Cookie-Einstellungen
Diese Website benutzt Cookies, die für den technischen Betrieb der Website erforderlich sind und stets gesetzt werden. Andere Cookies, die den Komfort bei Benutzung dieser Website erhöhen, der Direktwerbung dienen oder die Interaktion mit anderen Websites und sozialen Netzwerken vereinfachen sollen, werden nur mit Ihrer Zustimmung gesetzt.
Konfiguration
Technisch erforderlich
Diese Cookies sind für die Grundfunktionen des Shops notwendig.
"Alle Cookies ablehnen" Cookie
"Alle Cookies annehmen" Cookie
Ausgewählter Shop
CSRF-Token
Cookie-Einstellungen
Individuelle Preise
Kundenspezifisches Caching
PayPal-Zahlungen
Session
Währungswechsel
Komfortfunktionen
Diese Cookies werden genutzt um das Einkaufserlebnis noch ansprechender zu gestalten, beispielsweise für die Wiedererkennung des Besuchers.
Merkzettel
Statistik & Tracking
Endgeräteerkennung
Google Analytics
Partnerprogramm
- Artikel-Nr.: M710-02026270
Digitalanzeige für kapazitives Messsystem für kapazitives Messsystem Ablesung 0,01 mm... mehr
Produktinformationen "Digitalanzeige für kapazitives Messsystem"
Digitalanzeige für kapazitives Messsystem
für kapazitives Messsystem
Ablesung 0,01 mm oder 0,0005“
große LCD Anzeige
mit zuschaltbarer Hintergrundbeleuchtung
Rückseite mit Magnet
Batterie (2 x LR03/AAA)
mit RS232C-Anschlusskabel, ca. 2 m
Digital display for capacitive measuring system
for capacitives measuring system
reading 0,01 mm or 0,0005“
LCD display
with switchable backlight
background with magnetic block
battery (2 x LR03/AAA)
with RS232 cable, about 2 m
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAyIAAABTCAIAAADsuSTwAAAgAElEQVR4nO2d/3/S1h7/P39mglhBp8XVVmtL60pXwSpUpV5TW+qnX+mdbJ96J92oG67gyp1Ms9tu5bpsxcXJLB0FSikWqNAQzueHAEnISaC21eo9z4c/WEhO3ud93id5cXLOef8fgEAgEAgEAoE4AP7PuzYAgUAgEAgE4sMEySwEAoFAIBCIAwHJLAQCgUAgEIgDAcksBAKBQCAQiAMBySwEAoFAIBCIAwHJLAQCgUAgEIgDAcksBAKBQCAQiAMBySwEAoFAIBCIA2GfZFaBsmtUmNEb35/iEAgEAoFAIN576pRZbJocVGNHPhoNbEO/h8osdtV3o02DtBcCgXhXxL1G1U1/ii3/HfWZb3riBQAAWJ83X3lY992psO4buOJZAwCAhM/SNhNia52BQCAQdcusrcDoWQxTYR+NB7aLkO+hMgsNcSEQiHcJm/LfOt141upPlD9Z8xj7SzIr7jXu4u5UiHv6jZzMQiAQiLqpT2ZtB0Y/OtFtNp7E9I5gFgAAAJuh3dbmYximwps+X96m7BoV1qDV4CoMO9E+4A3lMpT9LIapMEyFGb0RakqDaY2eNQDWPEYtppmiCvmIb7BFcwTDVBh2RKOfJGN5AAAAW/SDoXbuc7y5b34V/WhEIBBvRMJvJb57Mt1m9acAAGAnTs0SzXrC6aOiq9RXA83NA86HVJzNx56Mtur7J2xXDMOPYwwAYDNgN+i6iEn7kEnf76LTbPzpV4S+mbj3kIqz6/6hIf86AGAnNHe11zIyajVcnlpKAADAqyV7+9kuYtxuu6w3z9JZdPdCIP7XqUtm7QQ//xgzOJ/6CLX6Y8fyDgCAee7s0OD6O0sb6fVwPMcNXBncEZCPeq6rMR1BJoWjWQWIzMpS9rMY1uuO7DB/PzCpVGqCTAM2E5jQ4QbH8hZ3usZOFZiXc336jqml1AH7AoFAfFCk/NZP3ZECPd1iI9Oc4oGNZsXn+0zfrDAAgFzIecXqTwgPY0MzrUZvXDiaVToxv+K6csH1FwsASC/amkYW06xghCwXcprQ6BcCgahHZmWDDj12corKRzym41jrTIgFxfBsB3asw/Wy9AYRqqjqklkWT7wgODK1aGviLsHLrNe/Oc5ptH3zMdjrSgQCgYDBpvy32pwvWJCl7AaCTAIAYDKrchgAIL/uu3nSThUgh0llVsJvveIM5QAAACRJoneafi2QWeXjKwoMgUD8T1KHzGLp6Sa1miDT4DU9fQHDDM5QTiCbAAD7KLPWPEZtaTpXRWYdZP0RCMQHSsJvbW63jtntkzZjk5og0wDAZFYh7rHgjS1nGi9Y7U6398dAJCNzWJXMEhwDspTdZKeyEJmFQCD+t6kts9jQTCs3xar071iH62UhNNOKNbSWfgLuo8xKkoQO65gNF5HMQiAQeyBNEi13abb8f80gmWZlRrMGmqdp8XDT/o1mIRCI/21qyqxcyGnAVP2+RAEAALYXbUdVeLc7kn823XoMPze5kBDMzapSVCw93aTG9DMhBrArs524+vQwmXj93Kk/Ji+zmJjnqkplvPsHmpuFQCDeGDZN2lp48ZQkCT1BJuFzsxI+y5nPgzvC0+uRWcpzs5DMQiAQANSWWcWXro5jeLc7UpoXlSQJHYZfdkdeQ1YaVg9cvV6Zu6HDVbjZtwG2aNd1Hc6Nhx1vuTEfYaEyCwAmSo51acqDZ2huFgKB2D1JkuixU5nyn2yaHNLZqTzYiT0ZN1n+6Q/nABt9Mmi2jD8Ks/nYwh1DS6/NPmZtv2CnoC8NARt7PGi6Nu4PsxUttROa6+sx2Ub4lYZSmZXyWxsGSTQ3C4H4X+UQJ9spUHbNkVOOZfTSEIFAIBAIxPvI4ZNZqWf+H+kkk17x3tJhzbbFzXdtEAKBQCAQCMSbcNhkVnGb+ry1tGfpCf0YGWPetUUIBAKBQCAQb8Rhk1kIBAKBQCAQHwhIZiEQCAQCgUAcCPsrs9gM/bVJe+Tg00VXNt86wGtUb8G6m1PjHguGnbVT2f03ay9kgk5TY2l1p4Q91PdAeUfO/KC2bTsUAVmgpjTv2oZ3wO4SVENhM/TXvYbbP4RzsG/LO6PybNHO