Transformateur, 9VAC, 220mA - TRAFO9V-2-0Z
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P+fX8RZ057WCxjjvrJbi4Gd8ogiGeTjgY7YFAFOKyjiuIJtkTtAixoGQ4AVdo4z2Hf/AY0ba/urW3SBDEUQBV3Ic4HQdam+0aV/0Ch/35j/xo+0aV/wBAkf8AfmP/ABoAwo5pLnXdUkl27v3Q+UYH3fqas4qCJoH13VDbweTH+6+TaB/D7cVaxQBz95x4tk/68Y//AEY9WSMiq17/AMjbJ/14x/8Aox6sZpM8DH/x38jHvwtpJ5nSNjyf7p/woVgQMVduoxKCCAQe1YpDafIEck25OFY/wH0PtU31LwuJ+xI6nSpnNo0ZZtofIXPFXd1ZGkv8ko78VeeZUUszBVHUk4xQeqnoWd2BUck6opZmCgdSTWLca4uSlsnmN/ePCj/GqJFxdvvnkZu4GcAfhSuctbGQp7as3mvElyEO4etIuap2kZUgdq0VWmeTVxDqvmZ0Xw8GdDvP+whP/wChVv2Qx8TNK/7BV5/6Mt6xPh2P+JHef9hGf/0Kt21H/FzNJ/7BV5/6Mt6s+kpfBH0Or1rVl0awFyYHnLSLGsaEAszHA5PFY/8AwkmpGUt/wjt1yuNv2uDH1+9U3jP/AJBFt/1/W/8A6GK5jXfE+geFtZjn1q7S1a5twkT+S7lgrEkZVTwNw6+tBZuJ4g1NUgB0K7JTqftcPz8Hr8/4/hQ/iHU2juB/Yd4C/RvtUH7vgDj5vx/GuNT4mfDqOO3iTVLdUtjmBRYzARnBXKjy+OCRx6mq+pfEjwHdaVqdtbapE097C6lRZzDzXKbBuymDwFHPYCgD0aw8TTT6pbafdaTPavcK5jd5o3B2jJ+6T7V0ORXFC2g/4S3Q1MEeNlxxsH9xa6X+z4k1qG5TCgQOoiVFC53L83TOe1AHPeNv+Q74R/7CE3/pLNWJ428pdBjaeYQxC9tt8hYAKPNXnJ4H41ueMxnX/CI/6iE3/pLNVl0BGCAR6GgDzua50AQuYvElqZAp2BruHBOOM8Vi/wDCQ2Pkl/taFiybV+1wA7SST+IXA+ufavWGhj/55r+VRNDH/wA81/KgDy3/AISLTt+DcgLlTuF7AeCMnsOc8Vag8WWyxQtHqyiIFgE+1whlHyEYyO5Len3fxr0JoY/+ea/lUTRR/wBxfyoA4ODxfbSWqmfUyj8My/bIMbgC3HB7gD8R+OlpviTTri28+fxBDbStn9293ASue/TrWlPq1kly1tbwSXc6nDpbx7th/wBpuFH4moJNYsYrkQ3ME1rk4WSeEqjH0DdKrlYrohGt6UZpIz4qg8rarA/aoeSSc9vYVUu7zQYrOeSDxDbSTJGzIn2uH5mA4HT1reaOP+4v5VC0Sf3F/KpGcamuQ/abRJNQtPKl2GV1vIf3YPXPuOfy98Df+0+HP+hltv8AwLh/wq60af3F/KoWjT+4v5UAY1m1o+s6o1ldpdw5i/eo6uM7emV4rQqRlAHAA+lR4oA5y+/5G2T/AK8I/wD0Y9T1Df8A/I3P/wBeEf8A6MephSZ8/j3+/fyIZBVaaFZYyjLkEcg1eZeKiKUjz27MzbI3GnCWNVEqEfuyx5X2PrTJI7m7fdO5I7KOAPwrV8sHrT1jA7UrG0sXVlHlbKENmF6CraQgdqnVBinhKEjBu4kMeDVoCmItTAUwOi+HY/4kd7/2Ebj/ANCrcgGPiZpH/YKvP/RlvWL8ORnQ73/sI3H/AKFW5F/yUzSP+wVef+jLeqPraX8OPojV8Z/8gi2/6/rf/wBDFch4u1q60+9tre08JvrzmMyOVIHlDOB1U9cH8q6/xqduiQuQSqXkLtgE4AcEniufXWtOGqyXf2s+W8Cx7fs8mchmOc46fNQaFjS7TTdR0mzvW0i1ha4hSUxNEpKFlBxnHbOK5nXNfj0fWZrS38DyX1rb7fNvYYl2JlQxz8p6Ag9a2rHWbSy06wtftisYVVJm+zS/MAuPl44Ocdc8ZqG41Cxms9ahF6A1/u8sm2lwmYlTnjnlc0Abn/M46J/u3P8A6AtdHAlyt+xuJFcN5hi2/wAKZXANcdZX41HxbpLWkok8pJ97GB1C5UY649DXYCyuDqkd69z8qxNEYlBCnJB3Yz146+9AHPeMufEPhD/sITf+kk1XmWqXi8Z8ReEP+whP/wCkk1aLCgCqwqJ1qy4qFhQBnahJJDYXEsTQrIkbMrTHCAgcbj6etca2veILvU102yTSpZDaCd3BcoecHawb3Fdjq1o1/pN3Zoyq88LRgt0BIxzXN6J4YudH1OO8mnidI7H7MQgOSdwOenTitIOKWpLvcydJ1fU59JtE0yHSLaRnkQwysy7iMHKjOT1561NLrd1d6fe2dzDp8F/buscyXb4hZW6EHPeqGn+HLyW2srnStUtDLayyneVbgtgYIIyDweoqzqPhZotDu5LrUY2u5pVluLmYbVwucAAfWtHyXJ1sRR65qFnbW0ZfSpUa5igUWrtIFU5zn5uDwMV1LCuUXw3qFzp8bRSWETedHcRtFAYwQAeoxnuK6OyS8jtFW/ljlnyctGMDHas6luhUb9RzVC4qdxUL1mWQP0qKpmqKgRjatYaZdalb/aLG/ur2WJhGliJmcohBOVjPQFxyfWoR4e0/v4a8U/8AgNfV1nhj/kpGk/8AXjd/zhr1iR1ijaRuFQFj9BQJxT3R8/Dw9pnfw14q/wDAa+p48PaR38M+Kv8AwGvq9K1LxPdzXoawN4lqYlIKQpyxLZ+8Cem2qv8AwkWrf899Q/78w/8AxNAuSPY4EeHtF7+GfFX/AIDX9SDw/oXfwz4q/wDAa/8A8a7r/hItW/57ah/35h/+Jq3pviS5Wac6jNfLAEUoxhjznJ3dB0xtoDkj2PPRoHh/v4Z8V/8AgNf/AONPGg+He/hnxX/4Dah/jXsVxdC1VDNcXSCR1jXKJyxOAOnenv8AbI9UtYlkZ7d45GlZtoKkFdoAA5Byc/QUByR7Hj8WieEzd21tPo3iC1a5k8qJrsX0KM+C2NzMBnCk/hW8vw98NEf8el1/4MLj/wCOV0Hj/wC/4Y/7DKf+iJ6sLQHJHsYiT+HfA9pDY+YbSKdpJEQmSZnPG45+Y/xDr61h6l43sbTxTp2saYYr5YbS4t5IpDLDgu0TAg+W2f8AVn86l8bWz3Wv6MiFQRa3Z+b/AH4K5+WxkhuIIGkTfMSEwDjgZOa5quKp05cknqc9XG0KU+ScrP5nT/8AC4Zv+gLa/wDgdJ/8YqI/Fd2uVn/siAMF27f7Ql2n8PIrBbS7hWQb4jubHU+hP9KrX0Elgq7sSO6uyKgPO1dx/QVmsfRbsn+ZnHMsNJ2Uvwf+R0q/FNljhQaVDiFsgnUZcngjn9xz1p7fFZnjnT+yLZfOzuK38oI4xx+446VgSaVcRpu3xHkDqe5xUd3YT2ls87FGVMZC5z1oWPovRP8AMSzPCtpKX4P/ACOoX4vSqoUaPaHA738v/wAYpR8X5iQBotqSeAPt0v8A8Yrml0udow4ePBGRnI/pUU1rPaWYvCUIXa20ZJ5I/wAaX1+i9n+YLMsK3bn/AAf+Rv3vjd9V8Q6FNqVjHp1vYXE07uJJZWYeTLFgL5K9Gbnnsa328eeGj/zEW/8AAaX/AOJrkYbjUr0yTkwqSrQfMpGVz1/Hr+PNJHFfvBKvmQ7ZFERznonAx+VYrMrL3rX9X/kU8ywi+3+DOrfxx4dXAa/cZGRm2l5H/fNQN448O/8AP+3/AIDy/wDxNcmLS4vVB8yP91+65z/DxTU0u4dnG+IbGx1PoD/WtVmFG3vP8/8AIl5nhV9v8H/kdS3jbw8f+X5v/AeX/wCJrFfWNAJJHiHVfyl/+IrJjtZZbryF29Hy56ZUgEfrU40q4MrJvi4UHOT3z7e1X/aFGP2geZYVby/B/wCQ/wC1eF0nedNXvxNJ99xG4ZvqdnNMluvDMoQSarfuIzuTdG52n1HyVH9ik+2/ZPMTzfL8zocYzj+lSHS7gSqm+LlSc5PbH+NP+0qX835i/tHCr7X4P/IsQa5otvMJP7XvpcD7sschH5bKnfxXouP+Pp//AAHk/wDiayLm3e0nghkYFp22qVUkA+/pU02kXGE/eRffHrSeYUdG3v6j/tLCq3vb+T/yLreKNIPS4k/8B5P/AImoX8T6QBk3LgepgkAH/jtRzXM+lRxwypDIjh2DFGbbjGfp/n1qt4hhlvdFnvQIUQ2+7CAgtxnP1OazjmEXNJrR7P8ApFrMMM7Wlvtozeaoqleoq9A7C34Y/wCSkaT/ANeN3/OGvVL3/jwuP+uTfyNeV+F/+SkaT/143f8AOGvVL3/jwuP+uTfyoA4K2/49Yf8AcX+VS1Fbf8esX+4v8qloAKhu/wDj0l/3TUtRXf8Ax5zf7hoA729RJIo96K22aNlyM4O8cigyI2oIgYFljfcAeRytQ3drm5S6D45jQrtHPzg9etS+VGmpLIqKHeNtzActgrjJ70Acv4/+/wCGP+wyn/oierC1X+IH3vDH/YZT/wBET1OpoA5rxLE0mt6ddJYDUIobe4ikjSSEFGdoSpxI6jojdK51rHUDdXTpoMwjmDhF+0Wn7vcAMj991GCR0+8aybmxs59V1OSW0gkc39xlnjBJ/eN3NLHotnN9zT7U8hf9Uo5PQfpUy5VrITinujpvJlxbj/hF5SYzlz5tn83ykf8APb1NVJ7DUJL5riHw7IiDaVjNxabThWHI87uSPyH45D+HYY/vaTCP+2CnuR6expsmhW8SlpNKhVeOTAMc/hWanRezX4C9nHsdBbWN7HpsVvN4bklnXG6UzWY3YbP/AD29Kbe6be3NzE8XhyaGJQNwW4swW+ZSek3oCPxrnBpen5/48LX/AL8r/hV7T9DsV02DzdBtZiyK/mYUHBA9qVacKSTa/JfnYFTi+ht21pdxiczeGJHMj7lAnsiI/lUFR++6ZBP41VvtPvriyghg8OywyIPndZ7ME/KR2m9cVXPh2xUhj4ftvmYHGFwqjHGMf5zUb6Dp8qMkeg2sUmMgnBx07fiPzrBYqk3t+Mf8x+yj2L1ha3tuztd+HJJT5aIMTWZyVyC2DNwTxnH/ANcrcW9w9i8MfhqVJGkJ3iezBCl88HzuuPw+tcxDplgUbNjbH94//LFf7x9quQ6HpxTzZrG2SIH/AJ4rlvYcV1S5Iq7QvZx7GjaWl9BeJLPoUzwojr5fm2hzlsgnM3UA4/D34tuX8q6