Noël 2022 | Calcul numérique, calcul algébrique. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAADfCAMAAADcKv+WAAAAq1BMVEX/////IyP/BQXHzNH/AADEyc/S1tru8PHg4uXs7e//ERH/kJD/jY3/Hx//HR3/Fhb/1NT/wMD/ysr/ubn/+vr/dHT/6+v/NDT/2tr/enr/4+P/OTn/9vb/WVn/XV3/8PD/T0//KSn/srL/QUH/xsb/5eX/p6f/amr/Rkb/m5v/hIT/l5f/Li7/rKz/Wlr/eHjQ3ODe6evxf4Dlc3Xvq6zTk5bxV1nuNjfIvMCjbxDLAAANg0lEQVR4nO2de3+yOhLHJaYXoySoiCgIKN6r7dnz7Nnd9//KNglgBRVBAkn78fdPW7TIt5PLzGSStlrF9NZ5f23L1mun4NM+ovf2i2w+ppfXugDfXhngi1TVy2hywtfOm0wl3aQeRkZYWwspqvc67dh5ab+813Dfcno/DQY1MNbWOkrpG1G8HU161zfRNy2v97MhXTRjRwkjphBF2/FdPUTRT0TvrR6iWDsqiSjWjooiirSjoogi7agsojg7Kosozo4KI4qyo8KIouyoNKIYOyqNKMaOiiOKsKPiiCLsqDxidTsqj1idUX3Eyow/ALEq409ArMioCOJbHmFFRkUQW/mIlRhVQXy9s6pSgVEVxHtmbL88vG6lDGLnHuPDj6kMIkt35uvhGyuDSO2Y3x8fva9CiPRhXm+tc1ZB/Fe7/ZfIp6yot7fOVTHXIOfX7GG3d1N///nz5/ar+eoeDb8h9E4eorXHEN0Wocp5OV8AeYOLzxtQNYo4JUjX6hNBx9THmTMIAIT63mwM0f8kNQJS6cg+/7w91DToIB2uG0NcgHoJqR1HZwYz6B8UfLkewuGqKUQP142oj6ffH9eDmj63W76GidEU4rxuQmq1M5gDplalX48ALptCrJ9Qg2eItCeCHf26cn4ros0GG862h2InDmUQhwzRYt8NxtbvRNwxxOjbrlDCUoj6SUUun79w7dUMYhecEAWrlBVPD4shIPrFdQ2krmYY71hxjzQ9QjSa824yj4M9Y5Bo2T+OYu+OjE5XB/3F3oHJbIo+BmktDxeYZ4gTEiO6wfTGA9WOSL7SL7t7jT0y6qUvD7zY7YP97A3H9xAB+2Y1HlZDyqoE4ij7hiO5gtgyP+CjiNyKNvqowHNFJRHN1ZQrivUmKEaMLq/iCHCHT4imdaZ7iNFw04d7qYhWoM2ptBn/S0/neoRoOezq+LPHQwczIAmiEQbfygJmh5sI8UM6IubDI4bM13I3JEYc88sYYXaZtrUEcQDxt+4juvQbD2abfuOI0U94y1yQLkoQ4zaoAxbsmRtyQrzkuo7YY/MiawRjVRB1hz3OLouo4TEL9haoNOIu8VEhkObdFEPU0IKR0SkwRizq3RwZ4pHeCgK5I+oJEXxRH8SckEtE9rMf4hhx7iS6nPhTiMzeoMcGVN7NJSJuAc+7wYB1RZ8CZxHJhvlfQYzo2iftUC7ilCKSCW0YQDKi+7Fn6va5H7mE2gUinrlniGcaXkkFZUJi7LmtPYHpxFzTiCmx5niJ+PkoIvXuw5XpYbgQRsdVAdH2Tg7cTSu69jTROr+htrb074WNlaNfen5yEE1jd+D+9kVfHJ33xSU86QphCnHEJpoB9RoE5zVKDzezw5jroMWh4cWIygaLqaOXnRf5rAG6fRg5ABIRA5KZ5i4aKjeeVh6RvZXMeijO4EhEzHqaGUQyY+10V967adnUp9cwa+FiCQUj6kRnD22yoaMsIptkNZKEVOohHgiNJAjSPd6Pjmx+KIvII0ZMA2NdSUR/41FN1gPuEawc/Agic8RpH8ZbJRFb5lnWzIqyN6URjei9aKMm4pnsIJoBSyO2oveKjqXKIZrm6gKR9MxvuZbxpSexyLBlci+2MGIQWV9wAq4Eoh5OJpPRRUikbyff2oTfyWLs0Qt31ijTiLwzakD0an+JbLjOwqjLoI9fTnT+MqY/31mFTSMarIXrB8HOjTrLNq24o0dJod+KyLNwLGb8xYjUQf3lDdWfcZdBcE2KUog2ZqMVdppDPNSPmK4tWsfrPc0tvjVcd9NqhdEHguay4YtrqQihIl/nC8J+7Ak1WD3lB3XXwMFr7VS4C5dbyTiu1Y5YSydM2VoPzwjhsDHE1nQCQV31qAhu084oT2xogC9NCi2Cy0Wk0e2i172pv//8+fv2q3e0tjOFGbydov1WZ4sGDSLmSmxteJQqcJmHowmtZayCKLTCf8WMiMd8+UZs5K8MYo+ntHZ0Ouar6AKnf1UQeYpRx0ZUXSzUjKogDpgR+aqWybNbRFzsrwrihjVPXnIbpbRIIOrOqiCa3LOBkec2O9W0CJEiiHxSTLwaQ+cujqgRRw1ENwqGk+XhPTejqCIqNRAHPPfmJHazIPPlRFXBq4HIBxs0Of28ZuMrmYlJVCmBGEWKZ853tJdJ0OSoBCL3bPD87IodNVUho6oKiFaYGmy4uDeuj0W44yogHvnCopNKZ5i8qZKDgNS4CohjZsTsIp6B+FUBuXEFEKMFuos6jQXfQYCrp+PkI/L63GujZ9R+qxf9yUcc8DzflTjfDLh50b5iW5WPyEPgqMQzoxX3x3Uyq5ZXlY5oRz3xanhoOTzLCcJKi1XSEUfciDcKUaZbzkjGVQJk2YgGX40Ct/LfVsirWDHpPd4hZSNyBzxnZXg6A+xvoIPZw41VMuI06ok5vqi/iWokCNg9uOlPMmLUE/PXMBZR3YeOgsc8VrmIUU9EdwKKoRaVlRO0P7lAvj81bNtYGmzzQP6BJHIReU8kd/1QawRjQx52g3V3sgm2jnNgO9Ew26V2cMKtt1/b/vWWLBVxmjMnpjXcRmudOq8yJxgnpc3RF1YoSq97u2u3korIeyLyct9j+v6y6wXzAsu5OgF6MLxoEjIReWpfz1mFMgeLj80BQnCt0IyZjgtzmyYX4cVWZJmI2aTUuUx3tfZCHZzT6TipsdMJ0rbb7YxrG4bj8RwjgPjgRbaZGVQionGeAU/JXS5GYwgJf2Ta3XhPg3AebDCIIXFwPBtHfd9eLtb7LYC0YaAgfTd5iHGcmN3Dw62HAY/5qeMGANbGzmzzMbQt3zVXEy0+SQmDwyS70Oxaixkh2UlIHmKf98R5OmMz+Aio9dhIiQm1m7P5OPbT53BNezg+OkBHcLa+6MjLAIF0FC0PkZe8nG/HdAd72vkwGxgRPoSbrmFdnen8DwfF4ysB89naSr/JDzNVdNIQh3yhZp5YaNXfHyDCzHbzzcdimZt5cxcbmJiS/sJmPTifKYx5ekyVhchXhZOqRbe/GRNEENDG3m56w0lJyZx2HYJwYks99HpLn/ZV03T9qSIjKt/qF61aDHrUfgDCcH8sc4KI2e+GECSDLqE3IM7M8xyS3VYmCdHku/zhsmWtt9Qp08KvoVX+dD/f2G/n6FRxr/NqdBBkbiQJsccXuz27R4dN8rWukJuxF91PnTlAdBblw7CXnWjlINpsL4R+cBB0RgOr6vk2rjVddHn0EXzupor4qCO+FKUH8bbreiUFkddk6MgQXct/XTIQXV5ZA0SXud+SDMQFn/VnSpyPekcPIvoanzDEHryYo2YRXX6CDLwWYdSnJhHNxcGLY30sYvm3oBpE7Adw5CbFmILP0chTY4j2FwTs4AY+1txJDotVQ4jmwoH8sJ9pmNSdNqa3Ro5GtzaQYF50MmFGFL2fpmUuh7f173/++Yd97T/Q/QsjDg/USeYVbf1amqk9A7CAxuVPmSmK+AExmfM8tcubKRF82ot1Bw2A5C9QujSiGOJqj3SiRZ1vgjL5GiEaMYgigqXPtiiEaDtQi20YZU6xI9hzs+ZFEUHp7Z9FEA0HaRhHhKttHOqL1RIURyw7zhVANDRC48K470Wjqejz61t9qYi2Q+joEtcq8NPk0edDGHmSimgfEJ3m46HanrNd+zVM+jIRfXagCIxXnqIdJkjwAWhMMhF7fJkoyl6YI9YR4fWVtmqSiHhkh9clG6J3vKBd8C7hSPIQV6zvJdXQBju6mYwFb2ePJA+R7ScBccM06Miq6XPx/9SFSRqijWgz1SNHxtb4DmHBJ2YmkobIqjFI1EztkNQ11DDJQmQp/XiDnjGPCOtKfMtCZK5MVL3H+6EGr5UNi5EsRDrY4C2dEt0eX+isrZW2pCGycgzUbbUGn6yKRId1Zk2lWZFGiftFAPmeGa2msTSSLMRBCAjmgBiE9ebb5E39R2pCjBEM1zWvsUn0Uf2+Nw6/HkntlZPckLgRPRGfiPl6IjalJ+ITMV9PxKb0RHwi5uuJ2JSeiE/EfD0Rm1KZhfCy/x9AKmJ/n5yq7xUFpIjh6Sz+daGiComINk7X1RRmPFORSkN5iH5YhusWbYGtE/IQV9UJixXhPBFrlKUJYCxSnS5xuOkJ6IvbAmPqe1sa4gpXZix0OnlHHmJrWGquuEaYf5xALLPdbnfqZrmlYzVGuCm20tKWaMZWtwojnBdcS+q8tF/e6wXJUe9xxkJDTaRXZscG9uddlbl5FBHC4lW/rDdSyPeODL11/vMYIzyUqVN7e32hjC9y1H757yOMhZzTc723X9rS9AgjxKXr1N46r7LM+NL+X/HS95MNBW+hqF3WuBxjsTBRLdmkXEhca31MTTJKuKuwdH5KDZVwV+usU6tVi6KMtdap1atdMUboyXLEBKgQI5zJfsxK2t9HhEFzO7Rr0V1GKHrDXeO6F3bAQ5Pbl2tS7kZNiGvZItKwrO1txp/nmF6XH9xihEUO7/wRmt5w5SCsYb+dJE2vhlZQ+L/klinjigsAoegd6HJloCwjFP5PgGVrmbXjD3a9bykTWtW3VUui1ueMMPiFhKmwAwr6V1XKaZIwQvLTXe+b+ooYf35wcVvmjDHCayc9/x557ASf3xBc3JY76OafBcz1f/qaRZAYG62wAAAAAElFTkSuQmCC) 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semaine 48 | Calcul numérique, calcul algébrique. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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devoir de la Toussaint 2022 | Calcul numérique, fonction, second degré, probabilité, pourcentages. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 37 | Calculs numériques, calculs algébriques, la question d’actualité, le second degré. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 21 | Calculs numériques, calculs algébriques, probabilités, pourcentages. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 20 | Calculs numériques, calculs algébriques, fonction exponentielle, application du produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 19 | Calculs numériques, calculs algébriques, fonction exponentielle, application du produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 18 | Calculs numériques, calculs algébriques, fonction exponentielle, application du produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 17 | Calculs numériques, calculs algébriques, dérivées, suites arithmétiques et géométriques, application du produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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vacances de Pâques | Calculs numériques, calculs algébriques, dérivées, suites arithmétiques et géométriques, Al-kashi. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 13 | Calculs numériques, calculs algébriques, dérivées, suites arithmétiques et géométriques, Al-kashi. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 12 | Calculs numériques, calculs algébriques, fonctions, suites arithmétiques et géométriques. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 11 | Calculs numériques, calculs algébriques, fonctions, suites arithmétiques et géométriques. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 10 | Calculs numériques, calculs algébriques, variations des fonctions, suites, python. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAADfCAMAAADcKv+WAAAAq1BMVEX/////IyP/BQXHzNH/AADEyc/S1tru8PHg4uXs7e//ERH/kJD/jY3/Hx//HR3/Fhb/1NT/wMD/ysr/ubn/+vr/dHT/6+v/NDT/2tr/enr/4+P/OTn/9vb/WVn/XV3/8PD/T0//KSn/srL/QUH/xsb/5eX/p6f/amr/Rkb/m5v/hIT/l5f/Li7/rKz/Wlr/eHjQ3ODe6evxf4Dlc3Xvq6zTk5bxV1nuNjfIvMCjbxDLAAANg0lEQVR4nO2de3+yOhLHJaYXoySoiCgIKN6r7dnz7Nnd9//KNglgBRVBAkn78fdPW7TIt5PLzGSStlrF9NZ5f23L1mun4NM+ovf2i2w+ppfXugDfXhngi1TVy2hywtfOm0wl3aQeRkZYWwspqvc67dh5ab+813Dfcno/DQY1MNbWOkrpG1G8HU161zfRNy2v97MhXTRjRwkjphBF2/FdPUTRT0TvrR6iWDsqiSjWjooiirSjoogi7agsojg7Kosozo4KI4qyo8KIouyoNKIYOyqNKMaOiiOKsKPiiCLsqDxidTsqj1idUX3Eyow/ALEq409ArMioCOJbHmFFRkUQW/mIlRhVQXy9s6pSgVEVxHtmbL88vG6lDGLnHuPDj6kMIkt35uvhGyuDSO2Y3x8fva9CiPRhXm+tc1ZB/Fe7/ZfIp6yot7fOVTHXIOfX7GG3d1N///nz5/ar+eoeDb8h9E4eorXHEN0Wocp5OV8AeYOLzxtQNYo4JUjX6hNBx9THmTMIAIT63mwM0f8kNQJS6cg+/7w91DToIB2uG0NcgHoJqR1HZwYz6B8UfLkewuGqKUQP142oj6ffH9eDmj63W76GidEU4rxuQmq1M5gDplalX48ALptCrJ9Qg2eItCeCHf26cn4ros0GG862h2InDmUQhwzRYt8NxtbvRNwxxOjbrlDCUoj6SUUun79w7dUMYhecEAWrlBVPD4shIPrFdQ2krmYY71hxjzQ9QjSa824yj4M9Y5Bo2T+OYu+OjE5XB/3F3oHJbIo+BmktDxeYZ4gTEiO6wfTGA9WOSL7SL7t7jT0y6qUvD7zY7YP97A3H9xAB+2Y1HlZDyqoE4ij7hiO5gtgyP+CjiNyKNvqowHNFJRHN1ZQrivUmKEaMLq/iCHCHT4imdaZ7iNFw04d7qYhWoM2ptBn/S0/neoRoOezq+LPHQwczIAmiEQbfygJmh5sI8UM6IubDI4bM13I3JEYc88sYYXaZtrUEcQDxt+4juvQbD2abfuOI0U94y1yQLkoQ4zaoAxbsmRtyQrzkuo7YY/MiawRjVRB1hz3OLouo4TEL9haoNOIu8VEhkObdFEPU0IKR0SkwRizq3RwZ4pHeCgK5I+oJEXxRH8SckEtE9rMf4hhx7iS6nPhTiMzeoMcGVN7NJSJuAc+7wYB1RZ8CZxHJhvlfQYzo2iftUC7ilCKSCW0YQDKi+7Fn6va5H7mE2gUinrlniGcaXkkFZUJi7LmtPYHpxFzTiCmx5niJ+PkoIvXuw5XpYbgQRsdVAdH2Tg7cTSu69jTROr+htrb074WNlaNfen5yEE1jd+D+9kVfHJ33xSU86QphCnHEJpoB9RoE5zVKDzezw5jroMWh4cWIygaLqaOXnRf5rAG6fRg5ABIRA5KZ5i4aKjeeVh6RvZXMeijO4EhEzHqaGUQyY+10V967adnUp9cwa+FiCQUj6kRnD22yoaMsIptkNZKEVOohHgiNJAjSPd6Pjmx+KIvII0ZMA2NdSUR/41FN1gPuEawc/Agic8RpH8ZbJRFb5lnWzIqyN6URjei9aKMm4pnsIJoBSyO2oveKjqXKIZrm6gKR9MxvuZbxpSexyLBlci+2MGIQWV9wAq4Eoh5OJpPRRUikbyff2oTfyWLs0Qt31ijTiLwzakD0an+JbLjOwqjLoI9fTnT+MqY/31mFTSMarIXrB8HOjTrLNq24o0dJod+KyLNwLGb8xYjUQf3lDdWfcZdBcE2KUog2ZqMVdppDPNSPmK4tWsfrPc0tvjVcd9NqhdEHguay4YtrqQihIl/nC8J+7Ak1WD3lB3XXwMFr7VS4C5dbyTiu1Y5YSydM2VoPzwjhsDHE1nQCQV31qAhu084oT2xogC9NCi2Cy0Wk0e2i172pv//8+fv2q3e0tjOFGbydov1WZ4sGDSLmSmxteJQqcJmHowmtZayCKLTCf8WMiMd8+UZs5K8MYo+ntHZ0Ouar6AKnf1UQeYpRx0ZUXSzUjKogDpgR+aqWybNbRFzsrwrihjVPXnIbpbRIIOrOqiCa3LOBkec2O9W0CJEiiHxSTLwaQ+cujqgRRw1ENwqGk+XhPTejqCIqNRAHPPfmJHazIPPlRFXBq4HIBxs0Of28ZuMrmYlJVCmBGEWKZ853tJdJ0OSoBCL3bPD87IodNVUho6oKiFaYGmy4uDeuj0W44yogHvnCopNKZ5i8qZKDgNS4CohjZsTsIp6B+FUBuXEFEKMFuos6jQXfQYCrp+PkI/L63GujZ9R+qxf9yUcc8DzflTjfDLh50b5iW5WPyEPgqMQzoxX3x3Uyq5ZXlY5oRz3xanhoOTzLCcJKi1XSEUfciDcKUaZbzkjGVQJk2YgGX40Ct/LfVsirWDHpPd4hZSNyBzxnZXg6A+xvoIPZw41VMuI06ok5vqi/iWokCNg9uOlPMmLUE/PXMBZR3YeOgsc8VrmIUU9EdwKKoRaVlRO0P7lAvj81bNtYGmzzQP6BJHIReU8kd/1QawRjQx52g3V3sgm2jnNgO9Ew26V2cMKtt1/b/vWWLBVxmjMnpjXcRmudOq8yJxgnpc3RF1YoSq97u2u3korIeyLyct9j+v6y6wXzAsu5OgF6MLxoEjIReWpfz1mFMgeLj80BQnCt0IyZjgtzmyYX4cVWZJmI2aTUuUx3tfZCHZzT6TipsdMJ0rbb7YxrG4bj8RwjgPjgRbaZGVQionGeAU/JXS5GYwgJf2Ta3XhPg3AebDCIIXFwPBtHfd9eLtb7LYC0YaAgfTd5iHGcmN3Dw62HAY/5qeMGANbGzmzzMbQt3zVXEy0+SQmDwyS70Oxaixkh2UlIHmKf98R5OmMz+Aio9dhIiQm1m7P5OPbT53BNezg+OkBHcLa+6MjLAIF0FC0PkZe8nG/HdAd72vkwGxgRPoSbrmFdnen8DwfF4ysB89naSr/JDzNVdNIQh3yhZp5YaNXfHyDCzHbzzcdimZt5cxcbmJiS/sJmPTifKYx5ekyVhchXhZOqRbe/GRNEENDG3m56w0lJyZx2HYJwYks99HpLn/ZV03T9qSIjKt/qF61aDHrUfgDCcH8sc4KI2e+GECSDLqE3IM7M8xyS3VYmCdHku/zhsmWtt9Qp08KvoVX+dD/f2G/n6FRxr/NqdBBkbiQJsccXuz27R4dN8rWukJuxF91PnTlAdBblw7CXnWjlINpsL4R+cBB0RgOr6vk2rjVddHn0EXzupor4qCO+FKUH8bbreiUFkddk6MgQXct/XTIQXV5ZA0SXud+SDMQFn/VnSpyPekcPIvoanzDEHryYo2YRXX6CDLwWYdSnJhHNxcGLY30sYvm3oBpE7Adw5CbFmILP0chTY4j2FwTs4AY+1txJDotVQ4jmwoH8sJ9pmNSdNqa3Ro5GtzaQYF50MmFGFL2fpmUuh7f173/++Yd97T/Q/QsjDg/USeYVbf1amqk9A7CAxuVPmSmK+AExmfM8tcubKRF82ot1Bw2A5C9QujSiGOJqj3SiRZ1vgjL5GiEaMYgigqXPtiiEaDtQi20YZU6xI9hzs+ZFEUHp7Z9FEA0HaRhHhKttHOqL1RIURyw7zhVANDRC48K470Wjqejz61t9qYi2Q+joEtcq8NPk0edDGHmSimgfEJ3m46HanrNd+zVM+jIRfXagCIxXnqIdJkjwAWhMMhF7fJkoyl6YI9YR4fWVtmqSiHhkh9clG6J3vKBd8C7hSPIQV6zvJdXQBju6mYwFb2ePJA+R7ScBccM06Miq6XPx/9SFSRqijWgz1SNHxtb4DmHBJ2YmkobIqjFI1EztkNQ11DDJQmQp/XiDnjGPCOtKfMtCZK5MVL3H+6EGr5UNi5EsRDrY4C2dEt0eX+isrZW2pCGycgzUbbUGn6yKRId1Zk2lWZFGiftFAPmeGa2msTSSLMRBCAjmgBiE9ebb5E39R2pCjBEM1zWvsUn0Uf2+Nw6/HkntlZPckLgRPRGfiPl6IjalJ+ITMV9PxKb0RHwi5uuJ2JSeiE/EfD0Rm1KZhfCy/x9AKmJ/n5yq7xUFpIjh6Sz+daGiComINk7X1RRmPFORSkN5iH5YhusWbYGtE/IQV9UJixXhPBFrlKUJYCxSnS5xuOkJ6IvbAmPqe1sa4gpXZix0OnlHHmJrWGquuEaYf5xALLPdbnfqZrmlYzVGuCm20tKWaMZWtwojnBdcS+q8tF/e6wXJUe9xxkJDTaRXZscG9uddlbl5FBHC4lW/rDdSyPeODL11/vMYIzyUqVN7e32hjC9y1H757yOMhZzTc723X9rS9AgjxKXr1N46r7LM+NL+X/HS95MNBW+hqF3WuBxjsTBRLdmkXEhca31MTTJKuKuwdH5KDZVwV+usU6tVi6KMtdap1atdMUboyXLEBKgQI5zJfsxK2t9HhEFzO7Rr0V1GKHrDXeO6F3bAQ5Pbl2tS7kZNiGvZItKwrO1txp/nmF6XH9xihEUO7/wRmt5w5SCsYb+dJE2vhlZQ+L/klinjigsAoegd6HJloCwjFP5PgGVrmbXjD3a9bykTWtW3VUui1ueMMPiFhKmwAwr6V1XKaZIwQvLTXe+b+ooYf35wcVvmjDHCayc9/x557ASf3xBc3JY76OafBcz1f/qaRZAYG62wAAAAAElFTkSuQmCC) 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Semaine 9 | Calculs numériques, calculs algébriques, variations des fonctions, suites, python. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Vacances de février. | Calculs numériques, calculs algébriques, dérivées, produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 5 | Calculs numériques, calculs algébriques, dérivées, produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 4 | Calculs numériques, calculs algébriques, dérivées, produit scalaire. | |
Semaine 3 | Calculs numériques, calculs algébriques, dérivées, produit scalaire. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 2 | Calculs numériques, calculs algébriques, dérivées. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 1 | Calculs numériques, calculs algébriques, scratch, trigonométrie. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Devoir de Noël | Calculs numériques, calculs algébriques, second degré, trigonométrie et dérivées. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAADfCAMAAADcKv+WAAAAq1BMVEX/////IyP/BQXHzNH/AADEyc/S1tru8PHg4uXs7e//ERH/kJD/jY3/Hx//HR3/Fhb/1NT/wMD/ysr/ubn/+vr/dHT/6+v/NDT/2tr/enr/4+P/OTn/9vb/WVn/XV3/8PD/T0//KSn/srL/QUH/xsb/5eX/p6f/amr/Rkb/m5v/hIT/l5f/Li7/rKz/Wlr/eHjQ3ODe6evxf4Dlc3Xvq6zTk5bxV1nuNjfIvMCjbxDLAAANg0lEQVR4nO2de3+yOhLHJaYXoySoiCgIKN6r7dnz7Nnd9//KNglgBRVBAkn78fdPW7TIt5PLzGSStlrF9NZ5f23L1mun4NM+ovf2i2w+ppfXugDfXhngi1TVy2hywtfOm0wl3aQeRkZYWwspqvc67dh5ab+813Dfcno/DQY1MNbWOkrpG1G8HU161zfRNy2v97MhXTRjRwkjphBF2/FdPUTRT0TvrR6iWDsqiSjWjooiirSjoogi7agsojg7Kosozo4KI4qyo8KIouyoNKIYOyqNKMaOiiOKsKPiiCLsqDxidTsqj1idUX3Eyow/ALEq409ArMioCOJbHmFFRkUQW/mIlRhVQXy9s6pSgVEVxHtmbL88vG6lDGLnHuPDj6kMIkt35uvhGyuDSO2Y3x8fva9CiPRhXm+tc1ZB/Fe7/ZfIp6yot7fOVTHXIOfX7GG3d1N///nz5/ar+eoeDb8h9E4eorXHEN0Wocp5OV8AeYOLzxtQNYo4JUjX6hNBx9THmTMIAIT63mwM0f8kNQJS6cg+/7w91DToIB2uG0NcgHoJqR1HZwYz6B8UfLkewuGqKUQP142oj6ffH9eDmj63W76GidEU4rxuQmq1M5gDplalX48ALptCrJ9Qg2eItCeCHf26cn4ros0GG862h2InDmUQhwzRYt8NxtbvRNwxxOjbrlDCUoj6SUUun79w7dUMYhecEAWrlBVPD4shIPrFdQ2krmYY71hxjzQ9QjSa824yj4M9Y5Bo2T+OYu+OjE5XB/3F3oHJbIo+BmktDxeYZ4gTEiO6wfTGA9WOSL7SL7t7jT0y6qUvD7zY7YP97A3H9xAB+2Y1HlZDyqoE4ij7hiO5gtgyP+CjiNyKNvqowHNFJRHN1ZQrivUmKEaMLq/iCHCHT4imdaZ7iNFw04d7qYhWoM2ptBn/S0/neoRoOezq+LPHQwczIAmiEQbfygJmh5sI8UM6IubDI4bM13I3JEYc88sYYXaZtrUEcQDxt+4juvQbD2abfuOI0U94y1yQLkoQ4zaoAxbsmRtyQrzkuo7YY/MiawRjVRB1hz3OLouo4TEL9haoNOIu8VEhkObdFEPU0IKR0SkwRizq3RwZ4pHeCgK5I+oJEXxRH8SckEtE9rMf4hhx7iS6nPhTiMzeoMcGVN7NJSJuAc+7wYB1RZ8CZxHJhvlfQYzo2iftUC7ilCKSCW0YQDKi+7Fn6va5H7mE2gUinrlniGcaXkkFZUJi7LmtPYHpxFzTiCmx5niJ+PkoIvXuw5XpYbgQRsdVAdH2Tg7cTSu69jTROr+htrb074WNlaNfen5yEE1jd+D+9kVfHJ33xSU86QphCnHEJpoB9RoE5zVKDzezw5jroMWh4cWIygaLqaOXnRf5rAG6fRg5ABIRA5KZ5i4aKjeeVh6RvZXMeijO4EhEzHqaGUQyY+10V967adnUp9cwa+FiCQUj6kRnD22yoaMsIptkNZKEVOohHgiNJAjSPd6Pjmx+KIvII0ZMA2NdSUR/41FN1gPuEawc/Agic8RpH8ZbJRFb5lnWzIqyN6URjei9aKMm4pnsIJoBSyO2oveKjqXKIZrm6gKR9MxvuZbxpSexyLBlci+2MGIQWV9wAq4Eoh5OJpPRRUikbyff2oTfyWLs0Qt31ijTiLwzakD0an+JbLjOwqjLoI9fTnT+MqY/31mFTSMarIXrB8HOjTrLNq24o0dJod+KyLNwLGb8xYjUQf3lDdWfcZdBcE2KUog2ZqMVdppDPNSPmK4tWsfrPc0tvjVcd9NqhdEHguay4YtrqQihIl/nC8J+7Ak1WD3lB3XXwMFr7VS4C5dbyTiu1Y5YSydM2VoPzwjhsDHE1nQCQV31qAhu084oT2xogC9NCi2Cy0Wk0e2i172pv//8+fv2q3e0tjOFGbydov1WZ4sGDSLmSmxteJQqcJmHowmtZayCKLTCf8WMiMd8+UZs5K8MYo+ntHZ0Ouar6AKnf1UQeYpRx0ZUXSzUjKogDpgR+aqWybNbRFzsrwrihjVPXnIbpbRIIOrOqiCa3LOBkec2O9W0CJEiiHxSTLwaQ+cujqgRRw1ENwqGk+XhPTejqCIqNRAHPPfmJHazIPPlRFXBq4HIBxs0Of28ZuMrmYlJVCmBGEWKZ853tJdJ0OSoBCL3bPD87IodNVUho6oKiFaYGmy4uDeuj0W44yogHvnCopNKZ5i8qZKDgNS4CohjZsTsIp6B+FUBuXEFEKMFuos6jQXfQYCrp+PkI/L63GujZ9R+qxf9yUcc8DzflTjfDLh50b5iW5WPyEPgqMQzoxX3x3Uyq5ZXlY5oRz3xanhoOTzLCcJKi1XSEUfciDcKUaZbzkjGVQJk2YgGX40Ct/LfVsirWDHpPd4hZSNyBzxnZXg6A+xvoIPZw41VMuI06ok5vqi/iWokCNg9uOlPMmLUE/PXMBZR3YeOgsc8VrmIUU9EdwKKoRaVlRO0P7lAvj81bNtYGmzzQP6BJHIReU8kd/1QawRjQx52g3V3sgm2jnNgO9Ew26V2cMKtt1/b/vWWLBVxmjMnpjXcRmudOq8yJxgnpc3RF1YoSq97u2u3korIeyLyct9j+v6y6wXzAsu5OgF6MLxoEjIReWpfz1mFMgeLj80BQnCt0IyZjgtzmyYX4cVWZJmI2aTUuUx3tfZCHZzT6TipsdMJ0rbb7YxrG4bj8RwjgPjgRbaZGVQionGeAU/JXS5GYwgJf2Ta3XhPg3AebDCIIXFwPBtHfd9eLtb7LYC0YaAgfTd5iHGcmN3Dw62HAY/5qeMGANbGzmzzMbQt3zVXEy0+SQmDwyS70Oxaixkh2UlIHmKf98R5OmMz+Aio9dhIiQm1m7P5OPbT53BNezg+OkBHcLa+6MjLAIF0FC0PkZe8nG/HdAd72vkwGxgRPoSbrmFdnen8DwfF4ysB89naSr/JDzNVdNIQh3yhZp5YaNXfHyDCzHbzzcdimZt5cxcbmJiS/sJmPTifKYx5ekyVhchXhZOqRbe/GRNEENDG3m56w0lJyZx2HYJwYks99HpLn/ZV03T9qSIjKt/qF61aDHrUfgDCcH8sc4KI2e+GECSDLqE3IM7M8xyS3VYmCdHku/zhsmWtt9Qp08KvoVX+dD/f2G/n6FRxr/NqdBBkbiQJsccXuz27R4dN8rWukJuxF91PnTlAdBblw7CXnWjlINpsL4R+cBB0RgOr6vk2rjVddHn0EXzupor4qCO+FKUH8bbreiUFkddk6MgQXct/XTIQXV5ZA0SXud+SDMQFn/VnSpyPekcPIvoanzDEHryYo2YRXX6CDLwWYdSnJhHNxcGLY30sYvm3oBpE7Adw5CbFmILP0chTY4j2FwTs4AY+1txJDotVQ4jmwoH8sJ9pmNSdNqa3Ro5GtzaQYF50MmFGFL2fpmUuh7f173/++Yd97T/Q/QsjDg/USeYVbf1amqk9A7CAxuVPmSmK+AExmfM8tcubKRF82ot1Bw2A5C9QujSiGOJqj3SiRZ1vgjL5GiEaMYgigqXPtiiEaDtQi20YZU6xI9hzs+ZFEUHp7Z9FEA0HaRhHhKttHOqL1RIURyw7zhVANDRC48K470Wjqejz61t9qYi2Q+joEtcq8NPk0edDGHmSimgfEJ3m46HanrNd+zVM+jIRfXagCIxXnqIdJkjwAWhMMhF7fJkoyl6YI9YR4fWVtmqSiHhkh9clG6J3vKBd8C7hSPIQV6zvJdXQBju6mYwFb2ePJA+R7ScBccM06Miq6XPx/9SFSRqijWgz1SNHxtb4DmHBJ2YmkobIqjFI1EztkNQ11DDJQmQp/XiDnjGPCOtKfMtCZK5MVL3H+6EGr5UNi5EsRDrY4C2dEt0eX+isrZW2pCGycgzUbbUGn6yKRId1Zk2lWZFGiftFAPmeGa2msTSSLMRBCAjmgBiE9ebb5E39R2pCjBEM1zWvsUn0Uf2+Nw6/HkntlZPckLgRPRGfiPl6IjalJ+ITMV9PxKb0RHwi5uuJ2JSeiE/EfD0Rm1KZhfCy/x9AKmJ/n5yq7xUFpIjh6Sz+daGiComINk7X1RRmPFORSkN5iH5YhusWbYGtE/IQV9UJixXhPBFrlKUJYCxSnS5xuOkJ6IvbAmPqe1sa4gpXZix0OnlHHmJrWGquuEaYf5xALLPdbnfqZrmlYzVGuCm20tKWaMZWtwojnBdcS+q8tF/e6wXJUe9xxkJDTaRXZscG9uddlbl5FBHC4lW/rDdSyPeODL11/vMYIzyUqVN7e32hjC9y1H757yOMhZzTc723X9rS9AgjxKXr1N46r7LM+NL+X/HS95MNBW+hqF3WuBxjsTBRLdmkXEhca31MTTJKuKuwdH5KDZVwV+usU6tVi6KMtdap1atdMUboyXLEBKgQI5zJfsxK2t9HhEFzO7Rr0V1GKHrDXeO6F3bAQ5Pbl2tS7kZNiGvZItKwrO1txp/nmF6XH9xihEUO7/wRmt5w5SCsYb+dJE2vhlZQ+L/klinjigsAoegd6HJloCwjFP5PgGVrmbXjD3a9bykTWtW3VUui1ueMMPiFhKmwAwr6V1XKaZIwQvLTXe+b+ooYf35wcVvmjDHCayc9/x557ASf3xBc3JY76OafBcz1f/qaRZAYG62wAAAAAElFTkSuQmCC) |
