{"0":{"question":"<h3>1- Quel est le p&eacute;rim&egrave;tre de ce rectangle ?</h3><p><img alt=\"\" src=\"data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAPUAAACpCAYAAADz/XvpAAAABHNCSVQICAgIfAhkiAAAFqVJREFUeF7tnQlYE9fax88khAAJi+JSQAGxiigq7rhdF3BXtIpY9Wqr1Fqsdam9bbHXq/XWa7/qrdYF1GrV69VWoW5YWwvWvWKtiopStApFAReUPRBIMt9MMJCEhOJlJonJf55nHsiZM+/7nt85/zlntjMUTdMEi20QKD07M9in//bTTwgR1Vninl9dyTk/o6+HgJTVmQ8bLZKAwCKjQlC8EFCW5ElKCRHyYhxGLYaAncVEgkB4J1BZlC8pJ6TqQN4oNH/e3H6bGwsJk6S72LfqnuVMEYV+On6/GAQg6hejnjiIUkmV5JU2qjbUZnLmB8tmLvfEEJsDtpZlAsNvy6oPHqNRktK8UjeNA4HUvcxJwEVvTFPlWUktvpgz+vNu3i537SiKpigB7eLT4/64d7/ccP6xwrumUCoqe1vPyZQ6D7N2WnvjbqXMNW3n2xMH+DrdUqdJ/UoHvb1z641SugkhNFV6Y3u7qAGtfpBSlIKinGif/rOTt14t7sdcCaJ4hPVim2YvlGG1BQYy6pd3PJcxrZW9MkpLwxOPFtG0XcPqXkE9+H7hoE5CUqCxW+uvy+CCVZeLB6tommJ9PYn7y5jqPH7vZxz5MmyWKyGV+vs1nnz4cPadbf4jnEmW/jYiGVG4M6uyU8Nit946h6Bt5qBWLPhpsutajUCaRHzx/edRg9e2caMeq9MkLWXdx/3tyM7L+X2VzwT4Z6KpzNjsO0hMHmhsiru8cXP1fw/M3P+fldOmtRf+Ui3GlnPvnS2iPVl7BQcHDWe6WPWBhTj6y9pJ7fJahEaeXTDnlZj2Iu2DQ2vFmN7O54i0S/GEt97eNqWn6xltcbeKToktp2nhn8Voi9shapsRdYEgYajdjlq9nkZg1X+9FdP23ptdSdOCugVRKvh5zkv/rLbnNunJ4cfKlzX7KO7vbDHYXiN4MT3828dz2N664NDgGlEzPt3C44/mKmhHmlZReUcmDWHOD2p6bbveZWvSyvqqbZZelL7vSy5U++sae/UPBS2pO0br7Y3rKjdEbSuiVuba7Qwm+3VE7ehT1rVf/5+7+0lu66SLQ0u231PUPbwtuyR5z5tc1OznNuWnQ8Xaw3lVieDO6aO9EhISRickfDf6ZHpRB3YEoCvqFooFF2WjqhtofkLjUWKSrbHpFJaQ+FRF21dtl1EX5np8XB2n7weZV8roJnU1blvdhqvfTCuxiYW5NOXWffiNgQ7lzBVwikg6vJ6+6v+mfRQgoZ4w3aAgdcPYGb3mHd8sY+9jy5Mka+IyX526sHUq85SKyiAfWabjpfvEV7OtRTfvm2LtvJRE5dd/xAU/gzs/S6RaK/r5OaZXZxE3rfBpRPKY/t2TTfPp0zZFWn1rTUTcW7nfJyS3KntluVBB42KZIbwQtSEq1pgmbF4Ztv77JWGGysYIMHDWqm/mrO761uos0p3Nkv7T7V5lC1sLjYlaVV4oLlWR6vYjloplzK2U53s8USRRONmph9vPFiEtEhKl5pejq2OJtk2hSIh754bqTy8Nt7TqAckmstg3rwh4ST30VS/yIpmEUZfR20YCsbTCgaoRYFlhmTPTpRvNbxMMLaSQ6KktpCL4DkP55NfGhw4mj8l4+NjzUYHEdch7i7aENhPerfZbkWt/I5e00Px2a9n4gbFeWp3Hyaeskwe5fzqHuLM/713M7FBG2mj17MyQfsea8XvvyDuzWnfpFnl9/jifeL7LCfukZvgEGFZOoOyqZPWsd9acp4n6qbI9hYE+v24cGdncjsgIXSZI37F4wuZ7JKiKgpgEj+uQ6ERqeuJadBwDZBOGuCdt2PmEES0hxT9s7PPjw5DW4c0Fv7G/VY8Tmyydv2TV/qKq8+6esW8sffd5h+e1nCKhPgQw/K4PJSvII/Qcmxsd4fa1pij3t4x61dO3R8bQsWFHQoJa/tou6sed1S97tFlwd/mIpvF1nyM7q/pER2/pISD5apvFh9wmh848/Nmu/W/Eb1/x+vTBEUc0giZNpz/6OKLFLuZNkuc757YC7mYpgq1e9rfFcivzkpq811l4imloVQ9/GPrrO/Xeztvl3erHp4LK2jdzzMuEMMcDIzalfylacaFwmOaJMp1bWvYjS44W0j7VvmQXJfO9yGWNra6xWUsV1Q/CVFIZ6zrPqPbjNf/eRRndtH5x2tb9aqvtqSMiIvaZ5ShpwU4F7iF5qy5kDEv8Yu7sMd18kl2FpEIdLiWlWwQNT531WcKS9Ou7gqa/LL5Uv2KI6JYTtx5JST/UaeXMIbGBLzndr7pSZk8a+fX9Y9IH29acv3s8cHFPl2NMOnrp+kH9n3Np2rz6eVxrXNiXA5gFV2OtsXJRJoMENG3eantqg6VGIgjYAAGbF/WtW7faZmdne9lAXaOILxiBR48eNUtLSwt43rBtUtSskFesWPFRUFBQir+/f3pKSsqzWznPiw/5QYA/Amw7bd++/c2OHTteX758+T/qK3CbefgkPT3dPz4+PjwuLm7i1atX1fdWsYDAi0AgNTU1kF2XLl36cWBgYOrEiRPj2DUgICDNUPxWLWpWyKyI2fXatWudDAFAGgi8SATqJXBrvM+nUqnYq960l5cX81aPkfunWuk9evSoeaG/HvnrYxN5/pw7GHHDyMPDI2fTpk2zWZ7qu1nWKOpnt+lopVIpOHPmTL958+Z9UZfAjxw5UvNOr628X41yWnzbZ9uusQMfK+S5c+euP3Xq1F/Ydq5p81Yvau0DVl0Ch6ht64mrF6Uj0xe1ISFrl8UmempjlacvcIgaojbWVsyZzor6z4RsSNQ2/0QZc/4tqKiosHdwcKg1qT1z5MMCAmYjIJfLxSKRqFIgEBiefUYvMs0TZTYvarPVGByDAMcE8Jgox0BhDgQshYBNPlFmKfARBwjwQQCi5oMqbIKAGQlA1GaED9cgwAcBiJoPqrAJAmYkAFGbET5cgwAfBCBqPqjCJgiYkQBEbUb4cA0CfBCAqPmgCpsgYEYCELUZ4cM1CPBBAKLmgypsgoAZCUDUZoQP1yDABwGImg+qsAkCZiQAUZsRPlyDAB8EIGo+qMImCJiRAERtRvhwDQJ8EICo+aAKmyBgRgIQtRnhwzUI8EEAouaDKmyCgBkJQNRmhA/XIMAHAYiaD6qwCQJmJGC1ot63b1+EGbnCNQiYnICmzVvtFMEmJwqHIGAhBKzyq5eZmZm+58+f711cXOxsIZwRBgjwTsDZ2bm4d+/e53n9SFhJSYnE1J8tYQTt4+rqWjBwYPsbDEXmE4BYwcA22sDAgf1Ps22/wefUsbGxUeyXAQytUqm0xFA6H2lTp07dzR4Kz5071zcoqOP1kpKb7Xk/NMIBCFgQgYKCp42DgoJSeOupy8vLxS4uLoWJiYmhpuytY2JiotAz2UbPhHo2XM+8nVMfO3ZsWFFRkcvevXsnhYaGJpnrgDZlCiEDBpjLO/yCAP8ETp0iZM+eGj+8iVpzef3gwYPj2CG6nZ2dgv/i1fbQj/ls95tv1k5HCghYCwGlUlfUDT6nNgSG/QRnQkLCGHZbXl5ek5MnTw40lA9pIAAC3BPgRdSaobcmXHYIzn3osAgCIGCIAC+i1n+aix2CKxQK3ob6hgqGNBCwVQKci1p76K2BiiG4rTYvlNscBDgXtf7QW1MoDMHNUb3waYsEOBe1/tBbAxVDcFtsXiizOQhwKmpDQ29Nodgh+IkTJwaZo5DwCQK2RIDTi1disVheWFjoqg2QfSSUWShbgoqygoA5CXDaU5uzIPANAiBQRQCiRksAASsjAFFbWYWiOCAAUaMNgICVEYCoraxCURwQgKjRBkDAyghA1FZWoSgOCEDUaAMgYGUEIGorq1AUBwQgarQBELAyAhC1lVUoigMCEDXaAAhYGQGI2soqFMUBAYgabQAErIwARG1lFYrigABEjTYAAlZGAKK2sgpFcUAAokYbAAErI2BwOqPKhz8327V+8+y4pEvDb+c8bVEiVzqw34Q1uDiHFu6+sjsk1JncM7gdiSAAAiYloCdqmipN+SxweJ8PE8+Wkeb1iuRRjmupihg8ONRrf2QCARDglIDu8FuRJdoVFf1JvQXNaSgwBgIgwAUB3R5WliY5mkJ30xgW+gzImRTW93CAV6MsR5GggpkStPYo3L6VvJMjecJFMLABAiDQcAK6omam8xVQRMWaFfRck3Lj9IJB/mJS0HA3sAACIGAqArrDb6cA2cjO1GXWuWeffineYlJsqkDgBwRAgBsCuqIWtqycuvGfS4PtSd79XatG78+Qd+TGDayAAAiYioDeVWuKlnRdfO2n3zp2/yTytQ1/9fO9tD58/HchXfwuNpOKigyfU/vKw2aGfe1rT4pMFTT8gAAIGCdQ61YUXXJdunNJdPTnJwpGMrsJLsTHjLkQT8YYNzFQ7jM57EeI2jghbAEBUxLQE3Wx4MyiYYujdj+Ybcog4AsEQIA7ArqiLk2RfhX/4BVd83ZE2sit0OgtLWfPQomAKLgLCZZAAAQaQkBX1IpCu5xC0kht0CFY9uE322d/MKpdvJsdKW+IE+wLAiBgOgK6V7/FLcu7tSSZrHuPyLX7/zG23dcQtOkqA55AgAsCuqJ26FD21pKha5wIUT5Nv9UqX0nEXDiBDRAAAdMR0Hv10o72mREfl7x15vR2ybPaDpjy6d4Dl+71KVZA3KarEngCgYYR0BV16TnnBf2Dj0z45NiKXCJ3+H1f9Ojx3b3PuYiocop5hNTg6jC0JKGQtGpYGNgbBECAKwJ6F8ryRFfP3exxmxD3ejuQV9qpHxbHAgIgYBEEMPOJRVQDggAB7gjo9tSOnWWLtm5ZOM3OUSgWCSs1b2zV6U7kWdnDiTyqMw82ggAImIyArqjtfctHR87aZTLvcAQCIMA5AePDb3mu+ELctrCDdyu03tRSUDlHVw9aufX47Iwy2o3zaGAQBECgwQQMiJqmiq+s6zjOz/NqcMS8g/+5I+9a40VJniZv6rJ4Vugmv1ajb/3716IQZioU5uUtLCAAApZCoJaolTl7PaYPmn/4UA7xrzPIh0ebvhf6elxcrrJdnfmwEQRAwKQE9EQtE/z66aI3DxYS36ooPFUtpEKt6YyExLlN9z/aaN6dLjzQ6G+rU94rI0Ro0qjhDARAwCgBXVGX33LYfziHfY+akA7v3zr+KK3Nut5Oh2r2Zp44m/bNt789ONMqOpCcZtOzDuwffFtOXI16wAYQAAGTEtAVdUWu+EYu8SLMNN4hH7+/flBTu0xD0Qga9c1ftCxkFXPpnCbZKU3vy4mzoXxIAwEQMD0BveG3iihpok4TCCiVwemLNDHSNDtfMDP3qJKqPW+w6QsCjyAAAlUEdEUtal7RrjnJIcycB8c/WR+VXKjyNARK+fR041Uf//S+kt3Y3D+/mYgwp9VYQAAELIGA3hNl/mVjQ9xPrN35pKvq8rLA3l57bw+bOPxgcIB3qruTsKSy+JEkM/Vch+/iT4y9W1