<snapdata remixID="9357788"><project name="Fractal Traingle U7L2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAZGElEQVR4nO2d61cT1/rHz/913p7zruswBCEX5FouQlADaGyYSUICCbdwFcPlxKKI3QECKCQUA0MiIrK0EezgpV56rLpqaWttWVQPFf3+XvCbfQgJKChOgvNZK0sms7Nnj/lmz97P8+xn/w0yMhLyN6kbIPNpIwtQRlJkAcpIiixAGUmRBSgjKbIAZSRFFqCMpMgClJEUWYAykiILUEZSZAHKSIosQBlJkQUoIymSCbC/v1+qS8vEEJIJUKfTQaVSoba2Fn19fVI1Q0ZiJBNgd3c3WJaFyWRCeno6WJZFIBDA1NSUVE2SkQDJBDgyMgKHwwGe58GyLIA1UWo0GkxNTcFms2FhYUGq5sl8JCQToNfrRVZWFgwGAwRBgCAIaG5uRmtrK3ieR25uLlpaWlBbW4ve3l7Mzc1J1VSZXUTSWbDRaIQgCFhcXAQAuN1uaDQamEwmOkkhhGD//v3Izs6GUqnEwMAAbt26JWWzZT4gkgqQYRg0NTXBYrHg2rVrWFlZQW1tLc6ePUvLLC0toa2tDSsrK8jPz8fBgwdRU1ODxMREEEIkbL3Mh0BSARJCwDAMOI4DwzBob2+HXq8HISTsxTAMGIYBy7L0vby8PLAsC71ej6KiIvA8j//85z9S3o7MDpBcgD6fDzzPIyUlBYIgRC1ntVrBcRzu3LlD32ttbUUoFEJeXh7sdjuWlpaQm5sLlmVx7ty5j3ULMu+JpAKcm5uDw+EAy7IQBAETExNRy3EchwcPHmB4eBgAMDU1hZ6eHjpBETl48CBmZmZACEFaWho4jsPo6ChWV1c/yv3IbB9JBbi8vIx9+/bRno/n+Ygy169fx8DAAPbt24e0tDT09PRgbGwMhBBUVlaGlZ2fn4fdbkdnZyd0Oh3u3bsHjuOQm5sLq9UKt9v9Ue5L5t2R3BfscDhw5coVenz58uWw8xMTE3j69CkYhgEhBImJiVAoFPB6vRF1TU5OIikpKWysKBq77XY7iouLYTAYEAqFMD09vev3JvN2JBcgy7JUXGfOnEF/fz8ePnwIABgfH6flamtr0dDQgI6Ojk3HiiMjIzCZTGHeFIvFApvNhqGhIWrw7u/vh1qthsvlQnV1Nb799ttdvEOZrZBcgIQQDA0NoaenB/n5+eA4DiaTCYQQfPPNN7Rcamoq0tLSNhWfCMuymJiYQDAYRDAYxNWrV5GTk0PFBwB9fX1oaGig544cOQKz2YzBwUHZ+/KRkVyAExMTMJvNOHHiBA4cOEA9IlarFQ6HAzk5OfB4PKisrAQhhHpNNntptVqoVCrk5eXBarXC4/EgNzc3rMzw8DAyMzNhNpvhdDoxPT2N48ePIy0tDXl5edBqtRgbG8N3330n9X/PnkdyAQKAVqtFbm4uPXa73WhoaMDjx4+RkpICvV5PvSVvY2xsDF9//TU8Hg8YhsGJEyeiluM4Djk5OfT4xYsXqKmpwcrKCjIyMlBUVISWlhbZ4L3LxIQA3W43FhcXw2bDDMMgKSkJ1dXV26pLNFyLE5GnT59GLVdYWAgA8Pv99F/R4E0Iwe+//w5gzV2o1+thMBhw+PBhDA4O4ocfftjprcpsICYEWFBQgKysLHR0dODs2bNYXV2FSqWCzWbD69evt1XX5cuXkZiYSMU8MDAQUebKlSvo7u5Geno67HY7+vr6cPPmTTQ1NYWNFQGgqakJs7OzOHLkCIxGI+7fvw+NRgOWZWWzzgcgJgQomkuAtUnEeq/H5OTktuoKhUJoaWmhx0+ePImYuPj9fvj9fjQ2NuL3339Hbm4u0tLS4PF4Iupzu90wGo1h5wwGA06dOgW3243CwkKwLIupqSnZ4L0DYkaA9fX1CAaDUKvVYY/NhYWFMBfc27h06RKUSiWUSiWcTidmZmZw6dIlej4YDAIAHj9+DKPRiOHhYRw8eHBT953b7UZdXR39HAA0NjbCYrGgt7cXGo0GgiCguroaLMuiqqoK58+f3+5/wSdLTAjw4cOH+OKLL1BaWkrHXusZHR19p3pEu2FBQQFYlqU2xsLCQtTW1uLixYthNr