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| <!-- ****************** Commercez les modifications ************************--> | | <!-- ****************** Commercez les modifications ************************--> |
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− | [[{{FULLPAGENAME}}]] (Français) | + | [[{{FULLPAGENAME}}]] (Français) mitose |
− | / [[Concept en Anglais]] (Anglais) | + | / [[Concept en Anglais]] (Anglais)mitosis |
− | / [[Concept en Arabe]] (Arabe) | + | / [[Concept en Arabe]] (Arabe)الانقسام المتساوي |
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| }}<!-- ************** Fin Fiche Didactique Traduction ********************* --> | | }}<!-- ************** Fin Fiche Didactique Traduction ********************* --> |
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| == {{Widget:Definition-graphique-Fiche}} == | | == {{Widget:Definition-graphique-Fiche}} == |
− | ht
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| <!-- ************************* Début ****************************** --> | | <!-- ************************* Début ****************************** --> |
| {{Fiche Didactique Media <!-------------------------------------------> | | {{Fiche Didactique Media <!-------------------------------------------> |
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| <!-- Remplacez, Adaptez, Ajoutez ou Supprimez les images et lignes non utilisées--> | | <!-- Remplacez, Adaptez, Ajoutez ou Supprimez les images et lignes non utilisées--> |
− | Image:Definition-graphique-concept1.png|Titre de Votre Image 1https:/https://upload.wikimedia.org/wikipedia/commons/thumb/3/33/%C3%89v%C3%A9nements_importants_en_mitose.svg/350px-%C3%89v%C3%A9nements_importants_en_mitose.svg.png | + | Image: Mitose2.png| 50%|Mitose phases |
− | Image:Definition-graphique-concept2.png|Titre de Votre Image 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v6P60AmA5KS0NBLaEkmZI202ESRAjSrmwYkkAagAnTh3RVma5BlV7umffk0rpFOhJ0A23M9pNBfSy91Lv2g96Uzpc6FkvAanMSB2kBSB+VZy/xoIxtjOhUGDoVPYymQfUQKotst1OkAGU6ggHI66zr2aEHiINF2boZQy6g60PicJJzocjgRmiQR2MOI/MawRNbxvZjKeY8wGBW0DElmMu7as57WP+Gw2AApJyfYAxXOCem+IXLPRGUrqo4ElWkjfMacjFXF69o+khzj2aN6oPjS+woV1YC60PdaOaZZ50zEtA0/OtY292bZ2F8pYFmuWr1sgXEMGdA9tiM6GAewMv7SjgTQeDFvyh8NbD5LZF9pHQz3C0W0O2jAuRwJWOIDAi9c0PyS8dQbh7pHRXxBJ8KsOASFCyhUEKV3E77yDPGQddd9azw6btmvD255639nc/etUFyR5xvsrX79+vVuXeenKtwIpUleiZcqYysYkBRPSG40oIlebVgLqXCFSenljOQCShy6Z2O9Yxm729tdUkuztrChWyokxoIABI1E6dvspPkxuU/JYUmdJLDonXWAdRA046a8aW4rlKxbvNYuYu8rqYMhoPRRhEbyH4cVYcKicqYY5v8ATrogqDIcdaI4drAa1rTO/wAR72scQYs4VTDaamTCZTMdoYkRwUTxo/k61dJuC9asqNCuTXMQzmWkDhkPiWpIMdhypby67CsFYw4ykgtB000B38N6rblTDAicdcgjMD0oI1k+qPzFNG/xablJlSzdMASDtuzMIA72JgD1VLCxdA7LQHsNI8DetXMz2sQ117aZwLiscshoIDaa5WEjXfWnll5ug9toH2mmvK9U4H1KlSgru9U+BoLBc9zdvzfVXt7BRt3qnwNV4Hzdv0F9woOflv7P86hN3+z/ADr25d1yrq0SexQeJ/OBx9pHi2RGstrrmE6g7