<snapdata remixID="13507034"><project name="Sierpinski Triangle" 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="Sierpinski Triangle"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="sierpinski triangle %&apos;size&apos;" type="command" category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doWarp"><script><block s="down"></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>1</l></list></block><script><block s="doRepeat"><l>3</l><script><custom-block s="sierpinski triangle %s"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="forward"><block var="size"/></block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block></script></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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ZpCRBRer73G6sAOC1RPQ/9WalelU50U7UK/lB75zL7khVDkRrdhQBNcBzTKcx5iBETHPspue8vyeiNC1f3NraqdynU+fDiHhoEARTbjr11Bpr7Wi06pVb1alM0v1rIrniVWgiU5p/WP5M5bqaiF5cT1ky78smkGh7Vsx8jXNObozXvZSkgGx7VtHxjOrVZi2p5Du4lojkqEqLEpg6J1QUsxCw1l4cpZ57efpxGIZHFgqFOC1fWvL5/Is8z7sp8yjK6kd+o6BaayWgxx8z/V9LRLLVPK1kDHX6/EVEdEsD5ZLV4n91AqtaXWnKMbbWfg8AXtUJrABA9Qqgou9g5EJ4sHNuKv92OT3RzzubgK6Ay8xvkhRBbhELK0dE4su5RbHWThkfz/N2HRkZuaeRqmOMOSdzAWzvSK7bZjDAkrc2dn+ab/SsasbQKayizFE1u9KU49YprFSv8ORkriv5Dv7QOSd3SLQogZiAGuAKFMEYc3rkijQV1WquJsz8SefcByrotuYq1lpxK5JAG2XL2NjY1mvXrhU3poaWDmG13dq1a6uONFYt2A5hpXpV4XcQAHaoh+tftXqm9VuXgBrgCufGWis5gnfO5vXNNE39ax8iIokDvSDF9/3XMbO4GEnJ5g2Wv1OZ5Hb0+4Ig+MyCCLX5TPwvALBrO7Ji5lOdc1sk5WgUO9/372HmJ7UjK9WrOJVpRd/B6L7GB4noE43SI+23PQmoAa5w3kqSIkir70c5hOWmcZyyMCknRAkXUoNYYc+1VbPW/jRygdo/7SUMw8M9zxPf37T8hYjSvMa1vazC1u3KKprL+4IgkB9ZC1balRUAqF4lWlLBd/AfRPT4BVMqfVHbEFADXMVUWWvl8pVcdpKoT0+dnJx8tLe3934A6GHmn0bJFg6soru6VDXGZBNIfJOI3mStFbcoyR8sq99jgyD4UV1eVkUn1tqrAEBuEbcNK8mXTERrqhhmXaoaY65GRLkZ2zasVK/+M/XlvoPMfJxzbnVdlEU76SgCaoCrmE5rbdbVZlpLCXIRBMGNVXRXt6rGmBFEnOnW9RVEJO5IC17y+fzenufNmK+4RVldRURHLTioKB3ODLfop8RoUVaqVyWKMsd3sGEuWs3QVX1nfQmoAa6SZz6f/x/P86ZcbZLmNQfrr1KMadWXLVv21EWLFolbUul8zngzs5Z3VdM2n89f6Hne60ratCQrz/P2GxkZybqSVTPUmusaY76DiBIlK1taklXkDaB6VTJRs30Hi8XigaOjo3JMpEUJbEFADXCVSjE0NLRoYmJCbhNPsSsWi48fHR39R5Vd1bW6tfZMiTole5hJ8ojznHNvr+tLquwsYSVBQKZuarcoq2845/5flcOra/U2YqV6NcvMz/Ad/I5zrvQHaF31RjtrbwJqgOcxf9ba90RZjz4rTZn5A865bIKEefRYnybWWsnYs5PkKCYiiU8tWY+aWowxb0fEL7UwKwnhKZmsWoHVuxDx8y3MSvWqzLcp8x0sJqFhm65XTf0PgL58TgJqgOepIL7v387ML5hn84Y2C8PwnYVCITZ6rVCstZJFakkryFIqAzOf6JyLf0y1QrHWSkCVvVpBllIZVK8qn5UwDN9fKBTOrbyF1uxGAmqA5znr1lq5DR2HpEy3fZNV1GxM4xy+FbwuzeebVs22K/0s+3da7yYikstiLVN83z+cmde2IKvbiGjvlgG12Yda9arCCWlVvWLmO51zz69wGFqtiwmoAa5h8q21lwPAS1LDi4hvZGZZeabbv8L3hGwuXgnyj4iSr/fNGYP9YUldCADiKxgbVUQUB/9vZ+rIjWIx+O9LDb6kH2RmcV+ZMriSkcg5d10Nw2pIU2OMpGs8ppVYic90oVCQjFctVay1lwGA3F5PdUH1apYZakW9khSgQRBkffFbSr9UmNYhoAa4hrkwxuyJiHckXdxMRPvm8/lXe56X5saNw1IaY65AxNjFRdxKJicnb8/lcg8CgJw93kNEuxpjfEQcSVaJX3fOvdlauwoABpP+jyKiq621Epd6O2Z+0Dn32Chd2xHMLD63shL/kXPu2BqG1LCmvu8/h5l/3SqsAKBprjTlIPu+/3xm/mWrsFK9qvw7GKUvbZo7Wzm90s9bj4Aa4BrnxFr7BQB4Z7JakRWLbAX3AMD6JUuWbLdy5crQ9/29mFnO9tLP5Z85scfMPOicC0QMY8z1iHiw5PZl5hwiSl9S7zIiktWj1HktIsYrY2YuylI5qSPG/VlBENxV45Aa1rzFWO0ZBMGvGjbYGjtuMVaqVxV+B5vtolWj2mnzBSagBrh24GiMWY+IW2XPgBHxVUEQTCW+N8ZcFG09v7rkdddFq9qpJPb5fP6wkjCS8cIWAA4gop+nba21NwPAPtm+EPGzQRDE0a9auKC19mEA2LaZrJj5C865d7cwJxFNWElCiG2ayUr1KtaSir6DzPxl59w7WlyvVLwWIqAGuA6TYYx5EyJ+PVn9ykWrG4nooGzXS5cu3aq/v38MAPoyl7b2zxpWqW+t/QEADGXqfImIZIU9VXzfP4SZ5Zw3vXj1IBHtWIehNLyLzAo+lX1BWTHzv51z8gOg5Ysx5gREvED1qvxUtYBebYySeMjdDy1KoGICaoArRjV3RWPMTxExToow20WokswpPyCiV5T2OjAw8LhcLif+vLL1/GBvb+/jh4eHJbPRtGKtvVRiFycPjyei79dpKA3vppmsEPH1QRDIFn5blGayAgDVqwq/g2EYvrlQKMiPcC1KoGICaoArRjV3xcHBwcPCMJSbj7JdNZnUloVsLyJO/S0Xr+QhMy8uFAqPzNSrMeYkRDw3WQVLmkGZJ/mfrBrTM18xyr3MfINz7pA6DWNBuskEr19QVoh4QxAEbcUqcyyxoKxUryr/DrajXi3IF11fUpaAGuCyiCqvkMkANFOjKZ9dRHxrEARfmatna+1vAeCZZXyLoVgsLh0dHW07lwdr7RUAMFvyg4awalf3EGvtlQDw4ln0pSGsVK/i46CKvoPtqleV/5dNazaKgBrgOpJdvnz5U3p6ev6cuREt58GnRwE4JE6zrGR7AeDXRPS8cq81xhyNiJJGUFbPcqv6Lkl5iIivjWI+y+pXtqibGqy/3Bjm+jyfz+/ied496U5BEqSkkawuIaKBWmRuVtvBwcEnh2G4TvWq/Aw0Qa/WRPc40qOg8gJqDSWQIaAGuM7qYIw5PXINOkO6ZeY4GLu1Vi5MpVufR0cXtCSAR9mSyRMrfeUnJyev7+3tvVcCfYiLUrFY3KVQKPy9bEctWsEYcxointVoVjIVk5OTu15yySXCri2LtVaCtcgPOdWrMjO4kHoFALsR0Z/aUqlU6KYTUAPcgCmw1kqQjX4AuD9xuZGzW7l5W5WT/uDg4L5hGKbuRw8k57+LZSUdnSt/KAiCjzVA/AXt0lorPyCe0EhW0YBWElH8o6idi7VWMm49tpGsVK+ma8hc38Ho+3gGEa1sZ51S2ZtLQA1wA/jn8/khz/PEnWha8TzvkJGRkRuqeaXv+yPM7GfbIOK9QRA8uZp+WrWutXYFAPywUawA4B9EJCE+276oXlU+hQugVw8RkfzI1qIE5k1ADfC80c3d0BhzLSJKkI34vJaZ55VzdmBgYJtcLicrH/ExjM+RPc8zIyMjhQaJvuDdNpjV4MjISBxprBNKg1mpXs2gJDN9BxHx5UEQDHeCTukYmkdADXCD2JdEtXp4fHz8CWvWrBmfz+sygT6k+VoikgQMHVMybkkyJmU1x8yqXlWu9qpXlbPSms0hoAa4gdwzyRTE31f+tyl5nUTDktWsJGPYFGU1ktXtv8XPFxH7wjCUGM9yZixtxNd3PIr//HRpGwXGPyBKuPCzBordlK6ttRdHN8Rfnoy5LqzCMDykUChUteXflMFX+VLf94eZ+WX1ZKV6Vfl3EBEPDYLg+iqnTasrgS0IqAFuoFIcffTRO2+99dbialNJHuCykjDzaufccWUrtmGFhNVfEpermkfQyhl8ah1cwkrcksQVreaielUVwsuJ6OiqWmhlJTALATXADVaNNKqVZEeSwPqSCzgMwz8n6QlTf15KwkrGK+JkZSx5hSWwe9xOno+NjS1eu3btxgaL3LTurbUS81qyS9XKqjg2NrZtJ7MyxrwXET9TB1aqV5t/yFTyHRTXv+1GR0dFP7UogZoJqAGuGWH5Dqy1EpzjKVJT/HnDMHzA87yfSCpBZt7oed5TwzB8dfIfVKl2NRG9OJOeUNq9wzn35fJva+8a1trfAcAzamEVhuH7CoWCGKeOLtbaPwLA02phpXpV+XcQAE4honM6Wql0cAtKQA3wAuAeGBg4NpfLrZbYzp7nXczM20c5fg8EgB0A4D1E9HkRI/0PqkS8kstIiPg4AHihRMGKki08awFEbfor6sDqT0QUn5d3eqkDK9WrCr+DneT61+nfi3YanxrgBZota+010Q3mpdnXMfMfnXO7pc+MMT4ijpSKFBnkY5xzly2QqE1/TS2swjA8tlAoSAjPrii1sFK9inekKvoOdptedcWXpwUGqQZ4gSZhcHDwgDAMb0xeF5/9ep63fGRkRNIKThVr7VoAODyThKGq6FkLNJyGvqYk+lDFrJj5GufckQ0VrsU6N8bsj4iyYyKlYlbVRmVrsWHPS5z56hUiXhMEQVfp1bwAa6OqCagBrhrZ/BsYYy6KLmG9OulhRn9e3/cPYeYfJ2EnJdvRfqOjozfN/63t2dJaeyEAvK5KVgeOjo6mxqg9Bz4Pqa213wGA11TJSvVqFp/60u8gMx/snPvJPKZGmyiBOQmoAV5ABRkaGspNTExsSLIijQLAL2Z5/RsB4MnM/AXn3LsXUMSWeVXCSvyBxUe6LCsAOJ+I3tYyA1hAQRJWcjNXbtGXZaV6NVGxXs03gt0CTr++qo0JqAFe4MmLAuqLa9EXK3jto0Qkl7Uk32tXFt/3/x8zf62CwY8TkRjqrmUVJbV4a5TU4rwKWKleVahXzDzpnJMfNV2rVxXok1apgYAa4BrgzbeptfY2ANgrc84r6QklvKTkC05jR7/BOfet+b6jU9pZa2+NfDSXzMUqDMO3FgqFr3TKmOc7DtWryslVolfM/G7nnPila1ECDSGgBrghWOfuNLpoJbeh5Va0FAk7uSczvz4KqvD+5NlNRLRfE0RruVdWwOoWInpRywneBIEqYKV6lcxLBaxuI6K9mzCN+souIqAGuEmTba29AgCOiiJgSb7fNUlQjtNji1wsLh0dHb22SaK13GutteJWJOH/tmCFiEuDIFBW/zEsspvyEtWr8mo8l17JjhQRiUeCFiXQMAJqgBuGtuwqeB8AuHmGWl3ndlRuCqy1sgUtW9GlJY4YVq59N30+ODj4wjAMb1G9Kj/rs+lVN7qzlaelNRpBQA1wI6hW2Kfv+59m5hMlC1KSsEEue+xBRL+vsIuuqWat/VSU/ed9GVYQhuGzC4XCb7sGQoUDtdZ+OoqkpnpVAa+Z9EqOhIIg+FUFzbWKEqiJgBrgmvDV3thaK8kV+pKePkFEH6y9187sIUps8SgiPkZGx8xnO+dO7cyR1j4qa624JcnNcCmqV3MgVb2qXd+0h/kRUAM8P251a2WtFZ/fbyQdnlG3jjuzI4kQtpSZ/+2ck3zJWmYhYIw5AREvUL2qSEVSvdronEt/tFTUUCspgVoIqAGuhV6d2lpr5XLRvnXqruO7Yea3O+cq8XnteBZzDdAYcxMi6g3xyrXgXURUiY9+5T1qTSUwBwE1wC2gHvl8/jDP89KbvHIOLPNyt5wHl5wPy0UkyY6U1hHDLf+B9TL1HgCAx0vmJblZndSV0JbZ+NKS8k8yBkke1Pj8mZnviBJBvCDTt5C5LooZfGim778BwHYAIKvP9NxaLvzIhTIpsVwSm5iZD8jUkRzHEgFsceaZ3DBNk1Ok45HzXMn6lOZJ3sTMf0DEZ2fkup6IRCYtZQioXk19T1Sv9NvSkgTUALfItBhjLkHE4xJxfktEz7bW3i/GVJ4holxCuoSZp1wjwjA8HBGPRcT0LPRhIlpsrf3rgNQxAAAgAElEQVQTADw16UtiKp8PABIjOZ5vSQIRhqEY8jOTOut7e3u3n5iYuCFyido/tqTMV8pFHkS8I4Po+CiM4Y5RmsQvJc+K4+PjO/b19bmMMb16u+22yz/yyCNjANCTyH5iGIZjmS1RSWy+ey6Xk36WJXVuevDBBw/q7+9/NHMmLufhErRkdSqDjLlQKMgPCi0VELDWFgBgQPVqbr3yPO/wkZER1asKdEqr1I+AGuD6saypp6GhoSdOTEzIClOKGL/rAeAwAJAsLLGBHB4eLkauExS55BgAkJXuF5m5BxFj/+Eob/DxUd7g7xtjliFinGUJEc+WM1NEFOMpK8kriOil8lkUvvDvUfjCJ0i2F2aWFbgE/4gNYhiGexQKhd9Zaz8HABKPWlalZyQL65WJMf8gEX0i687BzBcj4m+ihBJHIqLIH/+YSN73s+QdP2fmSxFxJwCI4zeHYXhIoVC4IRNSURbxKxFRVvIfZOatAGCEiFbUBLrLGufz+Z08zxO9ku+66lX823ILvRolonyXqYYOtwUIqAFugUlIRTDGnIWIp5WKFBnQk6NLR7ICBmPMroj4lxnEvpWIZFUbl0xaw2lVs9mVSi6ATdXLBuvfZ599enfddVe5qS3b3NkiMYVlOzp9n1wkkwtl0woi2iAIZIUsMmUjgGXfd6lzbnmmLxnfrqV9rV+/fqfLL79cdgW0VEFA9WpKR2fUqzAMn1QoFP5aBVKtqgTqQkANcF0w1q8Ta+3Dcs6aOcP9FRHtmX2D7/ufZOZTMnWmVpBpvXw+/wLP825P/k7Pa7fIGGStlW3ng9K+ou3sjT09PdvKajtjENMEEulZrSwjhpxzP8y8bzvP8/6VbDun75tabaf1jDEjiOhnzp550aJFuwwPD9+XeZ+s0C+TvzNyfSQIgnTLvH7Au6Qna60cCSxWvZquV7KrQ0Syo