CeGJA8mfLJltML8oHOJs9R2rnNQs9PkglKadaRqsbbQsCjHH0rUh0CziRo5NBtJX3H59qjt0/Q1lOpCnFOSV300/WwKnF9COztr+28tJtFnnRZzIWaa13bcYCf63BGf8AIrUFwi3LyHwxNtZFUDfadQTn/lr7iqDeHrEO7HQLbaygqPl+Xg+3fFRXGgWUgLR6LawiMfMNqn39KzjiaMmlZffH/Mfso9ivJa3x8sLpdwhQEbxJaFn+Ykbv3vOMj8u2TWy17D9pST/hGJtqoykb7TqSMf8ALX2NZGl6ZpL6UPN0aCZwEJdYlyAce3sfzpzaPpSMHfR0WPbg7oR97sc4q/ax5nHl29P8w9nHsMuPtT3VzLFpE8aSBlSPfbEJkYyP3vUdfqOMZNaEd9ElnbRP4enkkjCB5CbQbyByf9b3rPksNEaFlj0qBXJyGManHX2+n5VRg0ywMZzY2x+d/wDliv8AePtWsLS1cbC9nHsaN7P5810U0SdYpotioTa/uzjqP3vr/M+gqOSbd4al006NM928bItw5tlAJJwTiUkY9qZDodjNkmxtUjAyzmFcAflzTp7HTGRY4dOtVjHcwrkn3OKLx5uWKv8AoHJHsdBvV1yjBh6g5qOsjw7FHCmpRxIqILvhVGAP3UfatfNalFrwv/yUfSf+vG7/AJw16xcRma2liBwXQqCe2RXk3hX/AJKRpP8A143f84a9Kv5dXjvF+xRW7wYXd5gOQc84x7UAcxNo2r2K2kRjs382QQgidxj5Scn5Pb9ahubXVba11Wc21ow09WZlFw2ZMRh+Pk98V11zfN9qit/sV11V/N2jZ1xjOetRy3beRqX+jTbRkZwOTsA9aAOabTdWGp21l5FnmeCScP574UIUGD8nU+Z+hpLPSNV1Wykby7SFTLNAczMT8kjITjZ325H1rrDdOb+AG2m3eU5bpxyvvSafeNLNNbm0uUCOx811ARss3AOeSMc/UUAOvba7u0hVXWHy5klOxz8wU52njoaV7a5k1O2ujIESFJEMSucPuK8njttP51fooA4z4g9fDP8A2GU/9ET1KhqL4hf8yz/2GU/9ET05TQB5c7r/AGpqMYOXOoTgKBkkmVsU6Ocqu+KRgpwdy5wcjI/McirSx2l1PqKT3VpFIt9c7RLkEFZWK8hxjl25xUpttNIa2F7p3kykuxww6ngH956IvGeOKTSejAq/bLl8L507b+AMsd2SRj3yQR+BoWW5uyUVp5iRkqAzcA4/nVyOKzRty6jYq25SCC3bCjrJ2wW/DPU07T54rIsba/sI90XRsn7p+VeZOOp/yalU4LVICmLO7z/x6XP/AH5b/CorW0u/skBFrc/6tekTen0rRl8S3STsqXFk6BsBth5Hr9+q1p4mvVs4FEtngRqOUPp/vVYFV2MblJNyODgqykEf5yKsG3vicm3uifXyn/wqc/ZdR/e3d7Yh5PnYHPB+7j/Weg6e/qaX/hKL3/nrZf8AfB/+KpWQFawtZU3PJZXLhZHwohbBO48HiiY3E6/aHil8oDhhG21R9cYp9v4mvFjYCWz5kc/cP98/7VSnUFkBsmurH7K/ynKsOG+Y/wAeOp9ankXNzdQKNzZ3X2SY/ZbjHltz5Len0qb7JeD/AJdbn/vy3+FPuvEl2LOeMS2ZXy2XhD0x/vVN/wAJRe5/1tn/AN8H/wCKq7AUtsu8IEl3lioXYclh1H1qU218zZNtdE9yYn/wqdGhSRrxb/TxIhaZUJbmRgC2Bvxz/