Assessment Retake done by Ken Mori.data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dDbRcVXn/8ec5kwsElFgFUSu+1foKxYiAtWpi6wqC3Dl7AlFeqli7BF9BK4oISkBUCtKKFrSKLTS+LLxwzz6TQKgmKKVWl5gqSK31rWoULL6BptpLbs7+rx0n7TX/m3vn7ZyzZ/Z31nK5WmbOfp7Pc9w/Zu7MOSo8EEAAAQQQQKByAa18RRZEAAEEEEAAASGAOQkQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFAAAEEECCAOQcQQAABBBCoQYAArgGdJRFA4P8E0jR9jqr+CSbhCDjnNud5fms4FY1nJQTweM6VrhAYGQFjzFoRWSEitwRc9BEi8gwROUBEkj3U6eb8/+fbWwsR+ZmI3CYiXxIR/3+H+Ng5C2utnwuPEgUI4BJxOTQCCCwu0AlgCWjDV2PMC0TkSBFJReQQEZkVka+LyM3OuR+LyD2NRuO7s7Ozd/3qV7/60aZNm34hIrsCWJvN5gMajcbDnXOPEJHHOOcOUtUDO/+i8WQR2VtE/l1EbFEUX1q+fPmGCy64IIhADnAei59EI/oMAnhEB0fZCIyLQCgbvjHmT51zL1TVpojc78PROXeb/zi23W7/xzC9m83m4xuNxvOdc8tF5HgR2VdEbhSRDRMTE+umpqZ2DHO9Xo4Vyjx6qXlUn0sAj+rkqBuBMRGoc8NvNpt/oKqnicjLROTeJEk+WhRFO8/zf6mS1xhzpHOuqaqniMhBzrlrVPUqa+2WKuvwa9U5j6p7rXs9ArjuCbA+ApEL1LHhp2naUtW/EBH/t91PFkWxrt1ufzqEUTSbzecmSXKqc+5kVb3DOfdXeZ5fW1Vtdcyjqt5CW4cADm0i1INAZAJVbvjNZvMFSZJcIiKPVtVLduzYcVW73f6vEMknJycPaDQaLxeRs0XkJ/6/rbW27FqrnEfZvYR+fAI49AlRHwJjLlDFht9sNper6vtV9RBVvXTZsmWXXX311f8zIrSJMeYNInKOqn5nx44db2i3258rq/Yq5lFW7aN2XAJ41CZGvQiMmUCZG/7RRx/94H322ecvVfWlInLltm3b1m7atOm+USRctWrVfvvtt99bnXNnicgniqI4u4x372XOYxTdy6yZAC5Tl2MjgMCiAmVt+M1m84VJkvydc+7rRVG8ev369f+2aDEj8IRWq/UE59x7ReQoETnNWnv9MMsuax7DrHFcjkUAj8sk6QOBERUY9oZ/+OGHTxx88MEfEJGTnHPn5Hn+vhGlWbBsY4z/5rbvLZ+YmHjV1NTUtmH0Oex5DKOmcT0GATyuk6UvBEZEYJgbfufdYaaq/sIZJ2ZZ5i92MbaPzu+J1znnDvQ/Y8rz/GuDNjvMeQxay7i/ngAe9wnTHwKBCwxrw+/8fCd3zmV5nvtvD0fzMMZcKSIvcc69OM9zf0GPvh/DmkffBUT0QgI4omHTKgIhCgxjw2+1Wv53sx8WkTOttf7j5+gexpiTRORqETnLWvv+fgGGMY9+147tdQRwbBOnXwQCExh0w0/T9J0+eJMkeUGWZf8cWHuVluOvqCUi/ygi11hrX9/P4oPOo581Y30NARzr5OkbgUAEBtnw0zS9WFVfURTF89vt9pcDaanWMiYnJ5/aaDQ2O+euy/P8tb0WM8g8el0r9ucTwLGfAfSPQM0C/W74rVbrnc65VzcajRXXX3/9HTW3EdTyaZo+RVU/IyLXWmvP