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![Digital-Universal-Messschieber/Schieblehre inkl. 2 wechselbare Keramikeinsätze](https://wepo24.de/media/image/8b/40/10/675a96c97c3dee2_600x600.jpg)
- Artikel-Nr.: M67-02026125
Digital-Universal-Messschieber / Schieblehre mit auswechselbaren Einsätzen, inkl. 2... mehr
Produktinformationen "Digital-Universal-Messschieber/Schieblehre inkl. 2 wechselbare Keramikeinsätze"
Digital-Universal-Messschieber / Schieblehre mit auswechselbaren Einsätzen, inkl. 2 Keramikeinsätzen
mit durchgehender M 2,5 Gewinde-Bohrung
zur Aufnahme von Messeinsätzen mit M 2,5
für Innen- und Außen-Messung
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm
im Etui
Digital universal caliper with exchangeable measuring tips incl. 2 ceramic tips
with M2.5 thread hole
for measuring tips with M2.5 thread
for inside and outside, measuring
made of stainless steel, hardened
metal casing
reading 0,01 mm
in case
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMYAAACzCAIAAABdFvR4AAAb50lEQVR4nO2da3faVrqA8zfm0zlrza/It36afzBrSRg7GN+wHfAlgONLbXAS4zYkE2jGSYekg7tCu8jU+BySVmlwJ0zLmWEaZkIbOnYrJzTYwcHGNuFmsJD2+SAuEltcjGxiJ/tZ+uCLtCVLj7e2xPvu9xRAiODU7z9704dw7Dj1pg/gZIOUgkFKiQIpBYOUEgVSCqYZSlHBL/9wd3mvCXtqOkgpmJpKZSOP74y3t2CYBFdcdpJxAAAAGy5dO9b7aWCPKXyr0Lk2KrQQ9ZrPGz1bZT+lIt/Pj3djmATDlQbnz8lis5gEwyQY1jHjDm+6DIVvJfiMe7vxP/OoaK5SdGL1ye0LhlOn1adOq3+jWlh4EqWbuPs6qaEUE1malo7bluMAZCNukzyvEXvtO6ZdYQaA6kpRwUVtX1G+Yrth13SvxvZTEgAq4jbK1dZAgm1WZg3k8ivlNl0GTDZf/P4Y0kSl6MQvD9veU7M+FRbD6Ldbx82q6kplgo5xTHtvjfUh7ZtrVZi8OwBsuHQ9569dKbhSRam433K+YF4JOrg4hE0517IAAABivrl+qcmbQEpVgX5xWzrC90l96rT61HuffhM/XlJVV2rHa1JwrvGGS9c15HhOsw49/NFrHtY6VqnKSjGRpel+qIsCdMJ7XVpyJbfpMmBDi0EaKVURevXB72CfTqtPnZ7SfhtrzjHUSXWlyq5x8VvWoTAVXNR2znlj6xWUSgSsoxPEGlP+8zJXit9yxlL4Zfd2ljOW6phxR0T/sYdP05Siniz8Vlip0bb7x+vMVFcq6jF2V+ylXBsAxPy3zmsdf/tSSCkmsjTdNeeNwZ0MHfNck6Be6iC8Nb1UJugYx8aJMPtd1m9pK46l8g4xkaXpTqWyuwNSKh10XBhxrFJC7dLBxSHsAhFmf5nwW5RoLFWDt2UsBajgolbCeeKTs70Od/CUCFjPYVh7uVIxr7n/hlAXxba76tB2c574lGZvFD3xVeUteeIDAGQj3j9rZPB7Kc6dLuY1y+V8pdJBh67P+rTK600q4r2l6YDfSyGlKvNWvJdqkLTf0v2hKyJ403urQG/PYY5CKSri+rC/ahf11oCUgjkKpaK+W7dd4f0jaPnYgZSCQZEIokBKwSClRIGUgkFKiQIpBcNT6tTvP0MLWiotjSiFOCj1n+h3B6SUKJBSMEgpUSClYJBSokBKwSClRIGUgnkDSgklzCQ31nfr+0QwFbAOYLqlzWrrMJkgcd3xy0He38MHkNv22G4/3oLiB3kgpWCar5RAwkxuxdaNX3Zv1xNyUIdSiR/mhw3O0B4/tCEVsA5wwhx4lA6Afu4835+Pqog9vjF4zV31w2+kFEyzlRJOmDkANZVKBx1TXRZ/GoD6lSqRC1hlxdiv/TBxqdPsrRI0iZSCqa5UNuy+rpK15KOaFr5aMChxTILh6hv/eEUBQIcfXVXJMUyCYW0Kg/3hwocKXIJhZ1Q3/l7hf7tSwgzxgf6OL0ZzGmyRaf7sjWQBACDz/KFxGMckGK5zhnYD1gGsrVc9PqnukSuv/HWtbEcJ35x8xLaSAgAIK0Wvu6+ek7Eh7bKxW95XVOkAUsGvZnvwFply/AMiSAMAom6DVOcMZSuePqQURHWlOF3CrscoPaNxPKNAbtdjkso/9iXoXGBehhlcmzkAtjzGHkyzGKTYNZVzvl24uQoJM6DYDr9BRafFnwbZkFMn0S4GKQBS8TiVLB1SwmuSsoHLpT2kfTdbW2/60sWcVUipUj+U2/WYpJ23/WmmtF9eLwUA88Kp7dA6X1TqVJFSMHUrxTnXQgYIr8mnUsJM1QbLL2r1HfGD5WsoJbTf8jaLcfEVTh9SCqJ5SlVOmKnaYHlr1XdUNtISr1SNoRtSCqZpSlVLmDm8Xiq75pw69F6qdc6XrnT6kFIQzVKqasJM1QazIadOorEvJ+nysZTAjsrGUtmQU4er7gSSNEj+OK8anPPt1vhDaNLeLx8n1gvtvXBquwVv1vnTh5SCaI5SNRJmajSYJImyJ74q7qb9ls7iEx8AmRfuG6MyTILhZ/W2xxGq5h+yF3p4VYG3dNuWc4B94rtIVA56RkrBNOW9VFMTZtJBx1TnnK/SgPrATaH3UgekCUo1PWEms2LXXnAEK41/6ibmNfd/5Imit+cHowlKNT9hpoHP+GDQZ3wNgiIRRIGUgkFKiQIpBYOUEgVSCgZlyKCl3qURpRAHpf4T/e6AlBIFUgoGKSUKpBQMUkoUSCkYpJQokFIwJ1GpWuHnqcj6TsXQ3sMFKQVTXSn+bJmbSzpswBpIAeEKMGVTa9LJwOfsJJ8Y1qE2f00m4Xkly4rG1Dl/t4BSdNB5Xjbr2swBkF6xnWtawRmkFExDSglXgKk0QT4A1IbHPCi/8l20/AOzsvle60RAKU50SlNBSsE0olSFCjCVlQKAWbunxeFUkzKlBIKuhHJmSqtRoW/MF2y+7dWvJntxTK4cMxPB10HiI73VFwNsoJVaoR5XK9RGgkzyUno4GThiTh9SCqIBpRIVKsBUUwrkAlZZWTYLqEcpoZyZwmpU0DkxME38SvF6qWIj6aBjUjq9FGEAE3XPtk46gmmh1sSdPqQURB1KFSriYZgEwwasgXgFdWoq1a5zbYBt9wwuwTAJ1m1bKS8aE6+qVNEV9gvn986LnYYltsJDhaD1rkLI7zox3qV1vqAEo0bFnD6kFEQjvVSFCjBH3UvxlWprl/Xe9G7n4+Nqpdbkd5RBSh09DY+l4AowNcdScBC3CKXOTuoGR9mkZ1Cxlyqm1qBeqnk09MQnXAGmxhNf++yjSI0nvv0wcTGf0FL7xvcwFLyv7zU4yDgAgCbv9uct54+l9A9eUgz18oFeWjaWQkodFQ2/l4IrwHAHXh0z7o2Y75P8fApYm8Jwv9J7Kd5LhOTPTnbaBUyCKwwLy/HKSi1tglzsiVUln3GQcUC9eDirxLFztpWoUGrNMPvEh5RqAifx7fkxAikFg5QSBVIKBiklCqQUDFJKFEgpGKSUKJBSMEgpUSClYFCGDFrqXRpRCnFQ6j/R7w5IKVEgpWCQUqJASsEgpUSBlIJBSokCKQWDlBIFUgrmWCtVK0mh/mJGRwVSCqa2UkyYmMB5AZl0+K+zivYe9aRubLBH/ccHZBwAAECcdF5W4BIMa+uz/siP6eYFHNefESWgFKds0EGKGR0VSCmYmkrth4lLMpmslVOhgHOlMy8Jg6Tvs5V9Zn/lsz6JgXiZASC1tZXiN1IWnVcvAkpVLP3wZkBKwdRSilkjJoY/sv1pSHrdm8jH0HGvdOHrTFVpypUSCIUTqhZUWo164TJfmfe95JYN2i8UM4KTq4BQa0cBUgqmhlJMmJiQXvNs/mDt6i3e+zhCUBHXB9KReyEa0KF7I3iP/u4P2wJXrw6lqlULSoacFzuniZDwrOUJOLkKCLV2mKetAFIKprpSVMQ1i2vvrTE7XpOiWPciF5iXYf26uU8s197vkbI3OwBANvL4c72iDVdcdpJxACLumQ4Mk2DYOdtKgh9DHKme0MKf4X7my+8XJzqvuMIZdt/lq0WewclVjFBrR3L6kFIQ1ZWKuA2KIcdzGuSi7iuSwv964SJR1A7psV3s1f9vKa6c2vCYB/DhxSAv0PxAvVSZUmdksmGzd5MpbFm+WtgPJ1cJFoo5rFPGBSkFU1WpqNsgkSvHdDqdXjel6cEHLP44KLtIWb+lrdvoiRY3ErqEYpRSTenUg8WakcK9VHlyFeql3iBVlMpF3VckfZ+tsLl3zBoxIWczvjkXiU4u2zWSMTuZAql4nAIA7IWcF0pbFZoqU4oJExP4yHzgdR1KGVyhFaf+nN6xkgSAWzaIN5biJ1cJFoo5grOHlBKgilLFux7Lfpi4iHfNB7LcySokmOy8+QGZBHTiySe9OJssxY6luMAvEYovsSQYfla/8J9k9WpBsX/dUp3VO1aSnLJB2eJvoeQqpNQb5Fi/PT/+IKVgkFKiQErBIKVEgZSCQUqJAikFg5QSBVIKBmXIoKXepRGlEAel/hP97oCUEgVSCgYpJQqkFAxSShRIKRiklCiQUjBIKVEgpWAaUaqxD2LfVE2OIwUpBdNIhswRKJUJOi/IBCZjrZJ1I0ildo4KpBSMyAyZA1B1K+H5fatm3QhyOPME1w9SCqbhDJm2HvXklLpXPn7ncSQLQCr41RUFLsGwjhEHuQ/oJEkYVUr1pEahMhEkLxYUDuncCH452dOGyQbGPiA4EcZlUVapFZsG1y9F8l+PsPVkuPvd47dTqvAmG7vl22JANuy+np83G1caFr5aYCfExtXFKfkPfPqQUhAiM2R2fTcG5GZvbNdjlEw6gnsApF/H9wG16tD2TrvCDKCi7iut2sUgVU2pzQq9S1nWzf7KZ32Sa54YDejnjqFhiz8OYvz98tqJes3nJpxBCgCK/Mtg521/Oln67a7HKD2jcTyj2BQa+ce+BDwtex2nDykF0XCGDOsEk/bdbJVe9258PycfNC0F2ZsTs3ZPW6wIEibGsSnnWrY+pXLb7ss4JsGwlm7bcq4s62Z/2dbXb/Lu0MHFITa3IuHj7penVNo311qo8Jb1W9rO28ltuKAIEPfcgJSCEZMhw00NzSbJr83qDlxpIsg4xb1IhZoODfRSeUpZN+z97vtnxKWufN0zmrtfnlKbSzpMrlQP9CjHZ0yWefs3yzuvkVJNQGSGDJ3wXpd2zQfypRJfB+ZH8AniZeietlgD8mC9lDDFNK/9lc/6+maM74+wR1Igv98ww2kn4TVJz9vJPc5qAmWPAFLqsBGXIUOtuwz9g7af9vJDmTRpH8VH7oWyqw5tr54IUSDzkjBI+WMpgfQYsEfaz2PjRLjsEOCsm/1lW58UKz0r8PdLc9uJes2q3hveKAUAoFOvkxRSqik0liHz11lFG7cONhN2TctaOOkxdJIkjMozGCYp3JK4Vw5KjwGACj2cVbRh3baV0pUVzLop1moDAABov/x2SkWOWmTDd1eySaRUEzhpH8hQv9gHz0KlIt8YSCmYk6UUk/bf7uS8IXvjIKVgTpZS1M7K/y351jJv+jiKIKVgTpZSxw6kFAxSShRIKRiUIYOWepdGlEIclPpP9LsDUkoUSCkYpJQokFIwSClRIKVgkFKiQErBIKVEgZSCqa4UnQx8rmnvVU9Nqnt6NLe8EQoAsO2zjLT3aKamND3tozfcLzKADU7K1/PA8Mvu7f0ked+gaMMwCd736dM0w19hxm6fwYvfYudsK3VkKhxLmqsUnVh9cvuC4dRp9anT6t+oFhaeRI/LJ1McqivFif6mVh3a7hHnrzTYcOkU7Gf4VHBRK9E5Q9linF1+u/1lW1+3nghRgE5tbacAKF8BgNKE0kf0lzWFJipFJ3552PaemvWpsBhGv906blbVrRRIBawD+Ix7m6NUKUSkzBhYIKSUSOgXt6UjfJ/Up06rT7336Tfx4yVV/UrFfHP9UpM3wVUq7Ztr7Z/zxcqNoX91jrS36xeebufDPZFSIqFXH/wO9um0+tTpKe23seYcQ53UqVR2++mCXj5y68kOKCqVWvfZZ3r194MZ3lCJrY1GRR7b9GdxXGlw/pwEAF4BKXUgqCcLvxVWarTtfqQ5x1AndSiFK9RTer3xttPPVkjYcOm6+tXDcnzE4l7dYfPfBDohAEA24plT4O87ghnUS4nk7euluD/ccOkUuod+r3lQbnRHqilVebCVbwcpVTdv41iqSOHGl/hhfvCs3rlaeInANYbNMgBU6P6ERGNbSSGlRPMWPvEVKQ7PmQz5hUZyfv5prPy91IvHlt62fJ44NJbC8tVjkVIH5W14L4WoAXp7DoOUEgVSCgYpJQqkFAxSShRIKRiklCiQUjBIKVEgpWBQhgxa6l0aUQpxUOo/0e8OSClRIKVgkFKiQErBIKVEgZSCQUqJAikFg5QSBVIKpo4MGXbu+cIcihXWbHaljWOCkFJ0zPeJqphWdMMdyjCAXn80q5T0aKZ0Y8qeUfMDMlm2US5glZVFapxU6s+Q2fCYB+VXvosygms2u9LGMUFIqdymy5A/FcW0Is7UoNTLB3o2hoxLzGOUz5/sQJ8CB4iXYtbuaXGdM5QF294bKjmGSTDsjOrG3yMUoHmVNrKRx3fG21swrEWmmfdtU4Bed189J2P/BWVjt7yvKADgRoSmZKUyQcKgaMOwFtnIIrkPAPXqse1Sr4LNInzfFngt0I7g7uAND+X0VVeq+J/G+dO4f2aJzSVdeVzaSeUgIXi5gFWmMHl3ABXb3MkCwJ2MldNLxbzmrovO0B4AadI+1mnxp0snMbfrMUnZKfnhRgSUeuUx9mscz6j8LNNUxH1VrvmCzDCllau1U9zdvsCGh3L6aigV8831t875OGcAMJGlaanOGcpyt6HJu/1yg+3hN+5/FsL5TywHVap4MZLhwD/dxJ2