Fractal Geometry

Sierpinski Gasket
[b]Instructions:[/b][br][list=1][*]Start with an equilateral triangle and colour it completely.[/*][*]Connect the midpoints of each side of the triangle to form four smaller triangles.[/*][*]Remove the center triangle. You are now left with 3 smaller coloured triangles[/*][*]Repeat the process for every remaining coloured triangles. Find the midpoints, connect them, and remove the center.[/*][/list][br]Your diagram should look like this[br][img]data:image/png;base64,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[/img]
Sierpinski Carpet
[b]Instructions:[/b][br][list=1][*]Start with a square and colour it completely.[/*][*]Divide the square into a 3 by 3 grid. This gives you 9 equal sub-squares.[br][/*][*]Remove the center sub-square. You are left with 8 smaller coloured squares.[/*][*]Repeat the process for every remaining coloured squares.[/*][/list][br]Your diagram should look like this[br][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgkAAABoCAYAAAB7VWMuAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEl4SURBVHhe7d0J2CVFdTfwa8xiFpMYE1FW2QdBGHaEEXBYZZkBBmQRwZkgGQeQCTtRYYAREBDCjggYRmUZRIWgolGykIkGEcRE1GhijAazJ2TfzP36V9xzv3qbvu/t9zLvMlD/56nn9u3+9+mq6uo+p86pqn5Rt0KnoKCgoKCgoKCGH+n9FhQUFBQUFBSMQTESCgoKCgoKChpRjISCgoKCgoKCRhQjoaCgoKCgoKARxUgoKCgoKCgoaEQxEgoKCgoKCgoaMXQK5J133tnbKphsHH300b2t9vit3/qtzt/93d/1/k0d/uzP/qyz0UYb9f5NHf76r/+6s9Zaa/X+TS1GuT9/9Vd/1fnt3/7t3r/B+Jd/+ZfOS1/60t6/wfiP//iPzk/+5E/2/g3G//zP/3R+7Md+rPdvMP7v//6v8yM/0q6v4FXxohe9qPdvMNpeu21Z/u3f/q3z0z/9071/g/GGN7yh88pXvrL3rz3yd9wf/MEfdHbddde0/Y1vfKMza9astA3/9E//1Pn5n//5tJ3zvvWtb3U23XTTtA1///d/33n5y1+etnPed77znc6GG26YtiFvyznvL/7iLzrrr79+2oannnqqs/baa6ftnJfvh/y8nFd/ZvJnN+fl+Ya8XDkvrwf4+te/3tliiy3Sds7713/9187P/MzPpG34xV/8xc4+++zT+9ce7g+5gZe85CVJ1i/8wi8k+f/1X//V+Yd/+If0HvQcBRxTHsk52lHwtL2AsuCQp92SgYNLdsBx18X1HPzjP/5jn/fDH/4wcX70R3+0zyPX86VecfwGfuInfiLJwZPP//7v/+5znn766R6rk9p95O2nfuqnUr5xJOUJ/NzP/Vzi4P74j/94KkPw6mXAkTz37mWUYaeddmp8xw01En7913+986u/+qu9fwWThT322KPzO7/zO71/7cFI2HfffXv/pg5eCl4OU40NNtig893vfrf3b+rgYf7bv/3b3r/2YCS86lWv6v0bjJe97GXppTMMDIn8RTgIXor/+Z//2fs3GF4UXmRt8OIXv7j/MhwPba/dtixeaF52w/CDH/xgJCPhl37pl9KLEnbffffO7/3e76XtbbbZpvPEE0+kbXjFK17R+Zu/+Zu07Xn93d/93bS91VZbdf74j/84bQPFTYFDzqs/M3lbznmbbbZZ50/+5E/SNlDoFDvsueee/fdEvh/y83Iew4EBEcjzkfPyfMNrX/vazh/90R+l7Tx/eT1AXk95/dXb9Gc/+9mRjITtttsutTvtj+FBkf/v//5vUtQUovZGsWpzFDNF/c///M+JHwawfWEAMGIpVcfxQg5VaB8unmvikUE+Xm7U2i8/np8wmihdMih3+yXnyRv5P/uzP5t+ycPzX37iuVIu59hvH3nyJh+UPWOCvODi+VXP8iYfDIkwDJSFfM8aHmNA3twbRgau/KjDvfbaq3P11Ven83IM7UIMsSEKCgoKCgomDXrdhx12WDJGwjtw/vnnJ4XHuPvABz6QlKKe9rx58zrbb7994lGEF1xwQZ933XXXJX2G98Y3vrGz8847J4VJAV900UXJEMW78sork3IlY++99+7MmTMn8fxfvnx54kiXXHJJkmU/44ghZZvCveyyyxLHtZ1jPxm77bZb6tTZZiTohOO59oUXXpjy4tiOO+7YOfDAA5N8xsL111/fl7ds2bLkESBz22237RxyyCGJpw5uvfXWxGM0vPvd7+57Khiyhx9+eDIkGEAf+chHEo8R8q53vSt5msLQqaOMSSgoKCgomLFgJPCYCtfoEVOGlL+eMe+R8IZePUXJKyJMgqcHfc4556QeM94BBxyQeuGU8KpVq5I3JXrYp512WlKYeJRp8B555JHkTaFo9fCXLFmSvIN4ixYtSkYH3le+8pXO448/nrbtO+644xKHx+WUU05J55JB1he/+MXEcw0KHo9H48wzz0x5kadvfvObnYcffjjxlI0HBk/ZKXUeBbw//dM/7Tz00EOp7HhCBniuxzjhwcDjSfrMZz6TjATGCa8Tnu0rrrii8+///u/FSCgoKCgYBC9YacGCBelFLelRxn4p5x188MF93g033DCQt//++/d5t9122xgeZRLbc+fO7fPuuOOOgbzXv/71fd4nPvGJgTy95OBRDoN4XPnBEyYYxBN6CN6jjz46kCeUEbwnn3xyDI/iGgXkR5o1a1ZSnpQtJU/J1TmuYyyFcQw4f/7nfz6Q9+pXv7rzh3/4h0kpCyfmPMfjd7311ut86UtfSuEdinqQPKHFxx57LClldVDnRBKyEaKhqJt4ZEm8Jl/72tdS3vAYFk08Ct4YGoYOnvpu4jEYvv3tbyejoEleE4YaCYQUFBQUPJ8RL1Ev/0hczrFfeq48MfGc5936QuJRXKOAUjYolaLmFRCjl4wHMI6CccMl7xh3vrEalGDw9Lrx7rvvvpQP5zGi9KZzHiWJd9ddd6VtPEbUa17zmjE8ZcO7+eabU/7wuPOFQ8T46zw9dXXEzc+IEg7Rw895wgJ6/rZ5FRg5PCR1njEI5513XmpzeIwcoQ51lPOEPM4666zkhcFbd91105gDdZHz3KN3vOMdiT9oTFTxJBQUFBQUzFhQgBS8HnV9oKueNiXHLU+Rf/rTn06u/ybe2WefnZQinvAFj0g+QwDw3vnOdyYjwTHhiy984QuNPCEPStcx4QseDrJz4F166aVpP55Qg9lOTTzjGCh0vC9/+cudBx98cMwsDMC7/PLLk8eAcfLVr36188lPfjIZEznweMKMdcDj1eF5EoLJgXfVVVclT8UgI2Ho7AYCxGsKJhcGvcQo44mgzG6YGpTZDc/f2Q0GpgUM5tLLBO5bSiXgxS72C/Ij/gti4HkvWZmUDXIeV3X+ujXC3UA1yHnad7igQbvQPiDn/eVf/uWYenZMXcV28LTBXMlpx2Z0QM6zn5IK5FMnc578GEAXUO/RxvP6Uw/5LAghGop6onB/xN7VsXpdZ511klGgN00+xad8kvrQa9fj5nnAcw/lkbFBYbqPoSzJ0xvH0+v+3ve+lxRz8LR38vBMX8XTBtxLHNfEi/vqfvJk4In/c+2rBxyJLFzhgY033rh/XW0oDIQoA54Biptsskm/HGavaDd4DJR4fr2fguc51XaDF88see47LwWea3iHMzjkjQ4yoLGOYiTMEBQjoR2KkVCMhEEY1UhoOwWSwqQ4IZ8SWKZATu4USHmk7BgmFLPrCwGoO21tl112Sb1z95BxQDlSeu6XMqgj7nWhg9///d9PeafMQ8GTN3v27GSIaONbb711Gs9AHmXKYMPVToQKKH5QjwY2khdKN3gMJb136pXyNqhR28GLEACe8Ii681y5n7bJY2B4PpQFz1gU3gWGAWPFfQkeQwLPc2JsC88HQ0f7cp/xDJp0nEGAv99++6X7Kb9CEYwU+eRtqKOEGwoKCgoKZiwYsZRrKOLoYdsvMQZiG4ehEOflPMYAZez84NmWdAIcC16cQ7lS1jj+U9hxzDl+HcMZjxfXdU3XDl7k3XFK3HbweCyaeIwv2xA8/yUdkjpPneG4bvAYhMHj1bDN4GpC8STMEBRPQjusaZ4EMcOFCxf2/g2Gh9XLaRj00Fn/w0CeXlEbhIt6GNr05qHttb20Br2YcugJtZH3wQ9+MPUCJwq9w0Du2s/d8qA3ShFADAADvbgIGwDvUYQp9NxiapmeMKUVyMMSOS/fBq9o7Q+4yUO2dqAOA9///vdTzxJyGXrflF0gz0fO06uOcArojeplQl7efBs8jyE/r786701vetNI4Qb3R9vTBtRF1IGyk6+nH658yhSP0rNPr10bs895Qg7KL2/4eM5Xb+TxrHnGnOuY8/C0addWP1FHOJLz4tklPxSuazuHvJDp1z7XFC6JMpDvfjpuv3xEWcmRPzz/8eRfPXt2yXKvgudcxyMvjjknyiBvrqtcjsmX/aaI3njjjakcOcqKizMExUhoh+druMFLu40S5qbMFdIgeBF44QyDF4qXRxt4ebXhtr025Rq9vvFAUUc4YDxMdriBK77NvdRGw72/OsIN3NbOHQYu88jv6gg3cLm/7nWv6/0bDDIi75MRbjAWQrvT/ig1ys1zEPu0YQrRYkRtDHIzJRhOzqM8KdL4L4FfhggjzjaDzvVcPwxW51HcJ510UufUU09N+8aDhZ68D4A8ijzUL1nkex6UjxK3zzOCp5zBcVy+jjzyyLRmwjAce+yxKZzAmHA//DJ0yJXCQLLAlAWi6ijhhoKCgoKCGQtG54knnpji95SjgYsf+tCHkqHAMGSUUHRtPHGAe8wxx6TOFXk6AGLxxgyQp+PFMyJZWMnKh7YZ8g888EDiSGZS8MLk3qbxQBGTxaNim8zPf/7zSRZv2cc//vEkS56s9Ei541HoFkzC4/kxRZOxmnulxgN5jL3FixcneYweYynIYyTcdNNNyZAcJG+okTDE0VBQUFBQUDBpoNQYBRYp0qPmcfvlX/7ltJ/HiudF7zgPbYwH51HIBjGSp1dvES26jjyDDqP3bnqhQZG2eR30tnkt8AwS5FmI8M8w8ECQ9Zu/+ZtJnmvssMMOfa8b44Hh4xgvzr333pu2hRgMwAzeW97yluQRmMh1eZhuv/32VHYeCQYBef7zgvCSulYTiiehoKDgBQ+9SYm7XI9SMhYr9kttQh7AJRznWIM/5HGH5/K8/GNbqCB4733ve8fw8umG44GijHNMcwt5Fv3J5VFOsW2kfPBWrFgxhpeHCsZDLk/IIuTpaefy9IJHAfkR/9eDNvaEkreSJLli8eqyrXxKnixKX0zftD/GgLAOeZQoTsTr8XgMfI1SyERIBk9941HsbUApRzn06BkBjAF1xVugDMFxTb+8HtaIMLMBj2GgPuStzcwgyOU53/oLpnqSl5dVyKUJQ40E8Y+CgoKC5zMYAJIxDdzWkvnzsV+iGNpAzy3OCVkShZzL88KObW7m4JkKl/PaupX1BJvkmdqWy9Pjjm1lCh7DIufFAMRhyOXJ66Dr5oMxJwJKjLFlUCLFbPqjFNeivBkKXPZtQCHqmXOx5/KiLvKVFGfNmpXuW86L8lmsiPeh7VgliposY0JC3uabb55kKZsVEulb17XGg0G4DE48dRk8i0dpY20HEjMmtIcY20EeY4s8+4VetMVBRmHxJBQUFBQUzFgwQow78IGnem/XQL9rr702xfcH9YTroCh9r8GCQxR3DvJ8VVJPX69eiMMaGHrhOfB+4zd+IxknDKA2cC2rRsZ6BznIW7lyZTI68HxLwuqMevo58HggnN/Ww6ReDJA1QNX4jhzk8aLwhgwyEsrshhmCMruhHcrshjK7YRAMxBpldoPR+QH366CDDkrbFsDJy+tb+2Y8DEMuz7REX/oDz0uulPLphznPzIbche3rgAa8DcOg65rZkPeyuZn1SCHncaPnsxve/OY3d972trf1/g1Gfl3nG8UPlI4FigLi+aNMgSTf6HweBc/JlltumdqN3q+Fjbjp9Zblt4188twL91bb0mM3uI/L35RlBgF5fnkdqEg89x5PougpXzzt5X3ve19P+mC4LiPBM6cX7zPPZAkpGEjoedA+JJ4G3gK8+PQ1g4Rxo924tgWWhIiGwXUZOs4nzzgI9cdrIdzB2FBWi001LaZUjIQZgmIktEMxEoqRMAijGgm5/HwKX5kCOTOmQJJPkVHY2j9Fp0zuGQWrvnyvweDDtkaC51JbppDJs0Qy40kbJ5syJ58XgzKlRLUT18ID9cUbYUplWyPBUtqeOc8HeVbr9JVKho58WB0yVkhkBCmzd4+2yCBiKDnPOe53WyPBdRlB5HnXCD0wiBgb7pP7rmzGetRRZjcUFBQUFMxYUKgMKsqRAcrVzptAYTpmamTdfT8enGNsgKmUeuvOpXD9OhazGxgReBaUYijYp/ePI+nh20dGWxhrYKwLT4H8uxZZthkCjAWGCmM0eK5h6engMSzs44VoA6EThgZ55JPBmCOPHOMulJXx0ISy4uIMQfEktMOa5klgrVv0ZBg8pHfffXfv32DoZSxdurT3bzDIa/vyuuOOO3pb48MApzZoe21eSr2nYVB/beSpv1FWXBzUS9fr0lMNnH/++am3BXqQXq71bTCVTS8QKJd4xXJN5y92vVO9OxiP9/a3v73/Ear8WnqTXvwBc/q5lCGXl18Hcvk5r17eo446Kn2UCfLr8njlq3Saz9+kRiigfFqiAXfKMlFwj+vxagNi9BSnMjEYyPefwjM1sH7/HRdaUX5eCM+PBYOUVY+ePOdqs8puHyUq7/5T2K4bMw/UV9RRnHfYYYclJZ5D/XhnkM9roc6vv/76VHfqKsrgfklhNLiWckXe5MN++7SpyIdzfPrZNMwADk+aYzw4EWIyG0RYSV6VG5RBWchybefOnz8/fda6jhJumCEoRkI7PF/DDXXX7CB4uXvhDIOH3gtgGOJl1AZeYF40w9D22m3L4oXbJhQz2eEGyiZczXl4oHzgaXI/8MRTEIYnJWlbqEqb0H6pMGErLnptCo9ixRW/xw2ePOlZS8HTVhkQ2iLFCZ53hgVlikeh4wp7+AUGhLZJKYcRhkeevMWzQoaxJ3ieDfnAk7Q71/QMCiMqB57kfMaRkIhyBE8ZcF0/ePKP5xfPNeSNPPkPY0pdKKc84uBq/+qOkdC0gmOZ3VBQUFDQAl6qBVMPPWhLHzNUKFxhAiP8KThK25x/ypfCPOGEE9JqhXgMRms1UI54BlEyDnDf+ta3poGUtilJKx9S2ni8JowNx44++ug0ENM2d7wvLDJ88Mx8oPwd403gybFNgTOacCjlhx9+OJ3rGFkGWNqmmA3IxGN4MKIYYI75SuOiRYvSNgPEzA48RoLFmHQ8lJEnwWqUYYAYe4DHKFq5cmUKb+DxRJ1yyinJWJAYu3gMDbM0GKzqpgnFSCgoKCgomLHQU77hhhuSsuV+5+044ogjksKk2Hh49IwZA7fddltawpgXgSI0K4RxRyEbX8AQcMyAP4sxkafXz3VPYeLNmjUr9eDxKFpK2TbjwEBOShvPmARGgGNmBXzsYx9L23rzxjiEQWIWgnMds6yzdR1s6/lbmwKPUmcY8Cw4xkNMedsWIqDs8ZSFoaFs8s4LZMqmsqsDRoa84QkXMRrwVq1alaaK4vnPuMFThwsXLkyeJvubUIyEgoKCFzT0/Ixulyw0Y2S75CUb+yU9sNj2cg/ecccdN4anhxvbQgLB0+PLeRRAbFMCwTv55JPH8CiJ2NaDDJ7Fd3IepRPbesfBu+CCC8bwKMDY5roOnnh0zqPsYpvbOnjvf//7B/IonuBZyTDn5SGPiYDyo4y53OXX2BCzCYxB4S1QVgou3PKS/Frh8pprrknrADAkKEZ1iRfy5Hf58uWpTIwLPPtw1BPljqc3fvHFFyfjwvoFeDwcePl19eitmMm4MK0xwl9kScFzrvpmNOCRx5sgFCDFdRkuQv6f+9znEk8YRBnUechTFkYGQ0pIyDRJ5WcQ4ZGHZxuMUTBzBY/BI/+OuWYjKotjXFx11VV8bCVNctpjjz16NT4xfPazn22UN9lpiy22aNw/2WmDDTZo3D/ZqXo4ezU+MfzgBz9olFdP1cuvcX89vfSlL23cX09VD6Zxfz1VL5fG/U3pxS9+ceP+emp77bZlefnLX964v57U9Shwb0PGdddd19vb7VYv3DHyqxd5f9t7MVC9cMfw1l577f72ZZdd1mN1u48++ugYXt6WK0XVY3W7TzzxxBheZWj0t5ctW9Zjdbtf//rXx/A222yz/vav/dqv9Vjd7re//e0xvPzZPfPMM3usbve73/3uGN5rX/va/vapp57aYz27TW+zzTb97SVLlvRY3W7VKx7D864aBTvssEP3sMMO61Y98u4BBxzQ2/tMuRyreuYpr+uuu253/vz53T333LNb9cp7rG73qaeeSrzbbrutu+WWW3bXWWed7sEHH9zda6+9UgpUyjbxbrrppm5lLCZ5rrfvvvuOeT//8Ic/TLyrr7461WVl4KXr7b///t3ddtutx3oGeNrArFmzuuuvv353n3326R544IHdXXbZpcd4BngXXXRRd/PNN0+8uXPndufNm5f25/D/vPPO61ZGamo/8nXIIYc08s4+++x0Xbw5c+Z0FyxY0Mhzb5X3bW97W2/vWBRPQkFBQUHBjIVevHECXOx6zzkc8y0CPXi9bjzhCL3oHHh64znPWIa6ix3PR5jweISMGTCLhFs+B54BmniOGUBqzIMefQ48H5LC4+o3UNXg0pj9EsDjoeCtkiezEeTR/hz+8wCQx6NgsO4gngWf5AdP3Q3iGT9R2QIDPQlldsMMgUE5ZXbDcBhgU2Y3lNkNTRh1doPFcAKuE1M9uWTz/FFQXNFgdL8pd8ANnN87rlvuXnD/jz/++LRtwR8v64Bz3HcQOzZQDcwoyGcZyJM6AIrN4Dzw0s+fBXmKKaVc+7FaIuVlIZ6APEU95fKckz/T6jPaLqXly4vg/HzWh2PWEgD5XrhwYdoWX6eoAlVPe6QVF90fipWyE1ow3VDogEJ99NFHk1J1n7jNGQf+45kVIZSkPRpw6Hz3EM+2cI/6MmYAT8yfu56MkIfn+RAOwHNd99Z7FyeXx6jA8y7H074ZMMIBOJLngpHiusqFx+VvgKWQAI7rCz0oH57BiVEOoRM8140yMBjwjKsgjwEijGFgYlyTgeJ8+TPDhDzPvvEWwSsrLs5wFCOhHYqRUIyEQRjVSKBQyhTImTsF0sh8z572R+FScNoEJamtuedG/2sj/mvTFKkZBe4thUqReobVNx7FHDyy3Fs8Cly+GU94jEI85cBTRxQqaL+MOzx5AgYiHqNJXj1bZGib2hjZVK5ryY9743zKHk/7orQpe+cqI3nWw1DnjAd5J0uegme/8hr7EZ4UPLKizjy7jAV50Fa0CWVRZ2T5iJZPctdRwg0FBQUFBTMWFJlZBRQqxUeR6xjZz8jkqbFNWe6www5pFgOvgP8HHHBA3zNg6qFtSl+v2ZcVyeN5sGgUxY1n2iOeHrnFmXypkVue4XvooYcmjmTKIyXOAGF4GfSq9+9csy+CZ/0B57oWWYwqZZBnXisc274BQYnjyZvZE7wTjlmwKnimbtqvjMoaX3d0zNTO4DHIlIE8A2N33XXXZEw4ZhAtnrwyFHFGXnGxeBKmBqN6EowgNsp5qhEP11TDwzCkyU4a9BomCisueqiHQbn0lIbBi89Lrg28iKYDXnRt0LbMbXlctqOsuGjefSD3FmjjXqIBvb2IJee8uufEc0FZQM6LeHPAiz7K5WWvNwx1ee5j1GnuPcj3Q35e3cuQIxQZ5PnL8w0UIyUIOc8187aV11POq9+3yy67LCnqiYKBQH7IougodL/2eR+oSz378CTYpy707OOZkR/l02On2J3jGNnkgX2hqPW4yXSNuKZef+SDPJyQB3iULw9F8OQleNqP/3h6+GRGftUpz0Dc1+CR53+UgQz5ysvgPpHlHPvwHM/zZp+ykhd506bJcq+t9WBGSB3FSJghGNVImK5wA4v9S1/6Uu/f1EFs1fSzqcaaGG6IF/xUI3pdw9C2LNytXs7DsKaFGwyK02OcanAri+XDmhBukEdKknKkELUtStjzSD6F7t64nm1KNhSi4/JKgVLA7rVfzwdFSa5j5Gk/lLL2poyWb+YFmGoYm8JgVAbPsLwpQ4x1kTdl8JxFGXgH8LxvnKMM3lkxloGBwSDwvKkT95l89YbnWbT8edOS7yXcUFBQUFAwo8E9bsCiPi0lGd850WumGMMDIvTAUAGK0sA8wNPBoDDJ4OY30M82hWthpeBZ44GxMV2QJ4Ma45sYPAFmWMgb+FIjxe6Y8RoLewNF1QHDKXi+ycJoxhOSWLx4cdrPiGJI4Dl2yy23JAPRdhOKkVBQUFDQAoNeogWTC54DqwXyeOgJG1TINU4pUm7GAvAa6E3ffPPNyWOh180zINSnl4zH48FrgGdBITMFyKNYGQxi8njGKwgFjOI5XB2QP6Ezytu2xKsjb4wXYxd4AuTdtM6bbropcdQBbxUeQ8CHxgxOxOPdufrqqxNHffLG4gHDiudikCezGAkFBQUvaBiTQIFIeqmUkcTFHvslPc7Y1ksNnql9Oc+Asth2TvAotpw3HbN0gNs58sANHfnzcZ88f9zXsQ3Bu/TSS8fwhGpiWzggeNddd90YnvE5o4BSE25yHXXLHS+vV155Zd+lLhRBAQaPMjW186KLLkr5wOOqZ+hRqMHjWeClsErirbfe2ucZn5GHVKYSDBl5MzNBb3/ZsmXJ+DH+TLjEPXNvghehOCtCMizwlEMYguJnJIQ8UG+MpJDHq4AXx5+FqtLGRVlxcWpS9ULq1fjEMF0rLtZX7poqfOtb32rMz2Sn6qHr5WBiqHozjfLq6WWTsOLidMG1m/JUT23LUinkxv31pK5HgXsbMqZyxUVteTrg2Y08rAkrLlrF0AqE2267bfoNWHHRMfes6v33VyDcfvvt06qLgarXnXiVckwyrJC4++67d3faaae0EmHg6aefTrzKYEhlyletnEpYWXLHHXdMeZSfHP4vXbo0rZD4yle+MpVbWZt47sUWW2zRfdWrXtWdPXt2Wl2yiVcZU2llxmOOOaa3dyyKJ6GgoKCgYMaC61zPWTLYLodjFovyaxBf9Igr3dZjPAPHzfbAkXCEE2znwON69ztd4CnQ81eWej78N8vKrzLiqJcmnnBLDGwUfhnEM6YDj4elCWV2wwwB1yYX3URRZjdMDbjvRolRltkNg9G2LFz7kzm7IQa6gdHtsbKg5Xnzaa9eotzdoG5jRUPL7hpYFlAmZQPn/Mqv/EratpyuGQ0BHyoSC59q5OVVr6eeemrapkStMhnQdqM+tf3QA+pE3QTExyO+zUV/2mmn9beNDwj4IuMoKy7Kr+deKENowQyJ+PSyFQ2FT2KsgZADCBlYIwFP6OH+++9P9zZ4MXCPPDF+PPfsox/9aJKBt2DBgs573vOeJG8qobwWxaKahb/kw/vBc3X77bf3p05GGSRhA2szKIfQiy9Iep8oq3LjMAS8x8xiwGOM+GomnjKbarpy5cpeLv4/ipEwQ1CMhHYoRkIxEgZhVCOh7RRIL+yIU3teyxTIZ5DXU15/9TY96hRI7xrtiZLTXgxY1L4ZDbYZBPKjp2wMCJ6ec6wnENMnGXjuMyUrb5SkbbMHyOClsE/71d4M/DMeYKrhk9HeG8qn/pTJ+4dhwCCKXr9xE5Fv5WDwaP/qIeqLgYCnHvDUX/B4U8LQcMw9NgiyjhJuKCgoKCiYsaC4Kc5Zs2YlRU9pGpRIMVKiBicyChgOPDOMNjyKkbcneAY76jE7xjhi3Nh23pIlS5JyxTv33HOTMmY8TgfkyaJg8sgLQrHzOsmbsiiTsuGZ2cHwYiypA54PPNs8YuoKzzLMZnowHMjwmergGQjKEMdtQjESCgomESx1D/qwxKHXtL+e2vK8WKcLrt2Up3pa3WUe1XOSy9frbNqWch40bUtt5U2Xp0cPNfJAGcZ2vr/+H5q2pZyXl7EuT692FFDiq1atSmEOPWd5Np2PstPj5knV5ijOxx57LHlDuNP1kC+//PLkFcDjGQjvgg9PCa+QJ588BhbKwrM+QbjwpwNWSTQuQh4peOMG5s2bl/KmLBS8nj+lbh+vEO8Ano9B2ccYuuGGG1JbxONle/jhh5OXxLlCC3juiZkTfnlXmlCMhIKCSYSH0gM7LHnJcSEOS16UTefXkxffdMG1m/JUT8rSVMZ6UjdN59eTuh4FFELI8KJt2pa41CNPXPSxzSUf21JMx6vLqMsbNb/PFXl95nmt1/MHPvCBfpny8lKmsS1RyHFOXsa6vFgeeKIgh1x59SvZF/KDY9lnitB4CSEPytOgRj1x+dRzFuvnam+SR3lGvu0bNb/PFU15i7LGtv3WN1BWZWYcMXringir+EqocTA8JnV5jIK8rNKg8hYjoaCgoKBgxkJM3QeYjEWiAHklrNUA3OQxNkq4oA0oSD1uypOi5Kq/8cYbU6+dvPvuuy8pT56K6QAPk/Ege++9d39sDyNN3oQL3ve+9yUDs814HlBGX4fkjVB2RryBtuTx/AjD8K4MkleMhIKCgoKCGQuK7c4770y9ZYP3DCA+44wzkgfDIEpLLFPq+WDK8UAJm+1gVgp5jAEzPIQXyLN8McU6ykDl1QGGkFkmll+2Tan7uqO8GcB4+umnj1kcaRiU8fHHH0+LJyk7A8M3KcgTpnjnO9+ZwhE8LU0oRkJBQcELGnpZO++8c0pcrvfee29KRtXHfqmtEjKbJc4Rygh5Yue5vOlacVFvNPJAGUb+TjnllDH5y2dsjAe93ThHbzTkGVCYy6PkRwFXOaWo/ik4PeKTTjopKUtjCrjKcSjDNtB7Jo8RwIvAyGAk6FGTp36ktkp4dYNhoKzyqD2+4x3v6Jx55pmd5cuXJ6XOIFLWtvlzT5TVeAbjHdSbwZnkxWBFsgZ6YrpDUFZcnJq0R1lxsRWerysuVr2i3hnjo+r1NJ5fTy9ZA1ZcVJY2UPdN59eTuh4FufzxVly0cl8brL/++v1z1uQVF60k2QbeXXHOZKy4SP6uu+7a3Wyzzca8J6246P+FF16YVii89NJLe0fGh3OsymjVwlye9uj/Oeeck1YynK4VF+XBSonKlOcP/F+0aFFaDfMtb3lLb+/4cM6mm26aVldsknfUUUelupg/f35v71gUT0JBQUFBwRoL3prVCfJWt8zViVHyNuyc8cpcjISCgoIXNCxo5DPEkkFrH/vYx1JasWJFf7/UNtxgUaI451Of+lRf3oc+9KEx8qYr3MA9H3mwQFLkz6eF8/y1DTcYMxDnfOELX+jLu+uuu8bIGzXcQL66Ek83fqDq4aePFFmcybFPfOITab5/WzjHDA0uey74Cy+8ME0X9Flpx9yztoMgJwNCHUIOxgnIp+meH/7wh1Od2m8shfEDQgdtYKCnkJDBikIYFkyysiR5QhGPPPJIkjdoCmRZcXGGYI+y4mIrPF9XXDQIywtrGLwMxSWHwdzy6ZqHL24co7LHgxe+GPAw5Csijgcv1clccdH8+zb3coMNNkif6AXP9Zq64qLBc+bTDwMZUcbJWHFx++23T9MTKU9jKPxq23q+YvbGFVB2loO2KNIwvP71r0/KVmw/RvRHT9o+yXWMe4glpqcSBhWaHmzAomcEGATGUlgjgspW5kMPPTSNKxgGyzCbCup898O5njvPaDynZna4N2ZO1FE8CQUFBQUFMxYMXoMLdUwoS6PyKTOD7fS0eUAoVPvbgBF7yCGHdObMmZPkMWauueaa5Cki7/3vf3/iTOeKi7vuumvKIy8Ao8U3G+SNMXvVVVel6Ys6Fm2gjNtuu21aJCoMeLM7yGOEXHLJJcn4LSsuFhQUFBSscTBzgVKzEBKlyQsQH4rifWM8QBsPG+hJf+5zn0teolgJ0ke4yCXP7AlGRxsv12SAUWSBLnm0DTxS8sajwrPPk2JtgzZgGPDACsvwvPCY8HaRJ/Qk3MJDOUheMRIKCiYR3JZ6Bl5G4yUvJRb/sLTOOuu0kqf3MV3gDm7KUz2tu+66jWWsJ3XTdH49qetRwH0bMvJlivMlhqXZs2f388TFHtsWvoltKZeRb3vBx7Y0XeGgvD4tVBTb9udtyzcCokx5eddaa63+tqRHH+fk5a3LaxOCaoJ6I1de/Ur2RTmCc9ZZZ6VQwhve8IYU9mA8mN5K+cknj4FvGAgB5vLcZ+drt/KrPdjHeJgORBkjb1K0Ub/yap8vPSqrMm+33XadjTbaqH9PhEd968LU06985SuprJJzJcaCsqpD/11rUHmLkVBQMInwYOuhUGDjJdY93rAUvCYZefLwTxe8dJryVE9QL19TUuam8+spFMZEkcvXa41tvazYlvJ7BE3b0iB5EVOPpIc3HYiYu6RXHdv2y3/9vwRN21IuLy9vXV70iicKyosiZCAbQ+AaS5cuTZ4DY1CMdaA8HaMsuc4ZLvZZX4BrnmFzzz33JGWo18yAMB7EOfJ5wQUXpHAFngGmzp3OxZQ23HDDNHbE4ErPMi+AsjJ0lElbEiqwT1mUieHA+6AMngVjKpQNz3gT3gj3Qbs2wBSPscAY9DtosGYxEgoKCgoKZiwo7AcffLDzzW9+MylNyuzWW29NRoK4/HnnnZe2GROf//znO1/72tcSjwHg+xNi7XgG+ek9U5QGa+phU8g8HJZlpoDxLPnMEJkuI0Hev/rVr6bvMkRYwcJU8qYst9xySzIK5P3JJ59Mg9eVXR1YEApPqEQdGahInlCNWRsMeDyGRvA++MEPJqNKakKZ3TBDUGY3tMPzdXZDfST4IIy3xnqONWF2Q9uy6Am2mfkx6uwGrumAl61P7IKXtFHmAS9lSgbUrR4YmJJmelnACzzi2c4R7wYf2zGjIeDzvz5tPNXIy6terTYIPhBkRkNA24361PZDD6gTdRMwI0JPFQyGs6IfGAiolx848MAD+2MJJgL59dzrUVNwRuFTcHq/n/nMZ5J3gCJU1wwAUP8HHHBA4mmPpjdqk8GzzeND3kEHHZR42qOpgWTgLViwIH16eaqhvJQ61Wzw5OGHH57eD8ohxMAzoAzaoDJIeEcccUQqBwOH4mdM4QkzAK8Cb4mvYeL5f9tttyXjgCwzWVauXJm4Y8BIGA9lxcWpSZWR0KvxicEqZk3yJjtVRkIvB1OL5+uKi9VLoHF/PVUvssb99VQZCb0cTD1cuylP9dS2LJWR0Li/niZ7xcW11lqrv+29GLAyYc6rFGZ/e01ecdGqfrFdGRI91rPb9DbbbNPfnowVF/fcc8+0AuJGG22UtgNWXPR/6dKl3Z122ikd33rrrbsbbrjhGJ6VMv2XN6sYvvrVr+5utdVWz+JVyjf9X7x4cdeKjNO14qI8yJv6z/MH/lfGQCqn9oin/pt4hxxySCpnZUCkulGmJl5lvHW33HLLsuJiQUFBwXNB9b7sbRVMJXgKuNn1+sXiczhmbIF4PE+DHjfPUx14BjHicbnrSfMO+p8Dz3iA+v6phHLIm7LITw7/jc2QP54A5RjE491RVmMQeFbUYROPpxMvvGR1vHhZhd52I774xS8ml07B5KKybtOXviYKLkIDbaYaGuCJJ57Y+zd14Bq79tpre/+mDgYCGT09UXBbNi1QUkdbFz0Xa7gPx4MXg/jkdICLts1Ltm1Z1H2b0IkvAxrZPVGYZ8+tLrlfBnRZ4c+KdO5JHOPGNSPDtjCJlyue6XncusHj/l1vvfXSNnmeFTwx4RhsJhl5bkT6VMPqgpEH+fHukT+hhu9///v9Y541CjN48oonzCi8Ejxz9x0LHmWMJ+YvTBA89dVmcaY6PO/CGBSatqBOxeKFMx566KEUxnE/KDrHtCnhNmEDbns8YVn5jvCW+yW0pA1qW96jyuEeBU9eDZicagh5COEIWymzMIj/wmnapPEK8q6Myiqs4D9jQT0JB/nAlhUzPYd45Lif6kT7VlYLfrmWumSYWDxMiKaOMiZhhqCMSWiHMiahjEkYBC9RymiiaLvionhuLM3seY1VBrfaaqsxSxgzCmLlwpy3pq24aGqn+fqQlyOvB8jrKa+/epsedcVFSzpHjzjaNAVK4dmnRw0MCD1m/7U/io/RQpGGB8JsDs+GtodHHgVKnmvYRyWSZfzECSeckM6bShgz8L3vfS/lX76URR5BHuVfORmjnjX7lDPqxnmMA54B5QQ8+9wP9aYe/CeXhwHX2AxrJtRRwg0FBQUFBTMWlKLPJVsTQMhh/fXX73z84x9Pyl+vmeFFqVN0Bonuv//+SYkyesyK4F3AY/DEOgKLFi1KSpES1bM2EFNPG48HxHWma8VF+dOjZ6DYVi4zNuSNgn/ggQdSyEEZGV1vf/vbE0cdmAGCxwDgJeAlUhZGnmmjeOrTMs14DI0VK1YkTxCjrgnFSCgoKCgomNGwVHLMvOBS19sOUPIRtjL6PzwjvEMMgQBFGB6uj3zkI2lNAdC7zj0cPD6U8XRCGCXCyEIJDKOA5ZrDq/nwww+nGQqgDvLxGEcffXTyroGQjGmewIAQZgmYzcNgGIQSbpghGDXcoLGPEit/rmCRarxTDa40aTow3oM0COKHb3zjG3v/BsODy3U6DMoe7tXx4LEWQ58OKEsbtC0Ld2p9wFoTPv3pT3e23nrr3r/20CsL5K50PbNcWeT3iGKirEDPLA+vcOFG3ec8Lt5QZqAXF+US+//Od76TtuvyXDPqlKITP4d8P+Tn5bw6YgElyPMnb44FuKjDhZ3z6m3Vu0CMH/L6q/Muu+yyzpvf/Obev/YQbpAPsrQZ+eQdUNbYpx3xCqgDdarNeD/FWAXH/Sqf3jklGfvIjrCXeyLf7r2eNZnkkeWawl5xz5yLE/IgrmmcQPA8i8HTLvzHEyIgUz7sUxauf79kS8qah0KU1XH5aioDOfYpg/sX11QuPPcdL/KGh6O8hx12WFpU6lmohI6LMgVyalJlJPRqfGKYrimQlbXduH+y0wYbbNC4f7LTmjgFsml/PVUvlMb9Tal6sTTur6e2125blqmcArn77rv3t/OpfVKlAPvbntfYNs0stqW1symQOa/+zORtOedtttlm/W2pUvj9bVPWmvZL+Xk5r+qF9relPB85L8+3lE+BzPOX14OU11Nef/U2PeoUyNmzZ3ePO+647r777tvdZJNNUr4qZdadNWtWmgp4//33dzfffPPueuut162MkG5llHc33njjVM73vve93de85jWJd/fdd6c6Uu9HHXVU9+CDD048+6rOcLqPeFUPvrvpppumqZKmG5pKaKoh7g033JA40i233JLy41ilYLsLFixI59hX9e4TR16vvfbadK77ZZrhm970psRzjTvvvDPxTEG84oorUjlwDzrooO4xxxyT7p38ffSjH008Zbr44otTmVxn//337x577LGp7M594IEHEs/2+eefn7bx9tlnn+7xxx/frQziVG8PPfRQOkb22Wefner45JNP7tX4WJRwQ0FBQUHBjIVerll2BvPxWOj9GrBtv16wLyTa1oM2INPMCz1mvWfeJZ4OPLNY8PTGH3/88TQIGk9P22JLwbOgEJ7rGMcgzs9roWdueWQcyQwC+3gFzBAwbkDP37nGAwTP7Bc81zLbgncxvBWVkZA4rm1mBS8BnjEDX/7yl/vl//CHP9znxWxDdRGzTXgG8NQFnm3hFPkhz6wV4RreBzKsRBk8A1KVb9CyzCXcMENQWepr1OyGyqIdM1J7quDrZR6MqcaaOLshd1kPQrgw28CLiMtyGNpeu21ZJnt2gwFx8Ro0eK3qZaZtiilcuMA17MUK2kK4zr2kvWCD5xxlA/e/6sGlYwbEOS94zuFeBqGshQsXpm0zJZQlz5P58OBlb9AdUF6msQWP7BhsZ3+MzBd2oHSCJ2wgfAAUb6ww6ZxvfOMbaRvyFRfz/Dmfogt5jkXIxuyImMrtnj322GN9nrDbKCsumoFhJog2pS0IP6g3oQNGgfCOeyNRiJS2sIcpjHjao28VRCgAjyzn4e22225pcB/laWYGGTiUMDe+Nq++fFqaPAMGKeC4ZvAYJXimTeJpA2Z0CCvgSK7LEHBd5XJditoAywg/kCWvyud+zp07N11TORg92k3wGAH2k4dHHqPnk5/8ZHqf5GUI3t577514nn2DIGNqpO9eMIKeheoGjosSbpiaxJ03Ckq4YWpSCTe8MMINU7niYt6Wly9f3mN1u0888cQYXh5WWLZsWY/V7VZG+hheHm7IVwu0MmHOy5/dNWHFRSEM7nXuedsB5fKfG90qktz+3OzqIedVhkv6LxRh5Ub1TladVynp9P/II4/sbrvttsnVj0dmzqsUbvovvMBNz4WPV88f+D9v3rxUR9rFeDwrH6rzyjBLeavnD/wXYhAa0R5xhA+aeJUxkMIYlWGQeLabeEJO6vfwww/v7R2LEm4oKCgoKJix0MvlueTVCA9NwDFTHsMzgMeroXeeA08PWg+dqx/Pglf5QE3A8z0N8ir9mNZkMY1QrzsHHu8veY4ZKLrJJps8y9OGxwOBxxNHVmV0JA9ADjyeD/uFBCzaJY/25/B/p512SvJ4BkzzHMTbfvvtU36EOng4BvF8Ah3CW1VHWXFxhkDjWZNWXMwXoJlKcONxy001vHTWtBUXvQyHgYvUy7ANvAzbcNteu21Z1D2X6TCMuuKi6XXCPRIltPHGG6e27YuCnq84BsJOwaMUgsedHzwvZs+HbS7sqheXeObii0kHz4ue+9e2MlY9wsQTI+b2D54XefC0k6rXl3imv4mFB08dxXUpEIs84XG1Cw8ETzuLcrgHW2+9deJx3YvVB0/+YtlfypQywSPrkUceaeRxdVe98MSTN9cOnutwaU8UvnoojKGtcLt7Bwg/eA+I/Qu5es7UjX3K5/64Jp5jd911V7pP6lIbwbPt/ghhmFniv3ep++Ra7olzuezVp7oVniHftEOhiVDCzjULQX1SyEI19vkSow+AAXn2CReoJ2FIIRnXwDNmwDMW7d0xzxKjxznkqwt1737EOyPCoKZJkoVrzIEFrpxPnntk1onnkuET8m+++eYUNmbAuDcMqTrKmIQZgjImoR3KmIQyJmEQxPHXpBUX87ac8xgVjImAXmpMZxTHjvdEvh/y83Ie5WG8QSDPR87L8w2vnSErLorxU25hfEoUoefRNhUmTwwISl87tZ9ixIu8Ot9zjEfB4jEGKExGQ7QBil6b0D5t42nPFLz4fXRSGBvaJiWszQMeo0J79QvqgWGDR7nLL562rwxhKLumsQJk4XnWwvjA85wy6pWVPBzGhrIyDkIeOKas5Ck3Hk8LWVLcF3nCU1ZTIJvGjJRwQ0FBQUELeEEXTD0o6SVLliRjgfJjdPMgMHApYkYAZU4ZGoQpXEApUqYG8LlveLwFlCLecccd19lvv/0Sj6I3EJGyxePFYQDgHXnkkWlBJtuUvd4+xY1n9kEoYQscUbK2GSEGqeIwBhhNznWMLIsc2WbQ8HTgMQB47ClseWJM8SzjMWhiZocymy3BW4HHyPPJcjx1wEgI3t133528EOps11137Zx88smJ5zyGTvB8VlroxflNKEZCQUFBQQu0CbUUrH7oAV9//fVJ2er1m02xYMGCdD+EOXhK7Oc54I6n8P3nxbO8McWIJ4wUitvKjGYK4PEgmBlAaePNmjUr9codE6a477770jYvgnEDFD4e9zxPBXk+vMRwwbOPdwWHEcG4cS6eqZYWwMNzDa5/PN4DhgEl7xiDQUjDOfLMa4RHqR988MHJa4ZnZUbhMmXHNZYBjxcivgGBJzR1zTXXJK8FLo8bHsOIMcKjxRvRhBJumCEo4YZ2WNPCDeK3eiPD4KH2QhoGvaY2z6OeiRdKG3hptUHb1fLaXvuqq65Kvb1hMCVRb3IY9JzEvScKbbkJeox6noHzzz8/ufRBb5MyqW+Dl7PeGuRjPrh59TIDufycR3lw/wYWL17c/xphfi3rARjLFDj88MP7vcFcXr0cufycR5notQbUO4UE+XW50vW+A8cee2xfRg4KSS824PsLvjMwUfiYnDxrA67DaKAQlZV8z47/8iH0kwNHr1v5yTB985JLLkl8ZXcupanNKrt2K9+Oh9fBPtfEc07UEY7zDz300PRFzxzeFxK5jBX33tc3GQtRBvWdhxbIU0Z5dk3nxnVdU14odTznMGxM3w3gUP7OF07wrnAtBpGps3ENiPZAtmvIx/z58ztXXHFF2j8GlZBxUaZATk2qjIRejU8MZQrk1KTqge/V+MTQdgpkZdX3zhgfTz/9dOP59VQ99I3766l6GfUkD0f1AmuUUU9tr60sbaDum86vp9UxBXL33QevuGgqXRuYOhfneK5ju/7M5G0555muFtvSk08+2ZM8PvL8mtYW23l+pDwfOS+fuimZ2tkGed7z+qt63P1tadQpkJUCTisQ7rLLLv2VBc8444xUXscqJZi2L7300t4Z48M5++23X8pr1fNO9WEFR9MoHbNCoimG6sM0wkoRp2mOpglWBkbiSFZINK1QXtrA9dS31Q/JNt3x+uuvT7K233777nnnnZfyIk+VUZimOtq2MuLNN9+ceKZmnnvuuakOKoOrJ3l8WIHSuVaYtNKjaZsrV65M++TBSovkLVy4sHfGWJRwQ0FBQUHBjIVeLu+hsICeLy+N1Q31mB1btWrVGI/FMDiHF8YgTb1r5xp4GfJi9oCeOx6XPdhncajgGZNgnx5/G/BC6NGTSbZzfXiJLDJ5HZWNt0A4QZmDZ5Zh8AwmtW9QeKAOniTeH/LIJ0PohjxyeIl4MAYNnC7hhhmCEm5oh+fr7AbxwTYj+LktxTmHwQsgXIvjgVvTi7INvLDacNte2+Cp3P0+CPnsg/Ew6uwGg78CZMSXA00HzBXA1VdfnWLNw5DLoxS4ccHz4oUdELs2Sh1ynsFs7nPgzDPP7Bx44IG9f4Mx6LqUXD4bIV9xMecpez67QXjJoLhhyK/r/AhRKJ+poYHnuuIiA8FzUvXeU7iEgrO0Mne5UIL8tpFPHsVIGWtbZnGQxwVPAbtH5PkVEqAi8YSy8LRZBgIORa29tJnm7LpmwVDIwmymlJLlebFqp+eBPNdVJs8bnrEPBlJS7owK9WqcghDUihUretIHI67rfPKsn+C6jBZTVMuKi2tIKuGGdqmEG0q4YVBS16Mglz/eioujhBtWx4qLo4QbVseKi6OEGyZjxUVhhlmzZiXXvjBBQLkcE4qYSLjBOeqAvEqB9vY+82w55kNS3PBCAkIMQg9z5szpsZ5ZcRFv7ty5Scbpp5/eOzI+hBvwyXR+Dv9dI8INeLabeK973etSfSxevLi3d3wIW5DnnCZ5Qh1CXG9961t7e8eihBsKCgoKCmYsDCTkafU57XxAJ+h9GxCpB952IS099J133jl5Q+vnkMd7Qh7Pgt61wZBmPuTAW7hwYfJu8DK2ARmVsk4DMfXqc5BngLPevesaJGomBU9fDjwzO3hR8sGj40GdqTseBfnNQR5PCO+kWRtNKEZCQUHBCx5e9BKXO9e8JHYc+6U2IQ8QkolzuPZDnoWPcnlcyrEtlDWIxx3cBtzncY68hjwu+VxeKDZJiCt4XPo5r83iXpCXI0bVN12Xm3wUcMcbJ6AuKXgrOUrqRb2ZhSG81WamDJgFIKxggalcnjojj5FAWVPqwhLuhxBB8JQNTxgeT9nagPK3VgMZIc9HuqK+Lr300hTaYLgIERknETx1GTxTGYXBhF7agJHgPKEKRgd50c6V2ewmhtggecVIKCgoeMHDy1Iyn1y8Xrryyiv7+6W2ysCLPc6x1HHIM4Uyl2cQWWxbfCd44uo5r60yoPDiHCsvhrwTTzxxjDy92NimAINngaGcN6hnWUdeDmsYhDxjEHJ5Mf5ioiCfgpWMedCDN+3QYkjkxpTAtvJxQ57zjWUw5iOWu3b/1BFjAoexwMCxCJLxX1amxFPfeG3GCAFjJ65rTAGPgEWO1JUxAfKVcyRjIowZMY4Aj0EWvLpXZRCiHJLzfevC4knkMRqirHVvSaAYCQUFBQUFMxZ6zdZA8E0ISo7xYtEkvW7KTW+cYtcbbgOeHkaGT0STp+duISReAfIM5qOIeWYsxsRNb5uStYIjBY1n0Sa/ba9LBlnc+67L+NG7J0NZrPNB8eMJNTAi5JUxwqsQvNtvvz0ZRGS0AXkGXTICyWMY8CCRp26tV2Jg5iB5xUgoKCgoKJix4CnwwSJLIptRwJtw/PHHJ4VqNgvFi8N93gZ653fccUf/w1AUpmWV9azJ46GwX7r33nuTYWBbKGXevHmJI/E+8DDwKrQBb4FVHleuXJk8CWTyTJDl2pZ1JksZfYzKx6ZwnOfDS3iMAx4Ns6bahqHIM4XSyozKzjDwJUnyGEMnnXRSCr0MCgeVKZAzBGUKZDusaVMgzX1etGhR799gsPa9KIbBy9ALZhjI0wMZBo9/Wze6F5je1jC0vTb3pl7ZMEQsehgsYzvKiosGkgW8eMO9T+nkcW4v1HDxiuvH4DMv19zVLd6LC7k8yigfbOblHfIooHDv59vgpa6nB3qtIVs7yF3E4th6u5DLyK8DeT7y/NXlUSiW+YW8vPk2GLsR8nPZdd4RRxwx0hRI9yfCAOpC+9ILl1fy9YApUm3TM6St6DHbp33h2IcnT2SpR3zycMMd7xqeMedGO8bD8awEzz4cyf9oJ+TjxXVtkxfPrV/7wpMQZXAtstS5PERZ8chyDfddvvHIcX89u871nxzeAZ4CPPvIIJOxYTvy5rp4UQb7hYduuummVI4cxUiYIShGQjs8X9dJ8MB7sQ+Dl7GX/jB4EXhJDIMXhZdHG3hxeVkOQ9trty0LpUP5DAPlrHc0UeTrMOxevgKZtmGmfAWSzHCRewa1B/uM96AU9cANvnMPlYEy1hbk07LFXPoUqNDBPffc0+dR6Hjuv3wJMzAKvE95EFzPs6vNqxc8Mnz6mZGgTnyLgTw8+8jzruBx8Mlpz5awxoMPPpjyjsc4IA/PUtqOUfRmXPAgqFs8ZcNTXjMfHnjggZTnHXfcMd0z8rR3ax4YC8LYE1IQOqH4jWOQV+WQd9djSOLpuPCmMB7cP3XEwG5aGr6EGwoKCgoKZiwYp3mP13/GR/S4GeKMCEmv2UJU8R+P4sejVP3mPIrdPh6VkBc8xxgcFKlz7KNwQx7jIHiM3eBJcSzO8Ws/Hplx3TxP8hrny5s82m7i2Y7rqpfg8br5lUKeOov6C546Cx5PmP2DDPviSZghYJUWT8JwFE9C8SQMwqiehDlz5vS2ngmp6NGB6W96fQEvWW5fkB9xXTB1UD0GlCl3vwdPrz9/3ZqjHiPjc572rWcZ0C4idJDz9B7zepZ37RRynjZIMQW04whf5Dz785Ue85UZc5785PFw9R5tPK8/