6KW4fufRyxo89zcCBDBnAgII1CrQz4afpulbOleGWmGt/UqtDQS6eCeEb1HVD2VZdm63ZfYzj26PzfN+W4AA5oxAAIFaBXrd8I0xq0SkLSLPtdZ+sdbiA1/cGPM0EflckiQvn56e7uqGDr3OI3CCoMsjgIMeD8UhMP4CvWz4/vaBSZJ8ofNzm/XjrzN4h8aYlSJyU5Ikz5menr5tsSP2Mo/FjsU/X1iAAOYMQQCBWgW63fCPOeaYA/fee+8vquq1WZb5j6B5dClgjDnPOfcaETkyz/OtC72s23l0uTRPW0CAAOb0QACBWgW63fCNMVZVl2RZdlytBY/o4saY60TkIdba5xHAYQyRAA5jDlSBQLQC3QSwMeZMETnv/vvvP/TGG2/8UbRYAzRujHmQc+5OVb3KWrt2T4fqZh4DlMFL5wgQwJwOCCBQq8BiG76/3nGSJLeLSMta+6laix3xxVut1h8WRXFzkiRHZFl253ztLDaPEScIqnwCOKhxUAwC8QkstuEbY/zvWbdaa/09fXkMKJCm6QdU9Uhr7eEE8ICYA76cAB4QkJcjgMBgAgsFcKvVOtE5d0VRFI9pt9u/HGwlXu0FOrdr/J5z7qI8z/1NHH7rsdi/EKE4PAECeHiWHAkBBPoQ2NOGv3LlyiXLli3b6pw7q91uf6yPQ/OSPQg0m81mkiRXT0xMPHZqauq+uU8jgKs7bQjg6qxZCQEE5hHY04ZvjHmbqp6QZdlhwA1fwBhzq3Pu83mev5kAHr5vN0ckgLtR4jkIIFCawHwBPDk5eUCj0fieiJxgrd1Y2uIRHzhN02f560U75x4/97fBvAOu7qQggKuzZiUEEOjyHbC/0YKIPDvLshWglSdgjPGX9PyetfZ1u1YhgMvz3v3IBHB11qyEAAJdBHDnb78/FZGT8jy/EbTyBJrN5h8lSfLpmZmZh23cuPEXfiUCuDxvArg6W1ZCAIEuBHbf8Futlr9k4muzLHtyFy/nKQMKGGP8DS2us9ZeQgAPiNnjy3kH3CMYT0cAgeEK7B7Axphvisil1toPDXcljjafQLPZPCVJEu/9CAK42nOEAK7Wm9UQQGA3gbkBvHr16mcWRbF5YmLigKmpqV+DVY2AMeZnInKK/8IbH0FXY+5XIYCrs2YlBBCYR2Duhm+MuUJE9rHW/jlY1QkYY97nnFuW5/mpBHB17gRwddashAACiwfwvUVRnNJut28AqzoBf41o59xma+1+xpjz/coL3bChusrGeyUCeLznS3cIBC+w6x2Xc87f6/dj1trfCb7oMSzQGHOXiLxRRJ5IAFczYAK4GmdWQQCBPQjsCmAReaCq7p9l2SvAql7AGPNeVd3HObfzdo+8Ay5/BgRw+casgAACCwjMeQfsv417UZZl1wBWvYAxxojIBzv/IYArGAEBXAEySyCAwJ4FOgH8EBF5laoelGWZvwgHj4oF1qxZs3T79u2/VNV/cM59n3fA5Q+AAC7fmBUQQGDxd8Anisi+1tpHgVWfQKvVutM55/8G/2ECuPw5EMDlG7MCAggsHsDnichHrLWng1WfQJqm71bVs0XkQgK4/DkQwOUbswICCCwewP6nL2dZay8Dqz6BNE1frar+t9gXEMDlz4EALt+YFRBAoIsAVtVjsiy7Caz6BFavXn1EURT+2tAEcAVjIIArQGYJBBDYs0DnS1jnT0xMPHRqaurHWNUn0Pki1n/zEXQ1MyCAq3FmFQQQ2INAJ4DPsdbuDVL9AsaYX4rIZXwEXf4sCODyjVkBAQQW/wj6ldbahwFVv0DnblT+imRr669mvCsggMd7vnSHQPACnXfAqbV2efDFRlCgMWaziNxKAJc/bAK4fGNWQACBRd4BO+eOyvP8GKDqFzDGrBORbxPA5c+CAC7fmBUQQGDxj6AfZ619KVD1C6Rpermq/pwALn8WBHD5xqyAAAKLB/DDuQhHGKeJMeZdzrnteZ7vvC0hj/IECODybDkyAgh0IdD5GzAB3IVVFU8xxlzo17HWvr2K9WJegwCOefr0jkAAAgRwAEOYU0Kapher6v0EcPlzIYDLN2YFBBBY/CPoJ1hrTwaqfgH+BlzdDAjg6qxZCQEE5hHovAN+lrV2FUD1CxhjPi4i3+BLWOXPggAu35gVEEBgkXfAzrkT8jw/BKj6BYwx/yQiNxPA5c+CAC7fmBUQQGDxj6BfY609EKj6BYwx/yki1xDA5c+CAC7fmBUQQGDxAD7XWjsBVP0CxphtIvIeArj8WRDA5RuzAgIILB7A58/Ozj5yw4YNPwSrPoFms/nAJEnu425I1cyAAK7GmVUQQGAPArtuR6iqJsuyHKj6BJrN5nOTJLmF+wFXMwMCuBpnVkEAgUUCWETOttZeAlR9AmmanqGqlxPA1cyAAK7GmVUQQGDhAH6riFxrrX0JUPUJGGMuE5HXi8g7+Btw+XMggMs3ZgUEEFj8b8CpiPjLUXJP4BrPFmPMt0SkwbegqxkCAVyNM6sggMAC74Cdc/ur6hlFUTyq3W7fBVb1AsaYB4nIT0TkIyJyN++Ay58BAVy+MSsggMDi74DFX4xDRN6f5/nfAla9QJqmJ6vqu0Xk7/3qBHD5MyCAyzdmBQQQ6C6AVVWfaK09EbDqBYwxVzjnZlT1FwRwNf4EcDXOrIIAAgt8BO3/kapucs59ylq7L1jVCxhjfuacO1VVDyeAq/EngKtxZhUEEFgkgP1Hnmma3q2qZ1prPwlYdQJpmh4tIp/M83xZ53fZfARdAT8BXAEySyCAwJ4F5m74/mcwqvqILMtOwqw6AWPMVSKyw1p7OgFcnTsBXJ01KyGAwDwCczf8NE0PVdUvichB1tp7AStf4LTTTpu45557fq6qL8yy7BYCuHzzXSsQwNVZsxICCCwSwP4fG2O+3Pkd6nsBK18gTdPTVfVN1trHd/zX+v/mW9Dl2xPA5RuzAgIILCCw+zsuY8zLnHMX5Xn+SODKFzDGfN059748z68kgMv3nrsCAVytN6shgMBuAvN95GmM+ZGInMGXsco9XfyXr1T12pmZmYM2btw4QwCX67370Qngar1ZDQEEugjgNE3PSpLkZVmWHQJYeQJpmn5eVT9jrfXX4t754G/A5XkTwNXZshICCHQhMN+Gv2bNmr22b99+t4i81lr7iS4Ow1N6FEjTdFJEPqGqj5z7hTcCuEfIAZ7OO+AB8HgpAggMLrCnDb/Var3SOfdma+3viYgbfCWOMFfAGHOHqq7LsuzS3f7/fAmrolOFAK4ImmUQQGB+gYXecfkvCInIB621fCN6iCdQmqZ/pqoXbt269XFbtmzZTgAPEbeHQxHAPWDxVAQQGL7AIgF8jIhc75x7Yp7nW4e/enxHbLVaDy2K4puq+or5vuTGR9DVnRMEcHXWrIQAAvMILLbhp2nq/0651FprABxcoOO5zFp77HxHW2weg1fAEXYJEMCcCwggUKvAYhv+cccd97tLliy5oyiKM9vt9kdrLXbEFzfG+H+JWSciT7PWfpsArnegBHC9/qyOQPQCiwWwBzLGHO+vjqWqT8+y7BvRo/UBsHr16kcXRfEV59yb8jz3136e99HNPPpYnpfMI0AAc1oggECtAt1u+K1W68POuadba