If two rectangles have the same perimeter, do they have to be congruent? Explain how you know.
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LeGfvJDDz1k59Zz5swx4gYhI+9gWcH6pXoWTJfOfbIyot6FeMItY16EdYud5SuuuMIdd9xx1h6IOO2jnUjZQyBZdMJyRdjwgQceMHyWLl1qeIEbxNmHTOri3yn3a1YJIWDSCaxaOnfubFKiN954Y7ljXLLtZ6JhxY2BBNhSfgVdsg1WwzJGwE/K/koG3HMWxs4mSPjYOZ100kluu+22SxABiAGsRnZQhxxyiBs6dKgRSOQNMMjhJZfDFfPl+Wv4eXX/p8ov1bN0ywMT2oWgzsMPP2zt5RsDE84kYbXChQEXzjb79+9vtprZeHjCSB5RZ42+fv7q6xT+7+PL6ZpVQgigdMDNN99sJrlYwcg+ZWkPJ1bf7PrZ/bOKVxACyRBg14cTblidH3zwgU30AwcOtAmdszN2ew0bNjRj/F26dDFBE3Z57733nu2goib3ZGVlGh9FDMJx4f+ZlhFMH84r/D+clgUD54foYF9wwQV2NtmkSRPDC9z4/iCWJ5xwggkGgS9cGu0Wg0gmv88qIaQYRImZGBnYiBorlBYCUR/stddea14q9ttvv0jbsaWFgFoTRiBqTPg0sOw4Q2NSnjZtmoNDxDjZfPPNE2dizBf77LOPO++889wTTzxh52HpcBdSlRt+Fv7v65fp1efjr8H3fZy/Rj0jzj/312C64L1/7q/+Gf9hr86fP989/fTTJmzDpgNM2SnWqVPHdtHgfN111xnunC/SDyxGovIL1suXU07XrBJCBi9eCvBWAG8/WQh3RLJ0io8HAuhn7brrrtbvrODVv/Hot1zVEuLHzg/ih6DHsGHDTIcY6UnOvBAQYfdy8skn27ne3Llz8yp5XN3xWd33onDOZl7kz9yLABvsVHCFbbrhhhsmpGURHEJ4EbvB9AvfrARu/uyZrBJCDn7xNo8YsQxq/wlyOdw999xz1vcc9CPsoFBeCDCxI+qPWgPnd0hp7rnnnsbuRHUA4Q8MajAZM08gpRkVskEgMs0jmD54n2n9/Lv+GvU+ccHnwfvgs3B8srySxcNKBefhw4ebvAb40w8sRHbbbTeLf+ONN6y/6LealpesHnGJzxohBEykuzCjds8998Sl/apnNRCI+mg4vznqqKNMcIYdgFab1QA2hq+wE0E4DvF+lNZRVEegg3MrdiQQQyQiZ8yYYcIxuWpi1JiMistV+cWYr28/AkUQvSuvvDJBFOkfduioaSCkhMoHi5N0WNLF2Naa1ilrhBARYKQHUWaVgExNuyV+7/PRzZ492yZBpPxg0yiULgJIJrL7w8we+m4Y1OdsCiKIgjkOtxGeQlhDoXgQoD8gikh5YwWH/kI9o2nTpqZvCWcHYSY2NuUUskIIMROELhlsUfzVKZQvAuecc44tiAYNGlRBtwlE/Aq1fNGJd8u91CfmwcaMGWNCL7DakFhkIsWqy4QJE5KyPTUGiqv/EZ6ZOHGiqWAggYqAI6oZPXr0sP5duHChnSXmUlq3WBCpMSFkcrvttttMXQKTREHFzmJppOqRWwSCBG7RokUm/g7bBXHv4LPc1kK5ZxsB33cQQIQrUJXh7A9BF3YR7CYQkho5cqRD4IXg34mqS6pnUekVlz8EPv30U5PohaOHCgubmrZt2xpbm36H/V3VcUec+7fGhJBD2TZt2tiHMXXq1Pz1nEoqWgSYLPE20q9fv8iPJ84fTNGCXsOKRfUJOwEmQIRfUG3AoTYEkLO/I444wj311FMpd381rJJezyECvr/9laK4R9oXI+V9+vSxfmaHiMk6OD2wVL0Khq9a8H0fF8drxoQw2HDuMXa7yiqrmBHmqlYMcQRIdc4cAaRGOTNCSg2biwQ/bvw181z1Rr4Q4DuGAOJuCDUoL4aPntppp51m+sFhdlm4X4P/g/f5aoPKiUaAvkjVH/4Z/csCiP6Gbcq3zE6R82DGBRugqPnev++v0bUovtiMCWGwCZwNYvoICSTAIcQNgGB7dJ89BFCyZ1eICagwu9yPEX/NXqnKqSYIMLGx4se8FzYtEbnn227RooW78MILjTUazD/cf+H/wbS6L34EfP/5q68xRlIQrmEccB6MHigEEUKZimUazsfnV4zXahFC38A77rjDdoNYVA+uEP3zYmyw6pR7BOh//BSGd4XBkjVGgmgU9p6+QNKbsyCkPZnoEILB0DUTIE5rUwX1ZSp0Cvssnb4Jpgneh2u+YMEC862ICykWSIwTWKZIi8NSTfVuOK9i+18tQkgj0Dlp166dzgaLrUeLqD64nmFXiD3JKDZKEVW1bKuCGgT+72644YaEWy0kQDFujW4gIRsTXDbyKNtOynHDM+0bFkbYO/Vu2GCdXn311Q5BubiqXaRNCMNg4aWcs0GUqP1uMJwmx/2n7IsIAfo+3P/sCrEyhATpzJkzi6i2qgpK1kh6IvGJdCB9xMIW5XfpgGp8pIMA6hUsdnFKzPjBqhQEkXHFAqs6ITyHVCeP6ryTNiEMZg5fGKVZJIqwJaggBJIhgIkndoWcKWhXmAyl/MbjrufJJ580fTHE5Dn7wXktZ4MKQiAZAsmI1KxZs4xFin9IjCpgAPzxxx93X3zxRaXFcbK8Cx1fLUKIEiaGtffdd99qU/5CN1zl5wcBLOQjfo3EIayTZB9TfmpTeqWE8Qz/D7aYcxxcGiEJig7gZpttZj7+MIIRXKSkyiOYn+6FgEcAruALL7xgajXeCwYSp2+++abpoBb7mMqYEMJS6dmzp7ndgeqHQ7E3OFxf/c89Auw2YKPjEoagMZJbzMP48p9zwHvvvdd16NDBROHh6CDshqd0n95fc1s75R5XBILjI3jv20McUsfYmsZ8G+zSbbfd1o0aNcphjQhiSZqod8kjWbzPP5fXjAkh7BMkhmigtyBfyAbkEhzlXTME/LhAzBopRFzDoH+kkB8EwB/bknyzAwYMsO8WQZhTTz3VHOMmq4Xvt2TPFS8EwgiExwxGvOE8IDkOvcC4BobXq7JDTT7hvMJl5eJ/RoQQij548GCzJYmemIIQqAoBBjVcBNjoq622mlkjKcRAr6qecX4extP/x7AB/iHZBWJHEvNZ+KujP8LBvxOO138hUF0EYLc/+uijCV+UCGVho5azw2ILGRFCPixEZTfaaCPzjpyqMfqwUqFTfs+YgCGEBx98cNm6eslXr+NK58MPPzQBBthTW2yxhQnDYE8y+F0G7/NVN5VTfgigbsHuENrB7pCzQ3RWf//996IBI21CyEczevRoO+s59thjK3xQRdMaVaToEPCTLWdRSJU1aNAgYaC56CpbAhVCIOall15y++yzjxlOxisMZ4PVFWcvAUjUhCJAAKIHd2KnnXYy3XN81yJcgzH3YghpE0LYKd26dXNrrrmmw2eVghDIFAEMNyM0g1FuTyAzzUPpkyOwfPlyI3qcy2AXsnfv3lKJSA6XnuQRAf+9Y4XmyCOPNPu1jFNsVcNpzCT4vDJ5p6q0aRNCdEUQeMAFC5JBCkIgUwQQ3WcMsUth56KQGQLBCYB7/58r5q8wj4ZxZFhQF110kTlYzawEpRYCuUWAsYqQ5bBhw0yQBl105E5g23vDLLmtQXTuaRFCKk/F8UB/+eWXJz7A6CwVKwSiEYA9AktkjTXWcK+++mp0ov/F+kk+ZSI9NIPmWO3BwhPcGqzDPPjgg6YXGMQweC/YhEChEYDoPfbYYyZJzrg97LDDzFMN59vphmyO6bQIISKviL5z0MmqXkEIVBcBdNdYUKFbyECOGsxRcdUtrxTe83j4K23innM/FhSdO3e2nTbngq+99lqVTQ7mU2ViJRACOUCAMcgPhfv99tvPaEvHjh3tfBuVn2AIj9fw/2Da6t6nRQinTZtmq/g999xTEn/VRVrvGQKw8NZbbz0z64UAjUL1EGBxigNV3KCB5zHHHGOS3MFJInjvS4mK8890FQK5RiA8/viPxSn0XDnXxtzf+PHjE0I04fS5ql+VhJCKwMNFyOG2226LXMHnqnLKt/QQQLfokEMOsfE0adIkjadqdDG2fu+//35Ti8BnIEJI+AYNBj+B+Gvwme6FQLEhwJjG5yXmGDfeeGN3991359X4RpWEEMGY1q1bm0NGWaUvtuETz/qghoMh7uOPP16EMMMuxDIPnl/wGo9Nx2uuuUaqERliqOT5R8AvyPw1qgacD9544402ruFy4BosX5aoqiSEsEVXX311syge9jQe1RjFCYGqEIAVglNPzH15M31VvaPnziaFm266yc5TGjdubKLnhZS0U58IgWwjAMeIhTJzAxLmuAlbuXJltouplJ8RwmRUmngcdMIWvfnmmyu9rAghUB0EGOy9evUyDyYof0eFZGMyKm05xLEyZrWMegT6V7BGFYRAqSIwduxY16pVKyOGaCqEWf/ZbnfKHSHehrFTiK7HBx98kO2ylV+ZIgCR4wwA6VHOnxX+RCBqAcCumZ3guuuua46Osd+oIARKHYEJEyaYNSrUrfBck0s2aUpCiBUAHHfutttuRWUXrtQHQDm0b968eba7Qe+NBZcPnhD4q48vh2uwzf4ewwO33HKLYQW7CIe6CkKg1BDw4z3cLk8MYZNyZljVUUqyfML5hv+nJISwQ2GLXnLJJRJqCCOn/xkhEB6gsEfxhsBCS7qp0VCyQHjggQfMPiuGs7HcryAEygUBP2dADDkThxjCSarKKpV/LxOcKhFCnwkTFQ548URflRWQTApU2vJEwI+rYOuHDx9u7NFbb701GF2290GMkKBjAkA9AnFyDGcTgmnKFig1vOQRCI9zrCVtuummJmTH0YD3XBFOV11gVkmWEQZ8+QhhxwQVn5Olr24F9F75IoAVFFwz7b///mYqrHyR+LPlfF9IgiKtjXIxSsZIzhGnb+9PnHRXOgikO67RY0dtCFu6kydPNjOC2ULBdoRRFfnHP/5hul7YMFQQAtlGgDHH4TeDmh3PihUrsl1EbPPDuzfmpjBpiNS21JZi25WqeBYRgEt56aWXmpNpDPfjCCJboRJr1Gc8ZMgQOx+87777fFSFaxTxrJBAf4RAFQgwho444ggbZ/gmU3AOTgwGiDFE3LdvX3l60aAQAgEEOB886aSTTLbggAMOcEuXLk08rQlNiiSE8F933313sy8qtYkEzrrJAQKcDyKQdfHFF+cg93hliZNSXClhdadr165uyZIl8WqAaisE8oAAi8V9993XvhM832fDLWAkIVy8eLEZ8t16661dVZbA89BuFVHCCLz77ru2+9l7770ruQ4q4WZXahrsT5SIkYxr2bKle+uttyqlUYQQEAL/ReD99993bdu2tZ0hgmQIl2V9R/jMM8/YKr1fv37CXQjkFAH0grbaaiuTBsuHKaWcNqYGmbMg8MIx48aNq0FOelUIlAcC6NQiPINqxYwZM2rU6MgdId6