6NFCSw4ATXAC4587hfm8/lXep73/bQWIr44CIKrS1qhtVZSqsU+sQBwMRG9srRnY8z5iPiW5Plkf3//dhdeeKGsZqeK7/sHMvNUrtPZbhgbY36FiM+Thoj44yAI5FLXtBL5nkos67PTh7lc7jmrVq36v2ylZcuWPXHRokWy2oh1j5k/5pz70Ax9peEn5aMxItqhxaaqrcRRvdo8XZnwk/LntF2ctppQFbYjCKgBbsFpzGwf/4uZP5PcZkZmDpOY0V5yviphGOXZE4Ig+GfpUI499ti+vr4+WVFLSrWronPZH3ueVywWi+h5HoZhyPJPAJBEELtFl3VmTWwwMDBweC6XSy+A/QAA4khBciYMAJOImG5RyypVZJ01l7Ex5gw5t05WY/H5tfy7nGeLfEn7pyDim+Qzz/PMyMiIXCbSUgMBa60kAJFjANWrzRx9ipa/NSDVpkqgJgJqgGvC15jG+Xz+YM/z5BJW2cLMZzrnPjJbRd/3Zav6k2U72ryynTOxgbVWLnbFl7TKlHBsbKxv7dq1k3PItSG5WFWur7VEJKkatdRIwBhzECLKkUPZonpVFpFWUAI1E1ADXDPCxnRgrf1edIP4VbK6TN15AODPiXtResb6NyLapZwE1tpfAsDzMz64sgLaQVbT0aWviWgbWPIQryKil83VV3IBTGSQFa6sesXNSFyenpZJWi6fvcU599W5+opkktvMcoYs58ryP1lByyr+sdkxe56338jIyE3lxqifV0bAGHMRIr662/UKEQ8KguDGyqhpLSXQGAJqgBvDteZeBwYGtsnlcv/OdHR+Lpe7pFgsxu5FUirdmi3ZPpamJzDzcxHx5LSvTZs27bx69eqpi1CzDcAY84mM3zGHYbhzLpcrMHOav3jabewyBv1qRExXt3/u7e19/uTk5EPR6ivdzr6QiE6oGaZ2MEUg0SvxtU6/+92oV98jIvkRokUJNJWAGuCm4p/75caYUxBRto9TX1i5QCXbzf1Zf95KhuD7/ggz+3LLmZk/IOetAHBOcr68kogqjkOd3qiNzhPlTHgNADwXAF4ncjDzwc65qUtdc8nm+/5ezCyBNqTIubL8u1zukty/4d133731nXfeKVG0tNSRgO/7JzPzOV2qV3z33XdvpXpVR4XSruZNQA3wvNEtTENjzH1JwIppL0TE5wZB8JtKpRgcHNw5DMOZfB3XE1F6m7qi7vL5/Bs8z/vmDJV/QESvqKiTpJK1Vraq3zxDmzjIRzV9ad3KCRhj/oaITyxt0el6FR2dfMg597HKSWlNJdA4AmqAG8e2Lj1ba49NQzFmzmu38Oet5GXGmE8i4imZWMvS7DVEdFEl7bN1jDE3IuIBGZni7ehCoSDRtSouyZaouFTJtnMaA/rPRCTnyloaRKAb9YqZ73XOPblBSLVbJVA1ATXAVSNb+AbW2quSkJTycu7t7X3M8PCwJDeotoj/8DgAyKUrKT8hooOr7UTqDw4OHhCG4dQlFrlp7Zz7wHz68n3/tGhL/Ky0LTMf45yLA3FoaRwBa62EphRXNtWrxmHWnpXArATUALeBcuTz+b09z/uFiIqIcuFJgsaLIZVz3EnxD5Z/j3xrw8hveHvP8x4Kw1AyHcXRrBBRDK7cpu6L4gEfIvEI5HkYhvsWCoWb54sgc1Nb3i/xotPIVRK3Wc5uc8y8CRHFD1k+mxCfZEScDMOwV86jE/9h0cPPJtmZtoieNV/5tN3cBLLR0rpAr64ioqNUJ5RAKxFQA9xKszGHLMaYryDif9dR3IuI6DW19Of7/mOZ+R+19FHaFhH3DIIgDvKhpfEESqKl1eOFLalXkv2rUChIOk8tSqBlCKgBbpmpKCuIZ62NV5UZf16JcrV90lK2pLfO5M2VuvHKEwDESD4uc8Yajo+P77BmzRppX1MxxpwW+QOfJWGspKPkVnUqVyqTfJTGkU7lSmWSz9Kz388T0XtqEkgbV0ugG/TqS0T0zmrBaH0l0GgCaoAbTbiO/WfcR9JeZUUsbjvHpw88z9slDMN70uxFkX/u6ujZ15h5KuRetBV8mnPu4/USzVr7YOIaJV3K7dqlzCxJ0NMiaRMfzmZ6mpyc3L+np0duQC9JKhWJKM4frGVhCURxxd8HAHG2raR0kl6FRCQ/WrUogZYjoAa45aZkboGsteIruxcASGq1/ydnqZ7njSbRqWIXC2ut/Nr/gvTEzBJw4J+IeG4U7UqyKv2FiJ5az2H7vr+cmUUGKZK7V86r34aIeWbeuGjRoji7krVWVr2ybS1n2PIDYHdE/FIi59udc+fVUy7tq3ICHaxX73bOxd8FLUqg1QioAW61GSkjTz6fP8zzvGtnqDbNnzfK9bsOALZwuWjUDWNr7eUA8JJSuRDx/UEQiPGXTDSSL1jyBpeWnxPR/m02FR0lrupVR02nDqZNCKgBbpOJyoppjFmDiMcAgNwqjl2KEPHlQRAMp/WijEqS9Uay30iRG9NyA/oyIpJ2dS8lUa1SuX5NRHEKw4xcaUaeVCZZpR/mnLuu7kJph1URyCTb6Ai9CsPw8EKhILstWpRASxJQA9yS0zK3UPl8/lme52Xz7F5NRKk/51RjY4yTbeD0QRiGexUKhTsaNWRrrUTHekPa/0yGNetSldRbTUTHNUom7bdyAitWrNijWCzelWnRznrVsB+blRPVmkpgbgJqgNtUQ4wx5yLiSSK+53mHbNiw4Zfbbrut+OPC+Pg49vX18fj4+G6e592eDPFrRFRPN6YtyGWjWiHipRs3bjw+lSkr16ZNm76OiK+UZ8VicbfR0dE/tuk0dJzYnaJXuVzumatWrbq74yZIB9RRBNQAt/F0GmPCxO2n7CjGx8e3WrNmjWz7NrRYaz8c/SY4s5KX1BI9q5L+tc78CERzKG5haUaqOTtRvZofY22lBISAGuA21gNjzJsQ8evJEKbOVOXvTL5eOR9+dxAEC3YT1Fr7OwB4RubseYpyRq5HiWi7NsbfsaL7vv8GZk6TbbSVXsmte+ec+MNrUQItT0ANcMtP0dwCWmsl9d+Baa1cLvf8YrGYjST1GyKSdIELVowxRyHiFekLEfEbzCw5aKeCbIRh+F+FQuG7CyaUvqgqAu2qV8z8Oufcd6oarFZWAk0ioAa4SeDr9Vrf9w9h5vgGMSKeHQTBqcaYD0bxn+OUaxIUIwiCmdyW6iXCjP1kbtQWe3t7+x944IGN/f39D0U5iLdBxB8HQSABRLS0KIF8Pn+w53nXt5NeRYklriOiw1oUqYqlBLYgoAa4A5TCGDOCiH7pUCTAfhAEphlDtNbKFrRsRW+pdIgHBUEwlUmpGfLpO8sT8H1/mJlf1kZ6dWgQBPGPBi1KoB0IqAFuh1kqI+Oxxx77+L6+vvuTamnMZcjlcs9YtWrVH5o1RGvtpwHgxBK5hono5c2SSd9bOYGBgYHH5XI50Sv570Sr6xUR0RY/QisfrdZUAgtPQA3wwjNvyButtSuj/0h+JNP5p4kodlNqYpH8wxLUYSoWr2xHDw8Py1a0ljYgYK0VnRLdSktL6hUA7BAl8hhrA6QqohKYIqAGuIOUwVr7L/kPEQBsIKJtWmFo1to3A4AkXZDz6A8FQRCfTWtpHwJpDO9W1asoO9jpUcKFj7YPUZVUCWwmoAa4gzTBGOMj4kgrDknyBjvnHt+KsqlMcxNocb0ac87Jj04tSqDtCKgBbrspm1tga20ca1ny82aCdEyd383QWqJnlQu6MFP7tN1Mn6XPpvoOw3B5oVC4tMNwd81wVK+6Zqp1oAtIQA3wAsJeiFf5vn8gM4tvcFr+EIbhVzzPOye9SIOIX2XmZ4mhTishomXmILMrMh7l8D0REb+cuYBzEQBI8Ay5WR0bWWZ+JSJ+L2PEi4i4Isk/nNa5xjl35EKMX9/RGAJRApD9owQgP20lvULEa4IgUL1qzJRrrwtAQA3wAkBe6FdYay8GgPimcRiGLy0UCldYayUJg+QDHu/v7+9/8MEH90r/g8rMBeeciUJbnh6tms9I5H0tEf2PtfYmAHiRhG0eHx/fube3d0fP836TGN/YsJbkH36Lc+6rxpgrEPEo6YuZD3DO/WyhOej76kvAGPP9NIZ3i+jVwc657I/N+g5Ye1MCDSagBrjBgJvR/dDQ0NYTExPrE+MnW9Hyr5v/LxOW0hjzbUR8bWY1m25b30hEB0n9bKCPpN5UXwCwNxHdltS7nZlfIDa/ZEv7AiKSPMBa2pxAolf/Tn58NVuv/oeIRHe1KIG2JaAGuG2nbm7BjTEnIeK5Sa3UKN5KRC9MWw4NDe04MTHxdwDoyfZWmkfVWvsjADi65I3fI6JXp8+y4Scz58/Fu+++e5s777xzU4di7rph5fP5Ez3PE/9uKc3Sq/Duu+/eWvWq69Sv4wasBrjjpvQ/A7LWSpq/p2XOfl8cBMHV2SH7vn8qM38iNZqIGARBMJitY62VPqQvOdOVwr29vdsODw9vyNaLzgnXRNvax2TOjN9LRJ/rYMRdOTRjzB8Q8enN0itmPtk596muhK+D7igCaoA7ajqnDyafzx/jed6a5OmVRPSSmYZrrf09AOwm/0HN5XLPmimPqjHmM4j43tj6Mp/onPtsaV/W2n0A4Obk+W+J6NkdjLdrh9ZMvWLm3znn9uha+DrwjiKgBrijpnPLwVhrrwIAuSmadQ2SitPCCyZ/n0NEp8yCRKJaPQwA28qFrOScVxbOHiLKVmRaYpcmZn6Jc+7KDsfbtcNTveraqdeB15GAGuA6wmzFrrJZbWaRLzbMiHhfEAQ7zzUGa+2rAEBcjmIbO1sgF2ZWt6NWVIY6ymSMOQgRb5ijy7rrVeQ2t5aIjqjjMLQrJdBUAmqAm4p/YV5ujPkKIv535tLMcHI2vG+yms0x85Bz7oflJMrkiZVVsMR4lnjT6WWveGUdhuFehUJB3J60dDABY8z50Q+3tyygXr2wUCjc2sFIdWhdRkANcHdMuGwfbwSARQAwOTk5+Yyenh4585WoWVIqzqNqjDlU8vkm7WJ3Jd/3T48Cb6X+w5+PguK/pzuwdv0oRa/kIl5fo/WKmb/gnHt31xNXAB1FQA1wR03n7IPxff8tzHx+suKV/2h6zLy17D17nnfgyMhINsrRnFSstbJSXgEA4l4k58DjiLg9AKwnosd0CVIdJgBkkm3Ijkij9GoTEYmR16IEOoqAGuCOms65B2OM+QUi7p2thYiFIAgktGTFxRizKyKKW9JUmsGk8QlEdGHFHWnFjiDQaL1CxDcHQfD1joClg1ACGQJqgLtIHXzfP5yZ12bO7IobNmx4wmWXXSZpDKsqxphTEfET6RkyANxERPtV1YlW7ggCqlcdMY06iCYQUAPcBOjNfGXGfUTEOCXKGyxJGuZVrLV/AYBdpTEiLg2C4Np5daSN2p6A6lXbT6EOoAkE1AA3AXozX+n7/vOZ+ZeJDA8zcy7x45UzNrmoJX68cq4rbiSLEHEy2WqeSOpKUznvk/CV8j+52HUZEUkELC1dSsAY81xEvLPOenUFEb20S5HqsLuAgBrgLpjk0iFaa78IAO+o19BzudwLV61ape4h9QLapv3UW68kCxcR3dKmOFRsJVCWgBrgsog6s0IS1Upy+8rN1a0B4EuJUY79e5MV8MVJ+rkJAOgVd6XI51duOb8QETcy81bM/DHn3Ic6k5KOqloC1toxAFhcB736uHPutGrfr/WVQDsRUAPcTrNVR1mjgPqvjQLqfzvp8mdEdIC1tgAAA/IMET8eBMGHIzeTvwLATsmzQ4vFYq/neWlCh38S0ePqKJZ21eYEorjir4niin+nRr16KEri0d/mKFR8JVCWgBrgsog6t4Ix5gZElLy/4lL0aHI7ei9EvDcIgifLyI0xr0DE/2XmjYgoZ8dyJiwRtHoqjZ7VuQR1ZDMRqFWvEPHlQRBItDYtSqCjCagB7ujpnXtwGfeRaRXDMFxRKBRG0oeZ8JPZehVHz+pixF05dNWrrpx2HfQ8CKgBnge0TmqS2XaWla3car6eiA7NjnFwcPDgMAyvT1bIojMSPeuQkZGRuYLxdxImHUuVBKy1JBsoyY5JxXrFzIc55+SugRYl0PEE1AB3/BTPPcBly5Y9cdGiRXLOG+vCbP8BNMZcgojHJb0REfldjk6HPweBfD6/k+d5f6tSr0aJKK9glUC3EFAD3C0zPcc4rbVyi/mjzPxvAJCVS1FCRMstZ0SUW9KygpHLVi8Rn2FmfmyUcEFuu2pRArMSMMachohnVaJXSXrLHVWvVKG6iYAa4G6a7TnGaox5ABHL3miOLmOd6pw7W7EpgUoIWGvvS2/Rz1WfmU9zzn28kj61jhLoFAJqgDtlJmsch+/7hpll9RsmmZIkEtZq2XZm5sloJSOr4L8Q0VNrfJU27yICFerVX4noSV2ERYeqBGICaoBVEaYIWGslP/DS5MEFY2Nj7+7v718HAKlP5jIiWqPIlEA1BMrpFTMf55xbXU2fWlcJdAIBNcCdMIt1GoMx5iBEjG82SyCOaFtQImAdLkYZEa8JguDIOr1Ku+kiAr7vH8jMP1G96qJJ16FWREANcEWYuqeS7/vDzPyy0hGHYXhIoVBQt6PuUYW6jtRa+wMAGCrtFBEPDYJAXNy0KIGuI6AGuOumfO4BL126dKv+/n6JiiVZkuJ4zwDwNSL6b0WlBOZLINGrR+RGfUavvklEb5pvn9pOCbQ7ATXA7T6DDZDfWvs+APhU0vXkunXrtrnllltkO1qLEpg3AWPMexHxM0kH4bp167ZSvZo3Tm3YAQTUAHfAJDZiCNbaPwGA3HheCwDXNuId2mdXEviIjDryDT7ZOZf+yOtKEDpoJaAGWHVgRgLGmGWIeKniUQINIKBuRw2Aql22HwE1wO03ZwsmsbX2KgCQm8/iE4zM/JdoC3H7xC0p9hcGgJ9H/sL7ZYViZsmydHDqUwwA4wAgUbZ2lDzDiCh9XYOIR5S0uxMRn5fxRZYMTL8DgOdnZPgxIh6WtEvlugMRX5D1YUZESeT+orR/Zv5p9INCsjjlMnJJqMSdU5k2L8z4WkQUV6y4bwD4LTM/I/GDTsd8c9J3WkcaXicXipRVeVZhGL60UChcsWCKrC9SAi1KQA1wi05MK4g1ODj4wjAMxZDFhZkHxfgi4gXJo8kwDHdERJcxplf19vYOTExMPAgAfUm7t3ue9xAzX5S0K05OTu7W09PzZQBYnjy7sbe399BNmzY9hIiPSZ69FwB+DQCXZWQ4GBHfk7lRe3sUmHpJZstcXKjOLhaLqz3Pm9o6lxjXkYvVS6Iwmx9O+rqfiHay1t4NALsncn6Dmb+KiD+XHwnJs2M8z9ubmT8hfyPiv/baa6/H33bbbXJz98CkryuZ+UREvENZlWV1NRG9uBX0W2VQAs0moAa42TPQ4u+31n4RAN6RZLU5KxFXzvEwDMP3FAqFzxtj9kTE25MV4/cA4K7o3FhWt+JD/EsiktWp5Ba+PlkZ35gY1ccCwDsTw3ZQEAQ3GmNei4jfTt6zMvnn+wFgGwD4NhG9fmhoaPHExMQ/k9XslVGM6hsSAyvv/BcRSUhNzrhU/Q0Rv8LMsmKPzyAB4GVEtCqfz7/E87zLk2diZGW1vgIA9hQZiegY+SxKNP/7KNH8bsmZ+FpZTUsACfksDMM9CoXC76y1nwUA+XEgmaWU1eb7A9NYIeKSIAhEV7Qoga4noAa461WgLAC01soNaNm6zZZpYSmNMZ+PVofvKu0NEV8cBMHV8jyfzx+WXZWmdRExCIJAVtdx8X3/dmaOjXamhMVicbvR0dH1iUH8AABsETsYEd8QBMG3kn4eG4ahxLgu1fNpuYwzW+3TXpg1Fr7vDzLzqhnG96kgCE5OngsrMeC9ympLVgDwRSLaQkfKaqBWUAIdSkANcIdObD2HZa19KwCcl5xvStdyhnuMc25qa3jp0qU9ixcvHku2j9Oz0jVEtCwrizHmIkR8dXoOi4gT22yzzeO++93vPpwxwIfImar8nTmffS8RfS7bl7X2D9Gq+OmZOjcS0UEldVJDLTLFuYwBYP9ILjm7jsuKFSv2KBaLv00+S2U/h4hOKelLVtsvzrzvUSLarqTOGwHgG8rKlrLaRETxkYQWJaAENhNQA6yaUBEBa61cPNonqXwVER1V2tAY8zZElHPduHie97SRkZE/lxgoiSst28eyHSzlg9F/mOPz1ZJ6o5nz4d8TUXxOmy2lN7Vny2Uc/YD4e/QD4glJ2wuJ6IQZ+voMIsqZs5QNS5Ys2XblypVijKeKtVbGLxzScgIRXTiD7DdlLoApq82A3haduZ9fykr/VgLdTEANcDfPfhVj933/cGaWMz1ZlV6MiL9Jm2dWhPIoPh9m5nOdc3J2u0WJtmmz28cr5VJ0GIZywUmMstwsliIG823yL5OTk0dfcskl6TnttP6s3bzSAoC/M/N5mctT8W3rRBa5gCXnw8Xx8fEd16xZM7XaTjsbGhrKTUxMyPNtJO41M8tt6zCRK7m4zdLfKwDgOXKrOtoBSC9hTZMpu9WurOA50enDL4go/fFWhdZpVSXQ2QTUAHf2/NZ1dNZaMYJyk7hcKS5ZsmRR6Qoy28gY82jmtvOs/ZVLAjE4OLhvGIZT28llBFtJRGfMVieS6aRIpnPLDU4+F1elIAhmDVBijFmDiPEFrjKl61mVA6SfK4FOJaAGuFNntgHjWr58+R49PT1yw1lKmjf4d4go28PpylV06k1E9M25RDDG+JHv7khJO9kq3injpwu5XO75q1atunOuvnzf/zozS0zh9PxWqov/8O6Z1fk6InpKOSzW2tsAYK9MXw8w8+OS1XTcf+mlsZn6tNY+DQD+2O2sovP2Le4BlJsD/VwJdAsBNcDdMtN1Gqcx5pOImF5Okq3jnRM/4P2TV9xCRFMBMMoY4atT/2Fm/u2iRYteNDEx8VDmfPh8Ioq3oecqSaB/CfSRniufF4bhqOd5U7mLo8AcA0EQXFKur4GBgcNzuVy81S6lWCwen8vllgDA1Ha653m7jIyMSBCPOYsx5hNR4oFTk0pdySqXyz1j1apVcllOixJQAiUE1ACrSlRNwForxk78cq9n5h+Jz2x0Jixno3I+fLBzLs79Wq74vr8XM8uKU9oVEFEuL0kUKjnTHe/t7X3M8PBwsVw/8rm1VvyJv5CsqM+MDKa4K30QABYDwBVE9NJK+pE6vu+PMLMftd/EzKcnLlhnJavgObexS99hrR1LZOg6VlEmrU865+S8X4sSUAIzEFADrGpRNQHf909g5jQaVrb9D4goNsSVFmvtVwHgzaX1EfF9QRCkmXMq6s73/buYeY8Z+npuEARTl8bKdTY4OLhzGIZ/naHeFm5HFfT1mjAMvzNDvU5nNU5EkspSixJQArMQUAOsqjEvAtZa8dM9JIn61CNnrZs2bdppzZo1D1TT4etf//qtxsbG5PaxBK+Q1a4E/IjDS1bTj9TN5/NHeJ4XB/3I9PUlIoqjbVVTrLUfjcb2oeQsOPUfjqNnVdOP1LXW/hgAJE60RMjqClZhGP5XoVD4brWstL4S6CYCaoC7abbrONZ8Pn+w53kSDzkuUZjHM51zaZjHqt7k+/7JzHxO2qjcDeO5OjfGXBJtZcchIsUIr1u3buv55py11j4KAGlc6muJSLbHqy7Rjej9oxvRP+0WVhJExTmXJsyompc2UALdQkANcLfMdAPGmYm1LD63ct4qcZHl3+PVbJL4aJKZezYnQOLQ8zxZAYbymdQR39/kMwkrKc+ixS/J+eu8ysDAwNNzuVx66UfcpiRLkaw85UdCLITnbb6rVSwW+xBxPP07rZO8OCdxqyXiV/L3i4hoKjFFtcJlIoB1PKtq7gFUy1HrK4FOIqAGuJNmc4HH8qpXvepxGzZsqGrLuQIRnx4lXPhTBfVmrWKtlZCV766lj5K2FxHRa2rpb2hoaMckgUQt3ZS2bUVWI0QkySy0KAElUIaAGmBVkZoIWGslvd+Zib+t9CU6JTd/JeTkpihhwqJkZZlGpkrPQe+LMoXrKmsAACAASURBVBQ9MXl56lM8a/SsKoVEY8x6RJRLQKlvcCqTdJXKlX4Wy5TImcqVysTbbrttfzZWdZWyTFU3xpwW5RU+q1NZySZDb2/vTsPDw/X+UTZf5NpOCbQ0ATXALT097SFcxtVGBF6HiEeJX28qPSJ+IQzDR6LEC6elzyL3pQMQUVId7ps8q+utWd/33x4F0PhShqAE6jgySpV4fPJMtqKfFIbhukympzXSJko1eGlGztOcc1tkXZrvzFhr/xFlBZI0jB3HKvqxczoRyeU1LUpACVRAQA1wBZC0ytwEBgYGludyOUmeICEaP1ssFm9BxDcmQTY29Pb2bif+vNba+wHg8RIbOAxDSX7wzCjesvjZyvns65xzM7nrzBu/tfZnALAfAEg0q/cg4tbM/PUksHNsWLMJJJj5RGa+3/M88SOW3L9/jpItSESrupV8Pn+c53lxQJAOY3V/lGxBophpUQJKoEICaoArBKXV5iYwW05dADgpStn3aWnt+/5rmfnbM/T0EyI6uN6Mfd8/kJlnCgoyzZ/X9/3fM7MY3GmlNOViveQzxlwhuwQz9NfOrPLOufhHmBYloAQqI6AGuDJOWqsMgXw+/yLP8ySSlaxmN8r5KzPf7JxLt5jjHjIJHSRSlUTTkjItP289YVtrLwaAl6cySd9hGC4vFApT28zGmIMQ8YbkvalclxFRJckUqhbXGCORw+7oIFZXE5FEL9OiBJRAFQTUAFcBS6vOTcBaK4noJSF9XOSc1zkn28BTZWBg4Hm5XO5XmUffI6JXN4rtwMDA43K5XPZS0IzJAay1PwCAoVQORKwqela18htjzkfEt3QCqzAM9y0UCtk8ydXi0PpKoCsJqAHuymlvzKDf/OY3995///0bk6QIYnjPQMT1k5OT0NPTs4iZJ8Iw3MrzvHcBwLFioycmJh576aWXPtgYiTb3aq1dmeQplj/fhIj3JivixcwsyR8WhWG4red5aZSreUXPqmYM++yzT++uu+66IbkA1s6sLiCiqR9d1TDQukqg2wmoAe52Dajz+FO3pAq7/SgRxZewGl2stROpq1GZd4krTW+lSSBqkdtaK6EuK7013IqsYN26dYvmG2msFnbaVgl0AgE1wJ0wiy02Bmvt3ZKLVzIaAUBfiXipz+0DRPSEhRJ9YGDg5blcTs6DpZTKNeUHDADvIiJxj1qQYq39PwB4VjuyinY33h8EwbkLAkpfogQ6kIAa4A6c1GYPyff9I5n5qlQORPwGM0tc5fdkntkgCNxCymqtvSZJdxi/NpfLPb9YLP4yCR4ibkF3BEGw10LKVJJAQmRoC1aRP/VdRCQ/HLQoASUwTwJqgOcJTpvNTcBaexkASA7eyTAMd7z33ns37rrrrnLWK8kNqsrPWy/W+Xx+b8/zfiH9MfPZkqvWWntqdAYcB9pg5sOcc5LlaUFLJoFE27CqJWHGgsLVlymBFiagBriFJ6edRVuxYsWzi8XijDl4mfkFzjlZeS54Kb2pnRHAEZFdcIE2XxKTYB9/nOndLcrqciI6uhms9J1KoJMIqAHupNlssbEYY85FxJMSsVi2epn5K865tzZL1KVLl27V39//7+SmdiyTyNLb2/vk4eHhe5sll+/7n2TmU9qBVXSW/pxVq1bJ2bUWJaAEaiCgBrgGeNq0PAFrrSQ+kPSEUsLe3t5FC3HDeC7JrLXvB4CzM3XOIiJJKtHUEm2HiwtXemmtJVkxc70SZjSVtb5cCbQCATXArTALHSyDtfb1APAtGSIzv905d14rDNf3/V8x8/OiW8//im49p8kRmiqa7/uvZObvtzCrDUSURi9rKit9uRLoBAJqgDthFlt8DMaYaxHxsFYUExFfHgTBcKvIZq1dCwCHt4o8WTkQ8Q1BEMQ/prQoASVQOwE1wLUz1B7KEMjn84d5nndtUi3NwZv+M17wpWexSZ2sX276WXqGnOYVlqrZPuTvYia1YGmf2b/TetcS0dJWmsB8Pn+w53nXtxorZr7BOXdIK7FSWZRAuxNQA9zuM9gm8vu+75g5nxFX8vJ+BQC2T55JnnqDiIVMnTUAIHmFs/7D75et7Ghb+6mZesuitIOr07+TDEjXZPMPJxGnxNgemqm3RazqVsBZGpc6yWHcbFZNcdFqhflQGZRAowioAW4UWe13GoHBwcEnh2G4Lnl4HREdZqMgzQAQxEtg5jg/r7VW/o7dgRBxz7vuuuuu3Xff/V+I+BhEvDMIgudba8W/WPyMpc6ngiA42ff9bzLzG5K+DnbO/cRaex8A7CSxn4MgePLAwMABuVzuxqTd/wZB8KpWnKZ8Pr+T53l/S3YFms4KAC4hooFWZKUyKYF2JqAGuJ1nr81kN8ZIcoYtYj8j4gNBEMRhKfP5/C6e583oDhSG4ZGFQkGiWYExZg0izpQu8GIieqXUGRwczIdhmEbbmrYlPTY2tsPatWvHWhVhSQKJKTGbwWrTpk07r169Wn7MaFECSqCOBNQA1xGmdlWegLX2HwAgt46nzm+Z+Tjn3NQWsrVWIlN9IOktNZzTgj/k8/kXeJ53e/aNsoe9cePGJ1122WWyeoxLGn5SPkPEVN9PiW7znlNe2ubWMMbcg4hPajKrDxPRWc0loW9XAp1JQA1wZ85ry44qn8/nPc+TVemMhjVjOCVsZX/6dxiGexQKhd9lB2atlaQJ78gY1zOISFIPThXf9/di5tsyj/5ARM9oWUAZwYwxyxDx0maxyq6224GXyqgE2o2AGuB2m7EOkNf3/auZ+YhkKHtHISCzBjJ+nDHU8udniOh9pUMfGhrKTUxMPAwA4pv6ZyKSkI5bFGPMtxHxtfIBMx/jnIvPj9uhGGOuRsSmsArD0BQKheyluHZApjIqgbYhoAa4baaqcwQdHBw8IAzD+DJUUmQ1LGUmfZwkojSS1hYQrLVvBoCvZvqRPtL+0j5TF6YrnXMvaSeS1tp9AODmJrC6xjl3ZDuxUlmVQLsRUAPcbjPWIfJaa38IACtmGc7UhSlmfrVz7ntzDdsYcxMivmgGf+JpzYrF4oGjo6M/bTeE1loZ/2w3thvCChEPDYIg9UduN2QqrxJoCwJqgNtimjpPyHw+v53neQ8lq97YiIRh+E7P8+RcNzUqNxHRfuVG7/v+4cwsEaTSdpJpSdIKvi3z7AIiemO5vlrx86GhoW0nJiaElZeOp8Gspm6StyIPlUkJdAoBNcCdMpNtOA5jzEmRf++5ieifJ6L3ZM88i8Xi0tHR0TSC1pwjzOQflnpHj42N/bi/v/9+ANguCsgxcd999y2+8cYbN7Qhplhka+07AeALjWYlN67HxsYWr1279tF2ZaVyK4F2IaAGuF1mqkPltNb+HgB2AwDJmtSTrPByADBKRNnIWXMSWL58+R49PT13JZUklKW4OcnZsXgfvTUIAokk1dbFWvtrAHhOI1kx88nOuU+1NSgVXgm0CQE1wG0yUZ0qpjHmKES8Ijs+cSvyPO95QRD8pppxl+QfTpveTkRLqumnVesuAKu7ieiZrTp+lUsJdBoBNcCdNqNtOB5r7VUAIDdu4yQJkf090zn3kfkMxVr7dwCQqFpxX4i4NAiCirax5/O+hW5jrb0cAOQmd91ZAcARUXIKOUvXogSUwAIQUAO8AJD1FXMTiMJK7h+FlUxvJ/+FiLKJFqrCNzg4+LIwDNP0glcSUVu5HZUb7PLly1/Y09NzS1KvbqyYWd2OysHXz5VAnQmoAa4zUO1ufgSstecBwFvl7JaZwyhmdBqqMvXplZWxPM/GdI4/Y2Y5Oy4mn8mj2G84DMNnFwoFyabUUcUY83lEfFc9WXmet8/IyMgvOgqUDkYJtDgBNcAtPkHdJJ61diMA9JXz552DyZRxDsPw04VC4aRO5WetlQhg29WDFTOf55yTFI9alIASWEACaoAXELa+am4C0fmtrIBlJTyRrGJ/BQB/BABJhZeeeX4FEV8HAFunz6Lb05Is4EPR/+T2s6yGHyKiqTjSncjd9/0TmPmCOrDaRETyo0eLElACC0xADfACA9fXlTXCtwJAfGtZ4jbncrkHwjC8KQlC8XCxWNzZ87zjoyxBX096uoKIXmqtlctDhyftXuec+06ns7bWSohKCVVZC6u3O+fkR48WJaAEFpiAGuAFBq6vK2uAl0aGVHL+ynbyXxLDK7eaZZV2QpRw4ULpwVp7BwDsiYj3MvNWyWpY6v2ciPbvBs4lEcDmw+oWIpIQnlqUgBJoAgE1wE2Arq+cm0BJBqC08i+IKF7tSZnJJ1aed5rbUTldybhwZatWxErdjsrR1c+VQGMJqAFuLF/tfR4EjDHPRcQ7k6bxue5MhtVa+yMJO5lJWH8JEcl5cdcUa63kNr47ialdDat4675rQOlAlUALElAD3IKToiIB+L7/CWY+NWExo7FIfGLT8+Ewl8vtsWrVqj90Gz9r7UeTS2gy9EpYyZnx85xzEtpSixJQAk0ioAa4SeD1teUJWGsfBIB+Zv4tIsotaHFT2lZuOTOz+P3Kvz8FALYXY+2cO7t8r51ZwxjzN0R8YiWswjBcWSgUzuhMEjoqJdA+BNQAt89cdZ2k1lrJgTtnLuAEyjoiEkPctSWfzw96nreqAgBjRLRDBfW0ihJQAg0moAa4wYC1+9oIGGOuRcTDMrGdR5j5uORWdOwvjIg2CAJX25vav3UlrADgFUT0g/YfrY5ACbQ/ATXA7T+HHT2CjKuNjHNDsVh8Xk9PzyuY+RPJwK8jIjHQXV/y+fxhnueliSeUVddrhAJodQJqgFt9hlQ+uZB1SbLqvZWZf4aIsvKVBPUS7/mQQqFwg2LaTMBaG8g/Ik+tmVgdXigUfqyslIASaA0CaoBbYx5UijkILF++/Ck9PT1/SlxtsjW7zu2onKLk8/ldPM+ToBy5krqXEdEx5drr50pACSwcATXAC8da31QDAWvtBwDg47INncSBnuzt7d1heHj40Rq67cim1tr3RbfFP5VhJVHFdiSisY4csA5KCbQpATXAbTpx3Si2tfavALCzjJ2Z3+2c+0I3cqhkzMaYPyDi06UuIn4gCIJPVtJO6ygBJbBwBNQALxxrfVONBPL5/DGe561JulE/1rl5SmKKpcx8r3PuyTWi1+ZKQAk0gIAa4AZA1S4bR8BaK4kaJGGDlsoIHE1El1dWVWspASWwkATUAC8kbX1XzQR83z+QmX+SdBTnCAaAqwHgyExu3Empk/gPy/mn6Lm45xwYnSMvSusx862IuHcmr7D0Jwb+qEyi+1sA4LnJufOmpP1VAPDiTB3ZEr8GEY/I9PUbieKVbJmn+Y1TObMcrgCAl2Rkl+hfclYr28fp+MSASh0ZRzqe6wHgEABIZXoYAH4LAPumdRDxmiAIhIsWJaAEWpCAGuAWnBQVaW4C1tqLAeDlSa3biGhva63EgI7PPJn5zMg4XYmIUy43iHhoGIZHImK6dR1Hz7LW/hIAnp/0dZ7ned8sFos3R/XS74YY4z0B4LNJnQeIaCdjzHWIeHDybHUul3tnsVj8XXpTW4KDRG0WM