Tweet
salut.
a tu pensé a vérifier la connectique du calculateur?
a tu pensé a vérifier la connectique du calculateur?
-
-
Salut,
Pas de cosses à la place d'un connecteur mais une soudure et de la gaine thermo.
Sur les airbags lorsque la résistance du faisceau dépasse un seuil, l'outil de diag indique un circuit ouvert alors que l'on peut trouver 2 Ohms. Les tolérances de résistances sont très faibles. C'est pourquoi la majorité des cas, la suppression des connecteurs souvent placés sous le siège suffit pour retrouver une résistance dans les tolérances.
As tu dans les paramètres, les valeurs de résistance par cousin (ça dépend des voitures)
A+Commentaire
-
Merci,
je n'ai pas la valeur de la résistance de l'air Bag, par contre j'ai lu qu'on pouvez remplacer l'airbag par une résistance de 2.5Ohm pour s'assurer de la continuité du circuit, est-ce réalisable et surtout raisonnable ?
LETTRE75Commentaire
-
bonjour .
tu peut maitre une resistence a la place de l air bag pour controle le faisceau.
fait attention quand tu controle a l ohmmetre il mai arriver dans déclanché un en prenand une mesure , débranche tout tes airbags quand tu prend une mesure.Commentaire
-
Bonjour,
Il faut quand même être prudent, un multimètre positionné en ohmmètre envoi un léger courant pour justement calculer la résistance. C'est pour cela qu'il est interdit de contrôler la résistance d'un airbag au risque qu'il se déclenche. Il existe des kits qui effectivement te permettent de contrôler l'ensemble du faisceau en remplaçant les airbags par des résistances. Faut il savoir leurs résistances exactes car les airbags n'ont pas tous la même résistance sur une voiture. Il y a une multitude de kit. Dans ton cas il faut contrôler ton faisceau défaillant (partie concernée) en débranchant le calculateur (tous les connecteurs du calculateur souvent qu'un) et l'airbag concerné. Tu mesures ensuite la valeur de ton faisceau en prenant soin de regarder la valeur de la résistance de ton multimètre en faisant toucher les deux touches de tes deux fils auparavant. Certains ont déjà des valeurs assez importantes (0,6 ohm) qu'il faut prendre en compte pour les faisceaux d'airbag. (a soustraire donc)
Attention de ne pas te tromper dans les fils, prends bien les N° des fils et la couleur.
Comme je l'ai dit la simple suppression du ou des connecteurs sous le siège suffit a gagner quelques Ohms et revenir dans les tolérances.
Si après avoir supprimé ton connecteur c'est pareille, il te faudra changer l'airbag ou le prétentionneur concerné.
MaitresoxCommentaire
-
Bonsoir les amis,
j'ai profité du soleil pour faire des tests aujourd'hui
la première photo représente le diag avec le connecteur sous le siège conducteur ouvert
la seconde le résultat du diag avec le connecteur sous le siège conducteur rebranché
au vu des résultats c'est bien un problème entre le calculateur et l'air bag du volant, j'ai déja remplacer le contacteur tournant l'air Bag. Pensez vous que je puise substituer par une résistance de 2.5 Ohm L'air bag du volant.
LETTRE75
[IMG]http://www.lesamisdudiag.com/image/png;******,iVBORw0KGgoAAAANSUhEUgAAA/4AAAIPCAIAAABFR5KSAAAgAElEQVR4nO3dPXLjOLsGUG3Q+/AiHMwCvIHrDfgGN3Luqs46dfg5dOiqL1A4GW+gbhriDwiQgEQJ 59RbM22aJkEQpB5JFHXoAACAe3c4HA7XbgMAAFDXP//8I/oDAMCd++eff86i/y8AAOAeif4AANAE0R8AAJog+gMAQBNSo/8B7kL6sXHtlkIZxjytMeZpTfqY/5Ub/S/38WMoLffwMOa5dcY8rTHmaU3d6H9awVU3EFY6HA6ngZ71kNAZ8 9wsY57WGPO0ZsWY/5Ub/TtHCDfodGyse0jojHlukDFPa4x5WrNuzP9aEf27v28uwK3456/DqocEY56bY8zTGmOe1qwb879WR/+uU+o2avXhYcyrGy1jXrVWxrxqrUR/pWbLQ4JqrYx51VoZ86q1Ev2Vmi0PCaq1MuZVa2XMq9ZK9Fdqtj wkqNbKmFetlTGvWivRX6nZ8pCgWitjXrVWxrxqrUR/pWbLQ4JqrYx51VoZ86q1Ev2Vmi0PCaq1MuZVa2XMq9ZK9Fdqtj wkqNbKmFetlTGvWivRX6nZ8pCgWitjXrVWxrxqrUR/pWbLQ4JqrYx51VoZ85er90N3OHSHQ/dy7Za0XaK/UrPlIUG1Vsa8aq2M+cvVw9/oP/7V199fnerx2k296xL98+swU+/Rma/e7EqdcPWW1KybfEh4/rtrPs+nf/6d/hxMfJsayR9Ti/0MZvgc/XbyiHg+dMeZRsaXNllzx91HdIa5lW7Z2MR+S+zbj+RWXaSuNuZ LDcXcfb1Yi4uaG5nhCJwbk5HZFpe5bhMiB+/4D8Nf5bYtcWDHN2puFY9///11Pn8fH3OC402e569Yc7t+MgKF9TE/DL5mdrSqU6J/fsVPfB8zM1+92Rs3NnH6fdVNPiQc/+6ah/Pp/cstfRx/nB/G48W+Br99nR8P4/rOX9pkRVbxOD/D5Bon/zy9eSn9lti3T/OzPV122Pyt64z5gkMxd1/HK2VR8UeE8TxhQorMtrjMdVsROXjHfxj+Kqtt6QM7vlFzq+ifK L6dzz83fYdj/nYrPgAiT7BPo+J56lcvf/+8+IVAq4+auy7RP78GI+kYXL62OPRvrto+bG71IaEfkO/zU8I0cHrlrB/Jk6HzIZj/YfTbwTj5DqZMnsrjS5us8VD8PRVoJkfs2/mcx9Gfpzcvpd8S+/YlmO331EZd43LYK4z5skMxd19HKnFRKUsOHyAep6Ynjvl1lXXw bv9V1sDO6r1+Sv8i8WCE9E85vqILPK9bPc9fq2pEoMiFQGVbq7 pDt2HM/xL9h9PDU9vcdQ43V20fNjf8kBC+xj/5PkDWWB1f8zC4bGA8To7zg2dxaZM1ubTv0aaNZwufh4zfgngZv Q4ab15Kv6XM8zXfqrDBOQmmSF1hzBccirn7OlLpi8oKr4NsFP/bIqffFQfvll/lDuys3gsnjt/GnHvDc6lu+Dx/laoRgeoljbYzzFyJ/vkVGUn9qx1v8zOHr4iMHwn6ep+a7TDVjHCB43c5xxdcDtb1df6 aUDjPZAMO852wuK5bqxt+SAiv7J+8+j/rhPgaLO30j0GEmlza3CoWlzZZc0sbTB/P9pqzlsXmrU4qc2uZvDLhLbPN5eqa0X/73snd1ykrWlxU1pB4/Nv4lL/N6pl1PRZfy4pf5Q7s1QdUv6L+jYWPmQ1cqhs+z1+lIrtsHIG6q YzxMrPAwTzjiYsXVM89HAxqslXj5d9vif75FRn3fd56mp95biy GF4BGLjAtspz+zDj5Sax+RSm/WlzX1ffXhrrth4Tn8x0xuMLyaTQYIhW+wHb6x+B1tfHunntHPm VpkzU5osZrGc+Wew1AvHkp/ZY1z2SrIr1Xua4w5gsOxVXXe6zZQWGlnOvC83O42PjfFjmLrjh 4t/wqd2Bn9V44sX+07XNkHxYT7xzwt277PH/5iuyycQSayxiTl72lVOSjMuMpcwuJJ58GSvTPr6yT9eJ46hNzf ySM78bwPbWccLB+B48ok4fcx8yU/tN1p8Opv2hv8UWpwfTxkj/Pl3ObddsPCcfzQTJ4B3Z8R4XXmY/kDm4NNPn4OhgPn6PxkLW0yRqsYnCBaeQKiqxz+mLzUvotZZ7FV l3poegKY77gUCzYaemLmssQcw8E/TYurmX75qw4eBMbkPjQsPiHKduYuK613XXb5/nLV/qgDQ/t05A7Bk8O35KX2U0lpcm/Sjz/Lyafey/RP7+yTtYrzmv92Xny/nHpU56nltNn9Oe05iWec/s2/55f1A3WzT8kxC9amLyf2mGUwgdvrP+eWubkcg5Tb/qnLG2y5lYx15LIlJQeizQvpd8W51l96FWu64z5UkOxYKelLyoy MicfCPqtiHweptTmZB28WQ1IfGhY/MOUbZybJ3wmM34TILlu/jx/4UoftP0OOk7Nk/5597l51k1JXN1dl+ifX1kn68mZw0/DjB8kJj/qvmKIp5yaw2tCnnJuurzi9H2DddsPCfFX/cP6GN1dMYxcj+dL6Be7+I7t5Av5KUubrMlVPIyuK0g89c9VVvP i/RafZ7FVVzqmrjzmNw7Fgp2WvqiUOcN5+ma/L/3t9s3JOnizGpD40LD4h7m9F1b4TKb/FEH+y0+3fZ6/fKUP2vHF9IOKLzOelCb/KnHJi8nn3kv0z6/IuO9fu5q7YOZ7ZigvngpXDPGUU/Nkex6DmJh4ft/+ELXLuu2HhPi1/pP1OxgDpynxEdtflREOgNf5NSYubbISx9h4tvSLtlc3b9xvi/O41r/GUNz/tf6nH59H7V+95EitOHjTGzD3q4td69+dP5MZPMnJqb2M+VupyC 4bRKDI8BssYTAlJSlNtiRlytzyH9cMnhst0T+/IuN+fN1L5Iz/OvP63+TyVwzxuXaOp3+OvoEl91r/jQ9Re60bfkhYvMPPXA125eR3rPY1dyerwZWUXebSUhqWPlv6rV pqNy+cxx1+agzF/d/h5/Tj+Iabq5ccqdyDd5B74tcjzf3qYnf4OdXgkWvVU+UdjfmbqMju GESg9AE8mDMlKa2e0lck+dx7if75NTeSJr81ZjBl8m8HE/uxGP8k1uKUlGv9F7dubmNT1nX7dcMPCYv39X+duih2fD1AH+LD 17y/R7MNxkP4msrkBRvxpU1W4qPIeLbwOvLxK5HhDdpTmpfSbynzuK 9/jaGYvq8XK31RKSNzPM/guqbEv8qqxMOtP3sPnqj31yNNPljMte1i9/U/1eDpTc6X+PZ1w+f5q9Tc7hhHoPQPAaYEj/HEdVOyNupOS/TPr8EQOY6uSItE9j6QnY6E7/MHgNM8/bns4W9ue101xFPu8PP894w/+KLKx1GD36Od4A4/uxrzKd/mGz5YHoNdFs4WCeWDVDEejeGQOGYubbK2nMHDW0TPfS1rYvNS+ i1lnkGrxnvqcIWX/LurjPmyQzFlXydW4qJSlhw/QOb+dkWb+0rvsbAl/TgMI/XkCzqRtmUN7HW9N97MxRPIfN3qef5aNdgdkQj0eb7T+weCU6R5 ml9mSlLqgtdJ38/vHRTOM5lhFpPPvZfon1+HaMW/cmLui7oGgzVrnsiUxfv6L27F5FvGk+t6mlnU1ffXhrrJh4S5u3 cPvvwy8gGs/vTX7/3xa2mDX03u7sHt2NKXNlmLIyo+/ObGZ27zUvotZZ7FVl38Kv/uWmO+7FBM2dfplbKouRnCETg5ehfPk1vOolk9Fvkmmbnnn/G2pQ/seO/FD+pT9aFwbW67yfP8FSu+dwYRKH7V2dxwSkxKKbfnjzcg3vj7L dE/v+YGzXt05n7KYEy/Tc0zeI47+Xw3ZUq39A2740tOD6MrwgcNjtwVdHy43viBdJMPCX NX9g/u8N3N3D8hHMaPM4vqgrf1H+fHQ7iE15ylTdbcKsYzTD4AdDOPE x+jpi42b7HfEudJadXF6zpjvuBQLN6ri4uaHHiDEbh4wlw35iN Vu8cW25a4wHjvLR7UXYEPeNzkef6KNbdfJs9v3cz35j6eX0c33 rkpSWkwW8o8h0P3nJZ87rpE/1uo/nXcK70Q2Gx5SFCtlTGvWitjXrVWov/uK7yWce5ZtapTHhJUa2XMq9bKmFetlei/y5p8N+2h/nrVeXlIUK1VE2N+xVUlu6pbb//Oqokxr1RQov8ua/yFL/lfTq62l4cE1VoZ86q1MuZVayX6KzVbHhJUa2XMq9bKmFetleiv 1Gx5SFCtlTGvWitjXrVWor9Ss+UhQbVWxrxqrYx51VqJ/krNlocE1VoZ86q1MuZVayX6KzVbHhJUa2XMq9bKmFetleiv1Gx 5SFCtlTGvWitjXrVWor9Ss+UhQbVWxrxqrYx51VpdIfrDDSnyk AA3xJinNcY8rblc9A9XBjehH7RZh4cxz+0y5mmNMU9r1o35X7n R37HBjToN3RUPCcY8N8qYpzXGPK1ZMeZ/ZUV/xwY37TSGsx4SjHlumjFPa4x5WpM75n/lRn+4dbkPCXDrjHlaY8zTmvQx/ys9+gMAADdN9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0R/AABogugPAABNEP0BAKAJoj8AADRB9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0R/AABogugPAABNEP0BAKAJoj8AADRB9AcAgCaI/gAA0ATRHwAAmhCL/h0AABD1zz//XCnJZxP9AQBgpVOYvlKSzyb6AwDAGv/8daUkny0t+h8OSimllFJKqbDuN/oDAAA90R8AAJog+gMAQBNEfwAAaILoDwAATRD9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaEJC9P/v93+qx/kEfTNEfwAAyHcjr/qHTz9EfwAAyJcQ/Q/7IPoDAMAGOdH/Sg0U/QEAYDvRHwAAmpAc/bu/KfyCTTscDof/+9//Ef0BAGCznOj/9y8u5P/+939OJfoDAMBmoj8AADRhVfTv6pfoDwAARYn+AADQBNEfAACaI PoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi 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 hCGvNePs1/1n+4dV58yI+tenGHcpLlfbVxsvFvGNeiHxK6ILzllvadVT04PP zm9uksXl1xqY8cLz2qzUkopddcl+neif60Kf5ic4fvp54en75/p4U36Ty+ERz4bEFnL6aafrx9/XgMOV3cYhey55eROz+qWQ3f4fBk2LNy61V0xbt5g4tvvw/Hx7I2XuelhR63u0lP7I0veuLGLC1+9v5RSSqk7qhuL/l25ChYr+tep8If0ecK0F36HV3gFy8tn3lr6Oj7+/PDwb1Jrc6dndUt/XUp4i9I+s27pisPoGqrJXw2y++T0+CcxEru039Jwo8Ilb9nYxY Vv2V9KKaXUHZXo34n+tSr8IX2e8LKTuZnDiJmylpRWlZq+rgFh Zu3fANnSFeMr6ettYJEll9rv2zdHKaWUut8S/TvRv1aFP6TPM/nVvONKXMvx8fD2e3khkeXkTl/dLbW7otQGVurSUhubO10ppZRqqW4s+h82X+s/VaJ/nQp/mJwhvFakf6k7cekpa5m7Hc3k/KWmr+6W8fSCXVFqA+t1aamNzZ2ulFJKtVS3F/1PJfrfQIU/TM4weYefxb9KXEt49fyhOzz8e3h/H17anrKc3OmrGzyeXqorSm1g1S4ttbG505VSSqmWSvTvRP9aFf 4wOUN4P5b+5i3hDdrHN39MX0t4m8jwY6Nz85eavrrB/b/6z6eW6opSG1i1S0ttbO50pZRSqqW61ehftET/Sv0a/DD+bfjB1uevn+nhHR7H3/OVvpZrTV/X4Mn72JTqilIbWLXrrrXflVJKqZZK9O9E/2r9Gvww+NXgfu3h7WgGX+Y6XuzL59kt2+dmnpweWXj4MdO+PZH 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 opZRSqqUS/SeJ/koppZRS6t5qb9F/D8KnH6K/UkoppZS6k9pb9K/9+d1Eor9SSimllLq32m30r9iMWANFf6WUUkopdacl+p83UPRXS imllFJ3WvuM/t3fFF6xMcOmHQ6HQ/+tXqK/UkrdZh0ff354+bx+e5RSak+12+jf597LGHyhr+ivlFK3We/vPz9cvTFKKbWzEv1F/z1V+EN8olJ3Uy+fZz8/Hg9diWGftYTtq7vWwsf18O+ff/1+q7uiC2+XqlrhD1dvjFI1a//R/wLdIPrXrzDcRN6CD3+IT1R3XOEPV29M7Xo8Tkwt0glZS6ja51U XPqiP1z//ev6qvq5LbpeqXeEPV2nA8XH4KsCp3n4fjo/7auoOW6JySvTvRP+L9PH5zymzxSeqO67wh6s3pmr9fvv54fF49 gC/vROyllC1zy+5LU/ff/41SEs1qmqn7aRa2MY9bOnb74U53n7vpamLnbaf5l299toVon8n +lev/nW4vj5eZ3ZF8EN8orrjCn+4emOq1vPXzw/fT4U7IWsJVfv8wttysdpnq2zjzW3p68fZz+/vf564hi8NHHb5mLjz5l299toVon8n+levMN+cau69+PCH+ESl7 qDCH9J/tX3hG2eu2pLLN++K27X/amEbr7ulg7f+xjP0VwFdvYt23pM7rL12hejfif51K7zRXliTb8 eHP8QnKnUHFf6Q/qvtC984c9WWXL55V9yu/VcL23jdLQ1/GLz119frx+H14/pdtPOe3GHttStE/070r1uDtyz7mrz5RvjDiomJ07+ez358PP454c5NH9T4+qWHfw9 fz0nbkjj982V6nkiFNzQ81cvnxPOr8RWl4SWkqxs/2S2HqQ+opcw2uZZw4tfzz11cInsqUsfHn4vCxzWetqLf4o2MNC 7SCeO9nNiYcEQdusP7e2zmxT07OeAjtWVb4ote0c65btnYwyn9 kLjwcGQOro0Mt/Hpe2ubVw/RxO1NP8qKdHu8eYtnyPSemdsjp8o6OsI/T/8OisktDSfOPYJkdcKKPo+3O3Hrij9I5R5QWXt2rtuLdEW1Ev07 0b9uhUddeN4ZHGZ/dkXww4qJidMna3C1ZV+D5Bp5JItEli0tTOnkybvEDP78+Hj2YD aoxAvN56ZHGhDOmTjb4sTJSv9Y5/fTwhzhT6v7Ld7IxbWv6ITBhPjMgxcR55aTPuAjtWVbEmdbd2DG uz2rh3P7IbLwSBwJL57sQ8zqNk9WyhBN2d6so6xIt0f+JOUMmd 4zfW0/OsJb+sx9BG5cWe1f3Qkr+jze7sXtqvQglXtAdSXOJxu7onKJ/p3oX7HCq30e/j1052ef8Zk0/GHFxMTph78vM48/hDCeHiak8DR9et108EZB+JLAxhZOzjNZ4Unq6ftwfDxr1eRsp4 +RRZ6JZTU+fJHm1IDu/N2erNlS9ni/CXN7Kl7hIPz9NnFPvbnuzeq3lEbOrXTuV6eWv378eRQcpKvIwk 9bOph/cbhmDfhIld2W8fJXH5jjxRZs1bjSFx5O78+Tg4sni4yKLUM0ZW NPtXiUFen2uemJZ8jcnilydIS9lP7W5eSWzs29uhNW9/nczItV70EqnLh4QBU8n6zuisol+neif8UKg93pvBnmv/E1P+EPKyYmTu+f3A8eYCan95+7Cg/+sOXhe3zhO7ZbWnhIfgUo8npGeHloOFv4ABa+1xGuMavx4es0g +aFbUicLWWP94+R4U6Z/IRcvMcWV7ql31IaOdfP8V+FNX52PbmEvpHjQ3JudbkDPlJlt2X wV1sOzEPCgbauVYk1t/BwgPVXZ83tu9Vt3jhEI5V1lJXq9snpiWfI3J4pdXSs697JvxrM FA7sdZ2wus/XbVTVB6n0A6rs+WRdV9Qv0b8T/StW+CT+8+XQnR8/42t+wh9WTKw6PTx3zDU7fIjassb0l38S3y8OZwtfsQhPc6uft4 QTI1fdJM6WspaU/kzpitOYjCynar/FG5++XVkLD5/WhgfgeObcAb+ihRu3ZV07wzkSD7QVrUqvyYVMJs7wFeLFV5Rz2 