Jump-To-Science a le plaisir de vous inviter à une série de Webinar (séminaires par le WEB) sur
L’innovation dans l’enseignement des sciences de la 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
w3O03JC5yTsXHP0JqvdeCoWwIrouvHIQA5/E13d9q+hzzB5b1QrLtUgEAFfw70kmoeHxEgS9jc7DjAbk+4xk1yPB4S9rr7z6Wlm+YxUW1K/+H/gHCJ4IjNvuW6YsHGQUGPxOcVUm8GW1vcM/2s47/KCPwwa6q213SEdoZLwYcEADIGe3aqN3remOyqlym3GGCg4/UdazlhsHZbff/wAE76ePzNys72f93/gGCvhVGkKw3RbjpsHP05qBvCaBjbG5Kspy+5Rx+tddFqvh9I2zfLnadvynr1xnHt2rHfVtO+0fvbiPazA55JOM5ycVlPC4VLp9500cbj5Nqz/8B/4BmJ4XtiGQXZypBB2dRWnF4GguUV5ZwUZhklAOD6EmrVtqGkqsqm7j2vkgYbJ/Sti01rRmsTA10ueDg7gBjJ7CnSw+EfuO33/8E58RjsxjrT5v/Af+AcBqfw7a1kebT7syrHIMIVAP55rXvbaXUdMii+zzvcwSABhHkFV9DXZvrGkTQyn7XGj4Bz8xXHQc7eKqx6/penqskF7slXlvvEEHvgilLLsJGTaaV/M6sPn2YtctWLf/AG7r+R5sPCepOxbypfm5+aLkZ9Kki8EavKYysLn5+P3eMn35r1Kb4kNHAuZYZyjEkBSCRx7U+y+Lnh4yrFeRtasx++SSo9+AazlQwcdJy/E9ijicXUXNTTf/AG6db4f8L3kbxO6tCDEgyEB6DB6sK66TwqkiqiSFgSc5iXg/i/esdPHehtCkaalC6E/IyhuR+VXX8Z+H12tHqEZJIyMP34H8PJ9utXUwGDk7qz+f/BPUoZjjKcUm393/AAC7/wAIgfL+a5yhxkbUyPT+Lir8fgdww2XIwRydi85+jVkv4u8PKy7NRQnblgytgAfhVweNNBcDytSjGBnYoY4HrjHT3rP6hg73aj9//BN3mmLl1f3f8AtSfDd77bHLdFSjq6FQAylTkFSGBDDqCOfStDxr4Nl1LTIJvEnjDWNVNiu+BdVnnuY7c4A/dfaJpBHwAMqM4FVLfxx4fWQTtqCEdMDOcjPtW+viTRvEsP8AZyzR3y7AXjK5bHPrilHKsE5qTinbzJqZrjVBxUnb00/I+QfF/hS3gOmmO98wzZI2oMcMQOh44x/nNdf8NfA9rqNhcF750IkccRhuRj0YYr0vxD8KbXU3+0aDO1vcQOGjiuPnXGMkL2HNc74ZXVfBHn2Ou2stsZpGaOQcxyEkZwBk/wD6661gabr6w0+fY8WlisRCOsvwX+R1l78NbZpYgNRkYOox+5HP/j9RSfDO2zta+kwRwPKX+rGunt9YW9v82se1ETIOcjPFdBK5ll3/AMSjkf1rr+o0NuX8WZ1MfXbvGWnov8jzX/hWNnG6J/aLliOcwDHt3rQsfhnbu5Q6iy7fmBEK9u33gea9DTayBZWBYjJb+QqvBuLuGJU4wuOtP6lQ25fxYLHYl/a/Bf5HPRfDC1lf5dRbB6gxDP8A6HXV6b8GLW4XI1JuPSEHr/wOtOykEbqB8zAYJPvXp+gmdIdilcBd3HGeap4Khb4fxZMMdiU7uf5HkOhfCCyfxxHYtqroqwK+4wDqG5H3815b8KvhXDq+n30/9oOhS5dQBEDnDuM/f9q+rPDLG48dNvA3Jb85/wB415X8EInOnTrkYN9IAB3/AHr1wzwtFVrNfZ7s6qeNruC977X5no+l/AWBhprHV5AHl5HkKT0P+3XRN8BbLdqW7WJcKuB/oyk/dP8A00r2M4s7mwKn70gUD0IBq7JcPBLra9Qq5B9PlNeKsLSk78v9XPoZYitFP3v6seHS/s/2iDRWXVpB5rHIMC8YQf8ATSunm/Z+sfNQNrc33cZ+yqQMf9tK6/XLu8VvCxiJBkkJfH90oMV6zcB4pgcnb0zg9TWOJwkIqNl3/MujjasueLl/KfPsf7P1qXyNYkU/9eqnIx2/eGuQuvgVai/1SFtZlWNIWIZbZRzgej19cJPLG5IIyOhxxjvXBanfqv8AbsirxHAzEepUDNXhcNCV/d7dfMjE4qq+Vc1tT80I/hRa6T51pcai4Mjz7XEAx68nfwcVZ+CnwWj8ReIdTsH1Ka2IJnt7iJCsisrIA6lXDIwzkEc19Hx/FLSr/Snlbwh5qRNLG7fIcmLqcnOM4qj8D/H2k+KfiRcvommNpUSWTJLE20sZBLHyNvbmvYr4Wg6fK4W7HkUcTiFNS5+3Q8CsfhnrPiS4utQ8d+LNV1aTSrieG1udZuJb5oo97DCG5lfZn2xxj04uH4e+GosRt4ijDY+QrGrDaOB/y0r6GHhnUtR1DVtPu4QbO8uH8oEDazB2zk/jU6/AXVRiRdLjBZMcqMYzkY59K6aeDwlKCjZL52/Umti8bUm25N/j+h4TYfCzQ9Q1fTdLs9cFxLNOjkJEuQoYZPEnNfad3+z7Y28EO3Wpf937MgzgE/8APSvKtJ+F+qeFPFmh6obSK3USMjHAyQ7JxwT6fhX27q5MXldMZOfVRivGznD0nUp8iutT1sprVvZ1FJv7j4XuPhXdNM4k1iWMB8BRbLkAHviT6Vo6X8JdOkkK3viGZeR/y6q3X/tpX03c6TYaxM0NtGxdTtYxDkkcZP5Vzt98MPEjSM+n3MKKBlA4O4E+uK0VPAOPLUXK2Zqrj781N3RxVr+z7oV/HmPxFNnOMNagY+n7zmtH/hmDS5QD/wAJDOFPcWw5/DzK4O88Zar4V1u80bU3MctjIEMuco3GcjGfWu78P/GGW6UMsnnKvB2//XrKrkUl71J3R00s7v7tTQE/Zb0bfuGv3PP/AE6gDj/tpVqP9l7TfLOzxBccf9Ooz/6Mr03SfidYXQEdyNue3cfkK9B0/wAQaZdxhoZxj0zj+deTXwVenpOJ6VDGUqmsHr/X+R85r+y1pWcnX7n3/wBFXJ/8i0n/AAylov3hrtxxzzbjP/o2vqUXULHcrZz2Pt6VZWYHkHr2rj5ZLodaqXPlZf2WtHLjbrs5HobYH/2pV6L9lvSIwSuuSr6f6Kv/AMcr6cSaMSZDAH3qzHMkikM3SspLujWNRrRHzEP2ZdMCg/25Lj/r1X/45Tz+zLpZUE65Lj/r1U4/8iV9N+bg7hyBTmnXb83GT6VKgilUlc+Y/wDhmbTRyutyZHQm0T/45WDqPwH0Kwl8lNXmnuD0RbND+f7w19J+IdVu0T+z9Mw1xMQpP9wetSaRpUGkwG7unDy4/eTuRxn69MV2Rw9NQU5q9+nc55YmpKThT+b0PnO1/Z4MygjUnjXr/wAeq9/bzK0F/Z0JHGtSp7fZE/8Ajles6l8X/CWnTtAk4mMfynYT1HXPFZzfG/wtty4fI9//AK1bf2biJJNUtA+vU1pKoeeL+zj0P9uSbve1Uf8AtSn/APDN+7k65Lk9/sin/wBqV3sfx28MK5Bjk6euasR/HzwntxskP14/pTWV4n/n0NZhRW1Q87f9m9wuBrUje/2NR/7UpF/ZvlYAf2zLx1/0Rcn/AMiV6SPj14YIJEbgD3z/AEpB8fvCYHzh1B7nP+FS8pxN2/ZGix9H/n4ec/8ADNbgbRrMpA9bRf8A45TV/Zqmyca3L/4CL/8AHK9PT9oHwbjALHHuf8KkP7Qvg5VLENgeh/8ArUllmK6UfxH9eov/AJenmK/s13RHGtS4Hb7Iv/xymP8As03hxt1qTHfNoP8A45Xd3f7Tnge04aOVj7N/9asxP2r/AAW2fLspzt6kOP8AA1X9lYt/8ul95X16h1qnK/8ADMl6W3HWpR9LVT/7VpT+zDfvwNbkwextF/8AjldWv7V3hLqthcN/wMD/ANlqdP2pdAk/1WlXBz6uv/xNUspxu6oon65h9vav7jz2f9kSPUYylxq749Psq4z/AN/KrD9ibSQdw1qVWx/z6L1/7+V6tF+0roskgRdKuDn0cf4Ctn/hoXTAARptwARnh1/D1rT+z8zXw0/6+8FisItHPU+Z9f8A2IpoInbT9ZedgpwotlB/9GV84+IP2SfES7sXspdSQF+z4zj2Dmv0e/4aW8PQyBb+xngXON7OvHvwBXoVxcaD8UfDVw3h+88u6ePdFKhwVY9Mn0+lbwliMOksZS0fUzlyVNcPU17H4SeOvgB4h0a0Zz9pZ0PzBbfIx/30c19B/CT4O2UfwRt9Sv8AVJILqS8CfZvsqlyDORnG8EYq78Sfi1D4J8R3ngbxzqdzbX9k7RjdJlZI1JG9ePulhivnXWfjD8P2vI1g1rWvs9y7CQWlz5SxZb72CuDgnIr154bBytO66df+CcUcRiLOLv8AcfR3xg/ZQ1DxvqHhnTdB1dh/o6SSSPbqm0YYY++SelfD+o/CTXLFNU028mkzYP5eVgz5pXPTnvX25+zp8YvE/iTxvJo897JqejWatBp17Ju8x0AOwMTySfXFfNvij4m6zda3rgWRI44boiMlS2SCeazjhMPy3a6eZccTWcnd3/4Y+2JfAOn/APDK3gfwBqUjwWOtbjczsCPK3qkv3f8AeAFR2Hw90PwloNzouk+O2aNl/dpcAEK3UfM7HABJ9K3PiB4jurD4BfDOa6RZRqKp5xAwuDbqQfxNfJHxa+IunaZNMkcMcku1SqbcIoCjOa7MHGCoupfZv82c+IlLn5Xs7H0RbeKtQ8Py20mveIbbW7K1wpjjZMhV7gKTXty/tH+A9ei0zRNNS5S5kuY44/3BKZPAJNfizH8T7/7a+2KLy5DkKgwMfjX0T8LfGc+p6hp14xVI9PuRcTBVO7y4QWYDHsPes6lenUSb3WxVCF24x1bP0Y8a2ssf7RmgX5DpbXNgyMFXKO4tTySMgckV+S3x48JfESy+KXie+g+1LG987w7dwUxbVHGOOua/SLXf2nvD+u6tp+sX3hO5EmnRGNWTU1jdx5ezqLcgfnXLa78dfBuvMWvPBsrsF275NRWRuexY245+lQ8LKcVGcWrLo/8Ago9RZZioyvFL8D8nrbw98QdQvV2NqIdhkN+8C5NaU/w5+JLui3q3zCRwDkuVIHPPav0v0f4k/DPTA7t4LvJ5C27B1Rdo56AG1J710lz8cfAEsPlp4EuEZfultTQgdv8An171issi5Xal9/8AwTX6hi9rJr5I/TDw3az2nwR022lG2SOwt0ORj5inQe/NeHfM7QwReZPcYCmKNSxH1x0rxzXP22LfUvCf/CMaf4Nls2GxVn/tJXI8vjhfs69veqHgb9sPQfBloEHgie9uyMvcS6oqsWI6gfZjgfic1x4HC4rD0qkvZNtydldf5nTissnWnFJ2SWp9X6Z8NvFt5AJTAI0bJUNJg8+oPSrR+EXimWTdJsIBzjeDj9a+Sdd/bv8AHl7dF9C0yDT7cDCpJItww+reWv8ALmsNP24Pijj54rZj7Iv9FrPlzi91CK/H8So5JQS6n1NrP7O3ia/eSW0dYS/JAIO49s88V5Hrf7LPxcupylmlvNE396VF4rz5f24viWv+stoD/wB8r/NDUy/tyfEEEEWcORzwy9vfy66FWz3oolRySgu/4Hi/xE+EXiPwHr6aX4wsZUka2N1FNbOzJtBxjcnGfbOa4xNB1MKPsouFiIygZ3yAeefmr6Hvf2tv+Eguorzxl4b/ALTeBNkYS8WJQCc9DAc847iuu0z40aNrljHqlv4PRY5t2FJVyCjFCN2BnBU84r1qeKrRgniYe91tsedicsrQl+7Wh//S8Yu/MktlCEKduCR1ya5W5tbkM00IDyIADyM8+vOK6Oa5dc5AwTwO4/DrWCsiMszylShPJBIP+RX9J1Yo/wA88DzwV0YosbmYsdwWTg5PGPaq8v2i2YFw+w5U7T/Or022KAskgZieGyeh9c1cmkW4ghICyYAB5xmsORHtKvNNNq6PK/GPm/2fbOhYBZRuBPbBp/gL4cweMtD8QeNPE/iew8FeFPDDWcF9q9/bXF87Xt+xFvawWlqplld1R2LDhFUk+2l4x8hbBXClB5+0gc9VapfA/i/wJbeCfE/wr+KVpq7eGvE17p2rw6l4faFtRsNS00SpG3lXBWKWKWCeRWBYFSVIzg4+L4iVVOXsd9P+D+Fz9e4ElhZqCxatH3vv6X9WbU/7OXxwHiTVPDvg/wAPzeMbW1hsru11jRyDY3lnqUH2mzkRpijK08WdsbfPuG3G4gVSv/gZ4hfwJpHjDTbq5vdR1XTbe8Gjrps7yLdXesy6MtoZkzHDIHjBxKybm+VckED1DVP2kvDd3caLHpvh3V7HRvDPizwXqemwGaGSd9F8H2ot0juG3BXu5iofgeWD1PFbh/ap8IXIhaPw7rEax3emzjd9nIAsfFc3iAjHm5+aGUR+nmgnpXy/1nMm0uV2utfLl1/H+tT9GWDyGHPUUle219L3asvkr/M+c7z4GfHvRvEej+EtQ8DaxBrOuxXM9haPEN0kdof9ILOrFI/I3Ay+Yy+XuG7GRXI6tZ6/4T1i88MeNtPudF1bTpUjurW7RlkhBAcOyk4K7SrhgSGU5BIIr7C+H37V3hXwloeoeE9X8OaldWeu614vvL+7kt7HUDb2niSRJLfbbXTPDcvEYwJ4pVEbqTtbPXxT43+JPBHxab/hP7TVtSm1+5uodGh0y5tLSyW20PS7NIop5IbOFLeF5Z2YRRRPJsiGGOQK0wuPx3tYwrU3Z9d/6sefmOWZQ8PKrh6t2n36f8N/kaHij9lf4naNaeOdTiu4L2y8FeKNI8OCRImX+0DrZgEV1AMnEUf2mAsMZIkBGBk1xnjn4H/FLwQni7U7fSLvXfC3hLVLvS7rxFaW7R2UslhP5FxLEjkytDFNmN5VBjD8Fhxn6f8ADf7Zh0HxP