/O3kzrjY2Nj/f39/ZckxlseXzk+Pr68r69PjO7W8gAR38jMD0Uy/TBpN+l53lPCMDxfkkAlz64X32dr7b8SIy/t3lEsFu/yPG9qtasuWvpNUgKtTUANcGvPj0o3A4GhoaGtJyYm5PazJ0YsWh3eIKtdZpYV6N+J6InSzForYSxfleQM/npiHD+SGLqBIAgusdam+YfFiH2cmWVF6QPAXgCwmogk6pb0JavLZ0bb32uT1bSkRly+2RU53KVQKPzdGHMGIp4eJUaQrERnJe+Tv+V79rbIcJ8/MDDw7FwuJ5mePET8LjOL0RYZ5Mz2ZiKSFay8L91ql9W+GFUJH/nuBMf+RPTzklCd8sNCVscnJfGyv01Er1cFUgJKoHUJqAFu3blRyeYgYK19f7Rq3CL5QrQKPH50dPT70nRoaGjxxMTEP2fwiV1LRGKs42KtFSMuW8rZwsVicc/R0dE4LaLv+8uZebRUpNLEBsmqdFqsZUmQ4Jx7duZ94iIkrkLTSjblou/7hzDzdTMgGCaidPUvsks2qBdNE5yZ77nnnr5bbrlFtr61KAEl0KIE1AC36MSoWOUJGGPuRsTds+eiRHRotqW19j3J9nGYrJhlyfrCQqFwa1pvaGjoKZs2bfpTsu2c1juLiD5c0tdlAPBSZuak7j1EtGu2jjHmZYg4XCL9UZFccm4cl5UrV3q33XbbA+Kbm8ll7IhItq2nirX2GwDwxkyd8fXr1z/28ssv/3dayRhzECKmkcDi82FmPtE5l26ZlwepNZSAEmgKATXATcGuL60HgYGBgSNzudyUYZvtzNNaK9u8krheynlE9PbS91tr5dw4Nbj/JKLHldbxfX8vubiVPeedKQmEMebHcuactJ8xP6+19jUA8J2kztQ2dvadxx57bF9fX98jknAief7OSK4vlcpljBlBRNk2l230O4MgSM+064FZ+1ACSqBBBNQANwisdrswBDLbx38GgG/N8FZZrKbnwxvWrVu3eLatWWutrErF8KbnvLKinFYiA2ySm9NXE1HptnVcd3Bw8IAwDG9MGsolrD9mbjBn+5PzaFmxfsg597GZiFlr3wEAX0w+W5mpk96IlktnixHxvYkBXhoEQZqQYWEmQd+iBJTAvAioAZ4XNm3UKgRWrFixd7FY/EUl8iDiiUEQzLo16/v+65j5wgr7OjQIAnEFmrFYa/9XUv9V0NfDRLR4rnrWWjHgTyvXl7odlSOknyuB1iKgBri15kOlmQcBa60YVTnrTc9v5Z/iv7tv5rw2dlcq132aUzfTTm4/75ZsA6f9f42I/nuuvgYGBrbJ5XLimyt+yqk/788AYP+k73jBKve7iIjm6iufzx/heZ74EKcrclk13xmdNT8vM2bI5XLPWbVq1f+VG6N+rgSUQGsQUAPcGvOgUtRIwForN357YquGeHaxWFydyY0rj48gItlanrOUXGqSvo5lZrll/NGkYXF8fPwxa9asGS/XV8lN7eL69esXb7311qNJwA5pfm0kU0VRvay1aTAOafez3t7egycmJuQyVl8ixzlEdEo5mfRzJaAEWoeAGuDWmQuVpAYC1lrJDxwnZ5BAHJ7nbWJmcfURl6Apf95KXmGt/R8A+C8AECOb+vOKn618X04iok9X0o/UMcbcg4hPEpciz/OuZGa5IDUkn3met9/IyIi4EZUt+Xx+d8/z7k7GtxoRfx5FADssjQBGRBLhS4sSUAJtREANcBtNloo6NwFr7R1J1KppFYvF4m6jo6NyjlpROe6443bo7e2VKFPTCjPf55yLszFVWowxPiKOzFC/6kAZ1trPZYJxTHWpmaEqnQ2tpwRai4Aa4NaaD5WmBgK+7x/OzOk2c3xey8znOuckaEdVxRjzQUT8WOYsWPyHjy0UCj+qqqPpgT7SM+RiGIY7FAoFcTGquCxdurSnv79fzpW3zsj1cyLav+JOtKISUAItQ0ANcMtMhQpSDwLW2tXRGemx0hczb3TObZO5vFTVK6y19wPA45O+rnTOSUKEqks+n3+B53m3pw2Z+QPOuXnl5zXGvA0Rv5z2lY2eVbVg2kAJKIGmElAD3FT8+vJ6ExgYGHh6LpeTxAxSro7iQ18bxWeWlaeUVN/jiFFhGHqe58kN5S0+S4JdSTANScYgl7GeFQTBXfOV11p7XhSn+q3Jj4E4HvXm3wgsMaHT281ppqNpnyWyyBhi+aO/Jea0/PslRDQwX5m0nRJQAs0loAa4ufz17Q0gYIw5CxFPq2PXnycicXOad5Ht48WLF2/KZFmad19pw97e3p2Hh4fvq7kj7UAJKIGmEFAD3BTs+tJGE7DWyvnqthkf3L8AwFOS90q2InFZSnPppn668vGvkvSE8bNat7Gz4zTGvB0RJZSkrHxlVS3fv1SuVCZZ6cq7Jfxk+iyVSVbI8j852/6Ic07CZ2pRAkqgTQmoAW7TiVOx5yYQxX8WNyJxJ4pLGIYml8stY+Y0gEY4Pj6+TTYXLwCMMPPnSvIIvyMIgqkz11q5W2slu9JzpR+JK53L5Y4Lw/Cvab/MLCEpH0HEqTNiZn4BIkqwkTT05aORK9R2tcqi7ZWAEmguATXAzeWvb28gAWutpPM7BADk5rBsSYvR+ri8EhHfFwTBZyI/3TdFfrqSK1iM9Ec9z5OLVxLQ4smyGiaiPespou/7RzJzmkBCwl7+ipnFVelgMbxEtL28L+M/fAciXsDMuyHiuxLD/Urn3MX1lEv7UgJKYOEJqAFeeOb6xgUikM/nD/Y8b6Z4zdOyHWVXpVnRwjA8slAoXFNvcY0xlyDicTP0+y4iihMv+L4/xMw/mKHOdUT0/9u79xi5qjqA4+fc7VZKq9AmatWIiQomiIkhFeQhLBUo6WPOmW7WEAISwKgYQ6IhARUjYIT4SgRjQkQSRZSYpd5zZ6vlYWUJShGsiZGgxkiia6JGUAoILNO5x/lN7h2HpeyjO7O7v5nv+a+3957zu5/fTn65r3NkAg4aAggoF6AAK08g4c8u4L2/yxgz2vG8Vw7YEkKQqR1bzTl3srX24eKfMvuVTO/4ivV5u2U9Ojr69kaj8eeiv/I59EMhBLkKbreOT6rKmOS29WlZlj3UrVjoBwEElk+AArx89oy8BAJjY2Mb6vX6Ux1DTYQQKjOH9t7/wBhzQbk9xnhMlmVTvQrRe/+15i1nmSqzbJuanxTJAhLtNjo6emyj0Wh/+hRj/FGWZef3Kib6RQCBpRWgAC+tN6Mtg0C1Wv1cjFHmdJZ2lbX2nzFGufI8OsZ4QN6IjjEemSSJfKsrLyffkKZpNz9jOuRZe+9lMQWZKOQ31tqbJSZrbdJ8Fi0rKB1sxiHzO19UzPcch4eH146Pj7+wDIQMiQACPRCgAPcAlS5XnkBzZaLnZQrHeUTWCCG0VlXqdWt+KiVXwHIlPGfjs6M5idgBAXUCFGB1KSPgwxFwzm211v6kOFaKsVx5lnMzl89h5fL3wjRN5Xb0kjTvvTzPPcUYU8Yk486MayqEUH7DvCRxMQgCCPRegALce2NGWCEC3nv5/GdzEY7c0n1jvV6XmaQS2SZLBmZZtqRvGO/YseP9Q0ND+0oi+d43xii3pq8pt+V5fm6tVrtvhTASBgIIdEmAAtwlSLpZ+QKVSmVTkiSt9XdjjN8cGhr6YaPRcNbaq2Vbo9E4aWJiYl7r83bzbL338k3vh4qZr95X9C1XxnLLfG8IoTUfNQ0BBPpLgALcX/nkbOYQcM59z1r74Zm7Lecbxlu3bt24evXqv79K6K94O5okI4BAfwhQgPsjj5zFPAVGRkaOWL9+/X9lFaJiXmX5DURr7cY0TWUWrGVp3vsvdtx2bq2KFGO8Ncuyjy5LQAyKAAI9F6AA95yYAVaagPf+M+WUlEVs14UQrl