gHYSAdOyaAfy+dBcsffrq3imY5VeyT2BiT7BRgjbt/w019lUYi2YbKqs0SoYmM2w4GBpuNuyg9+W/s/zqfLf2f51yXZZIOcDrLpmXQGBHcdj278KJt3AwBBkGgo+W/s/wA6CS/cTnCcmtwgAZiSYGgA3NNqV8n9K9fJ+Y+Ud0qrE+uQPVWcrrgDOl+SyW8hOph117ypzCe/evYxv8lP4aeVXcc6Abn8h21no+9TRNGN/k2/4agGN/k2/wCGm6jKwA2I/Ma+0yfZXtr5w7CY9evvJ9lOj700URjf5Kfw1yFxZ3kj00H5hZ9hp0tzWDofyPh+lW06PvTRThbrrFvIqHgDMHiYYSCdzvO5rmzYuvYVZQbEHXQgyD7QKYYy3mRh3SD2EagjvBg0p5PvNdt2UUlAba3HI3Aacqr2SQ2vALpqZFl6bpZjvsI5jF/W2fwz/FU5jF/W2fwz/FXWKwdm2j3HDFUUsTmdjCiTxkmlVvlnk9gWz9ECS3TyjbcjbrLvG9b2dGPu/wA/Mz5jF/W2fwz/ABVOYxf1tn8M/wAVLU5Y5OIJ5wAAxrnHELPhLD8+ww0w2Fw9wKyCQyq4Mtqrag6njFNnRj7v8/NVcwmKYFTdtQRBi2QYPZ0qIwysL0Nl0tgCJ7TvNcY3k62LbkLqFYjpN2HvqzCH5RfsV99N2nTJ3hhUqVKCu71T4GhrV3LYQxJyLA7SQAB6yQKJu9U+BoawAbdkEEyE27VAYT3aUHVi1kEHXWSdSWYnrH18NgAI0GhIG9JfhTyt5NYYo6reYEWVZGuc44EhQidIjTUjqiSdBXy7HfDPE2MLg8Sbbcwt4Cxce4xE3LV0Ml4xnuW7ecBXVWLi0SSGNB9lsXFdVdWDKQCCrSp7wRuNasNsSDGo293+J9pr4JgOU3wlvDLgDisQSQ2ZbVxOfK3c2IhCIyKtrDW8xOgdhwYBj/k8+Et+xhL9oFiS4KXb2ZMPh1v+aI6DXIZmYhmRUaIzCg+1FfHed/500oSyhS5Ekq47oDiSTp9Ia9kqeJ1QfBDljG3rt6zirdpDh1RLmViWa6STzi/2LpkZZEg5hw00t25DIABLHXtygEz7co9ffQE0r5J85i/th/d26aUo5PuKr4tmIVRdkkmAALdvUk8KxlzPx/YNqE8qQXchdQ7dVZGYhRJIG8DNSPHfCMlS1kBLWny91HyEkwBatiGuknaCoMiC1KcDdu2gvOsLVy8xuNzdtrmJvDNIQqVItqAQvzgBoCu9W10n07ru3D9ZfWfyj/GvDo47xHrGo97Vkfj0XMQ3Om/b5oqLeHRDzl0kKxL5JkTl6IIWNWJB0OxvL5R7RIDBmC82vnEcgrlZpKEhj2j18dYzq7RjOXCd2kdARBriyxI13Eg+rT896R474QhVXOGwxYwGvWy6mNx0G08SRXPJHLr3ULiw7jNBKERpCkgORppO81roy1tz65vTQvsfCkXwX2X/AFbD++9TLDY5LgYAOCBqHRkIn0gJ8RNLfgvsv+rYf33q5ZTWU23Ls6xGTKc+XKRBzREHtnSgzyLhSD/o9kg7/JrB49lAfCV7bZbdzD37ygq3yYMAkXADIYSQViNhmUmkdvB4UM2bC44ksxkh4EyuXRtVgE6z4zAGxq/iTCCP9Hs6QB8mmm0Rp3D8qLw6ooyIFAWFyrACwBAgbaEaVjMNawasCMDjOshBZHYAhliAW0AKq20CBx0ow4ewHa+uGv5yi4oA84JdzOQjUBwQsr2dy0Gmx/mrnoN7jQ2D84v2K++iMd5q56De40Pg/OL9ivvqeV8GNSpUqoru9U+BoSzeKpZAWZQcY1ABj2ZvZRd3qnwNC27GeygmDlUg8QQBB/nvoK+VOS0xCqlwtzYMtbEZbggjLcEarJnLsY1kaUDgfgph7a4RSGuDC2jathyCIIClysQXIET2ExEmnFqAIEngdZAPZr49m1dcBA0Gw04bR/hQZy78FU8ut4m2FS2LeI5wBmBa7f5oZwvVBIRizCCTEzvT3k7AW7Fq3ZtrCW0W2o3IVBCgk6mO+iGO2/smozRx4e6gkDcR3nfb+TVI1un9lInvcyR6si+2ur2JVdzwJ9S71MMhAlusdW8ewdw2oL6y9/k7nWxBCI7LfGVbjNzQOS0c7INHZYkA8diN61FLOSfOYv7Yf3dusZ8z8f2WWy9i3GcjsqG618m6oJa8yBiigEkWU6ts7awxI3zaEV8nYO4wPMI2HRozX7ozYi73hXkr3G5qNsgrUxVNk/NO408RwPr981dNfJdBuTcClnMiAxAYkkszMS0szHUsdNT3V1jMDafrW0JaFJKgkjcifAGr7mjKeHVPriP09ddN1l8CfcP8TWp24YvfkufkiBFu7cQfRJFxPZcDQO4EVPim0xZ4KuWbpIxRtCQJKESNNjNMbjnYbn8h210igCBV6r7Z6YGw1gorA3HudhfLIEbSoE+vWlfwW2X/AFbD++9T19j4Ui+C2y/6th/fernl/lG4r5Qdhfb/AMQW1oTzZROiABEljoZYHgWBIHAqNF4EI/Kia5WHydpSQxJXKZiDkYcSdfU8u8kYd2Z3s23ZiCSyhjoABvsIUaCluO5PD3LgbA2riok2nlBmKKuW2QdQJa5BOggaVtA+DxDJcl+U7LoDLJltjTprGbOSNWtj/YjdjXVm5cy3ec5RRlKiypW2qZLryMxIMlgSoCgrEGe0Ui3fUgLyZZCqSEAa30Rn34RmUTAGhga706wnJlo2kD4a0hbLca2FVgtyNdYAJEkZo2oPbebybpXReJtk84oCq8gkMACRBHYa7wfnF+xX31ZirSrZZVACi2QANAABAAHZVeD84v2K++p5XwY1KlSqiu71T4Gh8HeUW7YLAHIu5HYKIu9U+BoHBYV+bt/L3OqvC32D9igtvXE1YXFVtBMg7GYInUb9+piKrXGxoSDvqrKRHDcgz6j696u8lf6+57Lf8FcNYYT8vcMcALZOv+xQetjl0g9vZ/iRXpxAPVZAPSGvs4b+NcCw8gc9d1EzFqPDqb1OZP19waxqLYk9029aDo5SZa4pHATHYddddquGKt/TX7wqvyV/r7nst/wVPJX+vuey3/BQFUqwhyXr07XHkH9oKoK+JABHrovyV/r7nst/wUJYwRbnQ11yM5kFbZB0H9nWcpsNaruKdxuPzHZSU4JiSLd6+YMEm4AoPYOgSSOwad9e/FN/6+5+J/8ASs9V9Js60Ydx/n21w5gzvAgdpJI/Qe2kq8nXTtfunv5zT25dfVXJwF2RN+7OsdInbQ7JTry9Gz60kanUnc/p3VZSJeS7p1GIuEfaf/WvG5LvD+lut3C7B9UpHup15ejZrjL2UQNWbRR2k/4DcngKUck3LdpsrOqxYsgZiBMNfHGicFggekt27OxLZC4jgSyE+ravMNh/klZrzgAEkkWoAE7kptVk3/c1KO+MrP1tv76/rXnxlZ+tt/fX9aXAudUF9hwOWws+pwp/KvYu/QxH/wAWq10ww+MrP1tv76/rU+MrP1tv76/rS+Lv0MR/8WpF36GI/wDi0OmLsXi1uK1qywdmBUlTItg6FmI0BAMhdye6SCUEXoGwtj96gHvXVUkriQACf6tsPXROEU89Jdnm2CMwURqfoqKsSzUM6lSpVZV3eqfA1XgfN2/QX3CrLvVPgaGtpNhV2m2B27gCg9xbuUPNqS0wJOUeJJ1C94BPZ20mxqJaR3xNzNHTdm+RsW9tQd/zZiTqQNtEJ8P57qQYvm3YX3RbotkvZDAHVeiGtyIBLMqqdJkmSMsBmRy7etEXEUKL9wIilWt3WXW4WW0zsixaDvmeG6gKDMBVNrlbEYq7bF5XRGVhat3bbW1vfPKnJd1vKoBDAZXUXCimIrQYzDmWkgsLd1jHE5bgZhJ3DyI+ibY4ac8p4IMrIQYFwhmB6aZs1+1ftiD0rdxioHHpdaApA/Ai5DPbF1ckA23bnEcEBs1t2MnQwOkBMjYUzw+M1yOMtyJIjQjtB4j8xpIEil3wfxNwA2rwGcFurqpIPWG0BgVeDsWjqlCzsE6Tx/Lx1oLKCsvAvHsZj7AKJtpAiSd99d9aFTq3/Sb90VLwLMEgW2gH0R69N/E0jxXO4tytu41mwjFS6RnvMJDKsggW1MgnWTOwEljj7N17CpaOUvlVnmCiEdJl/ajQdhIPCqm5EmE510sKoVbNr5MQAB0nHTO3zSu+s1mTtI3jZO/kByndt4bVuUWskfNuNacN/ssuc/7JFHYfGnmkDK19mGfNZTKhzEkZSzwDH7XfxozDclWLasqWkVWnMAoGad83Ez30uxGDOFJvYdfk97thRow4vaXhcG5A6/jBrU7XdW2WanK5cc4ZBcsvbzHKHLIdYJAcKx4A66jwqzAcq84Vm06q85HjouBOuhlZAkZtxxqcq4fyi3bVRKuykttlSCSYOssJTuzTwpoBFbtmuHHV2FQReeOKqT4gkT7IHqFBNquGU9Vrmo7cq3Lg/wDci0aPPH7Me80Gu2E+0b+7vVynH5t48nFZfE4vH573Mmw8OcqtHQEKApIcHWM2ombkaACdDirxRSwVmj5qiSfCstiLaXWluT751JJZgupZX6Izx1lB4Ce2TW0X28RylppYYmCe6cpIEXNRAeDpwp3ybddkUuULBQHybC4JDjcwARESeNZjA2bS3LbJyZeVgZVzEg5QB0i+gi4wg6aHiKY8m5bPNmzg7qG8AXBMC30wCG6RAYC4zabhYnQUDzH+aueg3uNDYPzi/Yr76Jx/mrnoN7jQ2D84v2K++p5XwY1KlSqiu71T4GhrJ+StaTpb/wCXX1b+qibvVPgaGt+ZteFvt7V7KAkk8O/Q8ezXspdyhhWZrOUSiOpZfRkqTJiF3iCZyn5tMxxoI4kreyOIDj5Ns05ioJZSDs0SQBMgMeGgB2eSyyEvCu2GW11ZNtiGzmZ1klNP2KJxfJYchsxVwFXMOIEnbtBMg8CAe2aLvKID33klLFosUGhJzXM0hiBtaGUmBqTMGuMByq9zEvZygKisxMa63GtWwDO55m8x0GhQCYJoLcLgMr22KqDDZgCSJUnKUnq6Owj6Jy6gCGmusdvhSpOVkLsWuIlteqWMZgJBYsTAUmQoME5GYSKY4e8rqGVgynVWUyCCJBBHcaD2zEvpHS9ugM0OnVv+k37oom2TGvaduyTG/GIoZOrf9Jv3RUvAIw3UT0R7quqnDdRPRHuq6k4EqUJfxiLct2ienczFQBOiCSx7FEqJ7WUcaKqj2pUqUAf9Mfsx7zQaf1T7Rv7u7Rn9Mfsx7zQaf1T7Rv7u7WJ+648jOUrqrbeX5uQQGEEgkHUA7kbx3VlVxev/AOXXKyjKYtyWOkkRGXVdo1nUVsL1tWEMARIOoBEg6b8ZoHlTDtkHM2rTPqOmBCiCwPhmy6d81tCO3yhaR5PKJKC5mZSqwZ6eXMR1Aumh00G+lXpfFq4j3OUJtvccBCqgEqbilQ24gsinvVQIzRXN1MVGUYDDkQ0AuuUGcsdXipbh3aAmH/kdoiDbt6TplU5S2p079z20FmP81c9BvcaGwfnF+xX30Tj/ADVz0G9xobB+cX7FffU8r4MalSpVRXd6p8DVOF8ynoL7hV13qnwNV4HzVv0F9woOrgBBmYBB48IOkanakAa6z3UPSe3lbIQAWWSFdH06Wa2zjpR0spy7hpi2vIAVyNDGQQwlTt0hmIYaSYIOvVmRleVBiMRcYnD35EC09lktvbB3M4hFKyN4JmBCyAaDrlDHQb10lQHsvavjUAsvRt3FkyNbjKykSNAT0FzCYXlwxiSgYZ7jJp1gOcuWy0rJAzWr2XKCSbqQCSBXOB+B2Ke7zuIvWrbDOctm0BceTbYM7ZhbZgUQEi2JjgDFEYz4FEKgGIchTcZVtqLdwNckF16UHIGhUiMnROYwQHPJt+4Ls2pYhmDAQA9wZegrlWnLlVSqMLaDMCfk5fScm4m3ayYdXa44kXGVCV5xjmZncDIrEknITPSEClPJ3JGIzZVPyQQDPeDBmbSALaMsWlAIyEgEtoAAc2kwNiLSptAjRRb0n5qjqiNhuOOtAVamBO8CfGhU6t/0m/dFGgUJZSRdHazD2gVLwKLF+xeQ2c9t+jkdAwJGkFWAMill7GvgRFwtesaBWnNetzoFYEzdEwAwl9pDatR/xfYxFtOdtW3KgA50DFWXQwSJBBrlPg3hQ6XBaUXE1RtSV8JNSbsljpjljOePRLyJys17PiLVm5du3Dl6QNq3ZRScqF3GsGS2QP0ieAEObOBuqTeu3DduqrZbaE27SyDoF1knbM89wG1G5yhJK6HcjXXae2NB4d9WPf2jjxIP5Dc+qrJ7TLLfE0Xry/ZYLzc3XYAi2kFhOvS4J/tEVzyK1y5cvXbgUEEWlCkkAJJbUxJzMVJgdWiLvJqXAMyxBzBgcrydCcywRPcdo2iKKwmES0gRFyqNh/iTxPea3ua7OOst93H9Mfsx+8aDT+qfaN/d3aLttmuuRsqqs/tSSR6gV9tCJ/VPtG/u7tc5x+bpiD+FmIsrzYuC8zRmVbWbXK9sycoOoIWD6vnQVl9MGqpeZsYoebYGa7oVi1qvAknSdWJ46CttQvKCXGSLTKrSNWXMPZ7P+240jGqcHcy5XxpLgKDmuqIuFUzTt8+c3rmIlnfuWbhxqf6UGCQxBZZWyP6IxoSXYaamJ7CbxyfjgBGKt75jNskdWMo16smR2EDfatHQKrDocJNvNk5tsuec0AEazrVmD84v2K++uuVrsIyDV3BVF7SRHsEyTwFe2Ui8B2WgPYanlfA6pUqVUV3eqfA0FgcS/N2/kX6q8U7B+3Rt3qnwNV4Hzdv0F9woOPKn+pf22/464N1iQTh2kbGbcj/30Y5pZytyvYwqLcvuVQnJm1MGGbULx6JGgmYFBct1gIFi5HpJp4dPSpzjZs3MPPbmT+OkB+H/ACbmRRfZnZWKoLd3MchKlWBXRgQRDQa0ti6GVWUghlzAzmBzaggjceBigpt3Cs5bDCSSYNsSTuT0t6s8qf6l/bb/AI6sW7rlO+sRsY39fdV9AJ5U/wBS/tt/x0PhMS83PkX654p2D9umdDYTe56Z9woFd7FEsSlm/m2Y2+bIJGkHM2UkbaajavPLr/1WI+7Z/jplyZ5m16Cn2gGgsXiM8kzzSuqHKYLsWCEk8EUnWN4PDfnjjvvvTN9TmgbnLjg5cmILDcKlpiPEK5Irn48Zd7eIT0rdpB7WYCmeJSSti2sAG27EQFVQ+aI4lsjCAPHv6xOPYXeaRVLZQ3TfICDI6MKxaIM6aadtauEk5qTHK0IMffOotYj7tn+OocZeO9rFR3CyPzDz7KsS3ctklVRWjNzSOSHA6xClVytqNRuTr3NbF0OoZTIIBHgal+n96s51QWExXRGSy+UaRKAg8ZBaZ7Z1oa2waynOWWKrLSWQARImc+mhP50wsj5W53hD6+kJ9gHsoIrmTDIeqznMO3KrsB94KfVVnDePIMYhDquDxDDtGUA+Ga4JHftXvOj/ANDiPbb/AOtWjrLNc5SVzlQOsk9M2wSC76dGNAnN675s3DdprrXc6P8A0GI9tv8A61TnR/6DEe23/wBaqLeM5VjXD2STBjMBl6mmjmfn6947NX/J5ulEN0KrlFzBdg/zgNT0do1po6yhOUBaDOMDfWBLNFmYGup52SBTLD3S18yjL8mNypnpH6JNd8s/+Xv/AGb/ALpr1PPf7sfvVYl7zY2pUqVWVd3qnwNV4Hzdv0F9wqy71T4Gq8D5u36C+4UHZMkjsG3jPd3Vj/8AKN8H7mNtpaBDLuLZBgvIGdmVgQoBZRA0LZiTGU6wHpnfTLA8ZH6+zwrlnVbmrKGZQFBMExJOk67+r10HwzC/AC4+IC3Ltu30yhhRzisoa6ztbuFSyOUYhoaQhiQQ5+zfB3BixYtWBEWBzIg5iVSArMSq9IplYgCAWME6Em3bdssrMRmU9GSBlJUrA8QW3nc1LSw7CTsrGeJ1WdNPmj2UFmJYhWOmgJ9lXCqn4DgdN+0ca5wTTbtn9ke6gIobCf0npn3CiaGwn9J6Z9woOOS/MWfs0/dFCYa1mwgWASbRUg6y0QQZ/ami+Sz8ja9BR7ABVBDWmZlUtbYyyjVlY7so4g7kDWZImamHfGRm3VlBPygqomQm3cY27ZNxGXSY+eBJ1aNdzxphbwJzq73HcqSVBygKSCsgKo4EjUnegOVbAxPN5CtxFYs6c4ULEdUGAdjJgxqB6mK4t/n2+bUbszrHqg++Kd96rtcsenc++1OAzXDzzQAygIo1hZJkntPR0jSONW8k+b7s9wjwLuR6oiqzfN3o2pCHe5sI7E7T+0NB37UdathQFAgAAAdgGlbrhO93FVvztz0U/wCegrf9U9Jv3HouyflbvcEHr6Rj2Ee2hLf9U9Jv3HrlOPz/AHdMef1d8tcptYClbFy9OaRbUsRlUkbA7mF9fdQSfCYESMLiyMpaRZ0gEjTpak6QBJ6QOwMXfCDMAD5YuGSCCWVdY6RIZiI6IO22p8FvJ2NAdGblJGSCMjIqSFEAMzNIaXVuBYRuBNbQzw/Lha4ts4XEqSesbfQUbSzTHsnfxji1y6WS4/k2IBTKcptkFgzsnQG5YBcxHYy69ihrl222V+V5Ypbg8xbjplockDLBGbaIhCTHWZtiQztdHKFrmH6CJ8nlDOilRzgYMW1zgAiQ3gQBvKd3NhbrQRmtMYYQwlSYI4Huq9fPf7sfvUJi7eXBOpfPFkjP9OEPS1J333NFr57/AHY/eqeVvA2pUqVUV3eqfA1XgfN2/QX3CrLvVPgarwPm7foL7hQCY7DZ7gUu6qyNmCNlzQQB0h0ljO2qkHbWuhYQXwcgBKMc2hJ82u++ggeuiLw+Utn0l9ozf8tDY64lqb7ZoUNmyoX6KhmPRUE9uwMmKDvlC1aKxdtq6k7FQdgzag78fWa6u8nWmYuV6RBGYFlYZsswQQROVduysThv8o+AxSIBcyMLqEC66J0LZW410kMVAyBugelIIgb1ssFyhbuqrI4ZSmcToSsxmKkAgaGNBQS/gSTcZblwFkygZzlBE6gHYmQCR2CIMkk4Mg20I2KrE9kCu23Ht8Yjv8K8wywijuH88aC6hsJvc9M+4UTQ2E/pPTPuFAJg8NmHOZmXnOllUwADqNPpdp7arbMxK2mZoMFi8IDxEwSSOweBIqBz5PYRTBcIkjgMssR35Q0d8V1zhtXDbVeibWa2o2Bt6Mvb863HiaxhJqW+WdXK6ngHc5KNx2V7xLKFbzawAxYCC0n5p/KvbfIZtnMMtyO4I/qOoJ9njRdoi0he5cAdwCzXCFAMQBGkKOzx1mh+S8MLyZna6WmCy37mViI6SZCoynuUVu3V1CfRlm6LwoVwYuXAQYYEwynsIj/seFEHB/2lz73/AGoS+y9C8k6NzTftKWyGZ7G1B8e2moqXGGN8UDyemTPb3gg5uLBuLftSCJ7hQ9v+qek37j0ba87c9FP+egrf9U9Jv3HrOPDePP6qfhFzxAW3hLV8ZW1uMoCtEAZWGoMwdR66DS00XGfkyyCqMVAa25cqRlTRNJBJnh31T8Ir9g4gLexF+2AijLbJUEk5s8qSRAHYJ1gmDC/FXsCikeWYoNmJLhrhMBnLDNlggdKY1iPXtDa7fvlrSNybbOaFB5xWRFAYwxFs5QBAiNSYE1XlvkBG5Ks83mmDdtmPm5suSM2UCNdtJFCPisCyNYbFX7pLtcIdWdzKOpVQyQFyqxAAjSRvXT3MDdtXPl77C2rXTma70YzKdDCNHOEZdQOjwAgH2MZjgnLoLbcycyA5ghyGVDACQNpgeFFr57/dj96gsRj7d7CXnttmXm7gnYyAZB7wdD30avnv92P3qnlbxBtSpUqoru9U+BqvA+bt+gvuFWXeqfA0HhcWvNW4ZCcq7uBwHjQEYoDosSAEObXsgg/kTWH/AMqHwbv4nD3nwzu14BStouwHRkFrShgoeHI1BnbQ1tfLB9K3+J/2qrnxsGtx2G5I3nsoPzhyV/k/5SaSuAuDNABdxayAZeDvmMzroCCOiRGn3H4EciXMJbZMRzbXrjFzcQ/NiFtgmD0ZYAKqrEncmXZvAzmFggzPT48NMvZXflP7dkbaTPjxFB3dfgDIc5RB+8ZjQgA6d1G0v50Tmz2iRIGuwMSN+4VYmLE6vajuagMobCf0npn3CuvK7f01+8KHweKtzc6a9c/OHYKAYKfJ7DqJKBHgcRlhgO/KzR3xV1+01w271p10VgJUsrK+Q8GEHoDXXjpVWFxqooRtcoChlIYMBoDoZBjcGqDiUUlrTFZMlSsoSdzAMqT2jTiQazjZqSs7su1fI9/PfxGa2CylRzgBI0GUoCwBkEEwJGpprjmeFCaFmAzROUakmPVGukkUhW/knItxJZmPN3Ay5mMkxdXSSSdBRVrlB8oWcv7TfKOZ7gFUfmO6rLJy19TPG95sXctAC1YUkwVZid8qENLd7MAO+W7KagUnwmLsoDGYk6sxEsx7Sf8ADYcKK+Nbff7KtyjGM81bb87c9FP+egrf9U9Jv3Hq3DX1l3ZlUtAC5hIC7TrEySfZQLY62q4diwgM0x0olXGyyaxOHTHn9T+s9iruPGcqcN12FtCGzMozlZbNGYhR3ansgnfH+H+mfuP/AA0nxljk67da9dBdyFGq3IGUEaADiG1neB2VrcOm+ly3eUGgLcwc5el0bmjagiM+wOWDOonamvJflPT8oNk6jLzQYaRrmzHeeys/cwHJZRUyQqkMsC6CCpDDWJ0I07OEUy5NxuDsILdnoICxyhHiWJY7jiSTTcOm+jHlr/y977N/3TXq+e/3Y/eoHEY5L6m2hhG0d26AC8QoaCWIkSBA3nSCZauq185WB+TGxn5xp5W9pqj6lSpVZSqfJbf0F+6K9qUHnktv6C/dFTyW39BfuivalB55Lb+gv3RU8lt/QX7or2pQeeS2/oL90VPJbf0F+6K9qUHnktv6C/dFTyW39BfuivalB55Lb+gv3RU8lt/QX7or2pQeeS2/oL90VPJbf0F+6K9qUHnktv6C/dFTyW39BfuivalB55Lb+gv3RU8lt/QX7or2pQeeS2/oL90VPJbf0F+6K9qUHnktv6C/dFTyW39BfuivalB55Lb+gv3RXduyq9VQPARXlSgsqVKlB//Z | + | Image:Mitose2_(2).PNG| mitose2 |
− | Image:Definition-graphique-concept3.png|Titre de Votre Image 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 | + | Image:Phase_de_mitose_.gif|phase de mitose 2 |
| + | Image:Erreur_de_positionnemement_.jpg |erreur de positionnement |