3feLo9HbwJpmt6iqj+01p680Cu7nUdvq/Ps+QQIYM4LBBCoVaDbDd//Nnh2dvY2EflKlmWn1lr0iC2epukHVPX5ExMTz5iamrqPAA5jgARwGHOgCgSiFeg2gD2QMeYxIuLvlvQOa+3l0aL10Hir1TrVX+t5x44dR61fv97/rGvBRy/zWOxY/POFBQhgzhAEEKhVoNcN3xhzpIjc6pw7Jc/z62otPvDFm83m85IkuUlV/yTLsn/uptxe59HNMXnO/AIEMGcGAgjUKtDPht9qtVLnnP950qpug6XWJmtYfHJy8ohGo/FZEXmNtfbqbkvoZx7dHpvn/bYAAcwZgQACtQr0u+E3m81XqupfJ0nyx1mWfb7WJgJb3H9K4Jy7OUmSi7Isu7iX8vqdRy9r8NzfCBDAnAkIIFCrwCAbvr+koohc6ZxrttvtT9faSCCLp2n6LFX1Fuf2cwnPQeYRCMHIlEEAj8yoKBSB8RQYdMPfFcIi8rqFft86nnq/3ZUx5kUi4j9ufms/4euPNug8YnAeVo8E8LAkOQ4CCPQlMIwNv9VqrXDO3Sgif2OtPbuvQkb8RWmanquqbyuK4vh2u31Dv+0MYx79rh3b6wjg2CZOvwgEJjCsDT9N00NFJBeRr83Ozr7khhtu+HlgrZZSzpo1a5Zu377dX6LzmUmSTE5PT//rIAsNax6D1BDLawngWCZNnwgEKjDMDf/oo49+8NKlS/21jpcnSbJ6enr6C4G2PZSyjDH+qmDXi8h3VfVFWZbdM+iBhzmPQWsZ99cTwOM+YfpDIHCBMjZ8Y8w5InJ+517CbxARFzhDz+UZY94lIm90zl2a5/l5PR9gDy8oYx7Dqm3cjkMAj9tE6QeBERMoa8NvtVqHOOc+LiL7isjp1trNI0Yzb7mtVuvZRVF8UFUniqI4pd1u+yuDDe1R1jyGVuAYHYgAHqNh0goCoyhQ9oafpunZqvp2EdlYFMVb2u32t0bRaXJy8rFJkrxDVU8QkYsPO+ywCy+44IJi2L2UPY9h1zvKxyOAR3l61I7AGAhUseEfe+yxD9trr70uFZE1IvIx59zaPM+3jgJfs9k8SFXXqqr/zXM+Ozv7pg0bNny/rNqrmEdZtY/acQngUZsY9SIwZgJVbvj+m9Kq6v82nPr7CzvnLs/z/Kshkk5OTj5pyZIlr3fO+eDdnCTJeYN+w7mbPqucRzf1jPNzCOBxni69ITACAnVs+K1W68n+42hVfbG/vaFz7qof/OAH12zZsmV7nWTnn39+cvvtt79URF4uIkf5bzjPzs6+Z8OGDQP9tKiXnuqYRy/1jdNzCeBxmia9IDCCAnVu+P7j3UajcXJRFK8TkYeraqaqNy1ZsmR6ampqWxWcK1eu3Gf//fc/3t9YovP33Z86565wzq1rt9t3VVHD3DXqnEfVvda9HgFc9wRYH4HIBULZ8Ds3MPBfcDpBVR/lnLtDRGyj0fjqzMzMZ4d1YY81a9Ysm5mZWdFoNA7117AWkaeLyN3OueuSJJmu++5Oocwjhv9ZEMAxTJkef0sgTdPn+PujwhKMwIpOJbcEU5HIwZ2/Ez+kU5Nzzt2rqneKiL/z0q97rHWpiPj7GPurdT14zo1w7hWR9SLynR6PV+bT/TxusdauLXMRjs3dkDgHIhTo/Bv+zk0m4PaPEJFniMgBIpLsoc65F5eY71+m/U9UfiYit4mI/63o0H+yMiS/EAN4odYS59yTVPX3ReShIvIA59xeqrpzBqrqw9r/LXmbqv7YOed/9vQ1EdkxJK/SD+Oc25zn+a2lLxT5ArwDjvwEiLH9AD9iU2PMCzrvkIyIPFVEZkXk6yJys3PuxyJyT6PR+O7s7Oxdv/rVr360adOmX8y5upM2m80HNBqNhzvnHiEij3HO+Z+uHCgiPtyeLCJ7i8i/+49Ui6L40vLlyzeU8RvSfs6nAOfRTxu8BoGeBQjgnsl4wagLhLLhG2P+1Dn3QlX1fwe834ejc+42/+6j3W7/xzCdm83m4xuNxvOdc8tF5PjO1aH83YM2TExMrJuamqrt3Vko8ximN8dCoBsBArgbJZ4zVgJ1bvjNZvMPVPU0EXmZiNybJMlHi6Jo53n+L1Uid75w1FTVU0TkIOfcNap6lbV2S5V1+LXqnEfVvbIeAnMFCGDOh+gE6tjw0zRtqepfiIj/2+4ni6LwPzH5dAj4zWbzuUmSnOqcO1lV73DO/VWe59dWVVsd86iqN9ZBYCEBApjzIzqBKjf8ZrP5giRJLhGRR6vqJTt27Liq3W7/V4jok5OTBzQaDX8BCH9D+5/4/7bW2rJrrXIeZffC8RHoRYAA7kWL546FQBUbfrPZXK6q71fVQ1T10mXLll129dVX/8+IACbGGH8Lv3NU9Ts7dux4Q7vd/lxZtVcxj7Jq57gIDCJAAA+ix2tHUqDMDd/fEH6fffb5S1X1lxO8ctu2bWs3bdp03yhCrVq1ar/99tvvrc65s0TkE0VRnF3Gu/cy5zGK7tQcjwABHM+s6bQjUNaG32w2X5gkyd85575eFMWr169f/2/jgN5qtZ7gnHtv59rEp1lrrx9mX2XNY5g1ciwEyhAggMtQ5ZhBCwx7wz/88MMnDj744A+IyEnOuXPyPH9f0AB9FmeM8d/c9r3lExMTrxrWtZKHPY8+2+NlCFQuQABXTs6CdQsMc8PvvDv0F/D3F844Mcsyf7GLsX10fk+8zjl3oL+OcZ7n/gpPAz2GOY+BCuHFCFQsQABXDM5y9QsMa8Pv/Hwnd85leZ77bw9H8zDGXCkiL3HOvTjPc39Bj74fw5pH3wXwQgRqEiCAa4Jn2foEhrHht1ot/7vZD4vImdZa//FzdA9jzEkicrWInGWtfX+/AMOYR79r8zoE6hQggOvUZ+1aBAbd8NM0facP3iRJXlD3reNqAZyzqL+iloj8o4hcY619fT/1DDqPftbkNQiEIEAAhzAFaqhUYJANP03Ti1X1FUVRPL/dbn+50sIDXWxycvKpjUZjs7+fbZ7nr+21zEHm0etaPB+BkAQI4JCmQS2VCPS74bdarXc6517daDRWXH/99f5m7Tw6AmmaPkVVPyMi11prz+gFpt959LIGz0UgRAECOMSpUFOpAv1s+GmavqVzZagV1tqvlFrgiB68E8K3qOqHsiw7t9s2+plHt8fmeQiELEAAhzwdaitFoNcN3xizSkTaIvJca+0XSylqTA5qjHmaiHwuSZKXT09Pd3VDh17nMSZUtIGAEMCcBNEJ9LLh+9sHJknyhc7PbdZHh9VHw8aYlSJyU5Ikz5menr5tsUP0Mo/FjsU/R2CUBAjgUZoWtQ5FoNsN/5hjjjlw7733/qKqXptlmf8ImkeXAsaY85xzrxGRI/M837rQy7qdR5dL8zQERkaAAB6ZUVHosAS63fCNMVZVl2RZdtyw1o7pOMaY60TkIdba5xHAMU2eXrsVIIC7leJ5YyPQTQAbY84UkfPuv//+Q2+88cYfjU3zFTZijHmQc+5OVb3KWrt2T0t3M48Ky2YpBCoTIIAro2ahUAQW2/D99Y6TJLldRFrW2k+FUvco1tFqtf6wKIqbkyQ5IsuyO+frYbF5jGLf1IxANwIEcDdKPGesBBbb8I0x/