MOSFET-Transistor AO4614B
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)
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8dMZqE2GrsTubTMEAcQHjpkfTAFasF/aXMnlwXUMjgZKo4JA47fiPzqxQBgtpupSXEbyx6awUqM+VlsAj1HbAP1AobTdVJlK/2YM/6vMHQVv0lAGfYW99DOxufsgjK4Hkrgk+p4qte82MUZ083oku3UqGC+WNz5fJ9Pw61tVj3jRJpuZYZZFFw/MQO5Pmb5uP/wBXNAGOVvUcj/hHZuG+T/TwOPf/AA5HNX7SI31yx1LQEs0jjwsjzK4OMYAx0HJ/KkMmkyqqy3NzMcFQzq5POfb3/l6CjUWs5GWKXTL+RUInBQMPnbPQZwSO/YZoA14bG0gt2hijVImxkAn8P6VH/ZdhG5cwphl2bWOU7djx2FUYWt5tGmVLW7hiEihU+64OQQV9MHH0ximPNbXJEEmn3xDneWAYHOMAn0OB26exNAGoun2KshWFAyhdpHUAYIA9uB+VWmdUGWYAe5rn7iC3tp0hgtr9cAKskJPAGAAM9uMc9MnHBNX00yyvLWF3jdgy7vnY5O7BOfr3oA0gQehpagtbSKzjZIQQrHPJz2A6/hU9ABVC8/5Cmnf70n/oBq/VC8/5Cmnf70n/AKAaAL9FFFABVGK0t7qD/SIIpdsshXzEDY+c+tXqoWtrG0TsWmyZZOkzgffbsDQBKunWSsWW0gBbgkRjnp1/IflTV0rT0R0Wyt1RxhlEYw3Oeak+xx/3p/8Av+/+NH2OP+9P/wB/3/xoAZJplhK++Syt3f8AvNECeuaS30uxtUCw2kKAEHIQZyO+ak+xx/35/wDv+/8AjR9jj/vT/wDf9/8AGgBYrO2gkMkNvFG5GCyIASKnqv8AY4/70/8A3/f/ABo+xx/3p/8Av+/+NAFiiq/2OP8AvT/9/wB/8aPscf8Aen/7/v8A40AWKzWt57iyK29wYJFnkYMBkH5m4PtnFWvscf8Afn/7/v8A401bCFBhTOBkn/Xv1Jye9AFcJq+RmSzx3wrZps+nX8jl4tWkiOB0iBxgYPB4569KufY4/wC9P/3/AH/xqG6t1hs5pY2lLpGzLunfGQO/NADIbK8jspIpNQaWV3B83ZtIHGcDn3/Oo106+WZX/tWTAzkeX1P4nH6U+2t52lkW4jkVB911uH+b8N1Wvscf96f/AL/v/jQBXnsryWV2TUDGpYFFEf3cA8deeoP4Vat43ihCSSGRgT8x6kZ4/TFN+xx/35/+/wC/+NUbuG5S4CWoZ8pnDzuP/ZvpQBrUVWFnGR96f/v+/wDjS/Y4/wC9P/3/AH/xoAsVn3n/ACFNO/3pP/QDVj7HH/en/wC/7/41DLaxx3dpIPMLCQgbpGbGUb1PtQBeooooASoLP/UN/wBdZP8A0NqsVXs/9Q3/AF1k/wDQ2oAnopaSgDGk1a43JGFtwXlCbhOuQCyjIXnPU+nTpVhjdfYEnS6y7BCchdvJGece5rH82282ERmyJN0P9XDhid6d9vX/AOtzxW2pb+yIDG5VtsfJhweo/g7fTtQBTi1i4aGBmS2y/Df6QuTwDnHGOvTnFbYrlbaWAxWYLWWdwGGhJJOF77evv+tdSKAFoopKAFoopKAFrNvb5CbiyEUzStE+CsZYE4HHHT7w6+9XZrmG32edIqbjgFjgZrAvWaXUJ7i2lvCEikYG2dfLJCx/ez1I7fjQBuQvN9okilZG2orAqpXqWHqfSrFY8OnSr4tutRN2xiezjiFtsG0EMx3Z656j8vStigCK4mFvbyTFSwRSxA6