDhprj+HGVAc9bD0+1nqhlKT47AVfLZJVbvGY0MEi0Wupfgl6//OWWHw8XFHR0cv6/bWT49DFxEiPwQbAPz3Rj3cPP0wZ2qU7NoIu+7PZuVgxXUYUpdLWcG2LF8l3U/o4/wCoEo/oBh0JH4pqiOk3d8xMxRvvZgMLecOUvX2HjRgzccVuHdvjUMArK2sQV/wJNO1EZzzcyDFA6O1Gw3g119U5+YhJWWYTbhSBXpJJkyONXPDiAFmyX62YsDnJwDprgmEKeskJ12wggXQ0eIiCjMKGTKPXJOKMSNaGeiEiM5V6WGYPDEAT71UKA9CBQY80wCktR2pF1xqN+AtASgGn6XhoUb0nr8ApDu3IYIJgKTzUYyaiuD7I/bTat3R5+aD9AdXoqC+EdlvPwwxCMfd/aoVuC8a360YCaGHGxQVjglxujMigquNEYwBd2/eiRuuFaCkTIRKALRliCi1/MuJYModFS8eE3JJLVfmEWNRGdhaQ5W8UKqkkgGJ9QiIAvuRYfLyXRciOnEi0h56BbETebFJOuFbcyPw/hvj8O3OBnzyebU1EyowIInED9YfRWCIL7RuI7FwYZjE6DtU3rb1skapC9evPYLrfjsBn2/Owg3XzpBcDml5nRiAwwZiwRTTFcCnNv1K3K6HsQNpW1PU5wOqnAW7qr2tP4Dpf1CXqi6ZbGpXbwOVVTCgGIDklmltbWU+v35dEA6fKMfUy2azxt5JT8SCud64Kp1fcvDkS4Uor+zCPXtEupwCANesPYKFv72cgaAxNx7ByXxamSOFs0iVN6IHhuoqq6Z0EXwyQXXuVgCRqvRAWwAUEgwEcSyXfiUFwC5Dt+wYTvvWHAIA3377bcU5v/vuu/lsZ8vsZkeelAIAhQXm9Ncsp89oRHNcDAJ1Idjx4Ue46LZbGfi621vw3uvmi5jueCAbI+emY+ELA7pm5vsoym/BNUmfWI12EIBAY270kABo71QMBYBi9lNKt1IaE+mKCV+MxS8KwP01ZdBetQiqAWjvLEvVVwHAzs5OJn4Fi9h3eAzaQ3lXyw8ffIjj7zyC0BBPvPxkEoS8DHEAhEB44/vbEZY4nkVCziUACulYatwsSo9LEMG/KAAruytQO3fhWQFAWhMiGB8U9yULmCIgvcmj4c7xW4Yc3/QJfnjhQbz8VBJCgz1BQBOycEgfJF1QKHRu+pMbMTXsxFkLwKpad1xx2QSbrzUx9ez0CLTM24Tj3FiT7uco+1GHZwUA29GJ/BkzzxoAEuuRwdHY1MTAp9frkbJkiRn4CGTEenc+mI1r3vwc0amz2PnVVyRhTFwf7r8rlv3u6OzFPY/n4t43X5QEILXx3jpeByRdrc8w5QyIYDJUeIuPRPBQAahG15ND91kBQBqcfkbKWQFA2hmhN+pRE/OhP5Ol0qfdxRtJq+YMOm2J9cwMDQD+/f14YcAiFiZdcFQvvP8JMx1wU244Pl91EME3X4m5V81GeOZ2eNcnICL5CPr7A6EZuZw1QetrxEXQS21RFhlOtE2csf0Y+t0OIqJrcHmDcO1QAEjGhnWLtkZlft4FQKv54rC/8wV2NC8vDymT+s0AKFQXjBD6TYbIqbYWzH/iDUy74kZkbdmAzc8/gPdEonjl6lLoj7Xh3Tf5WPHy5O3Iv2QUlt0Xh5dWlSBtTxWaoQGM7bg852lWJ23Ka/Y9TRW1a0q+R3/tN+g9VThkBlTRnc0qvzoAJuv14NS5upRvXmFZJoXdhH39iAFpLcfc2x82S7ESA5BYkUQy6Xt3vPc9IhLHW7EgDeb/PZ4LjaYfK18aga9T9uLLOdGm6yzDePrGk1gaRhxzekvGGk+HRbAzRnbWAZCWZcaNiEZ4dCxiIq3X9obv2YQoTxsLjtTMjAIAhe12yQoWVrPNW3o3WkpK0WpoQnNVJRpqatHkzq9VKd32PmaMqMLN10YwEKa/8hkOrnoCFyQ34uorzLcjofOXXBQIw58P4fAlo2UByBjQ3V3NnThchzZK8sy95hcFYKSxCrFbLzyDbhjL6MfA9JEOSKWsqhLle/ciq7GJrRH+YzhnG3AybSo+GRkA8tcEwz1tG+9+sdABpUQwHRNYkP4nkAlFbBELx4Tzl80LwU3X8KCVSmQ43QCkjZLac55TDUCKIY+cGG6ygh1GvujCMw9AoXML0DRxtDlDPwvNCX5BqmoV+RCuE1/vZADSDlnJs540AZBEcMqSR8zmm0QwxYCpTLvzURx672Uz94s9D2f1vyrg6duO6bctBDRT0RJzC3P5WAKQ9Lee+pUI969Db28YuDGD+yja059QVwBghl6DpUsGs3Hk2hIAWMO9hqJ51zjSpdU1AgDriitxwbzxkm2e9kiI0KuRA9o4Dv85moWZv7mBHaZllgsWLMC+/ftQkF/AWHG8ry9CfH0RGxmJ4J4euBu7oEW/fbqhAgPSBkUzZl/JANhtrEJ2brYsAJfeHM1iv+RukWI7NU+J1hYuffA43t3zokz1QbeJUKG/cDk8kk6oaV62Dku6PZACewEo1SBtTGmorkBZJb8ppbAhpVfYOESOn2DajNJyPfHpB6BVwgH/vQ5iuayqCvSFBMNrZCzSpsxgbhgKtwl/aS8VOp6Tl4sxo5NVTTaJ8Movv8LdKRRgVygKABRSsoS0/Ly8HzH7yjvQ1tYGY1UliktL0NVpZDogsaCjwBOPjsTw6r2820VVqV8H92G7VVWVq0T3l/+fENUArK7uwInck/COCEKgzr7t2YTteEnO1TefQmFzMI5Vt7Gh3TmtCc5hQA5oggZ1fr4orarCrtpatlvqlLRJskaF5eQQ41mWabNmShokBMytPxXDPzQKkybHIygkEWX6/fD5aYvDALTcIZVYkEAdc8UCs2EJVvD6JRchBCV4/D6ZVHyVECEL+c4nb0HqXHUbYzqDAWloZAWrZUClW6GcRsvNySOCPUwbkwubksvtH12UVSsbjZEUwQ2dBpxoaTWx2NhLpyJQN1LldNtXjSIRtFfMqPgUjLyI1z2OHMtD6dEfcWF0BObE+DFR7Gc0InfJEoxYuw5BRhuL5mUY0HKHVCEObLnMsmzLZhMoxQaIfXc2WJtGe6ciC5qLYaP+TfimDSUGwfe941Ut8ot7ZXXA7w5UojS3DlFRbogM90JUuA7hUeoyqM3ngkTh4CcZqqtbUcX2E+d30qcil5doBUDKXvGYkoLDGUewYPEiSXay90HQV4QOZJdAn5OD2AmzMWn8aDQ15MOQdQwnC/VISEyALoA2+eJLcUmFiV3pf9ILL4uIRMmS25G8du2gPihnoMgAkPS/mLhU094vwucYaG8/KoGRUfCPCEV5ZhbGpvOfcqDIhxAXtve+xfXJWZ1X3IOVW3hHtFKp1n+J6LShGSFs94Z3h0kCMKcwGBr3BghpW0pjoRAiidXq0jI0N7Qz/c8nOBhREZGIGhYIDs0Dl1NOo/1OXHMADjzQE6F++PDIEdYw+e0IBLRmIsVyQbbFyEmcncjJgaHJgOC4KYhJmcmAduRn3jMviFL6vzlzIwwt7cz4IDE+dtwkpn/t3rnL9JuME2qLDBWKXOw4Vo0/+Hdj5rAY5Seo4AcUr34TFqdnZOwB+gf3KqTPdZ3q9kWH0YjN76zAzZd1YvIE85CZLRBJnVerC/bWNMIr6lFHujBdQ0ZIzdYpqG7sMbFPu6EVmSVeSBg9Ykht80Az362WwoudLXWorK4ygVVg1oiIGPUfqqGR1es4fNlmMA2SACgGoy5Ih6JTfGavWD8rrOPfhinp/2PzBg++/UdWR2DZ7T9sZ2AjnbC2opQxMAGTQErHqc96zh+VJxsZiz7XXyj/wqlYmE59DwKQt4i9PNvR79ZqNvZV9z3uFEOEzWtjNx57Nl/BIua7bm//jc1thG1N8M+HNqB5zxITAP/1STkuvno+NBqBseRasAaXrb5snc/YXoGFC0nC2fhQjdCQJQCF4+4eHGgdLRWB4ej/NnfbG5SLB+nXW8sYUCgC2MRAF9gxaUo6Y1KxXrg4kkOoQYHu7QQg2wGhaguGuTXhREsfGqs80dzRjb2rX8bVV4SZsqFtTbSa87ZYsLtuP7iI1WqaUqxDfsCCXc+z73mQ/iWIXeGi0qJq1FX3wtvPiIjYGBErOh+AJ3MPY1bKRMlv6FkbIVwn6rkgMwaUulP3KerS7KWuFQAoAK/RoMGx6iaTfli043O0NJcz1iP24zwvRHTshZh7uwf2rOsxNXlEvwMrkiutu1AJQHqZhOWYxBiT3F8xtUWpVL+7r8hp7Cc0TCn9i++9QdYi7j7xJaqaX0PI2PAhsWDFj4uQufs7cwD6qtuPkcZaVtyL5jp+rQoBlHQ+bUCYCgY1fxx7v9uLqBgOs1KGS74wklawHAOKW1AC4OGtH7CqQZEjmcFhyZAEwPisr3GgoJCF5cgIWfw/SxD6zTfYklWGzrGhkoOlmO3657YzMAplifFfDgNQvEGR5Udm7rq3CM88Fo/YaA5fbKnFl1vrEBPN4dnH+M92mcq0XaivLEFouYzaMW0XcjP2Itn7faCjALkF7XhjTRVWfSu9oblB/xp0w3j9m0q1poZ9HowKfQ6M0rdspWzlHd4Hv64XGACpUEKqESNRVNiMstJsGJpq2EJ5AobcZ7mkHgD7ehL4z3mJDZPRqcnsUwxSRk1BXgnyMnNlLfHTAkBJ9AwcJPCRP++h7sEP2tGpwrtvR/zb6/DxiXJFAG589R2Ehd7JWvPWfgbPE/ey/6+PeW5wZZ1KBhQD0PIzCwRAocyZpsOdt0QzV4qZY3r8Gtwxn3eKL/3Lm5gTZrE7f/QduON6Pszn4x+It/423