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![Digital-Bügelmessschraube mit mit Friktionsratsche](https://wepo24.de/media/image/f8/ed/9a/60345b1535bbb6210_600x600.jpg)
- Artikel-Nr.: M6034-02030020
Digital-Bügelmessschraube mit mit Friktionsratsche mit HM-Messflächen ø 6,5 mm... mehr
Produktinformationen "Digital-Bügelmessschraube mit mit Friktionsratsche"
Digital-Bügelmessschraube mit mit Friktionsratsche
mit HM-Messflächen ø 6,5 mm
mit Friktionsratsche
Ablesung 0,001 mm oder 0,00005“
Digital micrometer with friction ratchet
carbide measuring faces Ø 6,5 mm
with ratchet friction thimble
reading 0,001 mm
accuracy DIN 863
incl. setting standard (at 25 mm)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMwAAADECAIAAABcE1nIAAAaFUlEQVR4nO2dfVsaV97H8zb23eyb6HUNBF3AJwjiIxjFNGLSSJpiuposptVU7IZ0abZkl2RDV9wN1y3XnWnlbuhKqynd0KglYlAJIIrD8Lv/GMAB5iDq+BD6+1zzByEzw3Dm45kzh/Odcw4Q5Jg5d9oHgNQ+KBly7KBkonHuvfunfQhnFJRMNFAyEiiZaKBkJFAy0UDJSKBkooGSkUDJRAMlI4GSiQZKRuJEJWNCD3u6HobYk/zMkwMlI1GlZOnI3BeDqnqKkkpU12xzqwwAwGu3UUGpPw9sZwEAYCtgbZdbAxniTqL0qO6KO5ytcs+UlKKkFNUw5AmvuU35f0olQ571Q33V4+b0JMuE51/c/fhv5967f+69++c0T+8+e5M4pUMRpCrJspGn15V9U/MxADYxf69DedMTYfIqKC85QwzAvpJlIzNXNAUj998zb1eZNbeJkk9V8PcscEqSZVam3b/j9Npb/vL70Z/DZ+aKUY1kOyFHP9XzaJnTI/vK2aPsdLxk4bXb2NL7x+GeRgsdy+wnWSJg7bvo/KX4i1fYM0pWFezqj0ppiWHc8kA5vXlGNKtGsg16RMU75VsBa7tshE7Aa7dRZZwO+MZ0HbYftitKlo3MXGniXKxyzyhZNTAvvnosZNj9c+/dP3f5x/CJH5Ag1UhWcsq3AtZ2yjizxknmfp2NzFypM7l+3SBLtrVoM/Q4fmYOsOd8m0zykWc9zWuTNQx5Iof9ssfLaUiW9k0+JEpW98x3Nv4sq5Es6jU3l6ggNXtjeckAUiHHQOOo+38mCZLF6NHmUe9m+f9U2DPWZNVQOzVZhZYTJxlAjB5tbNd1K4UkS4UcxgvW+e2D7Rklq4qaaZMBs/T4kqzfthAHYJMLdr3smuvXNPAlAybi/lBKSQUki9GjTTfckbJL5T57RsmqpEbuLoHcm1WQDGBn0a6Xl0nGRNw3NMLVWOU9o2TVUxP9ZIdne9564apzKX28n3I2wB5/EscqGRNx32gapWPH+RlnB5SMxLFKtvZs9GNHKHWcH3GGQMlI4CgM0UDJSKBkooGSkUDJRAMlI4GSiQZKRqJUMuJvFLjgUt2yv2TIoREsXwRQMhFByUigZKKBkpFAyUQDJSOBkokGSkYCJRMNlIzEaUomFMNMb6xEtqrbPBOYklMm91qlAUDZ9W/Heqf8qWyFdcoOa3PldbL4rd2w6+YV5887FbdDyUicomRCMcx1z5Ck27ZY1W/q+0uWjXiHe697XmdLRqStzRiJG2bWPR9Jmm2LGQD2pbNXkxswt/2DrfNq5R/7T0+y3/h4MjKCMcwDsZ9k2e3A5+pc9rh6yYo+wCpX8If+1l2ZiZCP95Qkq5GRsemw53ab/DwXFtKPO5+MG+Tc6wk6wgCwK56b3XIuTSQ3jD9xjusbuNcT9KrwsGvhGCZAzGcdvOUK7bDh2Vu6hlxkXPWRMxgHAIB40DGkoKQUpTZ715jAlJz6g0LbO2BoV+ytU+CN16zpdLxkAUiSCX0KG/PdG/zQFWLXfZPvt0jOy7X9H7pCLAAk6BFZnz1IrMxORbKaGeNfSKoB7Pxoa6uvG6XjALDpNcu0Ft8m7y8+u7P4RRulHqXXATKb3hGZ8hNfQuCbEmKY3Olvtwa2eLVUKmjvk1x8tMSyCd8nSuWIJ5IGSL2N75asQ3UWN+8S9IhMO+7nrhvCkgl9Cm/NopoMAFZc/Q15a4WKEtNKBA4oGX/0feEc8E9G3hKodDkjxTAFJSuc9ZjPoqmz+Ao1idA6e3tiQw879z59X8kKK1SQrJA9JhQl5i4JnIZkxBhmZclK0iX7SFb86aJJli8HoaLEmozAyUtWIYa5f03Gr0gqS5ZdftRDDTiXuQyLKJKVVqWlRYltMgInLlnFGGZFySq0yYQycyn/eGOrxZdLsbBLjy5KusboCAOJl44PZBcfLbGCmvJ2xQbtGkWP81XuhjL7ytnTfMm1TLq/xLtLEics2X4xzEqSAcDmvM2ooKQU1WLyrDKVJYO4f7yjcdyfr3i2ljyf6uXnKeq8XP/JTCgBwnUhf1fbS9M3VZLzzbaFDEA27Lok/cAV3iUWJfaTETjZfrKTjWEyS48vCd7DHoZUyGFUj81ViPdhjz+Jk5Ts5GOYyaB9sMe+WPnnoGrIRmeHNbe8UcJVHgBQMjInKdlpxDB3fn788YP5A/12KcBueObuxNybyntByUjgKAzRQMlIoGSigZKRQMlEAyUjgZE4XERe9pcMOTSC5YsASiYiKBkJlEw0UDISKJlooGQkUDLRQMlIvOOS8X6PF+IA2aejg5KRqEay8sFY+fPKrM7ZrqkkUoqqVw1+MRdJl64AAMmAvV8tyY2jLzzfuoSSaeGqnnOkXDJ+xOgg2aejg5KROIpkTMRzU9lxbz7BAsTmp/qU159GsmUnfu+fbPKnr/pl79uDybKPKB31Wi3Fn8XE41tMyUjDkwMlI3EEydiXjk5lYUxfdvlRD9XvCO2QJQOADXpErbT4ykY7kSZZ4o1aY8PeW725TJREa3K+SPJ3nvh+qkNrcj9/xo8Y5bNPudkC2roMhq62XI2bDns/0eUiWPUq0+Ng8qhj/FAyEkeQLEGPyHgyZQJWuWqE3qgoGRN2XS2NFQFUJRlvaCQTfNAhMTqX0rmdPw96zB162w9JAOERlDF6VKmzBhIAiYBVpxylY/yPYH6ydzQI5PMOCEpGomrJ8hPnUpSU4s5ciUyFs1tJsj1fM4u25r2ZeEumhYtXlmxvn2szRqqh16BrMntyI7oFVkumfHfq6u/60wAAaf/d+ro7vlRSeLjvUYoSJSNwhJos5jVLSyRrNnujJ1CTFUsmk8sbOqa+T+wdRslqcf7x54dcx1GyE+OE22Qxn6WVN+6+wFEka//s365hZdeYbx2AXJPV3fGlsgDZ/GusyU6Oo9xdbi85r8r09oUkCxBfsPXL3nf9yopyd7kbdn0gUU/6E2w1klkDb9fpOyrlLW+UKYoYFbXJuif8MYCYf6K7tE2Gkh0zx9RPlm+9NdsW133jbUqqin6yotOcfOE0afO9a6avFuIVJdsCWPeNdSlMM2EmtRcx2vvfdGTuXr/iPEWdV/Tfm4ukiRGsoxQlSkbgHe/xP0ugZCRQMtFAyUigZKKBkpFAyUQDJSOBkokGSkYCJRMNlIwEppVwEXnZXzLk0AiWLwIomYigZCRQMtFAyUigZKKBkpFAyUQDJSOBkokGSkbiHZHsLEXfSKBkJKqWLOoxSRVFz35OBuz9GoXWYBzQq9SFMTxsMvjYpKqnKCklv+EufYxvLUTfSKBkJKqULBP1DEspqeSSa29Wt70Tn90OfK6WfOAK78Lugu1C86BriQFgNqIbpWPHaiH6RgIlI1GlZBGPqX3o3mdG/jPG+Sd+bcZI9dqD27A2Y6QKMxqVUwvRNxIoGYnqJIt6TNIB56sFR2fT3hUzP4Ke2QjOWi83XnEtMQDsL86LCoXxPr1cPsYaaiP6RgIlI1HV8OuoZ1ja+TDEbgftvXtXzLUZI6XQmScmLTf06v6xpy85rZjInG2wVUI19099G2FqMPpGAiUjUY1kG/SIuskaSHNRH8n13KQ1/Mvlptcs6xr3Fx7Rn16ft/dL1WZvyWxXtRB9I4GSkahCsgQ9IlNqDUajcdA4oG+RNJm4u8Kixnj5+RM8o7UQfSOBkpHYVzI2Qd+WNd7NzxW/QY+opCZPFIokY379elCqtfg2AbbevNkCACbiMSubTaWdFLUQfSOBkpHYV7I3XrP6gm0hf0vJJujbMumwJ5rhPxOKknebH79IAkDiu3F1PcWfPLqIWoi+kUDJSLwjPf7vAigZCZRMNFAyEiiZaKBkJFAy0UDJSKBkooGSkUDJRAMlI4GROFxEXvaXDDk0guWLAEomIigZCZRMNFAyEiiZaKBkJFAy0UDJSKBkooGSkUDJRAMlI1GNZGwy8GV/S30ui1F4yjVHUVQutWjr3pu4RPKRZz0jkKWrUU5Pskx4/sXdj/+W66nSPL377A0pyXMqHPQR6/GfvjTK9H8N7nDOCEXl+APCBFeoUU5JsszKtPt3pT2if/n96M/h44plHZiDP8c/QY/IuEGwIByVK5JMaIUa5VQkY1d/VEoFe94fKKc3z4hmB5cMVlz9DZ2OlywQonJ8yQRXqFFOQzLmxVePib/wXP4xfOIHJMghJCsMYiZE5fYkI6xQo5yGZGnf5EOiZHXPfMc00vyAHKUmI0Tl9iQjrFCjYE1G4uCSpXyWuvZxf5wYlStIRlqhRsE2GYlD311miFG5nGQrxBVqFLy7JFFVP1nM91lb4ZkluX4yclSOk2z6e+IKNQr2k5HAHn/RwB5/EiiZaKBkJFAy0UDJSKBkooGSkUDJRAMlI4FpJVxEXvaXDDk0guWLAEomIigZCZRMNFAyEiiZaKBkJFAy0UDJSKBkooGSkUDJRAMlI1FlWukLvbxBaxgwaFt1o/8MJlmAtwHb+3J5u8Fo0CrahuzfrTEgMD/X3nOHm6+4V7LcqKF8nEky9I/Z8nTTO8vpSVYLozD448neeM0qpcWX4D9JOuEba2yz+DbLH9O/aNNLB7/+lQFgYmsb6bJBttzuz9xUXIfjlCSrkfFkfDMya24T1WxbzPB9Krwukey126ioH/enhXdVeA8lOzw1OTI2vewcoDofhlieT8xP9g6VyRMpq8nSS06jRHHVRi9tCeyqsHuU7NDU4Bh/dmvJY2lrveL6hYHXbqNCZpz657TznqmvJzcvRMn8XBlgVuds11SSwtQN/DZZflJVlOzw1FhaSaLSDQwOmu86vKEkAOdT3cDQFeXFiecb+TWFp/xg1v22/gaFeXYdazKRqcGajP8m55NvyT2sUN2h1xnem+XzyhT2gJKJTE22yQrkfWLCHnOrcng2moUyyditN+tbAMCEPWaN1OSJYk0mPjV4d1lgz6dsdHZYqTa5l5nSfrLF5+NdEkpKUefl+km6tE3GTbOKkh2dWugnQ6oCe/xJoGSigZKRQMlEAyUjgZKJBkpGAiUTDZSMBEomGigZCYzE4SLysr9kyKERLF8EUDIRQclIoGSigZKRQMlEAyUjgZKJBkpG4tzE3amlpZXTPoxaACUjcW59feP6h+bTPoxaACUjcS4UevXZ5J8rrlNxAq8idkLOq3LjzJr4x/kOICxZct6mb5JrDUZDu0L1of15hAGAZMDer1FoDcYBvUp9zTa3Kji/AbP2nX2ordkaIBX3u8I5jUa7uRmruE6FCbxK2ApY2ymUjM/ajJFqtwa2ANiE79NG5Se+BMt7M7sd+FwtKZ94ik0G/z6obBuy08tbZ2bw4WE593/f+fdbhzSBVyr05