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![Digital-Bügelmessschraube](https://wepo24.de/media/image/bf/f2/c9/60265b0e6393c611e_600x600.jpg)
- Artikel-Nr.: M6026-02029090
Digital-Bügelmessschraube mit feinst geläppten HM-Messflächen Ablesung 0,001 mm... mehr
Produktinformationen "Digital-Bügelmessschraube"
Digital-Bügelmessschraube
mit feinst geläppten HM-Messflächen
Ablesung 0,001 mm
Messspindel ø 6,5 mm
mit Friktionsratsche
Genauigkeit nach DIN 863
ab 25 mm mit Einstellmaß
im Etui
Digital micrometer
carbide measuring faces
reading 0,001 mm
spindle ø 6,5 mm
with friction ratchet
accuracy DIN 863
at 25 mm with setting standard
![](data:image/png;base64,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)
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eXF/72+vXrCoUiLi4uKyvru+++05PnkydPWltbGxoapFKpnmS5ubkAgNzc3N7eXvwiHsvcuXOTkpIuXbr08OHDioqKCWt9v//++5kzZ0pKStrb2/UkO3bsWHd3t0gk+uWXX2pra7V3OTk5CYVCgUCwdSI8PDzmzp37t7/9DS8ql8sNDAzUeRbJyckODg4pKSm0zqhlBqPwZsa2bdva29vHNj/wh3pKpXLz5s0ajaajoyMhIWH37t0GtWH27t3b0dFBvNVoNPi0fiiKtra22traEu2oR48eabejAACjo6MIghBz/ekE/8EeHR0FACgUCp1p5s+fv3PnThRF1Wo1vv6AngxHRkYQBFmyZEl4eLhardbe9eDBA3d39/z8fPytWq3GMEwmk2VlZY2MjOjJE5/SUKVS4RMPjgf+hSsUCvwr0pnG2tp6aGgIn1tXqVQmJCQcPHhQzxNhsVhcWFhYWFh4/PhxPckKCgrEYvGRI0eKiooKCwu1d4WHh1dWViYkJJC5R1lbW8+dO5c4nfH+I/j3LDd2/kaSmK3WN2GNFu/fM67Wx+VytRfO0cZia30IgtjZ2elc9MDOzi4hIUF7i9lrfWVlZcbPIEGCrVu31tbWpqamzpqIGTNm2NjYvPPOO4x9G/oxj1G9vb34vMd62LJli1Kp7OzsTExMNPTqcXZ2rqqq0rlLKpXa2tomJSXh/R9Pnz49c+YMHcFvhj7hlclkfD5f58I8W7Zs8fX11d5idqOYiesrKCjImQg/Pz8bG5sXvh8zYh6j8vLy8EaIHoKDg2fNmjVz5syZM2fidX3yVFRUjHdnf/bs2b///W/iF27mzJmvvPLKhD+ERvDSSy8ZZBQeez7eE9558+Zpr0NnXqMSExPp+Ma0cXd3p/x5FDOYxygnJ6cJR6ri9ygcQ0eJ64+ZUKlURM4ymWzPnj103KMMfR61f//+uro6nc+ya2tr//jHP1pUFBLdMRP4PSo/P3/DRDg5Odna2k7re1RfX9+iRYsmHDhkaJyENuSjkKqrq1ksltEfpAdDa30CgUChUIwXKfvWW295e3sTtymzR8oyEHteW1ubk5Pz7UR89tln9vb2JSUljH0b+jGDUSUlJYGBgRMmY8ao0tLSFStWGP1BekhPTzfIqDVr1mAYNt5Zu7q6vvLKK8RojsHBQRcXlwl7lqniww8/fMEoBkYcFhYWLl++nEwVkUzgOWOYwajU1NRffvllwmTMGNXU1ISvs0Y5PT09BhmF/8qMd9b5+fnvvPPOsmXLnj17Bv7/ZPFMol2nSExMZOAJ765dux4+fEimbNotTLNjBqOEQiGZyUmYMYrWMbze3t4kmw3Z2dkFBQVg/LMeHh4uLCx86623QkNDD5ib5cuXz6YZDw+P77//3tB19CwBpo0aGBhYu3YtmZRTwCihUEjSKCcnJ7lcDgDw8vLScxm1tbWtXr2a1oA6MlhZWTHTjqLj/0I3TBvV3NxcVlZGJiUzRg0PD48dSEsJ3d3d5Gt9xK/Mm2++afnz9SUkJGRkZOylk02bNkGjSJGZmXn16lUyKZkxij7IG4WiKHGy3t7eeNC9JZOQkJCbm7ufTjZv3gyNIoVAICA5w+P0Maq5ubm8vBx/HRUVVVNTM2fOnFu3bjE2V7OhMDCn7D//+U+RSGTuEzUGpo365ptvSKacPkZlZGScOnUKf42f9YEDB2bOnBkUFKQnwtVcKJVKBkYcikQiPBB50sGoUfX19UlJSSQTTx+j+Hw+HjOlPc+EWq2ur69ftWqVsVEHdHHp0qWEhARaw7cnNcwZhWGYQCD44YcfSKafJkY9ffqU6JZobGzUntMnNja2tbVVz7EKhSIlJUV7EAQ+ukwnNTU1qampRMrs7Ozm5mbSZ/O/XL58mc/nW2yN1OwwZ5RGo5k1a9bAwADJ9NPBKAzDhEIhESafmZkpkUjw1/39/ROGR8lksqCgIO0teqoAPj4+lZWVxNs7d+7ojHPXg1qtzszMnDFjBpkH9NMW5oy6deuWnZ0d+Wd208Gojo6OuXPnDg8P429Xr15NXKyHDh06duyY/sNlMpmTk5P2sKINGzaMl9jPzy8qKopImZmZ+cKYq/Fob28vLi7Ozc2NiYlJTk5ub28nc9S0hTmjkpOT8bAAkkwHozZs2EBMWoii6JIlS4aGhgAAGIa5urpO2DTHMKyhoUG7kaMnwq2rq0t7uR2JRPL8+XM9mQ8PDxcUFHh4eLi5uRUXF4+MjOgvDASHIaMwDONyuQb9V6a8UXjDkrhp37hxA38Sha/LduTIEQYK+QIajebevXtxcXEJCQnZ2dmlpaVdXV2TMRTIjDBnlIODg0H/mylvVHt7u/bUPDt27MCffVdWVhq0TA5VtLS0LFq06PXXXy8oKIBdeUbDkFF3797VObejHqa8UcnJyY8fPybehoeH4/fw+Pj4Bw8e0F08HJVKJZFIuFxuenr6gQMH8AkCmPnoqQpDRuXn5xO9WCSZ2kYhCLJu3TrtGxGXy8Uw7OrVqxXjzDlDIWq1+uLFi0Kh8NNPP01NTcUbbxBKYMio1atXt7W1GXTIFDYKw7CkpCTtltLly5djYmJQFE1MTKSvSBqN5uLFi7GxsU5OTvHx8RcuXIB3JMphyChHR0dDF2yewka1t7e/9dZb2l15Pj4+LS0tHA7nt99+o7wkKIp2dnZmZ2cvWrTI19e3rq5Oe0AuhFqYMKq1tfWFifDJMFWNQhCExWJpP2xta2vjcrkODg53796lsABKpbKkpCQsLCwoKCgrK6uiooJ48AWhDyaMKikpMfTxPJi6RikUiheWrikuLhYIBHl5eVR9tEqlamhomDdv3vvvv19TU2No7QBiCkwYFRkZacRat5PdqJaWFp1G1dXVad+gUBR9//33ly5d2t3dbeInSqXS7OxsfDHfoqKiH374AXaCMw8TRjk5ORnRAo6MjDR6Rg5LMGrPnj179uzRuf3ixYv4awzDYmNjZ8+e/eTJE6M/aGRkpLCw0NPTc8GCBXl5ebCzwbzQblRLS8vy5cuNOBD/lTXuQy3BqKCgIJ135sLCwqamJvy1VCqdM2eOob2gAAAURVtaWvz9/b/44ouQkJB79+5Z1HxA0xnajaqqqtI58/CEXL161eg1Hi3BKCsrq99//33s9u+///78+fPEW0NvKXgPOI/Hmz17tkQigb12lga9RiEIsmzZMuMmDBgdHXVzczPup9fsRj1+/NjLy0vnrpGREaFQaGiGAwMDR44ccXNzW7JkSV5eHgy3s1joNaqzs/ONN96Qy+XGHb5w4cIff/zRiAPNblRmZuYLqxISYBi2bdu2K1euTJgJgiDNzc1FRUXZ2dk+Pj4ikei3336DQ/0sHHqNOnPmjJubm9GHp6Sk2NnZGXGgeY0aHh728PDQk+D58+cffPCBnvoehmFXrlxxdXX917/+tW/fPtjZMImg16jQ0FB8KU7jGBkZsbe3J3rGyGNeowoKCg4ePKgnAYZhxcXFQUFBt2/f1t6uVCpPnjyZl5cXEBCwbNmy8vJy2EyadNBoFIZhdnZ2Jj5efPbs2YIFC8iPpccxo1H9/f3W1tZkGjnd3d0cDofFYmVkZIjF4qCgoLlz50ZFReHr54aEhDBQWgjl0GiURqP54osvTG9AX7t2TSAQGPQAtKqqyiztjZ9//tnV1VX/dCvaIAgilUorKirKy8tv3bql/etjRNwWxBKg0SiVSqVzVVkjuHbt2sKFC8lXgb788kvtuARmaGlp+cc//lFTU0NJbjExMTDiYTJCo1GNjY1UrZOlUqlKS0tDQkIqKirI3PR4PB4Do4wINBpNbm6un5/fqVOnqOrU9vHxOXHiBCVZQZiERqNycnKoXSpLpVJ5eXkJhcIJJxLJycnp7e2l8KN1gmEYvpT9J598kpKSQm09c/PmzWKxmMIMIcxAo1GJiYl0NGZUKlVLS4utre2sWbNmzpypc9G7V199dbxdVIEvue3p6dnT00P5OQIAHjx4MOHi3xALhEajQkND6eseQBBEqVS2t7eXmInh4WGl4Utuk6ezs5PkfHoQi4Iuo/DIAJoynyaYMp4FYi7oMgpBEH9/f5oynyZAoyYjNBplxLhdiDbQqMkINMpygUZNRmg0CsbRmAg0ajJCY89EXFwcTZlPE6BRkxEae88pX0dVrVYrLRjKe9KhUZMRGo3atm0bVSE5o6OjoaGhIpGI4RUyyXPo0KGgoKCOjg5KzhcAMDw8HB4eTlVuEMag0ShnZ2eqYj3Ly8vT09MdHBxoDYMwkdDQUFdXV0rOFwDw22+/FRYWUpUbhDFoNCo+Pp6quRejoqJSU1Nzc3PNXbMbl0ePHgUEBAiFQiNmJtTJpUuXxDCubxJCo1EnTpw4d+6c6fk8f/48NDR08eLFFj7FQkVFxa5du4yb+Gks+fn5nZ2dlGQFYRIajVKr1Rs3bjQ9n5SUFB6Pd+vWLdOzohUMw6ysrJYvX07J9OLr1q0zdOQyxBKgd1S8v7+/6TMzBgYGOjs7U1IkuklOTvb39z99+rTpWfn6+pqeCYR56J255euvvzZi3hVtbty4IRQKJ0sU9ujoqFAoXL16tYn5VFZWZmRkUFIkCMPQa1RWVlZgYKDRfeijo6Ourq58Pv/Ro0fUFow+duzYwefzTVm3BkVRNze3lpYWCksFYQx6jbp///7LL788ODho3OEXL14MCAgIDAyktlS0IpPJ1q1bZ8oEG9evX1+wYAGcx3ySQq9RKIqy2Wyjn6uEhYWtXLlS/9x3lsbo6KiXl9eqVauMVuLIkSOw33zyQvtKAjKZjMViGXGgUqnk8/lWVlaTrssrKyvL19f35MmTxh2+ceNGuIba5IWJ9aNWr16tf6IVnVy4cCEqKio7O5uOItFKf39/eHi4s7OzEbep9vb26OhoOkoFYQYmjDpy5IjOtcn0s3btWj6f/8INSqVSnThxQiwW37p1y+wtDbVaXV1dLZFIxvZD+Pn5