JTo6uOvxcotj1sp84b8L6Hzs96mWGlO6VxpeTFOedSiTeONExtn4IIF85C5e48JgPRPbnUN+3Ag+4Bg+xhoLBixsbob7UY35pqhVXzEfAQsKuTrE/v5LD/lZfm72dCDYwfqkZbSrxiPPv0A1Hdjx7FXmU+PdDfy55X6+SGpnveUC4UBcN06fJylHoDpyb8xXd/RfAqjivgQn611wcJFcgAk8NH6D/FiJNLdBEY0dRp9Bx65byUaqkrx/v464NA8c5z4JODF/1+HvMx9uG/5B5jMLUdOfjvWf16N0goj/vH51Wb1myuOIdAnHCVZj6HLUAFvXTQSEhKBYQrbgvx365CCHw+gtfU4UlNvQVPdYWzcdCnLwt65fhsCo9xMTmACoFCkAMiAZvFBQjnWi00OQ4CuXzFq8uNWfuUg+QJV+wHpAkdEMDGbl2cVKjZsQCRqcXXiHFkrldw8kgBUYEAygObefjvEDCgGII07Qj/wQFUyoFgHFBiQwDdnug4UBxYKgc/ymOlk6BWA9zCgQuYTDQEpgG4OULqKXUI6IKVxjU7wwX1/ysO7b6rbqqOgYD8SJo4E/AcdxZlb34O//1gkJIg2ywT++1WDqUibH+0QAAXQ2GJA8zeN/0UMWllmRF93G3RBw1CW74W0aWWK0RhFBqSH3tsjbW2SDlh4ZA9Q8C2uHRWHOI2H7QjFwKgzvXuR2mWeDyeIYMERbnmDZBVf/dD/mgFwhm6OSe8gZff6sAEjQiUAxX0QAIs3/x4/7Ky1Yj5nWsIEZkGMM4t4lcKeMxJPubYmHy2t9QgJ7EVQmPRHd/T6p1jqPzFgVJy7KRNFDQMyAqrRobLQ3GBprY/B7MWDBqAUAMXHSAR7G+vYIaVwoCQAKX1qY8/AjgUyPS2lz2apcXxLRCsYADWnzHZDUAPAi6+9Ht9/upXpgGQBL4zPQ7/ny9BqQ5iim3b7vRgeNQwt+h9QXZUFH7QjMS4KvjreiSzeIVX8NaTDq9+BV28gVqy9x2rV283XRODSecoi0NbDEM5/vrkWX22rcxiAJwo+BVfihtiQUQCzKqWNNWNnHgyaB9jWHBSzFVKh5ABIFm9TZS0zTJT0Plv3aSm+jQOL5k8fAGlEEiCkWPKnebmIHzcOKWFhVj47OQY8+pffoabBA94zZlgxLzFg6pWLkPHVDgbAitJdmOq/lIWFEkYPw6b1u3DVn55D6DB6KGJflhHoq0J3QRayO54y7QND4rdpx3bEDR/NmISWXP7uPn4LDipCYqm92TB03X13xVpFToRVdj4+gQgJ6mLWtGoGNHYgM+cTxPuOREBHMBtfdk8Bxk25XgYTRlQbf4tN67ch0QEGVNL7hkdwsh+tJtYTZ9IIADxx0o5YMN2RKgbsUfhwoMS+MPUcB31dHcuioY9imyWjcp0ovP0P+PYvf8Zlf/s7so9mYcs//skiIUIRA7CyfCQmpVyEFPDMVts0jLkWKFdt6esrBi6xHl9B5hi06o8xtrN8eGIAUvaK0diH15fn4oHH+NR6e8vPR1tNICwpN+LplwtN4vauewf0OI0Gq23ogNmHP4V/8wDrWQ5CNjRqRFXn3di84d8OAZC6MVnLCl9JJ8C1GDQmqzkmUXuGASi3jcYAAAUmvOrpp80+/kJxytE7D5hNp1gEtyUlIquyG/f/7QHovDmsffJJVvei225jDGgJQKJ4srQIgGT90R4qx/IKmVi+4J5liIkJR84n3vD1D0RSAn2QW/rlIQYkIGr/y1JvvsQnhL734f3Yd3CDQyAUmJQs6udenokI7gu7cJyZucaM9awuTk4CZL7tW9V5uywATQzH1Vo1acli9gz4F2VAyngm9wolMVDygNJXKc0AyAEtvgbUXHQb2stexNvvtGH6dP4Tn4IBRBGT3y97HE2numwCUPA7USoQOUjFgfej+p/R36nB/Jlvwz04Beigbcxsl+92vI0Nnz1pBsJHnjmBhsZutu7j0gtDmNuGxCw5mslpnVdA+0kBS/84DiPjA9j/3q2PyBoO4lGQrtdtAMZ5JCgOTkkMEwD3bNkgqQMqAZA6zNo3uOERvdQmi3jYYH6Apb5H15EuGRM3aFyeNhFM4vBhnxBGJF/k70XQpQtx8Xw5fcR6Dr/45mssqilBaXQ9IiYPx1tr9YiZ92e4F78GbQgHjTEAWcf49KxgHZ9PRn0mjRmD3OwyRQYkAFqWPmMwalqaWVhq4uRJJsuZfIcHvu1GeNxiXDL3PtmHTaz4+/sjmHW854AB733CJ2cIyzWFC+nDsyz377aVmDX9RlQbzf18Edx6WfYV2iDWG94XjTB32y9HXW81wtLSJcctADCJ7JUBUS0YIbYASOfLirqYWkOluysUaTOjAQnGFHcuB8CCMj9cv0j6ZXLICiYwPPboY7apQ6YGATA5oRKFFeXgjBpkZjeaAVB8GZ3f8GU1Wy9CmTKOAFBuoKQcB7h5ISX9YlMVIXR06cInEDs8Heiaiq82vwJN31qkTghgutyjD3yOl9+4xgTAF545hD89Nc30W3CtkO8udPiroG3UfvhPO26+jQ+NSZd6ZB/eaZP1xNf2ohPuKeY+QOG8EgCpTsaOblMiAkU7LCMdjjxcYs6Jswa/Mycw4BkH4Esvv8TY6uorF0neBwHQU3vI7ByxXj/XInvfORlNOFFwCh2+I1ia/uWTQhFTcy2rL9YBU5ODUFDZyI7T26+6GDm0GHtY+hLbzTRlMruU9MmP3i9GZ1cjE6sELsFgmT1Nhx8PGdix0vJjePbF+Sxe/NvrP8HoRH4/mZzCBQiK9kJVziKkpi6VHA759ioqdyNVo/AdPIkrlQBYWvccvtv0PAuFWTIgNSVEQizXcwiJpxTpEItTNfN47KdWjJ86mDfpMABJn/tXjxFyjmhHGZBCX7Qo6bJLApmotaf8uL0X8dc9h9ldf0fidD5KoV/LZ+QIAOxr0SBZQgTTBj3NlX0YkewGLTxhzxK7FoMHyyo+kBGAG29MwvgpIWyjoVdeKWZ9L158CxZf9jyDakdnM7OahejGmrXagc0p+TvV9S8Hpx1tdttk5SZ7RMMd/O5c9hQegKkSYn3QDSMAkBYdGTCY6ygGoNxaDvFYpHyFlqwpx4DkpbjsIukvcMouy8y/fhE+eON1lhFtWewBIH1HmHxuc2YHWTEciVcjZ/ujiPFaTyB4GI60LMb1aZtNw1ELQLPxDzAdgYrP2OU/xaC2CPokGTmz501k+iSx5NGCXuT80IiLF7zIQmPf73kTBsMzGD8hntUh0HppQzBq2OD4Sd+bqBnrEPhM402hFYXmL7MQCdFv/QERcacYA8oB0PK+1VrBgh4pZMVQO5SyT1u8CaU2tw4Buh7mJrMbgOQW0b3+BjitN16sqGR5c4JVSomj9OVzqUIRhkceeQQXT++Df5w06q2us8qBNCI+mkNiovJqNIcAKIM00gepJEQFw43jRbg9pbo1JDzBAAANkUlEQVTYCy19pzBl9sXwCfRCtX6niWkjktOxezNtlwvccNMeoGsCSrdvRqzvKDmPkPquLSIiBOo2z2+QmNDP+hSMEAGAStkwQqekH3p61zO3FlnA9BKxYsMIoTiyUwHok7UCkaN9AI7DkQw/fL+rhC0esgQgxVE3b97MWI6Kki5nmlkhgiJ6eeOjhyMx0faa1MzNx9G1Oxpc8jLWnFgEU+yT3rqhFIHlTGKbs48lAS36jFoTkHP1GrgJq8Nu2oO6fQ2qrFw199AU3WZy7RDrVvR/gVHBAQyA5HYK42oZA+YUN5pFMEpz+hA7xk2yCwLpz/s7GAiFwizhizwVh2QJQFqOSRLGJgO2hBhQ6FsJv4RmJCbxOsWKDz3w0G38gzQ0++JAJr8nSmtxFbIKw1m2slt/Kcak8aBzpGg13YiK8hxgOqlU8EGU9h6IQP76BhiNojUbMx40AyD9SBq1DBn6l9DbMg3uAYdMSw4B5di2rfELuiCFtgJ09CCU2yMQC0wqsCv1MSfsr4jyX2irO9XnyRXTFNiGSj/++RjRD622G5O881BdXYba4mw2XnohfOK8JdulLJYcfQPzm7L8PxtMJzc4OQC2acZgziTpvjU9PatFShgPghWvZiJo/hughUNX3Wi9TvTLDTXMLTJ7vrvUAinpY6JRSzOdJQCNrJ2d/yiAriRBFHMWxfkkAGgon45p046g3/tV5B25l+XD+WsvRV7hNjYCR/Q+qwk3cuiDD7O2/f3cJfXIMwXAzP4MNEeWm+vSRnqKGgT2taPZzRfz0kfg4DffIdBjH7sVAsqYlBDJbGhBt6M1I+QHHDE2zCy8JuWAFubHEoBklJAKYAcA+abqa+rx3c7hGJOUAUONn5Wh8Mk3HFIiq+xgPyOmjAkdSBSw8XL3hKP0DSM6yjrN2U7qMgkAUh5aeBA5UEk889th9Pe/hfyiexAT5Q7OeyXa2742AZJCeI7qfZZDEvRAao/K6WZAAl/NyDLrF170LqfP4/VoSwCSdZxxKAbRN9yCmiw+c3patDfgXiCZbEDGSVk+z/qkE0r5DZ0GQMuJ1Wf2o7qmxKQw7zoehVBjK8ZNFolDCQmaGp+MYTHidBn5FVdVRxpR8ok7OIM0VUvCVkoER3FM+ffCUpzCGhMANV0PDxgFy3Di5HL2ZhIwc46tR3JiNnKK3GDsamAxZbv8hzLv0+lmwDZjGw7HbVf0IgjgoyGuW/khpifxlhYBhVSJjhTzXcHo3LCODmQVZKDn5D6MnxEqn/FsDGfrQijeLvgMLQFIvwnodjOgHEft2pkJo3EEvtaHorW+EjddOQgucqlotKcwLjlIxHQ2lvjljEPeh4XobByMMdrgR/PTCgDMzgnFuDG8Ei0GoyUwiRl5wC1DW+sR+PmTtboMxfkVaGj/FyggmJQcBDd02OU/PJ0AJP/f9xH7mbEn58qaNyMcnClRwYh1K/9jBsD49Md58Co8IqHtzgYjWip+YnM5PbbNSkeUE8sCADsQilkpFIqTWhdspgPafvz5+cX4sZ3fXiLCwP+1ZjqpdgbvVL+2CNBHqktoVRqSAgDJMhbiwhUVExAdfdQKjMSAxq77oeV6YWi6F4Ulb7FrSDRNnvo4WpsfGLCoeXAKeiRviChb2qcTgJJ6H2nvA37V+GhIurBItdr22uvoiR6NYUlz7XMBDTw+6oN0y8rMHejsK8K4CcGy+YEUGUmIaYNTAUhPca2e/6zBkhSZdRCWoOkJR8tGDpX7qhT0Ogd2onQAgGIwEuh0QfxaDXY85Ch7KKTLDRuxAhrNPQN3sgzHj+7D2Al7QC6V0ZNW4ecj/Go8KtE6T0REuJkx5OkCoEnvk3kxybNw4YXq9p8mMqmsaELnwFJLySZFwCMLWyaTjXlHDp3Qs+3YhMiKAECa28DhPUgdccqUnS70ZWEF22ZAVqNnYCcED+t8MnELpxr6kbGqHNqmGMCoJn9fZf9CNQUAElCEsJxJHBuBioZBNhSDUSyyyY9XnH8d4hI/Yj0V59+K9p6tTKSTO8Y/8A0IOiUPYl/0Gd9FZi6/1NTSsHGWG6a04SQagptQE1kmCwSx3md7NgWpNPC3Jxz5RZWoKKywHaGSEd1xhi0mEU2+RjIIjx+di+BFsxlDa7hGuJWXorPuZ4Rra+AYAK3uTDSaxrHIe+UkOhvp2GkAnbhvBSu4rTV9QJ8DxOAS/y8GoFhk07AzsmLYii4qJJLTJtaZGE6sR1J7uoBIXsQbOeb+qa67H8MCAk1WsOAop7Yc9QNS7t8p92YcOVgLL59ejJkQidrIZjOnf/o8CoPZF2Pnp1NeETQaO5CbU4TqZsrzk29bEP9SAKyOo/XP0sVBAFqHMUq/K0PjpjBpf51s9w6IXRsAJI89b3wMumHEYBT/T28miVUGMpHOSL8phYj0FyoMtCNJ+ebvW9wGMS2VwSQIvl+xCB4qAMnZXO5WwcAnVTpDWnHJYl9TkoY88zlh35eecNRUtSCzMFeyGzEAhdV1AbMel8Su1t3PXgY0vwHz6MQQwWRbXljXkHFEJ0/MGBCT9wzc+CAYxcCUZcD/rt8VA4h0QgrqC4VCS7yvEWzVPxUhqaHV4wr492xxGgBbfBpR2F4kCz7qOwUUcxdJG45DcEwAYhfEAIl1gA1VyZGpH2RO/j99ZiFjyTjDDpMINlbT15YuQ1hE1IBIt/YHO8SAO1ccgy5POV3c8Zuy40oJANL61YhoHaKi/sAiIXxs+GHA+Ab/kDhpZiQ9zeT/G8iYESxdSwCK63YaeQCSJU1FALWzGJCMDjnmo/4SuCD42dJ0OMAwogDRs4JUsKQd829WdVAq5nz2b2QfP8Qc1tXcAkTHRw/E+K0ZWAGAIgW1JxZ169xQcbTahjFxhllQAoAdtU+hCyXQnMphseDR8ZfD128R6gzPgtM08Mwosm5hXM5YUsyGpMvVdgaaWE5s0NCcm4HV4nkJolwOgDeMov1jhA+hKj9sW+BLRpBDGh/rleOg9eEw+rZ4O1hSjHRHdE3r+1VkQIpOFH/RDm0VbUZ5hsFl80XkgBnmCal0CQFQKKSsQ7MLnb17gVPDTcwoOJ/JDyhYs2K9jizd1vYxJt8hA1XyoAvCUl8UD9VZALQFPrq3sR3SC9NtTp1UBQ7oDKpD9Cwg9lIbO9A61IH0RdYAHGp0womDk25q4EWgPynW2TBiAFpeL2ZGSkqICFuJwvJlA8bGMlTVvsJ0ObJ6qQhWsNhYoeNiABJYxU7poQJQjc4X1OWGEd6Bp32mHWNJ+4ZlAqDTohP29e9w7TZaBur+Gc9uA763nva5ONU+uMBIrnEzZhzIkCEwks5I1iwBzocbYeYHjIv5lLeCjUB20WCYz5kApBBbVv9xRZ2P7ilFyXHs8IyquFAVS1p7SJRa1hy7d12/WY6dinGcbVUa0YVSitU6WMTMSIuaNN7PsZYEXZFE9WBYztwNY2mgOMqAYj+f0m38YuCTG9SALpmwWAf3KX12W9yaw3etsr0ow8EHe6YvI1YsMJpvfGnPGCx1xsQkfoE2GS4UeqM4MW+ADFrSBDhxjqEtK1jKCPnVgk9mcjsj68BNbUXqgrE2p18EwLPNyLA5doUKtMSyBSc5fncCR4uYGSPCxjOjhABGLh6BHcl4KS/cptoRbQlAMjaoKLlaflGx6+jkia8Ts2RSMBB83HT2nGJAqbkaKitSm5bMOGLM/ejufHzA+bwM2Tlr+OjLQCiOwKnGDaOW+UZzkdCaYunnAFEM6JLEkuc8AMWgJPW4pqsZTd59Q3qviRk93LYDXuXMz+jnT7t4LWchu7HJzzB2tAVAteDjfX2Cz82Wx3lIt/WLXHxeAdA0wxxQrjGivnNoC5UIiP6+hSZLPH7EPQjUjVFMRiARXNcboRjbFcYZCx8Ew44M8V8EQkPr9DwEoPVXsUucwIr0GMTMmJbsbUpeECcjpE94EYVt/jZ1PnPwnQNiVwan5yEA5d9YZ+iLgs44NukVSQCSBX08yxOnOsz3yLYc1Vnnbhka0cle7QKgzNQMVV9MSaEYM6+ziRnQq/dWGBosPnYjGgMf5aClsOeevic11S4A2nizCQYnfeptMpYVgzkIQKvUqtPEPGdLsy4A2vkk1EZd5BiwqXYJvCH9udTzReyKp9wFQDsBKFRnsWg3eWa0F4DnI/hoLl0AdBCA/GWD1qmlJS0FQNo2xMvLektdc7F77lq8Lh1wSGBTd7FgSXv5/gAP3z0sy5qMECruRn63f3FRldGsrutfZS0XA57mx0bMWO1dJKn3DYrd84v1XDrgaQadVfMSkZdQrRbDO52T1n6mb8eZ/bkY0JmzqdjWIMs5YXHkGRv16e7IBcDTMsPnr0i1dzpdALR3xlz1nToDLgA6dTpdjdk7Ay4A2jtjrvpOnQEXAJ06na7G7J0BFwDtnTFXfafOgAuATp1OV2P2zoALgPbOmKu+U2fABUCnTqerMXtnwAVAe2fMVd+pM+ACoFOn09WYvTPgAqC9M+aq79QZcAHQqdPpaszeGXAB0N4Zc9V36gy4AOjU6XQ1Zu8MuABo74y56jt1BlwAdOp0uhqzdwZcALR3xlz1nToDLgA6dTpdjdk7Ay4A2jtjrvpOnQEXAJ06na7G7J0BFwDtnTFXfafOwP8BDOe3m4T8Ln8AAAAASUVORK5CYII=</thumbnail><scenes select="1"><scene name="Guessing Game"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="number guessing" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doDeclareVariables"><list><l>attempts</l></list></block><block s="doDeclareVariables"><list><l>name</l></list></block><block s="doDeclareVariables"><list><l>highest number</l></list></block><block s="doDeclareVariables"><list><l>range of numbers</l></list></block><block s="doDeclareVariables"><list><l>guess number</l></list></block><block s="doSetVar"><l>attempts</l><l>0</l></block><block s="doSetVar"><l>name</l><block s="getLastAnswer"></block></block><block s="doSayFor"><l>Lets play a guessing game</l><l>2</l></block><block s="doAsk"><l>what&apos;s the highest number you want?</l></block><block s="doSetVar"><l>highest number</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>range of numbers</l><block s="getLastAnswer"></block></block><block s="doSetVar"><l>guess number</l><block s="reportRandom"><l>1</l><block s="getLastAnswer"></block></block></block><block s="doAsk"><block s="reportJoinWords"><list><l>I&apos;m thinking of a number of 1 through..</l><block var="highest number"/><l>What is the number?</l></list></block></block><block s="doForever"><script><block s="doIf"><block s="reportVariadicEquals"><list><block s="getLastAnswer"></block><block var="guess number"/></list></block><script><block s="doSayFor"><block s="reportJoinWords"><list><l>Nice, good job. It took you</l><block var="attempts"/><l>attempts</l></list></block><l>2</l></block></script><list><l/><script><block s="doChangeVar"><l>attempts</l><l>1</l></block><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="guess number"/></list></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Wrong.