<snapdata remixID="8457285"><project name="Esai Gonzalez Lab 1.3 Squares and Triangles and Stars, Oh My!" app="Snap! 5.1, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" volume="100" pan="0" lines="round" ternary="false" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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12t9ocyIUQE24Bg9MJwWBawKSPGINwC5xEpejSTg6I0TsK8+tQxJnh449+LvreTHROyS/DkALrU4l/hdr8WFMjx2BdiAY/fYcGYUMC0g+84/Dw7PctMJhwRuqG6DPpvGvYTs3CuDydeasyz/WHiwCUCKxXnE53otLpLhsS3ABhzbx4ezo4ApAdmf8xkE/UwF+wia+sOAPz6YNeOBYPO15S2dPxkiT1quL55LMfTiuZbzmECBMAqwAYcRk0NRQJeAFOe4AVh74cIhkxXgXUfbhfF3AdbS/AIIsi26b0HLo3ugf/86i3kMp0BYBdiAw8rJwSgQfQEpGTEZniC+BTaeaqlqu9DPvUnRX5OpigvzT0ciVpuKbRSk/oLsMb+1nscMCoRXgA04vJ4cjQJRF5D9OcsgGBRyYcGZqt3CVSGPE60BCuZNh1L3WC7nwWAMyw3q93LLtZhAgSYE2IC5PSgQxwJSMqYVPFUlYVrC46rtwtvDNFbkhynIXwuFUy0WWoXs3DMt5jCcAhERYAOOCCsHpUB0BGRfzo1w4NnwVJNdqu2iruEZK8KjFMwbBqUWWa6i1FQMGfOg5TwmUCACAmzAEUDlkBSIloAU5SyDCsPp5x8n7JELVftF/4vW/IOusyT/KQA3W86vlz7IGbvBch4TKBABATbgCKBySApEQ0D2jewOh/ursNYSma3aLboirGOGe7CVc1JRlbwJkB8f4WW2wjvIzr3AbDDjKBBpATbgSAtzfApESECKc4wLkKaHefg6tElupdRbrjCPG77hls3/JTzymuUBFSZiSO4sy3lMoECEBNiAIwTLYSkQaQEpztkIICv8deRa1XbR38M/bphGXDr/ZYhcZnG0UlTX9cQF4/ZYzGM4BSImwAYcMVoOTIHICcj+EedA5IPIVJBFqu2inMiMHeKo7/ynK5IdxpuP0iyNJPJvDB17laUcBlMgwgJswBEG5vAUiISAFOU8DYVJkRjbO2adHK86LfouYuMHO3DB/DwoecZyupKLMWTsPMt5TKBABAXYgCOIy6EpECkBKc7ZB6BdpMaHyB9Uu0UPR2z8YAcuyF8ABavfzr/BkLoeUOOMx3XyQ4GYEWADjplDwYlQwJyAlIwYC4/8x1x00FGfq7YLg365Q9BVm0osePMUKM8XlscWeRxDx8bPA0YsL5AJ8SrABhyvR47ztq2AFA+fAyir77+17iXyC9Vu0SfWE0PMGCSJ2FrXG8AZSY6aKx3w9KtHcgu54FvlGfN1EP/McpyH7NHvhzgrplMg7AJBbOawz4EDUoACJgWk9ILWcNfvNxkeYpj8RbVdFNmXFhxf3R1I7J2Mmr6ZKDm7Fkm9ytD6KJ8Tn7oCOLbU2pqU+hhDxpxlLYnRFIiOABtwdJxZhQJhEZCi4TdBqZlhGSzwILtV24VdAoeZiDjBdTTgML7V9m6F0rMAdUoFMrrVS2KSiWzg5GLgjo9NhTYOUn9A9pjY+y07iJUwpfkJsAE3v2PKFTVjASkavhxKnRe1JXrkItV+0Vum6/Uoa4vq1N5Q0jtNlfdPVrWnV0nq8dVwWrtt6PCCvywEhgZxUbaoXhg6ptD0/BlIgSgKsAFHEZulKBCKgJSNOBl1simUMSzninpZtVsw4Yi8rpKKZO/vtL0TUd83Q5UPqEVy90pJC/+V2QkC3L8caG/54Vz/Q3buhZbXzAQKREmADThK0CxDgVAFpHj4vYCaFuo4FvPrz/j1n8/+tPCkE+Bx9Mp0lAwAHFllkmm8NSk6//w4bQ9w0xqL0zbC1fXIHvNCEIlMoUBUBKLzP6CoLIVFKNC8BaQ4xziV2jPaq7xuxmS8+OawaJf9ud41XwBn7bRafz/qpSdyxu61msh4CkRLgA04WtKsQ4EQBGR/zkAItNxKs/iTfhh+830hzD6E1Mwa4P73AGed1UH+iezcq60mMZ4C0RRgA46mNmtRIEgBKRr+DJTKCzI95LTjx/wN3+3qFPI4lgcYuB24cr3lNDiQi8G5860nMoMC0RNgA46eNStRIGgBKc4pAtA26AFCTFyyqi8+/LxXiKM0TldKcGLX79G+9QEkJ9ejtNyJVRu745F/XwK329EQfMunwCmWzyJvxvuf98T06Z6wTpiDUSDMAmzAYQblcBQIt4CU5lwMN+aGe9xYHU9E4aP1PTDo3qmou/fDIKYpjyF77JQgEplCgagKsAFHlZvFKGBdQIpHvAHIJdYz4zuj2p2IX20fivkHjrW2EIcMxOCxwXRua3UYTYEQBdiAQwRkOgXCKSByfgoOuHuj3tHHeJgFoPoBMiScNeJprHpx4JyvR+MTV0ez016J7Nz/MxvMOAroFGAD1qnP2rYWkL3DToIjwfvUKED6AMp4sEXUbzOK9YPwQ70TnTZcaXKa8ntkj33EZDDDKKBVgA1YKz+L20FAyod3gBu94VZ9jCdHAdIbovpAIbTHM1rA21zTEt1TDljIiK3Q+/acjnv3DAg8KUdiTwy+MLpPCws8K0ZQwKcAGzA3BgXCJCDfDWqB9KTeUEd8q+0cphJBDbPfnYL79vTHE11WBJUfC0nbajNwbOHlTU6l7/Zvt35x9R3HxcJ8OQcKmBFgAzajxBgKHCYgpecPh9tzDpQ6HiIdABiPZozJ08czi3rh/h9Ox/e9/h23x9EtColfTGxy/nfP/9fX9z81v3vcLpITt50AG7DtDjkXHKyAFA8/Gh68igR1JgSJwY4T7bzzvhmN9yuOwpvHLcBFLbdGu3zY6iV/cT3qJMHneKm1Nfhk2sQDp3xyoFXYCnIgCkRYgA04wsAcvnkISPH59wGeqQAOPiEiPta1qboVem4a753sr1p/g1eOKYiPifuYZeLnN8Dth7/Hvu+w5P7fwuHGcUdtQvz+W0bcHh1OPBgBNuBg1JhjKwEpypkBBaP5xt1n2p7+mL6nv3feDgjqTp3l/c94+3igkPC5/1PQXbt9hFs+fAXD5+4d1+/t2jfibX2crz0F2IDtedy5apMCUnx+FuDZELVX75mcl9kw49uv8S34x8+XPV5DjxalZtNjJm5rbQaO83MRlvFIy7PPewQORz1Sqj0V1S0cv/tQrZkZM5PnRCjgR4ANmFuDAk0IyP6cLyA4JR6RFpd3xfBvRzWa+m3t1+