<snapdata remixID="13481724"><project name="cacualtor" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes>be patient its slow</notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADaxJREFUeF7tXQlsVFUXPoBAQfZaZJVFIhaBoCxlRzSWpUBZCkSsbdOkaJpCULAFRHaCggX9gUAKhMguLago/K0RYoSqoCyi1K0KqGxSFgVkscCf7/rfl9fpLO/N3LcMnpM0M9O579zzvvvN3d4551a4c+fOHWJhBBxCoAIT0CHkuVqBABOQieAoAkxAR+HnypmA/2IOpKSk0KZNmygnJ4eSk5MdQYIJ6AjszlZ669Ytuueee8oZ4cR6lAnoLBccqX3SpEmUnZ1dru7XX3+dJk6caKtNTEBb4XZHZb4I+Oabb9L48eNtNZIJaCvc7qmscuXKVFpaqhlUr149On/+vO0GliNgQUEBFRUVCUMwJ6hQoYJmlFs/16pVi/r27UstW7a0HUCuMDQEyhCwuLg4NG0Kr85Oj6eOVc8G1Nhr3H+oUssuotx7771n+xwmoIFcwC8CGgHz8vIoOjpa9Hiyp3PytXZOP6oTUdFQ851I+q9md5s2bcr02oYUcCHHENAIeOjQIa3hOnbsSDNmzKAhQ4bQ7t276ZVXXqE5c+aI1/nz54u5A95/+OGHhInr1KlTxf8GDhxIq1atorS0NHr55Zepd+/eFBsbSxkZGULXJ598Qg8++CClpqZSnTp1KDExkeLi4uiJJ56g6dOnC52FhYUCjPvWDDJMwOKnt2sAYnuhbdu2jgHKFZtDQCNgfn4+1a1bV1zdtWtXevXVV/8hwn330aOPPkpHjhyh9u3bi9dLly4JcmHIa9q0KT355JO0YsUKioqKIswhIf3796eSkhKKjIwk7DtJXbm5uXT79m165pln6PLly/T7779T9+7d6eLFi9S6dWuqX78+nTx5khpvHGGYgEeH52p33aJFC6GDxRwCRvcA9WsCczV4L60REEvz+Ph4U0PwhQsXRG/28ccfC1KqHLJb5D1tmICHBm3Q7O7Vq5cKXMJeh2qiSEBU7xWWWYTMnTuXunXr5grw27VrS/WjAvdkx44fp59//lnYjJ6vXbt2rrDfaSOsIiBGxqysLGW3V24bxmhXrMwCRYqsAlyReazGBwK8Ec3UcBQBJqCj8HPlTEDmAC1cuJBiYmLEzobdwgS0G3EX1Td58mR67bXXylj0999/e3XVsspsJqBVyIaBXm8Lt2bNmtHx48dts54JaBvU7qvI186BnTshTED38cI2i7Bn+s0335SpD0+qEhISbLOBCWgb1O6saNGiRZoHEZ5m1a5d21ZDmYC2ws2VeSLABGROOIoAE9BR+LlyJiBzwFEEmICOws+VMwGZA44iwAR0FH6unAnIHHAUASago/Bz5UxA5oCjCDABHYWfK2cCMgccRYAJ6Cj84VU54rsRvrt48WJlhjMBlUF5dyvSJ7UcOnQovfPOO0pumAmoBMbwUYJMYsge8dVXX5kyulKlSiKjBQQ+hI888oip630VZgIqgTE8lKSnp9Py5cuFsQ0bNqRTp04ZMrx69ep07do1UfbAgQP02GOPGbrOSCEmoBGUDJZBgzZu3LhMaaQt6dOnj0EN1hfLzMwUUXCQe++9l65cueK30vvvv1/k74F8+eWXhMRVKoUJqBJND10jRowQcyU5dFlYlSnV69ato6SkJHEN4kKQDAo9oqcgk5lMe4L0fbgf1cIEVI2oTp/sEe0M8jF6Oz/++CM99NBDWvG1a9fSs88+q31GirujR4+Kz3Dbf+GFF4yqNlWOCWgKLuOF0esh0RN6kHPnzhm/0MaSsEufym7mzJkiLyTS8+3bt09Y8txzz4nUe1YJE1Axslgh7tmzhzDhr1atGl29etXVGVsRiF6jRg26efOmQAKElHO+YcOG0bZt2xQjVFYdE1AxvBEREXTjxg2hFQT866+/FNdgjbpOnTqJFa4UJH1HdlyrhQloIcJIF4z0w0hl7HaZN28eTZs2TTMTvSIy2FotTEALEf7111/pgQceEJlj3SwbN24UKZMhOC8EmW+lYAqBfUCrhAloFbL/1ytPHbC4mqDVY5hFjm8I8n3/8ssv9O233xJOG5CyefNmGj16dNB1+LuQCagYVqx+sX2BeSDyVV+/ft21PaCefJ5DLhYi2ISWMnv2bHGKgWphAipC1DPRD+Z/OF1g//79impQq+bgwYPaUw0c2yVXwfpasEKuUqWK9q+nnnpK+XyWCai2XcNC2w8//CCOxIDghwNPF385tlu1akU//fSTKI857YkTJ5TdJxNQGZThoQgHEuLsFylGE1LiFM0lS5aIy3DIEM51USFMQBUohokO7EnCAUHKn3/+STVr1jRsPU7FmjBhgnCugJOFCmECqkAxTHR89tln4lQqyG+//VbOc8fIbWCBpcoXUEwB7rh9k8oIKlzGMAKY/2Gl/vDDDxu+xsqCTEAr0WXdARFgAgaEiAtYiQAT0Ep0WXdABEwTsGrVqgGVuq2A9E5xm11sTxCLkHA8FJDXWe6luukekAno3sYMR8uYgOHYaneRzUoICM+JqKgo+uCDD2jMmDHlHBlxyDHOJXNKeAh2CvnA9YZEQL0XRVFRkfAhQ1ALXHekfPTRR8LfzMmh204Coq5NmzZRamoqwXtk/fr1th/+ErjZ3VMiJALi2SLiHvRpGzxv7d9EQMTXNmnSRIwGiKFFgNLevXtd6w/oBhqGRED82hG84u/B9L+JgOjlX3zxRcrOztbaFv/7+uuvCXG2LOURCJmA+MXjl+9LtmzZQiNHjiw3BC9YsIBeeuklcRncfODuIwXOkRjeCwsLqWfPnmVUI0BapgeLi4ujLl26iGHfn9g1BEdHRwt3dr2AgLi/jIwM5p8XBEIm4IYNGygxMdEnuJJoFStW1Iai4cOH09atW+nTTz/VvDPkHBH+agiMwaIFixe4iiMwBoKAaXh0gPTw5tAL3Ip85Tmxi4DeQHB7TIjTv4qQCIiMSXDZxhzQlxQXFxNyjOgXIXLuKK8ZNGgQ7dixQ3wEWcaNG0dLly4V75HsR2ZxQm8nI/bxHVKNYb4Fb13od8P5t3ocOnToQH/88QcdO3bM6XZ2bf0hEfD7778X+UX8rXCl35m+DMiDYRnkRUigXvBdgwYN6OzZs4KAyMaE+AUpsjfD4gcBP5DY2FhB1DVr1ngF2okeMD8/nwYMGODoAgTbYngMCZd7uGDh1Z/AQbWkpESkEpGv8j2OcgWO0INXiX2ozA6JgEhmg6Q2IBJcu70Jei9kXpIEHDVqFL399tsi1lTmnJPXoTfDniLmf6WlpeJGEaMaGRlZjoBmtnXsJiAaEufurl69WmzHOCWYyqhynfe8B1WYhkRAOWQin4ivBDwAADEEkjBYsDRq1Mhrr4mMTQiAkWXlTXr2nqjXrQSU5Bs8eDBt377dKe6JerEv67ko8mcQHE0w58YfXPfxJ99jxJGY4xWxwipECQERfnj48GGv9ngSEF03btQbgfTzRQRCy5vUL2C8kTIQEKp+rYHqwffJyclicYUfE0tgBEImoIyqkoTCsNqjRw9t3uZJQJDh888/F6nLII8//rgIcpk1a5b4jO/lHAO/OggCYRAQI793aw+IGOCYmBiRYUAmc2zWrJmWAu3dd98VyYowN2P5B4GQCYgtGGTc1It+S0Q+J9YPq2fOnKGsrCyxP4aVrJ5QnTt3FitdlMd3iEHFKlKmhgU5v/jiC7H/Z1Ts7AGxgse2kfRBxCJMZkhFOGR8fDylpKQYNf2uLxcyAYEQhmBkVsJ8Ab2Vv3lHbm4uJSQkaMDiyYHKcye8tZidBLzrGaP4BpUQ0KxNOGdi586dXtNBmNVlpDwT0AhKzpRxhIB23yoT0G7EjdfHBDSOFZe0AAEmoAWgskrjCJgmoHHVXJIRCIwAEzAwRlzCQgSYgBaCy6oDI8AEDIwRl7AQASagheCy6sAIMAEDY8QlLESACWghuKw6MAJMwMAYmSqBs9X0Hsi+nsLAiwiOGvD8xp/+PWJb4MCAP1Wex6ZuwsbCTECFYH/33XeEyDiVcrc/RmQCKmSLGS9tBHJJ72O4r+EPn/EqHXZVeh6buU30wPIYV6sPW2QCmmmZAGU9QwkUqrZVFQgos+db3QMzARU1rf4EcqsbTZHJPtUwAa1G2AL9CxcupMzMTKGZCWgcYO4BjWPlt+TYsWNp5cqVTECTeDIBTQLmqzjy1MDLu3nz5mGfCYGHYEWksEoN4ljeeOMNLdgI9SDW+fTp05Senk7Lli2zqmpb9DIBbYE5uEpk4DmufuuttygpKUkokivgnJwcSktLC065jVchdNaXYCNd5uDB0V7+tpeQ/zAU4SE4CPT0+Wo8A+XxJGTYsGFBaLX3EjN7lv4sC3XBxQQMst1lAyI34cyZM7VeIthDAIM0I+jL+vXr57cH3LVrl/geiZ/8SUFBQdA2iJGDDysMDj9k98rLyxMX45kt0odAQu0RgrNG7VU8B1SLp2XaZC+IRETvv/8+EzAIpLkHDAI0ecmUKVNEFle9cA9oDlAmoDm8ypX2nMwzAc0BygQ0h1e50tjzkwnIkUwJKXnDXXgOGGYtGBERQc8//zz17t2bkIA93IUJGO4tGOb2MwHDvAHD3XwmYLi3INtvGAFehBiGigtagQAT0ApUWadhBJiAhqHiglYgwAS0AlXWaRgBJqBhqLigFQgwAa1AlXUaRoAJaBgqLmgFAkxAK1BlnYYRYAIahooLWoEAE9AKVFmnYQT+Bxa2fQK0m2dhAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="cacualtor"><notes>be patient its slow</notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="addition %&apos;1&apos; %&apos;2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicSum"><list><block var="1"/><block var="2"/></list></block></block></script></block-definition><block-definition s="multiply %&apos;m1&apos; %&apos;m2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="m1"/><block var="m2"/></list></block></block></script></block-definition><block-definition s="dividide %&apos;d1&apos; %&apos;d2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportQuotient"><block var="d1"/><block var="d2"/></block></block></script></block-definition><block-definition s="subtract %&apos;s1&apos; %&apos;s2&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportDifference"><block var="s1"/><block var="s2"/></block></block></script></block-definition><block-definition s="squared %&apos;sq1&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportVariadicProduct"><list><block var="sq1"/><block var="sq1"/></list></block></block></script></block-definition><block-definition 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" 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