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![Digital-Einbau-Messschieber / Schieblehre, senkrecht, PRESET-Funktion](https://wepo24.de/media/image/c4/03/07/6905ab4d013da071_600x600.jpg)
- Artikel-Nr.: M690-02031080
Digital-Einbau-Messschieber / Schieblehre, senkrecht, PRESET-Funktion kapazitives... mehr
Produktinformationen "Digital-Einbau-Messschieber / Schieblehre, senkrecht, PRESET-Funktion"
Digital-Einbau-Messschieber / Schieblehre, senkrecht, PRESET-Funktion
kapazitives Messsystem
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
Digital scale unit, vertical, PRESET
capacitive measuring system
reading 0,01 mm or 0,005“
accuracy DIN 862
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAMEAAAC6CAIAAACYxb7JAAAaUElEQVR4nO2dbVca177A8zXuq3vXOt/lfoGusxZSdIFVB8TBhwyokPBgGjEN5gabano0DZ4V0uJpcR2ShjTYhnXCajhXekMr90hL6txoSoIBJfIgOMzs+2J4GGAGwUEMZP/WvEgcZg/O/NyzZ+b/3/9zAALhx7mz/gKQtgc6BOELdKg5nPvz3bP+CmcGdKg5QIcgfIEOQfgCHYLwBToE4Qt0qJVQGfzpd4EY1fIdnyrQoQYgIt4l5RA6iUllVx2hAwAAyAUs4g97Z59EaS9yAYt42BJIcTTwxmOamPNGy3+YjXhvK5GRSWxIZrwfSpIA5HZdRoF4WK036PUzFl8M7K7pBb2oWq/XGwwWX7zR733KtNAhMrEVuHXts3MfTJ/7YPrfLj74ZmOPbNW+WWnQIeK5XTUy64lQgMqEvlb2zXvjOZALWMRCgeC8JZAA4BiHCHx1fHwVJyp/qOr71BMlAEiGbNq+OW+cdki/tlv80O6aXmB07eYa/AVbRKscIhO//6NHME0LVFg+m3waO0ONGnOIDK3Iu2/60hQAAFAvHCrU7N0DuYBFLLtinu6fWotQtR2Keuc0VZ3QYcg20T3vSwMAAKB27qlEN7yJI+gQC+TLW+iVcoGmz30wfU7w9feJM7OoIYfIuOe6sHReUwHLmNwWImlpnv1sV00s+eM1HCK3740P/jVwWDEWinpMqN71Kv+/XMAinrCFktChasgt939WC/TB9LkP/kv19G0LvgArDTlUcX1JBSzDYksgl5fmIO5blKlW8UMuhxIBi2bKFa4aTb9y6aXlDg1bAgeM8dCnTjzDGA9duuLEz3YEUE1rHCI2HvyJ3aFPeh69acEXYKUxh2Luq11lDo0MWDdzxY6HCrumsDnPD7fZHKIia1Py6k4IABBxT8vLHTpvDSZgP1RNB/RDgAytyHtu+bP0/146NUMmT5Rx8aIOA38dHFWeF1U7lAhYJi84d9hu6Q9DtomexUKrYadGeN0Tz0KHWGj/8RB9XzZGD4oJfFVVui8rSEOFXVMfCQRVDu17TAPz3ji7AaWmQBq36+B9GTftf18GAJXZdi/knw9dWdmIUaDyRozAV1VdFQ6lcfulcftzgq1FAAAAqW33X/LPh6a/2dgjqsZe0KEi7f586GTEvXPyBa5OqDOAz6lPley245Lcunl0+ns6Q6BDp0rUt2z1RLivYx0BdAjCF+gQhC/QIQhfoEMc6/58Fy5wYS4NOwSpH67j+z4AHWoO0CEIX6BDEL5AhyB8gQ6dIXzSPApBcDXbPww+/naTTwh/7u3m965govaHoENnSHWaBxFxzQin3bHjt63DocTPy+PXXeFM2Wv/WiEAYZdhaNodASCDOy4hlkAOACK8NjNu3agZoNNCh97P9/bcsKZ5gNTr38PJOrY+1qE0bjeM2n4jAKjbITIVfhFOkeWNp0M2rapW7AqMH6obMvz4mmIAwbRqdEBqvPPNX7QopsEQRLm0HqOOWcsGa5oHmQw+WnYGk+RL97XzEkSpUw9LpNO2jX0AACMT7fwl168bluEuyfCkTsu+l4Rvvu+yM3wEALtDZV/Y8PVGPAfAQdC54gwekPi3WqSnC1HqLb44AFTYeaHvcx93V9QihzogjjEXWBaLlwM5AMAbjwnJB7Due0wijR3P1F5b3RpHmkch+qwU2pbb95hFo6s4CUDUbew2Ov+gW2N0Ffsek2jCFjpktEOlfTe76a0Au0PlX1g+at8iSwkC5Z0cuWUfVcxzp0a2xqFOiKdmHHTGIS6c7NprqxrjSvOodqi4XzLhvSFS3StEZdfeSwa3a4ppa8c5VGyKwyEQ980rRu1bXH/srXGoA/I6mukQd5pHDYc4kpPY91IuAV+Hjhl7wX6oXprnUI00j+P6oeLl6Zi9lKeL8HUo4V8clttCZ9sPddh4iJ9DtdI8ajgEQNRtFGntOH2Bqr2X8gvf0aZ1UGp0vSRA9rXravf4vW2S9dcpOpQOWs+XFCwmhnMdR3hfVidNcqh2mkdNh6ruy2qZGnUbu2fdUdpUMhm6b5T2CAQfirHPHoYOOH6dokNUBr9v6JWp7vgTlU2xHUf4fKiltC7NIxGwTI47/o/3IU7jdv2gZeOQ+xPwOXUraW2aR3x9YfQmX1/j3rnRJV/NRqBDraTFaR65uP/vd33R4z/I3cKeb3XFzzkSooEOQfgCHYLwBTrEse6sI8Dh8q4tDTsEqR+u4/s+AB1qDtAhCF+gQxC+QIcgfIEOtS9V06WdEdChumFGUDBfcxKvvUsaBJ3ApCNGx69JACpnDAZvA9aLYvGwWqeUSnWLa7+zxEufpJpCtUOlWHpGgP2p00KH2v2dK7tDadyu66PrdWSCNiU96WeFQ6X/EpEnczK1dbMq2+YkMy5WO8SM+ykG2J86rXKo/WM/2B0iQzY5Wog1zu44dCKzN8HtEB2lKjJ7KyUqd4gRmFHYliVKv+QQsf393Iztp2cORix9PsAe0KVqVGOYdhxV3fZGsgBkw+4bCokM06lRCWqw/cKziEyLHOqAGDR2h+Iek7D83MtXQmQNh0DWf6tHvlIZFHisQyxR+gWHCNxxYcTo2iHK+qHiTiNuo2LKFaYAEXFd6Ta6o5Xx/OxZA/XTGoc6IRaWOWTR65QIPYcw+7mv5VAxtjXuu2NgqS516YoTz9ZyqCLC2v7Eps1fTFkdSnjNIp1jJwtKNWUSdWQNNHIcYUx+vbD2QzH3dFe5QwPWYE2HePdD5Q71SMSyxUJ8D5tDLMHUB+3oUMf0Q6zjoeFFPz28IcLOS0KTJ15rPFQcM3E33pBDQ1r9yOTC+hsKgM7uhzp3PFQqkMAsxsB9Xxb1Lgwef19G4qujIrNnP1fHtezRNn7fIDPaQwflsfRl4yGDc5tgHQ+1kUMde18GAMi8cC+o6edD0ys/71EAgFcufa8YVev1Bv0VJ07GfIvjEkSpO+b5EOPennrjW1Ln78KQS7bAW26H1nYBEVu/pZDNeyIZRiw984GCd0k5hGLDiJK+L2tTh0D7Px+CcACfU0P4Ah2C8AU6BOELdAjCF+gQhC/QIY51Z51FAJd3bWnYIUj9cB3f9wHoUHOADkH4Ah2C8AU6BOELdKgtqAgEeLeADjXGUfDuoGDMEii8ek9uWJUIgmn16pHCW3EAqOgz62WZFJtE0YvOF+Uvlhmv9A13fPE63zpXOURuOSYmLIFUI+UZTosWOtQJ7+0zuF0jEIgGi3OZlWI2MtuOSyKjO0p7JqOnDk6/PaiY9OxkPUrVVsyYjXrLM5wWrXKoA+KHAD1j/MSS9dP+wbtB2g1G3E9ZWI/GGWZvosIGRihPvqk0W9JFcavDbdfnM9anz76dQbp6EOyyxfcmX54B0JluWhTTYKh2yfuaqKgPkS+o0Hxa5FAnxDHS4YXdN32Rp+ZiLkTJoWKUICDwVZXw/JzzXzGWWfOOdeiALemC3ipMbN+/0DfrCmeYaR6FSLRc1D3bPbUWoQAVWZvqnnVHWQsqNJ/WONQR8dTgKOz8WGTyxEHYZRjIn4/dNb1Arp//YvH6RaTP7KbHQ/QkwOIPuxSLTyNZEPdZDIZCAmtFiGNNh0qivHLppXrH9zblyKwnQpWtKjq05zWjKscLCpRmlGaf8bjZtMahjsjroHacFwZUjhcUPSqip6zPn3iC2As9sRhGF34szdiZwtfMw0Kju3xOzUb6oTKHenvEvbKF9Xw+IYtDzJbz/+4khzqiH4qsGboK+WXqYXHXx87wUVkcdMw93VVWv4dxCouc2KH+IZ12ZOTWOn2BfP/6oQ4YD+Wi7llhsVzG0aZ18KMLzh2q5BCZDNxR0GKlDg4IwLxTY1DhUAa3a0Qmzz6o41rmeo47ZmSGv4eSJMhtWgcUi/5E5XjI8PAPgnU81P4Otf99WcRtlDLGpKmgVdllWIskN6zKfjGq1mFSofSydf01AcjEsy8GpUotJpNg8y68ImWi8i6diq0vKRH61gnRrASSrMlfha2oN+sL47K5JxEiiTuMvYj2jj9amrkhPwPJeRTR0PdlneUQ6IznQxAW4HNqCF+gQxC+QIcgfIEOQfgCHeJYd9YR4HB515aGHYLUD9fxfR+ADjUH6BCEL9AhCF+gQxC+QId4wfZm/viN3pEaCc0COtQYFTH5TXeIxB0TSHWDROyZzSAbwiZHkIvOneNfMzKLLpw60KGGqIzJb7pD7A0ebVoHlZZAAgAy9TZZR13qU3xLXw10qBGqYvJzgWWxoBdV69TokHLJGyEAACn8waxUosAUmOnJa8BS6qDgUHUcGYk/0Mq6uqSYvjxtaHdNL7jkDNPypIJWpdDkiQMAwJ7XPDRq3yLLd5rDv2UUXchGvLdVqHISRVDTIzxDlZdt+OSrb26q0HEtJpMol31sEeDHH0foUP1Ux+SXug3iuV0lN7ojIO4xCfPzQQMA2EodcDvE1Q8Rz+2qfsWcczOWBfT1VHTDmyBB2jffrbHjmaqdlvohAl9VDd72J0gA3nhMigvOHaqibEPPLX8W8Anahw7VD0tMPuOUFyYvT/sX+4ZMD7fysWcsU4wf1eFQeSWG/PzAHwm6sIWnr4mjTevg2KI/nvbf6qNDKyt2WnIou+PQFWasPsTtWqHJE2eZphjwufxBh+qGLSafcQ6KHpDJ0HdzWL+YTntlKXWQabgfypPcXvtUKpx1Rw+C1olB6/ov1slCz1G+05IQqYBluAsZOy8dwnQz5kWr3budgQ41jybE5DPOQQa3a7rnfen8p+P+pTGR2Zs4YT/E8R3ymySPgncHhybVUm15yZ/CTktCsJW6gg41jybE5BPFc5D8X6tyfNEfB0TybYoEIB2yTQpNnjhLqYPiCHrLPio3ed6UORS0DuQHKEzyOdfE9n2NaNYdzYGjTeugSFD8PpU7LRVdIPBVVfdV1+ts6WPQoebRhJj8V3/8MCMdQNWTKDI59zCUBIAKu6aQkUlMJsFuuncOAUupA0aNBN+yMp8WLdfYAkkAQOa5wyBHVFY/M98l8T+Lg0OYVolIJuZcWxkAGHdkALDslGIUXchGvLcLexmZe7oLHWoi7fyuI+Gb773Is3Zds4AOtSNExHWldGE9a6BDEL5AhyB8gQ5B+AId4lh31hHgcHnXloYdgtQP1/F9H4AONQfoEIQv0CEIX6BDEL5AhyB8gQ7VTXLDqhxC1XodNiQzfLkeyQLwNmC9KEGUOr26OPUY2F3TC/IhIgaLL14ZTp/bdRkF4mF1Pr7sN59lRq8eFgt6UbXeYPHFT+U3PV1a6FC7z4NWiiZLh2zq3nlfArxy6SX5kNPQ30aE1z1xsizoDFSH07MF5Fds0m60yqG2n4+RdUr8kkOlgIoKIcrC6QF7Ugd0qB7af15Y5pmm0r6b3fKVEMlwqBgeXyFEeTg9dOjEdMT81PkznU2FfTYDqrI/JwrXMiL10me7olr47xjFHA9duuLEyYpwesAcD33qrCzY0Ja0xqGOmCe/KMf0DevaZowAALxy6SVCRNovGJt3b6dKH6sWohhOn4H90MnopH6IeaZfufQS8W33+tKEbO5pjOL6GACgOGA6gA6dkM4aDxUpXMsSPy+PDJvcYYLlYxXh9LAfOjGddV9WoDimpjKhr5W9s65wpvL5UGU4fcXzoRhHy+0EfD4E4Qt8Tg3hC3QIwhfoEIQv0CEIX6BDEL5AhzjWnXUWAVzetaVhhyD1w3V83wegQ80BOgThC3QIwhfoEIQv0CEIX6BDdVMqZT8k1dxawxPsHyO3HBMT9Ex17wlsDlVnvJDJwJdKiQzT6RnzwTN55dJLBAKhQCAUCD6adkda8+V5cuLYj2zEMy8b+XLzkGL5GGO2w/cENoeqM16ypcApAndohowVlpAhm/xK2wXA8IgfIrfso0Nm7x4Au96FcQSdVKMDUuP9UDKFP5hBunoQ7LLFFwNVdQ7I8ONrigEE06rRAanh6414DoBczLuoQEbU6mGJ9KojdFA2vWZxp5nfHxgVEvS8Av30yS4BwEHIcVUmVep0Sqns+uNwFsS8Cwo5qp5EJQqj49ckAGz7AiD5q8M4IsW0OmxINvNDuBnRN7UdYgvgZJs/NBewiNsviIpPDFrCvzgst4VIcHTwlp6SulCrgNEPVdc5KM1FzKhtQBwcpADIVz4YXcXJaoeycc91oereTr7jIxO+z/uUX4cyVKnby08vDMC+xyTS2PFMjmVf+775MaUtmDlhtRqO41jboXzGS6rkEBV2TSkq+6GE19w9Me94tObZCKfejYkm64CPQ8y/pOxeaP2xw2rCJGJLIFdyiKXOQZRjLl9i7/k/H9//yqQUipcDuWqHiLT/Vl/vtYfbdM2ruG9ekZ9YmHnpJGKhfz52fPVfmHDYEkixzBtcTGBqlUOMjJfcrssoQAzzlsXranmfyV05Hko+9zx0uR45rKZxicLyLN4eHVIz+iHqjW9Ji5lsbt9PTrO83CGWOgdJFoeImG9ZhV2zuX0Bp7mH3aEcAAehh59h4n7lkjdChF16qd71CoCSQ1RsfUk1abI99gWc5h4Oh1jSLJtxHDkcKs94KSbWZfdC/7BoNAtPX7MXKaLCrin5BecO22DznYOHQ9QLhwo1e/fI0Iq8+6YvTZXOU8khljoHLOeVDNnk6LwvzljL6hAAAIDEsyWZ3Ox97jWjKscLChQdioVsE/lKD4UvwLIvRuGHVvRDZRkvzOTMXMx9tUu+EmK/ZLW0+BpPTn5fFvX+ZXDky81DigytyEVmz36O4dCmdUCx6E8AtjoHHA7JTJ43oHReM7hdIzJ59ks7JfJjJuI324jM5Hkddc92Gx7+QZQ5lN+khkOlwg+tupaVMl6YDr0NLI93XXCGmV1N6uCAAAAAIupdkA3P+/ab8M1OnwYdivsWFQMIpi17PkRFny3reukHIRLFzOOXJEjhDmMvor3jj4OqOgcE67XsmVXTSz84GZDO/BAmARVbX1Ii9C0VolkJJDNh1ycIOoEhCDb3eIcAgHjtXdIgqFqvHhYL6GvZT8saGYJp9ephifT643CWtY5CvvCDWqdGewWtGFMXM17SycCXSvFHqFqLIRJpfuKUImTi2RcyybBap0SE6PTKz3ttcSXrkOfUJ30cdcr90PtCOztUuJMnQn8boWsq1rld/jlCOmSbrKxJdVKgQ21JNrgyJpFhWiUiUefnzqqLZNB2UYIotZhMki9i1ASgQxC+QIcgfIEOQfgCHWLnT//+H3CBS8XSmEOQ+oH9EIQv0CEIX6BDEL5AhyB8gQ5B+AIdqhsq+sx6WSbFJlH0ovMFCQCJOyaQ5ry2bGs4HSKiGyuXJRUTmAI6oEWYT+HouuqOFY/gntcsLb7Fo3buqYSz7mjNteGAbWwAwSbQfHQee/u5oHWg+BOBsDLshM/v3tCnj4J