EvXVbG3XKMi8ju+d73bUjtOxSiR+95jdakgI8FMu0D9dnCuFssJ2wbATZg2xxqLtSqgJRe0Bru+v1W82Ilfti3o1BQblyc3fizo9dL6JpUGSvTDDiPvfWp6LjhKp9xx/zgRN8hf0ZJx2KffxfgFQfc095Xn38dsBADKBBlATbgKIOzXPwISHHOPQCmx8+Mf55pU98YT0ktxuru/0GSiv2XBRm//Q78ejRWVh75KsSc1Z0wd/ov8LeH/4z8W15t8jAJMOMoHD/tDfWGOx6PJ+fcPAXYgJvnceWqwiAgxcPfAFTcvQRhxieD8ISnFdKyNvtVOC+xAs85d8IZw024qj4Jv/rPBLz5VW+cmVqHjuk1qEr24LRvWuHKRceg216nd33VGSvx12cvx/LcgG9r3IaG09L/DMP24BAUCFmADThkQg7QXAWkKGc+FEbH0/omPnQzZs3L8U655S/W4JhbX0TLM9b6XcIT5S3Rry4JsfYPgs3bu2DAlY+jrLKhyZ5Zp1BQ7O/Wa0F5t87YcFYl5uYdhS/7ZwT6NrzMAc+099Xa9+Pp2HKuzU8g1v531/yEuaK4FZCi4U9CqcnxsIAf9rfC+LvuxPI1xuOmG386jXsL3Sa/gJSj/L/Y/vJqJ86tSd5+gjthT7KoMkD2QPDtzyNJKhyOXAAnRdrjqTmjMPnRxrccGf+g+npvEjr6OWte3XYSajMbLnyefXvXd/93dUfjxRZHNzVXAV5MROK05eqTnZFeE8engC8BNmDuCwr4EZA9w4cgSS2JZSBPfQKezR+BabMuQ1Fppt+pqqR6HDP5BRyd969Ay6kFMO0DteahHwOl5Px+8HhmA8gKlBzq3+948hr8ebbR54/8/LN8Py6u9P1awvrUpXB1yvYmCfD28A1ZY9vCeS8gdwWY0xHrDXUNzKeAWQE2YLNSjLOlgBTnGK8Q8t/Zoqzi+epYeDYdC+9/fnkcLtnYG29LsulZOI/fhm63voD2o5p+IpYAmxyQae+VtquBRxnNN6JvbqquTcIV99yOuUv8v8p3lucF/GrvTX7W6kb5MR0gDu9F69u6bMSxxv8xSE7v4YbcC6iGx4H5+5etg+t9X332umlMBlIgRAE24BABmd68BaQ45zEAt+tapXzf/tuah399wo+NF+6fn4Vcn1CCbu09KA/i3w/aDFqJbre+iIxTCv0u7VZXOi6ubhHxpX+1rQsm3HM7Vhc2fXZ7VYvu6LF9DZSnjc85VbW7HnUZL3j/Vu9Am2PWo+THwHOl/0jxNmKcEWBB7zjgmPae+vTTiC+cBWwvwAZs+y1AgEACUpyzMRqnX/3Nw7PtKNQ+PgH18xpOsf74qct4EUvazMb4mnfhhu+XFARaW+cr53p/H05q3fhdwX8/0AonuiP/volFH/fDhLtvx77Slk1OdUjCAryUfBFSi15AUvm1PmPrUxfA1el879+U4NzOhfjg8MCB0v9m40poAIEumX4qGQnTl6hVvm8wDgTLv1PAhAAbsAkkhlBAinO+AqD1VXfuNVmonXEd3Ksbfop1dbwI9c638Er9NZhS91zQBykxowLdJr+ILte85h1jTmkbdPJE/p0Ts/JzMPHBm03N+4nka3FpwktIrDofzj3v+MkxTkO3hjjKjb9P6rIRPh9HOVROb1nTcFr6NwGKHzh429ITpibJIApYFGADtgjGcPsKSNGI2VDyK91vRDJ+A66eciNKD/T76WDcXfcX/L1+UkgHJz1rM5Y9fTf6Z7hCGsdM8tSZV+DBf4wzE4oUVOPL1PZIQQ2ABGRsK4Hy+L7VqKr9VahL9773+NkuG5HXVIFzpX+/g6elA91qtlZBTXtfrf6vqQkziAImBdiATUIxjAKGgOy+0Ink2teh0Pghyxp4XP/dgdLHGn7D9cCBX9YswErPoKBnMrDfRrw/6/dB55tJFAEm3HMHXllwnplwb4zxzdf4BvzjJ3XfS0iqmOAzv975X7g6jjbua/6g80aca6bIQOl/sfHcaAUYty419ZmbADV9uVptvJyDHwqELMAGHDIhB7CjgOwf3huijN8SL9a5ftfC3Sh9YL13CuWSiZE1H2GLBHer7vLn/4DzTotcb9m6u6P3YqsVX/S0RDY7+UIMTvj5nQqJrjFw/pDvewxVi7JjWkFUVWnXjWhtpdBAOW0K4D2mDU//8PuRP7mgpq9RayJ/qsDKAhgbdwJswHF3yDjhWBKQohzj9OW9UPj5fHCUJ1hy3zpUFXzvrbpdjsWImk9wQCz1Hm9u2XvjkOGsisjs31vTx9t8d+4NdO1T4/IJcO/anprapdF/K8nI3FYKSKrPuVZ1GI+6tNfhcOO4ozZhq5UFDZIBndzwGFdL3xggb8/B09LPWxmfsRQ4VIANmPuBAmEQkOLhvwGU8Q/upi/nDUOtw4fwFNdgT+7yn/7rTz1n45KaxahHkqVqnlUXwXi3brg///pfNn49/bbghhV5dJczxXgVUodDB0jdOwdJlZf6HLMu7Q1UdRgHUbiw6wb8L5jC58qAsz3wGKelhwXIX+GBmr5CrV4cTB3m2FuADdjex5+rD6OAlGW3RX3iNAjMXdobxtrFt36KmrU/vznxP+7LMLnW2jsH5NMLwzijhqGeen3U9smPTewW9MAK/Xe1SP4TgCGHjpFUOR6pe/28AUlVeU9DA7V/6FKIh4OuDWCgnDbh4GnpE5oeR15yQ01fqdYc8vjOUCoz1w4CbMB2OMpcY1QFpCjnDCjvbS4jo1XYtWAXSh9s/PvtjLqH8Gy9+WeI1H88GgkJ4XtF4cNpFXju+cux7a/XeZ8PGcRnNbYkD9iVhSeh0PiZ3JJ68DS076eAuTqORb0z/5UuG3F5EHWPSBkopxuvpjR+H27yn5kKavr7WD0dKsgVh2OyHChl+m4AABvBSURBVCNuBNiA4+ZQcaLxJiD7h4+HeE9L94j03GsLS1F04yeNyggUJtS+heXu4abK73zn1+jSPvTnTlQqwdT0MnyWVOetW72jM7Y9eR325jc8JMP0R9QUfJf02K5euA7A3w7Pc/7wXyS6fH9rr0t/GVXtJ6zrshF9TdcLEHiunHGcB27jtPSVAUK3CNT0D9Vq7/1Q/FDAnwAbMPcGBSIsIEU5d8GBeyEw/9Bmi3Oq21yGfdd9dERWJdIxqnoFNkvgK4+f+d2zyLvE30MuzE9oY2I9bsosPSKhdMUAbPvrtShbbbInqvpu+Na5Y2dP/EI5cMTikiquQuo+36fZjYdxlHdr51lRWJs8DnCbn33gyIHSLxtwGN+Gz2k6Wgoafh9e82HgURlhRwE2YDseda456gJSPNx4NZ5xWtr3cxRDnFHNx0UovnONz1F2S1fvldFVKZlwexyoqfV9cZZxAVbdx2OQ4Aj9NPRlLUuwM8F339vz2hhse/Ja1O5t18Sq5R1sSbnACNibhfQ6Be/jrQ79GA/jMB7KYTycw9fH1XEUkPZ2344bsC5