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![Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung](https://wepo24.de/media/image/e0/48/e6/60325aaa7cb40fa4d5ac6116e75fd0_600x600.jpg)
- Artikel-Nr.: M6032-02026055
Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung aus rostfreiem Stahl,... mehr
Produktinformationen "Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung"
Digital-Werkstatt-Messschieber / Schieblehre mit Feineinstellung
aus rostfreiem Stahl, ganz gehärtet
mit Feineinstellung
Genauigkeit nach Werksnorm
Ablesung 0,01 mm oder 0,0005''
im Kasten - nur zum Transport
Digital control caliper with fine adjustment
made of stainless steel, hardened
with fi ne adjustment
accuracy subject to works standard
reading 0,01 mm or 0,0005''
in box - to transport only
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMEAAAC5CAIAAAAeUcxnAAAbVklEQVR4nO2d7XfaVprA82/sp91z5n/Zb/0y58w5gmAH4xfwC/glYDu2a0OSGqd1MoFmnHRIWpgT0oOnwbukjdLgbphTttU0dEtiWrtDGhrs4OBghwDGYCHd/SC4SCAJkG1ikvs7+uAXcSWkH1dX4nnucwIgEAfjxJvegVblxJ9uveldOC4ghySCHIIghySCHIIghySCHIIghySCHIIghySCHIIcrUNk5Ks/L67uHek23hDIIYiYQ2T8B8dkD4bJMZnW7Pk1AwAAm15jB9b7t9AeDYq/aozeTYEGEoR1fN7/so5mC1teM4bJmUU269veWjaWfsVkH/m2Cwd9o4dNcx2i0k9/vDF/9sR7uhPv6f7tzOLtxwmqiZsXR9ghOuY922tw/pwBgIz75lV6eyhddAjrPOuN0QCIO0RGlkb7oG3izRa2vGZM6QhBVbaWjdigPbR7KG/yKGiiQ1T6yb32P+oYgUrL2TPfbR0TjQQdoiJLw9iMZz0PAAAgGVjoV1iINNj0GtXjly+W5BBxKBW0jZdUq9ksckgY6tmN3mGuQLoT7+lO/PGzb1LHwiIhh6g0cUVRPqmFLa8ZG16KUJteo8Z4/zFhHRl1PyGFHaLjy2f7qzohwWaRQ4JQT+/+Z7VA7+lOvHdm9LtXzdkHcYQcqjip8FdGmhgZWRrtWiCSGwIOpUP2M1P4Ol35d6Fm2eOhzllfHLDGQ7JZ3/Zhvd3Do2kOkY8X/8DvkL79Xrw5+yCOYD+U9F+WC/VD3k0AksHr46Puf3zF5xAdXz7bvUAkqwfCQs2ifkiQ1u2HmIHLOTxGAgAASAdt2tJ4qCgNHV8+26XV9nRWOZSNuM+NuZ+QDTSLHBKmZcdDAJBP3KM9rBsorZVIcAfR6ZD9NIZ1VDqUJKz9V/k6IZFmkUMitOx9GQCAjBPXDZ1Vz4dYF68kYVWpuA5lI25jn31F5LkiX7PIIXFa9PmQNLJBW8+H3jjvdeytAj2nhhyuQ2Tc+2G/aCf01oAcghyuQ4nA9Rve2P6htnlMQQ5B0Pf2EkEOQZBDEkEOQZBDEkEOQYoOnfjTLbSgRWSp7RCiUcQP6zsFckgiyCEIckgiyCEIckgiyCEIckgiyCEIckgiyCFIsx2qyhaidjdjO/V9RVsIOZSY2bslkuNB5yL4Ffe/Gvm2JbO58Yq7/cK233nj4cuqIEwOyCFIkx2qyhYqrDp7umd9dcV01nYo/cgxYvZE95j8E6WdiSXZDdkHSz9Xtbnm7GFyj6innvH+YhxL8uHVocs+0eiD5jr0TsV+iMKfLVQ3tRzKRtwz3bZgFoD6HWK3blfCeLr9GP5Bl5VICq/eRIdaNgaNij24pFNhmBzD2jVm1/3bH2pkcgw7pbv6XZwEgNrwXTqtZGLmNR/evu8ya9oxTC7T2b6P5wWa5MsWoiL4hQv2wDa7QUw5cZ14QQIAck/vz4/IMDkmM3qi+ULIocSUav37M3qNXPvxg3VujEk6sKAac64xYWt8DvFtgorgF0w3A8ndyN05teykUjt5AY9QAICEz6wweqJC7wXFwpYRdIj1oX/pn1djhqUICcAr/7xCuxB4xfrUFl75LQps2h3ZA+Clf16jWgik+RrkzxaC7VQ02HUjmM1FPUb56FKEBGA3lSLZu7RDWDQKC8HaEJ0NXGtruxbIwgTcKod4NkGX2+T0QwDQzzyjnaOeZ0J9ZtMcauGYfNYJ2w3ZBzHj8hbgPeUCa1YikC0k0mD8t4qzKLqhXMQ9iU3iseKv4g6VmxJ0qJwvIHDgUG5QiSY5JJgtJNJgLMg9qeIbqvjLwR0S+TwAgPohFs1xSDhb6ND6ofy6Z+bQ+6G2hUBW6MCh8VCJpjgkki0k1uBu1GOUG1yrGapqPFS9oYrxUD7qMcp0N0MZCmQeO3RD3DEcn0NU2NWvmsQ3Su0984z28KXqlg4cui8r0QSHRLOFxBvMhPHK+zLhDWWDti54XwZA7pnv6hklJsdkAybnwzgJajgE9qL3L2lkJ3ucqwXA3Jedx4Vjw9HzIcjRPx9qXrZQNuKe6RK4K5TS1HF5PnTcOWqHmpstlFtzjZ5zR4TGMHWTJKz9H/sTx+c59bHmqB1qcraQhO/LqkHflzUG+t5eIsghCHJIIsghCMrrQEtdS22HEI0ifljfKZBDEkEOQZBDEkEOQZBDEkEOQZBDEkEOQZBDEkEOQVrLoRoxPWA3vrEjGL16uCCHIMIOcWbVZIXjkC8eOmY6inHWX4YzVNWMnFQm9LlBeZKZsFxv/Tqcqf6OuarIS117y+MQFfGMK+e8WwUAsmvO002bEL25DrXo9/b8DpFx7wUFE9NDxnzz2l77yp7g7PcAkJt+65Dq4reJqhjYyolg64LHoTqSzo6EJjrUsvFD/A5RT93DqlJsIZ0NXGtTXCHS+4IOAUCv3xmVVSdIVDjEF6LEk4ZRXo2MfmM95wxsP7k73SvDVNoJKx55HcE/NtkDSQBAJozP6zX6Sb1GP4+HM5w0lZNKw2eEYPJJ3QcOxTGWaNChNGFRsKaN3lo2YpPuyK6IQ6AQsis1FmKH23odDvGkYWSKq5ERz9TgWfx3kj8CLhtxTyvOLsdpQCd8c23T7kiWm6ai6SqmoR3gwKF46hLiDskx1qK0hwoVU48Xf03VcqjD6N0E275ZmRzD5FiPc62yyMvT+kIlUyH7IGb0/OA532