<snapdata remixID="13938200"><project name="Elipse" app="Snap! 10.1-dev, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAAAXNSR0IArs4c6QAADn5JREFUeF7tnQ1sVFUWx3/95GtKKx9KSwE/YHQRXaRaYYOCIqvIuCR+JEWJJEoTu5vdpLig0djERjcGE4nZD8zWNWvCbtm4a2SdKms0oa4bV3S6LCrKwIoI6RQRLMzw2ZYu574ZmJaWNzPtm+nMnJtMaHnv3Tvvf39zzj3nnjfN6e7e0Y02VSBFCuQogClSXoc1CiiACkJKFVAAUyq/Dq4AKgMpVUABTKn8OrgCqAykVAEFMKXy6+AKoDKQUgUUwJTKr4MrgMpAShVQAFMqvw6uACoDKVUgMQA9CyAUjP+NT3XDzApwuXpeO7Ec5swFV1H8feoVaa1AYgAmcssCbFsAtvogFOrZwy4/bG3pCfUdHphQap0nwMrvCmgiyg/pa5IHYDwyCKwfNFvASpN/5feI1RUYrwjDOd8D48M/xzOGnjskFBiaANpJs8kLwTCczV44ELAgnOexrryzCkapO7eTcSgcT08A+1JOINzshWMheKvRAnBRlQWmWEltQ1KBzAGwt7wRILe3wHafZR0vdVvWUduQUSBzAewtsVjHT5rh42YLxvmLYXrFkJmIbH0j2QNg9Ay/1gCydoysF+9cmq3zn/L7zk4AI7KLa97cZMF4bzXcV53yCcm2N5DdAEZmW9aLEauoICb1M6AA9pb71bVWFK0gJgVEBbC/lI5YxA/fgYcf1zSOgygqgBcSV9aIr71snXHfCo2aHQBRAYxFVEnhrKsHiZaX18ZyhZ4TowIKYIxCmdOeroFjQXioFq7UHGI80vV3rgIYr4p+H/y2Bu6vgxt1iy9e+XqfrwAmouChAPyp3rpyxRoYoYUPicgo1yiAiSon172+Fj7dDA/UwVR1yYlIqQAmolr0Nbt88Osa+Pk6hTABLRXABEQ77xKFMGEVFcCEpet1oUKYkJIKYEKy9XORQPjyaisw0TVhTMoqgDHJFMdJagnjEEuj4LjEivnkCISr18NEd8yXZeOJagGdmvVPm2HzBis61tavAgqgk3BIemaEC1Y87+Qoad23Auj09K1ZBnfXalDSj84KoNMARtaDL25xeqS07F8BTMa0yZbdoVZ1xX1orQAmA0AZ4+klumesACaLtj7Gkaj47QaQ1Iy2swqoBUwmDBIVz6+Ca+Ylc9QhPZYCmMzpkYDk94/Cms3JHHVIj6UAJnt61Ar2UFwBTDaAukOiACabufPGe2oRLH9Gk9Nakp8iFCUaPh6ydkiyvKkLTgUAx4Pw+ALQ3RF9KCkV/JkxNRgxMmSXBdzfCF0hOOaHYAt0hf/URGEpXDQf8lwgP49LwvO+4oalLcrur4TLfADbm2H/Bgj6oGQejHTD8ClQPAfyws/zngxA+2YLTgFTzh3rgXGLocihxy3VDWe4BRSI9q61rExZtQVfPE2spYA7rAzKVjgDYt0CeLQRii+O551l1LmZaQF3rYJTAZhUO3BwvvPC1/Uw5sdw+TODO/n/DLvhm7LXDWcWgEc/gz3PWeu4qYNchbyjxoLvykEssVcAMygIkXXc9mUwdc0FrV4Xfk7RbF7yc3QbhodcSon8e565210PhX6YOEgVLfv98NdV8LONg2tZ06i3zLCAAt+OR+Cyun7h68DHMdbSTdAAVsg88uj5xNpJvJwmwAleJY9rcFFngOzR2l+AUzvh4kGyhL+qhCeyt1o6MwAU9zh6DpQ+2OdnP8QqOvEzijoKqKCTIPvYcPbcI3zGaGYwnFImYKVgjtNgXiOoNq8e7dsayCmE8S8O3NYogDu6B65iCnuQIOFgU79rsyPUkEepgS+Enzaa2Ecj5Szle1rZRws5uDhBgJl4aMNLCRVcRR2FQAjra9hG08vitS2Di2ph2ADTNC8sgJ++AcOz8yve0tsCiuv9dAlcsxGGnf8XMwW+fKYxkpV8RzPbeZLJLKftTP73IxoYyxVMopJhuDhCgC/wUk4FebRSQoBLqTavaIjPftSON8PhBpgwwPWgrAFnLIKrbk3hpzh1Q6c3gNvrYWQpXHp+GuNYdw2dOZbl2sULtNNCCVU0UU8xbg5TxDZ8nDJWDrqA8cCNuMklyAjgasrIx8UMnjcQFrKQ4dx9brbEFRdVwYg4c4zR8y0AXusB9wD6SB0/Ax45vQH0VoKnjwX8aR/dXfXkFGxkD6/wPR8zjhV4Wc0RXHxMgFagIwyfrEHygHHA8DCIZcAPcVNOkOmspBgXIVZzEe+dE12s4FEvjBtAymd9Ddy0AqYM0JUPGIXUdJC+APoboCMEV/dR0tRRA3mLIdfDZiopp85Yvr3Af4EDwLfkcZICugx659o4jlICTAIqmcRkOplo1ofryGeDiZx7BCV7K2HSAKJYAfBHD8Llc1JDQIpHTV8A35oLN68H16U9JTzdDF0boGAdX1JvItuPeJ0vOEgL8DXQynBGUczveIzFzO1x/Wt4+SX1BsBLgJnAQuZRQhFuqmlnCWOIAu67VTDKk7gbliDk4fVQnJ1/9T19AezP/XaFt7fyqo31m846/k4NvjMg/QvYTyE3cANewvvEfViAD/GxlBqukG1kKVjBTRl+5rOFQ1QaN5xDOGqVQERacYLbaZqGScM0zAXd7xLIf4m2HJ8JPA4D7+OlCYwLPsgottHIZCZc0Pk8wW/4Cxu4nlPMAO6kgku4mTG0mbTNWTesAA7IiaenBRQApbn7sDqnKqFwC19jnfNvGtgGvGMALOQe7jKu164dJsRleLiZY0wHFuDmCuYZtyxtUAA8fKZg4g/LYGVUYGP3xjLseHoC+MkqKPfAhF6pi+4AdD4CBRt7ACiBx5sm8ChkJdU8zvKYprGEW7iBo8gqcwEwm+rzATzyCnR3JeaCpRjhRAgWZu+zIekJ4D8WwK1vQEGv3YMoAFtpoAB4jwYTMrwNHKKQ2jgAnEkVeezlFjq4vj8AB+KCtRomTath+gtAogA8EHbBAqBYQAEwECeAYgFv56gJRjx4GE2piY5NzBHZHx4IgL9dAsteytoIWHRMTwvYL4DfQsfdUPgBAuBps/vbyts0sx83XnZzA5UXjIAjvvnPbOJJnqWSkwbA26jgMhaTSxPFLKYkXLTA/odg9PL40zCy/hMAs7gSJvMAlDsKByEdfMsuU99XyybWsvOMC90EfM9wnuEX1HDvBdeBHmppZQs30sFyqs2asootfEElP4jOAyaaiFb3a/RPTwv4/jKYWQej+/gG+s5VkDML8payj1WMZBbvsNZEwgco5V328z0jjBWca9LMPds3tPEAT7GPL1lAN5edKV29BY/ZL5nGNE6wkzLqrIvE/XYFYEz495hCm/BJEv3eVpu1W3ARqdITwG3PwshymNpHNCuJaFkL5tdxDB+t1JNHNW+asio3WzjIB7QTpICJTOR+7mAyl/AN+40mz/FHxnOS2XSaiPd+qvHTwF1sJMAjBr6RhPdtW5fA2Lr4S7L2+MBbn9WV0OkN4IXygBE3XLAectzsMfWALvyE2IGPb8xuCMYifkceIQrIoZtcuhkNTKCLq+hiotmCW8peGrmVdRznZQooPWf9pAjhaFNildECn2y9ZfHDSOkN4BE/fFgDt/eTwDVW0A/5VpWKQFjEPLbSzFf4+EqWilHVMO0msQyu8GsOFUyglL14DXzDCNBOE1MiRamdAQgsgdKNkB/nHq4GHz0WKunpguUWJBIWAHvnAiO3d2ou5L8IuRV0EWQ3yyjGQ8gUJ9QToshAeIAucshjFh6CpmwfCglSSBHXUcuR8J7xBB5jmElJS0a7BkYttooQ4m1S/TJlllq/sG7pC+Dna6HA1fd2nNzcaR901kD+OgNhh6kBrKeDVuNGv6KFowTYjfcsQiWm/k8qX9yMpJXDNBm3W05UvZ/AJy2Rh5J07XfexzV9AbRzw31AKP8VCUwESLGIAlh0k9zhIRqNyy7iVopZdO7wQOCTXsT6XbvYqoDWZhRIXwDl3cs6cPJPYGIUJL0n9qwlrDMFqtFNQOsyBfk92/jeT8FJ5fOheivZnEjKRbqXwKM9AMsG6XHODAE4vQE86INPVvcfjEQmyWzRWU+3RSqlY5o/AS8YfnyzeEX86ZbIIOJ6/7Y6q6te+tM7vQGUu5LKmBFlfZfm975rqZSWiuluH+SFS7kkaZ0bzuuZY36rQuVQowXc8NnWVluiLVJydc+arE869yVh+gPYEQSpjpmzDsbG+GCPWMTT4eAjAp1ZkFRA7iwrRzOsCnIH4Vld2fGQfF+WPvVm97lNfwDlDsUVy3pQnhHpa3vOTgWnjr8h6ZppsHClUyOkfb+ZAaBMQ1szyA6JWML+coPJnK63aqDQBbcN4JHNZL7fFI2VOQCKgALgXq9VqBCrOx5s4Q/64f16KJ0Fs9Xy2cmbWQBGu+N41oR2KsV6POADsXw318E0zfXFIlvmARiBcKts+Lvh+iS5wHdXQTAAs2uhNMZgKJYZyvBzMhPAyKSJS5aXfHfMjASf27UDoKUB/tMAVy+14NMWlwKZDaBI0e6HTzeA3wvXVcPlC6Gk17cpxCWZRN1+2NNsgSeuVsArHISUTbzvIwPOz3wAI5N0KgifbbCgcZVa4BSF/41lIj9vhJMh+N8mONEOV1fBjCoFLxbtLnBO9gAYLYKs1XZ64VDYkskxgdJVZkEpP8uxQAsIuNKmyD6wG8rnwMXyXQnaBkOB7ASwL+XErQpsoYAVTIx1W6kUda2DwVm/fSiAjsqrndspoADaKaTHHVVAAXRUXu3cTgEF0E4hPe6oAgqgo/Jq53YKKIB2CulxRxVQAB2VVzu3U0ABtFNIjzuqgALoqLzauZ0CCqCdQnrcUQUUQEfl1c7tFFAA7RTS444qoAA6Kq92bqeAAminkB53VAEF0FF5tXM7BRRAO4X0uKMKKICOyqud2ymgANoppMcdVUABdFRe7dxOAQXQTiE97qgCCqCj8mrndgoogHYK6XFHFVAAHZVXO7dTQAG0U0iPO6qAAuiovNq5nQL/BwSGuRRDZq0wAAAAAElFTkSuQmCC</thumbnail><scenes