1x2G7OOsqqbkH5FTdZiSx0d67p38q/CiYOBXakTUlqSvlFVT7bpB1TZ88m6rqhfon8n+tequZdtwld/U76kMH1i1enx69TrtTBekc6cm23wq/5fq5+3DHrm7fd0okqcbW4tpfotbMbicqr2W7zxc786Psa+/Wf1SscTcwd8pOpty4p2Lja+SKvmKn3hg0tBJt+KLNjmgtvYZR5 lVTch8QyZu9hSR8e67p38q8iiKnXCipZEqvbJNvGAKns+WdcV9 Uv070T/WjX39nT4rHpwzU/4w4qJVacnbnbxlsQr8a8is21vfOS2BuGdZBJnK9KkFV2RtdJSj cxd/tyNULavdDwxqTc39HmRbVnRznjjS7VqsrIWHs78+nEWiwfHS71 RsWIb1y3tkgO7SJsTO2JxlviH37KaGllvpU7Y3ueJjcxay9z0x AMqsbmJG7uuK+qX6N+J/rUq8hn5vlI+uJM+ser0uTnnqlRL1q0lfbYi3Tt5y86++lf3E2c r0qQi+6V2v2Utf3Cf3Id/D+/vw8+rFNzS3I7N6vNS27KinZH5C7ZqXLkLH7xrOpcRq46KFd27Y mkXHthF2ryuW8ZV6Q4/iZu2sRPKdk5u+3ObmnhA5TY+Pv+6rqhfon8n+lepuW/yGlfWDd3jE6tOT3/PtGxL4rWHC376+noe3sTjVIMvb16cbXItpfotazm7uuAnfC4dv l22eqXh29zjmXMHfFafl9qWFe2MLKpgq8aVu/DuMH2YDD48WnxUbNnGdUurugmVrnUpdXSET3sK3td/ML8Lfk6VckAVPJ+s7or6Jfp3on+Vit+MYu6an3CmFROrTs99ea ZUS+I1d1viQc196q7U7YnGNbi8J2u2yT8s1W9hzvHDTB4AABuC SURBVJj7AqOL9Vuk8Yndkjs9/TNz616PnKxK27KunVl9vrpV6euNLGTyXbJwHBZsc5Ft7CvrKKv a1MQzZO5iKx0did/mm9WN9TphRUsidYEHqZQDquD5ZHVX1K97i/6relf0r1Dje/uENXefn3Cm+MTJ2yEPDuyznbx5emThp3r5PDs7l2phvMIFDl5c 33Jzz6zGv3wOVz3YotNLNYmzzXVFqX6bfNo5d3VB1fvNxRs//tViC1MWnt7y3AEfqUrbsq6dWX2+ulUpnZDS+ME3HI1vGlOqzUW 2sa+soyx3E7LOTolnyNweKHh0hNegT94UqO/MeJMi7UnvhCIPW/GemauqD1J9LR5QBc8nq7uifon+nehfviK3ZO5r8m21cI6f/TM1MTwdPH9N3x3ibCeXmD74CrDTQ9pg1cVbuFjhGfD0XS3fTz8 T+9nCJ2Onby6LfFtKVuPDOftv5BmsLn22rGGwot/GX84y/vxx+FNWv+U2MtL48a/Cl6NOr34NLpKOLPzl83B8PJs/5fbtWQM+Utu3ZTx/WFntjPT5lh5e7ITchZ9qcNyNvyO2VJvX9fxcZR1luZuQe2pNPE Pm9kypo6MbfS6uf7I06Id4k+bamdUJRR621o2ZruaDVF+LB1Tu no2vbnVXVK77if7d38rvBtG/dKV89czky0LhHD/7Z2piymcJznZyoenxzy6Hz3NKtXCxBq+lza0iPtvgjeasxke+e v0QnK8TZ5vrioL9FrmH4Hg5Wf2W28hI48e/irckvvDVLU8f8JHavi2DKDmeJ72dkT7f0sOLnZC78Mm/Gl98XKrNq3t+rtKPstxNyD21Jp4hc3umK3R0nCp8QJysubvQpL QzvROKPGytHjP1HqTmVjF3NX+R88mWrqhcdxL9O9F/VxUeNnNXy01+v2A4x8/+mZrYHc5etDjV4DA728mFpneHw9fzdIodfzlxkRYm1viB9vRC7 +Jsky975DZ+/CrdqQZ7P3G2ybWU7bfBzQQH3ZLSvZP9ltvIyEonf7V6RIX1eMz 76pn0AT9X27dlshnjj4+ntDOyii09nNIPuZt8qv50Ov4OxIJt3 tLzc5V+lOX2zIqeXDxDruiZyc45VfrREW7UZOIc3Mt1rknxdiZ 2Qm7fzk1fPWYmG1nkQaqvxQMqa88urm5LV1Srm4/+XVpFFyL6K9V89f/awXlZqfus/l+OMqWuV6J/J/or1XqF70HNvcKklNpSjjKl9lE3HP0TQ3/CEwDRX6mW6vSG7+ljZN3olg4b72GvlOocZUrtt244+p9qMd8np H/RX6mWKvK7jbfoVkqdKvI7R5lSVy3RvxP9lWqrJu898vQ9+306S qnccpQptde6+eh/qsWrekR/pZRSSinVeN1J9D+kfaJ3Zh7RXymllFJK3X+J/p3or5RSSimlWqj7if6nSoz+gy+lEP2VUkoppdTd171F/8W69eh/OAz3GQAApBgkSdF/19Ff7gcAYIswT4r++43+cj8AANv1qVL032n0l/sBACjllC1F/z1Gf7kfAICyBrG7Rort1yX6p3caAABUUS/Ebor+Kbftv8voDwAAt0f0BwCAJoj+AADQBNEfAACaUCT6b3kCM LME0R8AAIrafoefUtH/IPoDAEA9oj8AADShyH3916X/6F+J/gAAUFTZ6J/4BCBhftEfAACKKvhtvt2qmlma6A8AAEWJ/gAA0ISC0T83/UcvChL9AQCgqLLRv1yJ/gAAUJToDwAATRD9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0oWD07+YrMpvoDwAAl1Aj+ifOEJ1f9AcAgKJEfwAAaILoDw AATbjAtf6Ls4n+AABQ3SVf9c+ZX/QHAICiRH8AAGiCa/0BAKAJl3/V3339AQDgCkR/AABoQsHoX7REfwAAKEr0BwCAJqyK/pch+gMAQDmiPwAANCEn+g8See3qVyf6AwDAZsnR/5Khf/wEQPQHAIBtRH8AAGhCTvS/LtEfAAA2SIj+v379+u/3fyK/vTDRHwAA8iVE/53k/r4Zoj8AAOQT/QEAoAlpF/xcXfj0Q/QHAIB8PuYLAABNyIn+V2qg6A8AANuJ/gAA0ITk6N/9TeEXbNrhcDj03+ol+gMAwAY50f/vX1zI4At9RX8AANhA9AcAgCasiv5d/RL9AQCgKNEfAACaIPoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi C6A8AAE0Q/QEAoAmiPwAANGFL9O8SSvQHAIBdqBr9veoPAAB7US/6u+AHAAB2pFL0d60/AADsi1f9AQCgCa71BwCAJrjDDwAANKF29F+b/kV/AAAoqkj0r3Ddv+gPAABFbY/+dS79F/0BAKCojdF/ENnLpX/RHwAAitoS/SerUPoX/QEAoKji0T/lCYDoDwAAl1Yp+m9O/6I/AAAUVS/6b0v/oj8AABRVNfpvuPRf9AcAgKJqR/+16V/0BwCAoi4Q/Velf9EfAACKukz0z0//oj8AABR1seifmf5FfwAAKOqS0T/lCYDoDwAAVVw++sfTv+gPAABVXCX6z6V/F/wAAEAt14r+4/R/EP0BAKCeK0b/w2zuF/0BAKC060b/+RL9AQCgKNEfAACaIPoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi C6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaUCr6d9GKzyP6AwB AdTWif8rr+qI/AABc1FWif8Kcoj8AABQl+gMAQBNqX+sv+gMAwC5c+FX/5HcGRH8AAChK9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0pF/9Il+gMAQFGiPwAANGFV9L8M0R8AAMoR/QEAoAk50X+QyGtXvzrRHwAANkuO/pcM/eMnAPuK/lXe5AAAgKqvX4v+qzqt8l4BAKA9u4r+17Wv6N//FwAAtjscDqeMW3Udi9H/169f//3+T+S3F7aX6N9J/wAAlHD4G8qvHv13kvv7Zuwo+nfSPwAA2xyCRC76n+w0+nfnews AANINkuTVo/8ehE8/+m7ZS/T/559/6q0LAIA7Nn4mUHFlPua7qtNEfwAACthn9K/YhuU2iv4AANwj0X/URtEfAIB7JPqH+m/1Ev0BALg3O4/+5a7eXzD4Ql/RHwCAeyP6i/4AADRh/9G/q1+i/64djz876+Xl2q0BALhZor/ov3fv7z87CwCA1UR/0X/vHh7+7Knfv2fneXk526ePjxdsHwDAjRD9Rf9aIn3+8NB9fiYt5 OPjz588P8/O8/g4sQoAAAZEf9G/lpTO//paWMjT0585j8fpGX7/Pnuxf2624jzNuC32FwB0or/oX89k2Pr4+LmA51QfH5vW8vz8s6jv741NziBK3hb7CwA60V/0rycStr6+8l77X7eWqkTJ22J/AUAn+ov+9cTD1ufnz2+3fCpX9CeF/QUAnegv+tezGLbCa3XGl/30H/Dt6+Hh7P2ByD49Ce8KGtbbW0Zrx9PjwymrWwbb+P4+/SeLXTFecvjMavzbwbsuj49/rpWam95b3aVfX2cXeo2XvGVj4wvfuL8A4J6I/p3oX8liwApD3uvr2a/6T/dGUuZinsvKfHO/2rjYeLeMa9APiV0RX3LKek+rnpwefnJ6dZcuLrnUxo4XvnF/AcA9Ef070b+SxYD1/f0zw9PTz/TwJv2nF8Ijnw2IrOV008/X1z+vAYerO4xC9txycqcvGgy/z89hw8KtW90V4+aNk/TxePbGy9z0sKNWd+mp/ZElb9zYxYWv3l8AcE9E/070ryQlbI3nCdNe+B1e4RUsLy95a+kdjz8zPzwktTZ3+qLwD/vrUsJblPaZdUtXHEbXUE3+apDdJ6fHP4mR2KX9loYbFS55y8Yu LrwT/QGg6zrRX/SvZ130Dy87mZs5jJi5ka5UxC8S/XthZu3fANnSFeMr6ettYJEll9rvxfcXANwT0b8T/StJCVvjeSa/mndciWs5Hru3t+WFRJZTPEqmL7BsV5TawEpdWmpji+8vALgnon 8n+leyGLbCa0X6l7oT91rKWuZuR1MkMq6OkukLLNgVpTawXpeW 2tji+wsA7ono34n+lSyGrck7/ORGtLn5w6vnD4fu4aF7fx9e2p6ynOJRMn2Bpbpi3YaMp1ft0lI bW3x/AcA9Ef070b+SxbAV3o+lv3lLeIP28c0f09cS3iYy/Nhoqci4OkouLrD/fGqprli3IePpVbu01MaK/gAQIfqL/rXEw1b4wdbn55/p4R0ex9/zlb6Wa01f1+DJ+9iU6opSG1i166613wGgKaK/6F9LJGwN7tce3o5m8GWuYy8vZ7dsz4p6kYWHHzPt2xOZf3WUnP zD8P42ffAt1RXx36ZPz+3SUrsma2OL7y8AuCeifyf6VzKX8MJL Ow5TL/EOvmfqdG3J4MYy8bV0568in15HH1yqPpg/DN/Pz9P3sYkvf0W3nL6hNmzY4G70Rboi/tv06bldmju9yMYW318AcE9E/070rySl88e3nz8JLysfV8r93QcfP52sUHi7oZT5B29cTM6zolv GHbK9K+K/TZ+e26W504tsbPH9BQD3RPTvRP9K4hnu83Phz7++hu8PnCr8gG kXzZHf38O7xQ/y38b5xy0MP7SQ2y2Pj7NPhLZ3ReS3WdOzuih3epGNLb6/AOCe3HD076YqIeiPS/TncuLBFwCgHtFf9OeiRH8A4FpuNfpP5v61zwFEfy5H9AcAruX2 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 tMMJ7O++KG4v+22vwZED0r+14nD5LDi5hPBH9aYrof12iP+sUi f7h3w7e9Ou9vnavrxsbezlGeG/nXSH6i/51Dd647Ov374mZ06P/3HGVMv3r6+zHx8c/p9256QPj65ceHrqvr6RtSZz++Zl91gg/bXaql5eJ51fj60rDC0lXN76b6pbD1MfUUmZb3ONfX93Dw/Keijgeu6en6ZE52ecr+i3eyLlV92ufbM94Lyc2JhxRh0P3/h6beSBxwC+qN0QTx8P39/SHqtPHeXyQRDYwsrsHi9rb6SW3nwcNCI+ywXWe4ZY+Pa3phNWH Q8r0RKv/PNzGyK0vUlaXsnMXj76Nx0L6CI8o/vBUdfjNdXuRrqjtZqJ/YrcudHrwj2Cxon9F4bEXnn0GB9vJ4nktPjFx+mQNrrnsaxBNIn lxcJIq1cIUKYHmeDx72B5U4oXmc9MjDQjnTJxtcWLKnor4/l5YVGh1v8Ububj2FZ0wEJ958FLi3HLSB3xc1SGaMh6ydnru9MU NTFz1Dk8vuf08WHgkYIUXgoaxbF0nLG7ain2aYvWfh58TmPvwW +LqFnsg5ejbeCxk7YuxSg9PVxx+q7viMpqL/lMfGxD9awmv9nl46Lrzc9A4q6Wfkracpw5/X2YefwhhPD1MSOHJ+vS66eCNgvCFgY0tTD9ThKeqp6fueDxr1e Rspw+TRZ6JZTU+fKnm1IDu/N2erNnm1jLoltMmzO2puHAQ/v698HG91f2W0sjIjp781anlr69/HgsHcTay8NOWDuZfHK5ZAz6i9hBN6erBTu9Gn7Bc7PzI9MQNjO zu3N7e0vJ4Mwa2D+lwSn/OH1wIuq4TVh8OKdMTrf7zcECmv2k5ubr4zt04OLOmr+6Neg9P9 YZfvNs3jqvabib6V7rs53DoRP96wmB3OhGH+W98zU/62WTLeap/ij94qJic3n/6KjwFhC0P3+kL37fd0sJD8utAkVc1wotEw9nCR8Qw/YRrzGp8+GrNQNiGxNnm1hJO7B8pw50y+Tm5sbmumFzpln5LaWT k4SHxkWP87HpyCX0jx4fk3OpyB/ycCwzRxa7O2um50xM3MLLYbq+nl67EkA73YH+l2eQ43D7kEg+H lOmJVv/5uj+c/KvIzt0+OLOmr9uoqg9P9YZf/JjaOK5qE/070b+e8Kn852fXnR9F42t+0s8mRc5TWdPDM8hcs8MHmy1rTH8R KPFd43C28HWL8GS3OliEEyNX3STOlrKWxZkjwq44jcnIcqr2W7 zx6duVtfDwaW14AG4f8HP2MESzdvqWhccjdWSf7vP0snFFJ5PP E8LXvPvdXWTIFTwGU6z+83V/OPlXkZ27fXBmTV+3UVWP/XrDL35MbRxXtTUX/Q8TJfpXMfcCTPjqb8pXFWadYupNj1+nXq+FcZHOnJttYPGkttj IQc+8vU1ni8TZ5tZSqt/CZiwup2q/xRs/96vjMfYdQKtXun3Az9nDEJ1beJGuS9zAyGK7vZ5eSq1ocHHL5N uqKzqhq3Y4bO+fSn+YNRi6EoMza/q6jap9mq00/OIbu3Fc1XYD0b9+if5VzF1aED63Hlzzk36AFTlPZU1PHE7FWxK X+FeR2bY3PnJzg/BOMomzFWnSiq7IWmmpRuYuf+6WJttXun3Az9nDEC21X3IHybpt TOntgiNtXZuzpofj9vX1LKyHx35uJ9Q7HLb3z6L4x96yVpd77K QvOXf6ut7IbX9uUysNv/jGbhxXtYn+nehfSeST8n2lfHynyMG/fXrukVyqJevWkj5bke6dvGVnX/2r+4mzFWlSbldkrbRUI7OWP7hP7sND9/4+/LxKwS1dNyDH9jBES+2X3EGycRtXLKrUYVJ2RYN3gOdSb1Yjqx4 O6Vb/eaU7/Kxu3oWPhcRGFjmcawy/xfk3jqvaRP9O9K9h7pu8xpV1Q/f4xKrT0985LduSuD1cTdH7+hreKudUgy9vXpytyB6fk7WcXV3w Ez6XDt8uW73S8M3u7QN+zh6GaKn9sjhIVl/ws8/TS8EVTR7yg8/sZnVC8cMht2c2/nn41KXgff0HXPBzUnz4xVe3+NurE/070b+Guat9Tuau+Uk/mxQ5T2VNz32RplRL4uZuTjww9zHHUvcPGRtc3pM1W5E9PidMDH PfsdWr3W+Rxid2S+709E/OrXtVcmwPQzRsQ6lbZOZuYGSx3V5PLwVXNPmOX7iju8xOKNWw1 T2z/c/Dv038Nt/J1UXasH1wZk1f1xsXeHgqPvwWN3bjuKpN9O9E/xrG9/YJzd3nJ/1sMnlT5MHhHdo+PbLwk5eXs3N0qRbGhQscvLi+5c6JWY1/eRmuerBFpxdsEmeb64pS/Tb5tHPuOoGqd52LN378q8UWpiw8veW5A35OpSGatdWTV/cO7tgdyhr/iRsYaXNk4b2rnF4if7hiRYPvbBrfqyerE3IPh9weS7Tlz8Nr0C fvXNQP/vjqEsdVfHAWGVHreqPqw1Ov7PBb3NiN46o20b8T/YuL3Fy5N/nmWvrZJDwpPD9P3+chVGT64CvATsFxsOriLVwUngdP39jy/f0zsRc+GTt9c1nkO1OyGh/O2X+3zmB16bPNdUWpfht/Rcv488ehrH4rNfwmfxW+KHV6DWxwuXNk4S8v3fF4Nn/KNwxkDfiIGkM0q0sH1x9+fU28ChjKPXgTN3C8B0P7PL0UHNKDF k5+G3R6J+QeDrk9trF/Eg0+Ede/GDHYlvjq4m1IHJxFRlR8hCf2Q9mHp17Z4TfXA9u74jJE/070Ly5+tc/J5Iuv6ee1lM8ShEpNj392OXyeU6qFiwavWM+tIj7b4O3mrMZHv oD9EJy1E2eb64qC/Ra5G+B4OVn9VmqYTf4q3pL4wle3PH3AR9QYorldmrXTcw/exA0cPO0cz7DD00vuAiMrGvTS3OXUiZ2Qezjk9lh6t2xZTjf6V ulxzd2FJj6xlzg4i4yoxRE+p97D09wqNg6/uR7Y3hWXIfp3on9x4cEzd83c5LcMZp3XwpcuThV5B7/U9K7rvr6mU+z4y4mLtDDRONmcXuhdnG3yxY/cxo9fb5vc+4mzZQ2Ddf02uC3goFvGEvut4DCb/NXqERXW42PeF9CkD/i4skN0RZcOdnr8/f2srk7fwHFnjj8Ev6vTS8Eh3QUPDePvcwwldkLuPlqxT+fMHVw rergbvf/Z1+Cux92q6H+SMjiLjKjFER5R6eGpV3b4La5uS1fUJvp3oj+ww 7MzABQn+ov+0LrwBeC515kA4A6I/qI/tOX0tu/pw2Td6MYOW+5hDwA7J/qL/tCWyNlgyw3sAWD/bjX6d/MVmU30ByZv9vL0NPutOgBwN24++ifOEJ1f9AcA4P6J/qI/AABNEP1FfwAAmnDz0T9+Nb9r/QEA4OTmo39rr/ofgk4EAIB0gyQp+u86+sv9AABsEeZJ0X+/0V/uBwBguz5V3k/0v7Nr/eV+AABKOWVL0X+P0V/uBwCgrEHsrpFi+3Vtjf5F6waiPwAAFFcvxIr+AADQhlXR/zJEfwAAKEf0BwCAJuRE/z6LX7hEfwAA2Cw5+l8r94v+AABQgugPAABNSI7+Vyf6AwDABgn R/9evX//9/k/ktxcm+gMAQL6E6L+T3N83Q/QHAIB8oj8AADQh7YKfqwuffoj+AACQz8d8AQCgCTnR/0oNFP0BAGA70R8AAJqQHP27vyn8gk07HA4HX+kFAAAl5ET/v39xIb7NFwAAyhH9AQCgCauif1e/RH8AAChK9AcAgCaI/gAA0ATRHwAAmnCB6N8duk70BwCA67rYq/6Z6V/0BwCAompH//zX+0V/AACo4JLX+uc8DRD9AQCgqKrRf+1L/qI/AACU5mO+AADQBNf6AwBAEy55wY9r/QEA4GrqRf/JoJ+c/kV/AAAo6sLRPzn9i/4AAFBUpegfz/cJ6V/0BwCAoi7wMd++cv5Q9AcAgKJqf8y3m/q36A8AAJdW9Vr/cdb3MV8AALiOy1/rn/byv+gPAABFlY3+6Zf1L80m+gMAQFHFo3/y1fzx9C/6AwBAUZe8w0/pj/n+P4UKZC1i2kmdAAAAAElFTkSuQmCC[/IMG]