EXp/pA+W06w/+Pty5qfEV1Cw33NNXqLW7IzEPjhm/AmzA8XvsOPM4FJB9w85DgsP4Njw4nNMve34zKl7+7oghM2/qjtQhneBonwp18OmSVTXJ3hcfPPSPS/HuR6c3yvnv4/fjwoGrQp7aC6ku/DvV/22ynpoUbxPe+fwVvmspXIVvk386hbuzF75WwImHBzv3LERile9T7HUZ/0B122smdC7EyyEvyM8Ag2RQi3qUG6elfxegRpUA0z9Uax6J1Fw4bvwJsAHH3zHjjJuBgBTnXA3lPS19TDiW88PY5XAXGY9qbPgYTbfllF5wpDX9QoWP1vfAr+66E9v2tPfmDRnwBZbM/GPIU9q0q5Nn7I6OjnYjm36dsuvr47y/Dxe92+gi5yq0SGqFQmW8q9f72Z2FeaJwxIuCk8tvQIsi37fiGq8mLD/mqEe6bKyN7OO9vFdL98s6eFra971RP4tuPNiI3wgZmQPEvQAbcNwfQi4gXgVk2aBEnJJivH92bChrEFc9vh/xc6PLuPpEZFwd4K6ZQwqKKNz/4njc+/xl3v/263k34MSjGx7sEcrnnOv+hC/bFuOYW19Eeu9NTQ61f8k53t+HKzZ4r1f7J7YkX31owq5euA/A3YcPYryaMGNbkd+Lk6s6jP+4w9bXzwplHVZyz5HTRhkP6ADQ+NTCYYMoqLc88Ez/UH3m+3cDK0UZG7cCbMBxe+g48eYgIEU5M6AwNZS11Hy2H8W3Nby+NnNid6RfflxQw23e3hnTZ12GrON3YOo1ob+X/qnXL8Tkx27wzqXzr+fgmMkvILHlET/lNppr2ee94UiqmZvWa3Oje6p6rSrvlbW6wue3y5HPzkOnLb/wueYvz3ql9rcFf34oKJDQks5UcAwCJMALldX7CfBcu1x99k1o5ZgdjwJswPF41DjnZiMgRTnzoRDobTxNrrdy7jYceOYrtL6rD1KHHRWyzYovsvB/fRte8hDKZ29JS3QcPvunIYzmazRhoxmH8zN65nhMnHKHzyHLW5dh/I5sSASe8BXGNdQ74D77PfV5w79F8WMbATZg2xxqLjQWBWR/zjcQmD9f7GMRZU9tQovBnZDc23j6U2x9xk65C/nLG58BTu+zyduI2wxZEZbJtv6hLV4+/ueXNRw+6J0Lb8CGcz4LS60IDrL0A7UmO4Ljc+gYFGADjsGDwinZQ0D2XZQBR01ZqKs1ngXtaJsS6jARyX998UCMv+tOn2MbF2gZvw87Tzzy6m2rk/nLoH/i5E99v03wzbzX8Pyjj1kdMtrx8z9Qa464yCzak2C96AqwAUfXm9Uo8JOAFI84C5CVzZ2k9eDXUFqR5neZx945E0ffMBsI4TTxJU9ciWumNn5a5Y8FSzoW4/ItObHMXO8BTlih1myP5UlybuEXYAMOvylHpIApASkefgOgmv3r7G58aBKenzeiSZP03l+h51NTv07ptvOAQH2qIHsPTzhjaelZx2zyfdNveklXjHvQ//3Lj75494tLx7+z09SBCU9QgKdfqwwFGQAgUSFhyvvq02b/L2LhYW1eo7ABN6/jydXEkYDsH/FXiNwSR1MOaqrLVp+CITc9EDg3MakrNqtd/gJ390KOAAv8/T1t11ok1J7q888ieCyzSk0JPAlGUCB6AmzA0bNmJQo0EpD9OUvD/USsWCU++eLnYdzm5P+j3saWpFFNzX9HX3Rx1MPvt9iU0ruRUmLcLuzrU78rw5XUNVZ9OC