8N9U1XwxPe6b4X8L3OleIbUeT/xONUMFtDbXgVmKnyVsLRQ8hDhQ+FzjPKab+1lZ2vwmsNFubC7i8baXoup6CLiPTtKnh1GHUruS5d5NSuY5NQtomErLNBEGDkKyspyRz+1zOM5Nq6/r/J/KS7O/qvD5DVpqMZJO3R9d+/9NM8jH7J/xuj8CR+J7jwvq0GvalrllpWk+HxbKbq+t7mwur+WdQr70aGO2DMjAOFcEqMjPBp8BPjpN42uPAP/AAg2qtr4sk1R7UBCosZWKpced5nk+W8mY1O/5pPkHz4FfWDftU/CDSNU8Ra74a0XxhNqXjbxHf8AirV472WyaGwvL7RNT0zyLOQS+a6RTX4cPIATGgUAEYPPfDD9qfwj4P8AAOh/DLxLod81laeEtN0W51FdO07WGTUNL1S9v43jstQZreWBku9uX2yRyKGSojicfeTcNLrptp+V/wA/u7ZYLJnaPtfufmv0PluD4N/GWLwtrPjb/hCdZTQtAmuYNTuJbYo1q9k2y5LQufNK27ELMyqVjJ+civQrv9l34v6V8OYfGOreHNVs9Z1bX9L0XSNA+ybrrUV1KGafzFCNujaIRAsjgMquCwA5r3+7/bC8FahomvX+v6R4j1vxBNNrMmlQ6nHp/lRy6hcCeCdL+1W3u7CPCr9rtLcPDcMCTwTVVv2ofgTY+I7nxNb+HfGOp/8ACUeOYPG/iCz1GW0Nvayrp93aNbWjLKGuFjmuBIBMFSWNRFINuQ2TxePty8tnpsnps3p6X18rblrL8ojJtVL77v1t+S9bnyjrnwR+Nfhm6EGv+CNVgmkv9P06NzGskctzqpK2ccciMyP57gohVipcbSd3FbPwl+Cmt/FP4jXHwyuNf0fwfqlrcNayQ6zKy3E10rtG9tbQxo/nTK6EMCVVepNfb/g39pnwbjU/GGjwxL4T8AeCBp8Ftr8Wl6Zc33iq21O4vtEubHSdNYRKsM07KdkaiJGJYlsM3wH8F/HEPw2+LvhX4o+I4bnU00XUTqN6kBX7RcuwcuVLsF3u7HLluQTXXRxOLq+0ja1k2vXovV2v6Nepz4rAZdh6lOalzJvq9LJb+l9PkzvPhH8G/CvxatZdPj+KdjoWupa6nfX+kXGhajOLWz0tJJJbiW9T/Rgpjj3AlhgsFxnAPIeCfg14q8f/AAb8f/GjQ76GSz+HUlo1/pzRP9ouYLnJeaMliFWBcuVOSQOnBqDwp4607wn8M/HXhnSbO6Hibx3PbWFxqRKCC18PxyG5ntUwxczXU6xrKSNpjQrn5jXonwO+PNh8GvDF54XvtJutXg1fxPZahq1tGyLb3uhHTr7TtQsnJdWEs0V5mNsFVK5JBxTlHGRjL2T10tp10u/TXbyZnReWOpC
nJRW9/Tpv1/4BTv8A9l34sQeCvh14t0exOuX3xMtr6+s9Gs4GS4sbGz8s/armWQrEkUkcqyb2KIoIyeRXnT/AP423y+IB/wAIHrEj+FJY7bWY/IG+0uJUjlijZc5Z5Y5Y2jVQxcMNoOa+wX/bL+HHie6gi8b+EdTFhZ/8JZZ6f5cFnfxaRp2rrbQaVHFZXUjW1z9ktrZUljmVog5LIH6Vznjj9sPw3qviKw8T+E/DurbtM8c+FPFS2+om1t1mtvD2kHTZYXFo2xZZXO+PYgjQAcDAB5KeKxznyuGjfW2ifn5HoywOURhzwqe8l0e7v/lqeU+Cv2Uvj4k/iTR9Q8N6po+s6doI1vStMmt1f+1SLqG3kgSUP5cbQiUmUMwMeDv24rhPD3hfxXd/Eu8+Fvj69s/h7e6LBd3WsXOuq22yhsYPPfEUeZLiSSPBhji3GbcNu7Ir1DXvjR8JdH8E/EDwX8OYvHVzH4303U0Nx4gv4Wgtb7VL23uyEtIpDGqKsJSWdczTtgsAoFc340+Knwd+Jv7RVl8VPiJ4Y1q/8Ew2mmR3Wi27W6Xt1PptjFbqjsZfL+zvLGN4DBjF8o56FHFZgpe8tLfjqdEo5fbSet+/Sy3/ABO8b9nnVIpTrWq/EvRLHwJPpmhalpvimTTL2QXreJJZoLG3NgqfaIZC1vI0pfCxxqGGc1Ho/wCzj4wOr3/gzWfH3h3S/HEN34gtdO8MiK4u5r7/AIRyNpbiWa5hUw2CTIN0DTgb057GtXVf2hPgt4zvfGOleOV8c3vhzxje6JrMkgtdLgubC78PO62tja28U7QLp5tG8lV3Bo2Abnmsdv2i/gzra/E7xLr+k+L/AA74z+KOpXf9oar4fTTp2tdAY4g0u3luZo3iWVFT7ZIqlpSoCsF64OvmCTTT27eln+Lv3XY7FTy53SkradfW/wCWh5d4v8L674