+ysjIwDLOl6eX69et09v3LL7/A7/djenoaDMPAYDDQ9hJCYDKZ0NraCofDAZ1Oh2vXrr3VbPSpExMCBBAx9lrPn3/+GWYTjMabN28QCAQArPVyHR0dmJ2dpfVarVYwDIOZmRl0dXXhzp07UKlUbzW1LC8vIy8vD8XFxWhtbYXFYkEgEIhobyAQoPZL8ZzH44FKpYLFYkFLS4ts8I5CzAiwvb096hhMZLNABZH13g8xiJVlWfA8D57nYbfb0dXVBafTif3796O8vBzLy8vv1DaWZeF0OqHX65Gfn4+mpiZar/jy+XxQKBTQarX0vbq6OpSVlYHneajVahogEQwG5Z7x/4kZARJCYDQaYbfbUVRUhPPnz0cIJFqwAgDcv38/4gsVx5QiLpcLpaWlqK2tjQhieBsWiwUVFRWoqqrCqVOnNi0nRvXcu3cPADA0NIT8/HxUVlZicHAQjx49gtfrRV5eHnJzc2E2mzE2NratMe5eI2YE6PP54Ha7IQgCDAYDWlpaQAgBx3HUEDw3N4elpaWIz0abQIj2PJfLRR/NLMuira1t220bGhrCv//9b7oUINoPged5pKeno7KyEna7HYIg4Pvvv0dJSQlsNhtWVlZo2fr6eiwvL+PAgQPgOA5nz56FUqkEIeSde+W9QswIcGZmBgzDoK2tDWq1GoQQtLa2QqFQ0MlET08PKioqwj43NzeHP/74I6K+pqYmMAyD4uJiWt/MzMyO2hYKhcI8MdGGAxMTExgaGqKhX+IPoLGxMaIswzD0vpxOJwghaGlpQVZWFp08ud1u/PbbbztqbzwRMwIEgKKiIjQ1NdFjn88HvV4PQRBgNBpptHNWVhZsNhump6dp77YRQgiGh4cxNTUFhULx3mMujUYDu91Ox5rrw8bEv91uNx3/HTp0aNMhw+nTp+njWqS2thY8z8NqtaKgoACCIFBj/F52BcaUAO12O1ZWVugXFwwGkZ2dDYVCQbMnrKysgGEY8DwPl8uFkpISjI6OYn5+PqwuQggyMjIivuidolKpMD4+DpfLhcLCQhgMBszOzuLRo0e0/ufPn+PYsWNvvSYhBCsrK3SMyvM8ent7odPpMDIyQocZ4pqXL7/8kvaMgiDsKYN3TAlwYGAAJpMJx44dg9PpBAAcPnw4wrDLcRw8Hg8OHToEq9UKADh27BjS09MxOzuLhYUF3L59G0ql8oPNNkU3odlsRmNjI549e4aUlBTs27cPDoeDGrvXuwE3Y25uDkeOHMH+/fvhcrkwODiI3t5e1NfXh5W7cOECNXiL9Z48eRIVFRVwOBwYHBz8IPcmJTElQEII6urqqBklISEhYoWcaPBNSUlBa2tr2Mo5cX0JwzBRV9e9z6u9vR1arZZOikR7n/hKTk5GTk7OO9cnjhHVajW0Wi3a29ujXlMcx66/psViQXd3N+rq6qBWq/HLL79I/dXtmJgS4IsXL2AwGHD69Gns27dvU/eY6Jnw+XwA1h7LjY2NMJlMOHr06JZG7Z1CCEFXV1eYrdJoNNKx23av6XQ6UVVVRf3I0bh161bE+YqKCrAsC4/HA4PBgJcvX+7shmKEmBIgAGRmZqKsrAxLS0thIfnraWhowPnz50EIwYMHD8DzPAgh0Gq1aGho2JV2LS0twWKxgOd5CIKA/v5+DAwMUOPydiktLaV+ZEEQooaN+f1+mM1mDA8P0+veuHGDGtn3AjEnwPLycvr3q1evIkwnMzMzePHiBXQ6HYqLi3H06FGYzWaMjo4iFArtatt0Oh2qq6tRV1cHlmUxOzsLk8mEy5cv49WrV9uqS+zFRTaGjb169QqXL1+GRqPB/v37UVZWBr/fj/Hx8T0jPiAGBVhVVYXy8nJqaxMDRkXEY7PZjFu3boHjOHR0dHyUtRy9vb2YnZ1FVVUVUlNT0dPTQ89tN2zswIEDOHToEDWxbAwbE+sLBAIIBoPwer3Izc2FyWT6AHcSO8ScAIPBIEpLS2EymehAvaOjg54TSU1NRWlpKbq7u+mC9d1GXPCekZERMdPdTtiYeB9paWnIzs5GSkoKWJZFR0cHXr58iTt37tAf1PoI772YyDPmBDg1NYW6ujoIggClUomKigoQQlBaWgqWZak7bHBwEA6Hg35us/Hih8Tr9SInJ2dTM8u7hI09e/aMRsU4HA4