</l><block var="name"/><l>The number is too low.</l></list></block></block></script><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="guess number"/></list></block><script><block s="doAsk"><block s="reportJoinWords"><list><l>Wrong.</l><block var="name"/><l>The number is too high</l></list></block></block></script></list></block></script></list></block></script></block></script><scripts><script x="337.6416015625" y="515.8"><block s="reportVariadicEquals"><list><l></l><l></l></list></block></script><script x="272.7568359375" y="568.6333333333334"><block var="attempts"/></script><script x="281" y="144.96666666666664"><block s="doAsk"><l>what&apos;s your name?</l></block></script></scripts></block-definition></blocks><primitives></primitives><stage name="Stage" width="480" height="360" costume="1" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==</pentrails><costumes><list id="138"><item><ref mediaID="Stage_cst_Bedroom 1"></ref></item></list></costumes><sounds><list struct="atomic" id="139"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="4" y="53" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="80,80,80,1" pen="tip" id="144"><costumes><list id="145"><item><ref mediaID="Sprite_cst_alonzo"></ref></item></list></costumes><sounds><list struct="atomic" id="146"></list></sounds><blocks></blocks><variables></variables><scripts><script x="374.69140625" y="531"><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block></script><script x="161" y="229.33333333333337"><block s="receiveGo"></block><block s="doDeclareVariables"><list><l>secret number</l></list></block><block s="doSetVar"><l>secret number</l><block s="reportRandom"><l>1</l><l>10</l></block></block><block s="doAsk"><l>Can you guess what number im thinking of?</l></block><block s="doUntil"><block s="reportVariadicEquals"><list><block var="secret number"/><block s="getLastAnswer"></block></list></block><script><block s="doIf"><block s="reportVariadicLessThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doAsk"><l>No! That answer is too low! Try Again</l></block></script><list><block s="reportVariadicGreaterThan"><list><block s="getLastAnswer"></block><block var="secret number"/></list></block><script><block s="doAsk"><l>No! That answer is too high! Try Again</l></block></script></list></block></script></block><block s="doSayFor"><l>That&apos;s the number!