64Z/+MIsAJmgs9f4jx/Cb3Wh4z5U+SBAW2zsEwXK3ij78C1QU43vzW1TuMPwAVKnzGLT5KAaO/LRaGBb6ai/XJ0arOUOlanq1PnYwhcmXQOGqTCs4WP7U6VC6uJdyaxcyPkprh0iU8p3rYN+qtXXHNXkV1xGHOucol4BAECKJLTnRh/Pj37UZPVzu+5/WDKL3xnkiOZTd5gFbGT+Rsvpeiu4HzJrd1c8QGA+ZFd9N9pKO6doLgw8oDNyZ3NH7vbBCQ+wtyizXi3Z9Z+YR+yTRM85892l+E7tU6Ssz5uvPNyTYlDSHFGf+WYdd/k1j/GqOyI3TbUssxI+S9tMiAUg7jUa3BEAACjEPdcN7tU3tv0NqUtmFdZ9A1feRteoOPnQyqyyhZUWPFD2HtJvKLMOqMXr7ERQDpfM2gqMnsUwFfbReGBbfvcq4fZXgk9TS/YW/FiLzUsn80zyxW/h9F4sBgC8O5nFZuj5z50/15qYf9Ayq77mqEawURkAAKRDP/83nNkK/xwIZVjwocmsQsLXr8KarA9eZDJ//5f6O7fbCu6HzDo0LoX5sJLundmgH9zSYbo+3xo8mOD9uibQAHuLMkvwsGdWvjH1uN9kSGfvAzNKJdR5l1c+TDKa9c63SK1PZr0t2yreO7Qy6y097EvsPaTfVGYdjP/34r1DJbO2A6Mfneg2G09iekcwC4Dwzlu5g69T9rOlhDzCViyG3d1a7PQ/qdfCe3g+4hts0RzBMNVRm++nyuM/7jVyW5IKf2rzSw6ZjaXp8qiYSiyzkiShw1Q3/Sm29P9z/6KZXIyc1GuOYNgRjX6SjOXF111IhtwWXQOGHdF0ztA7AGRot/U8jqkwvNOxnClQUxrsSINGg3M/9z0vcoBJBn/0eH8O54qCwRJ+RWRx4xeH6QxeMpt7ouQVbBB8CJgYOaY/gWEqTNM1RkaZ0ljIcQxTYUdvLwrllLQ5hBKq4kOQDX3br8NVGHai00lvU1Nlf1o8a5Tj1BHc7NsAhQ3fdRxrcwS3YfV9s2YCIEM/GLjAfY7rbs5H8hA/yJ1bCRyIM6VeKuaqGrEE55BefgyAi1hMhXG6B9J8rHTH3ZIbfXftU24qtSXw55Mf+HhL+K2nsHP/ohmxMdu1rsiuzvc1lyqIN5snRs1cbNeoGjR1FTyooD4UOYTrqsWXro5jWOtMiC1skKOlcvBmi+tZpuTJSr+uL54LyzIBpqqyEOqWcmA02Rb3kPpB9DhJ+K0mcTIcXp0wscfDrZ9YJ4ZMhvEnnFUcbJz6aqC5ecD5kIqzYCc0d9V4bWSi39DtWEqKbs355c/PtFhGJvq7OsfJmHjYTLiX6dVey8hoeS/TnTg1SzTrCaePEo20bYfmbhkttyesF7unfk7KHsZm6K8vtfZPf/cl0dJmp7Jg3T805F8X2ByNPv2K0DcT9x5ScZaJPhnu0ltHbKbe4SdRBgDwasne3ma0jTvIqMQD7KvAZ+26T4nJSZvJYHY9ywIAmOiT4R4DMUIYCE+MAdIChVXWtFkdX01buy45g9woadUl2HjFtvCfTmNpyK1A2TUXpunXAAA2NNNm9adAPvZktFXfP2G7Yhh+zN0iJNZuBuwGXRcxaR8y6ftdtPBnvNB723GPBdeevzI0zlcKVj6PuMqSAJBeV85vVY7Kx56MdRiICaK3z/NXrGIh9f3QkH+ds7v2tQRknrn6rlgnhoznP6Py0hAStPXjp78KQlo+gGEVAVu082qr9f99d2+gRSuRWZmg81KXdfqbe0Sb1k4VQGbZ0dVivj1h7em8/STGAkGLx9n8744zbeaRUWvXxdtkVPTzZ/0H6xnjqGv2zrXe/vt/ZAAAYDNg/7TZODjq+CmeV+hEeUgPrdGCVTIrF1IKRWhT1kVdMmsn+PnHmMH51Eeo1R87lncAVGZl4b960yShVpXztlbg7t09TjoaT25CJELlpzbI/e22qDAdQSZBihw4rtU7fstARrPYlP+mirsvbwdGP2r42PF7NjTTgZ8fJmMMs+qxnMK73ZGi8LpRktBhLXeo9Nbq82gObIecPTjeNbUUf73+91quWKCmNJjG4F4FzKrHcgpTD5LpdNnUdMjZg58eIRN5JvrQotZ2u8NFkCAHzuD66eVMvuyTDCNrQ687ssP8/cCkUqkJMs08d3YcPz1MJphc1HNdjV92R3YK1JQGO6Z3LsfjKWGLQpoDKrPSJKFuaJl6ms5Enke2RcfAmk++vrtsJpAKjJ7H9dPLGbY8gAHzAwM9t4LUmVkA8VJM3IgVChv+AS12RGsY9ywnOO8J1Mk2pPmY584ODa6/s7TB54/S2KnXK/e7Vce7XSFG5M9MmhxUczanSULN5fdMVhlT44q89/JRz3U1dqzd8VuWWXGbTmDqQTKdkKmaQoZQcVBBfSgoRdBb04HRZkx1058qMPE//hvOAJB5ef8qF4fCI+uNZ9kAO2unsiDzm0OvUVl8CQW36Gfo+HpyL/u5iGQWE3FfNXrWYDIr6uvrd63kgPB+Ki2E/ct14YprJQ8Am14cabItwsbkqzL8CEuAZeaB/ZhmV2YvXJhdYQEAm4u2HtviJvw3d8pvLSUIkmSthoxmMXHfLZMrxAAA2BfOtlv+lDAvkNQDgoEH9oWz9ZonnuNLAABeIMTzm4vDFsdyRvkSLH23hSDTpfy5GoN7FQA25bf1eiLF+Hyf6ZsVBgCQCzmvWP0JWFG8f9jQTGv1UA1sNIt3grT8CoyoypAAkF5X0W+Qi4otVAo2hTpWvxqGhJCwLyiNZlUCWFqRfMo/cKby9K8ezUr4rRe53/yS0axyuk/oaJYw8Wi1eZuLw2bHsjAlg2IngjhtFy1YOkQ+FGvEvCL1yKxs0KHHTk5R+YjHdBxrnQmxu5FZVY/k0iiU8AUWTCJAkiRGthdvH8UuusJ5+EvDhM+iUjdN0wx9twk7b6c2Qk4D1jAeyAMAtoKOLkx1059KC66bJAkdprvlXckAUP5Bz2WtBgCIHmYVC7dK/4n+4WxtaBgN5AEA2d8c7cdUVn9qe9F29FiH62WR90myhg3lakZDM61Y82ggDQCbDU63Y6es/oTMKydYc8jKLLWOeLiS5aKhHpklU99dNNMa2F60HS2lFS8/WWF+SPwXlqCpDMSZWRbipWeiRhTCRBemLmoxFYY1mpzBjCjb5gtp822GZzsw7oql5rdrVJqRWbdFp+q+v8JwPxgE/kyThPrISfvTVGD8I8zgDOWqI6rWFVPw3OoVP6/LVa3eROwwHwpLEfRW0QtlJvn8J8/MZ1a9qrpf5+qM57iyzAL5sOsiph4kXz1XdAt3rmSAvE5Ej5PyLV4qs1J+a3lCDLP+b+tJ8V2lcrzgMMizAQDAbNA/zX9t++R41RsThTzTEP3Epvy32pwvWAAEzzzIYQI9V4/MElydWfNZDaLjIR4QPhG5q0cF9gN4gRDPl+1UvkSesjdNUQUm5rGNff+N9ZI3DtKB0WvO0LbAG/l1382TdqoAKQqWp5IH+tKQ+zAPKZ8/MSGqMiQAFBNfSv1WclRacFGxhUrBplBHNr00ccby7cvSfR4WQvXILFEASyuyXg5amMwS9AihzGKSz3+an7Hp9XYqK5FZ+SS9MP/1sP64TI+DxL9iJ4I4bTctWDJKLhRzNWJekTpkFktPN6nVBJkGr+npCxj3RKlfZqX8VpXqqG1xG4DS3fwNZVY47rGUT4HJLO7tZMeX/q8vYh+NB