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![Digital-Tiefen-Messschieber / Schieblehre mit Haken](https://wepo24.de/media/image/1b/96/a4/60435ab0de36a3cb3_600x600.jpg)
- Artikel-Nr.: M6043-02026015
Digital-Tiefen-Messschieber / Schieblehre mit Haken aus rostfreiem Stahl, gehärtet... mehr
Produktinformationen "Digital-Tiefen-Messschieber / Schieblehre mit Haken"
Digital-Tiefen-Messschieber / Schieblehre mit Haken
aus rostfreiem Stahl, gehärtet
Ablesung 0,01 mm oder 0,0005“
Genauigkeit DIN 862
mit Metallgehäuse
im Etui
Digital depth caliper with hook
made of stainless steel, hardened
reading 0,01 mm or 0,0005“
accuracy DIN 862
with metalcasing
in case
![](data:image/png;base64,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)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAOMAAACECAIAAADtHQv5AAAUHUlEQVR4nO2da1BTWZ7A5/NU7Zep2pqt7uqqrS13yn18mO2qma2Z7eru3Sq77VLbnq1xVfpR076QlyAPFXlK5BWUh+ERcpNIEpEEFAyIEhAiinQrdgMir+EhkAAJITiBxBBI/mc/XBIvIYQk3mCuOb86FcLNveece/PLueeec+65v0AYDBP4xdvOAAbjEdhUDDPApmKYATYVwwywqRhmgE3FMANsKoYZYFMxzACbimEG2FQMM8CmYpgBNhXDDLCpGGbgqalgh3xPLnNawWq1mkym9et4AQDYXOFDVJh3D+/KVFLWsbGxe/daBwYGBtczOzs7MTExNzc3MTEx6D39/QMxMbGJiecTE5PIcO7c+XPnEi9fvoxlxfhSpi4tGT/66BO5XG61Ohd+JC6Lxi0xmV4JhUKTyfTqNSaTyXTqVLTFYvHnQcAwAF/qqd3dPfv27U9KSl1aWnL6iHrq97YgXF62iMWSDfGBVCodGhryIZ+YdwlfTAUAubx+dXWV3pPyRlPJEnp2VlNbW0djQhgm4rOp8m0wFdllJQg+jQlhmIiPrVRkmUpvVlyaSlJeTvjcpIB5N2CAqQBQUSF69eoVvclhmEVAm+poTOjs/LG9vR3hMjWIYYCpCKGXL1+mpaVTW8owwUZAm0pC2hkZeQq3qgYzAW0qtfi8coUzMDCAy9SgJaBNpfL06U9C4VV6U8QwCMaYarFYIiIiyS5betPFMALGmIoQSku7MDs7S2+iGKbAIFNBoVDU1zfgMjU4YZCpSKfTJSenYFODEyaZCgCRkdEWywq96WIYAWNMJdunJJJrIyMj9KaLYQSMMRUhBADT09N4BGBwwjBTAYDPFyA8ACD4YIypjk5/guADBXrzgAlYmGeqSCQ2m830Jo0JfJhkKvmmo6Ojs/MHRBlphQkGmGQqiV6vv3gxy7GQ3jxgAhbGmIoosh47dgLPWBFsMMlUBxdZWSqVGsBGbwYwgQzzTAWAH398LBKJcZkaVDDS1OXl5fDwCABwmhsL8w7DPFMRQgCQkpKq1Wo9j5y8FFPZmZqaIt/MzelwGwIjYKSpCKHGxjuNjXc8N8xqtZ46dYqcks3+mpiYmHTgwP/hizNGwDxTySJQo9GkpqZ5HvnDhx0FBYW312h0hMzM7IGBAd8zjdkumGcqsssaHh65srLi4bm7tbW1q6vLsbLjValU9vb24jI18GGwqSKReHR0DHnWWXXvXltra5ter5+fn9dTkMvlvb3PaMg9xs8w2NTh4b/evdvkYXE4PT398cefvP/+P37wwbrw4Ye/0+sXcJka+ASiqY5Ts9lsnpqampyc2sjk5NTY2HhhQSH5qct1nPjxx8cpKal79uyLiY797rvvDx48nJqa/uRJ1+SkR5uvR+V2q7VPdbp5fLlGFwFqKgCoVKoTJ05mZWW3tSnbKLS2kn+V9vdKpxU2QdnWat/c8eZ1bF5QWHglPf2CIw8bE9q798vW1rZ791rr6+u5XN7Nm7U2G+5Oe1MC0VSE0PPnz8ViSVOTQi6XI1cjUchmf7KVdH3NU6/X600m0+ZbkX/Xim1HPJ7ns739QXV1DWzOkSPHHGoCQG9vb0PDbZf5wXhOIJqqVk+fOZNos9laWppJUzdjZGRk167PitaTl5e3f/9X/mvPHx0dLSq6InTBVfK1pKTEyV0ej498nVQeQxKIpk5MTOTm5gHAlqYODAzGxMQ6Pdnib38z7Nr1uf9MBQAAm70v10VwMhIACALfUfOmbL+pm3bWk6YCwMTERG4u2xNTdTpdampafn5B/uXX4dKlyzwez1tTqeu739Cp5rBRU2o8JOS9X/7hdVa3+ZdAOQKbfbRuGeXVF7bVVKvVeuPGTfuJ0jnwCUFi4nmhsCIv73Je3mUAaGlpcZjqpl5II9SEfDsyLklOTi0t5ZKhpKSstJS2kJ9fMDQ4jBA8evTo8uWC0lIujZGTgc8XiJwRV1SIRCKxUCgUCoQCwVrtp6JCVFR0Ra1Wq1Qq9QZUKrVaPd3UpJicnFxcXPT2GG6fqWazuaCg4OHDhyrXqMmgVqufPHnCZl8CgObm12WqzWbt6uqSSCQVFRXi10go4RolOJa4R7J+k2tC4dXKyuvd3T30ylpcXEJ+Va6+wTdiZGTk9OlYABgdHRWLJTTHrrZnWPU6rO2FSj06Op6YeF4kEnM4xUKhsKS4tLS07OjRoxt/83ZsIyOj7/3DBxUVIh8Or99NJTP09OlTNpvd2NjYtBWnT8dlZWWz2ZcQQi0tLXJ5PQBYLJbMzKyurq6xsfGOjkcUOrcK7nFev6Pj0YsXL5TK+/ROgJWdnXP8eGhlZeWWu+8tcnn90aPHAGB52RIfn0B7/G6ora3LzWUXFhaGhYWXlJRKpdKwsPDDh0OQq3oIqaZC0Zxx4aJQeHVlxeuJcPxlKjWvMpmsqKiIfCrQlmfe8nKiqanJfkW1Zmpf3/Nbt251d/ekpaXfX0f7VsE961Zub3/Q1qYMD4948eIFWdP17eBsRCAQZmfnqFQqRHM1xjYyMsLj8RBCU1Oquro6WiPfAoPB8Mkn/32vpfXbb7+rra2NiYkt5pSdPBm2mQ8kg4NDyHVFdgv8ayoA1NbWKhQK6rMq3WwCm5ja3Nzy7Nmz0tKy3t5eP42eduSt9V5bXd0tgUBIY3O9QCDMyclVqVTefj1bUl1dMzszCwBCoXB4eJj2+N1gMBg++2x3U5PixInQ1ta2qKiY4uLSLU31eWJxb5+buvZGLq9fXbU6rUB9BYDZ2dlLly4PDQ1THd0ylw5TEeXsr1A09/f3l5Vx+/v7vd1Db7l/v/3WrVtCYcXGfILr6he5R859Co5NAEBAKVPphcMpBgCz2XwyNGybe8IMBkNFhUgslrBYmaWlpZ2dnUVFHCdTXx+dbTcVAGB1dYU0lZoe1UWEoLPzB4IQGI3GLYtSJzaaihDaZlPlcrmTqeQuZGVl79//p/T0C1/u+yomJvbw4a/PJJw7fCjk5MnwCxcy9nyxLz39woEDB+Ni40NCvgkNDUtNTS8uLgEAgUDgD1MBoLi4GADa29srK6/7ZoDPGAyGqiopAJAnTI1GU1TECQ09Sc2e0WjU6xf0ej35arWu+jwa2FNTc3LZObns8PCIhDNnW1vbNpapCCGr1WoymSwWS03NjbY25foix1MC01S0Vocu37nz3xoaGnb802/Y