select="1"><scene name="Elipse"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="cuadrado" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_cuadrado"></custom-block><block s="gotoXY"><block var="x_cuadrado"/><block var="Y_cuadrado"/></block><block s="down"></block><block s="doRepeat"><l>4</l><script><block s="forward"><block var="pasos_cuadrado"/></block><block s="turn"><block var="grados_cuadrado"/></block></script></block><block s="doChangeVar"><l>pasos_cuadrado</l><l>2</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script></block-definition><block-definition s="elipse" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>10</l><script><block s="down"></block><block s="forward"><block var="pasos_circulo"/></block><block s="turn"><block var="grados_circulo"/></block></script></block><block s="doChangeVar"><l>grados_circulo</l><l>1.618</l></block><block s="changePenColorDimension"><l><option>hue</option></l><l>1.618</l></block></script><scripts><script x="112" y="242.46666666666664"><block s="turn"><l>15</l></block></script></scripts></block-definition><block-definition s="W" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><custom-block s="posición_random_W"></custom-block><block s="forward"><block var="pasos_w"/></block><block s="turnLeft"><block var="DIRECCION_W"/></block><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="pasos_w"/></block><block s="turn"><l>135</l></block><block s="forward"><block var="pasos_w"/></block><block s="turn"><l>-135</l></block></script></block><block s="doChangeVar"><l>pasos_w</l><l>1</l></block><block s="up"></block><block s="changePenColorDimension"><l><option>hue</option></l><l>10</l></block></script><scripts><script x="252.03125" y="86.13333333333367"><block var="DIRECCION_W"/></script></scripts></block-definition><block-definition s="parametros_iniciales_W_de_6_a_10 %&apos;tamaño_pasos_w_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">6</input></inputs><script><block s="doSetVar"><l>pasos_w</l><block var="tamaño_pasos_w_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>DIRECCION_W</l><l>90</l></block><block s="doSetVar"><l>X_W</l><l>0</l></block><block