rV27tr6+3tA8RSLRgwcPKCogxAwwYRSKos7OzjoXUxqPR48eeXl5vdAnoVKpvL29AwICuFxucHBwSkoK1SU1gIGBAR6PJxAIWCxWdHR0Tk6O9t5jx465ubkZtKoNhmHV1dWbN2+Gy9hMapgwCgBQWVkZFxdH/lpJSEhwdna+fPmy9sZTp06tX7/e2dm5qKho8eLF69evN+PFx2az+Xw+l8uNjIz09PTk8XjaexUKxUcffcTlctvb20lm2NPTM2fOnEn0nACiE4aMAgD4+vqSjCLFMGzt2rXaE7+UlJQ0NjbGxMTExMTglb24uLht27aZseK3aNEiosHz2WefjW38nD17dt26dbm5uSQzDAwMzM/Pp7KIEHPAnFHnz5//9NNPR0dHJ0zZ0tLi5+eXlJREbEEQBEXR2NjY4OBgfC2z0NDQoKAgMxo1f/58Hx+fe/fuDQ4OLliwYOxDs2fPnrm7u5OcEApFUQ6HA9e2mQIwZxQAQCaTpaWl6U8jl8s//PBDZ2fnsfUlmUzm7OwcEBDAZrNDQkIEAgFtJZ2YpqYmf39/vB21f//+4ODgsWmSkpIcHR0nfLiEYZhAIKBwtCLEjDBqFAAgLCxMfxR5Y2OjjY2Ni4uLzr2xsbFWVlYrV6587bXXzN4n5uvru2zZMnd39zlz5ly/fn1sgp9//vmbb75ZsmSJ/vZeWVkZl8ulrZgQRmHaqIGBgW+++ebevXvjJeDxeJs2bdITZqHRaJRKpdm7znHUarWeqhqGYYGBgXw+v7q6erw0VVVV1tbWsL43ZWDaKABAX1/f0qVLy8vLde7y9PT8+OOPjQ4FtDTi4+N37tw53jDEc+fOzZkzp62tjeFSQejDDEYBADAM4/P5Y1eXysrKEgqFmZmZZikVHQwMDLz99tuOjo79/f0v7CorK8vKyrLwgckQQzGPUQAAjUbj5ub2QrQBh8NxdHQ0aIFQyyc4ONjR0bG5uZnYgiDI8ePHDXr+C5ksmM0oAMDg4KC7u7u3tzcxjHz58uVTb0othULx97//nXgW14lYFLQAAAFjSURBVNHR8cknn2RmZsJw2CmJOY0CACAIsn37dg6HU1lZqdFo3nvvvatXr5q3SHTg6el57do1FEXr6+tXrVp1584dc5cIQhdmNgpHo9FwuVxvb28HBwcL6cSjlsrKyrq6Ojab7ePjAxtOUxuLMAoAgCBIenq6UCh8/vy5uctCPUVFRU5OTtnZ2bCmN+WxFKNwTp8+HRERYe5SUMzIyMjChQthRPk0wbKMAgB4enqeOnXK3KWgjOHhYTabbcRAKcgkxeKMevbsmb29fU1NzRT4UW9vb/fz86utrTV3QSDMYXFGAQBaW1v37NmzcuXKurq6SerVhQsXVq1a5e3tDXWabliiUTiPHz92dHS0t7fn8XjmXcnGIKKiolgslq2tbWFhIezWm4ZYrlEECILIJw8KhcLcXxjEnEwCoyCQSQQ0CgKhEmgUBEIl0CgIhEqgURAIlUCjIBAqgUZBIFQCjYJAqOR/ALbZWZRlRg2mAAAAAElFTkSuQmCCAA==)
mit feinst geläppten HM-Messflächen
Ablesung 0,001 mm
Messspindel ø 6,5 mm
mit Friktionsratsche
Genauigkeit nach DIN 863
ab 25 mm mit Einstellmaß
im Etui
Digital micrometer
carbide measuring faces
reading 0,001 mm
spindle ø 6,5 mm
with friction ratchet
accuracy DIN 863
at 25 mm with setting standard
in case
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