<snapdata remixID="13492605"><project name="U7L2-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,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</thumbnail><scenes select="1"><scene name="U7L2-TriangleFractal"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="triangle size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doRepeat"><l>3</l><script><block s="setColor"><color>0,113,133,1</color></block><block s="down"></block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script></block-definition><block-definition s="triangle 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="doIfElse"><block s="reportVariadicEquals"><list><block var="level"/><l>1</l></list></block><script><custom-block s="triangle size %n"><block var="size"/></custom-block></script><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>30</l></block><custom-block s="triangle fractal level %n size %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>150</l></block></script></block></script></block></script></block-definition><block-definition s="triangle 2 size %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs></block-definition></blocks><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="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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nQaBYORHcx4An524uRu9uLICQhtUe1IKX4gb/j7bWzejv+uW47oCLxY1gq7uAVhw/r8+UdRBmvfR3XzCuURbLt+DsS1RD/x8I/vOiLwCbEIdvHtf5dJAEJDCsgAJYF4YEpkKgMW3jnTiuwvgAzt6DuU7gheAWEJc+SiFKsIGtiHv/NaYujHQHXCifj1kxnSsabmHlwKFc0uvnjh7f1hkdWp+g42skwZ6Y2xGcXynpvcThZ8d3Qh0lAQkMJ6AA1nUhgakQKETl+uQW3Rj349iy/ruoD8drYOCkNYG7PgFciBY2liJ82lSUxUoJ3BO/t65q3AUHz6fa9ecJDasY/Rfgz/dSHM/D+A1x+PIJnVMHS0ACQwQUwLogJDAVAulnP+7F6RKAuC3BXgn2XrBP0tLWzQVn/X3Md8CF6HSMi3DudrBvpHNBNx5l+wUQngG2ASTvXD2MbdK764lujXme/UtbrfWZsq7EcQIJH2B5+J8TPbWOl4AEGgIKYF0JEpgugcYsUstxHAiuB+yCUR9BP/FmMu4msNfhnJ86chBnh2JczqrWXloH76Ua+rvj9d86o2tIeIhqePyag59YR9h4B3An4H9f3qQxUUdp/vo3oiMkIIHhBBTAui4kMN0Chb53YC0xOD8Hs/8EaXAdXXgusC3wDxxbp2sBO66nlXlcEP6ajmgbjPvGFcDpRBx8s/4IuwVqL+GR5HY2bu/D3BmYfRGXbI6zn1LVJ0XTfYmovXwIKIDzUWeNMmsCxei8+gxUZ6XBCtGI3TM2xPlHzDwf3HE4vxiCezidQjIuXTKxAI5uAf6Kc5uBJRg717/1vQeXnE71nJ9QiK5I74AVwFm7etSfWSKgAJ4lhdQwZpDAnL5daQ38pz4LMeeXATyY/tKP1zmCYnRteifs7AdYcijOnoXxMM6/gGWfWu874LmVPUicv/te/Qa2Pa/+zfADGEfRH3437YsCeAZdVOrqTBRQAM/EqqnPM1vAT87h19DF/N2s/9/gH4jDPUYcVGf5FTj7Ec5ewUbcxmPud1jt9RAcBXZ2+hJW3D2+34CfaHToCklfZTBZQEvQrTvgmX2pqffZFlAAZ7s+6t1sFJgzZwMGn7cxrY/XaNlwSyz5FeZOor909bDDLVZ+jbnb6Q/fvvrOdA7G24jD11GsrAB3hr9fJQ6XT5jLrxHc3rIE5/zCC/8LyceJS4snfF6dQAISWEtAAayLQgLNFihEPlDnE4fbrdWVQt+pWLCClvbduOCsO9K/+6ksH2z/FcYn6lM/VjC7EOdOYdB2ZUW3/0154lux8kpwN9TX+72WuHTUxE+oM0hAAk8XUADrmpBAFgSK0R9wfJZq2DukO8XKvzF3Af3hoiH/XljyWiy5IZ3v2blHwTYhcOfTP0mfCRXKx2FWTc+bJIexvPSDLDCpDxKYTQIK4NlUTY1l5gp0RG8g4BrMvYD+kl+i0M/B/BHgaOJwq2EHVoi+Am4luI9Cy2ZQ+8OoKx6NRej0yrNod7eC/RKS54K1EYd7juVQ7SMBCYxdQAE8divtKYGpFShE12A8mq4kVFh8MNbyw/rsV8dRLX1m+ABeshMkPwX2oxreN2mdKy7eG1ouxdJPpCBxW7L5qkPp7V3X98qT1rxOJIG8CCiA81JpjTP7Ap2V3XHut+AOAasAh2LBu+nv8qsRDb/5NYVhG6rhidkfoHooAQk8VUABrOtBAlkSKERVjCNWT7zxqXT6yc0GtqO3Nxm2m/OXbs6q5BZqdiTLu27K0lDUFwlIYN0CCmBdIbNboBD9kMDNH3Wii+lW6KycSsLNVLt/MqTpziXvxCX/lc54ZTySLrbgKFENR54tqxB9EONE4vDg6R6G2pOABMYvoAAev52OzLrA3CXvIUk+DfYD4u7XZKa7jZWG/FvPN1AND0v75R8/J35WLI5s9NN/WlS7BrMtaGu7ifPm37vO/heiG2kJlrOsa/jfizMzeHVEAhJ4QkABrGthdgqkMzttcA/OXZR+Y+vsg1S7/Rq3zd/8Wrt+fWDH6zD8nfBLMU4Dvgq8Ib33NTd3vZYVLFQOwriKtpa9OG/+w80fpHogAQmMJqAAHk1If8+uQEf5VQTB4cTdXUM6WVy8DwRXgvnF5B3mL3P3YH2mqC3GPZjO6CIGk+VcuPCP4z6HP7BYfhvYl4F7wG0K9sx0Kkrc+3EcjfH69LMf3Ir1CuD03NGncNxBNTxnQn3UwRKQwLQIKICnhVmNTIlAIfoVZnvjavuk37/OW7Q1tdYKmF/b1q9jex8JR6dtB66VuPSXcfWjM3ofjk+Bu4K4dNK4zvHEQZ3l7UmCYwh4MP0n5/YFOxGcv/t9a32xhddi7rLxBXB5Wwh+Tm3lgVzYe/eE+qmDJSCBKRdQAE85sRqYEoHGi0dLgeuBzQE/K1QvfuH6mnUQuDdhdlg6X/JENj9vc+s2d2PBZ3HuDGrsx4XhbydyyrWOLSzZBUt+BmwJdh64I8EtX+87YH/iQrSQgH3oD981qX3UySQggUkXUABPOqlOOC0Cxcrj/vax/obwIMYzGovau5OIS59M2y+Uzx5zAKfzHttGxF3fGtL3dNlAuwyC16SPsP0byXATcfiKSR2jn1YySL6O40QcXRgvxLmzqJYuWO92