[IMG]http://www.lesamisdudiag.com/image/png;******,iVBORw0KGgoAAAANSUhEUgAAA/4AAAJuCAIAAACG705tAAAgAElEQVR4nO3dPXLbyroFUEzQ89Ag HHgAmsDzBPyCFzl3lTKnDq9Dh6q6gcKT4QU8glv4aXQDDYLkt1 btOseEIBBsNslNCiS7vu/7vn8BAAAe0ZcvX758+dJ1Xaf6AwDAA1P9AQAgBNUfAABCKK3+H TyE8tvG2XsKbZjzRGPOE035nH+prf493K3am4c5z70z54nGnCe aY6v/5QxOvYCwUdd1l4le9ZDQm/PcLXOeaMx5otkw519qq3/vFsIdutw2tj0k9OY8d8icJxpznmi2zfmXDdW/f//jAtyLL++6TQ8J5jx3x5wnGnOeaLbN+ZfN1b/vRe4jm28e5rzcacx5iRZzXqJF9RdZjIcEiRZzXqLFnJdoUf1FF uMhQaLFnJdoMeclWlR/kcV4SJBoMeclWsx5iRbVX2QxHhIkWsx5iRZzXqJF9RdZjIcEiR ZzXqLFnJdoUf1FFuMhQaLFnJdoMeclWlR/kcV4SJBoMeclWsx5iRbVX2QxHhIkWsx5iRZzXqJF9RdZjIcEiR ZzXqLFnL9efnR91/Vd1389e09iR/UXWYyHBIkWc16ixZy/Xj69V//pj/68/+iSp7N39aGj+tenW8iP7Mqn7/ZBg3D6nhyZu3xIeH6/an5/XP77fflzsvD73Ez+NbfZ38kKvyc/nb1FPHf928JO5rc2m6Xb3a/sCktnuufCFo5b4dj+Kt6rq+S0Od9qKtZe16tZ3dTSzExn4NKcz Ky2us1tFyFz453+Yvqj2n0rnNj5C7V0Fk/v//7zcf2hPtYUx7u8nz8xS1f9bAVK82t5GvxZuKLlmKj+9cnf8f1a WPn03d55YQuXP1bu8iHh7f2q+fRx+fByy1DHn5an8XSz35Kffl ueD9O81m9tNpmzeFpeYfYcZ3+9fPdKxq1wbD8vr/b5utPmPefM+YZTsfa6zqdkU/lHhOk6aUPKrLa6zW2XInPjnf5i+qOqfSuf2PkLtXQWwxPF7x/XX1p+g3P+fpOfAJkn2JdZ8Tz3o6/vv978QKDNt5qHjupfn9FMeksOX1ud+neX2Debe31IGCbkj+Ula Ru4vHI2zOTZ0vkpWf/T5KejefKaLJm9K89vbTbTqfhzrtDMztjvH9d8m/x6+e6VjFvh2H5NVvs5d6HOOBz2hDnfdirWXteZFG6qZMvpA8TT 3PLCOb8tVTfe/T+qmthVozcsGV4kHs2Q4SnHn+wGP+Ze7+fPyhEVKHMgUNu9lb7 rd8z5F9V/vDy9a1s6zuHuEvtmc8cPCelr/LN/B6iaq9NjHkaHDUznydvy5Fnd2mxmt/Y6uWjT1dLnIdM/QXydvA6a372ScStZ58/yXqU7XNNgmuSEOd9wKtZe15mUb6qqvI66Uf53m9z9brjx7vlR7 cSuGr104fTPmEt/8FzLHd/Pn5IjKtBxTSN2h1mK6l+fzEwaXu34vrxy+orI9JFgyI+51bq53 Ug3OP0r5/SAy9F5/fn4mlC6zuwOdMuDsHpe95Y7fkhIj+yfPfq/6g7xW7K1yz9GFWp2a0tnsbq12SxtbbR8utq3mnNZ3b3NTWXpXG aPTPheuc/tcmb133/t1F7XJWe0uqmqKfH0vvMlv1s1MttGLH8uG35UO7E336CGMxr+s PBr4QKu5Y7v509J5iqbVqB+rmN8XdjgaJ3pwtUDqpceDkaZ3av p9h83qn99MvN+6Fufl1demovpAaCZA0ybbGe4Z5x9J9ZwRiU/Wj2v06+vHbnvh4Tnj1fE6AjLz5PJkEn6AtvlH6PX1aZX99Jf5E u2NpvZGTU9l+lqtccA5HevZNyq1pndq8zoHZwT5nzDqbjpeI8t V1Cakvu69P453Wz+d5vci2648e75Ue3Erhq9dOHwaDv0yKEsFn 5ywHvu+37++slcZdMKtNQxZg97K0nmrTLTJUsbyTefAFH961N1 Z706n4bGPNwSpp/G8Dq3nXSyviaPKLM3uV8LS4Z3111uTsNBe6svSo2WT7f8++N27 jP3/ZDw9nGSjP4CO/1EhW8Lb8kdfTTQ7OPraD78nsyHqq3NZnQWowNMM0dQVN2nr+5e ybiVrLO6Vyc9FJ0w5xtOxYaDVr6ppQ6x9EAwXMbVc9l/cTbceAt3oPChYfUXSy5j4XltHa77vp+/fsonbXrTvky5t+TJ4ffibfZzTWn2twrv/1ebz6NH9a9P1Z31hvu14d559vPjypc8z21n6OjPZbtXeJ877PP P5U3dYe7+ISF/0MLs56l1kxY++sP6z7ltzm6nm/ujf8nWZrN0Fkt7kllSMmKZ3SsZt9V1Nt/0Ds45c77VVGw4aOWbyszM2QeC4VJk3g/T6uJU3XirdqDwoWH1F0su49I66TOZ6R8BinP39/NXTvmkHa6gt7l1yt/vvrTOtiWFZ/fQUf3rU3VnPbty+m6Y6YPE7FvdN0zxkrvm9JiQzzUfurzh7vsO c98PCflX/dP8mny6Ylq5nj5uYdjs6l9sZ1/IL9nabGbP4tPkuILCu/6lVO1eftzy66zu1Um3qZPn/M6p2HDQyjdVsma6zrDbP9Z+d//FqbrxVu1A4UPD6i/Wjl6a9JnM8C6C+pef7vt+/vopn7TTg+lHyW8z35Rmf6twy6vN59Gj+tcnM++H166WDph5XZj Kq3eFG6Z4yV3z7P48JTWx8P59/0PUTea+HxLyx/rP5mcyBy5L8jN2OCojnQDfls+xcGuzKZxj09XKD9revHvTcVtd x7H+R0zF2z/W/3LyebL/m7ecyYYbb/kOLP3oasf69x+fyYye5NTkVub8vSRzlY0qUGb6jbYwWlLSlGb3 pGTJ0vaftkyeO43qX5/MvJ8e95K5x/+28Prf7PY3TPGl/Zwu/z35BpbaY/13PkTdau74IWH1E36WMroqZ79jdcjSJ1mNjqTsK7dWsmPlq5V/VMvRu5eu4xN+jpiKt/8JP5eT0w/c3LzlTGpvvKPekz8eaelHV/uEn0tGj1ybnirf0Jy/i2SujlEFKp/AozVLmtLmJUMyzefRo/rXZ2kmzX5rzGjJ7O+OFg5zMf9OrNUlJcf6r166pQtbcl73nzt+ SFj9XP9vcwfFTo8HGEp8+pr362S10XxIX1OZPWAjv7XZFD6KTF dLjyOfvhKZfkB7ye6VjFvJOj7X/4ipWH5dr6Z8UyUzc7rO6Limwt+qSuHNbbj3Hj1RH45Hmn2wWNq 3q32u/yWjpzc1X+I75I7v50/J0tUxrUDlbwIsKR7ThduWVF2oB43qX5/RFHmbHJGWqexDIbvcEl4/PgBc1hnuyz6997Zvm6Z4ySf8PL/f44++qPJpssM/soPgE35uas6XfJtv+mD5llxl6WqZUj5qFdPZmE6Jt8qtzWbPPX j6EdFLX8tauHsl41ayzmivptdUd8JL/v0pc77tVCy5rgtTuKmSLedvIEu/u2Gfh5SPWLonwzxMK/XsCzqZfaua2NtGb3oxV+9AlnOv9/NnZXR1ZCrQ749X+vBAcKk0n5e3WdKU+uR10h8fPzsoXWe2w6w2 n0eP6l+fLpv8V04sfVHXaLJWrZNZsvq5/quXYvZPxrPn9XlhU6dfXztylw8JS5/ePfryy8wbsIa7v+Han76WNvrR7NU9+ji28q3NZnVG5aff0vys3 b2ScStZZ3Wvrn6Uf3/WnG87FUuu6/KUbGpphXQGzs7e1fvJPfeiVSOW+SaZpeef+X0rn9j50cvfqC8Z SuHW3naX9/MnJn/tjCpQ/qizpelU2JRKPp4/vwP5nX/cqP71WZo0P7IrD0tGc/r73Dqj57izz3dLlvRr37A7PeS0mxwRPtrhzKeCTm+ud35DusuH hKUj+0ef8N0vfH5COo2fFjbVJ3/Wf1qeD+kWvtVsbTZLZzFdYfYBoF94nPg12dXV3Vsdt8J1Svbq6 jlnzjecis1HdXVTsxNvNANX7zC3zflMjh6x1X0r3GB+9FZv1H2 DN3jc5f38iVm6Xmbv3/qF7819+ngc3fTKLWlKo9VK1um6/rms+Tx0VP97yPA67kkvBIaNhwSJFnNeosWcl2hR/W8+6bGMS8+q5Zh4SJBoMeclWsx5iRbV/yYz+9e0T8efr3yMhwSJlhBzfsNRJTeVe9//G0uIOS+SRPW/yUy/8KX+y8llfzwkSLSY8xIt5rxEi+ovshgPCRIt5rxEizkv0aL6iy zGQ4JEizkv0WLOS7So/iKL8ZAg0WLOS7SY8xItqr/IYjwkSLSY8xIt5rxEi+ovshgPCRIt5rxEizkv0aL6iyzGQ4JEi zkv0WLOS7So/iKL8ZAg0WLOS7SY8xItJ1R/uCNNHhLgjpjzRGPOE831qn96ZnAXhklbdfMw57lf5jzRmPNEs2 3Ov9RWf7cN7tRl6m54SDDnuVPmPNGY80SzYc6/VFV/tw3u2mUOVz0kmPPcNXOeaMx5oqmd8y+11R/uXe1DAtw7c55ozHmiKZ/zL+XVHwAAuGuqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhJCr/j0AAJD15cuXk5p8NdUfAAA2upTpk5p8NdUfAAC2+PLupCZfraz 6d52IiIiIiKR53OoPAAAMVH8AAAhB9QcAgBBUfwAACEH1BwCAE FR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACKGg+v/39T+H1/kCw26o/gAAUO9OXvVPn36o/gAAUK+g+ne3QfUHAIAdaqr/STuo+gMAwH6qPwAAhFBc/fv3Fn7FXeu6rvu///0f1R8AAHarqf7vv3El//e//3OJ6g8AALup/gAAEMKm6t8fH9UfAACaUv0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAELYX/37v7k09dJ+349/V/UHAIDDqP4AABDCzVR/B/wAAMCRmhzrP3n9fuUJQMH6qj8AADR1WPXPtX/VHwAArk31BwCAEBp+uGfhE4Dsu3tVfwAAOEbbz/XPv5xf85YA1R8AAJpS/QEAIIQjq//4kJ7sp3mq/gAAcKS21X/paP7aT/9U/QEAoDHVHwAAQthR/YdqPkph9V/8ddUfAADa2/Oq/9yR/Q2i+gMAQHuqPwAAhKD6AwBACKo/AACE4BN+AAAgBNUfAABCOK/6558AqP4AANBU2+qff3W/5rV/1R8AAJo6u/ovtX/VHwAAmlL9AQAghIbVf3qIf/HTg+nKqj8AADTVpPrXvJxfeNC/6g8AAE2p/gAAEMJh1X+x95c9VVD9AQCgqf3Vv/ID+wvfG6D6AwBAUwdU//XSX/Dav+oPAABNqf4AABBC28/1bxfVHwAAmlL9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQriF6t+/R/UHAICjNKz+veoPAAA3q0n1n+vuqj8AANwS1R8AAELYX/37dlH9AQDgKKo/AACEoPoDAEAIt3Cs/1xUfwAAaOoWPtxT9QcAgMOp/gAAEMItfJuv6g8AAIdT/QEAIIRN1f86VH8AAGhH9QcAgBBqqv+okR+d4exUfwAA2K24+l+ 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 ju0tKPdm42PyzTjMahcCjyWy4538tZzy5P3zm9eUhXt9zqwk43 XrXPIiIij5tbq/63IH36ofrvS3pidoXXz39PfH79uzz9kP7LC+GZ9wZkzuXyoZ/ffv37GnB6dt2kZC9tp3Z51bB0fff763jH0ku3eSimuzda+P1n9/b04Q8vS8vTgdo8pJf9z2x554Vd3fjm60tERORRcmvVf+v7chtT/RslPVG+Ttr20u/wSo9g+fq77lyGvD39PfHpn6K9rV1eNSzDcSnpR5QOnXXPUHSTY 6hmfzTq7rPL8+/EKBzS4ZKmFyrd8p4Lu7rxPdeXiIjIo+Rmq/+Bu5HbQdW/bdIT5eukh50srZxWzJJzKdmrVsu37UDaWYc/gOwZiumR9MddwCZbbnW97784IiIiDxrV/+MOqv5tk54oX2f2q3mnKTyXt6fu+8/1jWS2U7t887AcPRStLuBBQ9rqwtYuFxERCZPbrP79ews/cGfGu9Z1XTd8q5fq3yjpidkV0mNFhpe6C7deci5LH0czu36r5Z uHZbq84VC0uoDHDWmrC1u7XEREJExutvoPvfc6Rl/oq/o3SnpidoXZT/hZ/a3Cc0mPnu/67tM/3Y8f40PbS7ZTu3zzDk+XtxqKVhfw0CFtdWFrl4uIiISJ6n+h+h +T9MTsCunnsQwf3pJ+QPv0wx/LzyX9mMj0baNL67davnmHh38N709tNRStLuChQ9rqwtYuFxERC ZPbr/5XGAbV/7ihTU5Mf5q+sfX5z9/l6Sc8Tr/nq/xczlq+bYdnP8em1VC0uoCHDt1Z17uIiEiYqP696n/k0CYnRj8afV57+nE0oy9znW726+8PH9m+tPLs8szG07eZDvuTW T+/k7XDkn6+zVB8Ww3FhoGaXV47pK2umqoLW7tcREQkTFT/XvU/cmiTE8M/f337cGhHN/cS7+h7pi7Hlow+WCZ/Lv3HV5Evr6OPDlUfrZ+W7+c/859jk9/+hmG5fENtumOjT6NvMhT5n5Yvrx3S2uVNLmzz60tERORRovr3q v+RQ1uw0vTj5y9JDyufpuTz3UdvP51Neir9uKGS9Ud/uJhdZ8OwTAdk/1Dkf1q+vHZIa5c3ubBLyzdfXyIiIo8S1b9X/Y8c2uWfffqn+/115df/PI//PnBJ+gbTPtsjXz+PPy1+1P92rj/dw/RNC7XD8vS2+ERo/1Bkflq1vGqIapc3ubCZjW+7vkRERB4lqn+v+su1k544fWdEREQ kTFT/XvWXayc9cfrOiIiISJio/r3qL9dOeuL0nREREZEwUf171V+unfTE6TsjIiIiYaL696q/XDvpidN3RkRERMJE9e9VfxERERGJENW/V/1FREREJEJU/171FxEREZEIUf171V9EREREIkT171V/EREREYmQu6n+fUG2DoPqLyIiIiKPn8ep/juGQfUXERERkcfPg1T/fcOg+t9S0hP5hSIPk6+/P5x+euv6FtO+agv7z+4eE/NSi0jgPEL13z0Mqv9Vkpabr7+Xr43kRH6hPHDSE6fvzNF5eptZ 2mQQqrYQasyDX2pD2jA/fjS4vG9P4+f/l3z/2b093ejw3s6eSGUeofp71f8+Mjpdslp+oTxw0hOn78yh+fn974 mntw8P8/sHoWoLccb8xEsdYZAjXMY0z3/2Xt7vP1fW+P7zFod3dk9uZ/dOzw0PxYNUf8f633p+fRsv+vVt4dpITuQXygMnPXH6zhyatDe8 fm48CFVbiDPmJ17qCIMc4TJeMn2pfsNGvv36cPrHj3+f/6cvCnQ3+Wh447t3em54KB6n+vuEn5tO2m8uef6zcG0kJ/ILRR4g6YnyH+3f+M6VHyZXvtQxB/khM7u0diOjP/pNVxieWpx+eTcMy+k7YygW8lDVf/PDo+p/bN6e5n8wOoTx32sjOZFfKPIASU+U/2j/xneu/DC58qWOOcgPmdmlezYy+qPfkG+/um+/zr+8Gy7R6TtjKBZyf9W/a9/+Vf+DM/rD5ZCf3+eujeTEhoWFy/88fzj59Pbv3e7S8lGmxy99+qf781x0WQqX//46v04m6bvNLvn6e+b51fS40vRA0s07Pzss3dzb1EpWmz2XdOGf 5+7TP+vXVCZvT93n18UfT5dtGLf8TmZ2LjMI02u5cGfSGdX13Y 8fuZVXr9nZCb+a46Zo4Xx4/Tz/purppa5dvnoB80OzYbT37HnV3UvtOI92IL2VjY7zTC/p59ctg7D55lB+nVaNT9Uvppcx89EXJWeXLly6cldvfbXjM1qe3 +/CS9f84enQ6bc07E2G4sjcWfUfnWz0BED1PzjpbS+99xnd2P69N pITGxYWLp/N6JjLIaNqkumLozupVntYMsglhebt6cPD9iiFB5ovLc/sQLpm4WqrC2cz+3ek2bx+XlkjPbV53PI7uXruGwZhtCC/8uilxKXtlE/4fA6dovmhvqTqSq9dvnoBC8/6Bu9easd5tPFMwUoPBE1r2bZBWL1otSNWmM2/nr5PYOnNb4VntzoCJbe+2vEZLc/v9+rlOujh6cTpt3kojs89Vf/Rvrdr/6r/kUmP9vn0T9d/vA+adrX0xIaFhcu795eZp29CmC5PG1J6Z3153XT0h4L0hYGdez i7zmzSu6rPr93b04e9ml3t8mayzDOxqp1PX6q57ED/8a89VauVXOPDRVi6pvJJJ+HP7ytv19s8biU7uXSmSz+67Pm3X/8+Fo7qbGbjl0s6Wn91ulZN+EyOnqIlQz260vvJOyxLrpel5YUX cOnXN4z2nj3P78YoteM83Xi6ZLjPHx0Ium0QNt8cSpYXZvOvpx Oy/I+Ws2e3tPbl/zsnZ9XyzaNx3MNTurDt9MsP++ahOD53U/1n06j9q/5HJi12lzvitP9Nj/lJT2xYWLh8eIo/eqiYXT68+yq9C0j3PP1LX/p32z172BW/DpR5VSM9SDRdLX1ETNtPeo5VO5++WjPavXQfClcrucaHR8r0Sp l9n1x+xFbPdM+4lezk0jjnf5Rm+ux6dgvDTk5vkktnVzvhSwb8 oCm6OtRVV3rt8sILmL9Ob/PupXacZ3cgvQaHI81m5+H+KVd4cyhZvmF8rvCLs781Wim9cvdP zqrl2y7UoQ9Px02/zLBvHoqr5L6r/yW727/qf2TSp/K/v3b9x1vR9Jif9MSGhYcuT+9BlvhCFQUAAA//SURBVHY7fbDZc47lLwIV/tU4XS193SK9s9tcLNKFmaNuClcrOZeS8SwZisuczGzn0HHL73z 55araePq0Nr0BTleunfAlA37WFK260vdsPF+plza7YbT37HnVG 2P2D9Hs84T0Ne/h6m4y5fbvcFU2//q2X5z9rXTh6MrdPzmrlm+7UIfe9o+bfplh3zwUV8kjVP9ub/tX/Q/L0gsw6au/JV9VWL7w0OX549SP28N8MoO5tNroR8O/NheL0ch8/znfLQpXWzqXVuOW7sbqdg4dt/zOL/3o7Sn3HUCbz3S6sHbCL+UWpujSxpsMXeEFzGx2w2g32fOSNDmj 0cEts39W3TAI/WE3h/3jc9Avzv5WZlP7J2fV8m0X6ui72YOmX/7CbhuKq+RBqn+3q/2r/odl6dCC9Ln16Jif9MSGhYcuL7zYzfckn8Lfyqy2f+czH26QfpJ M4WpNdmnDUFSdaaudrN3+0kea7D/T6cKi0Sx5daVs5UOHuskQ1W5882UsGe1Wl2g1Tc4onbfffn0o6 +ltv3YQjrs57B+f1eTf9lZ1dpl9KN+9JuO2bTRq9792Vw+afvk Lu20orpLHqf7d9kP/Vf/Dknmn/JCSt++ULzx0+dKaS2m1J9vOpXy1JsM7+5GdQ4ZX9wtXa7JLTa6 Xo8etavujz8n99E/348f4/SoNL2ntwNYOePlq+4e6yRDVbnz/Zdywqdrl1zmj0V+Al1pv1U4eenPYPz6rOegTfjbvXpNx2zYatf tfu6tHTL/V9bcNxVXyUNW/29j+Vf9jsvRNXtNUfaB7fuGhy8v/ctp2T/K5haMphvx5Hn9UziWjL29eXW32XFqNW9V2buqAn/S5dPrnss1nmv6xe7py7YRfyi1M0VbXy+zyJgf83ObdS8Mzmr3J j96zWzUIzW8OtSOz89fTpy4NP9d/tL4Dfi5pPv1WL+y2obhKHq36d1vav+p/TJaO9rlk6ZifdKUNCw9dXvsiTas9yWfpw4lHWXqbY6vPD5lmdH hP1Wqzv9hq3NLGsPQdW1cbt8zOFw5L7fLyd85te1VymluYouk+ tPqIzNoLmNnshtFusuclaXVGs3/xS6/o2kFotWObR2b/r6cnCr/Nd/bsMvuwf3JWLd82Gld4eGo+/VYv7LahuEoesPp31e1f9T8m08/2SbP0OT/pSvmFsx+KPLp5f7iedy/PbPySr78/3Ee32sN80g2OXlzf88mJVTv/9ff4rEeX6PKCTeFqS0PRatxmn3YuHSdw6KfO5Xd++qPVPSzZeP 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 g5oxGo7R0OHXhINTeHGpHrHxY9mynn3yr9DRLn0JTMuarA7V5f GaXr87wpRz38LR0Fjun3+qwbx6K4/Pg1b9T/c9KeuNZOmZu9lsG0zX+XkVzC/vuw0sXl2T+gt9qed91f57nW+z0y4mb7GFhps3m8kLv6mqzL37U 7vz09bZLRtd+4Wqz59J23EYfCzgalpLhnR232p3MnOnsjzbPqD RPb3VfQFM+4fNpO0U3DOnoSs//fb9qqMsv4HQwp2+Cv6m7l9oN5s9oeGiYfp/jhkGovY42XKclwzJN1Qj3k79/Dhl96vHS8JacdcnkbDKjVmd4Jgc9PA1pO/1Wz27PUByZx6/+nQN+RKQkw79u495ZRESkeUJU/87bfEUkn/QF4KXXmURERO48Uap/58M9RWTI5c++lzeT9ZMPdtjzGfYiIiI3nEDVfzmqv0iwZH625w PsRUREbjuqf6/6i4TL7Ie9fH5d/FYdERGRh4jq36v+IiIiIhIhqn+v+ouIiIhIhKj+veovIiIiIhG i+veqv4iIiIhEiOrf31f177rxdQYAACVGTVL1v+nqr/cDALBH2idV/9ut/no/AAD7Da1S9b/R6q/3AwDQyqVbqv63WP31fgAA2hrV7iNa7HBeqn/5oAEAwCGOK7GqPwAAxKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAitqn+fTX4d1R8AAA53RPUveV 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 cAgKauXP2L27/qDwAATR1U/fP9vqD9q/4AANDUFd7mO6TmF1V/AABo6ui3+fZz/1b9AQDg2g491n/a9b3NFwAAznH9Y/3LXv5X/QEAoKm21b/8sP611VR/AABoqnn1Lz6aP9/+VX8AAGjqmp/w422+AABwmmu+zbfmCYDqDwAATTWv/qv9vuwJgOoPAABNNaz+tUf1ZNdX/QEAoKlW1X+uwU8VHRek+gMAQHsHHOv/oet//Dbf3HMA1R8AAA7UtPr/rfuzB/Mky1efA6j+AADQVLvq381V/JmnAZMnAKo/AAAcr1H17/Klf6H6X9q/6g8AAMdrUf1njvPpk/f+Tg/7mbz2r/oDAMDBGlX/9eN8socDzW5T9QcAgHZ2V//1Q31mD+n5+GcB1R8AAA52aPVf+gAfr/oDAMC1HVf9l3p/WftX/QEAoKmG1T/f9VV/AAA4U6vqX9X+C97pq/oDAEBTDat/2v4d8AMAALfloOpf/sJ/522+AABwBW2r/7TWlz0NUP0BAOBgLar/+IX/qo/6Uf0BAOAaGn6bb6b9Z58AzPzdQPUHAIDGWlT/mSP+a77ZV/UHAIDjNar+Re1/7lcyW1P9AQCgnXbVf1zlC0p/flOqPwAAtNO0+n94ApA9wqdkI6o/AAC0c0D1T1/Un7X666o/AAC0dkz13x/VHwAAmlL9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABC2Fn9+4XMrtMtLJ/+SPUHAIDGjq7+q88HFlZQ/QEAoKlW1X/2uJ38nwKyG1H9AQCgqUOrf+06qj8AABzliAN+aqu/V/0BAOBwt1P9vc0XAAAOdPoBPz7hBwAAruHE6p/9XdUfAACauuYn/KRrrn0qqOoPAABNqf4AABDCzup/WFR/AABoSvUHAIAQVH8AAAhB9QcAgBA2Vf/rUP0BAKAd1R8AAEKoqf6jRn50hrNT/QEAYLfi6n/N0j99AqD6AwDAPqo/AACEUFP9z6X6AwDADgXV/+Xl5b+v/8n89MpUfwAAqFdQ/W+k9w+7ofoDAEC9slf9b4rqDwAA9VR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAI4ZGrv4iIiIiIJHnM6v8FAABYcFKTr3bZ21z1P3UYAQDg1p 3U5Ktd9nax+p86hgAAcAdOavLVLns7X/0BAICHofoDAEAIqj8AAISg+gMAQAiqPwAAhDBU//8HJQb2+x1St3YAAAAASUVORK5CYII=[/IMG]
- - - Mis à jour - - -
Bonsoir les amis,
j'ai profité du soleil pour faire des tests aujourd'hui
la première photo représente le diag avec le connecteur sous le siège conducteur ouvert
la seconde le résultat du diag avec le connecteur sous le siège conducteur rebranché
au vu des résultats c'est bien un problème entre le calculateur et l'air bag du volant, j'ai déja remplacer le contacteur tournant l'air Bag. Pensez vous que je puise substituer par une résistance de 2.5 Ohm L'air bag du volant.
LETTRE75
[IMG]http://www.lesamisdudiag.com/image/png;******,iVBORw0KGgoAAAANSUhEUgAAA/4AAAIPCAIAAABFR5KSAAAgAElEQVR4nO3dPXLjOLsGUG3Q+/AiHMwCvIHrDfgGN3Luqs46dfg5dOiqL1A4GW+gbhriDwiQgEQJ 59RbM22aJkEQpB5JFHXoAACAe3c4HA7XbgMAAFDXP/8I/oDAMCd++eff86i/y8AAOAeif4AANAE0R8AAJog+gMAQBNSo/8B7kL6sXHtlkIZxjytMeZpTfqY/5Ub/S/38WMoLffwMOa5dcY8rTHmaU3d6H9awVU3EFY6HA6ngZ71kNAZ8 9wsY57WGPO0ZsWY/5Ub/TtHCDfodGyse0jojHlukDFPa4x5WrNuzP9aEf27v28uwK3456/DqocEY56bY8zTGmOe1qwb879WR/+uU+o2avXhYcyrGy1jXrVWxrxqrUR/pWbLQ4JqrYx51VoZ86q1Ev2Vmi0PCaq1MuZVa2XMq9ZK9Fdqtj wkqNbKmFetlTGvWivRX6nZ8pCgWitjXrVWxrxqrUR/pWbLQ4JqrYx51VoZ86q1Ev2Vmi0PCaq1MuZVa2XMq9ZK9Fdqtj wkqNbKmFetlTGvWivRX6nZ8pCgWitjXrVWxrxqrUR/pWbLQ4JqrYx51VoZ85er90N3OHSHQ/dy7Za0XaK/UrPlIUG1Vsa8aq2M+cvVw9/oP/7V199fnerx2k296xL98+swU+/Rma/e7EqdcPWW1KybfEh4/rtrPs+nf/6d/hxMfJsayR9Ti/0MZvgc/XbyiHg+dMeZRsaXNllzx91HdIa5lW7Z2MR+S+zbj+RWXaSuNuZ LDcXcfb1Yi4uaG5nhCJwbk5HZFpe5bhMiB+/4D8Nf5bYtcWDHN2puFY9/11Pn8fH3OC402e569Yc7t+MgKF9TE/DL5mdrSqU6J/fsVPfB8zM1+92Rs3NnH6fdVNPiQc/+6ah/Pp/cstfRx/nB/G48W+Br99nR8P4/rOX9pkRVbxOD/D5Bon/zy9eSn9lti3T/OzPV122Pyt64z5gkMxd1/HK2VR8UeE8TxhQorMtrjMdVsROXjHfxj+Kqtt6QM7vlFzq+ifK L6dzz83fYdj/nYrPgAiT7BPo+J56lcvf/+8+IVAq4+auy7RP78GI+kYXL62OPRvrto+bG71IaEfkO/zU8I0cHrlrB/Jk6HzIZj/YfTbwTj5DqZMnsrjS5us8VD8PRVoJkfs2/mcx9Gfpzcvpd8S+/YlmO331EZd43LYK4z5skMxd19HKnFRKUsOHyAep6Ynjvl1lXXw bv9V1sDO6r1+Sv8i8WCE9E85vqILPK9bPc9fq2pEoMiFQGVbq7 pDt2HM/xL9h9PDU9vcdQ43V20fNjf8kBC+xj/5PkDWWB1f8zC4bGA8To7zg2dxaZM1ubTv0aaNZwufh4zfgngZv Q4ab15Kv6XM8zXfqrDBOQmmSF1hzBccirn7OlLpi8oKr4NsFP/bIqffFQfvll/lDuys3gsnjt/GnHvDc6lu+Dx/laoRgeoljbYzzFyJ/vkVGUn9qx1v8zOHr4iMHwn6ep+a7TDVjHCB43c5xxdcDtb1df6 aUDjPZAMO852wuK5bqxt+SAiv7J+8+j/rhPgaLO30j0GEmlza3CoWlzZZc0sbTB/P9pqzlsXmrU4qc2uZvDLhLbPN5eqa0X/73snd1ykrWlxU1pB4/Nv4lL/N6pl1PRZfy4pf5Q7s1QdUv6L+jYWPmQ1cqhs+z1+lIrtsHIG6q YzxMrPAwTzjiYsXVM89HAxqslXj5d9vif75FRn3fd56mp95biy GF4BGLjAtspz+zDj5Sax+RSm/WlzX1ffXhrrth4Tn8x0xuMLyaTQYIhW+wHb6x+B1tfHunntHPm VpkzU5osZrGc+Wew1AvHkp/ZY1z2SrIr1Xua4w5gsOxVXXe6zZQWGlnOvC83O42PjfFjmLrjh 4t/wqd2Bn9V44sX+07XNkHxYT7xzwt277PH/5iuyycQSayxiTl72lVOSjMuMpcwuJJ58GSvTPr6yT9eJ46hNzf ySM78bwPbWccLB+B48ok4fcx8yU/tN1p8Opv2hv8UWpwfTxkj/Pl3ObddsPCcfzQTJ4B3Z8R4XXmY/kDm4NNPn4OhgPn6PxkLW0yRqsYnCBaeQKiqxz+mLzUvotZZ7FV l3poegKY77gUCzYaemLmssQcw8E/TYurmX75qw4eBMbkPjQsPiHKduYuK613XXb5/nLV/qgDQ/t05A7Bk8O35KX2U0lpcm/Sjz/Lyafey/RP7+yTtYrzmv92Xny/nHpU56nltNn9Oe05iWec/s2/55f1A3WzT8kxC9amLyf2mGUwgdvrP+eWubkcg5Tb/qnLG2y5lYx15LIlJQeizQvpd8W51l96FWu64z5UkOxYKelLyoy MicfCPqtiHweptTmZB28WQ1IfGhY/MOUbZybJ3wmM34TILlu/jx/4UoftP0OOk7Nk/5597l51k1JXN1dl+ifX1kn68mZw0/DjB8kJj/qvmKIp5yaw2tCnnJuurzi9H2DddsPCfFX/cP6GN1dMYxcj+dL6Be7+I7t5Av5KUubrMlVPIyuK0g89c9VVvP i/RafZ7FVVzqmrjzmNw7Fgp2WvqiUOcN5+ma/L/3t9s3JOnizGpD40LD4h7m9F1b4TKb/FEH+y0+3fZ6/fKUP2vHF9IOKLzOelCb/KnHJi8nn3kv0z6/IuO9fu5q7YOZ7ZigvngpXDPGUU/Nkex6DmJh4ft/+ELXLuu2HhPi1/pP1OxgDpynxEdtflREOgNf5NSYubbISx9h4tvSLtlc3b9xvi/O41r/GUNz/tf6nH59H7V+95EitOHjTGzD3q4td69+dP5MZPMnJqb2M+VupyC 4bRKDI8BssYTAlJSlNtiRlytzyH9cMnhst0T+/IuN+fN1L5Iz/OvP63+TyVwzxuXaOp3+OvoEl91r/jQ9Re60bfkhYvMPPXA125eR3rPY1dyerwZWUXebSUhqWPlv6rV pqNy+cxx1+agzF/d/h5/Tj+Iabq5ccqdyDd5B74tcjzf3qYnf4OdXgkWvVU+UdjfmbqMju GESg9AE8mDMlKa2e0lck+dx7if75NTeSJr81ZjBl8m8HE/uxGP8k1uKUlGv9F7dubmNT1nX7dcMPCYv39X+duih2fD1AH+LD 17y/R7MNxkP4msrkBRvxpU1W4qPIeLbwOvLxK5HhDdpTmpfSbynzuK 9/jaGYvq8XK31RKSNzPM/guqbEv8qqxMOtP3sPnqj31yNNPljMte1i9/U/1eDpTc6X+PZ1w+f5q9Tc7hhHoPQPAaYEj/HEdVOyNupOS/TPr8EQOY6uSItE9j6QnY6E7/MHgNM8/bns4W9ue101xFPu8PP894w/+KLKx1GD36Od4A4/uxrzKd/mGz5YHoNdFs4WCeWDVDEejeGQOGYubbK2nMHDW0TPfS1rYvNS+ i1lnkGrxnvqcIWX/LurjPmyQzFlXydW4qJSlhw/QOb+dkWb+0rvsbAl/TgMI/XkCzqRtmUN7HW9N97MxRPIfN3qef5aNdgdkQj0eb7T+weCU6R5 ml9mSlLqgtdJ38/vHRTOM5lhFpPPvZfon1+HaMW/cmLui7oGgzVrnsiUxfv6L27F5FvGk+t6mlnU1ffXhrrJh4S5u3 cPvvwy8gGs/vTX7/3xa2mDX03u7sHt2NKXNlmLIyo+/ObGZ27zUvotZZ7FVl38Kv/uWmO+7FBM2dfplbKouRnCETg5ehfPk1vOolk9Fvkmmbnnn/G2pQ/seO/FD+pT9aFwbW67yfP8FSu+dwYRKH7V2dxwSkxKKbfnjzcg3vj7L dE/v+YGzXt05n7KYEy/Tc0zeI47+Xw3ZUq39A2740tOD6MrwgcNjtwVdHy43viBdJMPCX NX9g/u8N3N3D8hHMaPM4vqgrf1H+fHQ7iE15ylTdbcKsYzTD4AdDOPE x+jpi42b7HfEudJadXF6zpjvuBQLN6ri4uaHHiDEbh4wlw35iN Vu8cW25a4wHjvLR7UXYEPeNzkef6KNbdfJs9v3cz35j6eX0c33 rkpSWkwW8o8h0P3nJZ87rpE/1uo/nXcK70Q2Gx5SFCtlTGvWitjXrVWov/uK7yWce5ZtapTHhJUa2XMq9bKmFetlei/y5p8N+2h/nrVeXlIUK1VE2N+xVUlu6pbb/Oqokxr1RQov8ua/yFL/lfTq62l4cE1VoZ86q1MuZVayX6KzVbHhJUa2XMq9bKmFetleiv 1Gx5SFCtlTGvWitjXrVWor9Ss+UhQbVWxrxqrYx51VqJ/krNlocE1VoZ86q1MuZVayX6KzVbHhJUa2XMq9bKmFetleiv1Gx 5SFCtlTGvWitjXrVWor9Ss+UhQbVWxrxqrYx51VpdIfrDDSnyk AA3xJinNcY8rblc9A9XBjehH7RZh4cxz+0y5mmNMU9r1o35X7n R37HBjToN3RUPCcY8N8qYpzXGPK1ZMeZ/ZUV/xwY37TSGsx4SjHlumjFPa4x5WpM75n/lRn+4dbkPCXDrjHlaY8zTmvQx/ys9+gMAADdN9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0R/AABogugPAABNEP0BAKAJoj8AADRB9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0R/AABogugPAABNEP0BAKAJoj8AADRB9AcAgCaI/gAA0ATRHwAAmhCL/h0AABD1zz/XCnJZxP9AQBgpVOYvlKSzyb6AwDAGv/8daUkny0t+h8OSimllFJKqbDuN/oDAAA90R8AAJog+gMAQBNEfwAAaILoDwAATRD9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaEJC9P/v93+qx/kEfTNEfwAAyHcjr/qHTz9EfwAAyJcQ/Q/7IPoDAMAGOdH/Sg0U/QEAYDvRHwAAmpAc/bu/KfyCTTscDof/+9/Ef0BAGCznOj/9y8u5P/+939OJfoDAMBmoj8AADRhVfTv6pfoDwAARYn+AADQBNEfAACaI PoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi 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 hCGvNePs1/1n+4dV58yI+tenGHcpLlfbVxsvFvGNeiHxK6ILzllvadVT04PP zm9uksXl1xqY8cLz2qzUkopddcl+neif60Kf5ic4fvp54en75/p4U36Ty+ERz4bEFnL6aafrx9/XgMOV3cYhey55eROz+qWQ3f4fBk2LNy61V0xbt5g4tvvw/Hx7I2XuelhR63u0lP7I0veuLGLC1+9v5RSSqk7qhuL/l25ChYr+tep8If0ecK0F36HV3gFy8tn3lr6Oj7+/PDwb1Jrc6dndUt/XUp4i9I+s27pisPoGqrJXw2y++T0+CcxEru039Jwo8Ilb9nYxY Vv2V9KKaXUHZXo34n+tSr8IX2e8LKTuZnDiJmylpRWlZq+rgFh Zu3fANnSFeMr6ettYJEll9rv2zdHKaWUut8S/TvRv1aFP6TPM/nVvONKXMvx8fD2e3khkeXkTl/dLbW7otQGVurSUhubO10ppZRqqW4s+h82X+s/VaJ/nQp/mJwhvFakf6k7cekpa5m7Hc3k/KWmr+6W8fSCXVFqA+t1aamNzZ2ulFJKtVS3F/1PJfrfQIU/TM4weYefxb9KXEt49fyhOzz8e3h/H17anrKc3OmrGzyeXqorSm1g1S4ttbG505VSSqmWSvTvRP9aFf 4wOUN4P5b+5i3hDdrHN39MX0t4m8jwY6Nz85eavrrB/b/6z6eW6opSG1i1S0ttbO50pZRSqqW61ehftET/Sv0a/DD+bfjB1uevn+nhHR7H3/OVvpZrTV/X4Mn72JTqilIbWLXrrrXflVJKqZZK9O9E/2r9Gvww+NXgfu3h7WgGX+Y6XuzL59kt2+dmnpweWXj4MdO+PZH 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 opZRSqqUS/SeJ/koppZRS6t5qb9F/D8KnH6K/UkoppZS6k9pb9K/9+d1Eor9SSimllLq32m30r9iMWANFf6WUUkopdacl+p83UPRXS imllFJ3WvuM/t3fFF6xMcOmHQ6HQ/+tXqK/UkrdZh0ff354+bx+e5RSak+12+jf597LGHyhr+ivlFK3We/vPz9cvTFKKbWzEv1F/z1V+EN8olJ3Uy+fZz8/Hg9diWGftYTtq7vWwsf18O+ff/1+q7uiC2+XqlrhD1dvjFI1a/R/wLdIPrXrzDcRN6CD3+IT1R3XOEPV29M7Xo8Tkwt0glZS6ja51U XPqiP1z/ev6qvq5LbpeqXeEPV2nA8XH4KsCp3n4fjo/7auoOW6JySvTvRP+L9PH5zymzxSeqO67wh6s3pmr9fvv54fF49 gC/vROyllC1zy+5LU/ff/41SEs1qmqn7aRa2MY9bOnb74U53n7vpamLnbaf5l299toVon8n +lev/nW4vj5eZ3ZF8EN8orrjCn+4emOq1vPXzw/fT4U7IWsJVfv8wttysdpnq2zjzW3p68fZz+/vf564hi8NHHb5mLjz5l299toVon8n+levMN+cau69+PCH+ESl7 qDCH9J/tX3hG2eu2pLLN++K27X/amEbr7ulg7f+xjP0VwFdvYt23pM7rL12hejfif51K7zRXliTb8 eHP8QnKnUHFf6Q/qvtC984c9WWXL55V9yu/VcL23jdLQ1/GLz119frx+H14/pdtPOe3GHttStE/070r1uDtyz7mrz5RvjDiomJ07+ez358PP454c5NH9T4+qWHfw9 fz0nbkjj982V6nkiFNzQ81cvnxPOr8RWl4SWkqxs/2S2HqQ+opcw2uZZw4tfzz11cInsqUsfHn4vCxzWetqLf4o2MNC 7SCeO9nNiYcEQdusP7e2zmxT07OeAjtWVb4ote0c65btnYwyn9 kLjwcGQOro0Mt/Hpe2ubVw/RxO1NP8qKdHu8eYtnyPSemdsjp8o6OsI/T/8OisktDSfOPYJkdcKKPo+3O3Hrij9I5R5QWXt2rtuLdEW1Ev07 0b9uhUddeN4ZHGZ/dkXww4qJidMna3C1ZV+D5Bp5JItEli0tTOnkybvEDP78+Hj2YD aoxAvN56ZHGhDOmTjb4sTJSv9Y5/fTwhzhT6v7Ld7IxbWv6ITBhPjMgxcR55aTPuAjtWVbEmdbd2DG uz2rh3P7IbLwSBwJL57sQ8zqNk9WyhBN2d6so6xIt0f+JOUMmd 4zfW0/OsJb+sx9BG5cWe1f3Qkr+jze7sXtqvQglXtAdSXOJxu7onKJ/p3oX7HCq30e/j1052ef8Zk0/GHFxMTph78vM48/hDCeHiak8DR9et108EZB+JLAxhZOzjNZ4Unq6ftwfDxr1eRsp4 +RRZ6JZTU+fJHm1IDu/N2erNlS9ni/CXN7Kl7hIPz9NnFPvbnuzeq3lEbOrXTuV6eWv378eRQcpKvIwk 9bOph/cbhmDfhIld2W8fJXH5jjxRZs1bjSFx5O78+Tg4sni4yKLUM0ZW NPtXiUFen2uemJZ8jcnilydIS9lP7W5eSWzs29uhNW9/nczItV70EqnLh4QBU8n6zuisol+neif8UKg93pvBnmv/E1P+EPKyYmTu+f3A8eYCan95+7Cg/+sOXhe3zhO7ZbWnhIfgUo8npGeHloOFv4ABa+1xGuMavx4es0g +aFbUicLWWP94+R4U6Z/IRcvMcWV7ql31IaOdfP8V+FNX52PbmEvpHjQ3JudbkDPlJlt2X wV1sOzEPCgbauVYk1t/BwgPVXZ83tu9Vt3jhEI5V1lJXq9snpiWfI3J4pdXSs697JvxrM FA7sdZ2wus/XbVTVB6n0A6rs+WRdV9Qv0b8T/StW+CT+8+XQnR8/42t+wh9WTKw6PTx3zDU7fIjassb0l38S3y8OZwtfsQhPc6uft4 QTI1fdJM6WspaU/kzpitOYjCynar/FG5++XVkLD5/WhgfgeObcAb+ihRu3ZV07wzkSD7QVrUqvyYVMJs7wFeLFV5Rz2 1x2G7OOsqqbkH5FTdZiSx0d67p38q/CiYOBXakTUlqSvlFVT7bpB1TZ88m6rqhfon8n+tequZdtwld/U76kMH1i1enx69TrtTBekc6cm23wq/5fq5+3DHrm7fd0okqcbW4tpfotbMbicqr2W7zxc786Psa+/Wf1SscTcwd8pOpty4p2Lja+SKvmKn3hg0tBJt+KLNjmgtvYZR5 lVTch8QyZu9hSR8e67p38q8iiKnXCipZEqvbJNvGAKns+WdcV9 Uv070T/WjX39nT4rHpwzU/4w4qJVacnbnbxlsQr8a8is21vfOS2BuGdZBJnK9KkFV2RtdJSj cxd/tyNULavdDwxqTc39HmRbVnRznjjS7VqsrIWHs78+nEWiwfHS71 RsWIb1y3tkgO7SJsTO2JxlviH37KaGllvpU7Y3ueJjcxay9z0x AMqsbmJG7uuK+qX6N+J/rUq8hn5vlI+uJM+ser0uTnnqlRL1q0lfbYi3Tt5y86++lf3E2c r0qQi+6V2v2Utf3Cf3Id/D+/vw8+rFNzS3I7N6vNS27KinZH5C7ZqXLkLH7xrOpcRq46KFd27Y mkXHthF2ryuW8ZV6Q4/iZu2sRPKdk5u+3ObmnhA5TY+Pv+6rqhfon8n+lepuW/yGlfWDd3jE6tOT3/PtGxL4rWHC376+noe3sTjVIMvb16cbXItpfotazm7uuAnfC4dv l22eqXh29zjmXMHfFafl9qWFe2MLKpgq8aVu/DuMH2YDD48WnxUbNnGdUurugmVrnUpdXSET3sK3td/ML8Lfk6VckAVPJ+s7or6Jfp3on+Vit+MYu6an3CmFROrTs99ea ZUS+I1d1viQc196q7U7YnGNbi8J2u2yT8s1W9hzvHDTB4AABuC SURBVJj7AqOL9Vuk8Yndkjs9/TNz616PnKxK27KunVl9vrpV6euNLGTyXbJwHBZsc5Ft7CvrKKv a1MQzZO5iKx0did/mm9WN9TphRUsidYEHqZQDquD5ZHVX1K97i/6relf0r1Dje/uENXefn3Cm+MTJ2yEPDuyznbx5emThp3r5PDs7l2phvMIFDl5c 33Jzz6zGv3wOVz3YotNLNYmzzXVFqX6bfNo5d3VB1fvNxRs/tViC1MWnt7y3AEfqUrbsq6dWX2+ulUpnZDS+ME3HI1vGlOqzUW 2sa+soyx3E7LOTolnyNweKHh0hNegT94UqO/MeJMi7UnvhCIPW/GemauqD1J9LR5QBc8nq7uifon+nehfviK3ZO5r8m21cI6f/TM1MTwdPH9N3x3ibCeXmD74CrDTQ9pg1cVbuFjhGfD0XS3fTz8 T+9nCJ2Onby6LfFtKVuPDOftv5BmsLn22rGGwot/GX84y/vxx+FNWv+U2MtL48a/Cl6NOr34NLpKOLPzl83B8PJs/5fbtWQM+Utu3ZTx/WFntjPT5lh5e7ITchZ9qcNyNvyO2VJvX9fxcZR1luZuQe2pNPE Pm9kypo6MbfS6uf7I06Id4k+bamdUJRR621o2ZruaDVF+LB1Tu no2vbnVXVK77if7d38rvBtG/dKV89czky0LhHD/7Z2piymcJznZyoenxzy6Hz3NKtXCxBq+lza0iPtvgjeasxke+e v0QnK8TZ5vrioL9FrmH4Hg5Wf2W28hI48e/irckvvDVLU8f8JHavi2DKDmeJ72dkT7f0sOLnZC78Mm/Gl98XKrNq3t+rtKPstxNyD21Jp4hc3umK3R0nCp8QJysubvQpL QzvROKPGytHjP1HqTmVjF3NX+R88mWrqhcdxL9O9F/VxUeNnNXy01+v2A4x8/+mZrYHc5etDjV4DA728mFpneHw9fzdIodfzlxkRYm1viB9vRC7 +Jsky975DZ+/CrdqQZ7P3G2ybWU7bfBzQQH3ZLSvZP9ltvIyEonf7V6RIX1eMz 76pn0AT9X27dlshnjj4+ntDOyii09nNIPuZt8qv50Ov4OxIJt3 tLzc5V+lOX2zIqeXDxDruiZyc45VfrREW7UZOIc3Mt1rknxdiZ 2Qm7fzk1fPWYmG1nkQaqvxQMqa88urm5LV1Srm4/+XVpFFyL6K9V89f/awXlZqfus/l+OMqWuV6J/J/or1XqF70HNvcKklNpSjjKl9lE3HP0TQ3/CEwDRX6mW6vSG7+ljZN3olg4b72GvlOocZUrtt244+p9qMd8np H/RX6mWKvK7jbfoVkqdKvI7R5lSVy3RvxP9lWqrJu898vQ9+306S qnccpQptde6+eh/qsWrekR/pZRSSinVeN1J9D+kfaJ3Zh7RXymllFJK3X+J/p3or5RSSimlWqj7if6nSoz+gy+lEP2VUkoppdTd171F/8W69eh/OAz3GQAApBgkSdF/19Ff7gcAYIswT4r++43+cj8AANv1qVL032n0l/sBACjllC1F/z1Gf7kfAICyBrG7Rort1yX6p3caAABUUS/Ebor+Kbftv8voDwAAt0f0BwCAJoj+AADQBNEfAACaUCT6b3kCM LME0R8AAIrafoefUtH/IPoDAEA9oj8AADShyH3916X/6F+J/gAAUFTZ6J/4BCBhftEfAACKKvhtvt2qmlma6A8AAEWJ/gAA0ISC0T83/UcvChL9AQCgqLLRv1yJ/gAAUJToDwAATRD9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0oWD07+YrMpvoDwAAl1Aj+ifOEJ1f9AcAgKJEfwAAaILoDw AATbjAtf6Ls4n+AABQ3SVf9c+ZX/QHAICiRH8AAGiCa/0BAKAJl3/V3339AQDgCkR/AABoQsHoX7REfwAAKEr0BwCAJqyK/pch+gMAQDmiPwAANCEn+g8See3qVyf6AwDAZsnR/5Khf/wEQPQHAIBtRH8AAGhCTvS/LtEfAAA2SIj+v379+u/3fyK/vTDRHwAA8iVE/53k/r4Zoj8AAOQT/QEAoAlpF/xcXfj0Q/QHAIB8PuYLAABNyIn+V2qg6A8AANuJ/gAA0ITk6N/9TeEXbNrhcDj03+ol+gMAwAY50f/vX1zI4At9RX8AANhA9AcAgCasiv5d/RL9AQCgKNEfAACaIPoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi C6A8AAE0Q/QEAoAmiPwAANGFL9O8SSvQHAIBdqBr9veoPAAB7US/6u+AHAAB2pFL0d60/AADsi1f9AQCgCa71BwCAJrjDDwAANKF29F+b/kV/AAAoqkj0r3Ddv+gPAABFbY/+dS79F/0BAKCojdF/ENnLpX/RHwAAitoS/SerUPoX/QEAoKji0T/lCYDoDwAAl1Yp+m9O/6I/AAAUVS/6b0v/oj8AABRVNfpvuPRf9AcAgKJqR/+16V/0BwCAoi4Q/Velf9EfAACKukz0z0/oj8AABR1seifmf5FfwAAKOqS0T/lCYDoDwAAVVw++sfTv+gPAABVXCX6z6V/F/wAAEAt14r+4/R/EP0BAKCeK0b/w2zuF/0BAKC060b/+RL9AQCgKNEfAACaIPoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi C6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaUCr6d9GKzyP6AwB AdTWif8rr+qI/AABc1FWif8Kcoj8AABQl+gMAQBNqX+sv+gMAwC5c+FX/5HcGRH8AAChK9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0pF/9Il+gMAQFGiPwAANGFV9L8M0R8AAMoR/QEAoAk50X+QyGtXvzrRHwAANkuO/pcM/eMnAPuK/lXe5AAAgKqvX4v+qzqt8l4BAKA9u4r+17Wv6N/FwAAtjscDqeMW3Udi9H/169f/3+T+S3F7aX6N9J/wAAlHD4G8qvHv13kvv7Zuwo+nfSPwAA2xyCRC76n+w0+nfnews AANINkuTVo/8ehE8/+m7ZS/T/559/6q0LAIA7Nn4mUHFlPua7qtNEfwAACthn9K/YhuU2iv4AANwj0X/URtEfAIB7JPqH+m/1Ev0BALg3O4/+5a7eXzD4Ql/RHwCAeyP6i/4AADRh/9G/q1+i/64djz876+Xl2q0BALhZor/ov3fv7z87CwCA1UR/0X/vHh7+7Knfv2fneXk526ePjxdsHwDAjRD9Rf9aIn3+8NB9fiYt5 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 LrwT/QGg6zrRX/SvZ130Dy87mZs5jJi5ka5UxC8S/XthZu3fANnSFeMr6ettYJEll9rvxfcXANwT0b8T/StJCVvjeSa/mndciWs5Hru3t+WFRJZTPEqmL7BsV5TawEpdWmpji+8vALgnon 8n+leyGLbCa0X6l7oT91rKWuZuR1MkMq6OkukLLNgVpTawXpeW 2tji+wsA7ono34n+lSyGrck7/ORGtLn5w6vnD4fu4aF7fx9e2p6ynOJRMn2Bpbpi3YaMp1ft0lI bW3x/AcA9Ef070b+SxbAV3o+lv3lLeIP28c0f09cS3iYy/Nhoqci4OkouLrD/fGqprli3IePpVbu01MaK/gAQIfqL/rXEw1b4wdbn55/p4R0ex9/zlb6Wa01f1+DJ+9iU6opSG1i166613wGgKaK/6F9LJGwN7tce3o5m8GWuYy8vZ7dsz4p6kYWHHzPt2xOZf3WUnP zD8P42ffAt1RXx36ZPz+3SUrsma2OL7y8AuCeifyf6VzKX8MJL Ow5TL/EOvmfqdG3J4MYy8bV0568in15HH1yqPpg/DN/Pz9P3sYkvf0W3nL6hNmzY4G70Rboi/tv06bldmju9yMYW318AcE9E/070rySl88e3nz8JLysfV8r93QcfP52sUHi7oZT5B29cTM6zolv GHbK9K+K/TZ+e26W504tsbPH9BQD3RPTvRP9K4hnu83Phz7++hu8PnCr8gG kXzZHf38O7xQ/y38b5xy0MP7SQ2y2Pj7NPhLZ3ReS3WdOzuih3epGNLb6/AOCe3HD076YqIeiPS/TncuLBFwCgHtFf9OeiRH8A4FpuNfpP5v61zwFEfy5H9AcAruX2 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 tMMJ7O++KG4v+22vwZED0r+14nD5LDi5hPBH9aYrof12iP+sUi f7h3w7e9Ou9vnavrxsbezlGeG/nXSH6i/51Dd647Ov374mZ06P/3HGVMv3r6+zHx8c/p9256QPj65ceHrqvr6RtSZz++Zl91gg/bXaql5eJ51fj60rDC0lXN76b6pbD1MfUUmZb3ONfX93Dw/Keijgeu6en6ZE52ecr+i3eyLlV92ufbM94Lyc2JhxRh0P3/h6beSBxwC+qN0QTx8P39/SHqtPHeXyQRDYwsrsHi9rb6SW3nwcNCI+ywXWe4ZY+Pa3phNWH Q8r0RKv/PNzGyK0vUlaXsnMXj76Nx0L6CI8o/vBUdfjNdXuRrqjtZqJ/YrcudHrwj2Cxon9F4bEXnn0GB9vJ4nktPjFx+mQNrrnsaxBNIn lxcJIq1cIUKYHmeDx72B5U4oXmc9MjDQjnTJxtcWLKnor4/l5YVGh1v8Ububj2FZ0wEJ958FLi3HLSB3xc1SGaMh6ydnru9MU NTFz1Dk8vuf08WHgkYIUXgoaxbF0nLG7ain2aYvWfh58TmPvwW +LqFnsg5ejbeCxk7YuxSg9PVxx+q7viMpqL/lMfGxD9awmv9nl46Lrzc9A4q6Wfkracpw5/X2YefwhhPD1MSOHJ+vS66eCNgvCFgY0tTD9ThKeqp6fueDxr1e Rspw+TRZ6JZTU+fKnm1IDu/N2erNnm1jLoltMmzO2puHAQ/v698HG91f2W0sjIjp781anlr69/HgsHcTay8NOWDuZfHK5ZAz6i9hBN6erBTu9Gn7Bc7PzI9MQNjO zu3N7e0vJ4Mwa2D+lwSn/OH1wIuq4TVh8OKdMTrf7zcECmv2k5ubr4zt04OLOmr+6Neg9P9 YZfvNs3jqvabib6V7rs53DoRP96wmB3OhGH+W98zU/62WTLeap/ij94qJic3n/6KjwFhC0P3+kL37fd0sJD8utAkVc1wotEw9nCR8Qw/YRrzGp8+GrNQNiGxNnm1hJO7B8pw50y+Tm5sbmumFzpln5LaWT k4SHxkWP87HpyCX0jx4fk3OpyB/ycCwzRxa7O2um50xM3MLLYbq+nl67EkA73YH+l2eQ43D7kEg+H lOmJVv/5uj+c/KvIzt0+OLOmr9uoqg9P9YZf/JjaOK5qE/070b+e8Kn852fXnR9F42t+0s8mRc5TWdPDM8hcs8MHmy1rTH8R KPFd43C28HWL8GS3OliEEyNX3STOlrKWxZkjwq44jcnIcqr2W7 zx6duVtfDwaW14AG4f8HP2MESzdvqWhccjdWSf7vP0snFFJ5PP E8LXvPvdXWTIFTwGU6z+83V/OPlXkZ27fXBmTV+3UVWP/XrDL35MbRxXtTUX/Q8TJfpXMfcCTPjqb8pXFWadYupNj1+nXq+FcZHOnJttYPGkttj IQc+8vU1ni8TZ5tZSqt/CZiwup2q/xRs/96vjMfYdQKtXun3Az9nDEJ1beJGuS9zAyGK7vZ5eSq1ocHHL5N uqKzqhq3Y4bO+fSn+YNRi6EoMza/q6jap9mq00/OIbu3Fc1XYD0b9+if5VzF1aED63Hlzzk36AFTlPZU1PHE7FWxK X+FeR2bY3PnJzg/BOMomzFWnSiq7IWmmpRuYuf+6WJttXun3Az9nDEC21X3IHybpt TOntgiNtXZuzpofj9vX1LKyHx35uJ9Q7HLb3z6L4x96yVpd77K QvOXf6ut7IbX9uUysNv/jGbhxXtYn+nehfSeST8n2lfHynyMG/fXrukVyqJevWkj5bke6dvGVnX/2r+4mzFWlSbldkrbRUI7OWP7hP7sND9/4+/LxKwS1dNyDH9jBES+2X3EGycRtXLKrUYVJ2RYN3gOdSb1Yjqx4 O6Vb/eaU7/Kxu3oWPhcRGFjmcawy/xfk3jqvaRP9O9K9h7pu8xpV1Q/f4xKrT0985LduSuD1cTdH7+hreKudUgy9vXpytyB6fk7WcXV3w Ez6XDt8uW73S8M3u7QN+zh6GaKn9sjhIVl/ws8/TS8EVTR7yg8/sZnVC8cMht2c2/nn41KXgff0HXPBzUnz4xVe3+NurE/070b+Guat9Tuau+Uk/mxQ5T2VNz32RplRL4uZuTjww9zHHUvcPGRtc3pM1W5E9PidMDH PfsdWr3W+Rxid2S+709E/OrXtVcmwPQzRsQ6lbZOZuYGSx3V5PLwVXNPmOX7iju8xOKNWw1 T2z/c/Dv038Nt/J1UXasH1wZk1f1xsXeHgqPvwWN3bjuKpN9O9E/xrG9/YJzd3nJ/1sMnlT5MHhHdo+PbLwk5eXs3N0qRbGhQscvLi+5c6JWY1/eRmuerBFpxdsEmeb64pS/Tb5tHPuOoGqd52LN378q8UWpiw8veW5A35OpSGatdWTV/cO7tgdyhr/iRsYaXNk4b2rnF4if7hiRYPvbBrfqyerE3IPh9weS7Tlz8Nr0C fvXNQP/vjqEsdVfHAWGVHreqPqw1Ov7PBb3NiN46o20b8T/YuL3Fy5N/nmWvrZJDwpPD9P3+chVGT64CvATsFxsOriLVwUngdP39jy/f0zsRc+GTt9c1nkO1OyGh/O2X+3zmB16bPNdUWpfht/Rcv488ehrH4rNfwmfxW+KHV6DWxwuXNk4S8v3fF4Nn/KNwxkDfiIGkM0q0sH1x9+fU28ChjKPXgTN3C8B0P7PL0UHNKDF k5+G3R6J+QeDrk9trF/Eg0+Ede/GDHYlvjq4m1IHJxFRlR8hCf2Q9mHp17Z4TfXA9u74jJE/070Ly5+tc/J5Iuv6ee1lM8ShEpNj392OXyeU6qFiwavWM+tIj7b4O3mrMZHv oD9EJy1E2eb64qC/Ra5G+B4OVn9VmqYTf4q3pL4wle3PH3AR9QYorldmrXTcw/exA0cPO0cz7DD00vuAiMrGvTS3OXUiZ2Qezjk9lh6t2xZTjf6V ulxzd2FJj6xlzg4i4yoxRE+p97D09wqNg6/uR7Y3hWXIfp3on9x4cEzd83c5LcMZp3XwpcuThV5B7/U9K7rvr6mU+z4y4mLtDDRONmcXuhdnG3yxY/cxo9fb5vc+4mzZQ2Ddf02uC3goFvGEvut4DCb/NXqERXW42PeF9CkD/i4skN0RZcOdnr8/f2srk7fwHFnjj8Ev6vTS8Eh3QUPDePvcwwldkLuPlqxT+fMHVw rergbvf/Z1+Cux92q6H+SMjiLjKjFER5R6eGpV3b4La5uS1fUJvp3oj+ww 7MzABQn+ov+0LrwBeC515kA4A6I/qI/tOX0tu/pw2Td6MYOW+5hDwA7J/qL/tCWyNlgyw3sAWD/bjX6d/MVmU30ByZv9vL0NPutOgBwN24++ifOEJ1f9AcA4P6J/qI/AABNEP1FfwAAmnDz0T9+Nb9r/QEA4OTmo39rr/ofgk4EAIB0gyQp+u86+sv9AABsEeZJ0X+/0V/uBwBguz5V3k/0v7Nr/eV+AABKOWVL0X+P0V/uBwCgrEHsrpFi+3Vtjf5F6waiPwAAFFcvxIr+AADQhlXR/zJEfwAAKEf0BwCAJuRE/z6LX7hEfwAA2Cw5+l8r94v+AABQgugPAABNSI7+Vyf6AwDABgn R/9evX/9/k/ktxcm+gMAQL6E6L+T3N83Q/QHAIB8oj8AADQh7YKfqwuffoj+AACQz8d8AQCgCTnR/0oNFP0BAGA70R8AAJqQHP27vyn8gk07HA4HX+kFAAAl5ET/v39xIb7NFwAAyhH9AQCgCauif1e/RH8AAChK9AcAgCaI/gAA0ATRHwAAmnCB6N8duk70BwCA67rYq/6Z6V/0BwCAompH/zX+0V/AACo4JLX+uc8DRD9AQCgqKrRf+1L/qI/AACU5mO+AADQBNf6AwBAEy55wY9r/QEA4GrqRf/JoJ+c/kV/AAAo6sLRPzn9i/4AAFBUpegfz/cJ6V/0BwCAoi7wMd++cv5Q9AcAgKJqf8y3m/q36A8AAJdW9Vr/cdb3MV8AALiOy1/rn/byv+gPAABFlY3+6Zf1L80m+gMAQFHFo3/y1fzx9C/6AwBAUZe8w0/pj/n+P4UKZC1i2kmdAAAAAElFTkSuQmCC[/IMG]
[IMG]http://www.lesamisdudiag.com/image/png;******,iVBORw0KGgoAAAANSUhEUgAAA/4AAAJuCAIAAACG705tAAAgAElEQVR4nO3dPXLbyroFUEzQ89Ag HHgAmsDzBPyCFzl3lTKnDq9Dh6q6gcKT4QU8glv4aXQDDYLkt1 btOseEIBBsNslNCiS7vu/7vn8BAAAe0ZcvX758+dJ1Xaf6AwDAA1P9AQAgBNUfAABCKK3+H TyE8tvG2XsKbZjzRGPOE035nH+prf493K3am4c5z70z54nGnCe aY6v/5QxOvYCwUdd1l4le9ZDQm/PcLXOeaMx5otkw519qq3/vFsIdutw2tj0k9OY8d8icJxpznmi2zfmXDdW/f/jAtyLL++6TQ8J5jx3x5wnGnOeaLbN+ZfN1b/vRe4jm28e5rzcacx5iRZzXqJF9RdZjIcEiRZzXqLFnJdoUf1FF uMhQaLFnJdoMeclWlR/kcV4SJBoMeclWsx5iRbVX2QxHhIkWsx5iRZzXqJF9RdZjIcEiR ZzXqLFnJdoUf1FFuMhQaLFnJdoMeclWlR/kcV4SJBoMeclWsx5iRbVX2QxHhIkWsx5iRZzXqJF9RdZjIcEiR ZzXqLFnL9efnR91/Vd1389e09iR/UXWYyHBIkWc16ixZy/Xj69V/pj/68/+iSp7N39aGj+tenW8iP7Mqn7/ZBg3D6nhyZu3xIeH6/an5/XP77fflzsvD73Ez+NbfZ38kKvyc/nb1FPHf928JO5rc2m6Xb3a/sCktnuufCFo5b4dj+Kt6rq+S0Od9qKtZe16tZ3dTSzExn4NKcz Ky2us1tFyFz453+Yvqj2n0rnNj5C7V0Fk/v/7zcf2hPtYUx7u8nz8xS1f9bAVK82t5GvxZuKLlmKj+9cnf8f1a WPn03d55YQuXP1bu8iHh7f2q+fRx+fByy1DHn5an8XSz35Kffl ueD9O81m9tNpmzeFpeYfYcZ3+9fPdKxq1wbD8vr/b5utPmPefM+YZTsfa6zqdkU/lHhOk6aUPKrLa6zW2XInPjnf5i+qOqfSuf2PkLtXQWwxPF7x/XX1p+g3P+fpOfAJkn2JdZ8Tz3o6/vv978QKDNt5qHjupfn9FMeksOX1ud+neX2Debe31IGCbkj+Ula Ru4vHI2zOTZ0vkpWf/T5KejefKaLJm9K89vbTbTqfhzrtDMztjvH9d8m/x6+e6VjFvh2H5NVvs5d6HOOBz2hDnfdirWXteZFG6qZMvpA8TT 3PLCOb8tVTfe/T+qmthVozcsGV4kHs2Q4SnHn+wGP+Ze7+fPyhEVKHMgUNu9lb7 rd8z5F9V/vDy9a1s6zuHuEvtmc8cPCelr/LN/B6iaq9NjHkaHDUznydvy5Fnd2mxmt/Y6uWjT1dLnIdM/QXydvA6a372ScStZ58/yXqU7XNNgmuSEOd9wKtZe15mUb6qqvI66Uf53m9z9brjx7vlR7 cSuGr104fTPmEt/8FzLHd/Pn5IjKtBxTSN2h1mK6l+fzEwaXu34vrxy+orI9JFgyI+51bq53 Ug3OP0r5/SAy9F5/fn4mlC6zuwOdMuDsHpe95Y7fkhIj+yfPfq/6g7xW7K1yz9GFWp2a0tnsbq12SxtbbR8utq3mnNZ3b3NTWXpXG aPTPheuc/tcmb133/t1F7XJWe0uqmqKfH0vvMlv1s1MttGLH8uG35UO7E336CGMxr+s PBr4QKu5Y7v509J5iqbVqB+rmN8XdjgaJ3pwtUDqpceDkaZ3av p9h83qn99MvN+6Fufl1demovpAaCZA0ybbGe4Z5x9J9ZwRiU/Wj2v06+vHbnvh4Tnj1fE6AjLz5PJkEn6AtvlH6PX1aZX99Jf5E u2NpvZGTU9l+lqtccA5HevZNyq1pndq8zoHZwT5nzDqbjpeI8t V1Cakvu69P453Wz+d5vci2648e75Ue3Erhq9dOHwaDv0yKEsFn 5ywHvu+37++slcZdMKtNQxZg97K0nmrTLTJUsbyTefAFH961N1 Z706n4bGPNwSpp/G8Dq3nXSyviaPKLM3uV8LS4Z3111uTsNBe6svSo2WT7f8++N27 jP3/ZDw9nGSjP4CO/1EhW8Lb8kdfTTQ7OPraD78nsyHqq3NZnQWowNMM0dQVN2nr+5e ybiVrLO6Vyc9FJ0w5xtOxYaDVr6ppQ6x9EAwXMbVc9l/cTbceAt3oPChYfUXSy5j4XltHa77vp+/fsonbXrTvky5t+TJ4ffibfZzTWn2twrv/1ebz6NH9a9P1Z31hvu14d559vPjypc8z21n6OjPZbtXeJ877PP P5U3dYe7+ISF/0MLs56l1kxY++sP6z7ltzm6nm/ujf8nWZrN0Fkt7kllSMmKZ3SsZt9V1Nt/0Ds45c77VVGw4aOWbyszM2QeC4VJk3g/T6uJU3XirdqDwoWH1F0su49I66TOZ6R8BinP39/NXTvmkHa6gt7l1yt/vvrTOtiWFZ/fQUf3rU3VnPbty+m6Y6YPE7FvdN0zxkrvm9JiQzzUfurzh7vsO c98PCflX/dP8mny6Ylq5nj5uYdjs6l9sZ1/IL9nabGbP4tPkuILCu/6lVO1eftzy66zu1Um3qZPn/M6p2HDQyjdVsma6zrDbP9Z+d/FqbrxVu1A4UPD6i/Wjl6a9JnM8C6C+pef7vt+/vopn7TTg+lHyW8z35Rmf6twy6vN59Gj+tcnM++H166WDph5XZj Kq3eFG6Z4yV3z7P48JTWx8P59/0PUTea+HxLyx/rP5mcyBy5L8jN2OCojnQDfls+xcGuzKZxj09XKD9revHvTcVtd x7H+R0zF2z/W/3LyebL/m7ecyYYbb/kOLP3oasf69x+fyYye5NTkVub8vSRzlY0qUGb6jbYwWlLSlGb3 pGTJ0vaftkyeO43qX5/MvJ8e95K5x/+28Prf7PY3TPGl/Zwu/z35BpbaY/13PkTdau74IWH1E36WMroqZ79jdcjSJ1mNjqTsK7dWsmPlq5V/VMvRu5eu4xN+jpiKt/8JP5eT0w/c3LzlTGpvvKPekz8eaelHV/uEn0tGj1ybnirf0Jy/i2SujlEFKp/AozVLmtLmJUMyzefRo/rXZ2kmzX5rzGjJ7O+OFg5zMf9OrNUlJcf6r166pQtbcl73nzt+ SFj9XP9vcwfFTo8HGEp8+pr362S10XxIX1OZPWAjv7XZFD6KTF dLjyOfvhKZfkB7ye6VjFvJOj7X/4ipWH5dr6Z8UyUzc7rO6Limwt+qSuHNbbj3Hj1RH45Hmn2wWNq 3q32u/yWjpzc1X+I75I7v50/J0tUxrUDlbwIsKR7ThduWVF2oB43qX5/RFHmbHJGWqexDIbvcEl4/PgBc1hnuyz6997Zvm6Z4ySf8PL/f44++qPJpssM/soPgE35uas6XfJtv+mD5llxl6WqZUj5qFdPZmE6Jt8qtzWbPPX j6EdFLX8tauHsl41ayzmivptdUd8JL/v0pc77tVCy5rgtTuKmSLedvIEu/u2Gfh5SPWLonwzxMK/XsCzqZfaua2NtGb3oxV+9AlnOv9/NnZXR1ZCrQ749X+vBAcKk0n5e3WdKU+uR10h8fPzsoXWe2w6w2 n0eP6l+fLpv8V04sfVHXaLJWrZNZsvq5/quXYvZPxrPn9XlhU6dfXztylw8JS5/ePfryy8wbsIa7v+Han76WNvrR7NU9+ji28q3NZnVG5aff0vys3 b2ScStZZ3Wvrn6Uf3/WnG87FUuu6/KUbGpphXQGzs7e1fvJPfeiVSOW+SaZpeef+X0rn9j50cvfqC8Z SuHW3naX9/MnJn/tjCpQ/qizpelU2JRKPp4/vwP5nX/cqP71WZo0P7IrD0tGc/r73Dqj57izz3dLlvRr37A7PeS0mxwRPtrhzKeCTm+ud35DusuH hKUj+0ef8N0vfH5COo2fFjbVJ3/Wf1qeD+kWvtVsbTZLZzFdYfYBoF94nPg12dXV3Vsdt8J1Svbq6 jlnzjecis1HdXVTsxNvNANX7zC3zflMjh6x1X0r3GB+9FZv1H2 DN3jc5f38iVm6Xmbv3/qF7819+ngc3fTKLWlKo9VK1um6/rms+Tx0VP97yPA67kkvBIaNhwSJFnNeosWcl2hR/W8+6bGMS8+q5Zh4SJBoMeclWsx5iRbV/yYz+9e0T8efr3yMhwSJlhBzfsNRJTeVe9/G0uIOS+SRPW/yUy/8KX+y8llfzwkSLSY8xIt5rxEi+ovshgPCRIt5rxEizkv0aL6iy zGQ4JEizkv0WLOS7So/iKL8ZAg0WLOS7SY8xItqr/IYjwkSLSY8xIt5rxEi+ovshgPCRIt5rxEizkv0aL6iyzGQ4JEi zkv0WLOS7So/iKL8ZAg0WLOS7SY8xItJ1R/uCNNHhLgjpjzRGPOE831qn96ZnAXhklbdfMw57lf5jzRmPNEs2 3Ov9RWf7cN7tRl6m54SDDnuVPmPNGY80SzYc6/VFV/tw3u2mUOVz0kmPPcNXOeaMx5oqmd8y+11R/uXe1DAtw7c55ozHmiKZ/zL+XVHwAAuGuqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhJCr/j0AAJD15cuXk5p8NdUfAAA2upTpk5p8NdUfAAC2+PLupCZfraz 6d52IiIiIiKR53OoPAAAMVH8AAAhB9QcAgBBUfwAACEH1BwCAE FR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACKGg+v/39T+H1/kCw26o/gAAUO9OXvVPn36o/gAAUK+g+ne3QfUHAIAdaqr/STuo+gMAwH6qPwAAhFBc/fv3Fn7FXeu6rvu/0f1R8AAHarqf7vv3El/e/3OJ6g8AALup/gAAEMKm6t8fH9UfAACaUv0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAELYX/37v7k09dJ+349/V/UHAIDDqP4AABDCzVR/B/wAAMCRmhzrP3n9fuUJQMH6qj8AADR1WPXPtX/VHwAArk31BwCAEBp+uGfhE4Dsu3tVfwAAOEbbz/XPv5xf85YA1R8AAJpS/QEAIIQjq/4kJ7sp3mq/gAAcKS21X/paP7aT/9U/QEAoDHVHwAAQthR/YdqPkph9V/8ddUfAADa2/Oq/9yR/Q2i+gMAQHuqPwAAhKD6AwBACKo/AACE4BN+AAAgBNUfAABCOK/6558AqP4AANBU2+qff3W/5rV/1R8AAJo6u/ovtX/VHwAAmlL9AQAghIbVf3qIf/HTg+nKqj8AADTVpPrXvJxfeNC/6g8AAE2p/gAAEMJh1X+x95c9VVD9AQCgqf3Vv/ID+wvfG6D6AwBAUwdU/XSX/Dav+oPAABNqf4AABBC28/1bxfVHwAAmlL9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQriF6t+/R/UHAICjNKz+veoPAAA3q0n1n+vuqj8AANwS1R8AAELYX/37dlH9AQDgKKo/AACEoPoDAEAIt3Cs/1xUfwAAaOoWPtxT9QcAgMOp/gAAEMItfJuv6g8AAIdT/QEAIIRN1f86VH8AAGhH9QcAgBBqqv+okR+d4exUfwAA2K24+l+ 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 ju0tKPdm42PyzTjMahcCjyWy4538tZzy5P3zm9eUhXt9zqwk43 XrXPIiIij5tbq/63IH36ofrvS3pidoXXz39PfH79uzz9kP7LC+GZ9wZkzuXyoZ/ffv37GnB6dt2kZC9tp3Z51bB0fff763jH0ku3eSimuzda+P1n9/b04Q8vS8vTgdo8pJf9z2x554Vd3fjm60tERORRcmvVf+v7chtT/RslPVG+Ttr20u/wSo9g+fq77lyGvD39PfHpn6K9rV1eNSzDcSnpR5QOnXXPUHSTY 6hmfzTq7rPL8+/EKBzS4ZKmFyrd8p4Lu7rxPdeXiIjIo+Rmq/+Bu5HbQdW/bdIT5eukh50srZxWzJJzKdmrVsu37UDaWYc/gOwZiumR9MddwCZbbnW97784IiIiDxrV/+MOqv5tk54oX2f2q3mnKTyXt6fu+8/1jWS2U7t887AcPRStLuBBQ9rqwtYuFxERCZPbrP79ews/cGfGu9Z1XTd8q5fq3yjpidkV0mNFhpe6C7deci5LH0czu36r5Z uHZbq84VC0uoDHDWmrC1u7XEREJExutvoPvfc6Rl/oq/o3SnpidoXZT/hZ/a3Cc0mPnu/67tM/3Y8f40PbS7ZTu3zzDk+XtxqKVhfw0CFtdWFrl4uIiISJ6n+h+h +T9MTsCunnsQwf3pJ+QPv0wx/LzyX9mMj0baNL67davnmHh38N709tNRStLuChQ9rqwtYuFxERC ZPbr/5XGAbV/7ihTU5Mf5q+sfX5z9/l6Sc8Tr/nq/xczlq+bYdnP8em1VC0uoCHDt1Z17uIiEiYqP696n/k0CYnRj8afV57+nE0oy9znW726+8PH9m+tPLs8szG07eZDvuTW T+/k7XDkn6+zVB8Ww3FhoGaXV47pK2umqoLW7tcREQkTFT/XvU/cmiTE8M/f337cGhHN/cS7+h7pi7Hlow+WCZ/Lv3HV5Evr6OPDlUfrZ+W7+c/859jk9/+hmG5fENtumOjT6NvMhT5n5Yvrx3S2uVNLmzz60tERORRovr3q v+RQ1uw0vTj5y9JDyufpuTz3UdvP51Neir9uKGS9Ud/uJhdZ8OwTAdk/1Dkf1q+vHZIa5c3ubBLyzdfXyIiIo8S1b9X/Y8c2uWfffqn+/115df/PI/PnBJ+gbTPtsjXz+PPy1+1P92rj/dw/RNC7XD8vS2+ERo/1Bkflq1vGqIapc3ubCZjW+7vkRERB4lqn+v+su1k544fWdEREQ kTFT/XvWXayc9cfrOiIiISJio/r3qL9dOeuL0nREREZEwUf171V+unfTE6TsjIiIiYaL696q/XDvpidN3RkRERMJE9e9VfxERERGJENW/V/1FREREJEJU/171FxEREZEIUf171V9EREREIkT171V/EREREYmQu6n+fUG2DoPqLyIiIiKPn8ep/juGQfUXERERkcfPg1T/fcOg+t9S0hP5hSIPk6+/P5x+euv6FtO+agv7z+4eE/NSi0jgPEL13z0Mqv9Vkpabr7+Xr43kRH6hPHDSE6fvzNF5eptZ 2mQQqrYQasyDX2pD2jA/fjS4vG9P4+f/l3z/2b093ejw3s6eSGUeofp71f8+Mjpdslp+oTxw0hOn78yh+fn974 