7Lw9e/ZyueW7d38RH5dw927Tr3/93u3bjX/840dFRZy9e7+Miz0jl9eTF+Z+KlMBQCqVzszMNDbekcvlb8tUMlHSVGqZCgBPurpKSsqOHD1+vUoaczpWNz/vd1OzsnKysnLKyrj6hYXKyiqXz001mUxDQ0NxcQnd3d0+H7KANRUhVF5evnPnvzQ0NOzY8Rs2m71nz96yMu7u3V/ExyfcvXuXYuqVPXv2xcYmkKai9VdUNAIAarU6J4e9uLh48mTYNt9WbjAYpFKp40Sq0WgKC684mQoATU0KgUAIAELh1ZmZGb+bqlQqlUrl2NhYaRl3dGycNJW6AgDMzelOn45TqdRv8uPGpnoOAFit1qNHjwNAcXHJxMTE2ypT3ZhqNi9LZdXc8vJbcrkNbH43FdazsZ6KEBobGyNvw/ftvE+CTfUKjUbDYmUiBGq1Wiar3n5TR0dHb96sa2trU6lUm11RIVh3ReVbcnS2UjlMdb8t1WODwUC96oJNWqkUCkVf37OSktK+vud++jIcGVAqlWQrlT9MtQ9toS3P9fUN4+PjCKHm5pbHjx9vr6mLJ0PD6urq0tLSu7q6srJyOJwSD1upfEiOXlPHPZzahHrK0Ol0jrrOelNtzc3NpKlDQ8MikWRkZCQv71JVVZXMD0ilUplMdu1aJYt1cXp62mXLf6CZihDi8wUAsLKyGhp6cnl5eZtN/cMf/quysnL/l//L4RQfPx5aUlJGvfan4mSqD/mkzVQAGBsb53LLFzxAr9cvLCyMj48rlcr29gdq9bTjo8LCotrautxcR79/PbljSUkp7e0PVletJj+zsrJSV3frzh0Xkwn4bCqXW56efqG/v39hYUGv9+QIeQqHwwEAtVqdmHiebAzaNiYnp1JT09LT09PTM+TyhuzsbDb70rFjJ1wKQ36JP/30U0VFhVKpfJu9qQAwPj4eERFZUlIaGxsXF5cQF5cQH58QH5cQH5cQHx+fnJRa/ZoamaxaIrm2Y8fOf93579evV8lksurqGpmsprLyOodTvHEs1crKilJ5Xyi8ShB8gUDop8DjEQKBsKPjkcv7n3w2NSODVVUllUpl1XSTkcEiC6o///mATEZ//G4QicT5+QXNzc35+QVXhVcftD88cuTYwYOHXJaXpKkKheKXv/y7uLh4Hzop6C1Tx0QicV3drfJyoqe7x4lDhw4TBJ8gCIIgBAIhny8gCOL774+cOBEqFAivX79eWVklEokrK69fucJhs51NRZQziG95dg+4wmkdn01NTUkjCILHIwgeQS9Hjx7TaucAIDk5hcvlEQRB8PhrwW/weGuvf/nLkZCQb0JCvg4J+Sbk8NeZF7MOHTrsfnBWZmbO0NDQ2xz1R579RSJxR0fHuXPnKWXSWk+jxWIxGpcMBsPVqxU5Obk5ubkzM7Pj42OTk5Mmk9FsNhsMBqFQaDYvDw//lbz2p476Q25NpS501Hq92iNq5Jul8iZn/6U1jEu0YjQayUO9urpKe+SeZWDdv2az2eYCAACn/736dpA/ylSbzRYVGbOysuLUEE1mbm5OFx4eabNZf/65p7r6xuzs7Pz8PGmGq7tTWtyP+ad2xVMXuS96HaMXNkbkHp9NJQj+lpFj3EOzqeTtJVGR0eQ8PE4r9PX1lZfzQkK+KSwsSkg4+/jxY8e1v2+majSa6OjTRUVXCguLHCE/vyAnJ9eNrBxOsX3lQsdWcXHxarXa/V5jU98idJo6PT2TkHBGJBJFRUU3Nzffvt1wez319Q3yNerlcnlDw22BQCgSiR8/foIod/xptdro6NMWi4Vy9nft3ODgYHR09PJ6dDrdrl273JSRbPal5WWL01YsVuazZ30bf13UJd6bKrebKvBT9Tp4oNNUk8mkVqttNtvQ0JCryoozFovl66+/PXbsBDmEgDozhUaj4XA4DQ0NLu/3d5zy5+fnz59PZrEuUkNGBovPFzhVCaiR8PkCFouVkcGyv15ksVhJ55O1Wo3LiyrHG9/KVKA8Q8u3o