| + | |
| + | |
| + | |
| </gallery><!-- ************** Fin modification images***************************--> | | </gallery><!-- ************** Fin modification images***************************--> |
| <!-- ************************* Début modification Vidéo ******************************************************************--> | | <!-- ************************* Début modification Vidéo ******************************************************************--> |
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| <!-- Balises à utiliser Pour: Youtube : <youtube> / Google : <gvideo> / Archive.org audio : <aoaudio> / Archive.org video: <aovideo> | | <!-- Balises à utiliser Pour: Youtube : <youtube> / Google : <gvideo> / Archive.org audio : <aoaudio> / Archive.org video: <aovideo> |
| / WeGame : <wegame> / Tangler forum : <tangler> / Gametrailers: <gtrailer> / Nicovideo : <nicovideo> / GoGreenTube : <ggtube> -----> | | / WeGame : <wegame> / Tangler forum : <tangler> / Gametrailers: <gtrailer> / Nicovideo : <nicovideo> / GoGreenTube : <ggtube> -----> |
− | <!-- <youtube>ID-Video</youtube> exemple http://www.youtube.com/watch?v=k0O8-0kPQmM devient <youtube>k0O8-0kPQmM</youtube> --> | + | <!-- <youtube>ID-Video</youtube> exemple http://www.youtube.com/watch?v=v=aFbKty9uMhc devient <youtube>k0O8-0kPQmM</youtube> --> |
| <!--Ajoutez ou supprimez les lignes non utilisées ---------------------------------------------------------------------------> | | <!--Ajoutez ou supprimez les lignes non utilisées ---------------------------------------------------------------------------> |
| <!-- ****************** Commercez les modifications pour les Vidéos *******************************************************--> | | <!-- ****************** Commercez les modifications pour les Vidéos *******************************************************--> |
| | | |
− | <youtube width="220" height="220">k0O8-0kPQmM</youtube> | + | <youtube width="220" height="220""> 9c0ATwBlYBM&list </youtube> |
− | <youtube width="220" height="220">iIlCg439eHQ</youtube> | + | <youtube width="220" height="220">uTNlKGc_0nw </youtube> |
− | <youtube width="220" height="220">k0O8-0kPQmM</youtube> | + | <youtube width="220" height="220"> LhNrrwUNJz4 </youtube> |
| | | |
| }}<!-- ************************* Fin modifications pour les Médias *******************************************************--> | | }}<!-- ************************* Fin modifications pour les Médias *******************************************************--> |
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| <!----------------- Commencez les modifications des Mots Clés ---------------------> | | <!----------------- Commencez les modifications des Mots Clés ---------------------> |
| | | |
− | |Mot-Clé-1=culture in vitro | + | |Mot-Clé-1=anaphase |