ms1Lye6t01CGFoF+y+YUuIznJAbb1GD61NfXUc9jcxRLM7bWT5ImPPTGcYrn5dKe/8I3GmvJqNoLjTVDG4lDyRkKOnPDevA5oA7GiqunWn9n6ba2fmNL5ESxb2GC20Yyfyq1QAVXuP9fa/wDXU/8AoDVYqvcf661/66n/ANAagCxRRRQAVXs/9Q3/AF1k/wDQ2qxVez/1Df8AXWT/ANDagCxRRRQBS1O7tNPsHuLtMwBlDDbu6sAOPqaxo/EPh6SGWVbddsSM7fuVzgDPHr+HTviumpMCgCKDyZLeJokAjKAoMYwMccVNRRQAlLRRQAUUUUAVru1N0EAuJ4dpz+6bbu9jxRfnGnXJP/PJv5GoL27v4JmW2003KCPcHEypl8/dwfbnNZ/9ra/wP+EcJO3JP2xAM5PA4+n50Aadk8RllWK0MCjHz+XtDjnGPX/69Xapabc3l1btJe2Rs5N5AjMgc4wOcjj1q4elAEFvam3klc3E8vmHO2RshOSeOPf9BVO/eJb1We0a5KRE7Vj3EZPb8qq/2nr7W8Mq6AoZl3PGbtcr146den50g1LxEZUU6BCqM2Gf7ap2jB5xjntx70Ab9FFFABVe4/19r/11P/oDVYqvcf6+1/66n/0BqALFFFFABXATXcw1i8WPWkgSO4dTbvGowSc4yXGc5zx/ervq46e1lmuLkrZQzr50m3zVlyMtg9OMHH6CgDMk1J0Kt/wk9moU7nyIjkDAb/lpwORz2rTgsNYuS9xbam01rK7tHiNCApbgAh+cAEZpX0852rpds42bXXZNjr9O+Bx7Dr2twfbo4ijQiIBBs2G4wG4yMemM8/5IBB/ZOv8AA+3PjufJjz/6HSPo+u+fI0eoTLE0ruqtFGSqn7q539B+tOkn1lWJjthKMgAB5xj68/5Hr0OzAYjBGZheCUqN4XzsA98UAZFpputhLtL2V23oyQNEEBQ4GGPzdevHNRppGuO8DTXk6KNvmxxBD/dyAS2ecNyfX2re/wBG/wCn7/yNR/o3/T9/5GoAxpNM1jyY0iuZVYMxd2jQlv7o+/x3z9abbaZrsZPn3bSjawGIUXk7tp/1nbKfXB9a2/8ARv8Ap+/8jUf6N/0/f+RqAOQeW9tLl47rXhHtO5xLDGuBkjAO/HVW9TxT7S5ubi6jjj1uCct8pjRE3Mdrcj95xyVPfofetB7O3e488ae93iVwN3mq6/M45JHIAPT/AGjWnFp2kQy+bHZypJnO9YpQfzx7D8qAMVtL8QSM6xak42nY2bdM/d4x8/XkH09u1X7XXNGuUXy3LnHeZVJwMk4L+gJ/A+lXYPs3nXX/AB+/60f89v7i1Gul6Kr71sZA+MbhFJnv7e5/OgCFtb0VcZkUAruz9pTGMZ67/Tmkj1zRJpo4YpVeWRgqItyhZiewG+oksLWXUp1u7JGtiu2MCOVnIGMBsj/e4q8mnaRG4dLOZWU5BEUoIP5UARXmp6bp8yQ3cM0LyY2BpB82Tj+9Sf2tpGwOWG1gSD9pTBA64+enS2mm3V9ILi3uJgsSYEiStjJfPWnDS9GBJFlKMoU/1cuNp6j6HvQBXOv6EuN0yLns1ygPUj+/6g1dtZ7O+h860gkni3Fd8cysuQcEZD9jWZb6danU5vPsIlgxiPy45S/G3G7I+v6VrQw2NvH5cMd3Gmc7UWYD9KAKtzqWm2YQ3UUsIcsFMkqgEqcHnf60Wl9Y391bNZhm2SkMwlDBfkccgMfQ9qYbWxuLRma3mllSSXyjKkpAO8/lnipbW1sra4szBC8crP8AOQkiq2Ef147nGfWgDbopKKAFrjLu2hkuLhpYLqQ+e5/dRuQfmPPDgd+vtXZ1ysl9Ok1xHHqQtwJ3BDIhxljjG40AVCltcDe9reozAA/6O44HHZ/apUjgjgJW1uDFKMsvkPuXBbtv4HBz9QO9W4L50mD3upNNGhXiMIgVu2SG6HB4Nag1m1YkLliOoVlJH5H/ADigDCstAttTt/OjE9sN5yskboWPUnG76enTHStY389vcPasV/d4VCsBO87c7R8+c4BqVtdsVzmVBt65lTj/AMerPAkvrma7gtt0E7AAyRISMLgsM8k5AGDxgE0AWItYuJW+WNtu7bvMI257f8tO+D/kjOnsu/8AnvB/35P/AMVWImn3SyszIWXdwn2eIcd+3bjH+SNPyrb/AKBf/kJP8aALGy7/AOe8H/fk/wDxVGy7/wCe8H/fk/8AxVV/Ktv+gX/5CT/Gjyrb/oF/+Qk/xoAqJpc9wGlW88mTzXBaJCCQHbj73+cD0rT2Xf8Az3g/78n/AOKrN0y4mjmnjS3P2YO+EUKCjbzx16d60vtLf8+0/wCS/wCNAEFul3511+/g/wBaP+WJ/uL/ALVT7Lv/AJ7wf9+T/wDFVSjEMtzdPJp7OxlHLIpP3F96l8q2/wCgX/5CT/GgCjaaaE1WV1lzcQndvkiYg78ng7uep+la2y7/AOe8H/fk/wDxVZsJtH1C4j+zxSYAxCqR7o8dc4Oe461a8q2/6Bf/AJCT/GgBUS7/ALQm/fwf6pP+WJ9X/wBqp9l3/wA94P8Avyf/AIqqCRW32+b/AIln/LJP+Waer+9T+Vbf9Av/AMhJ/jQBQsdN8nUZTHITNCAPMliY5BB6Hdk45/OtfZd/894P+/J/+KrLgNu2o3EZggkAVdsCRRho8ZyT82TnK+lXfKtv+gX/AOQk/wAaAGQQXM1nLE80JR5JVP7pv77f7VPMU0U1khki8tZMBVjI42NjncaLV/I0yR4rdso8pWFQASd7cenNSO5lNlIUZCz52sMEfI3BoAt0UUUAFcZdtuluVOnxXIE8hVmkhGTuwchhnPb6Cuzrm/7L1GaWea3vpIleZ/kExwAHPQbeD+fXvQBniRgu1NMhCE5K+fAMgA44x/nNSsVt/wDUWcDbgDhZIVwSATk49cjp296uLomprkjUp8nqftBOfzXjn0xUk+lapNIzC/kjBkDhVm4AGOPudOP1oAzreCOedY3trK2iXIZ3aJ8qTyAAO/vXQLLAqhRqigAYA3R/4Vm/2Nqflgf2jNuHRvtB/wDif89sVDOlyby4V9Slh8s7nXziFCkZAB2Y7/XigDZ8+H/oKr/31H/hR50P/QVX/vqP/CsSyluFHkyag877mB5kBGcHA+TsVPJzwW9OLjaTqDwogvJVKrjcty2TyTk/L7/oKAL/AJ0P/QVX/vqP/Cjzov8AoKr/AN9R/wCFNsrSeyjkWOGJjJI0js05JZif936D8Ks7rv8A54Qf9/j/APE0Ac3GdPfU1M00hmE7GOZNpXhmILEDAx7+1bvnQ/8AQVX/AL6j/wAKz47XVWeSa2mhi3StlXZnAAduAMYFa+67/wCeEH/f4/8AxNAFG3mi866/4mi/60fxR/3F9qn86L/oKr/31H/hSW7XfnXX7iD/AFo/5bH+4v8As1Y3Xf8Azwg/7/H/AOJoAyIWiTV5mEyoGU5ufMjO77vGMZ9f++a0POi/6Cq/99R/4VVt4r1dSkzMH2ZYxNK20B+nO3nGD/8AWrR3Xf8Az7wf9/j/APE0AUUmi+3zf8TRf9Un8Ufq/tU/nRf9BVf++o/8KRGu/t837iD/AFSf8tj6v/s1Y3Xf/PCD/v8AH/4mgDDs5Ihq85DLANpH2jenz9OMbf69q1fOh/6Cq/8AfUf+FVrSO9TUblzIsmODEZX2rk5GMr6en/1hobrv/nhB/wB/j/8AE0AVrG8tUtiGvImPmycl1yfnb0qSW