mntw8P8/sHoWoLccb8xEsdYZAjXMY0z3/2Xt7vP1fW+P7zFod3dk9uZ/dOzw0PxYNUf8f633p+fRsv+vVt4dpITuQXygMnPXH6zhyatDe8 fm48CFVbiDPmJ17qCIMc4TJeMn2pfsNGvv36cPrHj3+f/6cvCnQ3+Wh447t3em54KB6n+vuEn5tO2m8uef6zcG0kJ/ILRR4g6YnyH+3f+M6VHyZXvtQxB/khM7u0diOjP/pNVxieWpx+eTcMy+k7YygW8lDVf/PDo+p/bN6e5n8wOoTx32sjOZFfKPIASU+U/2j/xneu/DC58qWOOcgPmdmlezYy+qPfkG+/um+/zr+8Gy7R6TtjKBZyf9W/a9/+Vf+DM/rD5ZCf3+eujeTEhoWFy/88fzj59Pbv3e7S8lGmxy99+qf781x0WQqX/46v04m6bvNLvn6e+b51fS40vRA0s07Pzss3dzb1EpWmz2XdOGf 5+7TP+vXVCZvT93n18UfT5dtGLf8TmZ2LjMI02u5cGfSGdX13Y 8fuZVXr9nZCb+a46Zo4Xx4/Tz/purppa5dvnoB80OzYbT37HnV3UvtOI92IL2VjY7zTC/p59ctg7D55lB+nVaNT9Uvppcx89EXJWeXLly6cldvfbXjM1qe3 +/CS9f84enQ6bc07E2G4sjcWfUfnWz0BED1PzjpbS+99xnd2P69N pITGxYWLp/N6JjLIaNqkumLozupVntYMsglhebt6cPD9iiFB5ovLc/sQLpm4WqrC2cz+3ek2bx+XlkjPbV53PI7uXruGwZhtCC/8uilxKXtlE/4fA6dovmhvqTqSq9dvnoBC8/6Bu9easd5tPFMwUoPBE1r2bZBWL1otSNWmM2/nr5PYOnNb4VntzoCJbe+2vEZLc/v9+rlOujh6cTpt3kojs89Vf/Rvrdr/6r/kUmP9vn0T9d/vA+adrX0xIaFhcu795eZp29CmC5PG1J6Z3153XT0h4L0hYGdez i7zmzSu6rPr93b04e9ml3t8mayzDOxqp1PX6q57ED/8a89VauVXOPDRVi6pvJJJ+HP7ytv19s8biU7uXSmSz+67Pm3X/8+Fo7qbGbjl0s6Wn91ulZN+EyOnqIlQz260vvJOyxLrpel5YUX cOnXN4z2nj3P78YoteM83Xi6ZLjPHx0Ium0QNt8cSpYXZvOvpx Oy/I+Ws2e3tPbl/zsnZ9XyzaNx3MNTurDt9MsP++ahOD53U/1n06j9q/5HJi12lzvitP9Nj/lJT2xYWLh8eIo/eqiYXT68+yq9C0j3PP1LX/p32z172BW/DpR5VSM9SDRdLX1ETNtPeo5VO5++WjPavXQfClcrucaHR8r0Sp l9n1x+xFbPdM+4lezk0jjnf5Rm+ux6dgvDTk5vkktnVzvhSwb8 oCm6OtRVV3rt8sILmL9Ob/PupXacZ3cgvQaHI81m5+H+KVd4cyhZvmF8rvCLs781Wim9cvdP zqrl2y7UoQ9Px02/zLBvHoqr5L6r/yW727/qf2TSp/K/v3b9x1vR9Jif9MSGhYcuT+9BlvhCFQUAAA/SURBVHY7fbDZc47lLwIV/tU4XS193SK9s9tcLNKFmaNuClcrOZeS8SwZisuczGzn0HHL73z 55araePq0Nr0BTleunfAlA37WFK260vdsPF+plza7YbT37HnVG 2P2D9Hs84T0Ne/h6m4y5fbvcFU2/q2X5z9rXTh6MrdPzmrlm+7UIfe9o+bfplh3zwUV8kjVP9ub/tX/Q/L0gsw6au/JV9VWL7w0OX549SP28N8MoO5tNroR8O/NheL0ch8/znfLQpXWzqXVuOW7sbqdg4dt/zOL/3o7Sn3HUCbz3S6sHbCL+UWpujSxpsMXeEFzGx2w2g32fOSNDmj 0cEts39W3TAI/WE3h/3jc9Avzv5WZlP7J2fV8m0X6ui72YOmX/7CbhuKq+RBqn+3q/2r/odl6dCC9Ln16Jif9MSGhYcuL7zYzfckn8Lfyqy2f+czH26QfpJ M4WpNdmnDUFSdaaudrN3+0kea7D/T6cKi0Sx5daVs5UOHuskQ1W5882UsGe1Wl2g1Tc4onbfffn0o6 +ltv3YQjrs57B+f1eTf9lZ1dpl9KN+9JuO2bTRq9792Vw+afvk Lu20orpLHqf7d9kP/Vf/Dknmn/JCSt++ULzx0+dKaS2m1J9vOpXy1JsM7+5GdQ4ZX9wtXa7JLTa6 Xo8etavujz8n99E/348f4/SoNL2ntwNYOePlq+4e6yRDVbnz/Zdywqdrl1zmj0V+Al1pv1U4eenPYPz6rOegTfjbvXpNx2zYatf tfu6tHTL/V9bcNxVXyUNW/29j+Vf9jsvRNXtNUfaB7fuGhy8v/ctp2T/K5haMphvx5Hn9UziWjL29eXW32XFqNW9V2buqAn/S5dPrnss1nmv6xe7py7YRfyi1M0VbXy+zyJgf83ObdS8Mzmr3J j96zWzUIzW8OtSOz89fTpy4NP9d/tL4Dfi5pPv1WL+y2obhKHq36d1vav+p/TJaO9rlk6ZifdKUNCw9dXvsiTas9yWfpw4lHWXqbY6vPD5lmdH hP1Wqzv9hq3NLGsPQdW1cbt8zOFw5L7fLyd85te1VymluYouk+ tPqIzNoLmNnshtFusuclaXVGs3/xS6/o2kFotWObR2b/r6cnCr/Nd/bsMvuwf3JWLd82Gld4eGo+/VYv7LahuEoesPp31e1f9T8m08/2SbP0OT/pSvmFsx+KPLp5f7iedy/PbPySr78/3Ee32sN80g2OXlzf88mJVTv/9ff4rEeX6PKCTeFqS0PRatxmn3YuHSdw6KfO5Xd++qPVPSzZeP 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 g5oxGo7R0OHXhINTeHGpHrHxY9mynn3yr9DRLn0JTMuarA7V5f GaXr87wpRz38LR0Fjun3+qwbx6K4/Pg1b9T/c9KeuNZOmZu9lsG0zX+XkVzC/vuw0sXl2T+gt9qed91f57nW+z0y4mb7GFhps3m8kLv6mqzL37U 7vz09bZLRtd+4Wqz59J23EYfCzgalpLhnR232p3MnOnsjzbPqD RPb3VfQFM+4fNpO0U3DOnoSs/fb9qqMsv4HQwp2+Cv6m7l9oN5s9oeGiYfp/jhkGovY42XKclwzJN1Qj3k79/Dhl96vHS8JacdcnkbDKjVmd4Jgc9PA1pO/1Wz27PUByZx6/+nQN+RKQkw79u495ZRESkeUJU/87bfEUkn/QF4KXXmURERO48Uap/58M9RWTI5c++lzeT9ZMPdtjzGfYiIiI3nEDVfzmqv0iwZH625w PsRUREbjuqf6/6i4TL7Ie9fH5d/FYdERGRh4jq36v+IiIiIhIhqn+v+ouIiIhIhKj+veovIiIiIhG i+veqv4iIiIhEiOrf31f177rxdQYAACVGTVL1v+nqr/cDALBH2idV/9ut/no/AAD7Da1S9b/R6q/3AwDQyqVbqv63WP31fgAA2hrV7iNa7HBeqn/5oAEAwCGOK7GqPwAAxKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAitqn+fTX4d1R8AAA53RPUveV 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 3U5Ktd9nax+p86hgAAcAdOavLVLns7X/0BAICHofoDAEAIqj8AAISg+gMAQAiqPwAAhDBU/8HJQb2+x1St3YAAAAASUVORK5CYII=[/IMG]
Images jointes -
PRISE SOUS SIEGE OUVERTE.bmp (2.25 Mo, 0 affichage(s)) - PRISE SOUS SIEGE FERMEE.bmp (2.25 Mo, 0 affichage(s))
- - - Mis à jour - - -
Bonsoir les amis,
j'ai profité du soleil pour faire des tests aujourd'hui
la première photo représente le diag avec le connecteur sous le siège conducteur ouvert
la seconde le résultat du diag avec le connecteur sous le siège conducteur rebranché
au vu des résultats c'est bien un problème entre le calculateur et l'air bag du volant, j'ai déja remplacer le contacteur tournant l'air Bag. Pensez vous que je puise substituer par une résistance de 2.5 Ohm L'air bag du volant.
LETTRE75
[IMG]http://www.lesamisdudiag.com/image/png;******,iVBORw0KGgoAAAANSUhEUgAAA/4AAAIPCAIAAABFR5KSAAAgAElEQVR4nO3dPXLjOLsGUG3Q+/AiHMwCvIHrDfgGN3Luqs46dfg5dOiqL1A4GW+gbhriDwiQgEQJ 59RbM22aJkEQpB5JFHXoAACAe3c4HA7XbgMAAFDXP/8I/oDAMCd++eff86i/y8AAOAeif4AANAE0R8AAJog+gMAQBNSo/8B7kL6sXHtlkIZxjytMeZpTfqY/5Ub/S/38WMoLffwMOa5dcY8rTHmaU3d6H9awVU3EFY6HA6ngZ71kNAZ8 9wsY57WGPO0ZsWY/5Ub/TtHCDfodGyse0jojHlukDFPa4x5WrNuzP9aEf27v28uwK3456/DqocEY56bY8zTGmOe1qwb879WR/+uU+o2avXhYcyrGy1jXrVWxrxqrUR/pWbLQ4JqrYx51VoZ86q1Ev2Vmi0PCaq1MuZVa2XMq9ZK9Fdqtj wkqNbKmFetlTGvWivRX6nZ8pCgWitjXrVWxrxqrUR/pWbLQ4JqrYx51VoZ86q1Ev2Vmi0PCaq1MuZVa2XMq9ZK9Fdqtj wkqNbKmFetlTGvWivRX6nZ8pCgWitjXrVWxrxqrUR/pWbLQ4JqrYx51VoZ85er90N3OHSHQ/dy7Za0XaK/UrPlIUG1Vsa8aq2M+cvVw9/oP/7V199fnerx2k296xL98+swU+/Rma/e7EqdcPWW1KybfEh4/rtrPs+nf/6d/hxMfJsayR9Ti/0MZvgc/XbyiHg+dMeZRsaXNllzx91HdIa5lW7Z2MR+S+zbj+RWXaSuNuZ LDcXcfb1Yi4uaG5nhCJwbk5HZFpe5bhMiB+/4D8Nf5bYtcWDHN2puFY9/11Pn8fH3OC402e569Yc7t+MgKF9TE/DL5mdrSqU6J/fsVPfB8zM1+92Rs3NnH6fdVNPiQc/+6ah/Pp/cstfRx/nB/G48W+Br99nR8P4/rOX9pkRVbxOD/D5Bon/zy9eSn9lti3T/OzPV122Pyt64z5gkMxd1/HK2VR8UeE8TxhQorMtrjMdVsROXjHfxj+Kqtt6QM7vlFzq+ifK L6dzz83fYdj/nYrPgAiT7BPo+J56lcvf/+8+IVAq4+auy7RP78GI+kYXL62OPRvrto+bG71IaEfkO/zU8I0cHrlrB/Jk6HzIZj/YfTbwTj5DqZMnsrjS5us8VD8PRVoJkfs2/mcx9Gfpzcvpd8S+/YlmO331EZd43LYK4z5skMxd19HKnFRKUsOHyAep6Ynjvl1lXXw bv9V1sDO6r1+Sv8i8WCE9E85vqILPK9bPc9fq2pEoMiFQGVbq7 pDt2HM/xL9h9PDU9vcdQ43V20fNjf8kBC+xj/5PkDWWB1f8zC4bGA8To7zg2dxaZM1ubTv0aaNZwufh4zfgngZv Q4ab15Kv6XM8zXfqrDBOQmmSF1hzBccirn7OlLpi8oKr4NsFP/bIqffFQfvll/lDuys3gsnjt/GnHvDc6lu+Dx/laoRgeoljbYzzFyJ/vkVGUn9qx1v8zOHr4iMHwn6ep+a7TDVjHCB43c5xxdcDtb1df6 aUDjPZAMO852wuK5bqxt+SAiv7J+8+j/rhPgaLO30j0GEmlza3CoWlzZZc0sbTB/P9pqzlsXmrU4qc2uZvDLhLbPN5eqa0X/73snd1ykrWlxU1pB4/Nv4lL/N6pl1PRZfy4pf5Q7s1QdUv6L+jYWPmQ1cqhs+z1+lIrtsHIG6q YzxMrPAwTzjiYsXVM89HAxqslXj5d9vif75FRn3fd56mp95biy GF4BGLjAtspz+zDj5Sax+RSm/WlzX1ffXhrrth4Tn8x0xuMLyaTQYIhW+wHb6x+B1tfHunntHPm VpkzU5osZrGc+Wew1AvHkp/ZY1z2SrIr1Xua4w5gsOxVXXe6zZQWGlnOvC83O42PjfFjmLrjh 4t/wqd2Bn9V44sX+07XNkHxYT7xzwt277PH/5iuyycQSayxiTl72lVOSjMuMpcwuJJ58GSvTPr6yT9eJ46hNzf ySM78bwPbWccLB+B48ok4fcx8yU/tN1p8Opv2hv8UWpwfTxkj/Pl3ObddsPCcfzQTJ4B3Z8R4XXmY/kDm4NNPn4OhgPn6PxkLW0yRqsYnCBaeQKiqxz+mLzUvotZZ7FV l3poegKY77gUCzYaemLmssQcw8E/TYurmX75qw4eBMbkPjQsPiHKduYuK613XXb5/nLV/qgDQ/t05A7Bk8O35KX2U0lpcm/Sjz/Lyafey/RP7+yTtYrzmv92Xny/nHpU56nltNn9Oe05iWec/s2/55f1A3WzT8kxC9amLyf2mGUwgdvrP+eWubkcg5Tb/qnLG2y5lYx15LIlJQeizQvpd8W51l96FWu64z5UkOxYKelLyoy MicfCPqtiHweptTmZB28WQ1IfGhY/MOUbZybJ3wmM34TILlu/jx/4UoftP0OOk7Nk/5597l51k1JXN1dl+ifX1kn68mZw0/DjB8kJj/qvmKIp5yaw2tCnnJuurzi9H2DddsPCfFX/cP6GN1dMYxcj+dL6Be7+I7t5Av5KUubrMlVPIyuK0g89c9VVvP i/RafZ7FVVzqmrjzmNw7Fgp2WvqiUOcN5+ma/L/3t9s3JOnizGpD40LD4h7m9F1b4TKb/FEH+y0+3fZ6/fKUP2vHF9IOKLzOelCb/KnHJi8nn3kv0z6/IuO9fu5q7YOZ7ZigvngpXDPGUU/Nkex6DmJh4ft/+ELXLuu2HhPi1/pP1OxgDpynxEdtflREOgNf5NSYubbISx9h4tvSLtlc3b9xvi/O41r/GUNz/tf6nH59H7V+95EitOHjTGzD3q4td69+dP5MZPMnJqb2M+VupyC 4bRKDI8BssYTAlJSlNtiRlytzyH9cMnhst0T+/IuN+fN1L5Iz/OvP63+TyVwzxuXaOp3+OvoEl91r/jQ9Re60bfkhYvMPPXA125eR3rPY1dyerwZWUXebSUhqWPlv6rV pqNy+cxx1+agzF/d/h5/Tj+Iabq5ccqdyDd5B74tcjzf3qYnf4OdXgkWvVU+UdjfmbqMju GESg9AE8mDMlKa2e0lck+dx7if75NTeSJr81ZjBl8m8HE/uxGP8k1uKUlGv9F7dubmNT1nX7dcMPCYv39X+duih2fD1AH+LD 17y/R7MNxkP4msrkBRvxpU1W4qPIeLbwOvLxK5HhDdpTmpfSbynzuK 9/jaGYvq8XK31RKSNzPM/guqbEv8qqxMOtP3sPnqj31yNNPljMte1i9/U/1eDpTc6X+PZ1w+f5q9Tc7hhHoPQPAaYEj/HEdVOyNupOS/TPr8EQOY6uSItE9j6QnY6E7/MHgNM8/bns4W9ue101xFPu8PP894w/+KLKx1GD36Od4A4/uxrzKd/mGz5YHoNdFs4WCeWDVDEejeGQOGYubbK2nMHDW0TPfS1rYvNS+ i1lnkGrxnvqcIWX/LurjPmyQzFlXydW4qJSlhw/QOb+dkWb+0rvsbAl/TgMI/XkCzqRtmUN7HW9N97MxRPIfN3qef5aNdgdkQj0eb7T+weCU6R5 ml9mSlLqgtdJ38/vHRTOM5lhFpPPvZfon1+HaMW/cmLui7oGgzVrnsiUxfv6L27F5FvGk+t6mlnU1ffXhrrJh4S5u3 cPvvwy8gGs/vTX7/3xa2mDX03u7sHt2NKXNlmLIyo+/ObGZ27zUvotZZ7FVl38Kv/uWmO+7FBM2dfplbKouRnCETg5ehfPk1vOolk9Fvkmmbnnn/G2pQ/seO/FD+pT9aFwbW67yfP8FSu+dwYRKH7V2dxwSkxKKbfnjzcg3vj7L dE/v+YGzXt05n7KYEy/Tc0zeI47+Xw3ZUq39A2740tOD6MrwgcNjtwVdHy43viBdJMPCX NX9g/u8N3N3D8hHMaPM4vqgrf1H+fHQ7iE15ylTdbcKsYzTD4AdDOPE x+jpi42b7HfEudJadXF6zpjvuBQLN6ri4uaHHiDEbh4wlw35iN Vu8cW25a4wHjvLR7UXYEPeNzkef6KNbdfJs9v3cz35j6eX0c33 rkpSWkwW8o8h0P3nJZ87rpE/1uo/nXcK70Q2Gx5SFCtlTGvWitjXrVWov/uK7yWce5ZtapTHhJUa2XMq9bKmFetlei/y5p8N+2h/nrVeXlIUK1VE2N+xVUlu6pbb/Oqokxr1RQov8ua/yFL/lfTq62l4cE1VoZ86q1MuZVayX6KzVbHhJUa2XMq9bKmFetleiv 1Gx5SFCtlTGvWitjXrVWor9Ss+UhQbVWxrxqrYx51VqJ/krNlocE1VoZ86q1MuZVayX6KzVbHhJUa2XMq9bKmFetleiv1Gx 5SFCtlTGvWitjXrVWor9Ss+UhQbVWxrxqrYx51VpdIfrDDSnyk AA3xJinNcY8rblc9A9XBjehH7RZh4cxz+0y5mmNMU9r1o35X7n R37HBjToN3RUPCcY8N8qYpzXGPK1ZMeZ/ZUV/xwY37TSGsx4SjHlumjFPa4x5WpM75n/lRn+4dbkPCXDrjHlaY8zTmvQx/ys9+gMAADdN9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0R/AABogugPAABNEP0BAKAJoj8AADRB9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0R/AABogugPAABNEP0BAKAJoj8AADRB9AcAgCaI/gAA0ATRHwAAmhCL/h0AABD1zz/XCnJZxP9AQBgpVOYvlKSzyb6AwDAGv/8daUkny0t+h8OSimllFJKqbDuN/oDAAA90R8AAJog+gMAQBNEfwAAaILoDwAATRD9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaEJC9P/v93+qx/kEfTNEfwAAyHcjr/qHTz9EfwAAyJcQ/Q/7IPoDAMAGOdH/Sg0U/QEAYDvRHwAAmpAc/bu/KfyCTTscDof/+9/Ef0BAGCznOj/9y8u5P/+939OJfoDAMBmoj8AADRhVfTv6pfoDwAARYn+AADQBNEfAACaI PoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi 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 hCGvNePs1/1n+4dV58yI+tenGHcpLlfbVxsvFvGNeiHxK6ILzllvadVT04PP zm9uksXl1xqY8cLz2qzUkopddcl+neif60Kf5ic4fvp54en75/p4U36Ty+ERz4bEFnL6aafrx9/XgMOV3cYhey55eROz+qWQ3f4fBk2LNy61V0xbt5g4tvvw/Hx7I2XuelhR63u0lP7I0veuLGLC1+9v5RSSqk7qhuL/l25ChYr+tep8If0ecK0F36HV3gFy8tn3lr6Oj7+/PDwb1Jrc6dndUt/XUp4i9I+s27pisPoGqrJXw2y++T0+CcxEru039Jwo8Ilb9nYxY Vv2V9KKaXUHZXo34n+tSr8IX2e8LKTuZnDiJmylpRWlZq+rgFh Zu3fANnSFeMr6ettYJEll9rv2zdHKaWUut8S/TvRv1aFP6TPM/nVvONKXMvx8fD2e3khkeXkTl/dLbW7otQGVurSUhubO10ppZRqqW4s+h82X+s/VaJ/nQp/mJwhvFakf6k7cekpa5m7Hc3k/KWmr+6W8fSCXVFqA+t1aamNzZ2ulFJKtVS3F/1PJfrfQIU/TM4weYefxb9KXEt49fyhOzz8e3h/H17anrKc3OmrGzyeXqorSm1g1S4ttbG505VSSqmWSvTvRP9aFf 4wOUN4P5b+5i3hDdrHN39MX0t4m8jwY6Nz85eavrrB/b/6z6eW6opSG1i1S0ttbO50pZRSqqW61ehftET/Sv0a/DD+bfjB1uevn+nhHR7H3/OVvpZrTV/X4Mn72JTqilIbWLXrrrXflVJKqZZK9O9E/2r9Gvww+NXgfu3h7WgGX+Y6XuzL59kt2+dmnpweWXj4MdO+PZH 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 opZRSqqUS/SeJ/koppZRS6t5qb9F/D8KnH6K/UkoppZS6k9pb9K/9+d1Eor9SSimllLq32m30r9iMWANFf6WUUkopdacl+p83UPRXS imllFJ3WvuM/t3fFF6xMcOmHQ6HQ/+tXqK/UkrdZh0ff354+bx+e5RSak+12+jf597LGHyhr+ivlFK3We/vPz9cvTFKKbWzEv1F/z1V+EN8olJ3Uy+fZz8/Hg9diWGftYTtq7vWwsf18O+ff/1+q7uiC2+XqlrhD1dvjFI1a/R/wLdIPrXrzDcRN6CD3+IT1R3XOEPV29M7Xo8Tkwt0glZS6ja51U XPqiP1z/ev6qvq5LbpeqXeEPV2nA8XH4KsCp3n4fjo/7auoOW6JySvTvRP+L9PH5zymzxSeqO67wh6s3pmr9fvv54fF49 gC/vROyllC1zy+5LU/ff/41SEs1qmqn7aRa2MY9bOnb74U53n7vpamLnbaf5l299toVon8n +lev/nW4vj5eZ3ZF8EN8orrjCn+4emOq1vPXzw/fT4U7IWsJVfv8wttysdpnq2zjzW3p68fZz+/vf564hi8NHHb5mLjz5l299toVon8n+levMN+cau69+PCH+ESl7 qDCH9J/tX3hG2eu2pLLN++K27X/amEbr7ulg7f+xjP0VwFdvYt23pM7rL12hejfif51K7zRXliTb8 eHP8QnKnUHFf6Q/qvtC984c9WWXL55V9yu/VcL23jdLQ1/GLz119frx+H14/pdtPOe3GHttStE/070r1uDtyz7mrz5RvjDiomJ07+ez358PP454c5NH9T4+qWHfw9 fz0nbkjj982V6nkiFNzQ81cvnxPOr8RWl4SWkqxs/2S2HqQ+opcw2uZZw4tfzz11cInsqUsfHn4vCxzWetqLf4o2MNC 7SCeO9nNiYcEQdusP7e2zmxT07OeAjtWVb4ote0c65btnYwyn9 kLjwcGQOro0Mt/Hpe2ubVw/RxO1NP8qKdHu8eYtnyPSemdsjp8o6OsI/T/8OisktDSfOPYJkdcKKPo+3O3Hrij9I5R5QWXt2rtuLdEW1Ev07 0b9uhUddeN4ZHGZ/dkXww4qJidMna3C1ZV+D5Bp5JItEli0tTOnkybvEDP78+Hj2YD aoxAvN56ZHGhDOmTjb4sTJSv9Y5/fTwhzhT6v7Ld7IxbWv6ITBhPjMgxcR55aTPuAjtWVbEmdbd2DG uz2rh3P7IbLwSBwJL57sQ8zqNk9WyhBN2d6so6xIt0f+JOUMmd 4zfW0/OsJb+sx9BG5cWe1f3Qkr+jze7sXtqvQglXtAdSXOJxu7onKJ/p3oX7HCq30e/j1052ef8Zk0/GHFxMTph78vM48/hDCeHiak8DR9et108EZB+JLAxhZOzjNZ4Unq6ftwfDxr1eRsp4 +RRZ6JZTU+fJHm1IDu/N2erNlS9ni/CXN7Kl7hIPz9NnFPvbnuzeq3lEbOrXTuV6eWv378eRQcpKvIwk 9bOph/cbhmDfhIld2W8fJXH5jjxRZs1bjSFx5O78+Tg4sni4yKLUM0ZW NPtXiUFen2uemJZ8jcnilydIS9lP7W5eSWzs29uhNW9/nczItV70EqnLh4QBU8n6zuisol+neif8UKg93pvBnmv/E1P+EPKyYmTu+f3A8eYCan95+7Cg/+sOXhe3zhO7ZbWnhIfgUo8npGeHloOFv4ABa+1xGuMavx4es0g +aFbUicLWWP94+R4U6Z/IRcvMcWV7ql31IaOdfP8V+FNX52PbmEvpHjQ3JudbkDPlJlt2X wV1sOzEPCgbauVYk1t/BwgPVXZ83tu9Vt3jhEI5V1lJXq9snpiWfI3J4pdXSs697JvxrM