41BtJs6NTUFAP39/R5UFmFgYCAlJTUt7cLMzAxaPzMFALx8+TIyMioh4YxEcm2TIBGJRI731OUSyTWxWCKRVG7cSiwWc7nl9sDl8Qgej08QfPsrQRB8guBXVl5/9KhzcXGRuhe+mWqxrPD5+GlvbwqdfVQmk4ns2iZNpX602VlVo9HMz8+TCzfOoGaz2YxGo9FochkmJ6fEYonRaFpacrmO0eW2jgvkxcVF8uJ1YzAajQsLC48ePQoLC6+vr7dnHnwwNS4uXiyWPH/+3LfjjHHgL1MdCwHATReiVqvV6/Xkp97O9adQNP/8s+/DCz1JZXXVSlarEUIANi6Xu3PnTs9Nram5+emn/0NODeSnTAYP/jWVcr5z/VWBfcQ48tpUlJBwlhzd4tsueJYKkLWU/PyCrq6nXK59JLUHpkZERCUnp0xPT6NtnzPineRNTaVec5D1VIRQf/9zx0c3btwsLS3Nzs7R6/XI7Xfmlakmkykq6pRvmd8ycup/yD4MtLOzk8W6+N57H1RXV+/Y8c/kmP+yMu7nn++2m/p+Y+Od3/72w1OnosPCwt9kODlmIzSY6oAsU52uqEpKSgFgdnbWcXWy2ffnjam2+/fv19Tc8C3zvkEW/y9evKitrUtOSj19Om7Xrs/CwiJ+//v/PHjwcGLi+T99dSA/v6Ch4bbBYMDTptIOPaZaLBbyJirqFZXZbLZardeuVaWlpYWHR215pvbq2SlZWdkTE5O+Zd43nGoyZCvb4uKiTje3tLS0urpKvVMca0o7b2qqTqfTaueam5s//uhTofBqT0+PVqtta1MWFhZ++B+/m5yc1Gg0g4PD09PTBoOBrjLVZrOFhoZZrdt325CjkmP/z3mYgdPK2FTaeVNTLRaLxWLp6noaeiLs/v32sbExi8Xy9OnThobbhw6FGAwGix3Hc07e3NTx8fG8vEtYiKCCznqqzWYjh52bTEZy6IxDJliPyzg9fx4VQfC7u3s29kJh3mECcabfzXBIHxER4fmTqDDvBowx1VEeLy0tnT17FmsabDDGVBIA6Ovrq6urozdpTODDJFPJclQmq3EMaaU3A5hAhnmmkiPoEO6iDDIYY6rDS3JUMtY02GCSqQBgNJokkmv0pothBIwxlUSpVJK3smCCDcaYSpapSUkpBoOB3nQxjIAxpiKEzGZzVFQ0rqEGJ0wytaenl95HmmAYBGNMBQAul9fb+2yz2wcw7zaMMdVms4WFRWycXhgTJDDGVJVKnZmZiTUNWgLaVGoLv1hMTrWC2/yDFMaYGhV16tUrM+6dCloC2lRk70S1WCxRUaewpsFMoJuKEAKAwcEhqVSGB6YEM4Fuqn2kX7VWq0VY0yAmoE11jPMvLyeot2TRmy6GEQS0qcguq0AgpDctDOMIdFMRQq9evcIj/TC+mDoxMcFiXWxqUiwtLdGYlc3O/u3t7T/88AONCWGYiC/PTVWpVL/61d+fPXvOh6cKuYE0FdZPTwJgS01NxyP9MN6ZSr7R6XQXLmQMDw9rtRotfahU6qSklLY2ZdtrlK2trd999z2+isL4WE/FYLYZbCqGGWBTMcwAm4phBthUDDPApmKYATYVwwywqRhmgE3FMANsKoYZYFMxzACbimEG2FQMM8CmYpgBNhXDDLCpGGaATcUwA2wqhhlgUzHMAJuKYQbYVAwz+H/v0Un14cHZ8gAAAABJRU5ErkJgggA=)
aus rostfreiem Stahl, gehärtet
Ablesung 0,01 mm oder 0,0005“
Genauigkeit DIN 862
mit Metallgehäuse
im Etui
Digital depth caliper with hook
made of stainless steel, hardened
reading 0,01 mm or 0,0005“
accuracy DIN 862
with metalcasing
in case
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