<snapdata remixID="9385762"><project name="Binary Snap" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAOYklEQVR4Xu2deWwVxx3HfzaFgDlinJAoEWCCVBqkNiWQViRIuKSQFJMeiFBSblM5bWUUqihF8J45FGwT6EVaI0FosYMaSFoqbCWmhVACVkGoAaJilSNSAeOQJhiBwaYuYHA1a89j3jK7c+zMHm/n/YPwm+v3/X3mN+fuywKATjAfo0BACmQZAANS3lRrKWAANCAEqkAagGvWrIFJkybBwIEDtTXq/PnzsG7dOti+fbu2OkzB0VEgBWBFRQVMmzZNuOU9W87CzeoieKBvNjNvn/m/h8aew6x0CPbNmzcz85gEma1ACsCGhgbo7OyErKwsuHTpEuTl5cHp06dh+PDhqb/j78l/j29ZBlOyj6ap1G/1GWhb+shdyvWeWQkne3SV19HRAaNHj85sdTPAuoKCAti/f782S1IAHjlyJAVaW1sb7Nu3D6ZPnw7Nzc3Q2NgIs2fPhqamJsjNzYXa2loYNWoU3LhxA/79zioozLoDYJ/ibXDr9CHoOPpnuH35k7SGIwCP3RqcqmfMmDHaDDMFq1HANwAPHjzYtSrJyoLq6mpYvnw5XLlyxYqEu3fvhrlz51oREf2/rKwMSktL4fjx49C0Y00agKgMtwh4uP2BVAQcP368GpVMKdoU8A3ARYsWwdSpUy0AaUMt+fdx48bBgQMHrHS9Dr8JX7mwh0uAHrPegA9bcqx8aCFSU1PDlc8kCk4B3wBEJhYXF8PEiRO1r4Krqqqgvr4+OFVNzdwK+Aogd6tMwtgoYACMjavDaagBMJx+iU2rDICxcXU4DTUAhtMvsWmVATA2rg6noQbAcPolNq0yAMbG1eE01AAYTr/EplUGwNi4OpyGBgIgqjToj84rQEHbFqX6DYBR8lYGttUAmIFOjZJJgQNIDoV4aKYNj7SG0tKTw7u9HLfvouS0TGqrATCTvBlBWwyAEXRaJjXZAJhJ3oygLYEDGJRmZhsmKOXT6zUAhsMPsW2FATC2rg+H4QbAcPghtq0IHECzDxhb9izDDYDx9r9261We+8ssHKmvZ3M6kTAnIdp58L0CAyAhuTmK850/a4hV9TERUJWSMSonkgAi/9AWJ05/50mLJ7zY9zK9KUbcSJmqEjZWA3j9x5wDsirS9T2vAbrqz8RyDYACXjUACojFmdQAyCmUfSgXyGaSuihAW+SJ7HjYd0F474C6OcUMwTFCNpIA8iwgZHoRLcqZbRi9vSFjAPRyJT8/P9965zT+LJk72Xorq9Nn9Zs79XolRqUvnVfIrTPy07Bhw6i7Hdj/vgzBqs+CEXCJ+VNcoXNSqaK6DgyQ/D0GAYe0Fv2QOmMQRcvgXUQy54BeAcT5r+6tlIKOZrgB0RkHWeh4Or3IKjoUACKjVIJHE6n/hBLRzpmx6Vs/WK/NNtzpeSNi4ACioTZZ9Jw2QciC4x4RdYJndyDZ4UM7B9Qd9ZyojmM09BM+rDvu8L4AyBvCcMgNQhCyjXGBUPVcj9fPLK3druzR6mAuQngahrZVzp49C0HDh9ua6RCGAT4nrX0HMGzwZTqEYYKPprXvAKKhNyyRz23CzBPJo5AmjFqTi0BfAUTwBbXg4IUlk4bjMMJHW5igv/myDePnVgsvcPZ0mbJFE2b4yKFYeQR0OwlRJcrWXYegEwBmPTtWljMr38pNtfDLrbthyIN5cPztVamyMiEKYq0vXb0G+d9dbNnWWLsW8gb09aTZr7e9D98Y8yV4fMRQT+XYIdQeAVVFv6HfWQyXW69Z7c/tlwNN7/5cWggStHlTnoLKV2ZZZUU9CpId3d6ZvAQBsqy1C5+Hn0ybIK297wB6MRw39sSZ/8DXF5SlGf2PzaUw8pGHhIUoq3oP1mz5S1o+N8cJVxBgBh0APlT4MrS1X3fUy4u5IiMOcx/QPgSj/6uKfgMnvgQdt26l2dojOxta/vZbYftpRpOOi2oUtHd0u52yi0CWXsIOIDJoB1BF9EPtHfD0QuvX0+0fmfLHzHsVPj73uWuPFhGGLCg3N1faHy0tLdJ5UUY2gOvB5TqlY906ARTp7FIRUAYQmhIqAfzX6fMw9ocVWgAUuYZkt5N3Mk7Th7bprGoOqBNAZAtvZ2cCSAqDTj1eGD9S2S2XBauq4E97D6dpP/3pJ2DzsiKpqEEafWbHa3B/bv+0ckR6JpmR3FqwX2t3elBHdDuCZjCto09dXAl7PjxhJf/m10ZCzdqFnrXCBagKLNoA1LHxrKpHYxHLq+pg2oTR8Ogw+kKGt2c6AYj+Tt4CcXtSjHZbRIQWJyD+8NdD1tRlzuQnRYpLS7txx3545Td/dB0xpAvXFQF1HLvVf/QxTHn5dcvWul8tgvGPj/BiNzNvJgDINJIzwewVv4Pa+o+svUS0p6j6w6O10BCsA0DVRrPK4xHFXkZQc0CVQyJLFx3f82jNBNA+iY6DKAZA7zjyzreFAZTdd/JukpoSeHqlE4C0xxGDmAOylPj0Ygs8fL/81hGrfJ7veXUWBjDOETAqAPIA4kcaHggDB/DIyUbYVFMvrceGJXOE8iJRBg8enJanra3trjLIDWRWlEOZneD0sg8o0tmPnjoHb+zYL6QFmVhUR56K1AJYXg5QWgqteyt56uZOM+hbP4X/Xb/Jnd6eUMRJKC8ShWdR4fRKEtGG+gWg3zry6PCD75XAe1fcU/JHwIquU4bWJ+/lqZs7zScXLsPIGaXc6Q2AdKnON1+GR7/vn448Dts6v+uZ7R/deRPLXdn4AOyGD+W+OnaAsjcc4NbUHTgGL5Ru5LEplaZ3r57QvGudUB4yAtIuWaDvaScYURiCUdt3HmyAGckNQprI6siqBI00G/O7Ur3bAo6R0BVA64Gj4mIgT7uXnvq71PtGWA1G36Md/nVvvw+nGj9zTP7s2C9DsmiK1AVKp+dZ3U42aFAGfRLC0vKtbh1PatKRVT/u6BhAtyjoCqAVJYjoZ1WcTCqfB7oZdP3GTbinV08em5lpyPlfFCKgyi0vlToyhe6ea5MAOkVBcQA1zAN5DFKRhncBgupyexTBrwiI2iG6yFKhk4oy8PyPLIs2F3QE0HIAWvlSLpvpmAeqMJpVhlcAWeXTvveyCo4qgOT8zxuA9uEXl+bzMCzjeHseEficIqBMO7wCGMYH0Vk6OAFIG4bdI6ATgJpWwyzDvHyPN0WdVrnkRnKYhuCoRUEn+LDv7MOwM4DPPEMdflMQRCgKkjvyUQQwSlHQPwABQOeWjJdoR+a138qIIoBRiYIs+JAd6iIgKi0CURDP/VhDLOt7clj2cxVMdqYwr4hRR2+o2QnfZlzCUQsgUieRCO1WAYKP95Wy9ojrtA3j5zMh9jYtmVtobcKH8cMT/dRHQKxECCG0LzpEnRaGywi0NocRQl749AEYskhoX3S4bSqjposcxQUZATGQYYJQBD69AIYEQvsdNPuTaVFZhLhdGet6O0Xww7EofPoBDBhC2gXITAQQL4hycnLg8zr5lzmJTkvI9DLw+QNgABDa39DpdNEAD7fkilZ0CGaltw/nsich9ofhaTeuMRB+ro6x1uRFAxGQ1a+C3Wr3YXFiRT18YpNIUOdz9i0UWQBFhMZpdQOIQEBO9WNIRlqjbZbnPNxJ9hdA5IVkEpZ2/z6cjAOd8qSiHnlc2A2ginqCXgXzPjaAIxG6+o7OWlWfmmCdvYKHfeI/gCQNiYQngajQ2crncRwPoEHvA/LYgdpoHwoxiMhGL0OzavDCAaANFvRf/BOi9l91RAKgT+rXMV0uRqSKtQ3B9vlaJs4B3eZi+IEgFBnREI1v1rG0VhXtaB1dawR8oiwJh/97531/+b0AGleWA4Dz7wHzRCPuNAZALqnsT6rxzOlqWgD2tQK03+6qom82wKQBAJMF54NaAPzqqiT8s72TGvJRJPvFlp1wszz93X1cSokmMgCKKsZM39AOUHkBrOeA7D94jUYn5N+SQQCP5TCLshIoB/C+FUl4cWbXj1C7fdJWq3xtFU+VgatgNxFoc0Bx0ZxzHL4GsOkiey6JfFt0H8DYfuzalQL4VHkSCp5nw4ebpR3CGK+C2a4XS9HRCVByjg0f6dv1QwG+wJhtKQVQ9CaMtbIaMc79oquYTumpMxBAFOXcNrdlN4RZMiNQRFfRPKcjSgGUeThJaxQ0c0AWV9zfhx9AycuoBkA+BniP4nREwKYbALefvXvRwWo5WpRk76qDIb2cU6qLgJIAWm/GR4976viYCKhEVbRvuK1mvVRZ6IVEbreiYwGglHK2TEE/mC57EqLCdgOgrIpmESKrXFq+Y+0Ar70jFwGXzCiBx/r4MQRLPhvs5xzQfnsZyeLlQqqMd/24DSPTLlae8C9CkAWC161WV9dBhQ/bMDrvA/p1JT/IRQhybSQAHLIyCUUzJ8PP5vE9qaU1+nV3CNoNaJXPhOAo6vQYp+oLqW6RSudJyGc3AVZ8yr8XiHz76sMADzJeZKZuEYKVSSSgfEEhvDSH5yhO88UEzUdxtFvJrJdXeh2CgwIQ1buhGeDMdYCmPe7zwaETS2D4PQAvDmIN7BrOglGVA5YloGR2IfU8+M4dPs3wERGQLQM7RVhWwUGdhGCF3roEUN/qHAmtB//7A8zMY2uKh3Yypfy7YSj13bssAVfSf/4XJvQH+GCpDzdhDIB8BEikQlewNl4EONGenvmLvQF+PAigXzZ/oeqHYP669afUvBEtY4DXITjoCChjs1seA2BBgaWP00rZ7SXlMs7wCmCQc0AZe1l5DIAeAAxiEWIiIAvpMH2veQg2AHp3dqwioOqTEAOgAdBdAXMW7J0QzSXEIgKq0DBqD6arsNmPMmIBoM6zYOQkP96QGvRZsC4YDYBmFayLLa5yDYAGQC5QdCWKBYAqxDNnwSpUvLsMAyCnrmYRwimUYDJ+AGm/lClYme/JM3AbJr5HcQjACH54HubhMSsqEZDHljCn+T+LXS7EmVJMFAAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="2" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAOhUlEQVR4Xu3VwQkAAAjEMN1/abewn7jAQRC64wgQIECAAIF3gX1fNEiAAAECBAiMAHsCAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQICLAfIECAAAECgYAAB+gmCRAgQICAAPsBAgQIECAQCAhwgG6SAAECBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECAiwHyBAgAABAoGAAAfoJgkQIECAgAD7AQIECBAgEAgIcIBukgABAgQIHLFxAWmhEwHPAAAAAElFTkSuQmCC</pentrails><costumes><list id="2"><item><costume name="Building" center-x="240" center-y="180" 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" id="3"/></item><item><costume name="Building Off" center-x="240" center-y="180" 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id="18"/></item></list></costumes><sounds><list struct="atomic" id="19"></list></sounds><blocks></blocks><variables></variables><scripts><script x="30" y="287"><block s="receiveGo"></block><block s="doAsk"><l>What number do you want to convert from decimal to binary?</l></block><block s="doBroadcast"><l>Bruh</l></block></script><script x="25" y="388"><block s="receiveKey"><l><option>left arrow</option></l></block><block s="changeXPosition"><l>10</l></block></script><script x="24" y="454"><block s="receiveGo"></block><block s="gotoXY"><l>-140</l><l>-62</l></block></script><script x="465" y="298"><block s="receiveMessage"><l>Start 5 facts</l></block><block s="doSayFor"><l>Hello! Today we will talk about binary and hexadecimal conversion.</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Definition</l></block></script><script x="25" y="525"><block s="receiveGo"></block><block s="doSetVar"><l>binary</l><l>0</l></block><block s="doSetVar"><l>decimal</l><l>0</l></block><block s="doSetVar"><l>quotient</l><l>0</l></block></script><script x="465" y="416"><block s="receiveMessage"><l>Hex</l></block><block s="doSayFor"><l>Hexadecimal is a positional system that represents numbers using a base of 16.</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>fact</l></block></script><script x="462" y="534"><block s="receiveMessage"><l>fact 1</l></block><block s="doSayFor"><l>First the standard numeral system is called decimal (base 10) and uses ten symbols: 0,1,2,3,4,5,6,7,8,9. Hexadecimal uses the decimal numbers and includes six extra symbols.</l><l>5</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>continue</l></block></script><script x="466" y="674"><block s="receiveMessage"><l>fact 2</l></block><block s="doSayFor"><l>The next fact is a binary number is just a string of zeros and ones.