tYVehsxEONaG64bz0XwiAQO/evY3N8fLLL5c0IP7b8VffWBYAqCpxLghrVPZDPTK6CoHKCPjvh+8E4ZnatWs7fHEuW7as2rvCSoSQQvAijqHtd955p3ItFCMEsoyAN9xw/fXXZznn4snOf7z+Ss24h6Vz9dVXmz4l3x2qSsE0xdMC1UQIFB8C2CDFsS/mGi+77DL322+/VauSlQghHyI+odhu4iNKQQjkGoGpU6fajhA/haVMBKLahi4l+rq4VOI+Kk2u8Vf+QiAOCCT7NtiwoYaF66agEf9k6aPaWokQckiP1BqsmnDIJOPwu/ovBJIhgBSY905dlfmkZHnEMZ7VbPfu3Y21g1FhBSEgBKqHAEbp69Sp47p06VItneRKhBBfUN6+aFVVEmGsCiE9TwcBFGX/9re/mZcTlMnLIdBmLGVgwrBbt25VGhMuB0zURiFQXQRYQLN5g0V67bXXZmx1JkEIPVE788wzLTPsHCoIgXwhgD4QC7BSHXf++/J4zp071zVr1sx2wrLl61HRVQhUHwEkRzfaaCOHgfo5c+ZklFGCEPIWUjiszJHC+fjjjzPKSImFQE0Q8JwInHCGiUZN8i3GdznQHzRokB1BsPCUlGgx9pLqFIelhPMAACAASURBVDcEmDeQusZ+cf/+/d2vv/6adhMqEELOLLyh7XI6q0kbLSXMGQJvvPGGcSIOPvjgnJVRLBmzcq1fv7452V2wYEGxVEv1EAKxR+Dzzz93bdq0Mf+dUZyWZIvsCoQQpV68AXNmkeyF2COlBhQlAgjM1KtXz4Ud9RZlZWtQKVap2FflO8PRqIIQEALZRWDUqFGmk3vggQea78J0aFkFQoimPuc05557bnZrptyEQBUIwC7s0KGDreSChnSreC02j/3H+OKLL5pQEG0tZ0s6sek4VTR2CKD2t/POO9tiEytp6YQKhNA7Sk3mcSKdDJVGCFQXgcMPP9wWYtOnT69uFkX9Hh7nDzroIPtA77///gpcF08oi7oBqpwQiAkCOPLFUhPGub297FTfWAVCeOihh9pEVFO7bTHBStUsAgSCg3PEiBE2/krVY/1jjz1mRoJxRPzTTz8VAfqqghAoTQQgfsgbcAQxZsyYKhuZ8FCP6yWcHeIMtBRZU1UioQQFR+Cpp54yQogkZakFPkzsIdaqVcvRTgUhIARyiwDO5evWres6depkZ4Xh0oKL8MSOkPMKdDCaN2/uYOEoCIF8I4CwFgrmHHKXWpg2bZq5WNp1111NeT74EZZaW9UeIVBIBPy3Bdelc+fOZnGGs/lUIUEIsejBNhLDv9JrSgWZnuUKARzRNmjQwCRH8c/nB3SuystXvnxPAwcONPUQrMn4UCrt8+3RVQgUGwLoJ7O4xqUg1pyShQQhxFgpEqMDBgxIllbxQiBnCEAUYB/Ckdhggw0cOq2lEnB0jVFtLF5wryAEhED2EEi1oOSYDwtOcDvnz5+ftNAEIcTLL4Rw2LBhSRPrgRDIJQIM6D333NM4E5988kkui8pr3khhY8ieXaG4LXmFXoWVCQLJiCHx3mwo3Jhk6RKEEAeHEELEuhWEQKEQOOqoo4xo4JqpFAL+BvGXhij35MmTS6FJaoMQiBUCnM8jpMaxXzL5lwQhPP74440Q6mONVR+XRGWDq7QLLrjAxuETTzxREm2bN2+e+Ulr27at/HuWRI+qEcWKQHAeCdYRc6Hbb7+9W3fddd3s2bODjxL3Rghh16DbBPvmww8/TLp9TLylGyGQJQTCg/eOO+4wQlgquoR33XWXteecc87Rd5WlMaNshEAmCDDHDB061L5D/BZGBSOESOjtuOOOpkOI0VIFIVAoBLyZP3aGpRAOOeQQt/rqq7uqxLdLoa1qgxAoVgSmTJli7FGOKaKkR02hHn2Lxo0b2+/bb78t1raoXmWAABbjOatG3DluIby7/eqrr9wmm2zimjRp4rhXEAJCoDAIfPfdd65ly5YmkR5lMMZ2hHyk3vI/xo8VhEAhEICQzJo1y/R+evToUYgqZLVMiDrHDXib4PghTCizWpgyEwJCICUCLK7xYI/FmXAwQrho0SJzZohTXol3hyHS/3wigJ5dnTp13E477RSLseiJm78GsfK2U2+//fZgtO6FgBDIMwJ8n9gchdt00UUXVSrdCCGmraCUvXr1qpRAEUIgnwjAwlhvvfVcq1atXJy5E3x4nEdgremtt96qsBuMIpr5xFhlCYFyQsB/b++//76rXbu269q1a4XvESyMEPpzmb59+5YTPmprESKA8XfOq7HCEmfrMvhEa9q0qZ0Rfv3110WItKokBMoLge+//97O6zm3D8vCGCGcOHGibRnPPvvs8kJGrS06BJBgRueuYcOGsfaCghqSX33quKHohpkqVIYIBLk0cEGDwQjho48+aoTw8ssvDz7TvRDIOwIQjT322MPcp3z22Wd5Lz9bBXqXUmeddVZklp5dE/lQkUJACOQEAW+wA5oXDKY+cffddxshTKZsGHxB90Ig1whwtobFeHZVcQ3XXnutfVMo1CsIASFQHAjguR6BmfCmz3aEWPHgoT7a4uiscq/F4YcfbsJbM2fOjC0UJ554on1Tzz//fKIN7AK1E0zAoRshkHcEsDuKYOjRRx9doWwjhH71CrVUEAKFRuCkk04yIjJjxoxCV6Va5UPsunfvbjqE+PlUEAJCoDgQWLBggVl64vgleHZvhPDCCy+0iQehGQUhUGgEBg0aFEtC6Hd7qH20b9/erbPOOrIoU+jBpPKFQAABpLkRxGvdurX5P/WPjBCef/75NvE888wzPl5XIVAwBDwhfO211wpWh5oUjC4kZtVQn8DZsIIQEAKFRcAvUnHDBBFs1KiRW7FiRaJSFQhhlOmZRErdCIE8IcDCDD5+XBdmy5YtM6MAuH5BL1JBCAiB4kAAdmjHjh3dWmut5bBi5YMRwiFDhsR64vGN0TW+CPgVGy244oorjEMxfvz4WDYIk4U44u3UqVOkpftYNkqVFgIlgADzjJdK/+STTxIt0o4wAYVuColAkBAOHz481oQQZ7zsaPHxqSAEhEBxIXDooYfa/DJnzpxExSoQwmeffTbxQDdCoFAIxJUQemI+d+5c+9AOOuigChD65xUi9UcICIG8IcA3eNhhh9lCNainLEKYty5QQekiEFdC6NvnCeGBBx7oo3QVAkKgSBDwO8KUhFCr1iLprTKuhghhGXe+mi4EcoxAJCGE8Hn1ibDUqIhijntE2UcigL8wLB1NmjQp8nmxR7Ij5IzwgAMOqKC0W+z1Vv2EQKkj4FmjzC+VdoRIjfIgTAhLHRS1rzgROO2002w8TpkypTgrWEWtFi5caNYr8HsWtF5RxWt6LASEQI4Q8Js6rixQV1ttNceC1Qc7Ixw6dKhNPE8//bSP11UIFAyBU045xcbj9OnTC1aHdAv2H1gw/ZdffukaNGjgdthhB+kRBoHRvRAoIAJ8qyxMUWuqVauWQ83JByOEI0aMsInnkUcesfioj9u/oKsQyDUCAwcOtPEYV1ujOP3cbLPNXLNmzZJaltE3lutRpPyFQGUEMHCBv9MNNtjALV++PJHACOEtt9xiEw/umPhA/Ufqr4nUuhECeUCgT58+dsb23nvv5aG07BeBrdF27dq5+vXru2+++Sb7BShHISAEqoUAXuo32mgj17JlS/fjjz8m8jBCeOeddxohhCAqCIFCIwAPf9VVV61wmF3oOmVSPgvIvfbay9rw6aefZvKq0goBIZBDBL744gtji+62224VrD4ZIXz44YeNECK2riAECokARKRLly6udu3aLmgCqZB1qk7Zxx13nH1Tr776anVe1ztCQAjkAIE33njDuE29e/eukLsRwgkTJthHe84559hDsUQrYKQ/eUSAw+wOHTqYsMnnn3+ex5JrXlTwu/H2UseMGVPzjJWDEBACWUHgscceM1qHgGgwGCGcPHmyPTzhhBOCz3QvBPKOAOdrCJlsuummsfbl98QTT0R+cHkHVAUKASGQQGDYsGH2XYYXqEYIZ86caQ85m1EQAoVEAMeZ66+/vmvVqpWDKMY1oKwLexdP2MGdIvfB/3Ftn+otBOKEgP/m9t13X7fGGms4aF4wGCFEn2L11Ve3j1YKwEF4dJ9vBBiLdevWdTvttFO+i652ef4jC2bw008/uS233NIk1L7++mt7FJUu+I7uhYAQyB0COMxu3LixcZu4DwYjhIh416tXz2233XYJBWB9tEGYdJ8vBGbNmmXSlj169MhXkVkph+8l+M1wj/cJLFi8/vrrlcoIpq30UBFCQAhkHYF3333XNnzdunWr8K1SkBHCn3/+2TVt2tSoJcrACkKgUAggZYm5v/79+xeqClkr97rrrrO23HDDDZanJ37+mrWClJEQEAKRCPhvjeuoUaPse7zssssqpTVC+O9//9vtsssu5r4+bpJ6lVqkiFgjgFd6COEFF1wQ63ZQ+alTp9rulp1h+MjBf6Cxb6QaIARigsCRRx5pc8sLL7xQqcZGCInt2bNnrJWYK7VMEbFE4Pbbb7fBetttt8Wy/sFKc+TAmcQmm2ziVqxYEXykeyEgBPKIAJxOuJ5YlQmaVvNVSBBCVCdYiaNKoSAECoWAdwn2+OOPV+LjF6pO1S2XXSDm4v7617+6Z555pkI22hFWgEN/hEBOEeDIBYHQXr16GXcm/P0lCOGll15qhHD06NE5rZAyFwKpEIB9gS+/adOmpUoWm2foK7HAHDRoUGzqrIoKgVJDYPDgwfYdck4YFRKE8P7777eEUQeJUS8qTghkGwF2ULvvvrvZAoyzebUgLvPnz3cNGzZ0zZs3d2GR7WA63QsBIZAbBDCu3aZNG9OMmDdvXmQhCUL4yiuv2Ep8wIABljC8dYx8W5FCIIsIoHsHwcBFyg8//JDFnPOXVfi7+eOPP4wdA1tGjq/z1w8qSQh4BF5++WVji6JMj2BoVEgQwo8//tgS77PPPpUk3KJeVJwQyDYCixcvTuiz/utf/8p29jnPL0wEfYEYtYfd269fv8S5Z7K0/h1dhYAQyA4CHEtwPHHXXXclvr9wzglCuHLlSpOo2Wqrrdyvv/4aTqf/QiDnCKDwivulgw8+OOdl5bMApNSaNGniNtxwQ7dw4cKkH2M+66SyhEA5ILB06VK3+eabu4033tgtWbIkaZMThBDPvdtvv73pEuKzSUEI5BsBJEVZuZ199tn5Ljqn5XH2edZZZxmRv/HGGxNlaVeYgEI3QiAnCKCOhdT2SSedVMH/YPjbM0LoIw855BBj4UyfPj0nlVKmQiAZAozBK6+80gghg7eUAm1766233Nprr+3at2/vMCweDv4bDMfrvxAQAukhEP6GEJLZddddTfjutddeS5lJYkdIKqx5sCIfO3Zsypf0UAjkAoGjjz7axt9LL72Ui+wLmieeNNBhwvI9Z4bBEP6Ag890LwSEQPoIBL8l/OzWqlXLIffCcV/wWTjHCoQQAgghvOiii8Lp9F8I5BQBWPOY+cN1EedopRgmTpxoAmmdO3d2v/zyS4Um+o/UX3kYvK