Dérivation RAAM 120 A2 6041962

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Dérivation RAAM 120 A2 6041962

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8uUC7gAQASM8ZJJJpgcp8NPDMXjF/sVxJJAUsvMV02nEiuiDcrA7l+ZsqCpPZhVJdAOdvbY2d1NZ58wwTSQbgMbzHI0eQuSRuK5AycZxk0tgIl6kdwcEehHBB9CPSgDSi1K6itnsUlkFrNtLw7iYyVcODsPAIdQdygE4wTjigD0f4Pru11j/AHbWT9XiFNbgfUNaCCgAoAKACgAoAKACgAoAKACgCNpURlRmVWfIVSQCxAJO0dTgAk47AmgD5q+J999s1ySIfdtIoocdtxBmYj6iVVP+5WchoqeI9H07StH0ya22/bbsQzzln3SYeNXPy5+SMM2AAoBwMlmyaWiQGNTAdSAUUALQAUxmdqwzavjr8v8A6EKQjqvGM+j3ttZXOleV55RkujGuxyypFgyIQpJzuw5X5um44wB20A9M+GGroNFlWdtqWDuWY9FjK+Zn8PmJxVLYDvtI12x12PzbCVZQMbgMhlz/AHkOGX8Rg9iar0EQ6r4hs9I+WZt0vaJOX/EdFHuxGe2elF7Aedah4qutTbYWa1tifmWHlyvfLErn6AopHBzUXGPXw3Hep5mkXCXG0ZaGUeXIPoQOPQBowpP/AC0A5p27AYLxPAximUxuh2sjYyCOoypZT9VJB7GpAkfU5IIDvmaO2T5WLyssK/7JOcE9/KRXlI5WNqQFGGO91T/j0QQwn/l5uo+CPWC0PMntJdERsMMIFYUgNyx0ez0qQ3TF7m9YYa6uG8yYjGMKTgRJjgJEqLgAYOM0AXpLl5OB8o/WgClKdgoA858SSZQ54pgeTb20OSAiVoC5YpMheMxsWd1Qk7WBKjhx+7J4DE0DNGG8CXK3MpaQ+cs0jZy7HeHY5JGWbk8nknk0Adz8Q/Emn+J7+G90wEAwBZQ0exxIJH4fsxCbcEMwwQAewp6iKtz4PubfRIvEIkje2m4dOVkRjK0QwOVdSQCTlSM42kAmi3UDrvgyudZlP920b9ZYqaA+mqsQUAFABQAUAFABQAUAFAFW9voNNha5unEUSY3M3QbmCqOO5ZgB6kigDn9E8XWuvXMttbK48lA6swx5gzhiB1G0leuCd3TipTuB4BompXV5rFlc3UryzG4gUuzE/fdUYLnopDEYHY1HUY/4h4Gv3QHYxfn5ER/rQ9wOCf76n0K/kCMfkKkZ054J+tUIUUALTAWkAUAUNT/49m+q/wDoa0AYsVIZ6j4U1C3tPD+qwzOFknRkjXksxaBlGAO2ep6DuRkZpbMRzvhu7msrlmt3aJnjZSVODjKnAPUfUYPpS2A1rXVoBctBeRsYmk2ebE5EseCFLYbdG4JBYh0zzwwoA6XUdOXTnAjngu42zhomG8Y7PGCwX2YOQxB+VeBTasBQUGXIUbvLGXJKhUB6GR2KpGD2Lsu48Lk4FSAQpJd8WiiVf+ez70tl/wBwYSa5PccQxZyrrKpzQBr2+lQWrrcXTG6uEGEeQKFjHXbBCoEcKjsEXI9aQF97pn+7wPXvTAYq9z1oAecKPTFIDldX16C1G1TvY8DHc+2OW/Dg9mzQB5/fz3Mx81x5fddwG4f7q8hT6E/MPY80xnOS6eJ1aQsWc5J3HOfXOev40bAc79iwf3BMZ/ujlf8Avnt/wErQASNPYttuUaPHU4OPxBAZfxGPemB0q+Mb+fTf7GaUPYllZEKqShVt/wAjgBsFuSCWHpjNAj1b4KlW1Wcjtan9ZY/8KpAfStWIKACgAoAKACgAoAKACgDz34lSOumxxL9ya5jWT/dRJJlx/wBtIkP0BqXsM878IaxBoF7JdXW7Z9ndFCjJZzJEQo7dAxySBx1qE7AcXpha2u7Zxw0c8DA+6yIc/mKQy/48TZrl3jvIp/ONDTe4jhZeDn3FSM6phhj9T/OqEAoAWmAtIAoGUdT4tn/4B/6GtAjCipDOt0qdYdPu0aNJDIoUM2d0Z45XBxz3yM8DBHOWIoWNybOTzAA3BGCSOuP8PQ0AOkbzHaQcbmZvpkk/1oA9CtbVZEV2Pnuyg+XGWSNcgH99MQGz/eigUMOvnjkUgL/2OMhTclZFQ5SIKEgQnqUiHBY95H3ux5LE0AWWumbhePegBgGeTyaAJ1GKAKlxqMduDj5iM9Ogx1y3PTocAleNwA5oAxJY77VOp8iH1I6j/ZTPPYgsSAeVOOKQEI02Cxy0YLSHrI/zOfx7D2UAUActqoB9qoDc03xbpXh+y2WOn779wVkkumWWPBBBIICsynoYwkQwcF2xy9gMXw/4L1PxbcPd+SkVvMSTIyCGHBJyI0QfMo6DauPU96LXA5PxDox0m+a2SaK4IxloH8xAemN2B8w6Feqng0gMO80RoCGI2s/Qx9ST6rjDE/TPoaAPevgn4d1HTbi4vbyPZBLCkcTnKljvJIKnOMADOGOO4U4BpAfQ9WIKACgAoAKACgAoAKACgDz34kLmwg9rpf8A0RPUvYZ4vIlZjKiLsmRvSRD+TCgDU+IMeNduv96I/nBEf603uI89uFwDUjOpk++fqf5mqEIKAFFAC0AFAyjqX/Hs/wDwD/0YlAjEiFIZ0NkwW0mUkAtjA7nGDx60wKqLQIsAcUAegpeNFAiopbCL9OgH+c49jnikA2KeSTqNzH0PA+p6fy9McUAWoJ1lJC5O0DJAO3PoGIGcewxzxnnABcjLSMUiUyMv3guMLnnLsSFTI5G4gtjChjxQAfZpLjgEOO5XIiH/AAIjdL+QQglWQEZpAWI9PigO5v3jjoSOBjptXtjsTlgOM4oAZcPTAwLh03DzCwTPzFQCwHfaCVBPoCwHvQB3dhe+FdNsnl3ROCNsizrvnfP8PlMu4jPZF8vjOeC1aKyA8H8SXOn31yZNKt2s4OflZyxY/wB7ZyI/9wO49COlT6AYkV7dWsL20U0sdvL9+JZHWNvXcgIU575HI65pAdJ4e8D6n4ldZIE8m3HWeUFU/wCADq5+nHqaEgPobRPAenaQFeRftc6j/WSjgdvlT7oH13HPOatKwHbAY4HGKoQUAFABQAUAFABQAUAFABQBwnxCXNhH7XCn/wAhyj+tS9hnjbr29eBWYypJEUPIwVPI6EEHkEdiCOaANTx0qza1dOhDAtGMjkZEEQIz7EEH0II6im9xHKX3h67i00as6qlrI/lRksCzk7wSFGcKpRgdxU5xtBHNK3UZYk+8fqf50xDaAFFAC0AFMClqXFs59l/9DSkBJf8Ah+40mKK4m2iO55iBK+YVwGDlAW2owPykkE4ztAwSAaGl3v2SyurcNsNyqrjHLAHJAbBwDxkAjdgZzigClb2zznbGNxAzj2GP8aAFZCmVYFSOoIwR+FMDubf/AFa/7o/lUgTCH7U6worTSNysaAsTz1KjjAOMu2FXqzAUAbUWnLHxcHew/wCWEDYVfaWcdCOjRwZYEAiUg4oAulFKhHCiNfuxINsS+p2j7xJ5JfJJ5wCaQD2fFAFbDzMI0G5mOFGQMn6khR+JHp1IFMDQvdBgsYC+oXJhmIykcKq/PPBDLucepHlAZwWHDVVrbgecXRIGCc++MZ564y2MjtubHTJ61IHLXnNMA0rQL3XZfKsYzJ/eboi+7MeB9Op9KPQD2zw58LrLTCLjUcXlwOQpH7lT7KeX+rcf7NWl3A9RVQgCqAABgAcAAdAB2FUIWgAoAKACgAoAKACgAoAKACgAoA4vx6udOB9Joz+e4f1qXsB5bp2pSaTI08KoZCu1Wdd2wkgllzxuwMfQ1GxRnCI3UoVj800mGbry7/MccZ5JOOPTikBf8VaLBo14LS3LOohR2ZiCS7NIDnAAHCrxjgYPfJbVtBHP6pq1xPpkWkkKtvbszjA+ZmLSMCTngASEAAe59lfoMzX+8fqf50xAKAFpgFAC0gKt8u6Bx6hf/Q1oAabma5RY5mLhPu5xkcAYz1wAAB6UAadrHAbdxJjzBuK9m4UY9MjPbkdeKAK0KO7YizuHPBwfwoASRmZiZM7u+evpzTA9HsdMBiSS6k8tGRWWKEq8zgrlSScxwKRgjfvcgkbUYVIGyJFiQwwqtvC33o4ySX9DLK37yU44+Y4xxtwBQAwSYG1eAOgHFAArFmCIC7t0VQWY+uAOTjv2A5OBQAxZAWMbbkkTlo3Uo6g9CUYBsHs2NrdVJHNGwCSCgDNnGeT/AJwMD9OKAMR7aS6cRQK0kjdFUZJ/Aenc+nNAHZ6N8NQ5E+rHPcQIf0dx+oT/AL6q0u4HqlraQ2MYht0WKNeioAB+nf1PU96vYRYoAKACgAoAKACgAoAKACgAoAKACgAoA5DxyudLY/3ZYT+