</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>example</l></block></script><script x="456" y="141"><block s="receiveMessage"><l>Fact 3</l></block><block s="doSayFor"><l>The next fact is that there are measures of data, as a bit is a digit, while a byte is made out of 8 digits.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Fact 4</l></block></script><script x="459" y="10"><block s="receiveMessage"><l>Fact 5</l></block><block s="doSayFor"><l>The last fact is that If the last digit of a binary number is 1, the number is odd; if it’s 0, the number is&#xD;even.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Conclusion</l></block></script></scripts></sprite><sprite name="Sprite(2)" idx="2" x="148" y="-62" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="1" color="188.7,0,90.57599999999991,1" pen="tip" id="100"><costumes><list id="101"><item><costume name="Untitled(2)" center-x="83" center-y="117.5" image="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKYAAADrCAYAAADjTu3FAAATUklEQVR4Xu2dCZAVNRrH/9wMMDDIAMONiAuC4srhgVqAKMghq4jWWiKK4q4wAgLigdSKW4gHAgICuqIowlIliBRyCKscK+IBoouCKMh93zDc51aYeTNv3vTrl3Q66aTf11WUVb7vS77885svSXc6XQh0XVQkQSFF5SZFsckmnioIeWFJNr15dSlgF3ahggaRp2PC3gc8GoQeTGEQsxaP8yRcIqfUVpmJTJx+J0hzVAmDENwwqoKQl0ABWMPQL7yyONrZLEBCIIMGMVHPcIJqcx8lkiDu7zY22hVI02GM1xMEaX5lbAEzlDBKQGpLv4U2YyYVkE696JJJmTaFPfe84Y6m/uVtAlDbSTtbh2pZDlwANbUPpZpsYqMcs2SyAhnbu8kCqElgEpACOSbsgJoCJkEpAGW0aRxATelXj60Cgm4AAem56/Icw5g9gwSzAJQ0j5SjNEzZMwgwKUvK8efqHZbsqRtMypIKoQzT3FMnmASlJigj1dg8tOsCk6DUDKXtcOoAMx+UtMDRT6iNmVM1mASlfg7j1mgToKrALPCsmzKlGYQ6wKmKAakGqwiK5pNSXaLe2QY4lYNJmVI9aF5qMB1Ov8GkOaUXSgLyMRlOP8EkKAMCTKZaU+H0C0yCUoaOgH1NhNMPMAnKgMHyo3rT4JQFk6D0gwpDyjAJThkwpwB4MFpTWoEbQpjHMEy6AS8DJmVLjwCY7GZK1vQKJkFpMl2SsZkApxcwCUrJjrfBPWg4pcCkOaUNiHmPMQZOL6x4rly0MsqWnqW2zzHIrCkCJkFpH1vSEQcFpycwaQiX7m+rCghiSOcF01O2XPjdGqxYu/lSJzRrUBttbmhoVYdQsNkKBJE1hcHkyZa/bdmNviOn4evVG/L17c2N6mJ0/wdQr1YG9bllCujOmjxgCmXLDdv3okO/0di5/7Cj9FXT0zB3VF/UrV7Jsq7JH+6kOcswY9EPWL1h+6UfGtWtji63NUH3jrdY3a54wevOmkJg8mTL9v3exFc/rXftnFv/fCXmjXrKyg7cuGMfer4+BctjRoNIY5o3qosJz3RFnWoVrWyfW9A6s2YiMIWy5Ufzv0Gv19kj9MTX+Ge64qF2NyU2NMhi6+4D6NB/DDbv2u8aVe0q6Zg7sg9qZlQwKHr5UHRmTW4webLl9d2H4tfNu7gUuKp2FXw/aTCXrSlGHfuPwdIff+MKp8V19TBnZB8uW5uMdGVNNzBzsyUPlGs27sSNj70spPG3772AhnWqCvkEZfz2zCUYOHa6UPXDe9+HJzq3FPKxwVgHnL6ByRYDfUZME9J1zIAHrFgsXLhwEVd2eR57D2UJta9S+VSsn/EKChdONDAJFRu4cZBgCs0tmVJsQTBl/jdConVtd9OlhYLp16ylP+KhIRM9hfnRkB64u8V1nnxNddIx14z3pyw0jDMBmzz8T/y+dY+Qln+qWRk/fPgPIZ8gjB8dOgnTv1zpqer7WjfF+4O7e/I12Ul11nQCUzhbMgFdzmV01Zdn/hp0B6W36YvTZ895CqNEsaLYv3C0J1+TnVRnTVcwRaAJM5he2xYBS0RHk2GMjU1l1iQwOUggMJ1F0gmmp2GchZ3Rvj+OnzzN0c15JqVTSmD3vJFCPkEYE5hcYDIj324/xBYkvOiJhNzp6bFY/MM6IW5aNamP2W/0FvIJwpjAjK+6qqzpG5hDJ83Ba5PnC3HzbLd2GNy9o5BPEMYEZrBgeh7GWdhs7+W9z40X4uaTV3tZsUeTwOQG07fhPDpjeh7GWTSHs06gRqeBQmBumz0caamlhHyCMCYw3VVXMZz7BiYL/ck3puLDucu52Hm4Q3O89XS+gzy4/IIwIjAtB3Pdll1o9shQLnZWfDAY9WtV4bIN2ujmx1/J3RAsGgvbQPz1u8+LulllrzJjSg3j0SqOnf4lBo2f6SrssF6d0fu+1taIzxZ1bHHn5WKLO7bIC/vlN5yRodw3MFkHDJk4GyOmLnDsiwEPtsWQHp2s6ie2x5TtNfVysT2nbO9p2C8rwGSdwHbkTJi5JPcVBPbKQc/OLa3dadPtpffw6ZJVQnzd07IxJr/4mJCPrcbWgBkRmO1lZJftexJ//mMHmvcYJsTN8omDcM0V1YR8bDW2DkxbhXaKe/wni/HsWzO4mvTak13Q695WXLZhMFIBpq/zyzCI7NaGlyfNxauT57k287lu7fFC9w5hl6JA+/yEky1+CExBhNim4WEfzAV7hz76Yu/KD3qkA9jm4GS8CExDen3Jqt+wdtPOS9E0uLwqWjauZ0hkwYRBYAajO9WaQAECkxAxUgEC08huoaAITGLASAUITCO7JbmD8vutSbpdlNw8+dZ6AjNKypXrNqNp/dq+iUsFeVeAwPSuHXkqVIDAVCguFe1dAQLTu3bkqVgBP+GkxY/izkqm4uO8G+XpEAQCM5nIUdxWl5f2hOE0FszzFy5ixdpNOHvuvGI5/S2+WNEiaNbgchQJ2WGtPColBZjvf7bs0reCbLzYt4wevSucn1Vx648ErzkLZU1jM2bbvqPifrLEdFjZ+00LRvczPUzf4+N4/54bTmPB5Gik78L6WWBYz8TkzZjv1AL+vqWAtf1gVr/raRw5dtJPVrSVVa5MCrZ/9oa2+kypKJJMGJSRyyucxmbMAaM/xr9mLTVFc6E4/nZ3C4zoe7+QTxiMncBk7fICp7FgfrdmI25/coSV/fXFWwNwQ8M6VsYuE3RSgMkEyhw+FZPn8R3SJSOon77d2jfHuIF2HBbmZ7tZWfHA9JI1Wca8EH1EsWmT9i7PT8CCb3/xW0Ml5bW98WrMeKWnkrJNLzR6sRo9x4yOO2ZId10IKTm7yG8RbcicyZwpE2VLLwshK8BkDWNfXRs04VMcyjruN/dS5ZVPLY1hPe8B+8pbMl9uw7iXrGkNmKxxJ0+fxahpCzF2+iIcO3EqUA7KlCqJPve3xlN/vQMpJYoFGosJlXsEk4XuOKRbBWakA9jz8ymff4OPv1iJZf9br7Vfbrn2Stx/e1N0vfMmsOfidGUrwAumw0KID0zmaNoCyK3z2cftF363FktWrcPy1X9g32GxL+QmAqtiWiqaN7oCLRvXR5sbGqBmRoVELkn3O8/Cx2U4d8yavp7BbkKPsPOEft6wHeu27MbGHfuwdc9B7D5wBPsPH8PR485PksqWTkF6WhlkVCiHmpUvQ51qFVG/VgauqVsd7DwiutwVEMmWcRZCBbJm6MBMBNGJ02dwLmcrXdGiRVCqRPFELvR7AgV8ALNA1kw6MIky/xXwAmaiuaZvX0bzv7lUog0KeIWSwLShdy2O0Ucw8w3nlDEthsKE0GXAdMuasWAa/dzchI6gGPIUEL1N5KRdvOfnTjc36ehroo9LAdls6ZAxc4dzApOrC8jISQE/wIw3nMfbekRZk1h0VcAvKAlMAs1XBRSCeWk4T5gxmZVNz859VZ8Kc1TAj0VPbMGxiyC3XcQ0nBOYrmDG26nuRTZPYFLW9CJ1OH1UZEuneWaiF9Apa4aTL8+t8nNu6Tacc4NJWdNzX4bGUVW2jAgUPZwnApP5UNYMDVpyDVGZLWOHcyEwKWvKdazN3qqzpRcwKWvaTJQPseuAUhpMypo+9LRlRZgMZr6sSXBaRpZEuLqg9JoxI02jhZBEJ9voqnrBE62J6Ko82jcXTMqaNmImFrPObCmbMWlIF+tba611Q+kHmASntbjxBR4ElAQmX98ktZXNYFLWDCm6QUHpV8YssEqnxZD9pAYJpd9gUua0n8dLLQgaSuVgUua0j9RoKFn0fm4AFlFD5j5mvHry3d8kOEW6I1hbU6BUkTEd55sEZ7DA8dRuEpQqwSww3yQ4efAIxsY0KFWDSXAGw5lQrSZCqQNMglMIE73GpkKpC0yCUy9vXLWZDKVOMJ3gPJq1eFxZLhXJyFcFTIdSN5iOmRPArKzF4+72VXkqLK4CNkAZBJjx4KSjZzT8MdkCZVBgRrqAbsRrgJFVYROQEUlUPPkRkZvgFFHLg62NUAadMeMO6+wHOlXOA4UxLrZCaTSYBKd3MG0G0sihnO1kiTmC7lKclD35II0FknkFtTuIL+L4VsbMMWMFjAWU4HTv6jBkyegWGgumU0qn7FkQzrABadxQ7jbk0PCeGEibh22nscD4jBkvvUf+fzIN8U5zyLABaVXGjP2LcsqgYR7mkwlIq8GMN/+MBjgMmTRMq2zRVbpVQ7lb48KQReNlxrAO17z9yXOisCj4iexzH0n6eb8tHqQmDvcEozMiocmY8f4C3CDVvYBygzASi59/oImygsm/hx5M3oVTvE4SnavywBdbF8FYUP2kA1MWVNksowPCUxeAA+eBA+eAMxeAooWy/5UuDFQrDhQPYtImKFzSg5lIL56pQHQZOsCLjfn0RWDtSWDtKWDNyWwg3a7KxYBaxYHGpYDrSiVSIJjfCcxgdPel1v3ngMVZwKKjwAWPJaYUzga0bVmAAWvKRWCa0hMCcRw9D8w6DHx9zNnJbV7sNgduXRZoVxZILSIQjCJTAlORsKqKXXYM+OQQcCImRYou0iLxxYJarBDwwGXAzWVUtYCvXAKTTycjrP59EFialT8Ur0DGNigW0FvLAF0rBNdsAjM47blrZoubd/ZlL2wiV0YxYP3Ccdxl8Bhe1TYT28/kWTZKAZ6oCBQJYBVPYPL0WMA2b+4Bfj2VF4RfWTJes6KzZ72SQK+KQMnCekUgMPXqLVzb2/uAH0/og9Jp7sluKbHMqfMiMHWqLVjXxweBL6PmlKozpdu8k91O6lxesAES5gSmhHgqXb8/Dry3X3+mdIPzsXTg+tIqW51XNoGpR2ehWthi58UdwKHz2W66M2U8OMsXAV6qBpTQsBgiMIWQ0WPM7lMuPJpdV/miwNb/+Lv6Fm1FzTsycSjnMWebssC9GoZ0AlO0lxTbs+fcg3YEP4S7Den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id="102"/></item></list></costumes><sounds><list struct="atomic" id="103"></list></sounds><blocks></blocks><variables></variables><scripts><script x="11" y="360"><block s="receiveMessage"><l>Bruh</l></block><block s="doWait"><l>2</l></block><block s="doSetVar"><l>decimal</l><block s="getLastAnswer"></block></block><block s="doUntil"><block s="reportEquals"><block var="decimal"/><l>0</l></block><script><block s="doSetVar"><l>binary</l><block s="reportJoinWords"><list><block s="reportModulus"><block var="decimal"/><l>2</l></block><block var="binary"/></list></block></block><block s="doSetVar"><l>decimal</l><block s="reportMonadic"><l><option>floor</option></l><block s="reportQuotient"><block var="decimal"/><l>2</l></block></block></block></script></block><block s="doSayFor"><block s="reportJoinWords"><list><l>That decimal number in binary code is </l><block var="binary"/></list></block><l>2</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Start 5 facts</l></block></script><script x="11" y="714"><block s="receiveGo"></block><block s="gotoXY"><l>148</l><l>-62</l></block></script><script x="10" y="644"><block s="receiveKey"><l><option>right arrow</option></l></block><block s="changeXPosition"><l>-10</l></block></script><script x="528" y="374"><block s="receiveMessage"><l>Definition</l></block><block s="doSayFor"><l>binary conversion is when you convert a number written in binary notation to a number system with another base, such as hexadecimal.