vesW621/p6+PAYUSNP0A6p6pLX2cAJ4QExePlYCBPBYjZNmuhFYKIBbrdaJzrkriqJ4TLvd/mU3x+M5Cwt0btf4PefcRXme+5s4/NZjsX8hwheBcRUggMd1svS1R4E9bfgrV65csmzZsq3OubPa7fbHIByeQLPZbCZJcvXExMRjp6am7pt7ZAJ4eM4cabQECODRmhfVDkFgTxu+MeZtqnpClmWHDWEZDvH/v9O91Tn3+TzP30wAc3ogIFyIg5MgPoH5AnhycvKARqPxPRE5wVq7MT6V8jtO0/RZ/nrRzrnHz/1tMO+Ay7dnhTAFeAcc5lyoqkSB+TZ8f6MFEXl2lmUrSlw6+kMbY/wlPb9nrX3dLgwCOPrTIloAAjja0cfb+O4bfudvvz8VkZPyPL8xXpnyO282m3+UJMmnZ2ZmHrZx48Zf+BUJ4PLdWSFMAQI4zLlQVYkCu2/4rVbLXzLxtVmWPbnEZTl0R8AY429ocZ219hICmNMiZgECOObpR9r77gFsjPmmiFxqrf1QpCSVtt1sNk9JksR7P4IArpSexQITIIADGwjllC8wN4BXr179zKIoNk9MTBwwNTX16/JXZ4VO6P5MRE7xX3jjI2jOiVgFCOBYJx9x33M3fGPMFSKyj7X2zyMmqbx1Y8z7nHPL8jw/lQCunJ8FAxEggAMZBGVUJ7BbAN9bFMUp7Xb7huoqYCV/jWjn3GZr7X7GmPO9yEI3bEAMgXEUIIDHcar0tKDArgB2zvl7/X7MWvs7kFUvYIy5S0TeKCJPJICr92fF+gUI4PpnQAUVC+wKYBF5oKrun2XZKyougeV+8/Oj96rqPs65nbd75B0wp0VsAgRwbBOn3//93alzzn8b96Isy66BpXoBY4wRkQ92/kMAVz8CVqxZgACueQAsX71A5x3wQ0TkVap6UJZl/iIcPCoWWLNmzdLt27f/UlX/wTn3fd4BVzwAlqtdgACufQQUULVAJ4BPFJF9rbWPqnp91vs/gVardadzzv8N/sMEMGdGbAIEcGwTp99dH0GfJyIfsdaeDkl9AmmavltVzxaRCwng+ubAyvUIEMD1uLNqjQKdd8D+py9nWWsvq7GU6JdO0/TVqup/i30BARz96RAdAAEc3chpeFcAq+oxWZbdhEh9AqtXrz6iKAp/bWgCuL4xsHJNAgRwTfAsW5/ArgCemJh46NTU1I/rq4SVO1/E+m8+guZciFGAAI5x6pH33Angc6y1e0dOEUT7xphfishlfAQdxDgookIBArhCbJYKQ6ATwK+01j4sjIrirqJzNyp/RbK1cUvQfWwCBHBsE6ffXd+CTq21y+GoX8AYs1lEbiWA658FFVQrQABX681qAQj4d8DOuaPyPD8mgHKiL8EYs05Evk0AR38qRAdAAEc3chrufAT9OGvtS9GoXyBN08tV9ecEcP2zoIJqBQjgar1ZLQCBTgA/nItwBDCM39yU4V3Oue15nu+8LSEPBGIRIIBjmTR9/q8AARzWyWCMudBXZK19e1iVUQ0C5QoQwOX6cvQABQjgsIaSpunFqno/ARzWXKimfAECuHxjVghMoBPAT7DWnhxYaVGWw9+Aoxw7TYsIAcxpEJ1AJ4CfZa1dFV3zATZsjPm4iHyDL2EFOBxKKlWAAGCVUz4AABAxSURBVC6Vl4OHKND5GdIJeZ4fEmJ9sdVkjPknEbmZAI5t8vRLAHMORCfQeQf8GmvtgdE1H2DDxpj/FJFrCOAAh0NJpQoQwKXycvAQBToBfK61diLE+mKryRizTUTeQwDHNnn6JYA5B6IT2HU3pNnZ2Udu2LDhh9EBBNRws9l8YJIk93E3pICGQimVCRDAlVGzUCgCc+4HbLIsy0OpK8Y6ms3mc5MkuYX7Acc4fXomgDkHohPYFcAicra19pLoAAJqOE3TM1T1cgI4oKFQSmUCBHBl1CwUikAngN8qItdaa18SSl0x1mGMuUxEXi8i7+BvwDGeAXH3TADHPf8ou+8EcCoi/nrQ3BO4xrPAGPMtEWnwLegah8DStQkQwLXRs3BdAp3fAe+vqmcURfGodrt9V121xLyuMeZBIvITEfmIiNzNO+CYz4Y4eyeA45x71F133gGLc+4EEXl/nud/GzVITc2naXqyqr5bRP7el0AA1zQIlq1NgACujZ6F6xKYE8Cqqk+01p5YVy0xr2uMucI5N6OqvyCAYz4T4u2dAI539tF2viuAVXWTc+5T1tp9o8WosXFjzM+cc6eq6uEEcI2DYOnaBAjg2uhZuC6BXQHsP/JM0/RuVT3TWvvJuuqJcd00TY8WkU/meb5s7jxitKDneAUI4HhnH23nczd8/zMYVX1ElmUnRQtSQ+PGmKtEZIe19nQCuIYBsGQQAgRwEGOgiCoFdnsHfKiqfklEDrLW3ltlHbGuddppp03cc889P1fVF2ZZdgsBHOuZQN8EMOdAdAK7b/jGmC93fof63ugwamg4TdPTVfVN1trH++UJ4BqGwJJBCBDAQYyBIqoUmCeAX+acuyjP80dWWUesaxljvu6ce1+e51cSwLGeBfTtBQhgzoPoBOZ7x2WM+ZGInMGXsco9HfyXr1T12pmZmYM2btw4QwCX683RwxYggMOeD9WVIDBfAKdpelaSJC/LsuyQEpbkkB2BNE0/r6qfsdb6a3HvfPARNKdHrAIEcKyTj7jv+Tb8NWvW7LV9+/a7ReS11tpPRMxTWutpmk6KyCdU9ZFzv/BGAJdGzoEDFyCAAx8Q5Q1fYE8bfqvVeqVz7s3W2t8TETf8leM+ojHmDlVdl2XZpXMlCOC4z4uYuyeAY55+pL0vtOH7LwiJyAettXwjeojnR5qmf6aqF27duvVxW7Zs2U4ADxGXQ42sAAE8sqOj8H4FFgngY0TkeufcE/M839rvGrzu/wRardZDi6L4pqq+Yr4vufEOmLMlVgECONbJR9z3Yht+mqb+75RLrbUmYqahtd7xXGatPXa+gy42j6EVwoEQCEyAAA5sIJRTvsBiG/5xxx33u0uWLLmjKIoz2+32R8uvaHxXMMb4f4lZJyJPs9Z+mwAe31nTWe8CBHDvZrxixAUWC2DfnjHmeH91LFV9epZl3xjxlmspf/Xq1Y8uiuIrzrk35Xnur/0876ObedTSAIsiULIAAVwyMIcPT6DbDb/Van3YOfd0a+3O2+Xx6E0gTdNbVPWH1tqTF3plt/PobXWejUD4AgRw+DOiwiELdLvh+98Gz87O3iYiX8my7NQhlzHWh0vT9AOq+vyJiYlnTE1N3UcAj/W4aa5PAQK4TzheNroC3Qaw79AY8xgR8XdLeoe19vLR7bq6ylut1qn+Ws87duw4av369f5nXQs+epnHYsfinyMwSgIE8ChNi1qHItDrhm+MOVJEbnXOnZLn+XVDKWJMD9JsNp+XJMlNqvonWZb9czdt9jqPbo7JcxAYBQECeBSmRI1DFehnw2+1Wqlzzv88aVW3wTLUokfgYJOTk0c0Go3PishrrLVXd1tyP/Po9tg8D4GQBQjgkKdDbaUI9LvhN5vNV6rqXydJ8sdZln2+lOJG9KD+UwLn3M1JklyUZdnFvbTR7zx6WYPnIhCiAAEc4lSoqVSBQTZ8f0lFEbnSOddst9