VeZuo18DhEP/OMdpeiWjfwye5RzzOyruSTRg4cyuso0WA/lPTPy5vfD3Edau9Q9l4jtosBYjwOcaLri3uea1mHWr0f4h0PdcLA9XzwRntd46HqwOQDODQwbRw6c/X7F4xEAv0QTAhp+X7orRsPgWzEPS0v35cNqKxEstZ9Wcfcg3iN+7L9GH6+mIZR+1p2Pxr50tRrdodTAAAqvNhfLETEHQ+Z7j0nafL5PZOiYjzUag69bfdlAADyBXF9Qln9fKg8uNlMBj7VFZ8PwXUqqLq3z/zqMWtlxQR+8+3VlLBDy1ugkPzJrlPNusMpQD67P6eVYaeda4myHOWEkBHmvqyVHQIt+3wIIQp6Tg1BDkkEOQRBDkkEOQRBDkkEOQRBDkkEOQRBeR1oqWup7RCiUcQP6zsFckgiyCEIckgiyCEIckgiyCEIckgiyCEIckgiyCHIMXWoVpR0dZGNZoMcgtRwiI7hU7JyBBkV+585TYdaP22cGFLr/3IvnAIAAJAKez7SyOQY1t5nf1wZY8qOh2QqY9QBj0OsehrlIhtvDuQQRNyh/Rj+gVKpbCtN9c06tbnnuFned2ttn95fu9UnN+PPcwDsvny5W9lGRfhsffA4VDn37xsGOQQRdYhex6dGPnb+dVhxhUhTgHtqSz/namT5cB3ii+PJx3xXSvFGnYbrRJw9jTD5zGu96Ag8Z9fT2C8W2aAASIVxi05jmNZrdfN4OEPx1/04ApBDEDGH6Bg+pbjs33pk7+5lLmcsA8i494Ji7E6UAlT0zphMbVp8tM17umo7xAoKe+WfVwzagqnSapmo53zXWTzKPzMwSUaWRhUXvHES0C98cwOj7ickX1GOwz5oACCHWIg4RMa9c7LRO+v0DmHRMDPGF0IOJdZvXPjUdvl9tYK5fgEA8vGHn5s07TLNR55wCoC4b7YTw+QYdtq5lmWPh2Szvri4QyUDCiGHEpv96oelqa6L3lgOAF6Hsqy58ckYfg4bvbNO8k6cfQQHDjlUQsShuM+sGXY/pUAh4bso51TZIcmdsN95vtf03+U4V3LTbx2UjSxFKoI0G+qHOA6dUipHrMQWXXqlcGgsKAfX5pBDzUbYoYTPLFdpJ4xGo8k4Y1DL2JeYAgAA5IO29p55fwK+gv+cSXdIN2PUDzHl0oBwPzR6Z50GqB96gwg5VEj4Lsr7bq0xKT30Oj6l6rIF0+WzQmVWXQb5hCu8yxTTAGAv6jlXfgmE6xAdw6dkY47Q6zocMnujax7TaZN7LQMAu54Gdzxkxp/nABnFTb3c8RByqEkIOQQvZAz7Mfy8rNvx+HeYtS7HlOPWe+EMoNI/fdorY/IxmPEQl8p7e/gwSY7JBky3f8mIOLRVAMkfr+sGTO61DKueRr4sRyqMW7QyOYad0jL3ZcihpnNMn1Mff5BDEOSQRJBDEOSQRJBDEOSQRJBDEOSQRJBDEOSQRJBDEJQbhJa6ltoOIRpF/LC+UyCHJIIcgiCHJIIcgiCHJIIcgiCHJIIcgjTmkLRvMd/UVPZHCnII0lhexxE4lIt4zil5ZkcUzRVpoJ2jAjkEkZzX0QCir+KfYbNGrkjd7RwdyCGIhLyOdrV+ekbfq5q8+TCeB4DORXCzph3DTirHlsL7PLUyoEPVQYybka+m1e2YcnDiAs4Koq2cvXrNaZCZluPFn8e6bMEsd7u//spph4z/4JjsKaZ2BF7S7NQRmdZ8++5tZg5amR7Oc93wgUMOlZCc1/EqcHVQZSWSIOGf7ze4fyMBtfs6Q4rWyqgRCMuiIldkf+1Wn/yyP0kB6ql7eMQWTIHK7bLbSRDW01OeCAkAGf77ELvQB2BSR04Z3L+RTOKH6pNAWso0vcghiIS8DkYCWDRoO7AwqLF8E92lAABAtFaGqEOFbd9HMkyOYSd7nKuFilyR/VVnX7+F2KEiS8PFdJ9XnO2yHcoGFtpmPOt5AJig73FXeJtnHv6DDfaRQxBpeR3sHMUCyITvWceVzGzipFitjPr7oSLlXBHmEvbDb/gH3bDkD3u77Ha2lo2YSqsfVGsnZy02h+ub1Z3XyKGjQ3JeB5Umrii6HaFiHTAqE7qpk53Hn4dFamU07BAr/H5/7VZf3+z8+2O2IDtku7TdWLLcTpqwKMZd4T3Wanz1QJBDh4TUvA5yw2vuH3L+vFccjgAy/PchmdETTYrUyuBL6tgLu8ZLeYYsqnNF9ledfQqsNLoHldt9zWonQVh1vVeJBAlXQw4dIY3mdXwzp2nnFGqlN7xne4r3O55fM0C8VkZ1Ugcgo/fnNO1Yj3OtfCp5c0XSQZtWUXrKUL1dTjvl6h8nlSOLa/kMcujoaJ3vOsh/uYYGquqgvTGQQ5BWcYjOBm90lS9kbx7kEKRVHCJ31v53ObCee9P7AUEOQVrFoWMHcgiCHJIIcgiCYvLRUtdS2yFEo4gf1ncK5JBEkEMQ5JBEkEMQ5JBEkEMQ5JBEkEMQ5JBEkEMQYYcyK06Dmgl77TB8RsTzAGwHbGMdasPMjEHdceaq71kOVJdS2M+EvzRr2jFMLuv720qWZqKIiitgnbOum7Oy0vrFcLOWBDkEEXaoPI9iNuKelo/diVKbXqOG+cabjCyNyo2eaL5yusX9VWdfjwmPkoDafbm9CwCMRGOXTagxtX4rgByC1OMQKIQcStlHvu116FA5gqLCIZ7qHMiht5x6HIKh0xtlh7KBhbb+hUCyUhrqd89YR4fp9sp2vtQQcugtp6ZDGXL70aJpQHf9xyQoXct2NwKu2V7Tl5EcXVFKYRsAMv7QaRqQwZA09nioWDAKOfRWIe5Qu1o/bTRdtHmCWyQAYNNr7O7Xj6hkYzbfkx0SrlZdWiof9y9oZO+7IznUD7311DUeKrHpNWqM94OEdUg174uLOcQOOUUOveU07pB3E6QfOYYGTJ4nOZ7Vsq9T+wAAMvrllNzgXNtFDr31SHII0LnwFwb5uGMlWfl86NlDW287J0S/4vmQL44cestAz6klghyCIIckghyCIIckghyCIIckghyCIIckghyCIIckghyCoLwOtNS11HYI0Sjih/WdAjkkEeQQBDkkEeQQBDkkEeQQBDkkEeQQBDkkEeQQBDkkEeQQRDw3qJPJ4FHq/3IvnBJYr9mFMo4JfA5RycCnuo5e/cy0Xq02XPVFczSgNh7MaeVqw4xxQqs+Y70XzlS8qBCyK+XcWOEWo574oXzcv6BRfexP8FYlaHahjGMCn0OFLa+5eCjIJ+7RnjHP7xRrClHy+T1TMS6PRdI/r2rxUCrB/7Bj0OhnntHuMc/vFNgirhqUTAS+zvZ9PE9xCm7k4w9vTnacxLCTSoMjsE0CdqEMrNNwnYiTAGwTV3UqDJNj2Cnd1e/iJO9crWRlGRDyxUPnB70aJkPyfWfoNajaGUBt+C6dZv6CKSeuE0wtjnz84eem3oFi9+BcqewJpB04cYfgR4v11thvk3OcWz0cT/A/nDjG3ZB9UGEh0iC/s5UkAQAgG3adUViINLsfShLW7vOe6B4A2bBrossWzLL/+8o/rxi0BVOATG7t5AFgTfXK49ALbjkOMu67