L+F/hD4pP4p0LX7LxdfXGnfZdIke4bTpra3guXiuZWREE6rOoZF4XHXJwOV8J/EjU7LVRdwsoYxP2GSGC5rDvvG+j3fwM8M/CZLO4S90PxXrGuyXLbBbvb6jbWkEUaqHZw6m2O7PADLgnnHKaHb+ZqkdvbDczIyjJ5OBn+Ve/l1fF81566/mfM51Rwrg40pNXTv1W78+1j6X/4W9ftAVD7uCQSvI/Ss27+Lmq3UIstymJ1KyAoATkcc4zxXk0xgiWOJMhiQHNeifD/AMN6FrazPqAd3U7doYDv2yDX01PE4mrLkaX4nxcqNBRera+Rq/DW+kh1sW6XG+G5hdnRgRh88cmvow3KRjzgQxKhPrXKv4W0fQdTj/syFI98ZbDkFsYHGQBVrdKsqCTaoBBA9Fr2cNFxjyzZ5lVWbUUdOCXAYLtGOST39qmtHWUMVba442nvWW1wihAGBGc5Pf6Cr1qUDIxwCWyMVoa8llc2BK6NG5Xgcn3xXpmk36pakrjDr6Hj2rzO2kVrtFchCcDrnI5roodRSztnz8sbE479PpVJGHLrc1fBeoJL8TLiJf4dNEjjI4+ciud+A0IksPlGd17Kx/4DK1Znwtuluvi5qbpyv9joQR/11rvP2cbGKXQWuZI87bu4KtnnPmvXj4idqspPZJr8j1cFBSjGL7n0dq6n7bYlSBmQEDI7A9vxpkuGu9fG4n5AR2+XZS+I1AuLNg2MSA8jkEjpxTJ7q3iu9bErhT5ODuPUhOledQTcV/XU9jEtRuvNfkynr+Rb+F5doYrJgY/3B1xXqeq6jDZuss8ix/xYLc4H1615Vq999lsvDEsab45JTvPoDGMVjfFrV3ttdsbfO2NrN5MewIGa0jh/bShCW3vfmYyqqjGc1q/d/I6jVviCsckqWAH/AF0PX246da8m8P8AiqfXLPxo08hZ7eKRS2eh2A4/WvMbrXbuV5NrMy4HzDgAZqr8Nr0v4f8AiS6EFlSUE9MHyl7mvUq4enRp2gjz6FWVSsnI5vTL5YPDV2HJcH7SwBP8RDelUP2N7uOb4iX020NJNbtkn+6ZI/esfwqTN4cuPtBJLRz/AKg1H+xtCYfiFLMcgi32j0I8yP8AOs8ZG6XoyMNL31fuj9R9GsrSaKZFiAiE7YVv7245P5100mmxyhd7blXgdSf51geH50dbteuZHx26sa6ZGB2qvGABn3r5mvNqe59NQpJ01ocbrGjWcWoadJGrb968HP8AeHPJPSofig2oXOo6PodkxRbucJKy5GUKt1I6c1pa9cSLe6aM5YP6dtwrpdREZ1+yLKrOEVssM/3uldUKzi6dR62UifYRkpw7uJjajqOleBNGiEaK07jCrnLMw7k9ec14xrnxK8beRLLB5MHmZRUBzjOMYLDr9K9y1zQrDWb7deJzCAEIxjBArhfEXhXRbVLMwpgvMeG+YcDPvWmXTwuntFzTe7f9djPG066b5HaK7HzF4t8V+JfCLWVxaQrdatqkitNG4ADqSVJJA4A/rVVvFGkarlvG/hf7LIpCGeyeSbnnJI4HpW38TreST4kwTxgvb2dlJGwP8DblbI/Kuft9QWSyYKUkVpGypO4gkgH+lfS0aaqJSelzwpycG47mhFZ6HeSlvCfi8o0fTT7sQwfhkksB60k/jPxP4Tg+0a3ZZjVwu+xYzgqTgNnAr4n+IF8tn8TIxCzWqSTBHMGY8qccnB5r6o8K6vqWu6LqXhe6d5ZLODzLefORKrqSgwSTlcd8dazpy1cXqkVHlep9O+Dvi/p3l/6WLnZINwcxndjH1HrXp0Pxa0WTHlpOe3zIQeP+BV+ZXgfUfEkuj6joVzI32zTnaBXYnOFAyfz4r0jQ/FmtW9rGlxy6Ahjnk8DBweea56mV4as/aOO52RzCvSjyp6H3qvxQ093BEEvHfb/9c1KvxPtARthcg+qkf0r4oj8a6rJCU80I3p3qxD42v1iVZJyWGe9Sshw3QazXEdWfaD/E6IH5LY49wf8ACqz/ABQPe0RR2O5gfyxXxy3jm8bA8/HrVvSPFd5qms2WmK5bzpVYn0VTz+eaf9i4aKu0V/add6Jn3t4elk1SJdSuk8tpADwc4U1wvjm41fXJjpGnjZaR5ydxUt06mvR4mXSfDaS5AOwY9xjtXG/ai4ZtmecgjGea+awtvbOtFbOyParxfso029XueMr4LvyAqwxqSx/j547nirf/AAgGquQAI8Ef3/8A61evCZ/vOBhupxjOKtLcbFDBeK9iWZ131PP+pU72Z48nw61FgC3ljrn5v/rVaT4dahjjy19fm/8ArV69BKSN2MZq0WyPmGayeZ1loaRwFPseOH4d3uMyNHjp1B6/hUv/AArZMHYHkKHnYpbB/DFewqq5G9Dgg4P0rtvB8KPaTSSBXxK3UVhWzitTjztnVQy2E5KB80j4fWarvk+15HbyM/1qM/D6yZs7LxvYW/8A9evsVYBI+37OoU56VLFACwR4ABnqa4/9Za2/9fkd39hR/mPjf/hWGlTtgW94xGDk2x6d+9alt8L/AA6MCSCaHJ6SRbCc/jX1a0d0NTSNVX7KFbIA53cbe/bmsfxPDGZICwAwR25z3pxz6tUmovr5/wDAG8ojCLnc+frf4beG4c/uTIBjgr/9etuDwT4ZiAIsB+Z/xr0AQIIyMc+1RZWPGM/jWssbVm9WzH6tBHNReE/Dajcliu7j1P8AWs3WfAej39sUtIhDOc4I/T1rvtzBTIowe1QB5JPkX7xOdw61EcTVjLm5hvD0mrNa+h+b3xi0XVLGO6s5XdCoYHH92vOf2T/jTrfhXxqfBGsyEmOQtamVvvISc5z6Dp9a+8fjd4XF3pSauqqZD+7YEcnHevzJ8Q+FdS0z4haZr9pH5Tx3EYaVAQNrMARx7V77ksTSVTdbNHFGMqc2n02Z9jf8FCPhJ4e8V+D9N+MdlZq9/aKIrqRSebQK74OD13N1rxL4R/BL4c+Jf2ctM17VtLiOpyamUa5DsA6faiqj7wB49a/Rbxzo58dfs1+JNGZAXfTnWIscjcdo4zjHBr4Ptb+bwh+x/oVxYQOdmvy2/lrwS4vyob1wP614mCjFSUJrWMrX/L8ND0MTdu8equT/ABpa4+HXxJ+GmkeDV8oFYY3tYhlXOGA59wOc1+dfjGVtM17XLZpC0/2kPuP3cPuJH4E4r7f/AGnvFPifQtW8A+JdFt47jWDp8EkJMe8q5DjJyRjrXxTc+CfFl7FNqfiLT5RNqV5GGYDPzSfQnjNd1n8K/wCG8jnld2S0PvP9oG4uh+zj8GrWJwrTxqD/AOAqHIz9K/PP4jTTefcCWbcZdjc4HAUZHFffP7Ydtd+G/wBn34P2yhjLaxqqY65FsmQfTHNfmRrcHiXVrh557aXgcAjIwAO9cca3JRlbV3exu6fNJRehzUDosoKngnPX0r65+A91FP8AblTDEWt0xHsIn5r5FtdG1aWTCWzk+ymvrH9n3w1r9rJqF1cWjpCLG6JY46CJ/fNZYWdSa9+NjanQUMRFxdz0XUrv7DZS3WCRGpY4OO3TtXa658N59J03VLrTvG+max4h0Pwtp/jHU/Da2F5a3MGk30UM3mJduGt5XjEyZjV9zHjGeBxGsWn2yxntlwTIhQjPY4zmvZtd/aB1rWNE1HwVqEGp3PhlPD/he20azja3t5LbW/DKQNvmeNgZ7C9khKzROzlVKsqhlr1M6njF7P6n8/wPtYuN7nn914A+L9hqei6LeeBtai1DxH5h0y3NuDJMYUEsgbBxC0cZEkiSlCincQBzTdR8DfEPSbe7TWNB1Oy1iDUdL0+20U2Ms817/a/n+RJFPCTCCzW7bFL5kHKggE19Hz/H7w78RfE2peD7O2u9G0X4gDXpddW6TRvDwsZtSsmiDQahEq/a7oOWCz3ckYlRgjjcSa5jxh8SfAfw/wBW0PwP4YfVtdtfDMfgaQ6npN9aGaKXw7FqPnxpdRmS2edTepjyg8B2tGzEZJ+cWd5s6kaUoau2lvW7+Vv660lHmbWyv+St+J5hP8JvjTZaP4m17V/Cs+nWXhXTk1S8a6kVTcWxkCk2rIzpMV+YsQ2BtZcluKzG+H/xhhvNC06XwNrK3fiOORtLhEHzzmKH7Q6FdxMcgh/e+W4R/LO7GK7TxN8V/AGsjXNP07QdVgtdQ8JQ6Sl1DaWVgs+p2eqDU4XbTraT7JawPtEUzQAOzF5NpOK7/wAQ/tLaHrOuTaxpej6vZxa3cavqOqWEOnaTZLDe6jo93psZ+1Wypc3zxPdsRPOyP5SgFGY8aQzTOrJulv5W/UfJG9n5fp/mzxfwr8M/iF47vfG+i6BbpFrvgTTmvrrSJRuubt0k8t7eBkbb52M7QCd5wFySKz9M8DePtdbwxD4R06fxJc+JvDsXiUQ2cJj+w2ss8luqXLysqI++MKCxG5iFGSKwvAuuan8OvCfiqx0Jru31/WbPR10rUbUqPsV7pV/DeiZyWViCYiAADuzggDNez+O/jT4E+Ken6j4U8V+GtZ8L6Hr2h6Hb6g/htrbzLbVtJv576Q2sMjhGsp3uXIVirxsAQpGMdWOxOb06ylRjeOl9Nvd1ffdv7rdUTHltK62vb+vl+J5CNH8dxyeTN4X1WOYx6rKYXtisipobBNQLIfmX7MzL5gIBG4EZBBKXEWqafPb22sWc1jNc2dtqEMU4Cu1tdoJIZMdQHQhgDg47V7sv7VGpreeJ71vC7O2teKLa+svOkSSa28NzJbRarpzyblxLfR2ce4qrIWdyzDAz5V4n8SeAvGvjTWfGmrWniewk1K9kW2s9O+w/ZrTTLZraDT4FEhLBo7KOXzcEgzbNuV3EdOEzPMvar6xStG2tld30/wA19z+WrpQs7Pr/AF/XoYGcjdxj86+pfhnCz+CdPYDI3XPf/pvJXypF5Bkn+yef9l8yQW32rYJxBk+V5vl/J5m3G/BI3ZxxivqH4canZ23g2xhmmVHV7nIJ9Z5CP0Ne7inzUlJprX/M8/Eq0bf11P/T+f2E6sjyKWXnaw5OOOtc5NOYFmt2BDSZ2kDI56fSuvbZIp35UMNoAPGfc1h3CGJUhVAy9Qx6f4mv6Sqrqf5+YOsuqOblWT7L5UrsoyGU7eo71o6bexLZATJnZ3xjpmoL4IkPm71VlA3LycfhS232edCYwd/BIz8pI9awXxHsVLTo6rS5S1K2sdYxaSBgpbcpXsSMdayf+EM0NlW1lkmJH8QkBxj2IrSLS+eyAANkZx2z6etMuGnba8LD90MPyPw6VjUoU5vmmrndh8RiKMVToTaRX/4Q3QYPkne4JYcEOuAP++aqL4V0W3l+zpNKVbnO4f4CtZNQkRR9oQMzZAGCfStKAW8m0tjOM4Hr9TULCUOkUN5jjofHUb/r0MAeCtJk2xAzFnYfebqO/atWy8E6Es80MhlLhQVO5ckc8Z29q2I2kk2ybgrKcAg5zWqqATJJHjuCT14x0+taxwVDflPPxGc4xXTqM5Z/AOhSxPsMhcAHBfp1/wBmuQufBWlwXan94qsf73p/wEV6lLC6rIEcHdyT3+nWuf1CVbWBZZRu5A+XH+NKeCoW+FGuAznHc3L7Vu55xe+FNGeWMorjEhViX9cf7JqOfwdpULKYmdixZWBcYGcY/hrvpbZLqEywybFxuIZe9YM90s21ZGIAwPlAGcdzXLLB0F9lH0NDNsZJJKb03/qxyb+F9NePaXYHJUncCePYqKb/AMIto5ZFSVykoCNyB05zgCuku3ji+aJt7AgkketUJCJRG0bKrAjqMDJrL6pRS+FHo08xxUl/EZy0ng/RflnJdZEIO9jljyenH+cVeXwppIiDq0rEALy55wMelaDx+XKFuSflJ/3Tn0q4821VCEZyOPrUxwlBXtBHTVzLFtJe0ZQh8HaW0DMGcNkYG8knr7VXPhfSo2aZ/N6dn/8ArV1V4stosUiuAH7jnGevHWsK5u2k2iTKAgoB6474/GrnhKC0UTmoY7Gzd/aOxgr4b0yRnwZAODzIOnNTnwjpkoUhnQMOWMvU1dMkauUOCNuPfP8AOmJcqoIXJC4JQ+n41isLRtrE9CWMxj+GbMS98OaLayCOIyyAr8zCTOCKqL4asmi2qJmGRt+Yfxfga028t3Z1DDDZAxj86VZdpVi/Gc4UZx9aweGot6RR3LF4pRSU22Zsvh2xt2liImBQAD5h1P0Aqc+GdBcRxzGQMw+bLjOfbita3LOd3325bnjNNMfm4IADLxk8k5qlhKCWsTJ5hiObWbOQn8F2qzZt3kIJ+6W5/litfwf4etl8Y2tsu8sSQM89Qc9q2F85ZwgIDjpz61s6fJLZ3q3UW0XakhWyOGA9aIYOlzc0Y7HR/bOIXu1pXTRynifSDp3iOexGAFmVeePvCvSvhlYH7NczLhmSQrhfZhXLXuhXOvXb3+o6iFmlbJbaSBjj1HSul0L4da/AxXT9bCJKAQwQsM5B7NWdOnVhWc+XQ9OjWoVqV6VRN9up7P4mRVv7OZ2KboiCPyqtLai4IMkm7AGCOOK4DUvh14puphNeeICzINq4Rh9f4qof8K98RbjE3iFwMZBCv2/4FXpKrNqyh+JjODvdvQ9PxDG+HlGei5PSmLeNFMEMgIBzkmvLZfht4jki83+32IzjO1v/AIqp0+GWvDY51wyHpwr8Z+rVkqtZu3s/xNXTi4/F+B6ikspPnRuZHUfKB612Nk072QWQZY9Fb1rxCD4c+JLO5M8GulpoB5gUo21vY5at3TfFmv6BcRWfiu1kWNyx+0xrvXHGPuBsfjWirOL/AHkbGPJF/C7nq/wfnRvilqkhAV49GAKgYH+tr2j9miSJPAU8zhQftc2Ce376QGvnf4L6xZXvj7xDqdkfMRdG4Y8bsy+9bvwj8btY+DprC2fYqXMhYY4y0zkAnpXmyiq03CL3/wCAephmqSjUa2/4KPqzxz4n02zvLW2jffK7jaQcgGvCPih47j0nxZq1kkzBjaCQgevlAmuL+IfjHyL/AEqNXXdLOjbsdzmuA+PNw8PxLvF2hfN0vcx7FvJQZH41pClGhJRWtk/zQV6060JStrdfqfcVjdi88F+Eb6YlvNQMu4cHMYrhv2iPEOj6L4k02PUbpbd5tNmaMNwCA46ZruvBltb6h8J/Ck02c29vEVGQMnYoPevkf9u10k8Z+FyAdv8AZk+GJ4OJQMfpXnLESp8korbm/M9GrRVSMk/7pSs/Hvh02pD6hEdy8jcO3TpXWfCi4stR8EfEm4
