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makes each code repeat 3 timessize has to be greater then 9 because its too small

makes each code repeat 3 timessize has to be greater then 9 because its too 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DC72LE5KSv4FK1FLds19pD2fSJTtevNstDr8P81yYYXibLRhnVN+LDXqnX2M/ZkOtOLljt2b1jjGGMtUDssUSUOzC1wzH+/wPGGldXbj6VV70clmkEWBBA4SgUi8h+yo9SuRrqtB6bNk20mF6o4W8i3wMzfG9/x/f5NZ3/WVXVoVGLSXCpfbsfJ/FhrGdeF8OpY7HpKkun8dtF3l5dcRqstJfA+LSE9SdIsUO58p+4Teh2HlRvnfl7C4KlmacJpZedWb4rvmJPlmHvCPv1lUZRauK557EkduqRPkn54ytJU5WfrfXJbUoy6fMevTut6e5K8q96PqjSIvAggcFQJhDQiOqpEamFnzWJnF7kWPF/Zok+W6eV15TVx2e7eTbdFu+7NaaBub1SilrQ84Bo7tE1Wennpgx3/KtcxYmsT9UrHHB1vLVwqS2s2tK+ncptdKQ9kGC/vL5TyPKr7rdhcdr4qP2XP5SskCN+9oaX77LjiqDtbFqrbZVHYktz6rrHdOlauHxW156M852vKY067aKX79Ej1o6I6OY8AAghYAgTgOvLvwJqilYDXWa5JXhmoyV/udlyZ3dD8N0rpotYH1NizWqZ/FChdOMfeLXAskCmSDcMbpF9l5ZPR6elyL+xk+Zgn38bI7VFLwymvorTW9eoDut7yOFveCaXyDOCtDdXYbp2r3o9g9U4yzmZxysj1cXPDTTpDbsvihQACCCCAgI+AdZuOTPn+JquMT/U5rOblJgx8p8CxeJbLue/zPY6HFm1uV9/3fFU+z8tx9p1V6ijN3OS4yixzvuW9Fr0k/p/hb5xRcSt6yR8XdmPeuunAN7u/29XLnWj+fVLFuSKTYppxDpf7on+VnbQaRKZESkEAAQQqFuAacMVGtSKFtmfukVW59ymPe7K1wGrBtt7Hv5fveGV9E89PUfKYwJ77Ynqe1zx9wqDjZO/iCL0Gt0xLbl5s3trWWMt9xWq1ijNO3T9zjh6VUhqhKlS8Mc2dxiS6lZov/xhXL2x0ZqfFLTv9GKU2y8romnm1VGkfymRQtkeVXlMzNVILAgggIKt7QKhDAiZqrmw+UbS0e9M5a1q7MyVo9Th+v+204Q3Tb+jXIjki12H9NTrlm0fXNzdbZvTxLPD+EeCfoJLfexsTI4H3n3INJE1WhnWWG51PSdN6fKbWe3JUj7GN1baL7zQPDq1k8WFlG6GVW273HSvteFi25mwdVmYSI4AAAggcHQJLtzqum1PkMJ/tSwhp44pIqMj07AgJTL/MNQMjMr3tMKafBN9F8jMtwZg/Vj37tnW8uXLaE+bCSi0g8y0nnM8vGuc06evEcPKQFgEEEKisACPgysr9Sfn6/TX91f1x6pWtTTzH1lQTWqj0D2SKNme3KqjSFG1PY46TwPuStPsjuY9o1j6lBqRq/VOgfmxVvSc0ULuPG2fuvDnQ+eo45lL6MSn3ymmmp706yqdMBBBAwFeAAOyrUUc+y9N+HpXp0uumm4QaWah0cIo2akxlp2g7G9NEAu89UUqlSBm7ZbrZkaH1yxu1LiqPfKYes32nSnjsLyrl0ZHmmZblpYvk8dt16jbZV/oJ2TXMug+aFwIIIFCtAgTgauWtnsJl/+bfZET6rFEea8RWI69b9HIreH4i9d4bcoXGaAm8FzWU67wy4h0k/9gGp2s9LkXrch+p6Fv2WnXK88WqcW5bteJB3+PV+dmlSl+WtnaV5wpfUJ31UDYCCCBAAK6j/wZKVd50aXqCXLM8u6a6EKdsE6SuK2eY+PiK6pTA63Qo9a0Es2ckcN8iI96LZLr5l4ry+Z5/T49wZ6v4MS3UmlF3mAndfM9V1+dbdVae3Es9Wra1nvSK6da4uuqhXAQQQIAAXEf/DYzWa/dL08fKe8psY5dBZvW/bpApWqnlSY/S5U7RynXeNrK46nkJul/L+1NJb003f1XZ1j2rn/pyv2r3XSuVWWOLo+TpSv+vcbFa02ZvvScq227yIYAAAhUJEIArEqrF529S6R9L837LU/r6mmqmR7lkEZXuNt3Yz/etU24raiCB9za5zmutXLa5DgbeyRJ8833TVebzDtX9343V1qF3mXF/r0z+cPIs2XJii4/3OyYWR6vTWxfom81ie7tw8pMWAQQQCFWArShDlaql6aYap1O2UfxKnu/rKO8Rg5Fuukx7nydlPh+ripw36FUHJPCeJd+nynuLvMfKdd5U+RnR15z953x4oEF+wvaott0S9XslES3898K+3O0cub2JeSzWpfa2OaDH/N8mM0Q2IGksW26Oqo76KBMBBI5uAUbAdfz3f6tOszaymOtWUQ/UVFdu1umfy17QK9eqsx+U4Cu3KKkZ8h4nQ98zIh18zc+9usujAj8YtnZ7gs0Ute58oDAx0v1M2uUcLNt5pm5vbJ5qnWee/uvPzU86s1Xa/5Odx6yp9vPlIRF9I10n5SGAAAIE4CPg30CMcj8uQXjETBkN10R3Eg9MPinJNbX+j+aRe44t3ra2nkw3S+D9UGkta64i8zLLuraU5wM/qWLc82S/tuSYxvUc9QrbPlrQIHvMrL03d4xELT/usHd4L8/x9obm5psYo5Z03WvrcV6zjGeGDJknM+gy0d4rdZf8b6I8iWqiSRosd0/xQgABBBBAwE/glRL7nYu3O1J2Lai+lbtT9t/X4pqSL6ad7Mktubh0WfryNcPmmmSHtRo7Yi+zpnOcSXFcJ8F3i4x8Z5mFCSf4Fv5q4WkbZhcMfdv3WLifF+zq1vjzA/bH5EETeXML7PO+32XvVV4ZZlG7+tKOFfK+rLw0HEcAAQQQOEoFJFid4lnqSJNgaLatcoR+n24YXrcUvTNqqGvT3jPdG3JvK5lznZXVLE9oJXVuM0sS+oRRVLlJrX5Iecvlvdik2AcESvjWnmEXvlLay/PWnhGnBTpf0bHvcpzXvF7s2PpGsXPTV3vtl1aU3jov7Roi740m1dkslPSkQQABBEIRYBFWKEq1NI1Jju+ojG28PNX5dJmmvX9zE920TZ6ZsK5ddI+TWqVsj0Sz782b9n8r4/pP3hV1QqduJT9P71qw4OF7j3lKdpE8+JJgaS1QulL16TpY6/fk+RDhv7z9ULZEyTlY3g+oDa539YischdavVY45EtZHHXstQ2S5Fbj0F7TTHzHOBP1VGypGXbsAfVC05Loe/scm1IQWm4JwsmOt6XOX+R5zNa90LwQQACBKgtwDbjKhDVfgDUSkxHZQ3K3zyKpfYMqdTl17/Q3j++SNjU/Wv3WYpfr4aq2akLR012GlS6e+2PDy76JUq5VZ+a95phV7/w7fIOvt47SBrMlMB2jklcPq0ydJtkp9/dKP4za6O1H3/Q3ggVfbx0Fx99VGnug+5z9F3pH4sHqfdU4m8mq7Ye01FGiza8XrDTPD11vmoQTfL3le9Qj8ofOrQf/WAhWI+cQQAABBI44AWshkEm2Xy7vTdaITAJxF/9OrtzoGFK03FGStcaR4H8ulO8zTGKDfxV98swpnl1FF5Smrh5XNPNvFeUzS+xDKztFK/1YKXmtDUXCes0+cPaLr5QMzJ2xe2TTQBkTzeDo6cZxmQTfjfJ+e4pxdLXSmSUntpA6N8v0+cBA+YIdk+vAj0re2cHScA4BBBBA4AgTsG6Fkf/4L5B3plnsGBKse7uyHO/krHAkBUsT6NzF5qsLz3KtzR7s3rr/lqK5dwRKU94xadc7EqBkVB7eyyxNON37B0VGfPNwcs7YNrLlyyUD9r554Jzn/fPJvdF9JfjOn2YcK2aYw63MMvs1Zqk92WT1iPXPG+y7WdTjGOnnb/IHwynB0nEOAQQQCEWAKehQlP7ENGaJo6sEi5lyK4zseqVnq9LcfnpAetDguj3Gc3+jEtV33TrHJaE0fbj5OP4Ms+rbLWrgnEEHktZ8lDn802n1RhwW2IKW5VEPV2aKVvdL/VFp2wJVHDU6aPl+J0cdOzOnXkHrewvr5970as61J1qnJxt7Owm8M2Rjko9lL+c3ilRu31E6gFV998FV1IVR//ArNuhXPShrt/Ko/yqjZwZNyEkEEEAgBAEWYYWA9GcmsUa83uuj0bbrD96XGlprtqxyPt60yHPlqlYx3cu73vkPM6fNbnXSQ7tV5xubqC2ftVS/jntn6X17lS0uTUV5RuhemT+HVtvBVDICniBB+ATZOerqsPKl9OqsPO4FSkefrPukrAsn72uFp/8iQXFdYYO98ySftQL89VJle2q0tu7hLf8lMwqDlDbvKk+xU/dfmVt+yoNnjHV7V716I+V3ca8yEuD7ZdxYUR7OI4AAAsEEGAEH06kV5/TtEijsKt/l3Rwi1CZtseU9ZTM6uk2+667D8hilLzBJd6xTf/+lSDU7vYNa8Pfv9YnD3tUXr/MGI+N5SLltz4c7RatcrklS12BZWHXyYXUGOaB7L18ro3u5n9g1PkiygKf6bvO8p2L2nhdXGneRXOEdIrt03VVR8LUK0v3SFonr9yo6dkzAgn0OyhT5BSquXpoEX5n6N0MIvj44fEQAAQSOZAEJaHPMEucj4fZx3er4fxalOvZnbet9fFneEebzs08zm37pZ/blSBC+rey470/zhWyGkexcJoEnrJGsVYaM2K+SvOlmTf8mvmVW9NnINWC5NrtJrgmfVlFa67xJ6WmXur6U97rXdtw7p5e75J1Q8vmmkcVjHST/DulnN9/jZZ996zDLnNX+IIiyevmJAAJHhwAj4Lrwe3bLLTA2c7NZ1rtTOM3t1DVzTn6sXtFmj2v8peb9LmeYlR+vV4M/qadyv+umPjnpUz1kSqDy9Llri2W0J9dk9ePWquFAaQIdMwvtreW47Jtsuql9RfZAaco7pu2Ze5THdr+yeSabpPayu2Xgl1WHBM2JykR9p2z6a9XA5XiuzZO3uGwxA2Vf6qCL0/xL1P0zNkgfX5D3Iff2BqpD95G9oXkhgAACERQgAEcQs7qK0gPS1khAnKE84U/R7o9V9y9oeO41W82ZmdK+eh3Ud72+0b1Gv6Gvzg7WXu8UrTI/KFsIU7TLejeQhWI3q1h5FKFMe6tiW0fdJ31BsPIDnrNFzZX8BapBkyv9z8sfH7511FNFNrn3Oe053SMrL03rvZJ+nLwntzOmvn/eoN/zvE9x6meW288IVkfQMjiJAAIIVEKARViVQPszslhTtKpYpytb9BVyzXR+KG2wgopy6ymvt7025oM25+74LLZbWLfPWFO0MsqUhVjmdN03Y1WgOsvqkFFktnK7x+oBmSmB0oV6zPxs76+irQc7RDtkQVaOlS+UOgYbE71HqXnyD3q2BOSwVinL9PJwWVj1hFQl19kj049Q+0s6BBA4egUIwHXod29SnFcoj7lL5e0bqIdsLCqv6QevaXqnVfspj777gu7vJm1q3DVFpjuukeA0r7x8gY7L9dwHrEVgMqI95GEEh9Sh9d1qfdqHeoSq1FaU/vVKQHxJAuJuCb2zfp8e7idPWqqwDqcxfY1SH0s/nalaB10F7VunmauiVHvHXFnB/bHakD4nUv3wrYPPCCCAgL8AAdhfpBZ/lynSGJmG/kkC4ssyIn3Fv6ne67XWql6P/pe8X1AFaqoekmZNzyq7Mf+QX/b9++Qa7Uatyw3eh5WZJA8gaGRkBbC5QVb/fu+twzstLXVY109lCresDv+8lf1uMnsep4qifpGAWCBT0pPDqUOuA1vPJj4gj0c8fPV3ZRtEPgQQQKAaBAjA1YBanUXKSuH+Evg+UCra+ccUrbWjk7WphNGPSaD8XsXYEnVC2kbfdgz+3xTt6zIKfsn3XEWf5f7eEZJmvExHPyvly57IUodbjT+4iKmi3JU7L/fpXqFM6QrdPys9nBLkD4128o86VUbCQzK0XhFOXtIigAACCCAQVEC2QnxZ3v+xEll7Gnu3VbS2Vqxgf2NrilZGiFsTjGkVtAK/k9YUrUxFL5XVx5neDSz8zte2r9LHf8v7s9rWLtqDAAII+AowAvbVqCOfZSpa7ut1JcsOUAtlmravjEgfVLK9oqwILvcRfmVds6Zo5Ze+X0bBd5cdC+WnWWxvpxq7C6QOuTZbu1/djGks9zGlST9HSz+5fah2/7poHQIIIFC3BGRE+rhMDU8J5z5dq4fWFK0E4Wx596hbPQ6vtdLPC+S9rocxjcLLSWoEEEAAAQSqSUAC010SgD+tpuJrTbHSx6+kr3fWmgbREAQQQACBo1vAmqKV4LRergmfeyRL9DTGLv3Mlmvexx7J/aRvCCCAAAJ1SOD3Kdq1R/oUrfyRMUne0+rQr4amIoAAAggc0QLGaBkdfn2kT9FK/1rLe3u8Mb2P6N8nnUMAAQQQqDsCZVO0vY35S91pdfgtlQB8s4yCf5R7mKPCzW1SHJeZJQl9ws1HegQQQKAiAR7GUJHQEXx+hdYZcqvOW7J/5INHcDdVjFKvy8YcrZ1KXRJqP2WrzZ5yr/Vn8hCMF1WUZ5JJGhwdal7SIYAAAqEIEIBDUTqC03iUelLel8gosVdt76ZsNNJKdgJ7SfaKth6cEPIrResCCcC3yfu/MhJuFiyjt46ljmdkt7EkSTdPFZsT5X7r5qrJnkuD5eMcAgggEK4AAThcsSMsvWzXmC3/CKzn4cozdk3Y/x6s+5DNwoQTqpPFLGpXX+57Hqk8HtmTWjeW/b9uCLdO6ef30sal8r41UFsPqUOrxsptEuQBFM/qkzOylU3dLiPhp0yq7IvNCwEEEIiQQNj/wY1QvRRTiwTkwuhrMhXdNiGMKVqr+RIUBytb3AIVZz4wZnjY11dDITCLHUNUTAsJnOZqecDERbpv+uWSb5aK9TwcSn7fNDICfkjet8souP0hx606olsk+9QxSg/I2FKWRgJxkgTgn1Wpub3sGD8RQACBqgoQgKsqWMvym5T43rJn81XhNMuaopVp6Nvk/V9ZkNW0orxmsbOL1PG2Up7XJe0T8ojE+ip59bCK8oVz/o86osxrEhgfV3nNB+t+aRIkrVf0s7IF59myPeaAg99D+18ZBa+SAPyy9DPRyiEj2oP9sOrQ5rFD6/Ar06PkIRTqVpMc39HvDF8RQACBSgnIwIfXkSBgFvU4RkVH3ylB4iYZrdVTtuie8rSk38Lpm4wM35P0qbJ/csBrrN46YqPvkPJHyXuaitGT5alLe2Wx0hDJ96qK0k7rezh1+qf16cdI6ctUKfOFQGXKHwDXS15JE32q9LPUv5zyvp9oTIuOJRvSHvjtPwsH7V0yOFgd/mXI1p+PSvr2Mgq/2v8c3xFAAIFwBRgBhytWy9JbzwiWwHCliolOk6Z1UHGeAXLNUjaecD0cblNlNbQ1RTv6sCla3zqM6ih1DNL90h8tC4y/T9EursoUbYB+DJJyJ5TVcVhfmuW/JcdilXZddti5cg6MNDMadFaLb9sVe8wxq+t3HpZfz31W0Dr8y3G5npNDg+UPjlP8T/EdAQQQQOAoErCmYGUkuFjey32DggSzlvJ9y8FnB4cHIquhH5cNOl4ty3VIHUvsp5Yd9/9plji6Sjt2VGaKVh5x6JQ/IlL9++Ffh/93q8+S5zfvqNn/pN/3i8y3l55sdmwaaLK3/sP1+TV56Y7NW1bKiDbMl9R3lbedazrHhZmV5AgggMAhAoyAD+GoG1+sFcASBF5R0fp9afFM1Sx