3B2V/DRxSxalem/jqu61hcyiDO2dRiRQd6q2cBBcAMrQirxYLAAByUfessH85kAUAkOUh5Fxr8+cCHG5YZHKzd69m+xyh3DxoyKHcrsso0DjDxR+Q+AOtrKtLiunv+Pa2H8+gXQJh1/i9bZLO5RjXYmMq+i+DfOm+dl6CKHXqYYn0k6++ualCx7WYTKJc9sXiAcuY0OSJAwDAntc8NGrfIquyQQD5ktF+Cn8wK5UoMAVmevK6kDpStjvGh8lk6L5RNoTptJh0ZObxS0bKQCk4Ney+ocgHOaEG2y9xAACo2rDGcWRxiLvADf23x3GOqbDzQhcdaRn3zaNyW1moY821L52aIZMnWrt9cvveeN/nvubNZ91YP0Tgqyrh+Tnnv2KFt+SlfogZxBN1G7uvuCJESXnGadv3mEU9t/xZUMi1+D3pv9VHR9NmA5b+i3Y8U50NQjHbj3tMwnw863G7AyDhm+/T2kJJtlDd4glmxJ4WckJYNqxxHDnHQ6wOkQnvjW5sweH6weP/ozLuidyyj8pMniggQzb5eUsgWd9aMrlpU/bNe+O5mu2ngtYJmWXjkPt3aZRGx9TZiPe2Uvxhl2LxaaQ8JLl0YsiE94Yo3wNndxw6kdmbYJxUjlwLpTWYIvHV0cG7wSOWbJA4U4u0f7FvyPRwKwXAcbuj0r6b3aOrOAnqdSi/NsmyYY3j2KBDydCPD11rjxx3TJhUsfRTecm2VNCq7J73pcJODUtcFNta+oIg6Nes/CtZu/20f7Fv3BpsZvroie7LUviaeVhodEfZHSqLPM//u7ZD+UvY5guHvt8SyLJlg2TKghXJZOi7OaxfrLztjaRq7i7HkhZYl0PH5RNWHMfGHCpBRdamRB87w0fMn6V9N7tHv/nlxxs9+Us8qGNtNrbpnFOgM+5XzLFyefu5fY9ZNHg3eASayAnv7YseNKcfovte/Rd3picX/Qes2SBsAa9x/9KYyPxjuNbumF+mIYcSLBvWOI4ndYg9kDfhNXdPTl8eySeuVMC59jBkm6jcF7N9KuyaGhi0bjZVoUYdyiceZLYdl0R0PxS0DtCDm8rxkNH5R4Z1gMIaJw/iHpNQKCh0ztXZIOWJiHQUbDpkmxSaPPs1d1f6MqU0ki37qNzkeVPToRTLhjWOY10OZffw38MpsjDcBnR6jKy3eoQbdhl6BYJ8LmUVHGuJly6jVGbZOORonwo7L3Qpm3shAw06RCaefTEoVWoxmQSbd+EpAADIPHcY5IjK6o//wvh7yka8t5XIMFac3eJYh0DEbexn9D2V2SDMFqiwawoZmcRkEuyme+ew9u4Ka0fUejUq/rCYElloXK6xBZKsDrFsyH0c63Eo6jaKtHY8DUD82eJ5CarWYVKh9MrKRqyqs8nuOHSC/D18NWVrqbBrSiLDdFoMQbC570JJkqP9dMg2KWj2hQy8Z8+pT5z4x6cfKpKLumf757ztWPG4Nu+DQ4UpJYjfbCP0RCXN3/B4h6gd58WP7Xi67r23De+BQ9lN29gAgmkwBGGbNqo5G8L3ZRC+QIcgfIEOQSAnBzoE4Qt0CMIX6BCEL9AhCF+gQxC+QIcgfIEOQfgCHYLwBToE4Qt0CMKX/wfXh/ej/w2u1AAAAABJRU5ErkJgggA=)
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)
kapazitives Messsystem
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
Digital scale unit, vertical, PRESET
capacitive measuring system
reading 0,01 mm or 0,005“
accuracy DIN 862
Weiterführende Links zu "Digital-Einbau-Messschieber / Schieblehre, senkrecht, PRESET-Funktion"
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