28BYJ-48-12
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dYuWEIRmzNOxd/pn/AB/lWWgouLg3l683O0nCD0UdKcK7XLmfMclVpystkOpabQTSMx2aTNJmkzQA7NJmkzRmmApNGabSZpAOzXpulf8AIIsv+uCf+givMM16fpR/4lFl/wBcI/8A0EUwPMc0A8UylzSAcDS5puRRmgCQV6V8Ovh62tSrqer27rpwXdCu7HnHP57ePbPFeeadcW9rqNvPdWwubdHDSQliu9e4yK+oPDOraTrGiW8ujsi2qqEESjBiIH3SO1MDW+VFCrwBUYYo3GSpPI9Kc4KnmuU8VeJxpyS6Xp13brrckW+JZj8qDOMk+vpSnNQjzMqMXJ2RxHxp1WzdLPTIoI3mSUu8wP8AqyB90Y7ndzmvJsjHFd3e6XNqNtNFeWkkF27Fpg5zljyHU9Dzn6gmuDlgktZ3gmUh0OCDXPQrRqXsdOJw7pWad0wJozTc0ZroOQXNLmm5ozQAtFJn3oFAC000tXNN06TUrrylIWNRuklboi9yaBxi5OyLWhWSBzqNwmYo22RL/fkP+HX8q7OxYJ4D1tmOFW3kiB+rHH86wswyXEEcalLK24jU9Wx8xJ9zjJ/AVe1a6/s74X28LHE+pTFsd9gYnP6D86xx0f3MIdXJHZD3L22t+v8AwNDgYxgVIDUSning1sjiH5opuaTNADs0maQ0lADs0ZpuaKAFzRTc0E0ALmvT9K/5A9l/17x/+givL8mvT9KP/Ensf+veP/0EUwPMM0U3NFIB+aM03NGaAHFjW74O8T3PhvxDbzrdGG1kdUugV3K0eecr3x+dYFRsM0wPoTxr8UtO8OWkcGnPHf3VxF5kRjcFYgehJ+hyBXkEHjRHldrya4lMjEt9oRZQc9eetck8ZJpotgetXGdtLJjTlF3i7Hrdn4htW04xzAmzbohcsmeo2t95T0PpXCajff2nqE0xDDJwm/7wA4Gcd6j0XVRp+ba5USWr8EMMgfX2/lWzd+G471RcaPMJCRu+yyvhv+AP0YVm8NThL2tKNk9/I39pOrHkb1/M51lKnBGDTSa0I7aVr2Kwuo3hkdgv79ShXPc57e9aus+C77Tj5lupnhPI28nHtj7w+lZzrU4SUZPVkRozkm0tjms0maCCCQQQRSVoZWHZozVu00m/veYLWRl/vkYUfieK2rXQbS1KvfSi4k7Qwk7T9W6n8B+NOMXLZGipyZk6ZpNxqTkpiOBP9ZM/Cp/ifaui8uOOD7FYqyWqH95IR80jep9/Qdu9X4rWe92x7RFBH0jT5VT8un6mhrKbUrg6bpigJFxc3LDbHEPTP9OtY1cTTpOyd5fgjvp4dU4809vxf+S/Eg0fT/7ZujbRnZAoxNKDxHEDlsH1J4z357VgeNNbj1fXPKtQFsrNRBAg6ADj/P0re8R65Z+G9G/sXSGzLIMyS/xOf759B6D8fr57GOMmsKTdaXtHstv1fzMMRNrR7vfy7ImX8eKfmoxS12HGO7UZ96bmjNADs0mabmjIoAdmjNNzRmgBc+9GabmjNAC5r1DSj/xJ7H/r3j/9BFeW5r1DSs/2PY/9e8f/AKCKYHmGaXNMzS5pAOz3ozTc0ZzQA7NGKTNGaADANGMUZozQAEA/Srel6pLpjlSvnWzHLRnt7j0NVKSqUmtmB3tlrMl7EPskzXKDkwuBIy/VW+b8iRV6LxDdW0bQLHbKp6xvC8YH4E4FeYlSGDqSrjkMpwRWrb+KNetFCLe+eg6LcKH/AFPNZ1G5fFCMvVf5HVCsura/H8zrLq7trxw9xZ6czj+P5mJ/XmkSRIgDbw20X+0kCA/mQTXNv431R1xLp+mye7QE/wBaSLx1rEK7YbOxiH+xDtx+tSqs0vdppfNm3tKV7yk38l/kdZ5N9d4JSeQf3nOFHvlsD8hV620