IgoDi4mIcP34cq6urYBgGWq2W/qiWlpbAMMyeDV6IOQECQElJCUpLS+lakUAggISEBPA8D5VKhaqqqgjvQCAQwJs3b3a1XUNDQ/j66683Pf/f//73rWFjQ0ND9G+9Xg+WZeFyubC4uIjFxUWkpKSgt7cXLpeL5kjcq+IDYlSAarUagUCA+ngFQUB6ejpdXL7ZIHx95PNuMD4+jkOHDqGoqAgTExNR8xRuFTYmCEJYBi/RrrfeZVdZWYnu7m7q5bl///4HvYdYIyYFODk5SdfvAmu+Vp1Oh+TkZDQ3N2/6OUEQdu0LE0WiUCjQ2toKu92O5ORkFBUVgRCCJ0+eRJTdyMa0I319fXC73XRMGAwG4fP5aMav9RE0e5WYFODo6ChSU1PBcRwaGhrw008/oaurC9euXXvrZ3cjNduff/6J69evA1hLgFRRUYHGxkawLIvV1VUa2u92u0EICfPnikQT5XfffYfMzEywLIuTJ09SL9B24xXjmZgUYF9fHw4ePEhngOszaL2N58+f48aNGx+0PaLHBVh7bKampkYkQBLdgGKYVUNDQ9g4dbNHs16vh8vlgkajgVKp3HKMuReJSQE+e/YMWq0Wra2tGBwcxN27d7f1+fXmmvdFEIQw88qTJ0/g9XrDrmEymeB0OjEwMEDHp2KEt8/nA8Mw8Pv9UYNNOzs7UV1dTdOSfGrEpACBtZ6hoaFhx77OjQbsnRJNzEqlEoODgxgcHITf78fTp0+h1WphNBppmampKXz11Ve4c+cOtFotzGYzWlpaYLPZwvzJ4iP3U02KFLMCXJ/5dCdcvXoVf/3113vVMT09HTUzQ2ZmJo24MRgMIIRAo9FEjWTJzMxESkoKCCE0SjsnJwcMw6Cqqgrt7e2fdKqPmBWgmIjc7XbveNHO+xqnN+tFa2pqMDU1RfPJbPboNJvNKC0tpcePHz+GxWLBw4cPUVJSsufcajshZgUo+j7F7AOiuWM73Lx5Ezdv3tzR9beyKRJCkJWVRfcz2ewaOp0OwP/MLx6PB8nJydi/f/+eDrPfDjErwOXlZVitVvA8D47jUFdXh9nZWVRWVqK4uBijo6P46aef3lrPhQsXtn3tn3/+ectF5KFQCEePHqU9c7Se1u/3gxACg8GAzs5OEELw448/wmQyyT3fOmJWgACQlZWFxMREutjnwoULSEhIwPDwMEpKSmAwGNDV1bVlb/LXX3/h6tWr27putIxaGzl58uSm13j9+jWmp6dBCKGLkxQKBZKTk/HVV19tqy17nZgWYFJSEsbGxugYSxAE2O121NfX03g8YG3heHJyMkZGRqImH9/OWFAQBDx69Oit5Q4fPkyjdXieD5vZrp85syyL5uZmZGRkRCyckolxAQ4PD6Ovrw9jY2MA1sZSer0+YuCv1+thsVjAcRxUKhU4jkN1dXXYOG6z5ZsbeVd/ssViCUuAxLIszGYzPB5PWNsUCgVSU1N3PBbd68S0AAkh+OKLL2Cz2ZCRkYHh4WH09PREzDpra2tht9tx7tw5+jhWq9VITU1FXV0d5ufncfbsWTx//nzL670t/8zGttXV1cHr9dKQ/Pb2duTm5qK/vx8VFRUIhUI4fvz4W6/7KRPTAnz58iX1iyYlJdE1FBsRg1bXRygPDg6C53l4vV4cOnQILMuivLwcTqdzU7PJZkEE0XC73UhPTw9bQiBm/BcEASzLhiXKlIlOTAsQ+F8ai5MnT0ZEk4gQQrCwsEAfs8vLyzAYDGAYBiaTiWZb6O3thcFgCNubRJzJbnen9pcvX2JychLz8/PUxXb06FEwDIOOjg55v7p3JOYFWFJSQv2rgiDQTWzWMzU1BYZh4HQ64XA4MDw8TDMorO/t/H4/zp07h/n5eRgMBjQ3N4MQguLiYrAsu22PBMMw6O7uhslkor1ncXGxPNnYBjEvwNbW1rDjjSaSixcv4s2bN1AqlbBarWhubkZBQQE6OzsjHrWLi4t0M5y2tjYIggCXy4WkpCQQQpCcnIzy8vJ3NhJXVVUhNzcXx48fh16vh8lk+iQDCt6HmBegmOPFbrfjwoULYWsqgP+5y06dOgWfz4eenh4cPHhw013Vk5KSaDoPYM1nXFhYCJ/PB47jwLIsbt++jdbWVrAsC6/Xi19//TVqXeJ+JmLEiyy+7RPzApyenkZSUhIuXbqEpKQk5OXl4dixY/B4PGFjwv7+fmi1WrS1tUXNIShis9mwsLBAPSQjIyNQq9VITk7GmTNnaDkxAVJTUxMqKirQ19cX0TP6/X6kpKQgPT1dFt8OiXkBAqBjtcbGRng8Hty9excqlQp6vR6zs7N0j+CNuQOj4fV6UVxcjMbGRnAch+XlZaSmpkYsaq+pqaEG74sXLwJYS4DEMAz6+/sxPz+PZ8+ebWsXJ5lI4kKAarWazlrFV35+Prq6upCfn4+0tDScOHHinZICidHKXV1dSExMpKFSG19GoxEJCQno7u6m76Wnp8NkMoHjOBr5LPN+xIUARe+CONMUBAFtbW2w2WzbHvjfvXsXaWlpIITAbrdvavsTU2eI5xcXF6lbzefzoaam5v1vTCY+BNjb24vm5mbYbDasrq5iamoKhKzlj+7v7992fRzHUdvgZrbFxsZGnDlzBlarFbdu3YLH4wEhBCdOnNj15Z+fEnEhwEAgAIZhoFKpwDAMGhoaUFNTg9u3b+8o3Gq99wLYPP+MTqdDSkoKlEolOI7b0osiszPiQoCrq6uor6/H4uIitFotLBYL3aHoXbIRrOebb76By+UCy7Lw+Xx48uQJtSUCaxveiJMOcXf2lpYWtLS07PlF4lIQFwIE1ux34lYGG9lOuNX4+Dg8Hg/y8/Nx+vRpaDQacBxHFxStD6UqKSmh0ct7KS9zLBE3AiwvL98yEeS7hFuJZUZGRlBbW4tQKAS9Xg+v10vX+3IcR3tAcdYss3vEjQD7+vq2TEC52X4hIn/88Qfm5ubosZjX+erVqxAEAZOTk2AYBpOTk0hPT4fBYIDdbv+g9yATSdwIMBQKgWEYujgpWoDnVhEoG8+pVCrwPI/vv/8ewFrKDbvdjp6eHrqvnMzuEzcCXF1dhUKhACEESUlJUCgU8Pv96O7uphmnou0ZB0RPWjQ9PY3z58/TdGmBQACFhYWyT/cjEzcCBNbsdzabjUayAGtZRo1GI115Fi2uL9p7hBAUFRWho6MDCoUCXq8Xvb29svg+MnElwOzsbGRnZyMYDNKEjmJ+PTHwNBgMoqCgAB6PBz/88MOmiStDoRDa29vx8OFDZGdno6CgYNMIGpndI64EODIygoWFBZpBShAEVFRUwGg04ujRo7T3SkpKAsMwUKvVKC0tjWq6WV5epvv7dnZ2RuzUXl5eDrVaja6urh1vcijzduJKgGKScJPJhIWFBQSDQUxPT6OzszNsjHf+/Hn4fD4apxcMBmki8FAoRG16ZWVlYbGBG/n888/BMAwSEhLwz3/+EyaTCe3t7WHJKGXej7gS4MrKChITE9Hc3AylUonMzEzY7Xb4/f6w3cvtdjsUCgU4jkNzczN4nofD4UB2djb8fj80Gg1qampw+vTpLa/35s0b/Otf/wLDMGGvhIQE/P3vf4fD4cDt27c/0t3vTeJKgMBabOD8/Dx0Ol1YOrT1CIKAxMTEsG0Nenp6MD4+Dp7noVQq32md7pUrV5CQkECF99lnnyElJQVffvnlR0mK/ikQdwKsqKiA1WpFU1PTptmrBEGAxWLBjz/+CEEQsLi4iFAohLq6OmRkZLzTZGN2dhafffYZ/vGPf+DMmTM4c+aM7I7bBeJOgN3d3WHbmkYzsVy6dAlFRUVgGAY1NTWoqqoCAOTl5eHBgwfvdJ3a2totQ/tlPgxxJ8DJyUkMDAxQD8a3336Ln3/+mZ4Xe8XOzk6aOiMxMREsy34SWefjjbgT4I0bN6DRaMCyLDo7O+F2u+lSzdevX9Me0ePxoKGhAZcvX97RbpYyH4e4EyAAGAwG3Lt3DzqdDqWlpfB4PGBZFk6nk/ZyfX19yMrKkqNZYpy4FGBeXh70ej2Ki4thNBpBCIFOpwPDMDAYDDCbzXTNrkxsE5cC7OvrQ1VVVVg2K71ej0AggOrqaigUCpo7UCa2iUsBiguRxPHe/Pw8Ojo6kJiYiKKiIjmgII6ISwHeunULZWVldNzH8zxGRkZgNBq3vamNjLTEpQCBtdQZs7OzOHnyJIxG43vvKyIjDXErQJPJRDey3os7iX8qxK0Am5ub8fnnn2+5TkQm9olbAYqpM2Tim7gVoMzeQBagjKTIApSRFFmAMpIiC1BGUmQBykiKLEAZSZEFKCMpsgBlJEUWoIykyAKUkRRZgDKSIgtQRlJkAcpIiixAGUmRBSgjKbIAZSRFFqCMpMgClJGU/wMofeCOKzXS0AAAAABJRU5ErkJggg==</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="0" y="-80" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="118" y="30"><block