Semaine 50 | Calculs numériques, calculs algébriques, trigonométrie, dérivées. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 49 | Calculs numériques, calculs algébriques. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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Semaine 48 | Calculs numériques, calculs algébriques. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOIAAADfCAMAAADcKv+WAAAAq1BMVEX/////IyP/BQXHzNH/AADEyc/S1tru8PHg4uXs7e//ERH/kJD/jY3/Hx//HR3/Fhb/1NT/wMD/ysr/ubn/+vr/dHT/6+v/NDT/2tr/enr/4+P/OTn/9vb/WVn/XV3/8PD/T0//KSn/srL/QUH/xsb/5eX/p6f/amr/Rkb/m5v/hIT/l5f/Li7/rKz/Wlr/eHjQ3ODe6evxf4Dlc3Xvq6zTk5bxV1nuNjfIvMCjbxDLAAANg0lEQVR4nO2de3+yOhLHJaYXoySoiCgIKN6r7dnz7Nnd9//KNglgBRVBAkn78fdPW7TIt5PLzGSStlrF9NZ5f23L1mun4NM+ovf2i2w+ppfXugDfXhngi1TVy2hywtfOm0wl3aQeRkZYWwspqvc67dh5ab+813Dfcno/DQY1MNbWOkrpG1G8HU161zfRNy2v97MhXTRjRwkjphBF2/FdPUTRT0TvrR6iWDsqiSjWjooiirSjoogi7agsojg7Kosozo4KI4qyo8KIouyoNKIYOyqNKMaOiiOKsKPiiCLsqDxidTsqj1idUX3Eyow/ALEq409ArMioCOJbHmFFRkUQW/mIlRhVQXy9s6pSgVEVxHtmbL88vG6lDGLnHuPDj6kMIkt35uvhGyuDSO2Y3x8fva9CiPRhXm+tc1ZB/Fe7/ZfIp6yot7fOVTHXIOfX7GG3d1N///nz5/ar+eoeDb8h9E4eorXHEN0Wocp5OV8AeYOLzxtQNYo4JUjX6hNBx9THmTMIAIT63mwM0f8kNQJS6cg+/7w91DToIB2uG0NcgHoJqR1HZwYz6B8UfLkewuGqKUQP142oj6ffH9eDmj63W76GidEU4rxuQmq1M5gDplalX48ALptCrJ9Qg2eItCeCHf26cn4ros0GG862h2InDmUQhwzRYt8NxtbvRNwxxOjbrlDCUoj6SUUun79w7dUMYhecEAWrlBVPD4shIPrFdQ2krmYY71hxjzQ9QjSa824yj4M9Y5Bo2T+OYu+OjE5XB/3F3oHJbIo+BmktDxeYZ4gTEiO6wfTGA9WOSL7SL7t7jT0y6qUvD7zY7YP97A3H9xAB+2Y1HlZDyqoE4ij7hiO5gtgyP+CjiNyKNvqowHNFJRHN1ZQrivUmKEaMLq/iCHCHT4imdaZ7iNFw04d7qYhWoM2ptBn/S0/neoRoOezq+LPHQwczIAmiEQbfygJmh5sI8UM6IubDI4bM13I3JEYc88sYYXaZtrUEcQDxt+4juvQbD2abfuOI0U94y1yQLkoQ4zaoAxbsmRtyQrzkuo7YY/MiawRjVRB1hz3OLouo4TEL9haoNOIu8VEhkObdFEPU0IKR0SkwRizq3RwZ4pHeCgK5I+oJEXxRH8SckEtE9rMf4hhx7iS6nPhTiMzeoMcGVN7NJSJuAc+7wYB1RZ8CZxHJhvlfQYzo2iftUC7ilCKSCW0YQDKi+7Fn6va5H7mE2gUinrlniGcaXkkFZUJi7LmtPYHpxFzTiCmx5niJ+PkoIvXuw5XpYbgQRsdVAdH2Tg7cTSu69jTROr+htrb074WNlaNfen5yEE1jd+D+9kVfHJ33xSU86QphCnHEJpoB9RoE5zVKDzezw5jroMWh4cWIygaLqaOXnRf5rAG6fRg5ABIRA5KZ5i4aKjeeVh6RvZXMeijO4EhEzHqaGUQyY+10V967adnUp9cwa+FiCQUj6kRnD22yoaMsIptkNZKEVOohHgiNJAjSPd6Pjmx+KIvII0ZMA2NdSUR/41FN1gPuEawc/Agic8RpH8ZbJRFb5lnWzIqyN6URjei9aKMm4pnsIJoBSyO2oveKjqXKIZrm6gKR9MxvuZbxpSexyLBlci+2MGIQWV9wAq4Eoh5OJpPRRUikbyff2oTfyWLs0Qt31ijTiLwzakD0an+JbLjOwqjLoI9fTnT+MqY/31mFTSMarIXrB8HOjTrLNq24o0dJod+KyLNwLGb8xYjUQf3lDdWfcZdBcE2KUog2ZqMVdppDPNSPmK4tWsfrPc0tvjVcd9NqhdEHguay4YtrqQihIl/nC8J+7Ak1WD3lB3XXwMFr7VS4C5dbyTiu1Y5YSydM2VoPzwjhsDHE1nQCQV31qAhu084oT2xogC9NCi2Cy0Wk0e2i172pv//8+fv2q3e0tjOFGbydov1WZ4sGDSLmSmxteJQqcJmHowmtZayCKLTCf8WMiMd8+UZs5K8MYo+ntHZ0Ouar6AKnf1UQeYpRx0ZUXSzUjKogDpgR+aqWybNbRFzsrwrihjVPXnIbpbRIIOrOqiCa3LOBkec2O9W0CJEiiHxSTLwaQ+cujqgRRw1ENwqGk+XhPTejqCIqNRAHPPfmJHazIPPlRFXBq4HIBxs0Of28ZuMrmYlJVCmBGEWKZ853tJdJ0OSoBCL3bPD87IodNVUho6oKiFaYGmy4uDeuj0W44yogHvnCopNKZ5i8qZKDgNS4CohjZsTsIp6B+FUBuXEFEKMFuos6jQXfQYCrp+PkI/L63GujZ9R+qxf9yUcc8DzflTjfDLh50b5iW5WPyEPgqMQzoxX3x3Uyq5ZXlY5oRz3xanhoOTzLCcJKi1XSEUfciDcKUaZbzkjGVQJk2YgGX40Ct/LfVsirWDHpPd4hZSNyBzxnZXg6A+xvoIPZw41VMuI06ok5vqi/iWokCNg9uOlPMmLUE/PXMBZR3YeOgsc8VrmIUU9EdwKKoRaVlRO0P7lAvj81bNtYGmzzQP6BJHIReU8kd/1QawRjQx52g3V3sgm2jnNgO9Ew26V2cMKtt1/b/vWWLBVxmjMnpjXcRmudOq8yJxgnpc3RF1YoSq97u2u3korIeyLyct9j+v6y6wXzAsu5OgF6MLxoEjIReWpfz1mFMgeLj80BQnCt0IyZjgtzmyYX4cVWZJmI2aTUuUx3tfZCHZzT6TipsdMJ0rbb7YxrG4bj8RwjgPjgRbaZGVQionGeAU/JXS5GYwgJf2Ta3XhPg3AebDCIIXFwPBtHfd9eLtb7LYC0YaAgfTd5iHGcmN3Dw62HAY/5qeMGANbGzmzzMbQt3zVXEy0+SQmDwyS70Oxaixkh2UlIHmKf98R5OmMz+Aio9dhIiQm1m7P5OPbT53BNezg+OkBHcLa+6MjLAIF0FC0PkZe8nG/HdAd72vkwGxgRPoSbrmFdnen8DwfF4ysB89naSr/JDzNVdNIQh3yhZp5YaNXfHyDCzHbzzcdimZt5cxcbmJiS/sJmPTifKYx5ekyVhchXhZOqRbe/GRNEENDG3m56w0lJyZx2HYJwYks99HpLn/ZV03T9qSIjKt/qF61aDHrUfgDCcH8sc4KI2e+GECSDLqE3IM7M8xyS3VYmCdHku/zhsmWtt9Qp08KvoVX+dD/f2G/n6FRxr/NqdBBkbiQJsccXuz27R4dN8rWukJuxF91PnTlAdBblw7CXnWjlINpsL4R+cBB0RgOr6vk2rjVddHn0EXzupor4qCO+FKUH8bbreiUFkddk6MgQXct/XTIQXV5ZA0SXud+SDMQFn/VnSpyPekcPIvoanzDEHryYo2YRXX6CDLwWYdSnJhHNxcGLY30sYvm3oBpE7Adw5CbFmILP0chTY4j2FwTs4AY+1txJDotVQ4jmwoH8sJ9pmNSdNqa3Ro5GtzaQYF50MmFGFL2fpmUuh7f173/++Yd97T/Q/QsjDg/USeYVbf1amqk9A7CAxuVPmSmK+AExmfM8tcubKRF82ot1Bw2A5C9QujSiGOJqj3SiRZ1vgjL5GiEaMYgigqXPtiiEaDtQi20YZU6xI9hzs+ZFEUHp7Z9FEA0HaRhHhKttHOqL1RIURyw7zhVANDRC48K470Wjqejz61t9qYi2Q+joEtcq8NPk0edDGHmSimgfEJ3m46HanrNd+zVM+jIRfXagCIxXnqIdJkjwAWhMMhF7fJkoyl6YI9YR4fWVtmqSiHhkh9clG6J3vKBd8C7hSPIQV6zvJdXQBju6mYwFb2ePJA+R7ScBccM06Miq6XPx/9SFSRqijWgz1SNHxtb4DmHBJ2YmkobIqjFI1EztkNQ11DDJQmQp/XiDnjGPCOtKfMtCZK5MVL3H+6EGr5UNi5EsRDrY4C2dEt0eX+isrZW2pCGycgzUbbUGn6yKRId1Zk2lWZFGiftFAPmeGa2msTSSLMRBCAjmgBiE9ebb5E39R2pCjBEM1zWvsUn0Uf2+Nw6/HkntlZPckLgRPRGfiPl6IjalJ+ITMV9PxKb0RHwi5uuJ2JSeiE/EfD0Rm1KZhfCy/x9AKmJ/n5yq7xUFpIjh6Sz+daGiComINk7X1RRmPFORSkN5iH5YhusWbYGtE/IQV9UJixXhPBFrlKUJYCxSnS5xuOkJ6IvbAmPqe1sa4gpXZix0OnlHHmJrWGquuEaYf5xALLPdbnfqZrmlYzVGuCm20tKWaMZWtwojnBdcS+q8tF/e6wXJUe9xxkJDTaRXZscG9uddlbl5FBHC4lW/rDdSyPeODL11/vMYIzyUqVN7e32hjC9y1H757yOMhZzTc723X9rS9AgjxKXr1N46r7LM+NL+X/HS95MNBW+hqF3WuBxjsTBRLdmkXEhca31MTTJKuKuwdH5KDZVwV+usU6tVi6KMtdap1atdMUboyXLEBKgQI5zJfsxK2t9HhEFzO7Rr0V1GKHrDXeO6F3bAQ5Pbl2tS7kZNiGvZItKwrO1txp/nmF6XH9xihEUO7/wRmt5w5SCsYb+dJE2vhlZQ+L/klinjigsAoegd6HJloCwjFP5PgGVrmbXjD3a9bykTWtW3VUui1ueMMPiFhKmwAwr6V1XKaZIwQvLTXe+b+ooYf35wcVvmjDHCayc9/x557ASf3xBc3JY76OafBcz1f/qaRZAYG62wAAAAAElFTkSuQmCC) 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semaine 47 | Calculs numériques, calculs algébriques, trigonométrie | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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devoir de la Toussaint | Calculs numériques, calculs algébriques, second degré et probabilités conditionnelles. | ![pdf-logo-telechargement | Association EKO!](data:image/png;base64,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) 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