+QWH+EgBBIiQCEDylR2KL4Bq0qVCCEsER5EduICkIgnwhgjgxhkhYtWjhYGqUYaFeXLl1cnTp1HERRQQgIgewiwOKRH6pK3p1bOvq7FQgh9hDXW289c4qKRwqtSLPbScotOQI4ymQRFjf3S8lbFP3kqaeecmuuuabr2rVryRL86JYrVgjkB4HgbvCBBx5Iq9AKhBDdrR122MEO9bGIoSAEco2AX2yNGzfO2PJDhgwp6QUYu8K99trLWMAPPfRQSbc112NH+QuBMALMJ7BC4brsscceLuhW0M814Xf4X4EQEoEfOJR/n3vuuaj0ihMCOUFg6NChZSOohQFuDvE7dOggrxQ5GU3KtFwR4IilY8eOJpT25JNPpg1DJUKI+xsEZq666qq0M1FCIVATBFip4TUaM2SwSEs9sCvs3bu3fazDhw8v9eaqfUIgbwiMHDnSjh4OPPDACkcPzDFV7giDCbyH8MMPPzxvlVdB5Y0Ah9n47MN3XzoH23FDK/h9+bqjV9ioUSOzejF79mwfrasQEAIZIBAkcJgJxYITci5V6Q2Gi6i0I/zyyy9dgwYN3DbbbGMUNeojDmei/0KgJghAFNgNlpOdW87jL7nkEjuGwPVUlFlDfXs1GVV6t5QR8N+Gv/I9cayHwN15553n0NvNJFQihFjn9q5w5s6dm0leSisEqoXAPffcY+z4cnAB5j9cgPr888/dzjvv7NZZZx2HGzQFISAEqofAY489Zgb727VrVy095EqEkGqcfvrpNjGFLWBUr4p6SwikRuD444+3ndGkSZNSJ4z50yARpCn8x/rFWmut5Vq3bu1g7SgIASGQHIGob2jBggUOAojeYDrK81G5VyKEFPToo48aITzttNMqvROuSKUEihACGSCAhZVtt93WdkW4YSr1EP5+8MF4xhlnmEHuPn36OPR3FYSAEKiMQPjbIQUs0OOOO86tttpq7uSTT3Z8Tz6dv1bOqXJMJUJIErz4eq38OPqFq9xMxRQrAuyCko21TAZysbYvnXotWrTIRL4xyn3TTTel84rSCAEh4JzDQP+6665rqkiffvpptTGJJISsStlq8mFGKdaXywRVbVT1YtoIoFSO3irs+HINfE8vvviiSZFuttlmbvLkyeUKhdotBJIiEKY7U6dONSnR9ddf3z399NM1cigfSQipiffqi8UPBSGQKwQ4H0Rvdfz48bkqIhb5wuLBVyFSbygERy1AY9EQVVII5AEBjlE6depk38uIESMqGbHPtApJCSFSOExQEMRggCqHKXPwue6FQLoIwM9HTQd1HXludw6rGP369TNVkiOOOCLSb2G62CqdEIgDAqloSbJnGKTo27evKc5zrv7VV1/VuKlJCSGSOPXr17eJignLh2SV8891FQLpIMA4wooMBqhZ2eks+r+offbZZ4YHkqTYXUWdSUEICIH/IvCf//zHDRs2zITrdtttN+dV/Dxd8tdM8UpKCJmY9txzT7OJ+O6771q+1S0k00opfXkg4M35oViu8CcCuENr3ry5WcgAIwUhUC4IVEVj0DnGXVuzZs3cyy+/nDVYkhJCSoDywh694YYbKrFDq6pw1mqojGKNgB8n/uob88cff7j99tvPdoQceiv8V68QnFiE/v3vfzfhmU033dQ98sgjgkcIlDwC4TmCBgfjHn/8cTNJiAk1VPyyyUVKSQhff/1102/C069YNCU/DnPWwOBg9oVgVYUBzcrun//8p4/W9X8IILk9atQoU7YHo2effVbYCIGyRQBJapx2417plltuMX1BD4afX/zVx2dyTUkIv//+e3PSi3gqwgyEmhSWScWUtrQRQBhr1VVXdUiN+jHlr6Xd8vRbxwLhyiuvNN+Fbdq0cS+99FICq/RzUUohEG8EcASBOh/2iC+99NIKPgaz1bIKhDA8EfF/4MCBpuc1evTobJWpfISAO/rooyPVJsJjsFyh8jggEXfhhRea5Qws8LzwwgvlConaXYYIvP32227HHXe0RfPgwYPdypUrc4JCBUIYVQL2H9Ftwn+aghDIBgIM5i222MJttNFGDm8nCqkRWL58uTvrrLNsRQwxlMJ9arz0ND4I+AVfVI3xSoNkKDtBDG6kmitS5ROVdziuSkLIpNW0aVObtL744ovw+/ovBDJGACsQLK7k8zJ96JYuXSpimD5cShlzBJAIxTOLJ4KM/1yGKgkhehtQY8xg3Xnnnbmsi/IuUQRYrfkVG1cIINLIeF5QSB8BzuyxooGBYaRJMU8XDh7ncLz+C4G4IID8AKYGmSOuuOIK98MPPySqnqvxXSUhpAZQZwQbunfvXiN7bonW6KZsEAgPXLgKCF/BGs2GRYiyAfJ/DWVSwBRbrVq1zCIPRocVhECcEAjPCdTdx917772uYcOGbo011nBXXXVVBSKYyzamRQgxaYMpLByIfvTRR7msj/IucQRwQMuiCiEsP/hLvMlZbx6Wnpgw6tWrZ7+LL77Y3NEE8QzeZ70CylAIZBkB9IrhdmBuETpz6623OuhOvkJahJDKXHTRRbZVvfrqqxN108eWgEI3aSAAmx2uAueDeFtQqD4C+HFE6R4WEl5i+vfv777++uvqZ6g3hUCBEPjuu+/cSSedZO6UNt54Y1OW934580Vj0iaEmFmDHbPTTjvV2NJ3gfBWsQVGYM6cOeZ7EJ24IN+/wNWKRfFREwIeK6ZMmeK22247+zZZZIhjE4vuVCX/hwC+b3v27GmK8ltvvbUtkBnXhKgx74FL9cynyeSaNiHEnA3GkeHd8