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![Digital-Fase-Messschieber / Schieblehre 45°](https://wepo24.de/media/image/36/20/69/67115a9695ae6de3d_600x600.jpg)
- Artikel-Nr.: M6711-02026189
Digital-Fase-Messschieber / Schieblehre 45° zur Messung von Fasen von 45° aus rostfreiem... mehr
Produktinformationen "Digital-Fase-Messschieber / Schieblehre 45°"
Digital-Fase-Messschieber / Schieblehre 45°
zur Messung von Fasen von 45°
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital bezel caliper 45°
for measuring of 45° bezel
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
![](data:image/png;base64,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)
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srqo/s2n1kR0V96Z6WroduALj7HYPO7fth1KrSmeQaOE+hz5aosiTK2I3KpVupQPxNp4BgmUAxGcv4/f6HPT29fX09vb1jpd6+Pv6CpzKP888+Pq5wZPnIF45Mof1WhmmorX/nvfcjo6IiIqMio6IiI6Mi+cxwPprPr3xUGBEZFRkRGRUZ/c77H6lUGq1Wp9HotDqtVvvokS/hH/X6+PgErU7Hr1t69t3HtIyzsmnc/QTg++8vG1CbFiY1ekRnRCETaYQxxEQhZgpBaQRjEJSBUQbGLRBhhQkWoWyY1YkzDhPJmigWY+wobTfTNtRiw6wOzGI30yzK2DGLA2MLUcZhpu0mymambGbKZqJsJsqGkKyZsplIG4IzCEYjGGMirDhtxxkHxZaQliLaWkyzJYxtG23bTrPbGNs20lpMME7SWkRaS0prDnc9dAHAdXS6iisOIphVpoZkalimQfIU+myZOqNA9ZtITYhvwCBYJlCMb5nu7u4Na78RJSVv2rRZnCHOzMjMzMjMyMjMeJThH8UZ4kfPijMzxOJnUmZGpjhDnPGkJDNzuFwsTn9cMpzEIxJfsnnTlsT4RLuVDfGX01DbkJeTc2882h89to8sfevdd9vb2wdcw9Pkj9LI/GBnV9dnn3/+uPDZdx/TMou30K0Xro8T93fHL0OYQ29idBCmgTCVHlEZEI3RrEdwI0rCZtJowiGUhFDaiJIIRqMUi9M2nGZNhAWjWZSymEnGTFkxxkZYHITVSVqdhNWBWxyErQhnCzHagdF2jHGitN1M2jBLIWXbRrJFKGUzUzaUtmGMHaVZlGIJi5NiSyi2yGLfZrFtY2zbrI5Sq6PUYt9Os8Uk4yAYB8VuK69p7O5xAQDuPxgoLK2FMatcA8s0iEQNSTVQjkyTKVF+mqIM8Rjwi2CZ2HC3zO1btyMjIi9fHGceI6RgZjRVlDrWnFQwaDhQv2XTprOtrWdOnTrb2sonPo+aTF8vXZYYn5CYkJgQl5AYn5AQFx8VFQPp9QCAdz/4oKenZ/zKT7ee+vsbb45zweiW4bdfj1/1d8evahGrGiY1epNKB8s0BpUeVhtNWhjTm3Etgmlg1GDCIZTSm3FeNDBhQUgLjJEIwcA4aSIZlLFhjA1nbDhjw2gWpVmcsaO0DaPtfMIZO0xaEILBGTvJFhEWJ0qxGGUjGCfOOHHajlI2wuKkrEWkpYhhixn7Nsa+nbFtszi20bYS2raNspVQthLGvqPqQMvDPi8A3L32frZ4H4zZNAasQGnIleskaihHps2SqJK2qpdsDunRkC+CZcK+LSPekn7s228BAN82t2xct27T+vWbN2zYvH7jpvXrN2/YuHnDxk3rNm7esOFxZuTj5g3D+U3r1z8u37R+/eb1Gzdv2LDxG/6aDSOuH67nybs8qWfjlg2bf7pwAQAgzSuwWa0h+3Iaauvff/+DqMjokenTTz9buGDR++9/WLP76VtHXblyZdOGjQCAd9+f2DK7d+36z9/8bpwb3Y1umdrmM0qmZvyqjx2/qjdZNQazUgfJVDqZUitV6xQ6SAOZtDCqMCAqyKRDcANKak04hNJmikUpFqVZhLCgNGuirDhjx2gbRrM4nxg7SllRijWTFjNlRWnWTLEoZTORLIzRZtKK0TaYtCAYg6A0Tttw2kbQdoK2ExYnaS0kGQdB2ym2iLZtY2zbGVsJzZZQbDHFFlNsCW5xlu9p7Ov38j0m5/Y6g9mi1JolSn2+XCdVw7lyXY5Mk1mgnbNUFcpOU3haBkfRRQsWLFqwcPHChYsXLFi8YMEiPn3xxZe/Tou++OLDDz8Kc8skJSQCAC6cOx8TFVPidFaUlVaUllWUllWUlfKpfEfZs4WP8jt//TjqNaUVpTtG5MsqSnc+qXBE3mm3x8fGudzunp6eUN4fpqG2/tk5JhQxH9i3T6NSVVft7h/oX5O6KmplZHxM3M8//3zlypXPP/u3JDf/tT//ZULLmGHof/7P/7u7u2usC0a3jJKpGXeZDAAANB/9SW9iNQZUa0RVOlijh7VGs9KAqCGzFsE1CKaGzBoEgwkLhNEwSqMUa6ZYlLaZKRZnHLwmSMZB0DacZgnGTjIOnHEQjAOlWYy2mynWRFpR2oZSLIIxEMYYUBImrGbKhtJ23OLAaDvBOAiLk2KLSWshSdsJi5Nii6zOHYxtO2FxEoyDZAtJWzFGO8yUrbT64BPL7Kg3mK1KrSlPrsuVabOlanG+QpwvF+cr3knSTPjZA0h4WmZNaurkd0WHf48pJjIGALAqZVV5aensBDcCtVLdUFcHABAlh+5LG3W9DIqY9+/bq1GpysvKI5avvN7WtmJFxM1bNyNXRtbX1qalprW1tf3z7XcmtEyxs+gfb701zm7M0S0zmSO4jx67pDZQCp1JbTRLtZBMC2lgTAmZVRCqhjEtgmsQXI1gCM4ghNVEWBCMMZEsztj5VgzO2AnaxsuFZOwE4yAtDpItIhkH38ZBaZZPBFuIMQ7M4sSthbjViVucGO3AaBvOa2W4zVJE8c0ZxkHbSnjLYJQNo+18IWFxVOxt7O1zA8Dduz9g316rQ6wSpSFHqsmRqrOlanGeIiNPtjVXsni1Ais+MP5nDyDhaZm05ORnt/aORfj3mBJi4wEAq1NXVZTN/rllkF5/+GADACA1JTVkbzqOZdRKVW5uvkIqc7nd8/7x1q1bNw/s2/fVkq+3btoKJtdjAgDAhvG2YoximckMygAAmo5e0BhouQ5R6hGZDpJoDAqDSWEwyfWIGkJ1CKFHSA2CQygNExYYYxCMNpFWE2VFcJrvN5kpq5liMZrlpYPRNoKx44wdpVkTaTWRFjNpRfmGD+PALU7C4kRpG07bMco+3JBhHBRbxLdlCIuTFwppLaRtJbR9G844UNpG0DbC4iTZosoDzf0DXt4yzu11GoiSqiCJysi3ZbIKlJkF8q250qTNsricmR6kNHnC0zKrRMlr01bHREXFRkWlJIky07fmZmbt2LZt1IufA8vExAEAVqemhY1l6kHYWEajUq1cGblx/YZMcdbvX/nj5o2bUBR7+513M7ZsAZO2jFFnHOfZUSzTeuF6OlQ2Yb0HD55V6ympFlYYzFItJNEYZTpYYTDJtJDSaNbAqNZE6BAcQmmUsiEYA6EUgjMIYUFw2kyxCEbDOI0QND9MY6ZYM8milNVEMCbSipBWmLCYSCs/BswP6DwaD3YQjGO4kGL5ThPBODDKhtM2gnHgtJ1gHKS1CKVs2HB3zIlbnBX7jvT3ewAAd+722Yr3aSCqQGGUKKFsqVpcoMiUqLKkKnG+bIO4YM7SSa0rnwZer7ezs3PkesrwtAwHQHv7vbZr165dvXL9etvt27cvX/wpfcuWbSUlz14sWGZKhJtl1EqV1WoTJYr8fv8/3nqno7OjIDtXq1Rv3rgJBM8yFXXHJ3OaTFPTj1ojk6/S5Su1BSpdvkKTr9bla/R5Kp1EB0m0BrnRpEcIBGUwgkXMtMFEGhAcMhMwSpkIBiEsCMEgGIXg9HAeZ1CKxWgWpW0IwcCExUzbUNqGM3Z+mAalWYy2YfxozqORHZS0ohRLMHaMZjGKxWkbRtkIxkGxxaS9GKPtfCHBOCoPNPOWuXWnj3ZUq414gRKSqqB8hT5bqsqWqnP5MRqJ6ndRgV81s6u8fFd5+aJFi/759jvz53+SEBfX3d0NwtUyo+LxeiOWL6/ateupcsEyUyLsLKNSVldVGzSa5ETR+g0bN6/fuG7tuitXrmzaEEzLoCX1FXXHJ6z30KEzWoQt0Jny1QaJ1pir1OVrDLkqnURjUBhNUj0sMyAGlIZQGkJpo5mEzSRsJiAzDuGUmbSgFIvSVhNhQQjGRFqHJcI4CWshRttNFIsQFpiwPJqHsvMaMpMWlLJhlA2n7bRtG80WE7Qdp+0k48BpG9+04UWD0zaUtplJFqdZM2FFKVvFPn6OCVy70YWxFQojLlVBBUqIb85kFSiyJaocqTqrQPlekubJbXkDxMIFCxcuWHjiu2Pd3d3377fDBoM0Nx88V5YBAPQP9KckJV1vuzayMC46VrDM5Ak/y6iqq6oBAKUl21VKpYVm3B73lStXNm/YDIJnmXSobDK/sfPnblXvO15e3VS+u7lid+POikPbS2tLSmu37awv3lnn3L63eGdtyc5aR3GNvXi3o7jaXrzbVlxlde6yOCsszgq2sNJevJstrrIWVjKOnYyjDLMU4oyDZEsw2o5ZnRjjwIbXzthQ2mYiLSbSilIsQlgRgsEoG8kWWxzbCcaBUXZ+rJdv2mCMA7cUPu5D4bQNo22EpXDvoRODLh8HuGs/dxNsmcqISzWIRGnMV+jF+fL0PJm4QJElUWUWKD8UqQI+zbRowcJFCxY++fbOnktOEoHnzTIAAI/HmypKvn3r1uOSyBURgmUmTzhaprLqqaeuXrk8TluGxImLP11ATSbICJ0/exYEzzKAG/L7OL/P5/f6/UN+n9fv9fg8Hp/H43e5ff0Dnv4Bb1+/92H3QFeXq6vL3dXl6uh03e8YvP+gn39s7xi8c6/35q3u27cf3rrRdebkVdZRgdEO3FJMsMU4W0SyJZjFiT8ahUEIBsEYfq4Ko+0UW8LYtuPDU0hOvqPEbzgYnpBiHDjjxGg7QljNlL2qtmXQPQQAd/1mL+Os0kCESo/J1LBcDWcXKNNzZfxkdmaBcsla1Y593078DUyF+JjY+JjYFJEoLzNLvGXr559+vruqEjyHlgEAXLt6ZXXaqr5HW3ISYuMFy0ye590yly9e1CpVCon0YU+Px+MtyMkF07DMPBE8mVGJEcc+jHp8jP9xmmg/J39Kg8/n406f+aW4ZB9uLcIYu5myYYzDTLFmijWRrJm08HuXEIw2k6yZYkm2iGSLzITFRFjMJItSNoy2m0gWZxwY48CsTox24IyDX9eHMc7d9ccG3UMAgJ9v9rLFNTqEVurMSo1JpoYlKmOuXJcr02VJVLly3bK1amZH3YTfwJS43tZ2va1No1TmZGYuWbSYJkm+/Hm0DADg/JkzuVmZd+/dBYJlpsjzbpmOjgc5GZkahWpvTfWxlhYCxQAARv0ULTOVGZbhI6wmff3olQx7BnB+n7/t+v3i7QfMlANGGQQfbrzw2y/5eSiEYEwEA6EkQlgRwgqjNISSfAMH4afMcQYmrQjFmigWpe0IaTVTLMY49xw8ybdl2n5+yBbX6E2MXGOSKgy5Mp1EaZQqjfkKPb9Ib9k3WktpgO8ssXJFxMoVES1NjYsWfqlVqRIT4nftLAfPrWUAALdv30oRiQZcg4JlpsTzbhkAQNu1qzbGYtBpd+4o9fl8YBptmeDN404If+LUlWv3WOdejC5EcQuMWoZFg9EmgjGTVpyxmykrjNIIYTGRVgRnYMJiRGkIp/k8P94MYTRCWs20HaFYmLCaaMe+w6cHXT4AwI1bvZbi3RDGqo2kXA3nKwwFCkO+wpAr04rzFVkFyq/XqgLelln4xYKFXywoLy1VymUAgPv37yfExAIATreOeYJP+PPjubPvvvduxPKVgmUmzwtgmWd5nizDN2p8Pt+p1ht2eyVGFUEoDZlIBGNgfrkNzpgoq4myIhiNYDSCMwjvFJyBcMaI0gYTbjQTEEpBOGOibDBhgXDaiDNmS+G+w62DriEAwO17A5ai3VqEUmhRpcYkVcMFCkOuTJct04jzFOIC5ZI1KibQbZnlS5cuX7r0hxMnsjIyAAB79+zNzcoCz3Nbhqfx0MF33nlHsMzkCUPL1Oyu7unp0Ws0WzZvVcqVbdeuXb1yeaw5pq7urpjIKLlEqpBIFVJpeVkZAAAKZo8p4HAc8AMAON9Q66nrDFuFoCyE0jB/VA3GwDhtolgTZTVTrJmymSgWJqwGlNKbCAhnIJQ2mAkIo4woaURpmLBAGAPjDIRbzIzzQNNZt8fPAXDjdh9lr1BDhFQNS1WQVAVJlVCuTJNZoMgsUGbkyb9aowx4j+nbo83fHm1ev27D++9/EBcXl52Ryf/xnnfLAGG9zBQJN0NL0uwAABUtSURBVMtoVKqa3dWpotT9e/fGRMUcPnQoITb29OnWcdoy20tKthUXjyyZTlsmxCc5jQbn9w1dunDHXrQXQq0GlIGJx0MtNhhnYMKC0nbeMjBu0ZtI3jLQ8PkSVhPFmikbhFuMGG3ELSbGeaDxtNfjBwBc/fkhyZYrDKhUAys0SJ5cl6/Q58p1WQXKrAKlOE/+9Vp1wNsyY/EiWCbsd0s+2scUPpYJo31MGqVao9Gq5AoAwD/ffqeru6u+rjY6KmrLxvHWy7g97pH/DNpMdrDhOAD8l6/dtzqrEcJqxCwo7TDTdn53AoTSCMaYcIuZtEIoDZlpBGNglNaZCAilTZQNox0obTPhVgNKGcyUkWDrGs94PX7AcZeudRJshVKPyrSIVAUVKPU5Uk22VJ1VoMosUIrz5EvWBH4meyxeBMuEd1uGAyA6MgoAsGndhh2j7ZAIMTKJtKmxEQCQHNKTH8Zry3z99dffrP4mMS7hd797JTYqRqVU/e2NNzM2p4NZX5UXZIYnuX0+//fHr1nYKiNG8TNHCMXCOKNHcD2CQyhtIq0wShvNFITSCMnCKIMQFjNlM5GsmbSaKRtCsjBqgUl7ffM5j8cPOO7C5Q7SVqWBSakGLlDqc2Sa7OFt2fKMXLk4X/lZimqcY9UDi2CZQDHe+TKJIgDAzRs3olZGqmQKg05v1D9KOr3RoIP0ej7xeaNeZ9TrnuQNj/IGHf/UiIsf5fU6SKeHdI8yeh2k10HDFzzKG3T5OXkxUdEej7d/oH91alrIvpxx2zIqq8XKBzPvn291dnYadTqFTL553LbMU0x5XEbJ1ITsNzY23KNHv29oqPnbqyRbZSSsBtwC4RYIozUIqkEwg5kwmHA1ZFbpYbXRbDRTRpSCURpGaQhlYIyBcCuMWyDUAlHOfYdO8W2ZcxfukWylBqIkaihPocuWqLKl6mypRixRZRYoMwtUwdhhMBaCZQLFOJZRyRW7d1UCAAZcg7UHDtQdqK07UFs3nBn5z5EldSOeqnuUGZlGLTxQ+6uqnk6NjY0ejxcAkBAfX1JUFLIvZ4J9TJVV6Zu3yAvkdofT4XCsXL7iypUrWzZuAgC89+FHE1rm8KGDH8//xOV2j3XB6LslJ7OPaQw8necqpIkbHecHAACAu1UvS42IiIqIiEtT77nS7wcAAN95R0JURERURERURKS+sdMHgL//+hGnQakiqk/ff/auCZzX6zv70z3GuRtCLXoTrkNwLYJpEUwDY5CZMppIfoTYYCKMZkpvwo0oBZkpLYIazSSEMUaUQSj7/iNnfUM+wHGnztxEyBKlAc9T6HJk2nylMVuqyZSosyRqcb5KnKv4baRmwuN1AoVgmUAxjmXcHnd8bHyxwzmZ/5aDzYMHHbmZ2VkZ4lC+aUNtg0I+yll5tfuHz8oDANhttrSUVXqtzuP1Xrly5a23346Niv4/v5874ZemkBT8j//xf/FLNEdl+ic/PIvnYmX+utRV675JiNgwbBng7e0ZBACAoculG0Xi6p/9AICHLYYk53nfiFd6L5VmUS0dbteVijxjc+codfs54DvV+gtt3WXEWC2C6xHCYCIhMwWZKb7HZEAIyExBKK1DcCNKGU2EDsb4po0eISDcsv/IGa/XDwA4deYGTJWojXiBypCvMmRJ+SaMIj1XvjVXtjlbEcpZNsEygWL8exj09vaYIGTD+g2JiUkpKakpKampKSn84+MMX86n5OSnM+On1JQU/ko+wyf+5Y/zKSmpoiTR1q3pe2smOO424DTUNnwy/5PUpORUUXJqUmpKUnKqKPnzz/617Kuln8z/ZE/10+f+Xrt6dfjc30mcLr6zrOw//vdvfL6hsS4YxTI373ZM5hSrURjo7R0C4H6D5IllHnNrf45o0642PwDgfoMk4deWGTxt2VJ03sVx7Q3y/P13nl1LzHEA+LxeX/PRS4ytCsFZPUIazRQ/HGM0kwbzsHEglNbCuMGEQyiN4PyKPhpCGYRx7jnU6vb4Acf9cOY6QpeojGiB2ligNubKdVlSdaZELc6TZ0lUKVuVX4XwgHHBMoFCuOvbODTUNuRl57S3t7e3t9+7d//evfvt7e3t7ffb29uVMsXf/v7mBx9+9MGHH73/wYd85q13390y6fNlWk+dfP1vfx/ngtFP5JzRZPazlhnq+Gk/tnGjo/WhDwDgv1K2NkldUnew8furXcP687Sf2