6t5bm0WOeJ2Mp4VwT9xqq+VfXNi8cflwMZnO9JTn75/2akiS7iayjufLkIlYtIHOTlXPTH9aANOiiigArnhY2UrTSf2jdW8rzyF/JnK5Icjp+H6mugrDl0FpbiWVpWJd2OBKyjBJI4A96AEOn2LRIh1S7JQkhzcEtzj+I8j7vb1NRNpdq28NruoFHHI+0/XPb/OKli0DyWZkbBIcf604G7OeMY701fDiiJ4ySyvjO6ZiePcjv8A1PqaALdglrYBwNRnn34/182/bj09KozyF9TmkjkjZPMUxk7RsbZjcSQTjtwM/Me2aJPDRcKFmkTB5xM3I446e39etTzaEJ2DMAD32ysN3AHPHP3RQBTiW5R2Vp7UQ7gQERckdj9R/XI9DsebB/0EZPzX/Cs1fDX7kRvLI/ABLTsc/p3xz/8AXNPHh4eXIjEusmN26djyDnPT3oAv+bB/0EZPzX/Cl82H/oIv+a/4Vmp4daO5imWaT5G3bTM2GOeM8fp9PQVs5u/7sH/fR/woAy7JLRJDci8Pm+bJvJb7y7m4x0/StT7ba/8APdPzqnHYXEc7TDyQ7k78Z+ZdzEA8f7Rptrp11aNH5Uw8qMbViLnbjGAMYoAWOeB7m6YXzIPNHClcfcX1FS+bB/0EX/Nf8Kkjju0eVsQHzH3dTx8oHp7VDfWEmoRrHOsRVTkYY+mPT3oAz0mulv0P2iMROB58g2BiecY/TqO9aXmwf9BF/wA1/wAKrf2MdkyFUKzYLBpCen1H+fxqxZWU1hCYoVi2lix3OScn8KAIUlg+3zf8TF/9UndfV/ap/Nh/6CL/AJr/AIVII7sXLy4g+ZFXGT2J9veq99p0moBBOsfy5xhz6Y9KAKMEtyL5d1zGsLqDM67Axbb29RnA5rS82D/oIv8Amv8AhVY6MSsysqFZXLkFyQCc5wMf7RqzZWk9jarbwrFsXONzkn88UAQRvaXGmyW8l2cNJJlwwDf6wmpY5LdDYW8U/mFXwCzZZsI3J96cbSeS1e3mS3dHZmIye7FvTtToradDbofKEcTFjt6ngjpgDvQBeopKKAFrzm/jgOpXh239rJ9rfMsbfJJypOAVIx0yfUtzzXo1cO7AandBdQhi/fy7opLeI45J4LMP96gDLFxZQSGUtqTRqGkMZRiNuR3MfuMCti08Mvd26XENzcRxyDIVpSDwMZwUyOmcf4mo1cYGNXtSvGf9Ht855/2uh/pVqf5dRdPtdtEN5H2c28ORwvGS2ehB/wCBfhQAL4QnEoc3szDYVKmcYJJyD/q+Me1LF4SniYN9rkfG3IafIOCP9jvjH4/nWgdTA2dSt5PlGG+zwgr8w5Pzfhz7/gtw6iQj+0baI+UuQLeE54+997vyePagC9c+GJbjcPOaMNKZMJMBjPYHZnA9M4/HmoD4RuSWP2+YMSTkTDjnpjy8e1Vo2he4CS3q3a7+be3giDnr3Vs+/wCFdBBDEZrn/iVA4kH8MfHyL70AZcvhSaVsi5kRcKNqzYHAAP8AB3xn8/U5U+Frl1TfdNuVmb5JQoyTkfwcgY6En8uK07yaysYPOuNMCRg4JEaHH5Gsg6jpbssaFRvZ+PKT+LO3nPGO3r+VADR4OufL2/2hcZwAW88c4PP/ACz78D/9Zz0As/8AqHWX/fX/ANhXP22o6bY3E4uj5oZ8IjwINhyehzzn/wDVwa31igZQw0pSCMg7Y/8AGgDJvdXtNPvntZ9Jh3Ku7ei7lPTjhM5+YVHb6/YXNytumkqJGdUG6Igc9/ucD/Cti1s7WR7pmsIlYSjCtGpI+RfSorILIUhu9IWOck7mSJTGMcg7vf8AnQAy7ljs7e4nk0u0ZYSoIVhk5x6qAOvc1mjxFpxiMh0oKoDE7oHB4JB4Kdcg8e1bK21ul1chdOSQbl5VE4+UeprIj2GS1zcQODIBhYIf3vJ4+9xnoPpQBqwKlwRs02z2mNJAScHDZxxs46Vnvq1pDqC2M2kxRzPMIU3DIcnoQQp4+vPHSr6Qw/b5v+JUP9Un8Mfq/vVJoI/7fXMCgbQBa+RHzw3O7PPc/wD66ANEwATrF/ZtlkqWzu9CP9j3rI03XLLU544I9ISKWTos0e0jgnn5ePumtNoIft0f/EqH+qb+GP1X3rMsoUS6hhlxPJuJ2eSg3gAg5+b1B9uOlAE19qVtp/ledpMLeazqvlDd904Ofkp2m39vqN3A0FhHAY5fmJGGGUcDjb7UyWOIJGFtDDIZZcDykYN8564Pbg9fXtTdH8priBkbz8S/LJ5aKUGx8A4OSfX+QoA6eiiigBK46SKU387HRBcx+fLtl3OD1P8AXjjtXY1ws0SDVrlzbX4Zp5f3kELMrde4YfT60AWRHLuXPhz5sDDCSTgenSppIv8ATX2aFI0ZY/vmZwxHHOPrk/l3PGescYIH2bVhwPl8hsHrz/rOv61bnUHVJWZb933k70t28sn5eeWxjgD8D65IAsMcohcNoPlttGQHkw/PTp6c8/8A63zo+wbdBeVguNpeQADavHT1yPwHWqdtFGLdwLbUUwo+V4G/vDgfP1HX6D2FOuoo2ck2+oyEwqMrA/p0OXxke3qaANextbOCHz7m3lhmLFvlSQbM8AZH+eas2/2bzrr/AI/f9aP+e39xa5+1h3Xq+VZ3TPvyDeRHyhwcnlz/AC64rpbc3HnXX+k2/wDrR/yyP9xf9qgCvqC7rbFotw8u4ECYTlaygL3fGWsI9gcbiDNkcnJ9scH863L66vLS38yIxXDZxsSI5/8AQqxjfPJJGr6bMoZmBJgIAMmQf4+/H0zQAyUX7yOYbSKVN7DLefnGTkfXp/nit5fs+0bvtoOOcedWFFdTaZczvb6ZKXlbDskbMGwTg8vgfh610atcMoP2m3GRnBiPH/j9AFOD7N511/x+/wCtH/Pb+4tV7GW4ysd9bXQODulieYr7cHn/APVWlaMQ92JJY2bzRyowPuL2yahshfwFIp7i3niUndLkhyO3HTrx16UARw/ZvtFz/wAfv3x/z2/uis+O2kEluWslUKw3lVnyBk/d9COD379K2FaQ3Vz5U8KruXhk3fwj/aFc/aqGNgyC7fDKVeSA/Kct8x+fgc844wRmgDYT7N9vm/4/f9Un/Pb1eoDFnVlk8qY2yjIYrNvBxg8/kKuIbj7fN/pVv/qk/wCWR9X/ANqqLwOPEKXBIMhXaJQjFB8p6jdgf1J9aALLfZvt8f8Ax+/6pv8Ant6rVa3g/wCJlJJNDJ5KhvKdVm3jJ9fxOavMbj7fH/pNv/qm/wCWR9V/2qyLK1a2voIUVgAzMJHiJC4BXk7u4Hr3oAmkiSW2AjjmlQTSbo5UmOfnOCD29/r7crpsMkV1D58exzOSPLWUK3yPlm3cZP8AkmkukleGNn8qTbNLiSOElk+Y54yTz9OoHTrTNFiMU0YWFoF8/BSRCDwj8KSx+Udu1AHTUUUUAFcy+j6oLyaWK5VI3ldghgR+CTjBJ/GumpM0AcyNJ1gEf6auOM/6JFmppNN1NrppEljjiLEiIW8ZwOOMk57H8SfpXQZozQBzcWk6qkbK90rnACk20Ywc5z159KdLpmqumI5442x94W0ZycKOhPsTxj71dFmjNAGVZWTWsGyS0WaQks8hCDcfpUkVuUknY6dHh3DDlem0D+laOaM0AZV9Ytd2/lJbGA5zvjKg1njQ70SI3nykKQcYTkc5/Q10tLQBzMug3UkjMk88YLFsAqe5469Oa11iwoB09CQOvyc1fooAzYrcpJOTp0eHfcOV6bQP6VVsrC6sysbwpcQKDzKFMhJ55PfHNblFAGbHblJZmOnR4dgRyvoBVKLSblfIaTe7RkFvuAN1yPoc989BjFb9FAGatuRdSSHTo9rIqjleoLf4ioP7Pf8AtH7V9nbZjHk7l29PTP8AnFbNFAGabcm6ST+zo9oRlPK9SR/hUEGnPDey3DQNIjg4iZl2rznjmtmigDEfTXkjXFr5TrI7AqwwQzE8gEZ7f/qzlbDS5LSeIlZHCyFt8rqSq7WAA/Pr3rZozQAtFJRQAtYNz4YS5u5JzqmpIJXLvHHPtByAMcDoMD8q3qKAMZfDyCMK+o6hKfKkiLSShiQ7ZOeO3AHsMdKqy+EyYdkGuavE3Y/aiQPw47V0dFAGDL4XjleJzqurK6R+WXS62s4yx+YgZP3j+Q9KP+EYXGP7Y1nHcfbDz174z3/QVvUUAc+vhVVP/IZ1gjcWwbrqc59Pp+VWP7BH2JLU6nqJCEnzWmzI2c9WI+nTHT61sUUAVrCzFhZpbCeacJn55m3Oec8nHNWaKKACiikoAWiiigAooooAKSlooAKqX1j9ujRftNzBtOd0EmwnjGD7VbooAyf7C/c+UNT1IDeH3faCW4HTJHQ+lIugqrhv7S1JsEHDXBI46cYrXooAzrXSRbXKz/br6Urn5JZyyn6iitGigD//2Q==)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 4 | 0.87€ | 1.04€ |
| 5 - 9 | 0.82€ | 0.98€ |
| 10 - 24 | 0.80€ | 0.96€ |
| 25 - 49 | 0.78€ | 0.94€ |
| 50 - 99 | 0.76€ | 0.91€ |
| 100 - 207 | 0.67€ | 0.80€ |
| Menge | U.P | |
|---|---|---|
| 1 - 4 | 0.87€ | 1.04€ |
| 5 - 9 | 0.82€ | 0.98€ |
| 10 - 24 | 0.80€ | 0.96€ |
| 25 - 49 | 0.78€ | 0.94€ |
| 50 - 99 | 0.76€ | 0.91€ |
| 100 - 207 | 0.67€ | 0.80€ |
MOSFET-Transistor AO4614B. MOSFET-Transistor. Kanaltyp: N-P. Menge pro Karton: 2. Funktion: Komplementärer Verbesserungsmodus FET. IDSS: 1...5uA. Hinweis: IDM--30Ap & 30Ap. Anzahl der Terminals: 8:1. Pd (Verlustleistung, max): 2W. RoHS: ja. Spec info: 0.024 Ohms & 0.036 Ohms. Montage/Installation: oberflächenmontiertes Bauteil (SMD). Td(off): 16.2/4.8 ns. Td(on): 6.4 ns. Gehäuse: SO. Gehäuse (laut Datenblatt): SO-8. Betriebstemperatur: -55...+150°C. Gate/Source-Spannung Vgs: 20V. Vgs(th) max.: 3V. Vgs(th) min.: 1.7V. Originalprodukt vom Hersteller Alpha & Omega Semiconductors. Bestandsmenge aktualisiert am 05/06/2025, 19:25.
Informationen und technische Hilfe
Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
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