s="doSetVar"><l>Y_W</l><l>0</l></block><block s="gotoXY"><block var="X_W"/><block var="Y_W"/></block></script></block-definition><block-definition s="parametros_iniciales_cuadrado_de_10_a_20 %&apos;tamaño_pasos_cuadrado_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">10</input></inputs><script><block s="doSetVar"><l>pasos_cuadrado</l><block var="tamaño_pasos_cuadrado_como_parametros_iniciales"/></block><block s="setSize"><l>5</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>x_cuadrado</l><l>0</l></block><block s="doSetVar"><l>Y_cuadrado</l><l>0</l></block><block s="doSetVar"><l>grados_cuadrado</l><l>90</l></block><block s="gotoXY"><block var="x_cuadrado"/><block var="Y_cuadrado"/></block></script></block-definition><block-definition s="parametros_iniciales_circulo_de_0.5_1 %&apos;tamaño_pasos_circulo_como_parametros_iniciales&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1">0.5</input></inputs><script><block s="doSetVar"><l>pasos_circulo</l><block var="tamaño_pasos_circulo_como_parametros_iniciales"/></block><block s="setSize"><l>3</l></block><block s="setColor"><color>255,63,15,1</color></block><block s="doSetVar"><l>grados_circulo</l><l>1</l></block><block s="gotoXY"><l>-200</l><l>140</l></block></script></block-definition><block-definition s="posición_random_W" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>X_W</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_W</l><block s="reportRandom"><l>-150</l><l>150</l></block></block><block s="gotoXY"><block var="X_W"/><block var="Y_W"/></block><block s="doSetVar"><l>DIRECCION_W</l><block s="reportRandom"><l>0</l><l>360</l></block></block></script></block-definition><block-definition s="posición_random_circulo" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x_circulo</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_circulo</l><block s="reportRandom"><l>-150</l><l>150</l></block></block></script></block-definition><block-definition s="posición_random_cuadrado" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doSetVar"><l>x_cuadrado</l><block s="reportRandom"><l>-220</l><l>220</l></block></block><block s="doSetVar"><l>Y_cuadrado</l><block s="reportRandom"><l>-150</l><l>150</l></block></block></script></block-definition></blocks><primitives></primitives><stage name="Escenari" 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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