KHOycmWUAeujHPHTP+gy9d89IrFUW1ALTDGwKjFYKb4jhKCMrCZRjCGtw+CMRhlR3ALgllg1GK2FO051Or2+ADHnTxzHbVsVxjQAqVOooFy5dqsAhXfY8qV6b5eo5KTldP87FNHsEygECwzDqP2mHi8Xu/tYe48erxz+/Ydfpzl/Q8+6O2b4Ca2nZ2d8z/5ZJwLRrdMOlQ2/aMPnrZM5w8O5dZViWnqynOdHgAA13XxSH1D/f5yIntVomz/jTHbWaPi7x/wNjZfJCylGGVDCYsJsyAoA5kpBLMgKIOgjAl/tCkBZ2CUNqKU0UyaaOf+pjPeIT8A4PSPNwi2VAWTBQpdnkKXLdXkSLVZEnW2RJ0r0X6UpBZOF58SgmXCn4ba+vfeez8mKjo6MiomMio6MupxJiYyKjoyemQmekTJG2/OK8jNl+VLZHkSWf7IJJXlSfgkl0gWLVoky5NIcgskuQXPvvvolqmoOz7+jSXHY9Qe09CdRsM3iYZfj7l0NKqjNlhOT/F239yQxzN0pOkCwZSZSBbBLAhmMZhIo4k04VbITA3vriT4PZa0HsEhM4mQ9v1HTvt8fgBA6/lfzEyJ0ogVKPVZUlWuTJunMGRLNeI8RWZBUA7KGwfBMoEibC0z4+3EAaChtkE5RlsmBIxumekPzYCxxmV89+vVEU8Nx/jOOxJEqsb2qb4DBziXe+hg00XKvsuEswhm1SOUASEQjIFMhMGEG80kPLzHkjGiNIIxqKXoQMtZn88POO7U2V9gsqhAj2TLVOJ8RXqubGuuND1Xmp4rTdio+CjNNM0PPi1eBsucPHFCp9bkZeW0nvwheGFM2zJJCUmLFy1esnjJU+mrxUv+9e8voqNjJqyht7f39b+/8fXwC78akZYsWbzkgw8+sIfwBm+j0lDbIJc+PZMdMsa7g+00Z3N/ZZnBnl4vAAAM3apXr0oyf/cQgKHe3gEAAPC0txBpUcr9t5+dup4U/f3ehpYrJLvTiFkhMwMhtB4htAimgUxaGNPAqA7CjCYCMlMIbkEsRfuOtHqH/ABwx0+1wWShRAvnqnRZUnWmVCPOV2ZK1Bl5ik9TVNSOEO0t4HnhLXP29OnEuITVqWmv/eX1+NjYY0ePBimMaVtm6ZKlnZ2j37HsxPfff/avf01YQ0dH5+t/e2OsZ2EjrNdoJhlMkBh1vUzIGNMyzsqmaXaaRlpm8KxjTdzwehlVxbmuIQA8N/erEvjFMgnZ1u/uTW1Y5gkcAD7PgLdm30mUKYVRK4SQBhNpMONaBNPBmERjkOsgg4kwmCnYTEGkfW/jSZ+P4ziu5bvLEGaXaOACtTFXruf3FmRJ1JkFqt+EcKUMzwtvmfTNm62M5d33P/jf//k7mqK+XLSY48a81elMmLZlli1Z1t39cNSnTp44/unnn09YQ0dHx3/9fUzLIEZYpxYsMxoz6jSFAs7HAQ74OzoHq2q+Jy07TaTNgFnUJlyFYPwN5zQIrkVwLYzrYRxhivY3tnq9fo7jGlt+MqJ2uc6cr9LnynVZEnVWgTKrQJ24WflhGhLij/HCWyY+Nu7j+fN/P3fu//v//K+PP5r/x1dfO3zwUDDCmLZlNq3buHzlyuFlor9OXy9dtnbN2glr6O3rm//xJ5Gj1RAREbXwy0UlhaFb5jsqYWoZAECytDCUsy1TggMADN/9m+vrdR1tuVpcvA9ninQmUo8yRtyihlG9mTCaKQ2MaWDczO44/N0lv48DADQfuwRhDqkWzpZrMqUqcYFia450S7ZkXpxyz+GTIf4gL4JlYuNEiSKPx+seLe2prtm8YdPmjZv/8vrfxFsz7Cw76mUjk8fjdXu9bq/X5XYPugfHqvmppFYoEuPj+KPbpjr6O955sZOuYZx6Zp3wtUzLyYvJ0sKQhTIT+vs9TU2XGLZCi+B6lDHgFhWEqgyIXA9LtUaVHiHsO4+davP7/ACAYyeuwnihVAuLpeosqSazQCUuUH4jls1Zqhp0TXOQaNq8GJaJiIyMjo2LjomJiY2NjouNjo2LiY2NjomJiY2LiY374MP5773/0etvzPtw/id8SUxsXHRsXHRsXExcbExs7HB+uIa42Pj4+f/96dvvvvfBhx9/9q9/xww/Gxv96IUxsXExsbExj94oJi42Jjbuy0WL42Jj+ZmUsJpjCgcO1jYo5GFpGQDAPBEcBvuzJ8QPOF9fv6d63w8IUWimnTBm0yCE0mhS6BGlDjGaKNpZfrz1On8g+rfHr8B4kUwDZ0nVWRKVWKIW5yk/ESnVzNPrrEPAC2CZuOhYt8fbPzjQP9D/qzSipK+vr6enZ5RrnkkXLlyIWBmRlSHeVlj0y42fH074qsGBR2kQACDJz99WXCxY5imqq6rDcY6Jp6Lu+PT2NIUQDnA+vmXa0dm/s+pbE1OB4E4NjCuNZg2MawxmPUzQ9p0nTrXxlmn59pLBXJgtUYnz5WKJSpyvWJ+lmK2zu14MywSqqoMN9Ylxif0D/TOpJD87V6tUCZYZiVwic9hss/XuE1hm0OV5Tpozw/T2umv2n0HQ7RqEkUMmiQGRGhANgllLqk6cusZxHAfA4eYLMF6Uq9BnyXRZUnWWVP1pimpWGjJAsMwIOjo6li9d5vYEoNMq3prxj3n/SEtdNWZKWZWWMiLzJKUOF6Y+zk9U8iSNqGe8t05NS121KjklY9OWlubmmX/YCeEA+PTTT69euRKC9xqVCSwDAKhtPrN4Cx2CUGaOn+MAN9T30FV14IyO2qE00WoIVUImDYxbSqp+aP0ZcJzfzzU2/WjEnBI1JJaosqSqNLH6lWjtbB1CKliGh+P8Xy1e0nzkyMyr4ikvLS12FpY4C4udhcXOohKHs3g4X1jsLCpxFpY4C0sczhJnYYmzqNhZWMIX8iUOZ/FwvuhxyWjPFv46FZU4C4sdzmJn0Yj3Gk6PA+AvLnI4SQzPz8mLjIgoLgru6GfT4cZlXy8N0gKCyTCxZQAAydLCGZw4E1L8HADA3zvg3b7nhMpUqDSiCgOigcwYu/2H0z9zHOfnwMHGcxqElWigzAJlRr7873Hq4t2h+C9lVATL8NitrLxg1gYOZhfIYFBIg7X8/9LFi9FRMQ9n9WCdSVnmUtudSd5wcrbhwKM7XnZ19e+uPg5jhVqYUEFmhCo6fuoqx3F+P3fwyHmtyS7VInkK/Yr1qhBvKXgKwTI8KSJRZ+doJwu9HMgLpDlZ2QGv9sGDBx9+9PG+PXsDXvOUmJRlAADOyqawHwZ+mt4e9/7aswixTW2mMXbbtyeucpyf83MHDrXqTdY8tXFNlvq3UaE7fHNUBMvwiJJEM6/k+cXn8ynl8ixxZgDr7OzojImOYajZH+6YrGUGXZ7nqN8EAOCAn+O43l537cEfYaYMtZceO3GF4zjOzx04dEqD0GKp9o14TYh3LT2LYBkAQF9/X1py6G4bErYcOXxk4/r1J777buZVlW3fsXJFRFvbtZlXNXMmaxnwaM/B8zPf5AfAxwGur9+za+8Jsmjft6eu+f1+4OcOHGrVmuh/p2lWiJnZDlKwDAAAfNvcopQrAhLM8865M2djo2O/SVs94BqcXg2nTv6wad36