tIv3k7pz1wxVfxc8t/wABrz258XeIbzg3YiH/AEzQKR9D1rJka5uXL3N1LKzdS7k5/OsaixVZWnKy8hrF0qbvTjr3e569ca5oenQFLi7XgY2Rtsx9AOR9Rk/SuS1j4g77cWWjWywwL93CbUX32/xH3b8q4wW8Yxlc/WpQijoBWVLL6cHeWr8zGeLnLVaDT5s8zTTu0krnLMxySalHApBxSg13pWOS9x1FNzRmgB2aTNNzRmgB2aTNJmjNACk0ZpvejNAC5opuaOtAC5r1LSv+QPY/9e8f/oIryvPGa9S0k/8AEmsf+veP/wBBFAHl9GaaKU9KAFzS5poPIpCaAH5xRnmm5+bFFADs0ZptKelAC5pc02k/woAdmikPSg0AHFJjPajtS0AJgU6ik9aAFozTTRQA7NJmkzyaD0/GgBaM5pB1ooAWkz70DqaTrQAoNGaSkNADs0mcmm9qU9qAFpM0dqCKADNep6Sf+JNY/wDXvH/6CK8rP3hXqmk/8gax/wCveP8A9BFAH//Z)
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00xpSaQEjyZ4qHqaaX5pA1AFhBVhTx1qormpVfigCxnpS55/wqENTg31oAkzRmmZOaWmApOTXpuln/iUWXH/LBP8A0EV5hn0r03Sv+QRZf9cI/wD0EUAeYGjNJnJNJnmgBwNGaTPpQOKAEJzUbCpKaeaAIWXNQstWWFRMPagAspntr+CZJGjKyKdwOMc19F+H9WvLhUjuSkqtu2v3wOnPevm5hXrvw81JoPDcEoBnMUjxsu7lR1H8668PFTUoWu+hy4iTg4zvZX1PVwcj60tc3/wlYVf+PGT/AL7FJ/wlw7WEn/fYqfqtb+Uf1mj/ADHS0E7RnrXMnxd/1D3/AO/g/wAKG8WAjAsHz/10FP6rW/lD6zS/mMPxPrOoy3cMCSCO1bcWReBgEYLHv/KvF9fv7i81OQSyFljOFXsOK7n4hanPDDDHC+wsm51B5GTxXmeWdizEknkk1tjFThFU4qzMcI6k26kndDlBqRVpFFSqK887xVFO6CgdOKOlACE0wmnGmE0gEzSg0w0ooAlU1Mp96rrUqk5oAmBp4PvUQNPBwKAJM0uaYDSg+ppgOzk16fpR/wCJRZf9cI//AEEV5f0PvXp2lf8AIHsv+veP/wBBFAHl2aXOTTc0Z9+aAHE0A5pM8UUAL+NJRSGgBDTGFPppxQBAwqay1S/0xnayupYN3DbDwfqKawqFxTjJxd0JxUlZmi/i/XQf+P8AkNdvNJqE2oWzQXrrDdxw3AXsoIUkD2+b9K8wcV6P4euPtOmaHP3Qtav9VbI/8dK10KtUlTmuZ3tcKFGkq0LxVrnT6HplxcakIJ72WRVunhOT1HlFv0I4rzLWfEmt2WuX1st9IoguJIwvoFYj+leq+Gpyuv3/AP0z1KP8mj2/1ryTx5B5HjvWkxjN07/99HP9a8rDYqt7eUXJ7dztx2Gopq0V9xl3eqXeoEm5lLljlieST71Aopiip1Wu6UnJ3kzhUVFWQ5RUqj2pFHFSAe1SUJikwTT+nalxQBCVNMKVYNJgUgK+ylCVNtFGB1oAYEqQAcUAU7HtQAAelOFH60frQA4daO1Jn86PxoAcK9P0ot/Y9l/17x/+givLa9R0r/kD2P8A17x/+gimB5dRmm+9L29KAF96XJxTPrS0gFHrRnNJn0ozigBTSUmeaDTAaahepiKYRmgCswrsPAtzvjms2PMVxDcJ7DcFf+a/lXKMtaPhy8+wa5A5bakmYnPoG4z+BwfwrSk7S166feF7a9j1TTc2eu6tIxwC9tcZ9gwB/wDQTXC/Fa0Nv8QL1sYEyRyD/vkD+Yr0eeATy6gIxhprR8fiAy1x/wAV0F7JoWtKBtvLIAkeo+b/ANnrxoe5ilfrp/X3Hq45XimjzZBU69