9ZB7HKzEOEq4wf2xciOlqNfs88fc5ZQ1+VzyEbtXH8Ezgh/PPZRHx9QDnnPAffKRrHD762mHex5PeycPz1oDeJL84IS8uK/uJw8PDk8AnjrFIzcgPOWrlHHdWGUTL8oA7vsmm2ySeMrBU6Td4EUZXNt9D57nVNsNXv7Muu/Bcw3vcPdT3uigxo+9MRLGQ1lxcWpSdYN6NT4xlBUXpyZVD2GvxieG6uXUKK+eqpdB4/56ql5WjfvrqVLUjfvrqVJujfubUvXyadxfT22v3bYslZHQuL+e1PUocG9DxngrLr7iFa/ob3svBqxMmPPWzj6UtDpWXKyUTn972bJlPVa3W73gx/DyD0OtjhUXrToY26eeemqP9ew2na/0OBkrLvogkVUP/c6fP7+395ly2RcrEPr4kzzbZxXGwFNPPZX2+aCRDxlZEdNHk+yzGmGgUqpp34477pjq0seQlM1Hlfbaa68e65kVF/G222677qabbtr/aJJUf4/H/koxdysjI22Tma/gCPbLE3nud/yX5xz2Wz1ROSojI/1XZqsm5rDffZaCF3WYw39ltQrkSSed1Ns7FiXcUFBQUFAwY6Gnba0AqxXWV0jk4bC4kN68nrvBd6ZKNvEqgy31vnmDjEEwIFKPOgfexRdfnLYdM2Zjl112aeRVBlvKm2PWO+DxkIcceOecc066Jh4vi3ESTTxeFh4QPCs9mmXRxDvrrLOShwHPeAKzLOQjB97pp5+evHDqQt2Z9pl7xgDvtNNOSx6G8FbVUYyEgoKCFzyECyL0EombNvZLg3hCA4U3nFd1ShN3ohC+Eor1MSoKj1xJCEDIhZuci90x0ySFdSjQ4Dkfj6GB5zwrOHLxU97BcwzPCo7B85EvKxRS1sFTNjyLVAGer1Ia5FnnGXjoA13AABAG8CVJecp5wjTvete70raQhTCFaYuUf84TkrjooovSfzwzSwxOrPOELC6//PI0ywFP3T300EPPuq7fa6+9Ng2ILEZCQUFBwQB4YUpGhlMQkrFYsV/Keffff3+ft2TJkoE88+KDt3DhwoE8o9qDZx78IJ6ZA8Gj9AbxKJjgGbM0iOdrhsHzVcFBPFN5g2fU/CBeLDksGbeU8yLO/lwghm62gJ7xrFmzBsoVu+cB2HzzzdPsDrw6nGeZZLMFNt1009TrbuIxcIxVUG7jF0xFbOKBsQ+zZ89OU0fVwSAYS2H2iDEfTbwok56+epQ3vLqhFTyDD81uYYjg1fMXPOMUjJlgLNR5TfUIxUgoKCgoaIFBL9GCyYVeLkOHgjYYUq/ZEtcGLhowuWrVqqTshByEByh8PK5130PgVcD71Kc+lZSswXxCA5QvHmVpCW6DCfEYingGJhqsSZnHzIUbb7wxDY7Fsy6HNkEew0CIAA9WrFiRONz4eurOdYwsxott1/BpZjzKXc9fmeSJccNoI1vZDFDHo9yXL1+eDBU8gx+FL5Qdj4cEz/V4JvDxGErCFwYo8pAxovBsn3HGGcmjwoBoQjESCgoKClpgVHd5wXMD1znFzZtBuXLNX3jhhWm+v1H93P4MB4qSh4d3BM+ofcZE8E455ZS+Umcw8LbgceG/+93vThxJLJ8bHs/Sy77ngSdRvME799xz0zXxeHiERGzLr/EFwXNOnM+gsV6E8yjopUuXJg5PgbzGjATK3kqPeIwYqyLiKcsFF1yQZpeQJ3Rx3333JeWvDk444YTEEzoQllBXeEIh99xzT5InPGKZ6+C95z3vSTNZ8hkrOYZOgbTgQsHU4JhjjulttQcLc5Spec8V4n7cVlONfFrWVGOU+2P6mVjgMLD2PbzD4GVQH8zUBAO06oOUmqD3odfRBl4VbXrTba/dtixemnqDwzB37tyRpkDm7zgxbYPQQPyYSzuQr6yY88S29V4DXMRe+pDzuLZNowvkbTnnWfhIzy8grm3xH8h5+X7Iz8t59Wcmz0fOy/MNeblyHkUWUzchr6ecRznlAwj1qkdZTOnOO+9McgN6x6EwyedpoOAoRM9RwDHlkZyjHQVP2wu4pzjkabdk4OCSHQhjA9dzwAgJHoUPPAHBI9fzpV5x/AYodHLw5NMz47iU9+i1+8ib3r58B095Au4HDm54GYJXLwOO5LnXpoPHayLUVcdQI6GgoKCgoKDghYkSbigoKCgoKChoRDESCgoKCgoKChpRjISCgoKCgoKCRhQjoaCgoKCgoKABnc7/AzK0VuuTAc17AAAAAElFTkSuQmCC[/img]
Koch Curve
[b]Instructions:[/b][br][list=1][*]Draw a straight horizontal line segment. Divide it into three equal segments.[/*][*]Remove the middle segment, and draw two sides of an equilateral triangle (forming a "bump" or "spike").[br][/*][*]You now have 4 smaller line segments. For every one of those segments, divide it into three equal segments, and replace the middle segment with a spike (two sides of an equilateral triangle).[br][/*][*]Repeat the process for every line segments.[/*][/list][br]Your diagram should look like this[br][br][img]https://fractalfoundation.org/wp-content/uploads/2010/05/kochprog440.jpg[/img]
Koch Snowflake
[b]Instructions:[/b][br][list=1][*]Start with a large equilateral triangle.[br][/*][*]Apply the Koch curve instructions for each edge of the triangle (divide each edge it into three equal segments, and replace the middle segment with a spike, i.e.,two sides of an equilateral triangle).[/*][*]Repeat the process for every edge of the triangle.[/*][/list][br]Your diagram should look like this[br][img]https://upload.wikimedia.org/wikipedia/commons/thumb/d/d9/KochFlake.svg/500px-KochFlake.svg.png[/img]

Information: Fractal Geometry