vEpCIFMEbj88suNq3DZZZelHOSZ5ltO6cMTABafIH6Yq+PbZJGBVK6CECh2BJ5//nm3/fbbm5nFvffe233wwQcpzaaFx34225c2IaRQTD4hycM2lpDLimWzkcqr8Aj4c2ZMJM2ePbvwFSqhGsByRrz8jDPOsPNXhJEQNPAr6xJqqppSAgj8/vvvZr8aPWKOSZAXQIiOcVyokBYh9ASPylJ5ftwnCz59sueKLz8EMMyA2D87F9mtzU3/c9aCkAFSd+uuu6475phjHG6dokKqbzTVs6i8FCcE0kUAG8OcZzM+sTV8/fXXO8ZtocdcWoSQRlJRKPbJJ59sOoVyD5Nu15dvOj+4uR588ME2brAar5A7BBAyQBAJZWTO9LHRiFCNghDIBwL+m/dlBf//4x//cDvssIPZzm3fvr2DNRr0devfKcQ1bULoK4dHCpypIjTjJXv8M12FQHDgezTg/eNolsNweZrwqGT/6rGH9TR//nx3wgknGOsJVun555/vVqxYkbJQ/37KRHooBCIQSDZ2iEeaGXu5cCpghR533HHuk08+SXkeGFFETqMyIoQ0CqEZDjYxfQOFVxACVSFw3nnn2W4QTwoKuUXAT0hwb7799lvTN9xyyy1tIdKxY0dbhfsa+LT89/f+6tPoKgQyQSB8zvfKK6+4Ll262PjDiAZyJt98842NNz/W/DWTcrKdNiNC6AvHUSgm1w488ECHIiTBN8ZffVpdywOBZP3OWTK6bpwHsEshJEtbHkjlrpUeV3+lJPQNUX067LDDbDXOqhwD3lFn/MH3cldL5VwOCCC8NXToULfBBhuYbMAhhxzi8CRRFRexUGOwWoSQw03YXHXr1nXvvPNOOfSr2lhNBG644QaTZMTvoF80VTMrvVZNBMAd9hTn+o0bNzYFfFzbYNMxLLhUqImomk3Ta0WGADtCPMnvsssuNs5YBONIF3OKjMNiHV8ZE0IaQmNHjhxpqhQDBgxI2hXF2uikFdaDrCIAaw7TfKhMsBrUeMgqvGln5nFnNT5z5kw7o+Gcn136kUce6d58803Ly6dLO2MlFAIBBOA8HHvssTau0Gk96qij7LsvFoGYQFUr3WZMCH0ObH2bNGlituHmzp3ro3UVAgkE7rvvPjtLhoXO2bJC/hEIEzdW5ZzRsBv0kqWs2mFjLVq0KP8VVImxR2DJkiUOe7ecAbLoRSJ07NixNs7iwgWqNiGkgTSes8Kzzz479p2pBmQPASZfVoFIFrPzwHuJQnEhgLI9ExhubnDphFQvTn/RQ4RQphvChDbd95QuHgik6l8kwO+44w5T0cFQdqNGjYwmsKD69ddf49HA/9Wy2oSQ9xF+2HDDDU0s1u8KUwEXK2RU2RohwI4DyeJ99tmnkmeEGmWsl7OKADZf33//fbPugZIzHi3wCo6XEPwfVhX0vVeFUGk9p78ZM+z4/va3v7n69esnjL7jUZ5ncRwTNSKEnBXCUmFXiCSaghAAAc6iOCzHkozsXhb/mIC7gwAcO3ekS2Fv4Q5nzz33NOe/VRlID058wfvib7lqGESgqr5jHKAx0LVrVzsHhNuDoQwU45EHCAteBfMu9vsaEUIahwkndoX8/K6w2But+uUWgTFjxpgB6G7dusneZW6hzmrunOMiXTpx4kRH37GjR6CGiY/zXoglIWrCjIrLauWUWd4Q8H3pr7BAH3roIePuMB4YF4wJrEQhDRo8//fv5K2yWSoobUKYrIHEX3LJJbYrPPHEE7NULWUTRwQYC6wMOWvS2WAce/C/dWZiW7lypYnB9+jRw9Sk2CGyy0cUPqyDGJwbgvfxRaB8au77y1+DLV+2bJmdGWOIwRNAFkjjx483K0VYMAqGsDJ9VJ7B9MV0nzYhTFZpGoshVa+fBJ9YobwQCA74m266yViiBx10UJW7weB75YVY8bQ2VR8w0UEQMZiOQjRniPzQIeZIhLPFYPB5+Wvwme7jgwDeYS699FJb0HJmjL443zM2azHTF/RqQl/7Hy2Ma9/XmBDS+KBeYe/evWPNK47PcC2+mqJS07RpU/twpk+fXnwVVI0MgXQnKz/BQRBhmU6ePNk8B3AMgpQg3sTxcDFhwgTZkI352MJNGiYz+/XrZ1LEa6+9tglB0r/EwwIN7wBTNTndMZYqj3w+ywohpMJ8KN5TtheQiBsY+QS+FMu64IILzIoM/iqD5wal2NZybBPCELC+UZxmx8DOsHbt2g6j3rBNhw8fbs5VWRjr24/HCPnwww/d1Vdf7fbYYw/rRwSlWrVq5fiWMbSAKk05fMtZI4QMfA5PsS4OT7kqSbN4DBPVMl0EMLXHOQK7BAlNpYtaPNMhZcr3vXDhQvfAAw+4/fff38To2SXiq/TQQw81Y988V0iNQDYXDOnmtXjxYhN+gXu3ySabGLubvtt3333dPffcYwKQ9G9clOFTI5ze06wQQt8BGPgFTKSKbr755vRqoFSxR4AVI2dIq6yyihsxYkRZfUCx77wMG+C/dV7jHsVp2Ga4Z+Pc0AtKoV/WrFkzY7WxQEaOIJshWI9s5hvXvKrCY/ny5cbCxjVX8+bNE+oPbdq0cXiHmTJlip0HM4dXlVdcMUpV76wQwmABM2bMsBUGZpuSeccOptd9/BFAtwgW2fbbb2+TYvxbpBZEIRA1Qfo4FkMo4LPbePLJJ01BHxOMjAskTrfaaivXt29f20F++umnJlfg36Usfx++RtUjHOffCcZHxQWfl+q9bzfsaQyePPzww2ZbtmXLlgnWJ4KN+ATE6AXWhVCPgO3t3y1VbFK1KyuEMAgg2+nBgwfbWREDv5y216mALoVnwX727WGl2bp1a1OXkCd0j0rpXqPGgG+tf4ZUIWeJH3/8sU3ECFwEiSI2KXv16mWG+xGqStdZs8+f8oL3vvxivWajrj4Prv4+3F7YmWxE8PiClCeCaxxXsBgB/6OPPtpYovQL/RM0g+bz9Ndw3qX+PyuEMAwSqwy8DtABmhzD6MT7f/hDYdGDBRmszgc/rHi3UrUPIuD73F/9s+B/f++vpOGeMYHABefGsEgRpGrbtq3NDZxLIYHaoUMH20GOHj3aBHHSJYy+HsV8DePh6xqM93FVXYPvcA/hQ9gFZfdBgwa5HXbYwex9ovKA0AsLVNyfYQ7to48+ShC/YD5RZVb1POqduMflhBACJD6pOCvkzADdE4XSQwCTXHx0rPDnzZtnDSzHj6j0ejb7LYJV53eKLJSfe+45kzJFQRuBDc9CRdgGCVQmcAyAs8P58ssvjZVKrYLjK3if/RoXV45w7w7uvQAADYRJREFU1lBwB4/bb7/dFhS77rqrCaex64PwYTx97733dsOGDTOVB4xf+51fEKvgfbiVqZ6F05bS/5wQQgBiJchWHCnSU089tZQwU1ucs1U+ExYCMkiahUXmy/WD0uCoiECyccCZIjsaFPZnzZpl1koQ2ujcubPtapjYUd7Hwzk7GyRTzznnHDtjhJ2K8E3cxPrDWPj//uqRo11Y74HosdtDCKlnz54OwRY8PCCIhJI7iwYMX59xxhlu3LhxZuCATQe4BrEJ5+/LSXbNNH2yfOIUnzNCCAiwQ7bcckvrNJRuFeKNQPAD8SxRziLi4Hgz3sjHr/bBsVJV7f1uEZYoEzkWaxC4QZeNs8QWLVqYhwNcRSF4AzsV4Y9OnTrZzvGaa64xQoDkKsI62EQNEoKqyi/Ec5TTaS/1pd4IrtAOWMcYO6d9EDraS7tRcEfgCIJ4/vnnGz4sIDijJx82HuBISBf7dNMVAp98l5lTQkhjkCjkDAnlW+kV5bt7a15e+GPh/7PPPmuWRWCJckbhQzitj9dVCGSCABM6EztSqKhmMG9MmzbNdBMvvPBCh6NnZBAgiLBU2TnCHuQ/7MF27dq5/fbbz1Q3hgwZYsIjnJO9+OKL7r333nOffPKJ7SjJm0Vc0GRYJvUMpyUf8iNfdqxIx0LUX3rpJZsHEWKBiPXv3992uEhZU1/qTf1pBzthvwtmEUB6OC5Tp041KXzyBhfK8oQvXA/9zxyBnBNCOoxVzqqrruqOPPLIol+pZQ5h6byRjJAF45mUmIRY3OCzTlLBpdP/xdwSxPuDxJFzw7fffts8ZYwaNcok1dFlxZciO0is3UAkYSFCYPjfsGFD22Wx00KXDk/q7L44V4OzgSEAJFxPP/10O87hSAchFK6wZf29jycd6SmX9/faay/LDwKHdRbOPikLQsfOjvN0dnfUC/YmdaC+vA+HhXbAOcNeM4TUEz10++Ls4qiYx5WvW84JIQXB72bQMQAwyuxDcIIlLvzfp9O18AjQNyxq+vTpY+e+AwYMML+Dha+ZalCKCKQzF7AIg8WI/0t2SZw3wipkJ4alI3ZiDz74oLvuuutMaRw7mhAsWKoQK9iPnLlBJCGWSLFCOKN+ELBwPLs3WJa8B5EjH/KDEJM/5bB7RWcPQko9OPNjZwoRZ2dKfSF4sDfZTcLSFdHL/4jOCyFkUGOwl8HC6ggrBj6EBzz/w3E+ra65RyAV9nzILGb4yL0rnnB/pXo/97VXCaWKQFXjyj/34xEiCVFhF4lBaQgNZ4fYRIb4MH4XLFhgcgyoFnBOB/sVJ7NPPfVUpR/CKFHxL7zwgrEteZ9jAqSn4Zqwo+O8k/KQ3KRs6kF9qFcyTopvR6n2Y7G2K+eE0HcsnT9y5EjzW4jeEIfE/lkQnKi44HPd5w+BYF8g7g57hx8TBucTwefBWiWLD6bRvRBIhUDUGArHVfU/nD/pw++QhjgIEzsxfnA+2GnyY97i6gmYj+dKOp7zDu+H805VXjgt9Yg68wun83mG48Nt1f/MEMg5IfTVoeNYEcFTR6UCFhssjaigTo5CpXBxSP8iws45LzpMTAIKQiCfCFQ1J/jnXP19qvoF0wTv/TtRcf5Zda/p5BmVhrio+OrWQ+9VRiDnhDDcgfDx0X1B2f7MM8+sXCPFFBSBcH9xfoGLFvQFOdBnBawgBIoBgfBYrW6dspVPdctP97241DPd9hRTupwTwqjGwkvH8Osaa6xhO4yoNIorDALBj42dnzeKgDg6AgkKQiCXCATHXy7LKYW8hVX2erEghBBeOF6PkdRC6kr2SLPXodnMCR0mdu7YhsRck4IQEAJCoBQRKAghBEgOlzGy+5e//MXs5aEwqlA8CKD8u+aaazrcaSGKrtVn8fSNaiIEhEB2EcgrIQxPppw3YSCW8yfMB82ZMye7rVNu1UJgzJgxpvjLjp2de7jfwv+rVYheEgJCQAgUCQJ5JYS0OTyJcg6F0Vh2hhiVRUIxGHz68DWYRvfVR8Dj6nN4+umnzeoFu0GUf5PpO/n0ugoBISAE4o5A3glhFGBYS8f6AmoVeDRAxzAYwpN18Jnus4cARBCDB5hPu/POO5NKiKo/soe5chICQqDwCOSdECabRJFI9BKK2N8LE8PCQ1XaNYAIYuwXNjVW8KUrWNr9rdYJASHwJwJ5J4R/Fl35LkwMk7FJK7+pmJog8Mwzz5iNRIjg8OHDRQRrAqbeFQJCIHYI5IUQJtsFRqGFTcBjjz3WrJhwZojPrWDIJK/ge7qPRoBzQKzyww4dMWKEmY2KSinco1BRnBAQAqWAQF4IYaZAQQz79u1rAjTNmjUzo7aZ5qGJOxoxcPHY3HbbbabHiWGDO+64QzvBaMgUKwSEQIkjUFSE0E/QXHFJ4qVJN954Y/fEE09U2RX+/SoTlnkCjARfeumlrlatWmbUAL+CxCkIASEgBMoRgaIihOEOwOL7VVddZdKkWKC59tprw0n0PwKBVAsC3MIgoQsRRFl+0qRJJh2a6p2IIhQlBISAECgZBIqaEIIy0ovsWPDozOSNt3v8e4VDuU/k6bQfgwV45PZm09544w3tBMMDSf+FgBAoOwSKnhDSI7DtcOzbvHlzM/vVtWvXClZo0iEC5dKzybDAqeiWW25pu+sDDjjAnJJ6/2fJ3ikXzNROISAEyhuBWBBCuggLJ3h/xgsCfvHwXjF27Njy7r00Ws9Z69ChQ12dOnUMtyFDhpgXCU8E08hCSYSAEBACJY1AURLCZDsU4r/77juHVwTYpPxOOeUU9+WXX5Z0J6VqXDKseOfdd991e+21l+2iN9lkE/fggw+ap+1wflF5RMWF39N/ISAEhEApIBALQhielH/77Tdz3QSrFNH/7bbbzmEZxYdweh9fqtdwe3/55ReH94hGjRoZK7Rbt27u/fffT2oyrVRxUbuEgBAQAukgUJSEMJ2Kc2742WefmVk2WKWw/gYOHFj2fvOmTZtmu0B2y/Xq1TNzaVjsESs0nVGlNEJACJQjArEjhMHdD/fsfrCOghsnpCGbNGliXu85GwuG4HvB+GK9D9Y3eJ+svkuWLHGDBw82vUCMl7MLnDFjhkndpvN+snwVLwSEgBAodQRiRQiTTej4NVywYIE7/fTTXe3ate2HmsDEiRNj5UbIt89fg4PPx/mrf/bNN9+4m2++2WGBB9dJm2++ubv11lsd1nmCu0D/nr/693UVAkJACJQ7ArEhhH4C99dwxxGPAj6e7vfff387G4Nd2r17d1Maj4vllGD7gve01//niusq9Cvbt29vQkN169Z1gwYNMsnaqjxH+HzCGOq/EBACQqAcEYgNIaRz/ATur1EdBsH7+eef3aOPPmq+DTEmDZHo0aOHEURYqcFAXv4XLCOYJt/3wZ1cuOxly5bZjm/HHXe0nS/CQn369HGvv/66LQSC2ATvw/novxAQAkJACPwXgVgRwkw6DYII25Bd00477ZTYIXbs2NHdddddbunSpZWyK0bC4euEF44LLrjAtWjRwnaAEPhDDz3UvfLKK0b4IZ4+baWG/S+iqufJ3lO8EBACQqCUEShZQug7jfNDdA/Hjx9vbFJ2UEhUbrHFFmau7YUXXjAFc08kuPp7n0ehruhHIgh04IEHmpcILwnav39/N2XKFBMUwtBAslAs7UhWP8ULASEgBIoBgZInhB5kdohIkkJAUMJHqAQpU9imnLOdddZZ7rnnnnMrVqzwrxTkOn/+fLOYc8wxxxixRviH3V/btm3dsGHD3AcffFAlASxIxVWoEBACQiCmCJQNIfT9AwsRoZqFCxe6e++9184OMejNThGi2LRpU9e7d2+Hrz4Eb/DWEBa0ydZOi/NK1B4wBnDZZZc5bKiiBI+Qj1cFYfc3YcIEt3LlSnOaGzw/zFY9PDa6CgEhIATKEYGyI4S+kyEisE0RrPnoo4+MKB5xxBG2C2MHhioChJGdI2bKUNYfOXKkWbSZOXOmEVKIE2oKSGmSl2dTQjj5Ec9zWJwo/0+fPt2NGzfOiB6Ohzm7XH/99a0cyoP1uc0227hTTz3VYSSbc0yIZZgQ+zboKgSEgBAQAjVHoCwJIUQwuJvyRBGiA9Hi3PDqq6+2s7nWrVtXIFQQx7XWWss1aNDAlPjbtWvn9thjD/e3v/3NdenSxYyCd+rUyeIQzGnTpo0RV/wp8h67PYgeO7711lvPiGG/fv3MCACEEgEfdqxB4heur+/2YBt8nK5CQAgIASGQGQJlSQjDEIUJCjs7dnPsFtn1zZ4929iX2O9kt3bYYYe53Xff3UEkEbrBlBk/iB1neuuss45ZeIFYwmrddtttXefOnd1RRx3lzj33XDdq1CiT9pw7d67pA0KAKS/I9vR1DNfNx+sqBISAEBAC2UGgbAlhMgITjPf3ECjP6mS3htDNjz/+6L766itjXy5atMhsnML+RM3B/1+8eLFbvny5ORLmHQgeP89G9fkHuzIqLvhc90JACAgBIZBdBMqWEFYXxjCh4r//QTD5+f/htNUtM/heLvIM5q97ISAEhEC5ISBC+L8e9wTGX4kO3kf9z8VgCZeZizKUpxAQAkJACPyJgAjhn1hk7U7ELGtQKiMhIASEQM4RECHMOcQqQAgIASEgBIoZgf8Hj3s1iYhfERYAAAAASUVORK5CYII=[/img][br]
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[/img][br]
Are Quadrilaterals A and C congruent? Explain how you know.
The point [math](-2,-3)[/math] is rotated 90 degrees counterclockwise using center [math](0,0)[/math]. What are the coordinates of the image?
Describe a rigid transformation that takes Polygon A to Polygon B in the applet below.