− | |Mot-Clé-2=chromosomes doublés | + | |Mot-Clé-2=culture in vitro |
− | |Mot-Clé-3=multiplication végétale | + | |Mot-Clé-3=mutation |
| |Mot-Clé-4= reproduction conforme | | |Mot-Clé-4= reproduction conforme |
− | |Mot-Clé-5=chromatides non soeurs | + | |Mot-Clé-5=physiologie végétale |
− | |Mot-Clé-6=chromatides soeurs | + | |Mot-Clé-6=télophase |
− | |Mot-Clé-7=replication de l'ADN | + | |Mot-Clé-7=métaphase |
− | |Mot-Clé-8=chromosomes simple | + | |Mot-Clé-8=biologie |
− | |Mot-Clé-9= information genetique | + | | |
− | |Mot-Clé-10=prophase
| + | |
| + | |
| | | |
| }}<!-- ********************* FIN Fiche Didactique Mots-clés *******************--> | | }}<!-- ********************* FIN Fiche Didactique Mots-clés *******************--> |
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| <!-- Compléter les pointillés et Supprimer les lignes non utilisées --> | | <!-- Compléter les pointillés et Supprimer les lignes non utilisées --> |
| <!-- ****************** Commercez les modifications *********************** --> | | <!-- ****************** Commercez les modifications *********************** --> |
− | a mitose est utilisée dans le domaine agricole pour réaliser:
| + | la mitose est utilisée dans le domaine agricole pour réaliser: |
| | | |
| le clonage des végétaux par le biais de la multiplication végétative traditionnelle et la cultures invitro. | | le clonage des végétaux par le biais de la multiplication végétative traditionnelle et la cultures invitro. |
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| <!-- ****************** Commercez les modifications *************************--> | | <!-- ****************** Commercez les modifications *************************--> |
| | | |
− | * Confusion entre [[....... - ........]] | + | * Confusion entre [[mitose - méiose]] |
− | * Confusion entre [[....... - ........]] | + | * Confusion entre [[mitose - amitose]] |
− | * Erreur fréquente: .................... | + | * Erreur fréquente: de répartition du matériel génétique |
| + | Les erreurs de répartition du matériel génétique lors de la division cellulaire peuvent avoir des conséquences dramatiques sur la vie des cellules-filles. Dans une étude publiée dans la revue Current Biology, les chercheurs révèlent l’existence d’un mécanisme de correction des erreurs de répartition de l’ADN inédit dans lequel les changements de tension cellulaire jouent un rôle essentiel. |
| + | |
| + | Lorsque cellule se divise, son matériel génétique doit être réparti équitablement entre ses deux cellules-filles. Cette ségrégation du matériel génétique est une caractéristique essentielle de la division cellulaire. En effet, une mauvaise répartition de l’ADN provoque une aneuploïdie des deux cellules-filles qui peut conduire à leur transformation tumorale. |
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− | * [[..................]]?