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Hex</l></block></script><script x="522" y="517"><block s="receiveMessage"><l>fact</l></block><block s="doSayFor"><l>Here are some facts about hexadecimals and binary conversion.</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>fact 1</l></block></script><script x="519" y="626"><block s="receiveMessage"><l>continue</l></block><block s="doSayFor"><l>There are no symbols that mean ten, or eleven etc. so these symbols are letters taken from the English alphabet: A, B, C, D, E and F. Hexadecimal A = decimal 10, and hexadecimal F = decimal 15.</l><l>5</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>fact 2</l></block></script><script x="524" y="761"><block s="receiveMessage"><l>example</l></block><block s="doSayFor"><l>An example of this would be 11011011.</l><l>2</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Fact 3</l></block></script><script x="515" y="224"><block s="receiveMessage"><l>Fact 4</l></block><block s="doSayFor"><l>Another fact is that there are also nibbles. A nibble is made up of 4 bits which would mean 2 nibbles would make 1 byte.</l><l>3</l></block><block s="doWait"><l>1</l></block><block s="doBroadcast"><l>Fact 5</l></block></script><script x="520" y="127"><block s="receiveMessage"><l>Conclusion</l></block><block s="doSayFor"><l>Welp thats all we have for today, thanks for listening.</l><l>2</l></block><block s="doWait"><l>1</l></block></script></scripts></sprite><watcher var="decimal" style="normal" x="10" y="31.000001999999995" color="243,118,29" hidden="true"/><watcher var="quotient" style="normal" x="10" y="52.00000399999999" color="243,118,29" hidden="true"/><watcher scope="Stage" s="getLastAnswer" style="normal" x="6" y="8.000005999999985" color="4,148,220" hidden="true"/><watcher scope="Sprite" s="xPosition" style="normal" x="10" y="73.00000599999998" color="74,108,212" hidden="true"/><watcher scope="Sprite" s="yPosition" style="normal" x="10" y="94.00000799999998" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="xPosition" style="normal" x="10" y="115.00000999999997" color="74,108,212" hidden="true"/><watcher scope="Sprite(2)" s="yPosition" style="normal" x="10" y="136.00001199999997" color="74,108,212" hidden="true"/><watcher var="binary" style="normal" x="5" y="9" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks></blocks><variables><variable name="binary"><l>0</l></variable><variable name="decimal"><l>0</l></variable><variable name="quotient"><l>0</l></variable></variables></project><media name="Binary Snap" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>