Tl60MZu03UrijtP0keutpwMkMK0CCuBp5VZjkyZQjN6Fo/GyUQvPJ+H9wC44zqIaXrmeAewnv9iRwYFtWdH7ECf0bMgW7X4FoI76L6sPpnfVzi6CZAOc+wvLz5nc722LZb828JeohiXSl6ncj8BuJu5+ybi8CpWjMBcSh/uN63gdJAEJTIuAAnhamNXItAgUKsdhblm6jJ6523BsOeoj6EJ0EkYZuAvcjThuBFuW/n5stTOg1d/9Ppc4PHVKxlAon1x/57mXe3ffjqvfVaMQ/RJz/w327tX/MeFXPFr/rVD+PgSfp9rt55PWJgEJZFBAAZzBoqhLExB46t2rYwD48yhn2xtjYPXEFxsDj+E4I72L9luxcs6UBfCpS7Zgw+TPOHca1dLn6KyciXPLcazCCNLH6nG44bg0CtG+mF3HBrYXS7seGNc5dJAEJDClAgrgKeXVyZsi0NPTzkNt94BtjbkvkLgfjtgPa3kWJAmON2C2M7iNwP4M7nTi0o1TGsDF6GJg3yEzWBX6XgvBv9L+Bi2O/gW/GrdhIboE3CNUS2eN+xw6UAISmDIBBfCU0erETRMoRP7t6CMwbsE4gP5wl3X2ZU7l2bS629PJOgZW/j82aPePpE/D7Cpc8jjYqkl/BF3o2xMLfoXVDqD/nPGH7LoG1hFtQ4vdzGDtVRP+frlpxVTDEpi9Agrg2Vvb/I6sECV+Lqk1AMYC+sNzRwTpjC4HdqU/fO2afYZODflV4vCtkwpaLF8H/I24dMKknvfpJyuU59Wn4nwt1fBNw7ZTLL+FuOS/QdYmAQlMs4ACeJrB1dw0CJx8aRsPbNFYPWjbP34AqFDbdHtWnLlyrdbnRS+kxi9pYT8ueNr3vcX+jeAxv85uO7jdxj2Rx9Mb7eh7K4H/rpjdJnUd3+Foj+5pZ9u23+JsDsvDbw7ZpRjNrX9adQG1ZHfdIU/DdakmJPA0AQWwLonZL1As/xoLrqO/e/5ag+2MvgPcTn/4obX+Voz8d7iHNqaNxE9ledykYBWjP2Ncus678klpaPVJCtHhmIt55O59uOyyVem/FnqeibXdAfa3+hSYv6MavnMym9S5JCCB0QUUwKMbaY+ZLpDOGW3XM5jsxYqFt68ZTuN72SsZtF1Z0f2PoXeH6d3vIxircOlf2qHlRcQLfjMhjmLkX4g6nTjcaULnGcvBhei5a+6wi5XrcMn1VEv96aHF6GvAazE+h+ODmL2F/m7/b+Pbzjj3eVw0/3/Hd7COkkA+BRTA+ax7/kZdjL7g3ysmDhtzQzdCyN/ZXlBfpGH5sCCdlbdCcn/6Nwu2Zlm3X0Rh/NtZPc9hsP1P4N5LXPrK+E80xiOL5QdxwZVUu4t09L2AoOV7mDsLx2KwncB/b8zv0hm+jCvpD787xjMP3a0QhfVZrXuw+zcnjh8b1zl0kARyKKAAzmHRcznkeX07UwtuxTg8DZpidGl6BxiHu02bRyH6eH2hhecRl94w5W027rTnYmxOEuwJgxsRBF/FsX19Cs8esOPGteDD0zt+euVZtCd/BnsEZ5+h2q1Pnqa8uGpgtggogGdLJTWO0QUKUQWzt1Jz7ybg1xj/5JFVO3LZokdHP3iCe8xZ/GJaW28iYF+Wdd8ywbOt+/DTK7vT7v4H+CZmB9XnlX4E8He8nwc7jITDCPjcpARwsezfoD4EC76Oc0fjOIhq+IspHZ9OLoFZIqAAniWF1DDGIHDyyW1ssuM9OGoYfl3fxipKcThvDEdPbJfO6Ic4fjvp3xMP16vO6DUkXI65fzb+bC9NXzQLOJ3E7dZYd9i2HnMAF6OHIegi7rpoTXOd5ZfjzE8k4uer/iO4B3C2BUHQRX/XFyeGpaMlkA8BBXA+6pyvUc5dtBVJ+2nE3X5BhSe3xkpBnwfekk6u0Xi7qpV779+Eq6fwt8ti9G7gozCwC3FvY5arad2cUSj3YoF/PHwd2EHgNgTXNeqSh51RF45uzB5i05Xb88BG2xEMLsXMvzXtA/j9ODuZaveXpnVIakwCs0BAATwLiqghPE2gs7wMZ53Ae4hDH7hQLB8P5j8r8qn7bHB/B6th7jP0T+FUjT09AQ+13wtu8ahhN9WFnFveERcswblj0hfScFfggm+M2GzgnkGCX8zh6xhvxnETxsuAb1BLFqTfDhejv+PswwrgqS6ezj8bBRTAs7GqeR5TuoZvcAvOXY1xKC45Cmu5ENgRYx5J8hDW8l9stnJDHmxfjFkB566FYAHVrtEWblh/2WK5D+wo4nDP9T94io4oRH6aTv/JkZ+sZPVj6mHb8gtBbJIuVOEDuzG72I244D1rrBTAU1QknTYPAgrgPFQ5T2PsjL6C43DgL7g0dK2+1u/HadlgDhec9QiFvnekARx3+9WGoLBkF0j8I9W34lyVzQfOobfXr6I0vq0zms+mA3F6Dn/HmdjvcclbqC789vhOOAVHFaOP4NwBmO2Ps0Oodv9ona2sGYfrAHvdECt/d6874Ckokk6ZBwEFcB6qnKcxFiuvJKntRWB+EYVngr2x/qLVKyEpE5eWrhXAT9gUK6/GuYswtzVmc+kPP73ebJ3RoTi+jUt6qS5cRDHyk1y0Z2qWqcLig7AWvzrUteknWc5uJe72L1KNvPlxQBtxeFS601OtsE1w9n49gl7vq0UHSOApE9YLQwKzVcDPvWzB8tV3w1+F4PQ1d8BPH3OxciK489M3e2u107jwHP85z9i2YvkWHP9I7yzNHY+zz1JLXpipeZY7y68gCd4OrjFhhtGFcydQLX1m2EH6/Z19F4K9ibv+NGSfYmUBuCX1B9SLqIa9Y0PSXhKQwBMCugPWtZAfgUL5bMzOSX/XjMORr/05PZvR2haBnQJ8AdyCdCGGjuhFUNuI5ef8bC20YuQD7Fhw3wJ7VWPqSuJxf+LU0XcKyxf6yUKmdkt/o+bDxKVnD9tQIfolNsKnWoXocswOA7cZjwe78JGuB6a2szq7BGaXgAJ4dtVToxlNoFD+PGbHgDt11LeS51b2IEnOT5fz83d6ZofgeCFxuN2aZjrLR+MsBrZJX1AyrgVeg2P/cU/y8cRLUol7F8tLV482pAn/vRD9HbiMalgacq5CdALG+bDRDsSdQ6eYLFQOqr/k9kNwn8O5IzG7ljh874T7ohNIIEcCCuAcFTv3Q+2oHIi5H61+m/dhNgh2ZukY7tp8IMJFmJ9NymqQFCD5PrSsAPbD4YNrS+BZtLZ3MThwF+bmEpc+OS7zYvQHnGsBa6Ea7jyuc6zPQcXo2Prc0J/ArdyDam/jTfB5529CbeAuGGEcjSUVF4Kt/q45eZi41PiNWJsEJDAmAQXwmJi006wQKEZ+4QH/OdDq69561pqsY6SBFqO7gB0af04n8Wi8XR0MdrNs0f0Uop40gI1B4NXE4f4jmnWWt+fxVatqD5rfAAAdeUlEQVS4pPeva+3TUb4Ys1MhWYwFC9OFE6bj99XO6Psk3L/mhbFCdAnGgescx6y4KDQICTRPQAHcPHu1PN0C/hvhFl6MBX4e5IMZXHUbK3ofGlM3Cn2L1uxngZ/a0d8VfwUXdKbfxPoANvbH8UYC9yr6Sz8d8bzF6L/Tl7Wq4dvX7OOnj3RcBLYnzt9du+83sj74/ZrJRMbU0XHudObi/WlpuYnEz5JlCUFyI87mU+0+b5xn1GESkMAoAgpgXSL5Epi7eH+Slh8Rh36SifFv6dvBfnpJ2wtchDM/qUVPuuBBtXTsiCcuVN6BuU+kn/WQvI1WbmcwWLp6esxl6WdQzu4Z8535+Eew9pGdlU+nv3GT/APsxWCPEXfvOJlN6FwSkMCTAgpgXQ35EpisAH5CrdB3KtZyfv3TpU3Sf3JcCdw9IqpxEnAPuI3BngNsgZGQ8EkC7sDhPxF6uP7C1/RP3JHYczA60sfrzn0Os6PST7Likl/vV5sEJDDJAgrgSQbV6TIuMOkBvGQnqPmZtPz8yn67bfUUjyNB+NBdmX4KBc9YvdOD4H7S+P9t78bf3dBvbieV1fx8zpuA++5T/lvcv0TmH603ZgiDVcAvcdxCNfzApDavk0lAAo3/tctBArkSmKwAPvqqFrb9Y286vzTOL0b/ePpY2dy1xCV/lzvy5o/d7rZ763Ms92D2b7Bl4P6FS+ZgwdH174/vm7JH0MWle0Pt5jRga8lR3PeCbz45jnR+6Mcad/Pm/wPg/cAyNhtYPqHpOXN1gWmwEhi7gAJ47FbaczYITEYAF8rvwegHHsBaFuISP22l/5bW/+9pe4LgpSzrGnkGrUJUxtw7iEt7paQ9Pa081NYLNhd4HEc8ZW8+F8o/xGwzcH8F2w3cRo1x2Bz6wxtIXzYLdqYaHk9xyfOhthxsd8w66O8eeeWk2XBtaAwSmGYBBfA0g6u5KRAoLt0Haj+npX17LjjLB+HI20QCuHPpi3G1S4C9SZL5a2aqKkQhxqONRu3N6VKHcfieYTtRWLITlvweF7yJatd3huzT+Nsf629S/5Rq+MpJlzqhZ0Oe2fY37Ilvd237+prAK0ncB1le+kLa3lMD+IkOFJccBslycHcTBB0s6/79uPo2t3IkiQuJwwPGdbwOksAsE1AAz7KC5nI4ndE1JLwFs08Qd6/78e94ArgQPRdzS8COxfExVgbhiNMupneNye9w9tphVxlKZ+KiddhJKzrLBRKbi7Ep5k6hf3UoTmVRC9HpmKuA/ar+HfAZWPKONXfAT203vUtvn4NjPsZnGbCIi7vXtZTh2r0ulH+OsT0WnEh/t3/crU0CuRZQAOe6/LNg8MXy2+ovLl2dThWJhdRqB65zAYX1DWC/vKCzhcAPGWQuK7pvGVWts3I+Lnk9cWnfoXe4lYMx951hFzbwyyJa8mvgV415pN12PHL3Dlx2mX8Zamq30yvPos1FmH0Q5/4GfCd9BD3cNqfybFo5B9zR4MpstuoSenv9J1jr3jr7PoQLTquvUFUFdw6Dm+7FijP9y2jaJJBbAQVwbks/gwbuFzpoPJb1Uz82NueMYsW/BOU/kfEBMJhO3Zgky1he6hpxdOsK4I4lBxAkXyAOd6ER7MvTxeiddbC828/xPLat2L8RPHo3uLOJF358zUHF8s04rqdaOmutE5197vMYGDgZa2mEmR/fdMyA9dSOFBfvDS0/xvEQ1XD7dQ62uHgfaPGPpbdq/D4cfpdidC1B0MeyrpvWHHv2uZuyatXZEITpo/nGS17PxLWcQbVr+BWYRlMu9B2JBa8nDk8fbVf9XQJZFlAAZ7k66hucGb2QgJsxHl6z4k5n+RgI+nGJ/152FQmfpRouGRPXugK4GPnHooev/o732ThbPO6ZoDqj9+PoZ+XATlzS+2+K5Q/Xp7VaDPfvSBwPXdhgTB2fhp2KS94IyXWr/wPgfSMuUfjUrhQqR2LOL0bhp+r06wr/gDh8c7pLoXJc+ujeue9gdiCOY6iG/g3siW3F6JfATrjkFVQX3jqxk+loCTRPQAHcPHu1PBaBYuUGSO5ozDjFX3E8G2MfcN3EpUsolr+Ksx9POIA7K2/Fua+kiy04F+DYl+WhfyQ8/s3/5ukfXdeCCq3+rWN3TaYXLChGt+PYGauv8Iu7n/bW3Tl3wYOjAjTucu8E80c+M12+0cxPsxlgriOdltOHpuMDEw7gQuVUzB2Dc18GexPV8LBR+6cdJJBRAQVwRgujbgGNt2aveZrFg9SSA9Yscr8+AVwoX07ArTirDJmKsvEWc3loO+uxUMNIxSqWXwb23/V5p69vTLBhzyEJDmP5gh9krr4nL9qYTdquArcD2AbA7RCcSdw1+oQgnZVTcO6jTxvTT4nDg9b82/oEcGd0Uf3zqHPpL92z5viTL21jk/vPrE8gcv6Q+QvMjtDnUZm7mtShMQoogMcIpd2aJDBnzgasWNF4WacjehHGxeO6A/bHBvhHl/4loy3TAO5ccgyu5hdA8LNSPYRL+qguvJienmBMLxY9lWRu+RCWlf57LaVi5L+dPRzsZ5jbCscq4tCvyJTN7YlVnaqhD7uxb35ykavfVUsP6Cy/E2c+KANcUqC68MtjvgMu9r0Rgq8CMXF4dnq+xr/535v/DHYAqwZexEW9/5t+P93b61ef0iaBGSmgAJ6RZct5p8fzG3Ax+gHGH3C8JV02EPc9nB1KwBX8+67T2HjHn0NyWRrA67sVK6X6Y+vFBG7HNXdtZ/btRhAsxXhb48WjNJAaW9y9eH2bmLb9xxvAw3WwGPmXzXrAfgRu93Se63X9Bty4y/0NJOdiLRVq7gQCPzc1u+IoUA2voxD9hcGBA9IA1iaBGS6gAJ7hBcxt9598C9p/IuTvgtZ1J9TSWH3I/7a5ZvrVv2AtR9C/wH/2A4XoV+MK4LmLtiJpux3cfTh+zqODJ7NJmw/YOcCXgF/4h+nEoZ8DOvvbZAawH+1ZPc9hsN07+MfR/rvhh9eBsCmOLbF0rmxfr5Z0zeV7V32Yq3sHVtdJAZz9q0g9HKOAAniMUNotgwKF6AgM/xtxK0lyCon9ZsRettheOPcIARcC/uWol+Ls75idQdz9/XEHcCG6CkvfnP4y8F7gXzjuIXCn01/6MZ3lo3G2IpcBPK9vZ2r+0XE6O9i/G4/5Bw4ZsUbWsgm1lq0JEofZFzH7HI534Ph6/VOzc6iG9+kOOIP/O1SXxi2gAB43nQ5sukCx7H8TvAncgRD8gbj7DevsU6F8HGbLGRzYiS15nAfbF2NWwLlrMR/IybL1fgTdGV2B8xNn+M3tkv5GCV/EBV1Uu+7MZQDPX7o5A4MLwPwqSp8F3odzHZhdiLmI/lJ13XWKujAOJA6PpNDzTGhfgHECRoyjg1UDL9Uj6Kb/r08dmAQBBfAkIOoUTRDorLwZl74h/cjq1jdPgzgu3Thsb+ZcuAGt/74bat3EC69Ys4+fgYrE/1brVyFaSNz9tLeh13Nsjako/fmOwNkF9RmjfgdUm3oHXFh8EK7lGSwPrx91NBN9BF2snAiuD9w30hnEzN5UX1+4F9z/YbZhfSrP7Vg5sFX6bfRwm5/2M7BfkKw8iGrvnUPqZOnCEG/G2SHDTvM56uC0gwSyJaAAzlY91JvxChQjf1d18IgT/XdWzsUlhxOXXrRWE41vgL+YfmccjzID1Fj71xkdinMrwHZKl/6Lw83Heuik79dYAWk/Wtq34YKznvgPluGbGW8Ad5ZfgbPlwAC4DuKSf8y/9laofJbA3UZ/uGjYv/snCgl/oxp2r/X3dN5qluL4DNXww5PupBNKYJoFFMDTDK7mpkjgtJ5nsEHbXSRWZHn4n0NamdO3K63BLSTu9Swvrf0NbjG6A8NPd/k+HFdQDfsmrZf+7Wt4JUmyB8sX/mHSzjvWE3WUj8G4DLM/A98lDjvXeej6BvCcc7ejdfBcHK/CmE8c+kfOI29+/7baTZC8bMh3vv6IuUsOSCfY+HewF5c9bQIQP191u3+akJwA9kngiBFDfqw22k8CTRZQADe5AGp+EgUK0QfTO6TNBnagt/fxNWcuRlen80XH4TFrteZXIHLmf1v0b0j7d6RrxKF/A3fiW8e5LyAY/A3YDTg3QDX0nyRN/tZZ+RD93ZevdeJC5BeD+FF6Z497DLM9sOAA+rv899DDb+sK4EL0EswFafDNO38Taqvm1ud3Pg3cpaxcdf6Ij5Wf3lLahtuTaundQ/5UjH4Mdjlx95PzZz+xQ6FyNoZ/u3yw/ojbvx39HeLSEZOPqTNKYPoEFMDTZ62WpkOgWLkZlzy54EFn9Boc19GS7MkFC++Yji48Gfx+Gk33EnC/AHstuHcQl54+s9fEulSoHIS5H2N28poQPqPnebS2L8HsPeDawPmXzR6l5jYgabuSFfPvHVcAd0Y34vCTlvQ2vmt2P8XcvLXuZEcbURreA7fWH0Ufu2byks7IP32YQxweONrh+rsEZouAAni2