FFHyDBcEBJApWAYA0HLy4jwRHOL9hNOFG17czQ1dv/WwfP/p4+fu+P1+juP21B1fnWP6Q4wu9Ct9n0WwDAAAN2OV5RUBCeYFwOsdMiPmpITEHSXbPF7v5F947949SW5+xMoom8Xi9kzhhcFmapYBADgrm5KlheHw+5w8nH/obqf75p0eDnDeIZ+Gqp6zVBUmrhQsAwBYu3ptZ0dY/DnCB6/Xu2PbjpSkZLlUxhDkudOtnZ2dzzZPXG53ze5qvVYbH58YExVdV1s7K9GOz5QtAwBAS+qfI9HwJ5V5vf6eHhcHQNuN9j/E6Bu/Oz/bcQ0jWAYAIEp8qYd+x+fy5ctGrW51atrS5Ss+//e/kxISV4lS8rNzIL0eNZnycnNTRCKH3RYON4EZi+lYBjx/ogF+71D3w8Ebdx+8KYKPHL8w2xE9QbAMeOknmCZJX3/fTxfONzU2VlXs2l1Zefhgw+VLl8KqZzQW07QMeM5Ew/mG/A1Hf5ongsPtLAvBMufPneVvyiHwojJ9ywAA0JL66R/cGVK4puM/zVmqCjfFAMEyAMAGI4nhgQpGIAyZkWUAAM7KpnkiuPXC9UAEEyyclU1vhuscvGCZFcuWnfrhRKCCEQhDZmoZ8Gh6OzwX7HV29yVLC5OlhWHb4HrJLeP2eP7xz7eei8EFgWkTAMsAAG7e7QjDH3PrhevzRDBaUh/Og0cvuWUuXby46MvFAQxGIAwJjGV4nJVNc5aqwqFR09ndlw6VhX9XDrz0lmEZi16jDWAwAmFIIC0DHjVqFm+hZ2ucddDlqag7PmepylnZFM5NmMe85JbZsHb9tatXAxiMQBgSYMvwtJy8uHgLHeJbIPB+mSeC06GysOq4jc9LbpmEuPjABSIQpgTFMjy8a/h2TVCbFZ3dfWhJPe+X8JxIGoeX3DLCeryXgSBahqfl5MV0qGzOUhVaUh/YUZLO7r7a5jPJ0kJ+iPc5ar+M5GW2zN17dzd9sz6wwQiEIUG3DE9nd19F3fFkaeGcpSolU1PbfGZ6Uhh0eS613RlZVbAbSsHmZbbM3ppqFA71zTwFQk+ILPMYvgGiZGoWb6HnLFWlQ2VoSX1F3fGWkxcvtd0ZNdU2n+Fv2MK/JFla6Kxsar1w/bmWy2POnQ2XfZvTZtqWUcrkx44eDWwwAmFIqC0zEr5hwktEydSkQ2WjppEamsVoA47b41m+bNlnn34mK5DMdiwzYtqWSYxNcLldgQ1GIAyZTcu85PT09LS3t388/+POzq6e55mIFSsa6uomn3btLNeolEu/XnLtmjCH/VIgWGbW6BEsI1jm5UCwjICAQHARLCMgIBBcBMsICAgEF8EyAgICwUWwjICAQHARLCMgIBBcBMsICAgEF8EyAgICwUWwjICAQHARLCMgIBBcBMsICAgEF8EyAgICwUWwjICAQHARLCMgIBBcBMsICAgEl/8fJnqaQCNuh94AAAAASUVORK5CYIIA)
zur Messung von Fasen von 45°
aus rostfreiem Stahl, gehärtet
mit Metallgehäuse
Ablesung 0,01 mm oder 0,0005“
im Etui
Digital bezel caliper 45°
for measuring of 45° bezel
made of stainless steel, hardened
with metal casing
reading 0,01 mm or 0,0005“
in case
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