IZKIqUoqaRt/FkkFfNN6VvqKXm74UNXiIW9ZK+kyzz9cgeADc/e0jXkRiyqPnIG4wCwG3pyVVVPUVJKoht7tsoAZAJTcsrkXsvwrM3uhFwmVT1FnZdffBjcBYBEaOYTfUuHYUDfItVef7rClh5PGiAd9n6iKzwc3vQ4mGQBAJL/nRkztGgNAzqVVPXHp2Fxaor9JOO9Ln2z1x7cLtoq8f1Uh9bkXq6NGVzO3f/iwTff+iquQ5r2Jj+6GlJBe59shE4U1WRRerRLb/shCcCs/stU94ErvMuzJxW090kuPlpiAbbW32yxAMAEH3TIbtMJVkiyqNes0Tv+ywC79TbJQHZ74YuOxlveKMMbo1vxeJif7B0NF52/sJBYsPU1cuPF+Sf76EW5n2RM8EEHN5NB7s0ksxGctV5uvOJaKrJpN+z6QNrzMFQbih1tAi8AAGbj5288T2xDrZRxZo1/UlM+S92Ac5mrJFZc/a1mb5RnT/E+mfXgNx6X7XoLZXKvZYQk2/RZ2lUj/1rKXTuSAWuXbIROVH88hdXSAWuTeoTeADgxyZqM1n9MOz836S5P0KtM7k2FzjwxabmhV/ePPX2ZLNom4hlqkmsNRqNB29I3+nUwKbDfd4mjTOC1vTT9cUf/mMPzzay1r/Skrs0YKaVW196iNQyaxyZtTnp5S1AyZmn6eseAxfHUNzulI0oGkAx+Pdorl3SZXcEkCObXKx5PYTXB65coRUmUrHlg6LKyzfo8luG9mf/cTa9Z1jXu5zWLMwGrPP+/Cd9Y40XbojhHeFocYQKvmNcs5eqqzJrbVHpSE/SIrLSpISRZ1GvW9DhfZYErerJkAABsMnCvTWJ0Lq3SI6r8AxDy9lQ+nsJqCXpEph33JwBO8HL5fNFt0qhGn61neW/mPrcsR8gG7Zr23BHCa7dR9a6nbI4wPXTMa5b22YMp3kndDtp7qZ5Hy1kAiNKjbarRWW72QSYe3yJKpu6w/5S/iJjca5ls2HVJ0jXhj/Ek45piwAQfdEiMzqVUjLYo1ZP+BFssWcnxCEkGUXq0TT3xPAEn2SZLMhGPWdk67I1kobih9uvXg9LCTMgccf94F3eETMRjVv4majLBCbwAYCvktuhaOgzGy7qWFr1tPgnALE1fV9VTzbbFDO/ukpJKWm7NrjFCkmV3QjOjulatwTigUyv0XwSSLEA86PyIu0+kJK2DX/2YzK64rzRTlJSSaE3OF0kAYFbnpgaULfqBAX2LRCq3BjICxyMoGTCRb6f61S26ywM6leTkGv5M1HtLqRh2h3cgGbD3q7mSoeTd5scvSltdyUXHYEvR932XqYHfLl+7jcpm28JhHvuwNmOkum2LKVGOA3v8SbyzkuUeeAbM6r9MspLLzX6bbkQ3GABIr7o/knG9o2KAkpF4VyVjl13vc1dwSeug7bv1A8xunl52DclzHcLXbM+jYk2MjpKReFclO4OgZCRQMtFAyUhgWgkXkZf9JUMOjWD5IoCSiQhKRgIlEw2UjARKJhooGQmUTDRQMhIomWigZCRQMtFAyUhUJ1npPFzAhpy98uvutbMxGcHZQFCybNh9JTeApUE/QUeYmM+ikQzORLj/ZoN2jcrsjZZutlfgTe+7XrGCkacSmOj8l9cUpc+PTq89/+uQSmcNJAF2w+4b8tzQD0NujG56wd6lpIoeHi0+1UhWPg8Xf2QYkkO4JmOSb7kEQ27c2HqCvi2T3aYTLACwoYedkuvuUmei9KhWafZEGABIvY3vCkee9oj5711ukap13S3FDymPBx1DStWH9vy0Q9yoPoCdX10maW4nu/G3qdxOJrqkV2YiYv2Uy6Maycrm4Yr5JvUqCaXUGkZdoXjYc7tNfp6i1GbvGjCrc7ahtrY+Q1v3oG0uwgAbfnqzrfC3Mv7kybhefj7/d7O5aNNLLrnCWQBgIu7r0tzrwniyP2jN06GdLLArnpvdckpKKUa96/HQk2GVREpRDRcdwV0AJjJnG+xuM/S1tQ1xGcb8h55XmGfXs2W5Jt5D3Qt/LYJJKqFMFLkoK18uUz5LnWqE3oCoxyTtsgaS3FeW5MZ47pENuy5JuNGXefYZMs6JUjJKnk3M3+tQDrvDO2WHkk357tTlRc9TmJqt0pc4HNVIVj4Pl2BqDQAyMdqiVH8e2M7C9rxV3TZKR5m9NZOLtl6q7k90nM1PaTi3sXj/AhfggYjH1HrJtZyFTIy2NOrtC0kWmBW3SXvJtZzlP+s/5jVLLztC27m/cm6kq3V+m8swKi10jD+AWyjXJCSZUJJKMBNFLkqyZMz6wvTY+x3D/15mALLLrktNnY6XLGzQI62djpfF4rIJ+ras/i5/bj3hyFMpxZJll12XWnocP5ddWNPrC9NjPb3DT4sTUnvFKD7VtclK5+EiSRbzWTT5Oi/hH9fWWXxx4YRSfqvdBdsFzQi9AQl6pI7LuMZ8lvbcqH9gwq6rUrM3xpcs4bMoO0ZmQjnjUz5LXX7Mfto/Xq+x+GK8wxPKNe0jWeE4iZko4aIkSRbzWY36FmkrV7UD7IQc/ZLBmUg6YG3iqjQ+QlNzCEaeSinecN0zJFFqDUajoaNF96evcxUzG/PdM+pUUlVJbD27E/yrXnnTI9TYOzoHuLvkzcNFkox/JnLvhytLBnH/eHudZS7qu1PX+TDEcjtRyrXd2pYOw+CwZfK+g17aKZq1hE0G/zmqa5BoR1zBeNHlI78a7/CEck3VSiaYiSIXZeXLZfI/U23KTvuLXQA2+KVGdvt///NVZ90dX6qkEUSqycoiT6UUSZYJTMlzr9mE79PGC/cX9zLqXB7HYA/mr0zJH2z6DrMnfExBzwN1Yex9jQo1WZ3Fl+K93qcmg2zKf7exacQ61p2/cGzQIxqNPVh0ERGYGudtYOqi5OKjpaTPUqex+GIAXK1WUpNtCOSaqpVMaNsKRblPFwavoNIBa5P22lBfXa6aLILYJiuJPJHPDnAeF0zNJ3QI5Rmbn+pTE3crAlUFScrm4QI2+KWG4vJn5W2ySX+ChcTzidI2maBkACn/eON5iup3hLgmaiZGW5Qqi5e7nebuzooKhWuKFVpOhfQRm/BPlrXJMgK5puyy61IDFweqKJnQthWKUlCyrXicy2tF6TG1Mt9IivksGopqMnkiAptkI97hVqG7y+LIUyklyUX/eGP3hD8GkI54RpQX7i/uZrjEF0A6Sn+qllx2hFLc/UFnR4UKUgSqkSxWNg8XAPNq+rpWQnXbFqNF0UhmdW5qQEFJKaq5f+rbCCMYg4NiNeP+8XZK8yWv7uKnlbTm2VW+ZIWep8I9IBP5dqq/maKklGJgaq7kaRqCuSY2GXxsUhWeU/RwIckKH6fAtuSiFJCMTTz/TC2R8vrJ8u/Tt2UCz1nJU9JPJhh5KqX07jIZ/Puggl9QhfPI6ydLfD/V8YfClGpl07SJw2+qx/8IuaYqtsUefxK/AcmOkGs60LYoGYnal+wIuaaDbYuSkah9yU4MlIwESiYaKBkJlEw0UDISGInDReRlf8kQRHRQMuTYQcmQYwclQ44dlAw5dlAy5NhByZBjByVDjh2UDDl2UDLk2Pl/gMiRQ3x5lrMAAAAASUVORK5CYIIA)
![](data:image/png;base64,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)
mit HM-Messflächen ø 6,5 mm
mit Friktionsratsche
Ablesung 0,001 mm oder 0,00005“
Genauigkeit nach DIN 863 ab 25 mm mit Einstellmaß
im Etui
Digital micrometer with friction ratchet
carbide measuring faces Ø 6,5 mm
with ratchet friction thimble
reading 0,001 mm
accuracy DIN 863
incl. setting standard (at 25 mm)
in case
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