ufLrXQETl4mqbPUlVvcW4/l/AcZB4jQkSZCMwrQABzYkQnMOiGvyuEReR1C/2+NQZYY8yLRMR/3PzWfsLXGw06jxic6XE8BQjg8ZwrXS0gMIwNv9VqrXDO3Sgif2OtPTtG8DRNz1XVtxVFcXy73b6hX4NhzKPftXkdAnUKEMB16rN2LQLD2vDTND1URHIR+drs7OxLbrjhhp/X0lDFi65Zs2bp9u3b/SU6n5kkyeT09PS/DlLCsOYxSA28FoE6BAjgOtRZs1aBYW74Rx999IOXLl3qr3W8PEmS1dPT01+otbmSFzfG+KuCXS8i31XVF2VZds+gSw5zHoPWwusRqFKAAK5Sm7WCEChjwzfGnCMi53fuJfwGEXFBNDvEIowx7xKRNzrnLs3z/LxhHbqMeQyrNo6DQJkCBHCZuhw7SIGyNvxWq3WIc+7jIrKviJxurd0cJECPRbVarWcXRfFBVZ0oiuKUdrvtrww2tEdZ8xhagRwIgZIECOCSYDlsuAJlb/hpmp6tqm8XkY1FUbyl3W5/K1yNPVc2OTn52CRJ3qGqJ4jIxYcddtiFF1xwQTHsXsqex7Dr5XgIDEuAAB6WJMcZGYEqNvxjjz32YXvttdelIrJGRD7mnFub5/nWUUBqNpsHqepaVfW/ec5nZ2fftGHDhu+XVXsV8yirdo6LwCACBPAgerx2JAWq3PD9N6VV1f9tOPX3F3bOXZ7n+VdDhJucnHzSkiVLXu+c88G7OUmS8wb9hnM3fVY5j27q4TkIVCVAAFclzTrBCNSx4adp+hQR8R9Nv9jf3tA5d9UPfvCDa7Zs2bK9Tpjzzz8/uf32218qIi8XkaP8N5xnZ2ffs2HDhoF+WtRLT3XMo5f6eC4CZQkQwGXJctxgBerc8P3Hu41G4+SiKF4nIg9X1UxVb1qyZMn01NTUtirQVq5cuc/+++9/fKPRWOWc83/f/alz7grn3Lp2u31XFTXMXaPOeVTdK+shMFeAAOZ8iE4glA2/cwMDH4AnqOqjnHN3iIhtNBpfnZmZ+eywLuyxZs2aZTMzMysajcah/hrWIvJ0EbnbOXddkiTTdd/dKZR5RPc/BBquXYAArn0EFFC1QGfDXyEit1S99gLrHdz5O/FDOs9xzrl7VfVOEfF3Xvp1j7UuFRF/H2N/ta4Hi8iu/63fKyLrReQ7PR6vzKfvnIW1dm2Zi3BsBEITIIBDmwj1lC6Qpulz/A3jS19oeAskzrknqervi8hDReQBzrm9VHXn/35V1Ye1/1vyNlX9sXPO/+zpayKyY3gllHsk59zmPM9vLXcVjo5AWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgECOBIBk2bCCCAAAJhCRDAYc2DahBAAAEEIhEggCMZNG0igAACCIQlQACHNQ+qQQABBBCIRIAAjmTQtIkAAgggEJYAARzWPKgGAQQQQCASAQI4kkHTJgIIIIBAWAIEcFjzoBoEEEAAgUgE/h/m2CpKavNV/QAAAABJRU5ErkJggg==

Makes the square with z as the side length of the square

Draws circle. Here 360 degrees represent a circle and the equation 2πr^2 is the circle equation, and when divided by 360, it will move that amount of steps while turning 1 degrees to ensure that it is a circle.