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)
Innovation in Undergraduate Teaching of Life Sciences
Dear Colleagues and Friends,
On behalf of Didier Picard and myself, we are happy to announce a new webinar series on « Innovation in Undergraduate Teaching of Life Sciences« , with its first talk already coming up on March 17.
This webinar series replaces and complements the planned « 1st Swiss Symposium on Innovation in Undergraduate Teaching of Life Sciences » (cancelled for now because of the pandemic). With monthly online seminars in English (usually on Wednesday at 17.30 CET), it aims to create a forum and a community to help improving the quality of undergraduate education in the life sciences. Its target audience includes program directors and coordinators, teachers, student counsellors, discipline-specific educational scientists and others. Although it grew out of the 1st Swiss Symposium idea, there is not much Swissness to it, and it is therefore definitely also open to any interested persons from anywhere else.
Program: The detailed program is listed here for the next few months, to be continued after the summer break (stay tuned for updates and extensions).
• March 17 (exceptionally at 17.00): Erin Dolan (University of Georgia, Athens, Georgia, USA); Undergraduate research at scale: What if the treatment is a CURE?
• April 14 (17.30): Kostas Kampourakis (University of Geneva, CH); Going beyond content knowledge: Addressing students’ preconceptions to achieve conceptual understanding in undergraduate biology
• May 12 (17.30): Katja Köhler and Ernst Hafen (ETH Zürich, CH); Teaching as teamwork – The Center for Active Learning at the ETH Department of Biology
• June 9 (17.30): Pierre Cosson (University of Geneva, CH); Construction of a new bachelor curriculum with integration of multiple soft skills
Organizers: Didier Picard (University of Geneva) and François Lombard (University of Geneva), under the auspices of Life Sciences Switzerland.
Details and registration to the series here: https://meetings.ls2.ch/innovation-teaching-life-sciences-webinars