3uOJ1zz1lr1xZxyDPq4fHx8XK5xOUOj/ERQKDLAhTgLoPSnQ4B7/0fjDHvstb+I03TN62EqKvV6s4Y464ilk+FEL6xEuIiBgQQ6I0ABbg3rvS6wgW89yPGmK7P89yl0/5tCOG9XeqLbhBAYIUKUIBXaGIIq/cC3vt7jDHndqy7K4PWi7V4W89hO54Ty5vTLzaXCTyi89lxsY8cV367W67h23kC5VzO5T6d/1euRdye79laO5Km6QO9F2AEBBBYTgEK8HLqM/ayCjjnjrfWyvq8ZXvEGCNLBMqUlK0WY5R1eWW/9vzReZ6fmCTJr8vvh40x/zHGfNwY014iMMZ4s7V2nTHm0rKvPM/PTJJEvueVKSalvZAkyeY8z9vfATcn5bgnhHDessIwOAIILIkABXhJmBlkpQp477/eXC/40xKftfbUNE33dcxO9UwI4ajt27cfu2rVqnJRhO+GEC5xzl1hrb1Jjsvz3NVqtVrztvZk87b2mcaY6ampqddu3Lhx3fDw8JNFod7dXGxhh3PuElnftzjuolqtdke1Wv2xrAks2w4ePHjc7t27/7RSvYgLAQS6J0AB7p4lPSkV8N7LbeDWbFidrblow+Vpmt4i27z3sk7vJw9xipMhhLNke+dEHzP3GxoaeseuXbueKPqSyT42zdwnz/Ov1Gq1q5QyEjYCCCxQgAK8QDB27z8B7/3lHbedy+e0j4QQTi7PdmxsbF2xrKHcPi6fD8vsWadMTEyUawlLoS7XH25DxRhvybJMxmi1arV6ZoxRrpalted9DiHIOsQ0BBAYEAEK8IAkmtOcXcA597C1tl1wZxbWonBeEWNs3XaWFmO8Pcuyizt73rJly4Y1a9bIbefyt1Wfmppau3//fnm5q91mFuoY48VZlt1OnhBAYHAEKMCDk2vOdBaBnTt3npHnefnm8XgIQeZmfkXz3u83xpwoU0dPT09v2LNnzzMzd3LOXW2tvbHYfkkIQV7sellzzr3VGPMXWXzYGLMvhHAqCUIAgcESoAAPVr4521kEvPeyXOHW+SDFGK/JsuxLr7avc+5v1tq3zLOvM7Ise3A++7IPAgj0jwAFuH9yyZksUqBSqbwzSZLZ3kAun9f+PoRw/GzDVSqV85Ik2VPsUx7XfnbccexPQwjbFhk6hyOAgEIBCrDCpBFy7wS899c3by9/vnzRSl6gstYea4z5YDlqjPGcLMt+NlcU3vt7jTHndPQ1Zq2Vb4Xld9f67U1PT79hz549/5qrL/4fAQT6T4AC3H855YwWKeC9/7cxZr3MfLV69eoN9Xr9PcaYXxXd3hdCkNmz5mzbt28/cdWqVfLMWF7Yuj/Lss3ee/mUST5pkm1fyLJMCj4NAQQGUIACPIBJ55RnF6hUKucnSXJnsVdDXpSKMbauWhuNxgkTExOds2fN2plz7lZr7UeKq2DZV25HDzW/KX4yhPB6coEAAoMrQAEe3Nxz5rMIeO/lpajTO3ex1t6epunLPjuaC9F7f7QxRtYZHp7Rl0/TNJvreP4fAQT6V4AC3L+55cwWIVCtnNL1dQAABy9JREFUVk+PMT7YvE0ci0+FXnr66aePmpycfHGh3TrnPmGt/VZHX+3ZsxbaF/sjgED/CFCA+yeXnEmXBZxzWbkIg7X2sjRNW3M4H06rVquPxRjfLcdaaz+QpukvDqcfjkEAgf4RoAD3Ty45ky4LbNu2bf3w8LC8kCUtLy6G5UI2sdbKs1x5kap4RNx6Rtxq8sj4UP9XXEnfGUK4oMuh0h0CCCgUoAArTBohL52Ac+6q5hrAsiRhq6Z2TDG5kCBax0nlPnDgwOsmJyefW8jB7IsAAv0pQAHuz7xyVl0U8N7/1RgjU0ceNMasMsZ8trmm7w3FG83yG8qttV+OMcp2WVlpKMZ4d3PbGlmeMMYob1LLm89XhhBk+UMaAggg0J4wHgoEEHgVAefcFmvt3a1L4P9/z3ubMeZS2Zbn+eW1Wu0W7/0fjTHHyZVuo9HYlCTJmiRJyme9j4cQWs+AaQgggIAIcAXM3wEC8xBwzv3cWivr/j5fXOE+b61db4x5LIQgE3WYjkItz4efLX5f64q1hs8OIeydx1DsggACAyJAAR6QRHOaixOoVCqndVzNtjuLMZ6XZdk95Qbv/f3GmJHO0ay196dpunlxEXA0Agj0mwAFuN8yyvn0TMB7/31jzIXlc15jzN4QwtmdA3rvTyqmrZSr4HL2rJMmJiYe7VlgdIwAAioFKMAq00bQyyEwNja2pl6vHyhntbLWnpqm6b6ZsXjv7zLGjMr2PM9vq9VqMhUlDQEEEHiZAAWYPwgEFiDgnLui+ez3JmNMPcb4VPE9sFztHtl8C/ola+1qY4zMlvXm5tvSL4UQ5E3o1jfDNAQQQKBTgALM3wMCCxTw3v/OGHPCPA77WAjh2/PYj10QQGAABSjAA5h0TnlxAtVqVb7tnez8DtgYc4cxRhZqqBe3qB8NIcjzYBoCCCBwSAEKMH8YCByGgPdePikq32y+LoRwvff+CWPM26Q7a+1ImqYPHEbXHIIAAgMiQAEekERzmt0VqFarJ8QY5Va0tL3W2rUxRnnue4wx5t4QwpbujkhvCCDQbwIU4H7LKOezZALOua9aa6+cOaCsepRl2eNLFggDIYCASgEKsMq0EfRKEfDey8xY8qbztDHmNXme31ir1WROaBoCCCAwqwAFmD8QBBYh4L2/zBjznaKLZ0MIr1tEdxyKAAIDJEABHqBkc6q9EXDO/VIm5TDGXBBCuLM3o9ArAgj0mwAFuN8yyvksuUDxWdJZIYRrl3xwBkQAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0CFGDN2SN2BBBAAAG1AhRgtakjcAQQQAABzQIUYM3ZI3YEEEAAAbUCFGC1qSNwBBBAAAHNAhRgzdkjdgQQQAABtQIUYLWpI3AEEEAAAc0C/wNbYM8LL5EqiAAAAABJRU5ErkJggg==</pentrails><costumes><list struct="atomic" id="36"></list></costumes><sounds><list struct="atomic" id="37"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-179.71874999999955" y="149.82151775925388" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="42"><costumes><list struct="atomic" id="43"></list></costumes><sounds><list struct="atomic" id="44"></list></sounds><blocks></blocks><variables></variables><scripts><script x="21" y="43.99999999999997"><block s="receiveGo"></block><block s="clear"></block><block s="doAsk"><l>Select  a triangle size (usually 100 or more)</l></block><custom-block s="sierpinski triangle %s"><block s="getLastAnswer"></block></custom-block></script></scripts></sprite></sprites></stage><variables></variables></scene></scenes></project><media name="Sierpinski Triangle" app="Snap! 9.0, https://snap.berkeley.edu" version="2"></media></snapdata>