Zng6da4OjFJP23WzV3ltjAAAg67/d1n+XzFaaEZrfiIBSUd/cgML0TSjFjuHCLn2P1vmCqX4wcDuRUIUNRZ++akolw767+t5ZZzAFcgGrTNqj+6PV8oexnh49ESrThtlZ+ZtryUV8MTfW0z4N/fpE0VAvFfvBNjGi//O973yPrOpuvlLsJiq1sl85ZjBZPrV//Z8dSkgpuBHBuciT5APzeRk+bCTIJCV0+6innbC/xn2n4dNXSal+tVouG7S4n7M9aKlP3SY9Nl2vwUHGoQ0BAGxFjAF+7YkTxkHHUheJcCLoGC9MZl+MQy8qRSe816X9d0nuo6GAKymBRipOb08nA3dU+EVifcUx1DFOrHPaDNbVzqtfoA2Pupcilr03FXKTO8JXCgC2GoDE6BFOlcoFrLKOGffxSs07EAd74muffRRh9kj7eanRswsARylOpY2Y1ywfvsFOycGmygi4khRohFkjJrpU8z8mOdWOUq+T+epnuM4ZigUdk1L9g5elsfxzgXYEdpeANmzCjS/2dH5UzqbOcnea/Mmm6Rqy/7zP2YaKx1MA5DMfJZeIl1mo2RNDjfdSMd8n+ZqIWJvCcJ99L8Vs/9umH1CoJ3WcpydOpQ26OG0LhsmH7ctZoe5HqBHuhm0K/eJyIuSa7uZl2iRJwjjcrhzTjQ3IsHada0OgnQo30LIND+f0VR+eZ1bsmq7B+R8S3IdQgTd82TVipvwR9cRyYt+eN3yDONQ7C3p7DnPSlEptb6Xowuiq/FH8SDasClIK5mQpVap9heHDxofP66780fCGNUBKwZwspY4dSCkYpJQokFIwSClRIKVgSkr99r/+Gy1oqb4cTClEA6BeCgYpJQqkFAxSShRIKRiklCiQUjBIKVEgpWCQUqJASsHUUir5s9OgxDEJhqutT+PvbCZMJYSU2g+7PmTDCnDFZScv1G7Ha1KUIqUSXpMUymsAcdJ5WYFLMKxFZni0KVixpwizno/UwFpk6pvutT0AQD6gQzU8qh7WsmV/SqtxwknCrulS7tOjtcMLfqiuVGrFppGwYUb5j13f0UyYSgj2UoXgpzRpH8VH7oVKYSx0zHNN0nrTl2YAANnAfBcbhl8iF/POyRVznkgWgP346zQQrNhTgl0HABDz3xqWGNxRwKblDJu90dIXxdWoX+yDHSPOX2kAAJV8zYZfJ57c6u0xHF7QX3Wlyif95WXCUIUYIPnHvgSVJAmjSqme1ChUJoKMA5ANu6/nY61wpWHhq4VCb3fjH68oVlb2FIA90j7aafGnqVeP56faMQmGdWhuPd5mOLku8o99UfIrtgWZzkGmAIiThEml0EyqlSojQSZpzh6Vc75dKvKYjaOaUve2az4PJBOlf4ZiQJVgLg3IRh5/ru89m0/Esz0tz7njnr5qNz4qTFzAhhaD3MioyJIeP28n9wDIcOJRCzBrxETXkOM5Zwuhij0C5DZdBqzbtpIDdHBxSHLNE6PZuEj+LtaJ8Q5+++wu5N225cNKz6muVDbk1OHtl+4+jRb6xZTAhQHsf0bvtCvMACrqvtKqXQxSydKaux6j9IzG8YxiU1bkH/sSdDYw3yW97k3QgH7uGDpr8m7FvHNdE/dDFPvPNGzxxzm7oGOeaxLNYpACIBWPUwwVXNRKP3BFKMC8cs+e1TpWKe6xMRvuWZXGvpIpReHFBY5cKHWHiTyalU/ayWQ9XXJlpbLby4R5cPTWkx3ej5kXTm3XOLEOQNilVxk9Ud5vE16TVGnxczUTqtgjQNxvGe61Pt1jA7Xzsd25TZeh5DQVXSauDw5an8T48qT9lk61NZAQaLUhao2lqFePbZcUePEeLKwUs3ZPi10gwhQAAISJcWzKubYruGYpzDLtt3QOWvxxEFnSt173JnZ8cwP5JBaQ8FsG+u0kJ6OSTvg+lis+WgqxXUZ2zTmVj0tmOwPtvTWGc2yRJT0+5VzLgnqVKq6Wibhm8XyGT8NK0THfHZ1aIVF86Cj9N7IUeo6E19R6kQjv834pXHAAqtgDX6XgolZ+xRXO8NMFuF9v+6yX1D3tCsNiqVYUAACkg44puWEp3KyxVOGII9+ZFe3Djmd0BaV42Qf587JVa8243zLcZwtsea61Gj0xsOHSyWXKc8qewbEZs2X+L18vbzO8rj5OPvijWiZTGgmSexcrnbjSsXGP54BKcVYT1UsBALIRt0nebvbws9Gzgfmurvl//Wu+q+yeCCr1UlDFnjIypGN80OBiR9iVeykAABV2G8+2G7/bzn/PZJ7/z3gn6+KhUedLhOLJrdJL5XuFenspNuNv6Ib16rDBHQFgx2vq77fzMmsERg/JH+dVXRPEs5BzCsv3JQK9FB1cHCr0mgdUKhV0jBf6P5FKVSitk/bNtQ7odMN9tuX9svUrjaXKKvbwSJL2SW43QwcXh/KzKqRXbOf4Yyl+Fl1mxa5RFVw8NGqkM7AJKoAKOie6+mzL+9xMGGgspSdCFMi8JAzSsrFUpf4s4TW1ymTtV9zRXP5hp/dP3mgWAHbAxN8F+5P8M0swG1zUSg3EywygQoS+t3wsVTqe4h7TYeIirroTSNJVlaKoYssNKlU4aSD7ynVZKp/zlo1dwI7XpMAwwWQ9KuK+2i74xMet2FOCyZBfaDo/8nDvrtSqQ3t21v2KyfzHphowe6PFkj6AWncZeuRmbwwA1sXOipNcNE51pWJPLMM4/31GKRMmy+1C6CRJGJVnMEyCK9knvjpukWDHa1LgE0Q4/1cVX8lIMNn79pUkZ8Piy57ikcRJwqTEJRh2Rpl/4uMawB5Pj3Jsakwpx/JJMoV3bJgEVxgWluOV7sgkYVK2D4zpxpSyloMrFX9qVRf28sHdp9vQJctF3Vck7KMJDLP99O4HnPdSQhV7iiR/smlkhRLREvaJj5No1JEvR53+0dpXyDuaWXi6QwFAJ5ftGrxYXrqlaU98bwO5wLyswel1irV3K4LensO8rUoVynSD14H5Ef77xpqktrZSALDjtsKLwQogpWDeVqWKt2wJrjQ/DEK1J6uQ+He+8ht2Rml8KPjQXgQpBfO2KtUkkFIwSClRIKVgkFKiQErBIKUQhwxSCnHIIKUQhwxSCnHIIKUQh8z/A0WJSao4sq8VAAAAAElFTkSuQmCCAA==)
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)
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)
mit durchgehender M 2,5 Gewinde-Bohrung
zur Aufnahme von Messeinsätzen mit M 2,5
für Innen- und Außen-Messung
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm
im Etui
Digital universal caliper with exchangeable measuring tips incl. 2 ceramic tips
with M2.5 thread hole
for measuring tips with M2.5 thread
for inside and outside, measuring
made of stainless steel, hardened
metal casing
reading 0,01 mm
in case
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