VFLjaAj4GakSu2HNkn/F6AFwnyYu+e9yp3crlOdhwYY45zDXgvHt9NOkydyKlV+AewbYpmy2cnse2mBe/S6xBO4H9cUq5kLwO2xgK+Lef42p2ZHugIvRsYC/M/VvfN8Kdgpx9w/HdM7hdvKPxgM7mzjcH/8fDG3tf4LgSOKub437nDpQAjNMQAE8wwqm7o5BoFD5fBp44O/Yzk3X2K2G+43hyJm1S7HygfrczVc25ke2Ajg/FeR9q1+C8tM5+glGkjEHsF+O0ZI3pTOFPXUqyjMX709L6zfAbZ0+qjf+yYDtwcXdfmKN8W/+93HnPo3xcrD3pT8f9IfnjP+EOlICM0tAATyz6qXejkWgsGQnLPk9jlbM+XD6MEaR/vATYzl8xuxTrLwaV3vNk/0N3o7x6OoAbnyONdYA7oheT8C30hWbnN2bBvCpS7ZgQ7cM507wCx3hao0pNM1aGHzkQlYs+ceErBq/KX8dbCucHYMlH8GtOnDI50cTakAHSyDbAgrgbNdHvVuXQGMt2qOJQz8D1ZNbR/QGAveJdPWhxh2b3x4kDreY9aDFvg/ggjJm32TVyhKt7feO6Q646Kfi5LnAs3GswNxtYP7pgV+R6Bwcn6caBuPyK5ZPg+R+4nOuGnJ8Z+VNOOf/zb/05qefbAUuIQ79Y3RtEpj1AgrgWV/iWTxAv35tujA7+6eT/HdWdse5pcAbAT8t5cPE4etmscDwQ5vTsxmtbfPBTgS2WfMS1kgQzu0Jdjz4JQXNf1+bpAtImJ1Ff/dH6Ii2wbhvXAFc7NkS2m8BHueRVXtx2aJHmVvZA+eqOHYE/gJ8tf4fR/4bYm0SyJWAAjhX5Z5Fgy1Gc+vzLvsl876WBjDuJ5idDlxNbaCLoO3dmB2WywB+oszpnaddDM6//b2ub5C3wbEZZqvSlYewVnBfw2we/d23TSyAowuAjYDnYO5POGtL38527jw2G1jBgxucj7k7FcCz6H+bGsqYBRTAY6bSjpkSKFb896D++vXf7/oXrhLMvZv+kv/mFwrls3MdwH593u1uu7c+H/Nd9YUi9mXVwC6jzp9cqByFuZDawNtoaV8CfnpOLoHgIlxy23rfAZ/ZswNB+531398fXL0K1eY490fa2/6D8+Y3lhMsVGIFcKb+l6XOTKOAAngasdXUJAqkj5tX+kel/oZtd1zgH7f6eYfPIy4tolA+K9cBXIj8fNR+PV7/MtbLgGuIw6NGrMDJizZmkzb/be5xLFs9W1ix/LLGHTS7gW1WX8d4/X8D7ixvz8rg0bTdNnsx5s6CZGcS62B5+E0F8CT+b0KnmnECCuAZVzJ1eESBYt9hEFyIY1PM/PexG+X2EXSx8koS9woCBjDacRTB7U9c8r+5rr0VooUYLyIO/V3v0K1Y/lj6e7JLXk914bcnfAUWosPB+YUV/oThZyz7vh5BT1hVJ5iBAgrgGVg0dXkUgcZvn0twPEw13E5e9ZV4O6PFONuJuPv9wwTstmD/Q63lZVy44O4hf58zZwNat/H/9g+wFuJwz0nxPLqnnW3bzqx/0uRXTqoSl7om5bw6iQRmkIACeAYVS10do8CCJVuwMrkDbGMCdwTLxrAM3xhPPWN3O/vcTVk1eCuudjTVc34yZBzF6FMYdww7CUZndEn9u+CTMPcxHB8GdyZx6aJJcZhb3pEkuBEjwa3ce8yzdU1K4zqJBJovoABufg3Ug8kWKJYvBTsEx0/r0z8eQhy+YLKbmJHnG26+5XQuaa6irWUvzpv/8Np3x9Gx9eX/dsPM4Zxh9j3i7u9PyviL5a+C3Zp+f+zc/VRLxUk5r04igRkioACeIYVSN9dDoPGGdOMFLT+5Q8IJay1RuB6nm1W7PnXFoZ6egIfabsbsPPrDT0/rOBvfbN8Mzr8h7V9ofwabD2xOb+8TdZvW7qgxCTRDQAHcDHW1KYFmCfg1d2vJl3m0fse78aoi1nIObS07cN46VkhqVl/VrgRmuYACeJYXWMOTwFoCxfKVOPNvHx+frhcc2P31CTf8akfaJCCBaRRQAE8jtpqSwLQKnNG3M88a/Au9vQND2vX/3hb8CXgEs0/j3KkQHE7c9f+mtX9qTAI5F1AA5/wC0PBnqcDRR7ew3b534fg01XDBmlF2Vt6M89/g8myMq3Hc0vhO2N1AXGqsoKRNAhKYFgEF8LQwqxEJTLNAIZqD8R5gFxz7UbMtaEsXQNgWl3RA0Flf93cF1fC6ae6ZmpOABFYLKIB1KUhgtgnM69uZweBnmH0B3MsxNgbbMl0p6t7dLuLqd9UoRN9QAM+2wms8M01AATzTKqb+SmA0gY7oRQSukP7Gm272KqCdgDPXTEqiAB5NUX+XwJQLKICnnFgNSCADAoXoiHT+ZQtuZbBWoCVYoTvgDNRFXci1gAI41+XX4HMl4Od1btmmgyAo4pIArIM4/HyuDDRYCWRIQAGcoWKoKxKYFoEzKnvQ6vzbz5cSh6dOS5tqRAISWEtAAayLQgJ5E/BrBeN2IAheQ2IHU+36c94INF4JZEFAAZyFKqgPEpgugc4l++GSnwLXAvvUJ+H4G9XSq6erebUjAQk8KaAA1tUggTwJFJc8H1d7R/134AdJCMAFVMOL80SgsUogKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLIioADOSiXUDwlIQAISyJWAAjhX5dZgJSABCUggKwIK4KxUQv2QgAQkIIFcCSiAc1VuDVYCEpCABLI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struct="atomic" id="54"></list></costumes><sounds><list struct="atomic" id="55"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-3.9623412263472346" y="65.17627018922249" heading="150" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,113,133,1" pen="tip" id="60"><costumes><list struct="atomic" id="61"></list></costumes><sounds><list struct="atomic" id="62"></list></sounds><blocks></blocks><variables></variables><scripts><script x="20" y="20"><block s="gotoXY"><l>-50</l><l>-50</l><comment w="90" collapsed="false">For you to do 1-4</comment></block><block s="clear"></block><block s="doWarp"><script><custom-block s="triangle fractal level %n size %n"><l>9</l><l>100</l></custom-block></script></block></script><script x="20" y="125.00000000000003"><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block></script><script x="20" y="182"><custom-block s="triangle size %n"><l>40</l></custom-block></script><script x="18" y="231"><custom-block s="triangle fractal level %n size %n"><l>5</l><l>50</l></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="U7L2-TriangleFractal" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>