pDJ8Ec7RrJWrdqb8r8Irv0XRdSOYpen4gznVtCucOdwus5ZDycBCf9tCIMt6a3R8+azC6Inm2a+hwov9KrPz/je+f5bSHFqNBhwqHR1qN/YL4bvrnB3gTnRPZwPX2kbvrNMAAJAP3mjvXwxT/JOLA5CJhf7pw2/OqjuN3k0+hxLcchwxr0ldnH6f0w53Z3jayZWqjoAmOpSJBRZNvXOeyC4ohOxKhdr4F7vtzxNqtQmPVnhC76z9w7vsxb9YmFB3nK36dyvQaD/0asV5bsj0qefbH761n6ko2rLlNWNKnV7br50wW2x/c339yw7N51DykXNqzPTZnW8DD+z6HgGHhMuAlFeu2hmedlIsb5riUL9er1IO2XxPmb4W7hK5HfY7jb1mt9DdScJnlg9yK0m0BvWPh3qm8PVCZKlUywx+5uCJodLEFUX/Ypgzg3S1Q5GIe7I03X0pyF9w7vpSOY6NNfdwZ7EcUWllqnpneNrZjbgnSzUYmtMP4avENY3K4otzHQKAmepfPu9P8rZYCNmVTM5Ci1H3fVnHJV+cpMKL/QqL/1WB5RCr4EaSsKpGrhJM5hmTJFTt0NOwa1wx738FQNkheh2f6tY5HrMKM+QFyoCwHKreGb6xORlZGlUUSzI261qWXHGcUTF5wGyHMj87Dd3Drl/3Wa8hU6ldAIoHWf4B/jxf1exxR9ihZMBWvHtiFc2gEz8xN0fG8j0Oq1AGBSeOwTDViGs1z1dshd7+P6dpUKOfNpbvsNgvbNeYllbTUd4yIB3aCePEoBLrMHo3eXaGvz9LhXGLtmNwwjihVZ5s0pg6t+YydA85HqXZt4qwyEmZ/Do+W3Uj2WK04HNq6X3+bsg+yEwKcHDQc2pI6zi0u/1ylyqNkCrvkMVfWawqnHns0HWOeX4/lJIfyCFIqzhUrkaFyUbm7z9toHBH+v+KqbfYKe38/UiOPpQdQg5BWsWhYwdyCIIckghyCHICAPCHf/8PtKBFfKnhEEICqB+CIIckghyCIIckghyCIIckghyCIIckghyCIIckghyCIIckghyCiDiUCns+0sjkGNbeZ3+cBYCKeMaVc6XInncdPof2Y94PlRWRDkV2CIumHDmUJiyKquD88gE/qTQ/2OKtsAOhN4pxDdhJpf6ab30PAFAMf9CNnNGPjDKh6+XV2jXmL5mQATrmPVuKcNdbH6wfOFRA0KH9tVt98mLYDfOdJTc67F2Htx8qBQNlw64zsrE70fK3u1TSf1nedi2QpQEA+ZCju+tGMMv+5q6QJBZUmgV/PA/Afup1ljULL6vCThlmHQBAMnh9RG72JQCTTDJiJRLlH+Bq5L9cQ6Xvm8nMaybCOP3T9V61+cBRb0IOVU3/S0XuTvfKMJV2wor/9lsxJkb1SSBNZsL4vE6rnzZodBY8nOLkcsi05tt3b5u1MkyOyfRXv39Bgt01p6H4nsFe2HWmyxbMki8eOmY6irkfD7dpUM7QUH0SSKcjdy9qZHIM6xxzh/cBJbxF7ULgFRl/yMQnzeh7OwyfhzIUy/5SPNOBM0BEr2VkDD+HDS9F2BEC8WWTbNwV3gMgx4rkLEGv41Pdw+6nrFds8lTYETpTPc61AqAiS8Pyy/4kBcBe2DXO3cQGPtnJbZ/ZhOrg5b8E+yEqemdMpjYtPtou9XXlM8F+S+QT92jvWW+MBmTCd7FtdClCZri5HKcM7t9IJtFC9UkgTeVDjm4mhpV66h4esBAvk8RC99SXUZL5uIzYginOJpL+efm0O7JXjI0U3yK96ZvTGVxrOdYO8zh04AwQYYfy26u4dejM9Z92OH+mn3lGuyfxDQBiXpNu3p/g/DdNWBRaW5Dt1SZPhR0eUkHbSK99ZY+JRS5+7AtbXnNZYjKxil8ZGrL/lOTakg3auvT2UJqn1UYQGQ/l4w8/N2na4aWd1yF6/c4odg6PkQAAEMMnsRnP+iveXI7yy7NBW9eQLZgC8WVT2xUivRNYGCzmbIB00DbY7wqzU/tAOrCgGrIsR5jhQ40txpdNshnPeh7U65DEDBABh6hk4KZRr5FrPnSvVOR0lvqGNGFpO4/H9jn/FJlRnl1hpwoysjSquuiN5biXDvbP2wH7B3p1h8a8xCrmBADIRtwzKvNy7OjGQ6V93PRbB2UjSxGK3yHOIKl4IF7WcAikgraRPmfopf9y27w/CTa9RpVSe1qrHpqYtdocf/96dZvmJgBlwl9b9Z0yrQUPp0jRLbL3p0GHGssAEb2W5eM+i6rD6ucmPudDju5ux48/OrorLnNAqB+qqrBTQS7snhwye5lhsXA/BAAgY775gY75b0sxnHTu6X9NdjHyHZTa9/Y8Z6KyHyp+7uvth5hMtOGr9ksjZl8cgB3C0t/v4uaD8IwAXoccY7Ip/HlUbItUZGm41Es16FBjGSA17u15S+FkAwttg0bjSJ9zdb9ifaHxUEWFHQ6ZsGua3ZFQkaXhYsZ+ds15mjse4g5wc2sug64k30ERdmg3lSIBAHtRzzl53621fUCFF/uZ01M1HjLhURLknuNmRcXoRKjHShOWNqWy46IvUSjekvT+lUjky9vlOMSkiJRudvKiWyzvT3mLdAyfko05Qq9FHWosA4R3zgYmFwWA/AvvRwrVAlEx/gA7hEWDYbxJZGTcd6mD976MXWGnDJ0Lf2Ho4k6CQD5xjw7M+V7QuV+cukErkYAleAC54TWrVVYiCQAjX9fFbxOHE9Ep6FA59rT8qIN8dn9OK8NOO0M/cC80+Lz2FIbJmWsNXz5QdeLYDmHRyKbwWPFtwEcjckz5vmstw+nqSs8zSnsiusXif9XaiZkJrQqDqR2wfdmA6fYvB88A4XMotWLXy4rPhy4srmxXnaNCwndRXsyJq4LeXlm8wHo+xFdhB5L52WlQlirpyJn7MlZ6TGlqg+xje18pW2b29soOCQCVWXUZDrUs89v8nLpUhlbCIaqdAYKeU0PePodgPevXIccY90FfTRrIAEEOQd4+h5I/2UaKFxSt9X6kqsCjCI1kgCCHIG+fQ00COQRBDkkEOQRBDiEOCnIIcVCQQ4iDghxCHBTkEOKgIIcQBwU5hDgoyCHEQfl/5yjHoHprnVMAAAAASUVORK5CYIIA)
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)
aus rostfreiem Stahl, ganz gehärtet
mit Feineinstellung
Genauigkeit nach Werksnorm
Ablesung 0,01 mm oder 0,0005''
im Kasten - nur zum Transport
Digital control caliper with fine adjustment
made of stainless steel, hardened
with fi ne adjustment
accuracy subject to works standard
reading 0,01 mm or 0,0005''
in box - to transport only
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