cqj+tS9gPO/DV5bafefaLzGxI2K5Xcd+U27RjhsZweMc8ioWgzBlbfK8q8bpHdfUbnLL+IBH40hkTguSzEsx5JPJJ9SetAFC7s5GhacI3lKdpfB2hj0Xd0z7daAMtvvH6n+dMQgoAdigAoAWgZBc/6pvw/wDQloEIbd4ANwxnoexoATFMCxBMbdt4GTgjrjr36Hp7jFIB93IksrPEGVGOQHYM3QZywVASTk8Ko5wAKYHf2koSBAOPkX+VSBL567ghIDNnC5GTjrgdTjvjpQBYGfpQB0Njq4sIfLt4USU/elySW9yDyT6DdtGeFA4qr2ApTTy3Lb5mLt7n+Q6AewAFSBUkwoyeKANWx8MXF/h5828XuP3jD2U/c+rjIP8AARzVJAd3p+lW2lpstkC5+83Vm/3mPJ+nQdgBV2sI0KYBQAUAFABQAUAFABQAUAFABQAUAFABQAUAcp42/wCQRL/10t//AEpiFJ7AeMkVkUIeKANPWNJk0WdbaZldmiSQlM4BZ5F2gnBONgOcL1xjjJbVhFO4u5JLH7CGby9+8qcFcgkjAOccnnGM980hnJOMMfqf50xCUwFpAKKAFoAgnK7CpIGcYyR/eFAEstwZlCkAbfTPpjvn+dAF20skuLaSU5V4ySD2ICZKkY9e4PGeQaAMzpz6UwDtQB6NpQgYxi7LpFtGTGAW7evQepAY44AzyEB6PNc6Hb2nkqkc8UnPlBQ7MR0Z93zBh2aQhh/DyMVd0hHEhUViYgyRk5VGcybRjoHb5255+Yk84GBgVmMsqMUAalhplxqODCNsZ/5at93/AICODJ7YwhwRvBppXA7LT9Et7AhwPMlH/LR8ZHrtHRB24GSOGZutaJWEbFMAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5fxmN2kyj/agP5XERpPYDy7Q7a3ur1I7ziDDs2W2j5VJGSMEDI7EE1mvMZm3QRp5vK/1ZmmMeOnlmV9mB2GzbtHYYGKQyzcT3Or3G+TdPO4CgAZOASQqgDhQWJAHAyaAOw0nwLJNiTUG8pf+eaEb/8AgTchfoMn3FUo9xHTr4H0VVC/ZlO0BRlnzx3J3ck9yeTVWQhw8E6KP+XZP++n/wDiqLIB48G6MvS1j/8AHj/M07ICQeEtIXpaw/8AfNFkBIPC+lL0tYP++BRZAWU0KwijkhjgjjS4QxyBF2bkYEFSVwehPQgjPBzRawHl2t/DB48y6TJvHXyJjg/RJOh9AHA95KVuwzzG6tLjTJTBco9vLggqwKkjoSD0df8AaUlT2NSBb0TUf7IvEu8BjFnAZdwJII5GQeM5BByDggHGKAK+o3Au7iSdVRBIxbbGuxRn+6vYfqTyTmgD0pdNtILCKWS5cXUkaSJHEiMqhkBAlVucc5OJImP8I4OSyQFWIHAz1744H9f51IGrY2M9+223XfjgseEX/ebnkZHygM+OQpFO3YDuLDw1Db4e5/fv6EYjX6LzuPu+eRlQpq0rCOkqgCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoACQoyeAOpoA4DxXrkFxZSW0GZNxjy/RRiRDx3bp2wO4JqG+iGeZBC5CgEk8AAZJ+g6moGdnpXgu5u8SXf+jx/wB3rIfw6J+OT/s1SQj0jTtJtdKTZbIEz1bqzfVjyfp09BVpW2EaNMAoAKACgAoAKACgAoAp32nW2pxGC7jSaM/wuAcH1HdWHZgQR2IoA8s1r4YdZdIkx38iYkj6JLyw9AJA2T1kAqbdhnlmoafc6XJ5F7G8EnOA44bHUqwyrj3Qke9SB22nwvOI4YlLyMo2qoyTx19gO7HCjqSBUgej6Z4SVMPfHcf+eSEhf+BNwzfQbR1B3irUe4HZRxpCoSMBEUYCqAAB6ADgVYh9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAB1oA4vUvBcNwNtk/2RWI3xhd8eNwJMabl8puOAh8vrmPcS1S0M3NM0K00kZgXMneRuXP49h7KAKaVhGxTAKACgAoAKACgAoAKACgAoAKACgCteWUGoRGC6jSaJuquoYfXB6EdiOR1BoAraZo9noyGKyjESsSTjJJJJPLMSx5JwCcDJxStbYDSpgFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/9k=