</l><l>2</l></block></script></scripts></sprite><watcher var="score" style="normal" x="10" y="10" color="243,118,29"/><watcher var="winning score" style="normal" x="10" y="31.000001999999995" color="243,118,29"/></sprites></stage><variables><variable name="score"><l>0</l></variable><variable name="winning score"><l>0</l></variable></variables></scene></scenes></project><media name="Guessing Game" app="Snap! 10, https://snap.berkeley.edu" version="2"><costume name="Bedroom 1" center-x="240" center-y="180" 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" mediaID="Stage_cst_Bedroom 1"/><costume name="alonzo" center-x="45" center-y="60" 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x56TFDG2w+iywm3A+3giZvliSxP6sA7RciXHeFeqjdUFv1cj1GXe3mvfR8m9IOCqvouZ0bJhcRezkHyq570Gu8jexqDmv9cfnpTFFB2gvRyMoiVxRv+44Rnz4xEOJRwe1K0EqbxiTg3lXTIysxB4ki3jpTxqkxheKfiAsOKDAajGnaLcCrYo/B1VkBLvSIVY3N+n8ZkJRccfiunkTHrGiu875dWQX2Ema9JaRjixTVwWG95omfYPe4xks4glYmkSu7LPi+Fqp7q3byzAucEnuQyrHEhfHT1SYPAlrBYh7Rq1KamwJoDwXLpbVUK7PwYpTNDYauw0HokmJrZlwIUgNGzYdojFBqWou9Y0EdbpIAtKpvFdV5AUCQObrcpQJ7FYnNvfBwl4F3slDqd6FbCyoDrR0AH84gh3ShkqrJH316z7Dab/99Ue0TJBosPhaNgmAY1GqQlghbPoJDRewEWA0RLa9hUUopUuiyKRfFXUq4SF6BBxLquFngKXjuwHKHTqFnFRgGyfMJN2R5v1oUCBrVACMlaakNlSaU4YO0wrOmjyIgh0nVsgFF0rwNC08BHfH25+zVoDqvjJg3HReF5vUgcYHi5XH8f8658MRXBREFATUZDBGicJ52rfr2b9RHZrxmQhqX6mqaWB6WlgLQIDsAOYvIhOgq2Dnu8AGlnUSZjny0plSz1kNMuE6qzgU1bKorClJ7iBbzOW6TkU/8uyAFqrTBDnHA/RVhgVacRFUqPE6fEP2s54yFnRHdbiIM3nYPRkC7fU7UeVQB+jobK2i+xFZwJs7BqBnm1vZ3gwDG/4JFmwEKPfoCHSzyfVHZwJ0UNYpX1ZUDWlan0nRYdnd4fU/aIKLvzOO/Z8LT+p0j9PTSx9CvZEZAe3V76CgBVdFr9Y85WwD/SZ4+Q9Rsj9jbq0b2qCxTekZMasR6MGnPyojoL0ChGLsUeFmZWmuULEbxSJYYu61uklluUXsvUhVSOp0L/aW1Il1+jglHnnKgFY2gMzl2rjEF3tY4a6wvRJepLYR1q3tRFagaq/KvYc0ATGLCuemyGcONNehSRkGX8I2BRrZAQImNg2rbs47qaoCGx1imDp8KnqrmICdOdDIo7H8vNCsANen6pslNa7EQAKyGslEVvBbVec5ZFeYxJJ1b5XBBxqT1iuVnXwhJElb7ddVdG9WmMlaXZr9AOhXITABz2RsJhSNC/D1da2uagCg3KLSZ2nHC8UmQgtHVSm7XKQ9V3CemuXRDOgqVWMS+zkCaKG+3fBoRfShSccnvAzA5k74wMaVJtSYxtjMKJqB7TnD2yBndUf5FIJOGGBvLZ2D7RwQ77l+B3waoMWZI1Og4yyoynaYwdNWPZhk92TdSjruOk3u+z+HAFuclhJKaAAAAABJRU5ErkJggg==" mediaID="Sprite_cst_alonzo"/></media></snapdata>