/oIzkFpS1XqZkc2RF8yNyK81z1siy7HgoP+V5hhMl3f/dvfeb4YfV0T9jfnll6P7pq2V6dqZStsTy0pR73OhoyXu8ctuu9O1Huel/P+FNa9SP3qn3chJfZj7oNdSsnrdV9Xu9mdrwZkf1Tve3o897PbuBHtuyQI35dYOzfTlZAx/e4HpXTpSo/Q3/GTgBRxFAAAEEjjgBs6Z/Exkp3isjv53yftIa6ZbXSZPUvp4E0FST4ryivDSBjk82/ZuMKn79w0uLVpgDaQOeD1aHf35rJCp1/iaro0/2P1fRd8mTKH16s6J0/udNRnxHqXOHtaDK99zl5u1jzzSZ0/uZfSVnmF/fvsrM7eB73vqcu8IxPyfL8Yb/8Yq+mxSZefDOMHQt17+iMjiPAAIIIFAHBExWj1gJMtdL8N0gPz8wKb26h9JsCRSnegNiRnzzitInGmWbahyXvGgcG2a6+n98hnvjnuuKPn+honz+56U+a4o2xYQ5RSuBtLlMmW8ySxNO8y+zou8SDB+SOmVVtnWBNjH6fLPgrr5m357BZl3qJeZza4FYwNeqdc6+hcsdpavXh1enSVQ2qfN7qXNGwII5iAACCCBwZAjI6K69/Me+VLZHvCHcHknQflOCxfhg+SToJsg7aZpxrJlhHGdZaW8tfOdfJ7tzSh48MCmkYF9W/u9/LCyReq8rOxbqT7kWfIXkS7NG76HmsdJZG2SIzaZp2Y/df4rZsrqv2Z99kflhZChl7Fxhn7kn07kslLTeupIdCfK7SJL3GmnriFDzkQ4BBBDwF9D+B/heOwXkP/ZWEO0kq4+vDKeFZlnPTspELVRufaoekLbGN+9U06OtTUU/IMeGy/sx+TxrlE4pKEtzcemyFTblXv9BTP8Lyo6F8tOaopX63le2QqfuszonlDxWGu/1auP+UXa8mqX7Z7wcar77S6Y6t3q6v7U61nliU73h+dZqxeOz9TW5oeRftdnx1xN2qawdjdXY9l3SZ5WXxyzt0VZuefrDSj7Pkmvtf1iVl4/jCCCAAAJ1XMA7RWtdX03pVe5K5PK6KMH7YbnGOqfs/Gxjb/iisY+WUe9OGfVOfsn0bFN2zvfnvYUvDh1ocj1j82ee53s8lM+yX/NrMkqcHEpa3zTmZ3t/ybc1lGvPT+Umtrui5IfXBnr2uC4tWbrg8fxJldrPevMax7jCNMfORZvlXmq/l0m3NzRL7aPFcKfVH7M4sJVfNr4igAACCBxJAtaCKgkCqZWdorW2jpxu7OdI8F0rwfe7qcbprMhnWMmidy8sSV1bUTrf8xKwzpEp4bXy/s73eKifJXi/JP18Klj6kYXv3n+qOzvvHNfKbWMKXrW2p6z0K0uuse/PsK/dvtL5X99C/tcPx3fWrVK+5/iMAAIIIHAUCVhTtDIS+7ky14LXrXE+8dk+x14Z8a6fYZwXGSM3/oTwmpD9dJdT3NlFNxe8M7ai5GZxwknSto8leK6XIBpyHf7lmsyex0kZ2VZ5/ufuKph58XmuzI3SpsKRhR8+lpiUGO2fpjLf16y3n1+83FHwyzrZnjJC/ahMO8iDAAIIIFBLBazNNQ7eAlP+LUi+TZ+/M77j+wWOd2e5HCWf7He8Mtl0buJ7PpTPI4s+efp09/b9T+cltg2U3poutkas3qCZ7LzHLA6/Dv9yZbR+jxXMy44/VDyxx7CSxd8M8Oz2XF4yf86Ewgkdys5F6mdOpuMbWRW9JpL9iFTbKAcBBBBAoBYISAB+Wd7/CdaUNbn9m3y23/mEBN68uXmOpKTsyk+hTtw8pv5Z7rU7ryr5+pCFUQfvNbbf4P2DIFnaJCPXYG0K55wVxCUQrt+WNfiKa0u+nH6yO7f04tLk1HH7p54STjnhpN32i73XunWOvIU7D64EDycvaRFAAAEEjgIBGXEeL0FvZ6ApWqv7X+x2XvF6qWPbG8WOjd/scVwcCZLRhbOvGuTZXXp/3nN2qzzrfl2ZDk+Tkeoia+FUJOrwL2PGtucfO69klTnTvT7n9sK3rvU/Xx3fpxnnndON48vqKJsyEUAAAV+BkK4D+mbgc+0QkAA8Tp5INECezPNHgP1uZ/zA3Ma2ifkxqkfbAvXfZvtznxl03JbCSLX4ktKlS2M9paVvZ96yQULwqcpju1/ZouaG8zSiUNoij0Ts5FJqvDwY4tSzSv9T2CHq45dvjVryTCh5q5pGbs1qpFVUupQz5had8WlVyyM/AgggUJ4Ae0GXJ1Pbj7vyX5QA7DQpjrOX5vY87r18xyu/HWP7yWbUr113Rfc8t2n6hEgGX4ujc8Hi236L6T7o81aDXCrWOOX5vG9FMvjGG9NcnsT0iATfhfKX4VoJwM4OMe9ebrMV3W3ds1wTv5JbdVZelLKN1kpPesV0a1wTdVIHAggggEAdE5Dge/GvGxzbZrmc++YWOBZ/n+scVN1dONMsf+E0sykrkvXIiDdGgu8/5UlMmyQAv9XLmM6+5cstU8/LO+xtMX3LCPezrBb/XOr8d7j5SI8AAgggcBQIWHsSv5/nTH8vz2E9oadGXleZ2a3lAQc5F5p5oyNRoTz6sJ8E3YXyTk8w5vRAZVobhUgw3CHvhEDnq+OY3CvdU+rbNdnY21VH+ZSJAAIIIFDHBWbKZhpWcKqpKVqL6wKTdJsE4dx/mJcC7qAVCmlPY46TEe9LEoC3SvD9V3tjgu7/LH28Td5J1kMjQik/EmmkvmdkQRYPXIgEJmUggMBhAjX2H7PDauZARARG6rQ0uVY69/c9nSNSZkWFfKqHTKmv9mzfrfo+VFFa//OdjWkigffuKKVS5Nwe2UXDkab1yxu1LvJP6/vd2qda+tmurXJc5Hu8Oj+XKttTUud5smNY3+qsh7IRQODoFCAAHwG/9xjlfly6MdwaDddUd1qrrDG5qtONl5kPe4ZUpzFarvNe1FCpNElv3cs7JEPre1K0DulhDdZDIiRo3yoB8VnrmcUh1VnFRKN16i6b0uNtykxKNIMjsuNWFZtEdgQQOIIECMBHwC/zRr1ipwSmx13KTKypKdr39N+/baa2fb5L9ZhYEaFc23XIzcPfyMrmZ+Qf3K0SeC9M1zrshVyjdPo30s/lMarolorqjNT5fJXzhtTZrI3aPSxSZVIOAgggYAkQgI+QfweNlJklAe64NspxYU11qblKH3dAtT35YvNVwDrlOm8bucb7vEeCr7Tpc7fcVpSqdZU2uTAq6kEpa8wUk3BCTfRzrN5SeEyRfrJJkX4ueYc9tNF+TTSMOhBAoM4LEIDr/K/wYAeu1hn58uk2eU+szH7PlWF4T49Y20qtnpqtHBP/ZibHlZUhtxU1kIVVt8qUsTXdHBUr13ll1Pt8ltZ5ZWkq+/NWvfxXyTsrSnkermwZoeZbsuXEFh/tdzybH21ebpuvdLed6upQ85IOAQQQqEiAAFyRUB06f7NO/1qamxqtGt5cU81uppKfdKvYhjGql/dpSRJ4z5SNNKyFYdaU7bky1XxbstY7Itmei3816Q1L1fXzdjquimS5vmV9tdd5Y1bbuF/z49T57faq4UPXqVMbl+irTXJ8R990fEYAAQQqK8BWlJWVq6X5XjK9uruUe56sGu4rC5d+q4lmXmS+v3ab6vNcm+Kd83+L69JTgu9dGUp9pLSW2efIvWQP7BOVcT0mD1LsvfA4lbKhme7bPTeqe59jUwoiVcu3u5yDcxuaiQWxqkObPPPElrUxz43qk1JqlS97Xz8qPzrofunVFvgj1Q/KQQCB2i/ACLj2/47CauGNMkUrf1W96lGuR8LKWMnEKzfaO7yU9e+zLt/xYdNzc7+tL0uFnTLd/EEkg69Z1rWlPF/4CeVx/aiMkduXop3R+/Ov9ygTvb2h++5KNv2QbD/usHd4r8A5Z3Nz802MUUu77rH1+HuzjP+WBV9vYpfrOQn+p8s+3NYqbl4IIIBAlQQYAVeJr3Zm/izH8dddzdSqvxxQV/2tefpH1dHKBbu6NW6fGzeuVaG+Iy9WL5cFVlNaFRjZLtIzSPfNXB+JOs2aznFqT8N/SlkTJPB9o6Js43Wv1E1lZX+52/6P7U30jBOybfFnHPu/42XnQ/lp9WN3bNy4nIb6jkYlennbkqgxpzVLWV5eXnlEojX6HaOa5Q/UXdYWl5eO4wgggEBFAgTgioTq2Hl5PODJMlk6eUVrc2xaG1XSfXdMRKdoLY61a+2Xt83Tz0pQdO9sZMZ06pTxgXVcRoaPygMi2ssTmqq8WKmsH1KsS9nMHbp3xmKrDv/X3ELnQpnoXjO8Ydq1/ucq+j4vO/66TU1tj8n/Cdx/KTRjzmx2sB/B8pm5PWRyOvonSTNT+jkrWFrOIYAAAsEEmIIOplOHzlmLg2R0NlvC4NvS7Odii2LiPVE6ekdD112R6saqzY5+uSscC487oGfm1tcvLWxjupcFX28dJTJFq9Tgg8GzcrX690M1cJ1aXvC1amiZ7xl7INZc8cNu6w+P0F7TTHxH2WZy9qZmUS/F71Ib2+wx3UMJvlbpekRWifxBcKf88fGoNTUeWo2kQgABBA4XIAAfblKnjphUZzNZHPSQ3NK9SEafm1Spyykjsze6dUvJaXPAc3d2A3XXgt29j69Kp9K32Ntl/2J/6fhdaqFReu26Nrb4E7qlJZ7d1nvr0x9F60FZu+XLA9YI3Dt9/MeZ0D5IP2Sq2bbYtx+6hwS8IK+hLTOWNClWr2fXU5OCJPOeetU4m0ngfUhbVkptHLTN0y9hu+p01mbVrqK8vue9fxB4rHub6/O0JF8YPiOAQFgCBOCwuGpPYmOGR0nAuky5TZqMxnoojzpNVuc+9HsQ9Db0nGMy5zQs1St2xLnGV6bla+Qa7JY19vtOzNYrbG6b87cWakjLnmnXnBTsemsDl/VkJtfv127Dq9a6Xcmjdqn8fY/79qOiQtoVm8SCGNXtyz32awKlnStWU43jsiJlrNujesj9yafJLVsPd2mfsVx5tFy31hMC5Qt6rNRmmV5vfu7VPWg6TiKAAAIIHDkCZklCH5luni8BOMsssQ8N1rOkHfYBs0odpT/sDH2K1ipvuknok7nJkVmyzLF/7WrntcHq8D9nUuwDpG1bzK8ntvA/F+y73GYUI9PXi6RP/wqWLtC5z/fa73+t1LEjdY+zme95qx/ybN/58lSjFTOMY4jvOeuzSZIZhGTHRrPcfob/uYq+yzXve6Wf3uvfFaXlPAIIIOAvwAjYX6QWfzeLE06S/+i/qmyeT6WZbypXgz66f8YPwZo8pG3G4iYl6vVdjU2FezZb5cgU7V/lPd0oz6fbm6i5cktOQad9np+D1eF/zjtFa61azq8X1hSttu63dXnGKJseL8E4rOur3ZoWPBvlUQW/RZn7/Pshi6zeLFAN5L7o9KTD2jokba/cMnW3cuspUmcD//NBv+uoT2T24VyT4hgRNB0nEUAAgQACBOAAKLX2UJR7oFwfPU+Z2P5ynXeGHvRzYShtbVXkHp8fo0/8Yo+93NXJr5hujWWUaO1mZU3TygZQNsdZzdMnSH1TJEA9Gko9h6SRW4aUx9xglsWfeMjxCr7ogRlLpL4vZMONsO7v7aLXFrcq8IzJaaBum1Nof0yq+aMfMt08Y6wOYrU+7UOZhs5WntKAU9j+TTYLujWWP4TGKo/7Jzn3mirVqf5p+I4AAghUJEAArkioNp3XMbNlxLVW6eKzwmnW6S1WbG6dr57e1Ug/lbTh0Claq5zpxn5+iaonAcucYVOeobfo9H9fL4/i89aRr6dIEO5vloY3RXvwfl3znDI2KxiG94pzWQH/OrM84aRwMp69Rns671a2aKPPcvn3I0hBeoRyK7d7rNg+bBbaWwdJKrth2c9XcfWsPa6HqlLPUPlD6GY9IG1NsDycQwABBBA4AgTMMnt/GX1tCXeKNmlD+3qzixwbPt3v+E8ZwwwTH/+isX8hU