MUv/CUXuf8AW2X/AHwf/iqVkBUsor+OyjWOC6VWjXIWJsHj6VcDrNZyNd3UwkBZQrA43KMkHjrUdh4jvDDaxGeyRSqLllIwMDr81PZbcruOoWDLNcGR0Xd8u4EM5HmdcE8dKyqUYz1Wj7jTKotLpgCLW4IPIIhb/Cm2dncYO+1udvmP0hY/xH2rQn8QXFqyxRXVhIgQYKqT26ffqOz8QXTWkzm7sEZJThGQ5bLtkj5u1atXVhEU5ubmQxpazKkX/LJY2O3Prx196hS1uZEDpbTsp5BWJiD+lX4tWZpgWvbFWmy8jFGwMDAH3++Onv70aZqjQ2wto73T4I4x8oKMeuSeS/r/ADpQgoLliBQ0RHjfVEdGRhd8qwII/dR9jWlWdpN095PqtxIULvdjJQYHEUY9T6VoZqgLnhX/AJKRpX/Xjd/zir17NeQeFP8AkpGlf9eN3/OKvVtRZk0y7dGKssLkEHBBwaALFGBXmYlvXn8qK9uQFiRyXupiSWLDs/8As0/bqX/P/N/4ETf/ABdAHpNFebbdS/5/5f8AwIm/+LqFp79JJka8uMxorhlupu5I6Fv9mgD1Cism6861e2URyyiaYREpLJ8mQTuPPTj9aka1lXWLV0uZBbrDLvhLsd7bk2tnd2G4Yxzu9qAOd+IfTw1/2GU/9ETUitR8ROF8Nf8AYZT/ANETVGpoA4WGxlu576W2YpIl/cEFGwSUlc9Md9wHXsKnGl3Nsvk73Yht6lpNx2LwB93J4Q9eoJ7tWeLeZp76eB2wt9OzIVfacSvuGVHHGypFsrtYjE0sn2jdtGIZMhVwCT8vUkOcYGD7DFAF1rOaYh4mKLDgEpKTlI+OeDwcjpjP402exuU2q5AEIcsmSQfmJI/mAR6DBzVeG1uU2eaZXCMgbEcoz0LZ+XjOdv0CnrkVPpqIrH+0PPdRH8vlrKBwfmJ4GBgr/WgDXudWezx5tmgycYEnsD/d96zrPxEq2Vuv2MHEaj7/ALfSppJtBV/LlS4ypwVPm8VVtJvD32KDdHNny1zxJ6UALLa3GqSNPGxi8w71VJCpA4X0x1Gc+uOwxVr/AISRf+fIf99//WrMuIZZ3ZtPaVYN37sFJCNuAP7vrn8PrV7zvDv/ADzm/KWgBLbxGojf/Qx/rZD9/wD2z7UNPI8B08Rt8wKh2lyuSdwy2Mng461FbTeHvLfdHN/rZO0nTeaaVtBAbdBJ9uwdjMkuc54yMemKAJ7vxAosp4zZ8+Uy53+30qwniISSKi2QyxAHz/8A1qo3U2gfYZhsl3+U3QSYzirHn+Hg2QkwI6HEtACkzR3iTNDGq/aC4/ecMWyvXpjC9cdie9Sv4hEcjI1iAynB/ed/yrMRQNQ3FpWtlkeViElDeUR8o6djnnPernneHc/6ub8paAFsNfD29rEtkCxRFHz9TgegqC4sr2SM/MUinuiyN5mTlgQBn+5TrGbQPstsAk2/YvQSdcCqkqSnzViE2WuHWNtsvQg7Ext6g4NAGu+uG2CI9oGJQHd5nX/x2o7LWmktJpUsQyRytu/ec/M7Y7U1n0KMKJo7jftB+ZZRnjg1DayaD9nkPlT7RK+4hZcD52xmgCzFfSvcMywPvnO5U80DAUYxgrxyDyMfXil0u9uFtEtxbNO0Y5eWUBmzkjqPb+VVk/s0yuyxTtG5xENk33QPmPHXkmjTf7MNmgnjmluAP3jQpLjvj9P60AUbG5F3e6tOE2brsfLnOP3MYq5VCwa3a81Y2gIg+1jaDnP