s="receiveGo"></block><custom-block s="Clear and Position"><comment w="90" collapsed="false">Positions Sprite.</comment></custom-block><block s="doWarp"><script><custom-block s="Fractal level: %n size: %n"><l>8</l><l>100</l><comment w="90" collapsed="false">You can change the level and the size here.</comment></custom-block></script></block><custom-block s="End Scirpt"><comment w="90" collapsed="false">Puts the pen up and moves the cursor away.</comment></custom-block></script><comment x="417" y="115" w="90" collapsed="false">Right click and edit to see the script.</comment><comment x="10" y="83" w="90" collapsed="false">I added warp tomake the script faster.</comment></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Traingle size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="down"></block><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block><block s="up"></block></script></block-definition><block-definition s="Fractal level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="down"></block><custom-block s="Traingle size: %n"><block var="size"/></custom-block><block s="doIf"><block s="reportGreaterThan"><block var="level"/><l>1</l></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Fractal level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportProduct"><block var="size"/><l>0.5</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script></block></script></block-definition><block-definition s="Clear and Position" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="clear"></block><block s="gotoXY"><l>-100</l><l>50</l></block><block s="setHeading"><l>90</l></block></script></block-definition><block-definition s="End Scirpt" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="gotoXY"><l>0</l><l>-80</l></block></script></block-definition></blocks><variables></variables></project><media name="Fractal Traingle U7L2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>