97CrAB2/O4c9UxICD7c/ZC0PAIqmb+uee5y70P+/D7EVyJ75JfCsSwKwt7oXybOeqykL5zo98hHMBpaS61NlAN/p0C0RJgA46WNOtQ4BABKT6/K+DZYReUjVu6ofcvn/G3XBdaJ7XCGtXw/sImPrt6wXjkV6PnVh4anr7zKzjquvsb4YEMlwr9OZuBJsm/U8CkABuwSSiGUSCcAlKcY1yV9G44x4z1sQZe/wg+/DzL1zT/gS3J15iZ/64sPAkF35c7A0gpmYGUUj8PFlPYnFGpTjZThzEUiIYAG3A0lFmDAocJSPHwOwD1qJ1gnp4zCrc8OvHIJXs8I7C1hf8naRySsbsXrhdglj+3hNp+SNvVxEM3HOidUaH8n6e20wHhWrULsAFrPwScgB0FpHjEPwG5yk5r31fSEh0OeTTlwbVvxZZk0w+v3tkHZykPmrxlJ33HVjjq/b5k6t4Ml/J3pZadDgfXGgMCbMAxcBA4BfsJSFHOGiicZreVX3znXZi37NBHU8oj2JJi+nWBe7OQXqfQ5BsdWux/FMkHfD8bGsC6DJfqazd3rjc2BdiAY/O4cFbNXECKcmqhkNTMl3nE8uYtPQsX/+6un/97N07DtmRLVybv6oWvAZzo9zR0zVlI2+3/S3KiB8emVqttdrPnemNPgA049o4JZ9TMBaT4/CzAo+V3SKn1QCU7tAq3GfIqSsrTjTmswpbkM61OZldvvAVBk/cMZ2z/HsrdyefQovCHzEr1sNW6jKdAuAXYgMMtyvEoEEBAinPGAQj9hbsWpeu+LsP+332GpJMykXFj98qk49L9P6DZ4thWwv/+32G49n7jQmZ1O7YkPd5U7rYs9EpU6KMEfcT4T6CPAMcGqtei+Ckkl93suwEDqzNdyngMJD8U0CrABqyVn8XtKOBee9VMR7c9N0Vz7dUf7kXJtC9gfAM++Cnr/N7wP0KpewG0jeZcSsvT0HrIa0BifVdsdnofPbmjO7ogCX0cPzZbwHi1kXHPUlCveUqsHgTn98v8LounoaN5xFnLnwAbMPcGBaIs4F4xcYOjx9Ze0Spb/q9vUf7iN0eUS0jA8R2XD90PSZgG4LZozceoc+EVU756fvvQRSLo7QB6CuD7fHHQk1LI2FYE5WnjcwQluD29SjX57Tvo0kykgEkBNmCTUAyjQLgEPBsmVKmj9rUI13j+xpE6D0pnrEfVsj0+QxKAizptxFvGH6Xk/H5we6ZB4aJIz8sYf8XTThw3Jz+ipVoUzUJy+fX+aqzMcKn/i+gEODgFAgiwAXOLUCCKAjVDV/dJfn3qukiX9JTVofiONajbdMBvKVGY2nUDHjw0QIqHXwJ4T0v7frt9mCZe9up2VDz7ZZhG8z1MYlUOnHv8vjxJlELn9Erl+99OIjozDk6BBgE2YO4ECkRRoPqmN59OmTFzUiRL1n9XgeIpa+DeWx2ozKtdNuIyX0FSlHMnFIxG7Aw0SDB/L3t2Mype/S6YVAs5CcjYVgLlyfCXc3OGS/l9QLWFQgylQFACbMBBsTGJAsEJ1D332I7ESxdH7LV41R/vQ8k9X0Cq3QEnKIL1XQtxiq/Avb1wIk5pM7Dl9SfcmNy3zRkBB7MYsPfKFajfWmExy3p46r5/I6niCt+JgmUZVcrvix2sV2MGBawJsAFb82I0BYIWcKVK1+S3b92R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