FA7sdZ2wus/XbVTVB6n0A6rs+WRdV9Qv0b8T/StW+CT+8+XQnR8/42t+wh9WTKw6PTx3zDU7fIjassb0l38S3y8OZwtfsQhPc6uft4 QTI1fdJM6WspaU/kzpitOYjCynar/FG5++XVkLD5/WhgfgeObcAb+ihRu3ZV07wzkSD7QVrUqvyYVMJs7wFeLFV5Rz2 1x2G7OOsqqbkH5FTdZiSx0d67p38q/CiYOBXakTUlqSvlFVT7bpB1TZ88m6rqhfon8n+tequZdtwld/U76kMH1i1enx69TrtTBekc6cm23wq/5fq5+3DHrm7fd0okqcbW4tpfotbMbicqr2W7zxc786Psa+/Wf1SscTcwd8pOpty4p2Lja+SKvmKn3hg0tBJt+KLNjmgtvYZR5 lVTch8QyZu9hSR8e67p38q8iiKnXCipZEqvbJNvGAKns+WdcV9 Uv070T/WjX39nT4rHpwzU/4w4qJVacnbnbxlsQr8a8is21vfOS2BuGdZBJnK9KkFV2RtdJSj cxd/tyNULavdDwxqTc39HmRbVnRznjjS7VqsrIWHs78+nEWiwfHS71 RsWIb1y3tkgO7SJsTO2JxlviH37KaGllvpU7Y3ueJjcxay9z0x AMqsbmJG7uuK+qX6N+J/rUq8hn5vlI+uJM+ser0uTnnqlRL1q0lfbYi3Tt5y86++lf3E2c r0qQi+6V2v2Utf3Cf3Id/D+/vw8+rFNzS3I7N6vNS27KinZH5C7ZqXLkLH7xrOpcRq46KFd27Y mkXHthF2ryuW8ZV6Q4/iZu2sRPKdk5u+3ObmnhA5TY+Pv+6rqhfon8n+lepuW/yGlfWDd3jE6tOT3/PtGxL4rWHC376+noe3sTjVIMvb16cbXItpfotazm7uuAnfC4dv l22eqXh29zjmXMHfFafl9qWFe2MLKpgq8aVu/DuMH2YDD48WnxUbNnGdUurugmVrnUpdXSET3sK3td/ML8Lfk6VckAVPJ+s7or6Jfp3on+Vit+MYu6an3CmFROrTs99ea ZUS+I1d1viQc196q7U7YnGNbi8J2u2yT8s1W9hzvHDTB4AABuC SURBVJj7AqOL9Vuk8Yndkjs9/TNz616PnKxK27KunVl9vrpV6euNLGTyXbJwHBZsc5Ft7CvrKKv a1MQzZO5iKx0did/mm9WN9TphRUsidYEHqZQDquD5ZHVX1K97i/6relf0r1Dje/uENXefn3Cm+MTJ2yEPDuyznbx5emThp3r5PDs7l2phvMIFDl5c 33Jzz6zGv3wOVz3YotNLNYmzzXVFqX6bfNo5d3VB1fvNxRs/tViC1MWnt7y3AEfqUrbsq6dWX2+ulUpnZDS+ME3HI1vGlOqzUW 2sa+soyx3E7LOTolnyNweKHh0hNegT94UqO/MeJMi7UnvhCIPW/GemauqD1J9LR5QBc8nq7uifon+nehfviK3ZO5r8m21cI6f/TM1MTwdPH9N3x3ibCeXmD74CrDTQ9pg1cVbuFjhGfD0XS3fTz8 T+9nCJ2Onby6LfFtKVuPDOftv5BmsLn22rGGwot/GX84y/vxx+FNWv+U2MtL48a/Cl6NOr34NLpKOLPzl83B8PJs/5fbtWQM+Utu3ZTx/WFntjPT5lh5e7ITchZ9qcNyNvyO2VJvX9fxcZR1luZuQe2pNPE Pm9kypo6MbfS6uf7I06Id4k+bamdUJRR621o2ZruaDVF+LB1Tu no2vbnVXVK77if7d38rvBtG/dKV89czky0LhHD/7Z2piymcJznZyoenxzy6Hz3NKtXCxBq+lza0iPtvgjeasxke+e v0QnK8TZ5vrioL9FrmH4Hg5Wf2W28hI48e/irckvvDVLU8f8JHavi2DKDmeJ72dkT7f0sOLnZC78Mm/Gl98XKrNq3t+rtKPstxNyD21Jp4hc3umK3R0nCp8QJysubvQpL QzvROKPGytHjP1HqTmVjF3NX+R88mWrqhcdxL9O9F/VxUeNnNXy01+v2A4x8/+mZrYHc5etDjV4DA728mFpneHw9fzdIodfzlxkRYm1viB9vRC7 +Jsky975DZ+/CrdqQZ7P3G2ybWU7bfBzQQH3ZLSvZP9ltvIyEonf7V6RIX1eMz 76pn0AT9X27dlshnjj4+ntDOyii09nNIPuZt8qv50Ov4OxIJt3 tLzc5V+lOX2zIqeXDxDruiZyc45VfrREW7UZOIc3Mt1rknxdiZ 2Qm7fzk1fPWYmG1nkQaqvxQMqa88urm5LV1Srm4/+XVpFFyL6K9V89f/awXlZqfus/l+OMqWuV6J/J/or1XqF70HNvcKklNpSjjKl9lE3HP0TQ3/CEwDRX6mW6vSG7+ljZN3olg4b72GvlOocZUrtt244+p9qMd8np H/RX6mWKvK7jbfoVkqdKvI7R5lSVy3RvxP9lWqrJu898vQ9+306S qnccpQptde6+eh/qsWrekR/pZRSSinVeN1J9D+kfaJ3Zh7RXymllFJK3X+J/p3or5RSSimlWqj7if6nSoz+gy+lEP2VUkoppdTd171F/8W69eh/OAz3GQAApBgkSdF/19Ff7gcAYIswT4r++43+cj8AANv1qVL032n0l/sBACjllC1F/z1Gf7kfAICyBrG7Rort1yX6p3caAABUUS/Ebor+Kbftv8voDwAAt0f0BwCAJoj+AADQBNEfAACaUCT6b3kCM LME0R8AAIrafoefUtH/IPoDAEA9oj8AADShyH3916X/6F+J/gAAUFTZ6J/4BCBhftEfAACKKvhtvt2qmlma6A8AAEWJ/gAA0ISC0T83/UcvChL9AQCgqLLRv1yJ/gAAUJToDwAATRD9AQCgCaI/AAA0QfQHAIAmiP4AANAE0R8AAJog+gMAQBNEfwAAaILoDwAATR D9AQCgCaI/AAA0oWD07+YrMpvoDwAAl1Aj+ifOEJ1f9AcAgKJEfwAAaILoDw AATbjAtf6Ls4n+AABQ3SVf9c+ZX/QHAICiRH8AAGiCa/0BAKAJl3/V3339AQDgCkR/AABoQsHoX7REfwAAKEr0BwCAJqyK/pch+gMAQDmiPwAANCEn+g8See3qVyf6AwDAZsnR/5Khf/wEQPQHAIBtRH8AAGhCTvS/LtEfAAA2SIj+v379+u/3fyK/vTDRHwAA8iVE/53k/r4Zoj8AAOQT/QEAoAlpF/xcXfj0Q/QHAIB8PuYLAABNyIn+V2qg6A8AANuJ/gAA0ITk6N/9TeEXbNrhcDj03+ol+gMAwAY50f/vX1zI4At9RX8AANhA9AcAgCasiv5d/RL9AQCgKNEfAACaIPoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi C6A8AAE0Q/QEAoAmiPwAANGFL9O8SSvQHAIBdqBr9veoPAAB7US/6u+AHAAB2pFL0d60/AADsi1f9AQCgCa71BwCAJrjDDwAANKF29F+b/kV/AAAoqkj0r3Ddv+gPAABFbY/+dS79F/0BAKCojdF/ENnLpX/RHwAAitoS/SerUPoX/QEAoKji0T/lCYDoDwAAl1Yp+m9O/6I/AAAUVS/6b0v/oj8AABRVNfpvuPRf9AcAgKJqR/+16V/0BwCAoi4Q/Velf9EfAACKukz0z0/oj8AABR1seifmf5FfwAAKOqS0T/lCYDoDwAAVVw++sfTv+gPAABVXCX6z6V/F/wAAEAt14r+4/R/EP0BAKCeK0b/w2zuF/0BAKC060b/+RL9AQCgKNEfAACaIPoDAEATRH8AAGiC6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaIPoDAEATRH8AAGi C6A8AAE0Q/QEAoAmiPwAANEH0BwCAJoj+AADQBNEfAACaUCr6d9GKzyP6AwB AdTWif8rr+qI/AABc1FWif8Kcoj8AABQl+gMAQBNqX+sv+gMAwC5c+FX/5HcGRH8AAChK9AcAgCaI/gAA0ATRHwAAmiD6AwBAE0pF/9Il+gMAQFGiPwAANGFV9L8M0R8AAMoR/QEAoAk50X+QyGtXvzrRHwAANkuO/pcM/eMnAPuK/lXe5AAAgKqvX4v+qzqt8l4BAKA9u4r+17Wv6N/FwAAtjscDqeMW3Udi9H/169f/3+T+S3F7aX6N9J/wAAlHD4G8qvHv13kvv7Zuwo+nfSPwAA2xyCRC76n+w0+nfnews AANINkuTVo/8ehE8/+m7ZS/T/559/6q0LAIA7Nn4mUHFlPua7qtNEfwAACthn9K/YhuU2iv4AANwj0X/URtEfAIB7JPqH+m/1Ev0BALg3O4/+5a7eXzD4Ql/RHwCAeyP6i/4AADRh/9G/q1+i/64djz876+Xl2q0BALhZor/ov3fv7z87CwCA1UR/0X/vHh7+7Knfv2fneXk526ePjxdsHwDAjRD9Rf9aIn3+8NB9fiYt5 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 LrwT/QGg6zrRX/SvZ130Dy87mZs5jJi5ka5UxC8S/XthZu3fANnSFeMr6ettYJEll9rvxfcXANwT0b8T/StJCVvjeSa/mndciWs5Hru3t+WFRJZTPEqmL7BsV5TawEpdWmpji+8vALgnon 8n+leyGLbCa0X6l7oT91rKWuZuR1MkMq6OkukLLNgVpTawXpeW 2tji+wsA7ono34n+lSyGrck7/ORGtLn5w6vnD4fu4aF7fx9e2p6ynOJRMn2Bpbpi3YaMp1ft0lI bW3x/AcA9Ef070b+SxbAV3o+lv3lLeIP28c0f09cS3iYy/Nhoqci4OkouLrD/fGqprli3IePpVbu01MaK/gAQIfqL/rXEw1b4wdbn55/p4R0ex9/zlb6Wa01f1+DJ+9iU6opSG1i166613wGgKaK/6F9LJGwN7tce3o5m8GWuYy8vZ7dsz4p6kYWHHzPt2xOZf3WUnP zD8P42ffAt1RXx36ZPz+3SUrsma2OL7y8AuCeifyf6VzKX8MJL Ow5TL/EOvmfqdG3J4MYy8bV0568in15HH1yqPpg/DN/Pz9P3sYkvf0W3nL6hNmzY4G70Rboi/tv06bldmju9yMYW318AcE9E/070rySl88e3nz8JLysfV8r93QcfP52sUHi7oZT5B29cTM6zolv GHbK9K+K/TZ+e26W504tsbPH9BQD3RPTvRP9K4hnu83Phz7++hu8PnCr8gG kXzZHf38O7xQ/y38b5xy0MP7SQ2y2Pj7NPhLZ3ReS3WdOzuih3epGNLb6/AOCe3HD076YqIeiPS/TncuLBFwCgHtFf9OeiRH8A4FpuNfpP5v61zwFEfy5H9AcAruX2 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 tMMJ7O++KG4v+22vwZED0r+14nD5LDi5hPBH9aYrof12iP+sUi f7h3w7e9Ou9vnavrxsbezlGeG/nXSH6i/51Dd647Ov374mZ06P/3HGVMv3r6+zHx8c/p9256QPj65ceHrqvr6RtSZz++Zl91gg/bXaql5eJ51fj60rDC0lXN76b6pbD1MfUUmZb3ONfX93Dw/Keijgeu6en6ZE52ecr+i3eyLlV92ufbM94Lyc2JhxRh0P3/h6beSBxwC+qN0QTx8P39/SHqtPHeXyQRDYwsrsHi9rb6SW3nwcNCI+ywXWe4ZY+Pa3phNWH Q8r0RKv/PNzGyK0vUlaXsnMXj76Nx0L6CI8o/vBUdfjNdXuRrqjtZqJ/YrcudHrwj2Cxon9F4bEXnn0GB9vJ4nktPjFx+mQNrrnsaxBNIn lxcJIq1cIUKYHmeDx72B5U4oXmc9MjDQjnTJxtcWLKnor4/l5YVGh1v8Ububj2FZ0wEJ958FLi3HLSB3xc1SGaMh6ydnru9MU NTFz1Dk8vuf08WHgkYIUXgoaxbF0nLG7ain2aYvWfh58TmPvwW +LqFnsg5ejbeCxk7YuxSg9PVxx+q7viMpqL/lMfGxD9awmv9nl46Lrzc9A4q6Wfkracpw5/X2YefwhhPD1MSOHJ+vS66eCNgvCFgY0tTD9ThKeqp6fueDxr1e Rspw+TRZ6JZTU+fKnm1IDu/N2erNnm1jLoltMmzO2puHAQ/v698HG91f2W0sjIjp781anlr69/HgsHcTay8NOWDuZfHK5ZAz6i9hBN6erBTu9Gn7Bc7PzI9MQNjO zu3N7e0vJ4Mwa2D+lwSn/OH1wIuq4TVh8OKdMTrf7zcECmv2k5ubr4zt04OLOmr+6Neg9P9 YZfvNs3jqvabib6V7rs53DoRP96wmB3OhGH+W98zU/62WTLeap/ij94qJic3n/6KjwFhC0P3+kL37fd0sJD8utAkVc1wotEw9nCR8Qw/YRrzGp8+GrNQNiGxNnm1hJO7B8pw50y+Tm5sbmumFzpln5LaWT k4SHxkWP87HpyCX0jx4fk3OpyB/ycCwzRxa7O2um50xM3MLLYbq+nl67EkA73YH+l2eQ43D7kEg+H lOmJVv/5uj+c/KvIzt0+OLOmr9uoqg9P9YZf/JjaOK5qE/070b+e8Kn852fXnR9F42t+0s8mRc5TWdPDM8hcs8MHmy1rTH8R KPFd43C28HWL8GS3OliEEyNX3STOlrKWxZkjwq44jcnIcqr2W7 zx6duVtfDwaW14AG4f8HP2MESzdvqWhccjdWSf7vP0snFFJ5PP E8LXvPvdXWTIFTwGU6z+83V/OPlXkZ27fXBmTV+3UVWP/XrDL35MbRxXtTUX/Q8TJfpXMfcCTPjqb8pXFWadYupNj1+nXq+FcZHOnJttYPGkttj IQc+8vU1ni8TZ5tZSqt/CZiwup2q/xRs/96vjMfYdQKtXun3Az9nDEJ1beJGuS9zAyGK7vZ5eSq1ocHHL5N uqKzqhq3Y4bO+fSn+YNRi6EoMza/q6jap9mq00/OIbu3Fc1XYD0b9+if5VzF1aED63Hlzzk36AFTlPZU1PHE7FWxK X+FeR2bY3PnJzg/BOMomzFWnSiq7IWmmpRuYuf+6WJttXun3Az9nDEC21X3IHybpt TOntgiNtXZuzpofj9vX1LKyHx35uJ9Q7HLb3z6L4x96yVpd77K QvOXf6ut7IbX9uUysNv/jGbhxXtYn+nehfSeST8n2lfHynyMG/fXrukVyqJevWkj5bke6dvGVnX/2r+4mzFWlSbldkrbRUI7OWP7hP7sND9/4+/LxKwS1dNyDH9jBES+2X3EGycRtXLKrUYVJ2RYN3gOdSb1Yjqx4 O6Vb/eaU7/Kxu3oWPhcRGFjmcawy/xfk3jqvaRP9O9K9h7pu8xpV1Q/f4xKrT0985LduSuD1cTdH7+hreKudUgy9vXpytyB6fk7WcXV3w Ez6XDt8uW73S8M3u7QN+zh6GaKn9sjhIVl/ws8/TS8EVTR7yg8/sZnVC8cMht2c2/nn41KXgff0HXPBzUnz4xVe3+NurE/070b+Guat9Tuau+Uk/mxQ5T2VNz32RplRL4uZuTjww9zHHUvcPGRtc3pM1W5E9PidMDH PfsdWr3W+Rxid2S+709E/OrXtVcmwPQzRsQ6lbZOZuYGSx3V5PLwVXNPmOX7iju8xOKNWw1 T2z/c/Dv038Nt/J1UXasH1wZk1f1xsXeHgqPvwWN3bjuKpN9O9E/xrG9/YJzd3nJ/1sMnlT5MHhHdo+PbLwk5eXs3N0qRbGhQscvLi+5c6JWY1/eRmuerBFpxdsEmeb64pS/Tb5tHPuOoGqd52LN378q8UWpiw8veW5A35OpSGatdWTV/cO7tgdyhr/iRsYaXNk4b2rnF4if7hiRYPvbBrfqyerE3IPh9weS7Tlz8Nr0C fvXNQP/vjqEsdVfHAWGVHreqPqw1Ov7PBb3NiN46o20b8T/YuL3Fy5N/nmWvrZJDwpPD9P3+chVGT64CvATsFxsOriLVwUngdP39jy/f0zsRc+GTt9c1nkO1OyGh/O2X+3zmB16bPNdUWpfht/Rcv488ehrH4rNfwmfxW+KHV6DWxwuXNk4S8v3fF4Nn/KNwxkDfiIGkM0q0sH1x9+fU28ChjKPXgTN3C8B0P7PL0UHNKDF k5+G3R6J+QeDrk9trF/Eg0+Ede/GDHYlvjq4m1IHJxFRlR8hCf2Q9mHp17Z4TfXA9u74jJE/070Ly5+tc/J5Iuv6ee1lM8ShEpNj392OXyeU6qFiwavWM+tIj7b4O3mrMZHv oD9EJy1E2eb64qC/Ra5G+B4OVn9VmqYTf4q3pL4wle3PH3AR9QYorldmrXTcw/exA0cPO0cz7DD00vuAiMrGvTS3OXUiZ2Qezjk9lh6t2xZTjf6V ulxzd2FJj6xlzg4i4yoxRE+p97D09wqNg6/uR7Y3hWXIfp3on9x4cEzd83c5LcMZp3XwpcuThV5B7/U9K7rvr6mU+z4y4mLtDDRONmcXuhdnG3yxY/cxo9fb5vc+4mzZQ2Ddf02uC3goFvGEvut4DCb/NXqERXW42PeF9CkD/i4skN0RZcOdnr8/f2srk7fwHFnjj8Ev6vTS8Eh3QUPDePvcwwldkLuPlqxT+fMHVw rergbvf/Z1+Cux92q6H+SMjiLjKjFER5R6eGpV3b4La5uS1fUJvp3oj+ww 7MzABQn+ov+0LrwBeC515kA4A6I/qI/tOX0tu/pw2Td6MYOW+5hDwA7J/qL/tCWyNlgyw3sAWD/bjX6d/MVmU30ByZv9vL0NPutOgBwN24++ifOEJ1f9AcA4P6J/qI/AABNEP1FfwAAmnDz0T9+Nb9r/QEA4OTmo39rr/ofgk4EAIB0gyQp+u86+sv9AABsEeZJ0X+/0V/uBwBguz5V3k/0v7Nr/eV+AABKOWVL0X+P0V/uBwCgrEHsrpFi+3Vtjf5F6waiPwAAFFcvxIr+AADQhlXR/zJEfwAAKEf0BwCAJuRE/z6LX7hEfwAA2Cw5+l8r94v+AABQgugPAABNSI7+Vyf6AwDABgn R/9evX/9/k/ktxcm+gMAQL6E6L+T3N83Q/QHAIB8oj8AADQh7YKfqwuffoj+AACQz8d8AQCgCTnR/0oNFP0BAGA70R8AAJqQHP27vyn8gk07HA4HX+kFAAAl5ET/v39xIb7NFwAAyhH9AQCgCauif1e/RH8AAChK9AcAgCaI/gAA0ATRHwAAmnCB6N8duk70BwCA67rYq/6Z6V/0BwCAompH/zX+0V/AACo4JLX+uc8DRD9AQCgqKrRf+1L/qI/AACU5mO+AADQBNf6AwBAEy55wY9r/QEA4GrqRf/JoJ+c/kV/AAAo6sLRPzn9i/4AAFBUpegfz/cJ6V/0BwCAoi7wMd++cv5Q9AcAgKJqf8y3m/q36A8AAJdW9Vr/cdb3MV8AALiOy1/rn/byv+gPAABFlY3+6Zf1L80m+gMAQFHFo3/y1fzx9C/6AwBAUZe8w0/pj/n+P4UKZC1i2kmdAAAAAElFTkSuQmCC[/IMG]
[IMG]http://www.lesamisdudiag.com/image/png;******,iVBORw0KGgoAAAANSUhEUgAAA/4AAAJuCAIAAACG705tAAAgAElEQVR4nO3dPXLbyroFUEzQ89Ag HHgAmsDzBPyCFzl3lTKnDq9Dh6q6gcKT4QU8glv4aXQDDYLkt1 btOseEIBBsNslNCiS7vu/7vn8BAAAe0ZcvX758+dJ1Xaf6AwDAA1P9AQAgBNUfAABCKK3+H TyE8tvG2XsKbZjzRGPOE035nH+prf493K3am4c5z70z54nGnCe aY6v/5QxOvYCwUdd1l4le9ZDQm/PcLXOeaMx5otkw519qq3/vFsIdutw2tj0k9OY8d8icJxpznmi2zfmXDdW/f/jAtyLL++6TQ8J5jx3x5wnGnOeaLbN+ZfN1b/vRe4jm28e5rzcacx5iRZzXqJF9RdZjIcEiRZzXqLFnJdoUf1FF uMhQaLFnJdoMeclWlR/kcV4SJBoMeclWsx5iRbVX2QxHhIkWsx5iRZzXqJF9RdZjIcEiR ZzXqLFnJdoUf1FFuMhQaLFnJdoMeclWlR/kcV4SJBoMeclWsx5iRbVX2QxHhIkWsx5iRZzXqJF9RdZjIcEiR ZzXqLFnL9efnR91/Vd1389e09iR/UXWYyHBIkWc16ixZy/Xj69V/pj/68/+iSp7N39aGj+tenW8iP7Mqn7/ZBg3D6nhyZu3xIeH6/an5/XP77fflzsvD73Ez+NbfZ38kKvyc/nb1FPHf928JO5rc2m6Xb3a/sCktnuufCFo5b4dj+Kt6rq+S0Od9qKtZe16tZ3dTSzExn4NKcz Ky2us1tFyFz453+Yvqj2n0rnNj5C7V0Fk/v/7zcf2hPtYUx7u8nz8xS1f9bAVK82t5GvxZuKLlmKj+9cnf8f1a WPn03d55YQuXP1bu8iHh7f2q+fRx+fByy1DHn5an8XSz35Kffl ueD9O81m9tNpmzeFpeYfYcZ3+9fPdKxq1wbD8vr/b5utPmPefM+YZTsfa6zqdkU/lHhOk6aUPKrLa6zW2XInPjnf5i+qOqfSuf2PkLtXQWwxPF7x/XX1p+g3P+fpOfAJkn2JdZ8Tz3o6/vv978QKDNt5qHjupfn9FMeksOX1ud+neX2Debe31IGCbkj+Ula Ru4vHI2zOTZ0vkpWf/T5KejefKaLJm9K89vbTbTqfhzrtDMztjvH9d8m/x6+e6VjFvh2H5NVvs5d6HOOBz2hDnfdirWXteZFG6qZMvpA8TT 3PLCOb8tVTfe/T+qmthVozcsGV4kHs2Q4SnHn+wGP+Ze7+fPyhEVKHMgUNu9lb7 rd8z5F9V/vDy9a1s6zuHuEvtmc8cPCelr/LN/B6iaq9NjHkaHDUznydvy5Fnd2mxmt/Y6uWjT1dLnIdM/QXydvA6a372ScStZ58/yXqU7XNNgmuSEOd9wKtZe15mUb6qqvI66Uf53m9z9brjx7vlR7 cSuGr104fTPmEt/8FzLHd/Pn5IjKtBxTSN2h1mK6l+fzEwaXu34vrxy+orI9JFgyI+51bq53 Ug3OP0r5/SAy9F5/fn4mlC6zuwOdMuDsHpe95Y7fkhIj+yfPfq/6g7xW7K1yz9GFWp2a0tnsbq12SxtbbR8utq3mnNZ3b3NTWXpXG aPTPheuc/tcmb133/t1F7XJWe0uqmqKfH0vvMlv1s1MttGLH8uG35UO7E336CGMxr+s PBr4QKu5Y7v509J5iqbVqB+rmN8XdjgaJ3pwtUDqpceDkaZ3av p9h83qn99MvN+6Fufl1demovpAaCZA0ybbGe4Z5x9J9ZwRiU/Wj2v06+vHbnvh4Tnj1fE6AjLz5PJkEn6AtvlH6PX1aZX99Jf5E u2NpvZGTU9l+lqtccA5HevZNyq1pndq8zoHZwT5nzDqbjpeI8t V1Cakvu69P453Wz+d5vci2648e75Ue3Erhq9dOHwaDv0yKEsFn 5ywHvu+37++slcZdMKtNQxZg97K0nmrTLTJUsbyTefAFH961N1 Z706n4bGPNwSpp/G8Dq3nXSyviaPKLM3uV8LS4Z3111uTsNBe6svSo2WT7f8++N27 jP3/ZDw9nGSjP4CO/1EhW8Lb8kdfTTQ7OPraD78nsyHqq3NZnQWowNMM0dQVN2nr+5e ybiVrLO6Vyc9FJ0w5xtOxYaDVr6ppQ6x9EAwXMbVc9l/cTbceAt3oPChYfUXSy5j4XltHa77vp+/fsonbXrTvky5t+TJ4ffibfZzTWn2twrv/1ebz6NH9a9P1Z31hvu14d559vPjypc8z21n6OjPZbtXeJ877PP P5U3dYe7+ISF/0MLs56l1kxY++sP6z7ltzm6nm/ujf8nWZrN0Fkt7kllSMmKZ3SsZt9V1Nt/0Ds45c77VVGw4aOWbyszM2QeC4VJk3g/T6uJU3XirdqDwoWH1F0su49I66TOZ6R8BinP39/NXTvmkHa6gt7l1yt/vvrTOtiWFZ/fQUf3rU3VnPbty+m6Y6YPE7FvdN0zxkrvm9JiQzzUfurzh7vsO c98PCflX/dP8mny6Ylq5nj5uYdjs6l9sZ1/IL9nabGbP4tPkuILCu/6lVO1eftzy66zu1Um3qZPn/M6p2HDQyjdVsma6zrDbP9Z+d/FqbrxVu1A4UPD6i/Wjl6a9JnM8C6C+pef7vt+/vopn7TTg+lHyW8z35Rmf6twy6vN59Gj+tcnM++H166WDph5XZj Kq3eFG6Z4yV3z7P48JTWx8P59/0PUTea+HxLyx/rP5mcyBy5L8jN2OCojnQDfls+xcGuzKZxj09XKD9revHvTcVtd x7H+R0zF2z/W/3LyebL/m7ecyYYbb/kOLP3oasf69x+fyYye5NTkVub8vSRzlY0qUGb6jbYwWlLSlGb3 