+pjz1561dzQBc8JH/AIuRpX/Xjd/zir1bU/8AkFXn/XB//QTXlHhA5+JGl/8AXjd/zir1fU/+QVef9cH/APQTQB59b/8AH6//AF7xfzerlU7f/j9f/r3i/m9XKACqMv8Ax93Y/wCmEf8A6E9Xqoy/8fl1/wBcI/8A0J6APQbi6i+329ruPm7t+MHpgjrQt1BPqflRyBniRhIB/CSVqO++yW95ZzyoizyzCFZNmWOVYhc46dassB9ui/65v/NaAOR+I/8Aq/Df/YZT/wBETVXVqn+JHEXhv/sMp/6ImqmGoA4aK6uLS6vXhuWCG+nLRo0YIBlcN972VT+NWILq7k2NNeFHDLCQZoiAMDcQcdMs/OOgxzmo7bVHsZL2OSMNC99OCzjKgPKw5weANhqyurTXoDCAKWIgxtx874J74JBk5HqM9BmgCGPULs+Wz3rfNkk74iUxhjkEc/O3Hrt9hT7e4k+1wxG/8uMoqu+YiACMuPu9M8fl2qSLXmdlk8mMFzlVkHAA+duc4x8yZye4HTNLDqDTXcNsiKZJBEyh2/2d3zZ+nP5D0oAstpmlSSF21klmOSfNi5P5VWs9J0o2UBOrkExrkebHxx9Kv3WjXl3IrF4FxkABmxySfT3qhaeHbprKAiWHBjU9T6fSgCC4uJbORo7K+MkaHYvzxAkY3ddvTJI+vPQZq9/ZOk/9Bg/9/Y/8Kryak+ksbdo0k8o+WSPmBP3v5MB+nep/+Ecuv+esP/fR/wAKAIrbStKMbZ1cj97J/wAtY/759qaYoltDcDUSLpQSFM0ZXIOBxtyeB6U628O3Rjb97D/rZB1P98+1KUliiOpMseY/nK4O7C/KfbtQAl1pelmxnc6sS5iY4MsfXH0qb+ydJz/yGD/39j/wqC60C5aynk82HBjZup9PpU//AAjl0D/rYf8Avo/4UAUmupVSWH7cxG/YqrJHgrll67emxV54+97Vd/snSc/8hg/9/Y/8Kg/tQxzSkwxo8chjYY+ZiXIBz3wUPXt65qf/AIRy6z/rYfzP+FAEdhpumR21tKusbXVEYZli4OB6iq815MIWjW9ZzDcMI1MkXCAHa4+Xnnt71Y0/QLpILWUSQkBUbBZhngegobUWSNv3EOYLl0Yr8rF0RiWPtgHHvigCX+ztMmCPJrDbtoGDLFkcdOlMs7HT47WWJdaZEeViwEsfOHbB6VPcaTd6g63Ba3Tci4VcgYx9KisdEuks5os2zB5WyWLZG126cd6AGxQWyXLkaq4ER2ROJoskEZJ5HTLdeT19KXTYrY2iTPqz20rj5ozPE2MZA6r6fzp0NncJclAIMW5MeGyVZmG7HQngEfpS6TaTTWi3MCWxjlHAlDZ4yPT3oAyLGKK3vdWjgm86MXY2vkHP7mP04q3mqVlbtaXurQOQWW7GSOn+pjNWs0AX/Bx/4uRpf/Xjd/zir1u/Xfp10ucZhcZ/A15H4MOfiRpn/Xjdfzir168/48bj/rm38qAORPguaW7YSahblkiQbvsrDIy3pJSv4JMaln1K2VQMktbuAB/39rpprKWa/S4S+ngRFAMUYTbJ97725Se/YjpUWo2ds9urX9y5hR1YFwuAxOB/D7/rQBz/APwgsn/QQg/8Bn/+O1A/g2SGS4xfQEeWhb/RmyRluOZD712XkSf8/c35J/8AE1TFlLaR3bS3s915mCDMEyg3E7RtUcDPGcn3oAlbTgxBbyDtORmI8H/vqlNjK+pQXrXAzDG8flqpCsGKnJG7GRs4PbJ9avUUAcP8Sv8AUeHP+wyn/oias8NV/wCJnFt4c/7DCf8AoiassNQByljdxJLewzQXDFr64VWSQKPmlYLjLDuGqyb2GdRJBbXIR1wp+0jbvYZHO/p8yd/Qd6q2aWVyt7Hc3BR/tlwFBRWAxIxX+En+Ju9Wj9hhYm3umHJmGIEHz8lR9z/ZX2zz2oAdFqNnNJujtbmRSwVUS5HPViB8+SdoH5n2FIk8TvHGtvduzeUV2zD5gRns/GR+hzS/ZtJRwqXrCNQQD5C8bsBiPk9EH1496agto7iOYXsiyrsw4VSQMYP8POBkfl1FAE11Y6jJIv2e1u0UZ4M6jv8A7/pxVG007WDZwEQXOPLXH+kL6f71XrrVbuOVRb38si9STGnqcfwjtiqFprGpCzgAunwI1x+7T0/3aALIuYrPEV7b3XmqPnzOBznPXf0xj9T2pn9naz/zwuv/AAIX/wCKp6C1uhvvbyTzHO9wUUjd93pt67QPw470z+2dT/5+3/79J/8AE0ARW+nawY2xBdf6x/8Al4H94/7VT4nVRetb3P2QYJIuQVx0PG/nn3qvb6xqYjbF2/8ArHP+qT++f9mrH2pjL5bXjrbN8rMIkDAHk87fUmgCC70/V/sk7eRdBfLY83C9Mf71TDTtYzzBdYz/AM/C/wDxdQXWraj9jnRbptnlsABEg4x/u1ONY1Mtzdv/AN+0/wDiaAHLd2xmkIguXEbbHzcqdpLYGPn64DZ7fhTf7O1nP+ouv/Ahf/iqesNg1y7y37hZHLsVhXlg3BPy85yT0qP+2dTz/wAfb/8AfpP/AImgBthp+qeTal4LsxbUJ2zrnGB0+arDT2yR73t7pCkrLIxuVxlVLMo+foAM/gearWGragYbVGvHVNqAny04GB/smrO202lv7RcmWVnkQwqMZUgn7pG45wT70ALdWOoST77W0vI4iBhWuVOP/H6hsrDUPskwe1vGkMp2MtyoAw7bs/NUtzqt3HKFtr+V49o5aJAc/wDfNQ2eqXps52a/dJBKdi+UuGy7Z/h7UATQ2915wRrO7bylJlX7UAcnO3+PpgDn60thBcSxeabS7niYfKyXin1B6OO+Pypsd5IZEMl4wLkvI/kocMBgEfL1wB+lGn3ksMPkHUGgjQfIqQKR3J/h9cfXNAGVp6TQ3eqR3AZZRdDcHbcf9VH3yau7qoWM8s95qkkzl5GuhkkAZ/dR+lWt1AC6Zqsug+K7HVl0+e9hit54XSB0VgXMeD87Afwmuwl+KYmheM+FtWAdSpImt+//AG0ri16VKtAHT23xBtrVGSDwprahmLt/pkRyT1PM1Tn4jo4wfCutEehu4f8A47XKr1qVaAOmHxIB/wCZV1v/AMDIf/j1Q3HjmK6eJ5fCWtlom3IftsPB+nnYP41iL1qRTQB03/CzZj/zKWrf9/7b/wCO0v8Awsyf/oUdW/7/ANt/8drnRT1NAD/EniW78UPpECeH76zS1v1uZJZ5oCoURyLjCuTnLjtVgNUA604HmgDnrHTkvlupF+WZL2cqVk2HKSuR2P8Af/T2q4NISFfs8RU5PmqVlB4XAUAFcAYQY47gdyKnk8P6PPM80ul2byOxZnaFSWJ6k8Un/CM6F/0CLL/vwv8AhQBEmiqsi7JEGO5nyAceWucrzgIx56AtnrSw2BhuoZ1T5oxEqo78ABdq5+XPAOfwzwalHhnQv+gRY/8Afhf8Kd/wjOhf9Aex/wC/C/4UAWLrW7q0kVWt4mJ54Y+pHp7VQs/ElwtlbqLWPiNR94+n0qf/AIRjQv8AoD2P/fhf8KP+EY0L/oD2P/fhf8KAK8mnjVmNxKoRpT5n+swB/D12/wCzn8z6VP8A8JLcf8+sf/fZ/wAKX/hGdC/6A9j/AN+F/wAKP+EZ0L/oD2P/AH4X/CgCC28SXCxv/osf+tkP3z/fPtTvNMkX9miOMQv8mVlPAb5uFx7+lSf8IzoX/QHsf+/C/wCFNPhnQv8AoEWX/fhf8KAI7rxFcCynj+zR4EbLneT2+lTjxLcFsfZY+f8AbP8AhUZ8NaH/ANAiy/78L/hTD4b0P/oE2X/fhf8ACgAXSZC7qSqo7qCWmGCVdj/d45djx6cVMPE1x/z6x/8AfZ/wqsfDeif9Amy/78r/AIU0+HNE/wCgTZ/9+V/woAsaf4guZILWFbWMlkRR859AKhuNGN0C0hGyad32pLyC45P3cgccd6iPh3RR/wAwqz/78r/hTG8PaMB/yC7P/vyv+FAGrNrVxYstv5EDhUXBSQkdPpUdjrl09nPKtvAFjlbIaQg/M7dOKyW0DR/+gZaf9+V/wqNtA0gdNMtP+/K0AbcN5K9yXWKFZLk72PnEABRtwSB04Pr3pdJvJ4bRLWCOAJEOPNmJJByeoHtWA2haTj/kG2v/AH6FRNoelf8AQOtf+/QoAfBdNd6jqs7KEZ7oZUHOP3UYqxkVFBa29nGY7aGOFCdxVFABPr+lLmgD/9k=)
| Quantité | HT | TTC |
|---|---|---|
| 1 - 1 | 6.17€ | 7.40€ |
| 2 - 2 | 5.86€ | 7.03€ |
| 3 - 4 | 5.55€ | 6.66€ |
| 5 - 9 | 5.24€ | 6.29€ |
| 10 - 15 | 5.12€ | 6.14€ |
| Quantité | U.P | |
|---|---|---|
| 1 - 1 | 6.17€ | 7.40€ |
| 2 - 2 | 5.86€ | 7.03€ |
| 3 - 4 | 5.55€ | 6.66€ |
| 5 - 9 | 5.24€ | 6.29€ |
| 10 - 15 | 5.12€ | 6.14€ |
Livraison en 2-3 jours, avec suivi postal!
Transformateur, 9VAC, 220mA - TRAFO9V-2-0Z. Transformateur, 9VAC, 220mA. Tension de sortie: 9VAC. Courant de sortie (maxi): 220mA. Dimensions intérieures: EI 30/12.50 OB G1. Entrée: 230VAC. Dimensions: 32x27x24mm. RoHS: oui. Poids: 100g. Montage/installation: montage traversant pour circuit imprimé. Puissance: 2VA. Charge maxi: 9VAC à une charge de 2VA. Classe d'inflammabilité: Ta40B. Etanchéité: IP00. Propriétés: transformateur moulé, à souder sur circuit imprimé. Quantité en stock actualisée le 13/01/2025, 00:25.
Renseignements et aide technique
Paiement et livraison
Livraison en 2-3 jours, avec suivi postal!
Tous droits réservés, RPtronics, 2024.