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MvcMYfb8wuf8A+vOuWf/zuf3W/d7nufZz0lOHgQIECBAgMA5F8jnfEULEiBAgAABAkkAGwICBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIECAAAECDQQEcAN0SxIgQIAAAQFsBggQIECAQAMBAdwA3ZIECBAgQEAAmwECBAgQINBAQAA3QLckAQIECBAQwGaAAAECBAg0EBDADdAtSYAAAQIEBLAZIHAOBK655poHXHTRRb+Tc37wwnI39X3/vedgeUsQIHAeCgjg87Ap53tJa2trzxyNRjfv1FlKKSmlT+Sc376ysvKajY2Nu87Ve+i67gU557+1vb19zWw2+1/nat1l17nyyitXHvrQhz4353xhKeWBOedXpJTe0SKA19fX92xtbf37lNKTSim/efTo0f233XbbiWXfU+TnHzp06KHDMLy8lHKofigqpfxpzvm9KaVX933/ocX3tr6+ftGJEydeWkp5YUrp61JKn8k5/+LevXt/4lzOemRvtZ9eQACbjKUFFgK4Tyn9Willb8756fUPekrpyMrKymRjY2N76Rc+i1/ouu6fpZQODcNw6fkcwItvbW1t7WtGo9EnU0qHWwRw13WXpZR+M6V0Z0rpgaWUK6bT6X87C/6QvzKZTC4ppfznlNJXpZTq/PxhKeXBOee/klLaU0p50nQ6/e/1zV133XUXXHDBBbNSynfmnP9VSqn+/MqU0jNLKe8+evRo9+X24SVk08/TogXwedqY87mshQD+vr7v31prXV9fX93a2npfSulbtre3H3vkyJGPnov3IICXV+667gdTSv84pfSilNIvpZRe0ff9jy//SjF/Y/7+X5tS+q6+72/ZeRdd112TUro1pXRj3/c/Vn8+mUxeVEp5U0rph/u+/6n5c/N4PP7JnPMP16f0fV8/iHoQWFpAAC9N5hdOF8BVpeu6l6eUXjkMw3fMZrN/uyN14MCBvfv27fsbKaXvTyldnlI6WkrZKKXcOJvNPnOq6Hg8/vqU0stSSt89v2b6JymlD+acn7O5ufl/uq57XkrpLffWiVLKS6fT6WvmHw7qKdf6egdTSt+UUvqKUsof16P1vXv3/ug73/nOejR68jF/7devrKx849bW1l9MKf1QSulrU0q/PgzDi2ez2QcW17322msfdOGFF9bTyX/5lOu7O0+7vO/7Tyz+zm6OgJc1W2IqR13X3VZK+cqjR49etW/fvl9PKX1uZWXlKYtnLXauWdegHobhzXv27PkHpZRn1yPEnPPb7rzzzr/9nve850+X7fH89PeuerH4nrquu3E+E/+w7/v6/8/60XXdK1NK9fTzVdPp9IM7L3To0KFvHoahnn5+ed/3r0opVav67w9ZWVl59OLp5slk8pRSyr9LKW32ff/dZ12MX/yyFhDAX9btP7s3fy8BXI+Gnz0Mw2Nns9lv1Ve/8cYbR3fccUc9yqp/vOv//kYp5etzzn+tlPLp1dXVb93Y2PjDhQCsp/d+JaW0L6X0yymlT5ZSLsg5P2Vra+v573rXuz7Zdd3+mpX1d0opk5zzo3POr6vX8XZeZxiG985ms3qdM9Xrrw972MPeV0r53VLK/8g51+udl6aU/lJK6feOHTu2/5ZbbqmBvBPAtc4PlVIem1J6c855K6V0Q0rprpzzY+qHgPrcAwcOXHjxxRd/IOd8ZSnlDfPr4E+d11ZD/bUrKytv29jYOLpMAC9rtkwXDx48+PA9e/Z8pJTymul0+orxePxzOecbhmF43E7P6ustBPBtOefqPdRTsLW3Oee1Uso/mk6nL1m2x8v0Yud91Wuwx48f/1jO+SGllD8YhuGyI0eO1NPnZ/VYW1t7wmg0+tV6Gn40GnWHDx/+3a7r6ry9M6X0xJzzEzc3Nz+yvr7+oOPHj38q5zzt+/45C0G9NgzDP53P6McuueSSb3rTm95UZ8SDwFICAngpLk+uAqcG8POe97wLP//5zz8/5/zTKaVb9u/ff/2NN944zJ/7jNFo9O56um5zc7P++8nHZDK5upRSN73U030nT3/ecMMNK5/97GdraD56NBo98/Dhw3cfRd+T/BdzCnrniD2ldG3f9+9ZCOB6dF1D9ul9398x/3k9gv/ZumlnOp1u1p+Nx+ODOefZ4unJGp633357fb9XraysXLqxsfEHp9Z+piPgtbW1XZstO5GTyaR+8Hn9MAxPmM1mt4/H46fPNx+9uO/7elr25GNx13Z9j3v37n32xsbG/533qJqs7ATPfVHv6Xqx+N4WjoBf0/d9PdPyRT3mm/d+rpRS5/SmUsozUkqrOefn7szC2tra5aPR6GMppR+rR93z3r4051yPoKf1+nlK6YphGB4+m83qWRoPAksJCOCluDz5lABeBDlWj3BXVlZeUv9Q7/zDeDy+Ked8XUrpsr7v/2jn5/Xocd++fb+Vc/7E5ubm1fNQrqf1agC/ru/7F+9G+4sJ4NMdyS+c3v6evu/fsfA+viXnXGu7+7r3ZDL5O6WUnyylPHk6nf6nnedOJpO/X0qppzD/v9PPc7973YS1jNlujBaek7uuq9fpH3LJJZc8rh61ra+vf+Xx48c/mnP+VN/331GPdE8J4N9fWVn59sWeTiaTjWEYDtx1113fUE9D3xf13tNZlSXf366fPt+zUK+D/82dXyql/IsvfOELP3DrrbeePCMzHo+flHP+j/Vyxurq6uu3trZ+cX5Z5JWPf/zjX3XHHXfUo+BQGwB3DeSJ50RAAJ8T5vvXIgt/LG9KKdXdpHVH6LePRqMf2NzcrKdv7350XVevqf35lFIN33q70s6jzt6+Usrt0+n0m+cB/NxSyluHYbh+Npsd3o3abgP4+uuvf8SJEyfqUeyBnHO9laQ+VudHMXeH6k4AnxqqO3+MFwP4dEfA82ucdWPPE48dO/aIW2655X+f+j7OdAS8jNlujHaeM7/15rdTSm9c/IDTdd3bUkp/YXt7+9FHjhz51CkB/Ctn2qm9bL277cUy722Z59YPHVtbWzfnnJ80DMPLVldXf3m+R6DuUfjUaDR66uHDh39/bW3tkaPR6KOllDfmnJ88v2zxnJ1NV13X/cuU0tMcAS+j77mLAgLYPCwtcOrRyvxWjboh5XHDMHzbbDaroXzyMR6PP5xzfnhK6Z/sHF39PwOY86c3Nzd/of5sJ/xyzgc3Nzfvvs/43grcTQBPJpPHllJ2NtucvO1k/pqPqJunFkN1mQCeXwO+fTQafUMp5edLKfV64clrwPNrrC89Xe1nCuBlzJZpXtd19Tr2G0sp9bR5DeKTj/k13noq+q9vbm7+/LIBvEy9y/Rimfe2zHMnk0ndUPb3hmH43tls9vaFDyh/dRiG+v7f0Pf998/7VDfQPaCU8vFSSv1gWDetnWQbj8f1OvJXra6uPv5c3Xa3zPv03PNfQACf/z067yo83enC8XhcN0PVo9Z/3vd93XB18jGZTA4Pw/C00Wh06c7mpXt6Q5PJ5BmllHr0+KO7vS1mNwHcdd3P1h3YpZQDi7te7+0U9G6OgNfW1q4ajUb1lO67SynfmnP+cyml+of6dVdcccUbdq6Dn/p+zxTAy5gtMxxd19XNbdfey++8r+/7eitOWbgGfMYj4GXqXaYXy7y3ZZ47Ho/rh8XHrK6uPnxxg9z6+vrFddNV3UxXz8rMd6L/15TS1+ScH7e5ufnZnXXW1ta+Luf82znnugvat5kt0wDPvVtAABuGpQVOF1z1KHh1dfVDOefLT5w4sf/mm2+um1fqEfALc871CPfV+/fv/5F7CqX63HpLz0UXXVTvHz4xDMNVs9ns42cqbudoJqX0nX3fv/90z5+H9PcMw/CYnddcX1//6q2trTfPb00621PQb6lfQLK9vf3IZXblnimAlzE7k8/Ov6+vr3/t8ePHPz4ajd6xubn5/FN/r+u6Iymlq0ej0eWHDx/+n8sE8DL1LtOLxRrv49uQ6r2+dRPg1YsfyLquqzvw/0P9QNX3/cld9uPx+GU551edcrRcj37fkHOu91E/re/723bbB88jsCgggM3D0gL3chtS/Saheor3p/u+r/fPpoMHD37FaDR6//wa2ofrzud6W0/O+QH1DqF6O8spX4ZQ7/Gtm12OlVLennP+zPw2pCdvbW29oN6GtFjw/JaSekRTv/7yrfX+3pxzvcXoQ33f1yPfemr7BfPXrN/aVXevXpJzrkfpX0gpffXZnoIej8evzjnX08z/ppTy4XrkmHOut8fcmXO+dXNz89d2ap1MJt9YSqmnu+sp33pK8wdLKR+pR1D1Z4u3TS1rtpsGjsfj78s5/9I9XV8/dOjQC4dh+IVSyvOn0+lblgngZepdphcLHx7u09uQ5tfuD5dSjo1Go7oDuu5Ur3Nw8j7neaie/DrK66677oGrq6u/mnN+ZL0tbn6Z4dvmAf766XRaN3Et7m3YTTs8h8BJAQFsEJYWuKcArn+I9+zZU29RedD29vajjhw58rn64vNNLy8ppdT7bi/LOdedtr+XUnr/MAw/ceqRbtd1T0sp1YC6eh7Uf1RK+cBoNHrR6U5jr62trY1Go/rlDvUIpj5+Y3t7+4eOHDnyr+fr1y/iqPes1k1YdQNWvR/4pmEYDu/Zs+e/nG0AP+tZz3rI3r176/utX2m4cxtKvTWlbu6qX5H92ul0Wj+IlFO/P/tU9MUvDjkbszM1seu6+m1NB7a3ty/f6cvi71x//fWXbm9v169ZfG/f9weXCeBl6p1vUttVLxbru69vQ1pbW3vqaDR68cKMfa5+tWQp5acWrvOeLOHgwYMPHo1GP55zrl/McnG9zJBS+pn9+/e/8d7O6JypJ/6dgAA2AwTOQqAGyYkTJ95bSnlU/frNvu9/Z+dl5sH8rpTSo06cOHHZzTff/OmzWMKvECBwPxcQwPfzBnt7XxqB+TXkejq8nuquR+x3P+ZHeXVz1hOGYbg8yn8k4ksj5VUJELgnAQFsNgichUDdIXvxxRfXa8/1qwvrfyWn3np15/w/NVgDuW7yufvrGs9iCb9CgMD9XEAA388b7O196QTm1wb/bkrpWXX3d0pp7/xa8AdLKW+ZTqf1u4Vt0PnStcArEwgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILSCAQ7dP8QQIECAQVUAAR+2cugkQIEAgtIAADt0+xRMgQIBAVAEBHLVz6iZAgACB0AICOHT7FE+AAAECUQUEcNTOqZsAAQIEQgsI4NDtUzwBAgQIRBUQwFE7p24CBAgQCC0ggEO3T/EECBAgEFVAAEftnLoJECBAILSAAA7dPsUTIECAQFQBARy1c+omQIAAgdACAjh0+xRPgAABAlEFBHDUzqmbAAECBEILCODQ7VM8AQIECEQVEMBRO6duAgQIEAgtIIBDt0/xBAgQIBBVQABH7Zy6CRAgQCC0gAAO3T7FEyBAgEBUAQEctXPqJkCAAIHQAgI4dPsUT4AAAQJRBQRw1M6pmwABAgRCCwjg0O1TPAECBAhEFRDAUTunbgIECBAILfBn0y770nXsPDwAAAAASUVORK5CYII=Norectangle area-1000Rectangle Area: 20Let's find the length and width of the rectangle.Determine the perimeter of the rectangle.rectangle perimeter3636Did you enjoy the Geometry Calculator?yesNoNorectangle area-1000Rectangle Area: 20Let's find the length and width of the rectangle.Determine the perimeter of the rectangle.rectangle perimeter3636Did you enjoy the Geometry Calculator?yesNo1080368