pGTJ0vaftkyeO43qX5/MvJ8e95K5x/+28Prf7PY3TPGl/Zwu/z35BpbaY/13PkTdau74IWH1E36WMroqZ79jdcjSJ1mNjqTsK7dWsmPlq5V/VMvRu5eu4xN+jpiKt/8JP5eT0w/c3LzlTGpvvKPekz8eaelHV/uEn0tGj1ybnirf0Jy/i2SujlEFKp/AozVLmtLmJUMyzefRo/rXZ2kmzX5rzGjJ7O+OFg5zMf9OrNUlJcf6r166pQtbcl73nzt+ SFj9XP9vcwfFTo8HGEp8+pr362S10XxIX1OZPWAjv7XZFD6KTF dLjyOfvhKZfkB7ye6VjFvJOj7X/4ipWH5dr6Z8UyUzc7rO6Limwt+qSuHNbbj3Hj1RH45Hmn2wWNq 3q32u/yWjpzc1X+I75I7v50/J0tUxrUDlbwIsKR7ThduWVF2oB43qX5/RFHmbHJGWqexDIbvcEl4/PgBc1hnuyz6997Zvm6Z4ySf8PL/f44++qPJpssM/soPgE35uas6XfJtv+mD5llxl6WqZUj5qFdPZmE6Jt8qtzWbPPX j6EdFLX8tauHsl41ayzmivptdUd8JL/v0pc77tVCy5rgtTuKmSLedvIEu/u2Gfh5SPWLonwzxMK/XsCzqZfaua2NtGb3oxV+9AlnOv9/NnZXR1ZCrQ749X+vBAcKk0n5e3WdKU+uR10h8fPzsoXWe2w6w2 n0eP6l+fLpv8V04sfVHXaLJWrZNZsvq5/quXYvZPxrPn9XlhU6dfXztylw8JS5/ePfryy8wbsIa7v+Han76WNvrR7NU9+ji28q3NZnVG5aff0vys3 b2ScStZZ3Wvrn6Uf3/WnG87FUuu6/KUbGpphXQGzs7e1fvJPfeiVSOW+SaZpeef+X0rn9j50cvfqC8Z SuHW3naX9/MnJn/tjCpQ/qizpelU2JRKPp4/vwP5nX/cqP71WZo0P7IrD0tGc/r73Dqj57izz3dLlvRr37A7PeS0mxwRPtrhzKeCTm+ud35DusuH hKUj+0ef8N0vfH5COo2fFjbVJ3/Wf1qeD+kWvtVsbTZLZzFdYfYBoF94nPg12dXV3Vsdt8J1Svbq6 jlnzjecis1HdXVTsxNvNANX7zC3zflMjh6x1X0r3GB+9FZv1H2 DN3jc5f38iVm6Xmbv3/qF7819+ngc3fTKLWlKo9VK1um6/rms+Tx0VP97yPA67kkvBIaNhwSJFnNeosWcl2hR/W8+6bGMS8+q5Zh4SJBoMeclWsx5iRbV/yYz+9e0T8efr3yMhwSJlhBzfsNRJTeVe9/G0uIOS+SRPW/yUy/8KX+y8llfzwkSLSY8xIt5rxEi+ovshgPCRIt5rxEizkv0aL6iy zGQ4JEizkv0WLOS7So/iKL8ZAg0WLOS7SY8xItqr/IYjwkSLSY8xIt5rxEi+ovshgPCRIt5rxEizkv0aL6iyzGQ4JEi zkv0WLOS7So/iKL8ZAg0WLOS7SY8xItJ1R/uCNNHhLgjpjzRGPOE831qn96ZnAXhklbdfMw57lf5jzRmPNEs2 3Ov9RWf7cN7tRl6m54SDDnuVPmPNGY80SzYc6/VFV/tw3u2mUOVz0kmPPcNXOeaMx5oqmd8y+11R/uXe1DAtw7c55ozHmiKZ/zL+XVHwAAuGuqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAiqPwAAhJCr/j0AAJD15cuXk5p8NdUfAAA2upTpk5p8NdUfAAC2+PLupCZfraz 6d52IiIiIiKR53OoPAAAMVH8AAAhB9QcAgBBUfwAACEH1BwCAE FR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACEH1BwCAEFR/AAAIQfUHAIAQVH8AAAhB9QcAgBBUfwAACKGg+v/39T+H1/kCw26o/gAAUO9OXvVPn36o/gAAUK+g+ne3QfUHAIAdaqr/STuo+gMAwH6qPwAAhFBc/fv3Fn7FXeu6rvu/0f1R8AAHarqf7vv3El/e/3OJ6g8AALup/gAAEMKm6t8fH9UfAACaUv0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAELYX/37v7k09dJ+349/V/UHAIDDqP4AABDCzVR/B/wAAMCRmhzrP3n9fuUJQMH6qj8AADR1WPXPtX/VHwAArk31BwCAEBp+uGfhE4Dsu3tVfwAAOEbbz/XPv5xf85YA1R8AAJpS/QEAIIQjq/4kJ7sp3mq/gAAcKS21X/paP7aT/9U/QEAoDHVHwAAQthR/YdqPkph9V/8ddUfAADa2/Oq/9yR/Q2i+gMAQHuqPwAAhKD6AwBACKo/AACE4BN+AAAgBNUfAABCOK/6558AqP4AANBU2+qff3W/5rV/1R8AAJo6u/ovtX/VHwAAmlL9AQAghIbVf3qIf/HTg+nKqj8AADTVpPrXvJxfeNC/6g8AAE2p/gAAEMJh1X+x95c9VVD9AQCgqf3Vv/ID+wvfG6D6AwBAUwdU/XSX/Dav+oPAABNqf4AABBC28/1bxfVHwAAmlL9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQlD9AQAgBNUfAABCUP0BACAE1R8AAEJQ/QEAIATVHwAAQriF6t+/R/UHAICjNKz+veoPAAA3q0n1n+vuqj8AANwS1R8AAELYX/37dlH9AQDgKKo/AACEoPoDAEAIt3Cs/1xUfwAAaOoWPtxT9QcAgMOp/gAAEMItfJuv6g8AAIdT/QEAIIRN1f86VH8AAGhH9QcAgBBqqv+okR+d4exUfwAA2K24+l+ 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 ju0tKPdm42PyzTjMahcCjyWy4538tZzy5P3zm9eUhXt9zqwk43 XrXPIiIij5tbq/63IH36ofrvS3pidoXXz39PfH79uzz9kP7LC+GZ9wZkzuXyoZ/ffv37GnB6dt2kZC9tp3Z51bB0fff763jH0ku3eSimuzda+P1n9/b04Q8vS8vTgdo8pJf9z2x554Vd3fjm60tERORRcmvVf+v7chtT/RslPVG+Ttr20u/wSo9g+fq77lyGvD39PfHpn6K9rV1eNSzDcSnpR5QOnXXPUHSTY 6hmfzTq7rPL8+/EKBzS4ZKmFyrd8p4Lu7rxPdeXiIjIo+Rmq/+Bu5HbQdW/bdIT5eukh50srZxWzJJzKdmrVsu37UDaWYc/gOwZiumR9MddwCZbbnW97784IiIiDxrV/+MOqv5tk54oX2f2q3mnKTyXt6fu+8/1jWS2U7t887AcPRStLuBBQ9rqwtYuFxERCZPbrP79ews/cGfGu9Z1XTd8q5fq3yjpidkV0mNFhpe6C7deci5LH0czu36r5Z uHZbq84VC0uoDHDWmrC1u7XEREJExutvoPvfc6Rl/oq/o3SnpidoXZT/hZ/a3Cc0mPnu/67tM/3Y8f40PbS7ZTu3zzDk+XtxqKVhfw0CFtdWFrl4uIiISJ6n+h+h +T9MTsCunnsQwf3pJ+QPv0wx/LzyX9mMj0baNL67davnmHh38N709tNRStLuChQ9rqwtYuFxERC ZPbr/5XGAbV/7ihTU5Mf5q+sfX5z9/l6Sc8Tr/nq/xczlq+bYdnP8em1VC0uoCHDt1Z17uIiEiYqP696n/k0CYnRj8afV57+nE0oy9znW726+8PH9m+tPLs8szG07eZDvuTW T+/k7XDkn6+zVB8Ww3FhoGaXV47pK2umqoLW7tcREQkTFT/XvU/cmiTE8M/f337cGhHN/cS7+h7pi7Hlow+WCZ/Lv3HV5Evr6OPDlUfrZ+W7+c/859jk9/+hmG5fENtumOjT6NvMhT5n5Yvrx3S2uVNLmzz60tERORRovr3q v+RQ1uw0vTj5y9JDyufpuTz3UdvP51Neir9uKGS9Ud/uJhdZ8OwTAdk/1Dkf1q+vHZIa5c3ubBLyzdfXyIiIo8S1b9X/Y8c2uWfffqn+/115df/PI/PnBJ+gbTPtsjXz+PPy1+1P92rj/dw/RNC7XD8vS2+ERo/1Bkflq1vGqIapc3ubCZjW+7vkRERB4lqn+v+su1k544fWdEREQ kTFT/XvWXayc9cfrOiIiISJio/r3qL9dOeuL0nREREZEwUf171V+unfTE6TsjIiIiYaL696q/XDvpidN3RkRERMJE9e9VfxERERGJENW/V/1FREREJEJU/171FxEREZEIUf171V9EREREIkT171V/EREREYmQu6n+fUG2DoPqLyIiIiKPn8ep/juGQfUXERERkcfPg1T/fcOg+t9S0hP5hSIPk6+/P5x+euv6FtO+agv7z+4eE/NSi0jgPEL13z0Mqv9Vkpabr7+Xr43kRH6hPHDSE6fvzNF5eptZ 2mQQqrYQasyDX2pD2jA/fjS4vG9P4+f/l3z/2b093ejw3s6eSGUeofp71f8+Mjpdslp+oTxw0hOn78yh+fn974 mntw8P8/sHoWoLccb8xEsdYZAjXMY0z3/2Xt7vP1fW+P7zFod3dk9uZ/dOzw0PxYNUf8f633p+fRsv+vVt4dpITuQXygMnPXH6zhyatDe8 fm48CFVbiDPmJ17qCIMc4TJeMn2pfsNGvv36cPrHj3+f/6cvCnQ3+Wh447t3em54KB6n+vuEn5tO2m8uef6zcG0kJ/ILRR4g6YnyH+3f+M6VHyZXvtQxB/khM7u0diOjP/pNVxieWpx+eTcMy+k7YygW8lDVf/PDo+p/bN6e5n8wOoTx32sjOZFfKPIASU+U/2j/xneu/DC58qWOOcgPmdmlezYy+qPfkG+/um+/zr+8Gy7R6TtjKBZyf9W/a9/+Vf+DM/rD5ZCf3+eujeTEhoWFy/88fzj59Pbv3e7S8lGmxy99+qf781x0WQqX/46v04m6bvNLvn6e+b51fS40vRA0s07Pzss3dzb1EpWmz2XdOGf 5+7TP+vXVCZvT93n18UfT5dtGLf8TmZ2LjMI02u5cGfSGdX13Y 8fuZVXr9nZCb+a46Zo4Xx4/Tz/purppa5dvnoB80OzYbT37HnV3UvtOI92IL2VjY7zTC/p59ctg7D55lB+nVaNT9Uvppcx89EXJWeXLly6cldvfbXjM1qe3 +/CS9f84enQ6bc07E2G4sjcWfUfnWz0BED1PzjpbS+99xnd2P69N pITGxYWLp/N6JjLIaNqkumLozupVntYMsglhebt6cPD9iiFB5ovLc/sQLpm4WqrC2cz+3ek2bx+XlkjPbV53PI7uXruGwZhtCC/8uilxKXtlE/4fA6dovmhvqTqSq9dvnoBC8/6Bu9easd5tPFMwUoPBE1r2bZBWL1otSNWmM2/nr5PYOnNb4VntzoCJbe+2vEZLc/v9+rlOujh6cTpt3kojs89Vf/Rvrdr/6r/kUmP9vn0T9d/vA+adrX0xIaFhcu795eZp29CmC5PG1J6Z3153XT0h4L0hYGdez i7zmzSu6rPr93b04e9ml3t8mayzDOxqp1PX6q57ED/8a89VauVXOPDRVi6pvJJJ+HP7ytv19s8biU7uXSmSz+67Pm3X/8+Fo7qbGbjl0s6Wn91ulZN+EyOnqIlQz260vvJOyxLrpel5YUX cOnXN4z2nj3P78YoteM83Xi6ZLjPHx0Ium0QNt8cSpYXZvOvpx Oy/I+Ws2e3tPbl/zsnZ9XyzaNx3MNTurDt9MsP++ahOD53U/1n06j9q/5HJi12lzvitP9Nj/lJT2xYWLh8eIo/eqiYXT68+yq9C0j3PP1LX/p32z172BW/DpR5VSM9SDRdLX1ETNtPeo5VO5++WjPavXQfClcrucaHR8r0Sp l9n1x+xFbPdM+4lezk0jjnf5Rm+ux6dgvDTk5vkktnVzvhSwb8 oCm6OtRVV3rt8sILmL9Ob/PupXacZ3cgvQaHI81m5+H+KVd4cyhZvmF8rvCLs781Wim9cvdP zqrl2y7UoQ9Px02/zLBvHoqr5L6r/yW727/qf2TSp/K/v3b9x1vR9Jif9MSGhYcuT+9BlvhCFQUAAA/SURBVHY7fbDZc47lLwIV/tU4XS193SK9s9tcLNKFmaNuClcrOZeS8SwZisuczGzn0HHL73z 55araePq0Nr0BTleunfAlA37WFK260vdsPF+plza7YbT37HnVG 2P2D9Hs84T0Ne/h6m4y5fbvcFU2/q2X5z9rXTh6MrdPzmrlm+7UIfe9o+bfplh3zwUV8kjVP9ub/tX/Q/L0gsw6au/JV9VWL7w0OX549SP28N8MoO5tNroR8O/NheL0ch8/znfLQpXWzqXVuOW7sbqdg4dt/zOL/3o7Sn3HUCbz3S6sHbCL+UWpujSxpsMXeEFzGx2w2g32fOSNDmj 0cEts39W3TAI/WE3h/3jc9Avzv5WZlP7J2fV8m0X6ui72YOmX/7CbhuKq+RBqn+3q/2r/odl6dCC9Ln16Jif9MSGhYcuL7zYzfckn8Lfyqy2f+czH26QfpJ M4WpNdmnDUFSdaaudrN3+0kea7D/T6cKi0Sx5daVs5UOHuskQ1W5882UsGe1Wl2g1Tc4onbfffn0o6 +ltv3YQjrs57B+f1eTf9lZ1dpl9KN+9JuO2bTRq9792Vw+afvk Lu20orpLHqf7d9kP/Vf/Dknmn/JCSt++ULzx0+dKaS2m1J9vOpXy1JsM7+5GdQ4ZX9wtXa7JLTa6 Xo8etavujz8n99E/348f4/SoNL2ntwNYOePlq+4e6yRDVbnz/Zdywqdrl1zmj0V+Al1pv1U4eenPYPz6rOegTfjbvXpNx2zYatf tfu6tHTL/V9bcNxVXyUNW/29j+Vf9jsvRNXtNUfaB7fuGhy8v/ctp2T/K5haMphvx5Hn9UziWjL29eXW32XFqNW9V2buqAn/S5dPrnss1nmv6xe7py7YRfyi1M0VbXy+zyJgf83ObdS8Mzmr3J j96zWzUIzW8OtSOz89fTpy4NP9d/tL4Dfi5pPv1WL+y2obhKHq36d1vav+p/TJaO9rlk6ZifdKUNCw9dXvsiTas9yWfpw4lHWXqbY6vPD5lmdH hP1Wqzv9hq3NLGsPQdW1cbt8zOFw5L7fLyd85te1VymluYouk+ tPqIzNoLmNnshtFusuclaXVGs3/xS6/o2kFotWObR2b/r6cnCr/Nd/bsMvuwf3JWLd82Gld4eGo+/VYv7LahuEoesPp31e1f9T8m08/2SbP0OT/pSvmFsx+KPLp5f7iedy/PbPySr78/3Ee32sN80g2OXlzf88mJVTv/9ff4rEeX6PKCTeFqS0PRatxmn3YuHSdw6KfO5Xd++qPVPSzZeP 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 g5oxGo7R0OHXhINTeHGpHrHxY9mynn3yr9DRLn0JTMuarA7V5f GaXr87wpRz38LR0Fjun3+qwbx6K4/Pg1b9T/c9KeuNZOmZu9lsG0zX+XkVzC/vuw0sXl2T+gt9qed91f57nW+z0y4mb7GFhps3m8kLv6mqzL37U 7vz09bZLRtd+4Wqz59J23EYfCzgalpLhnR232p3MnOnsjzbPqD RPb3VfQFM+4fNpO0U3DOnoSs/fb9qqMsv4HQwp2+Cv6m7l9oN5s9oeGiYfp/jhkGovY42XKclwzJN1Qj3k79/Dhl96vHS8JacdcnkbDKjVmd4Jgc9PA1pO/1Wz27PUByZx6/+nQN+RKQkw79u495ZRESkeUJU/87bfEUkn/QF4KXXmURERO48Uap/58M9RWTI5c++lzeT9ZMPdtjzGfYiIiI3nEDVfzmqv0iwZH625w PsRUREbjuqf6/6i4TL7Ie9fH5d/FYdERGRh4jq36v+IiIiIhIhqn+v+ouIiIhIhKj+veovIiIiIhG i+veqv4iIiIhEiOrf31f177rxdQYAACVGTVL1v+nqr/cDALBH2idV/9ut/no/AAD7Da1S9b/R6q/3AwDQyqVbqv63WP31fgAA2hrV7iNa7HBeqn/5oAEAwCGOK7GqPwAAxKD6AwBACKo/AACEoPoDAEAIqj8AAISg+gMAQAitqn+fTX4d1R8AAA53RPUveV 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 3U5Ktd9nax+p86hgAAcAdOavLVLns7X/0BAICHofoDAEAIqj8AAISg+gMAQAiqPwAAhDBU/8HJQb2+x1St3YAAAAASUVORK5CYII=[/IMG] Images jointes - PRISE SOUS SIEGE OUVERTE.bmp (2.25 Mo, 0 affichage(s))
- PRISE SOUS SIEGE FERMEE.bmp (2.25 Mo, 0 affichage(s))
Fichiers attachésCommentaire
-
-
Bonsoir
il faut contrôle le faisceau et les connectique qui par du volant au calculateur si je me trompe pas le faisceau passe sous le tapis coté conducteur du volant au calculateur
il faut le contrôle tu débranche la batterie et attendre quelque minute et tu débranche la connectique du calculateur et la connectique sous le volant et tu contrôle si tu a ne continuité d'une connectique a l'autre pour voir si le souci vient du faisceau
cordialement
jean-claudeCommentaire
-
Peux tu m'envoyer ton VIN en MP pour que je regarde ton schéma électrique ?Commentaire
-
bonjour
il mettre du nettoyant contacte ou du w40 sur las connectiquesCommentaire
-
Il n'est pas interdit de contrôler un pétard d'airbag avec un multimetre mais déconseillé du faite du courant que l'on envoie pour controler la résistance. Néanmoins, travaillant sur des véhicules neufs, il m'est arrivé a plusieurs reprises d'avoir à confirmer le diag en contrôlant le pétard.
PAR CONTRE, CELA NE SE FAIT PAS AVEC UN MULTIMÈTRE DE BASE ACHETER A 10 EUROS.on utilise des multimètres de marque prévu pour l'industrie ou l'automobile QUI ONT UNE GRANDE IMPÉDANCE D ENTRÉE.
Chez PSA la valeur de résistance que j'utilise sur des allumeurs factices que j'ai fait est de 2,4 homs et je les utilise depuis maintenant 8 ans sans que la valeur ai changée. Par contre, lorsque tu fait un essai avec une résistance, il faut penser à verrouiller toutes les parties du connecteur car ceux ci sont équipés d'un shunt en interne qui fait que lorsque l'on est débranché, les fils de l'allumeur soient en court-circuit(par sécurité)bien souvent, c'est une petite clé de couleur ( bleue-verte-jaune...) sur le dessus du connecteur.Commentaire
-
a mon avis non.effectivement le contacteur tournant ainsi que l 'Air bag du volant ont été changé, ma question est la suivante :
est ce que le connecteur sous le siège passager peut donner ce genre de message
pour la valeur de la resistance est de l'ordre 0.22Ohm est ce n'est 2.5Ohm
vous devais avoir l'argent comme 3eme couleur de la resistance...Commentaire
-
Salut, ton Picasso n'a pas "choquer"? Si c'est le cas il faut remplacer le calculateur airbag...Je ne réponds pas au Message privé, sans avoir vu, ou participer au sujet en question, le forum et fait pour sa… Le partage et notre force.
Technicien Expert Stellantis.Commentaire
-
Salut,
Voici les schéma qui vont bien t'aider
Téléchargement de fichier
pass: maitres@x
En regardant ton schéma électrique de ton airbag conducteur. Ça ne passe pas du tout par les connecteurs sous le siège.
Ça passe par ton contacteur tournant (com2000) et çà va directement au calculateur.
Comme ton com 2000 est neuf et que ton airbag également, il te reste que le câblage a contrôler (résistance faisceau)
Donc pour le contrôler, débranche ta batterie, attend 5 bonnes minutes, démonte ton airbag volant, débranche ton connecteur 50V orange de ton calculateur d'airbag.
Contrôle les résistances entre les voies que j'ai encadrées, première mesure entre les deux cadres rouges et la deuxième mesure de résistance entre les deux cadres verts.
Donne nous les valeurs, prends en compte la valeur de ton multimètre.
Si tes résistances sont très faibles donc bonnes, il faudra que tu changes ton calculateur d'airbag.
MaitresoxCommentaire
-
Bonsoir,
J’ai refait des tests en voici les résultats :
J’ai en premier débranché le connecteur de l’airbag du volant et j’ai placé une résistance de 2.5 Ohm, voir photo image_20, et là j’ai pu effacer le défaut.
En second j’ai légèrement tordu les broches de l’airbag image_024, j’ai remonté le tout, plus de défaut le voyant du tableau de bord s’éteint.
J’ai fait plusieurs tests en arrêtant et en redémarrant le véhicule plus de problème.
Je fais chercher mes enfants à l’école, au bout de 500m le défaut réapparait, j’avance pas à pas, comment puis je tester l'air bag ?
je recommencerai jeudi et je vous tiendrai informé mes amis.
LETTRE75Commentaire
-
Tout est neuf ? c'est ce que tu as dis. Airbag + com2000. Tu confirmes ?Commentaire
Commentaire