aaFqUD869Q8ocOaeOlItO9qAFpMfpRR0oADSd+1LR0oATHailo7UAGBRxSd6XpQAoo7cUlANAC59KM0nrRmgBeK9R0r/kD2XP/AC7x/wDoIryztXqWkn/iT2P/AF7x/wDoIoA8tzRmm5pQRTAcaAeKbnNGaAFzS5z3NNyPWigBc47UZNJRn3oAKSlOOtJ35oAYwpnQ5FSkelRkUgPY/CmqDUk0yYnLyQtBL/vKv+AH51j+JLY3Xw4CEZk0i/aE+ybio/8AZaw/AOpi21HyHPyq6zqPocN/46f0rvLqxM174n0Rhn7bbfaYh6uBj/0JB+deVjHyVlU80/8AP8z1pfvMPF+VvuPFRxThSEYNKPavVR5I4e5p2aaDTvxoAKXn8aSgmgBaTNITRz60AL360UnvxQDQAoPpRSZFJmgB2fzpCc0Z/CkHegBfWjNJn9KP50ALXqek/wDIGseP+XeP/wBBFeV5616jpJP9jWP/AF7x/wDoIoA8szSjv2pval70wFz+NLnGKbQeKQC598Cl9aT0oPegBaM03uB2pf4qAA9SKQn2oB+770vY0AJmmml7fhR2oAn028NjqUFyOQjfMPVehH5Zr21Zd91omsxtu2jyJWH8Stxn/voA/wDAq8I9K9g8FSNN4OUSMWC9M9uo/oPyrgx8FKnc9HAvmjKm/U868Vab/ZPijUbQLhEmLJ/utyP0IrHzXdfFWNV8RWThcNJZIWPqQzD+QFcJW2EqOpRjJ9jhqK0mhw7Ypw6e9MHWl7Cukgd2FBo7009RQA4nPeikHf60dqAFz/8AqpM+3ajvj3oP3vwoAXij2ox8ppvrQAvej2pP8KTvjtQA49TSdKQ9TS+tAB1r1PSSP7Gsf+veP/0EV5YOleo6Sf8AiTWP/XvH/wCgigD/2Q==)
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)
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)
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)
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)
| Menge | exkl. MwSt | inkl. MwSt |
|---|---|---|
| 1 - 1 | 14.93€ | 17.92€ |
| 2 - 2 | 14.18€ | 17.02€ |
| 3 - 4 | 13.44€ | 16.13€ |
| 5 - 7 | 12.69€ | 15.23€ |
| Menge | U.P | |
|---|---|---|
| 1 - 1 | 14.93€ | 17.92€ |
| 2 - 2 | 14.18€ | 17.02€ |
| 3 - 4 | 13.44€ | 16.13€ |
| 5 - 7 | 12.69€ | 15.23€ |
Lieferung in 2-3 Tagen, mit Postverfolgung!
28BYJ-48-12. Eingang: 5-poliger JST-XH-Stecker. Spannung: 12V. Funktion: Schrittmotor. Montage/Installation: schrauben. Achse: Achse mit flach. Abmessungen: Gehäuse 28x20mm, Achse 5x9mm. Hinweis: 513 Schritte pro Umdrehung. Gewicht: 37g. Spec info: unipolarer Schrittmotor. Bestandsmenge aktualisiert am 12/01/2025, 12:25.
Informationen und technische Hilfe
Zahlungs-und Lieferbedingungen
Lieferung in 2-3 Tagen, mit Postverfolgung!
Alle Rechte vorbehalten, RPtronics, 2024.