| + | |
− | * [[..................]]?
| + | https://rnbio.upmc.fr/bio-cell_mitose_question1 |
− | * [[..................]]?
| + | |
| + | https://rnbio.upmc.fr/bio-cell_mitose_question2 |
| + | https://rnbio.upmc.fr/bio-cell_mitose_question3 |
| + | https://rnbio.upmc.fr/bio-cell_mitose_question6 |
| + | https://rnbio.upmc.fr/bio-cell_mitose_question7 |
| + | https://rnbio.upmc.fr/bio-cell_mitose_question8 |
| + | https://rnbio.upmc.fr/bio-cell_mitose_question9 |
| + | https://rnbio.sorbonne-universite.fr/bio-cell_mitose_question6 |
| + | https://rnbio.sorbonne-universite.fr/bio-cell_mitose_question7 |
| + | https://rnbio.sorbonne-universite.fr/bio-cell_mitose_question8 |
| + | https://rnbio.sorbonne-universite.fr/bio-cell_mitose_question9 |
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− | * .................. | + | * idées liées à son enseignement |
− | :* .................
| + | - Observer des cellules en division dans des zones spécialisées localisées à l’extrémité des tiges ou des racines, appelées méristèmes, assurent la production de nouvelles cellules et par conséquent la croissance en longueur de ces organes. - Exploiter des électronographies des différentes phases de mitose ainsi que leurs schémas d’interprétation - Utiliser des fonds de schémas pour représenter le comportement des chromosomes au cours des différentes phases de la mitose - Exploiter des animations qui simulent le phénomène de la mitose - Insister sur les phases déterminantes qui permettent la conservation du nombre de chromosomes entre la cellule mère et les cellules filles - Analyser les courbes de la répartition de la quantité d’ADN au cours des différentes phases de la mitose et décrire en parallèle le comportement des chromosomes |
− | * ..................
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− | :* .................
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− | * .................. | + | * 1) Prophase : L'enveloppe nucléaire se décompose, les composants du noyau se dispersent dans le cytoplasme. |
− | :* ................. | + | |
− | * ..................
| + | 2) Métaphase : C'est la duplication des chromosomes. |
− | :* ................. | + | |
| + | 3) Anaphase : Les chromatides se séparent et mirent vers les pôles opposés à la cellule. |
| + | |
| + | 4) Télophase : Une enveloppe nucléaire se forme autour de chaque lot de chromosomes. |
| + | |
| + | Astuce mnémotechnique : |
| + | |
| + | Papa Maman A Table = Prophase Métaphase Anaphase Télophase |
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− | | + | https://cmapscloud.ihmc.us/rid=1XH3GV0GF-208NPM9-5X6TD2 |
− | :* .................. | + | :* ................. |
− | :* .................. | |
| :* .................. | | :* .................. |
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