87r5H1e2XH/n3Kdc4RJtv9iNg+s738u2HdpY1NvW5c4hwdLF+icXAu+R+r8ONA5/2Myyo6X9F/Itdx1Zkn5/fDP5//dLHVOkzICTtUfrMNe5Tr86+Q7AggcvQKMgOvY7173kSlapb6ShcZh3d87pMPGojaFnjG7GqjbP9sfP1AC7kSPsn0vU6/fyraVDpmm/bxcio3p1taSOWpnQUhTtFY53pGkke0wjWqoosxx5ZZd3gl33nRpm11GnOeUl8Sq42DAtPphvpV7hh26f5B+lFdQ2fESbY3WrzQpPe1lh7x1LHM8K7d5ea2qXEdZwfxEAIGjXkDWp/CqawIyspT7el3JymUbogek/hJq+60R7BeNC1IPxKquu+urGXKdd8INOnVbKPlNSq/ecs3zM1VinPrkjOzy8nhHyQcD9cMSfD+R7SMnyHR0SHX4lyn7P1+kjOcZFasc2vG/e44jWcdhdaY475Rbu86RiexLxPhq6cPDkqZK/fCvg+8IIICAJUAArqP/DmRqd5w0vb/uky6BouKX9xquVi8ciNU5qW31jNPbpL1Vca5DU8ho80U5UijXPa3FWoe9DtZhe0EemJCjoqLG6N7L5cEJlX8Z2fVDJTu+ldHtp7pfxmSrpLJ+KCMj8gjU4d86k9WjkSqITpfjsRJ8N1RHHf518h0BBI5OAQJwHf29m8Wdmyhbw3QVpW7Svb3PAQ7YE7mO2s27ilkWUklAuUfJdLJ30VHA1MEPyqKoY5XHIwuQPGfoPpmZZakjWUdZmWU/5bqsU8Lu18qmLpVjt0sfqtyPsrLL++m9jqz18Wpj2ozKWpVXNscRQACBMgECcJlEHfwp959eLDtHPa1iZVrYZ4rW6opZIptg2GLHyCSHbGohuz3lqanauue1ii8ZBUuZ5kzdN+Pc6qrDv4lS5ytybIQE36eUrMqORD/86+A7AgggUNMCBOCaFo9gfSZRxoXnyhStTX0sU9EvWEXLFGqsKoi6XILu4/LtBwnQibJZx4ZIVfvHFK3Wn8lUs4xKI1+Hf1tlZ6wOKtrTWPdekeF/ju8IIIBAXRUgANfV39zv7ZaHMTiVy3wlG1c4VbStg3Lbnpfga5PR4mjdL8166EDEXybFea1ssjFOrsPeUF11RLzRFIgAAgjUMgECcC37hVSmOTJFa92yc5qMRhvLquGHVE7h2/pcHhZfGUvyIIAAAjUlEF1TFVFPdQqYSTIdfECZkv/o/itzq7MmykYAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQQAABBBBAAAEEEEAAAQQQOETg/wPmQ0BsQurztAAAAABJRU5ErkJggg==Draws medium triangledraws small triangleDraws main triangleDraws the triangles. on the outer edge (green). repeats this code three times and the repeat is repeated three times so the total number of triangles is 9120Lets the triangle be created in different direction120Makes code repeat 3 timesCauses the triangles to be made super fast0.01lets the triangles to be made quicklyMakes the triangle rotate fully until it goes back ro the start pointDraws the square on the outer edge (green). repeats this code four times and the repeat is repeated four times so the total number of squares is 169090makes code repeat 4 times