E15HYbMOaSvyPJt4TCIAYQAAH25FlncVb1Wfz3zcH/XTgjWUkak9I0p2M70qYcM0aK6lrxwUf9/+1CSKWxLEgHARAwLYFa96nt2879/dv9c6YECP5sIn8/5evfHHhnUXvxWdOGDG8gAAJ1Eaglaqbzpj3DNvx4OSOx/do5I9d09nDQ+UStsElAfmjkp7sSbl/v+lWE95ciUvWZnrqcYBsIgIDpCOgNvzWOKdrBO/T+/I2h787fSN6lleXC0tJKicBRKncSUXLThQdPIAACz0vAiKh1zVBCB6XUxQFf4HheusgPAmYgYGD4bYYo4BIEQIAzAhA1ZyhhCAQsgwBEbRn1gChAgDMCEDVnKGEIBCyDAERtGfWAKECAMwIQNWcoYQgELIOA7i0tWiEoL1eJ7R3tyxm1a718paJKfj/pe+C7CyP/kDm4vtSu962hw3oleTtRWhMoWEaBEAUI2DoBdU+teHC8+cqIzjsaC0Tljk5imdA1sGjiZ6eWPVYSR0JkgtR1o2f6tAlJn75g8YYli99dMWt87zifFoPvLjv9JIyZyB9zlNl6K0L5LYuAKv9ko3f8yEUmKrZn1loFdLd/Xf8s/9rSTswkZMW1tzN5HUOLt2ZWdqHZd6uNrOx+xrbxkR4TExOlHWtMjNHQ+HAPm8abAtjwxIZt49ptXpAeM2fq+ruke+1DjYpcWvnhm+s+3zr/N0KkVdtFhHnWu2ZYXpYkXbrmynzMUVabHlJAwFwEBAl7br6ice4x8sOTsV/HTd/1+ewFPRzJY1L8neu/dmS/zs4r2HXJyfUPKyucKhT59pc3jIxkXrdUsPtlH/2+X0YFYX5iAQEQsAgC4VKSwQRCE98PMi/L6KZVYyQl9Wj/uJFM98wKlyZNZj48XUx7Vo+f5KmOy9qQM+ptTuMLfyyiWxobW7F5jG3jIx3Db5xuGDkT5KO5WYTNWsPvwjLCfGOemZOsdd/7fo7k2dVsAe0ePC6lQ9W5NCF+/bJbO2nNbiJqUtm6ybPvZ8mLRXIVpgi2iCM0ggABVsvNnIn67StV5i8eWVqzggqc3MqZS9/qaciIvUQhZqYYrCYmu+t4PpO8rP4tbVomFWLmk2o2+AcEzExAMDiApKpjuLPCb9LcLRtP3ilpr75NJR1QtOli8pDk5OTgi1uHvOZKVQlXWXjDdc+iGctickkn9X6t+2W3ciSFZi4H3IMACDwjYDdqwejtTuePjJERWpi2dfarIRkeLZ8mjRnkKnSr9O/e64oOqfxD7iOajbuRqCDNNek9I0d86yUkMhAFARCwDAKC5uNjftgS3uSreoUjclY0diKl1XnbR9/a8JrvJuaxtJqheb0MIRMIgABfBATErmXF1N0p7xxbEb4w0Jnk6T4equfWzk3Rwo08ZVObhSw5d+z48lE9JOQhX8HBLgiAwPMTqHr2295LPnRx3Nrr0eXr8p/Sbsw3dNT3oGst9n7lf/0i7u/D2wx+OLBD42vooWsRQgIImJ2A7gsdlIOqkXtVT2wwMoGbMmhcuNFpwA3ug0QQAAGTEsCrlybFDWcgwD8BiJp/xvAAAiYlAFGbFDecgQD/BCBq/hnDAwiYlABEbVLccAYC/BOAqPlnDA8gYFICELVJccMZCPBPAKLmnzE8gIBJCUDUJsUNZyDAPwGImn/G8AACJiUAUZsUN5yBAP8EIGr+GcMDCJiUAERtUtxwBgL8E4Co+WcMDyBgUgIQtUlxwxkI8E8AouafMTyAgEkJQNQmxQ1nIMA/Ad2ZTxroTy6Xi8+cOdNf30xSUlIomxYQEJDm5eWVrb8dv0EABLgjwKmo7e3tKyIjI7dlZWV5a4c4ZMiQRPb3lStXukDU3FUeLIGAIQKcDr8piqInTJjwrSFHbdu2vRUUFJRiaBvSQAAEuCPAqajZsCZOnBhnKDxj6YbyIg0EQOB/J8C5qIODg5O9vb2z9EMKDw+P10/DbxAAAe4JcC5qQ0NwDL25rzhYBAFjBDgXNesoIiJin7ZDDL2N4Uc6CHBPgBdR9+rV64L2EBxDb+4rDhZBwBgBXkStPQTH0NsYeqSDAD8EeBE1G6pmCI6hNz8VB6sgYIwApw+faDvRDMHNPfQ+e5YQodBY8ZEOAi8+AbaNay+8iZodgkdHR6809wMne/YQwq5YQMBWCDR4+B0bGxvFCtjQGhUVFWsonY+0qVOn7mYrzdXVtXDAgAGnOncOSLOVSkQ5QYAlEBjY4Qbb9glN01a1ZmZm+jDCLhg4cOAJppw0VjCwlTbAtnm27f8/p5anuO4RAXsAAAAASUVORK5CYII=\" /></p><ol><li>3 + 5 = 8 cm</li><li>3 &times; 5 = 15 cm&sup2;</li><li>3 + 5 + 3 + 5 = 16 cm</li><li>3 &times; 5 &times; 3 &times; 5 = 225 cm&sup2;</li></ol>","reponse":"C"},"1":{"question":"<h3>2- Quel est le p&eacute;rim&egrave;tre de ce triangle ?</h3><p><img alt=\"\" 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\" /></p><ol><li>5 cm</li><li>10 cm</li><li>15 cm</li><li>25 cm</li></ol>","reponse":"C"},"2":{"question":"<h3>3- Quelle est l&#39;aire de ce rectangle ?</h3><p><img alt=\"\" src=\"data:image/png;base64,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\" /></p><ol><li>3 + 5 = 8 cm</li><li>3 + 5 + 3 + 5 = 16 cm</li><li>3 &times; 5 = 15 cm&sup2;</li><li>3 &times; 5 &times; 3 &times; 5 = 225 cm&sup2;</li></ol>","reponse":"C"},"3":{"question":"<h3>4- Quelle est l&#39;aire de ce triangle ?</h3><p><img alt=\"\" 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\" /></p><ol><li>5 &times; 5 = 25 cm&sup2;</li><li>5 &times; 7,07 = 35,35 cm&sup2;</li><li>5 &times; 5 &divide; 2 = 12,5 cm&sup2;</li><li>5 &times; 7,07 &divide; 2 = 17,675 cm&sup2;</li></ol>","reponse":"C"},"4":{"question":"<h3>5- Quelle est l&#39;aire de ce triangle ?</h3><p><img alt=\"\" src=\"data:image/png;base64,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\" /></p><ol><li>5 &times; 5 = 25 cm&sup2;</li><li>5 &times; 4,33 = 21,65 cm&sup2;</li><li>5 &times; 5&nbsp; &divide; 2 = 12,5 cm&sup2;</li><li>5 &times; 4,33 &divide; 2 = 10,825 cm&sup2;</li></ol>","reponse":"D"}}