7Yz/MsOXNd+sY8Y+y6YSYseJ6U3UKcMjv+mmGrjlWRHJFB+H6TCG/UXzQNj7mAm7jWWjoe9SIXaUK5mhH+f0tDYftFM2N3BLbjMgjYH/KVh+f2O1uj4dfPtySzeDxWZBfPDq6dKMgvizGwB4qVXokaUxG42/NjedRzjRwe1Rs+a4AUi33yvqmwoUHaNCtdoG/AeZ4hbaVDlzyRJ6LDWKddneqypdIupMkb5ipkaMouRq1q9MgvmQ2EpsNGs/MbCeIvqnOXON77pa0er+3W2zniuJbMKpb4M7UfCwbPkXxRHaPcDW6LHSXmsQiqz4l4j3th85ky71e50P/QH/s5CCxGWJnnM7ITmrlnG5xZfxJfs1RNTSicKb+iVgTSpfhI9ispPLOXD6pFZax7jycbm5sb2frvT7fX/GsmyouOrPSB9yobFNsAKhHm+VIUal0iShMUZWvXfGCe3Vj2XR8hUcLr7S5otxD0WvLHlTOMFq93p9v4YiGRg1r6xzMpByoecKAmnUgDUI7PCEkflJYM6EplV17WE5GOL96xdFwce0BloCNWSWZIAVgwAqcyStjjYDs0NWYbdi6HwUinaBWXuhOauXRue+zkU/7mOoip1V+xEyk6r6dUScqEIasS8IrVlFhuaaS0ncsYwFcb94q9fZrEvnK0N2Ll/0QzYm8xaTZOD6pKqgE6B34m4L+Oqs+3ntWqCTHO/mPE+j+h9e9U0cABAKjB2HsMuTD/7zdnaUB4c4hpCXnbE/nR1HMNN3pjw+vzLo4pPNmvYUK5mLDzbgR03eSLC8qAyC94ccJnFWbU0dlqNNd2l4bm6D0BmpUlCXRoWKj9ZYX6AiwwFZ2aLMC+JGpH7sSUCVkEuIbq4+djQTCtWGoSrmKdu07fijZfcf/F28/7k1nuqMKzy6rbaGOUrynigKkQhVatXZsF8CL06PzeLoaeb1NyPIl4V8UfW6lP1yqxcyGnAjt5ezP6l7JY9UefcrJTf2iwZmpIWojSaVS4cOv/3YEazUv6B5t2NZpmqe4ewatUegI7KCEuAFSgtuVKdGpdgU/6hS1/eJXq5EdP+Sfdd42ggL6pmGUhRexnNkpTPI67jm49mVTlKWqk9jmaVYVY9FtM0ndn9aJY0gBUrIpVZgkYplcB/UtFDlTIFHlBSbJW+sJfRrLpbkG8daChK4mE31JRZuZDTgKn6fYkCANyrHBXe7Y4U/nJ1arDTI2RiK+TsUZJZgEn4bx3HGk3Ti5FsKjDaLJFZ3EYD54fJ2OvQjF7h+b3xyKrVnBv7T4KJQFcaliVIaZYPuzLbiWvaRx+FswUm+fwXOimSI4BJhuhIZpOa6sQwgzO0SU934Xjn2EJMMDdLTnZkV1xGHP9k1P8yC/JJmqKTDABxv/U0fm5yIbHNv+dStqFSTfYvV6cGbx/3hzOA2aB/eZ4syu0oAWuOIsyHxc3Q75FM+ulUCycfBdfltO/pyUA6W2m+WjKr7mYqRjyXTqgM9/7g52bB/KAss2DOBBAvVTVi5aUGmwk+evAkQC15R/Va7Pj/XUyzLH23CTumd/7JcHWpar6dZ9Otx/BzkwsJ4dyshZD7qhbXjy0lQbU/S/MOMX4hQrUxNa5YQ2blZKrGBbb69DCZeP3cqT8mK7OgPqxQmRlWzKx4yysN2RfO1ga15WGUEcgslp5uUmP6mRBTq0/x8SwXYJW5Wcd1o0uZWm7ZE9CVhtIpTSDms/SUW1C+EKW5WWseo4lrIHmZtd9zsxI+yy7mZhUSvhtnRD8GhIdJPQAb+PH9o5UvAVYgvGTjNP261iUAiLgNpakwgKW/7GhsG+BmavLVrCAt6o1lVgFWfgVGVGXlmT2yMisH8/y8pfULwUV3NzdLfnLVBjnwKXez3eXcLGkAK1YEMjeLbxR+/Iyf0FIlswpxz7XSD1oFmcX+7blyzbWS29vcrLpbsIJcKCrHvCK1ZBb3K7zbHSnNWEmShA7DL7sjrzP0fUtp0d8RTcugL5KXvz+mQ95xQ2Np36zGnm9Ej3wAQOaZy1JecqVpu+FbZeFPINH+W7q+7yNVP0O4m3tFhYiPb7T+EBfJrPiTgbM4v6IKutJQXnYw0QXHFR1eWiZmfRQFADCxhcrCLn6FnYINwvcjwnMbbz2KMxDxIdscOxAfbjwe0DVgmArXXXfRW+JhElbafLVkVv3NJFgPKFxxWeUHRllmQZ0p8VIsUt2IJXIhV295qeMVx0KUAQAwL+f6mnHshNkXgzWfzEpDJuKzNmHa/rmn34v9CQCI+cwnsI8rt2lJRClfUVlmxdZkqgYA2KJd10tFYcdbbsxH4EOVcB+WO4tgnSO/b5YwMCqnvF6Zu6HDVbjZt1FvPEMCjI1831f65ET7wHc0t7ueolv2xPoP1sY284h9kvj0tHF6Kc7VPU27rp8zEJMjfe3nCM9KDgDAxP4zZdAbbZMT1s5GO5UXFsJGnwyaLeOPwizYCc31dV2xQVYashn660vnrt759utJU6f+XhAmswDYCc319ZhsI+VFUgCAndiTcZPln37RvqPbobmBLtMQv0wMvuw8H1u4063vG5kkDOf651ZyijKLm6poajEO2Sf62xunqLxYhlZ7AKZImCg5dtlI3Lbq+7mVhtUFVni1ZO/osU6MWfVdlQVZUiezsceDpmvj/jALuFt3V2moIB8YbaiM5uZjC3cMLb02+5i1/YKdysCKUpYgFSdnIZWClc8jrrIkAOqRWQWYo/Ix0t5tHBi3ftrrifAWLsxWjK/jWnwkrLjMeuuYIGAkISQ8RRDS8gEsV5Fevfn2JNFz7vLcivjhy8T+M9XdZR4ZJwydl+desmCLdl49Z/7sW9eEqb33XjALBC1eyASdlz4x35l1TZrbqzpM3GvUGohJYfAI6q7YiSA9tP4W5J0hF4qwTlQfKNkO4gApUFMarM0R3PN+tIeThM+iqnpjiEAgEIg35ZCmENgTSGYh9p1CKkj+SG8w2ZCXOMu9sHvXJh0EOxH3ZZx/Y4hAIBCIvYFkFgJRB1uUo6ucxaW01eqHSD4ZWqaov/a0txMCgUAgKryiXC4uH9yHA5JZCAQCgUAgEAcCklkIBAKBQCAQBwKSWQgEAoFAIBAHwvsls9gM/bVJe2QfFnsfCrZop1kLSacDAIBv0iiTfgeB4IBtQ3poeN+iV7rYm882Xd/xuycTdPYa//FD+INcMyICsvfS/qLcWMq8cVPu9qKwNH8Hzf7NMYfsErfLAvZU/fdnsnw9yXZWfTfaNIehPuxfrk4N1nKHyhzEXSgf8Q22aPr2eqOsG3ZlthNvaJl6KsnGBwB4uzKL/dN5XqMlSEmyGtFBaXJQjR35aDSwt+0ZciHnp7h2iKw77+YbX0V1/sulH4e0pWvV3b51eeNtIvBYjc64TzJrXz3AhmbO400EuSHI8HjYPAylPpm1Pm++8jAOP363VOcA/pCByKzCum/gyr7d3HYvs/ahKcsXTfgsbXxCEXkOh8yq19pqdiez+KtEfeabkg1jd0/cazR6Y29q/NukDpm1X7sF7p2DtUSah+dgqaGZ3upo1hbtvedcVF4SuBUYPYthKuyj8cB2UenAGrAZev5z58+xA16gx8SXfwommEzop59CGQB20771eONtIvBYjS6wX6NZ++qBDO39fHYxJtz/9rB5GEp9Mot/aO2LzHrrD913BUxm7Wv1dy+z9qEp0WhWPUD35d89H9BoliBZrNEbjczfaDmOYSrs6O2F8JNh7v9Yg85yv7Snc4Z+MHBBI9hCGpZ/jRtXOFLaIVo/Scby0HNB7s9vuW3HNUYnvS60JF7J41spgfuhj6kwrMm2GI/M3yxvk92gM49OmLkNr0/ox8gYA8AGWWW8IC2xMGsvfEsCybf5GpcT7Lhd2kOczyWsNXrWABMlx7hNEMqncAc0aDU4t2u2NyTK/wOzAepVAABILdqaMNVNf4oFecp+8ojK6k8BkKemTnLbPhU3gv9+6F0M5wSFlLN9l9kOjH50ottsPFnZKYp3eMVsQbpuTH3a/utraTMBJhn80eP9OZwrArBFPxhq52zGm/vmV1lIvQAAbIb+bqD9hGj3f4nHWMXg3EX7Vrwh3CcdbzZPjJq5TczrbHTFNhK5t8aFKh7LiLuA0ORfKru989vuV3u+tsHVHgBSPyvHUkbq2GIy+G/P/GJYmFNSUL6010Mtl41tOXIhp7E0MlSg7JpSUkg2NNNm9afAdmjultFyG7rTuiRhLZuhv77U2j/93ZdES5voIcrGqa8GmpsHnA+pOLvmMZ7QtlwZmhwy6ftddBoAwMQeD7d+Yp0YMhnGn8TyALCvAp+1N/faRv9Fxpmqb9n4068IfTNx7yEVZ3dCc1d7LSOj5d2ulU4U1fvVkr29zWgbd5AxwESfDHfprSM2U29pQ20m+mS4x0CMEAaC2xT7qvHaCL8pdvkq9kmbqdf2zf3RToN1olKdzYD902bjkN0+ZDLc/ua7sc6O/gnbZb15ls6yspXVfUpMTtpMBrPrWRYAALZo59VW6//77t5Ai1Yks0TVhzQQj6zZo/8i43lpY0kM4yoyOOr4KS64/C6bUogkQtb9Q0P+dQBA5pmr74p1Ysh4/jMqz6w/unXGMOr69s41w6379JZQZ+SXPz/TYhmZ6O/qHCdjW/R0Tzl562t6upcgRT5gYo+HOy4SE4Sh72EM4ivFlop7jZo2q+OraWvXJWcwAwBv7asle/vZLmLcrtSsAGSCzktd1ulv7hFtWpHMUux0pavsxKlZollPOH1UfDvuseDa81eGxgURUiEfezLWYSAmiN4+TwTkf3ecaTOPjFq7Lt4moywoy6yK8SD2yKo3jH717Z1+Q/+3nCBR7oDikBJ2N3E/2jO7G80qUFMa7JjeuRyPpxgmHvxvOAvY7MtvzWpttztcBKnA6HlcP70sSGYnn+a21x3ZYf5+YFKp1ASZhpybTpODaqxzitrMrIYiuaLop/zGI6v2pNFJZzK003hSa320wSVv0c/Q8fVk6Xnf647sMNGHFrUKa58OZrf/dltUXMZDiPGC0Q7mubPj+OlhMsHkop7rai6bTQXIt6kalyuUM7eArWWHAT9uI1MFgWe2Q84e/PQImcgz0YcWzp5KyjmQj3quqzEdQSb5U5Rt4L3Kwb3va8R4TI4AABqDSURBVHMEt1n6bhOmwo7eXtzOhV0XsaO3F7eFjuWc0OOko/Gk6FayE/z8Y8zgfOoj1OV9z3kLc3xNAShnP/xkms4yoZkO/PwwGWOYVY/lFN7tjhQrft7JBCZ0uMGxvMX7B+r5zNKo7rje8VuGTz0O8RhTIzjrbt+q/Md8Exxrd/yWZVbcphOYepBMp2vFmFwbSdxb14WqE+kISJADZ3D99HImXx7Nysh7Xt5gSJeX+vnllkIsvaKljq0ELR+9fPnSXl/L8urYloWl77YQZLqU6pRLUsam/LZeT0Q5b2C1zIKkQRQAGwIpi7mor6/ftZITfCL8+a7wrTR3247iiVB7mLjvlskVYgAA7Atn2y1/Ks9/AqAp3gTmsS+crWZ3hOGu0mr0xsUVbDW4IwAAkAs5TUbPmmJ1uNKucama5fPi8cfDGqjSropmQxpLapjMYNXumlKA9KJ87h3hW2CBnenF4fYvlvOMZDinlOx5h77bVErtR0+32EjRDs+8MTK+Umwpvpqbi8MWx3IGlqZJoVkTfutFUfpCofXynQ7mXnGEtN3yC2eSxOf7TN+sSEe8K4nbuQIhxbLpxbF2x+/5Gh2wAixV4r4Olb2BzBK8tGI26J+8zs/621UqjZ0qbC/ajjZwKSHrkFnixwbkXE5mnSW8oWy1JZxuuOgK5wHIh10XMfUguflU8ASCp3gT2V9lvOAUNjTTijWPBtIAsNngdDt2yupPVPwB+/ZljcvxMgsUw7MdVZqJfeFsbWjg0oBnf3O0H1NZ/SlYOZX/1G9DiZjXhB/rcNErrou4RtuAXZimIySh44YiJDJL+mYtG3TosZNTVD7iMR0vJU6Wc+zOsuNjNd7tjhRzIacBaxgP5AEAW0FHF6a66U9VRMPGoq1JWJTGTu1A6rW+vXj7aCl3cllm7UA8llAOzrrbt1pmyaZ23lJu9BptVLuL1bgQz/ai7eixDtfLIv/SMKnoeflOUWUPLDI35WMpCXOsksyC9PpdWF6DPGVvmqIKTMxjG/v+G+slbxykA6PXnKHtlP9WG5e5tvxUY2Vl1k75ALCLl4bchym/tTxrhFn/t/XkFFUQCwLZbxN+65VysvAkSfRO0xnFE6H2CAph1nxWg516KShWVE750QXLZMeXCU2rVz5FubKlc9dJoreULU5JZrGwBiqjZDYLaSyIYbuQWfJNWTkNdtFSUWx6aeKM5duXWVZcQVizAu6WNf+17ZPjdqpQlh1saKa96keF0ANwXym2FP9J+XiFbJjSim+WVQ70paFsp8vVkFnV2ldYL770JL0w//Ww/vgUVVCQWeXA2FCOyQrS7vb6sMis4sZ/hltONFv+ed9399pRlYZLyl3+dtcyC3Zu+YXFEa1h+teU8A7LPU4s5aayYJjFEwnUL7MgxgtOEbxgamhsv2gm7O7glsAf0m/X6pdZoFzT6qdOKR2y/qJ5YMwdzCjKrPptKMG+cLY2qImvvrGebv3X/S+atB3O+5+dOt7tDhdBHTKLpaeb1GqCTIPX9PQFjBM98MAobgfGP8JOWnwx0RtnXNd+sY8Y+y6YqTwywx6jtmRk2T85SL2SgrYuy6wcxGOvlIOz7vbdL5lVo41qd7G6ZRbfdyoya13R83XLLGhkyscSA3OsksyC9PpdWF6LJElYnKFV/41xcmvVc3mETAWnu78UiwnpK8KqT3KCg3cps+JeI97YfOZMu9XudD/0B/7OCp8rSt8KHzncRbcUT5Sz52Rjc3Nje7/d6fb6f41kV0VPMuGDpCR69iCzlCtbOjfMl6Aks6ANJK2g1OwCpLEghu1eZin5XOaipaLyscV71q6LAw/oDORIvll3QnPXLONziy/iS/ZGO1UAuZDTQpBrIael6o2hWAHUCGZFmVU+XkFmSSsek5wuMk6u00HdqyCzJHpoJzR37drw3M+h+M+lyFGQWVxgRJRjsoK0u2UPicx6TU9fEL5y0tipQpok1Nyv6t3LLNi5AAAA2HRg8jSmbpqm2X0bzXoBMV5wSjE824EdL78arwb2ba3BM4HMYkMzrViTbTElmKry0tVxDDd5RS+BFWVW/TaUyVD289hJXaPqvJ1aXbQ1qRp1J0tDRLVlFhuaaS09Prl/xzpcL4vwwIj5LCfLeQzzYddFDO/ziCb+VC6xThI6rGM2XORlFgOpl7CtyzKLgXisRnDW3b77JbNqtFGttt6FzEqThJobE6rIrE1Fz9cts6CRKR9LUMcqySxIr9+F5bVgU/6hS1/eJXq9cZALOfsn3XeNo4F8rQEA8bMqn/IPNL/xaFbzXVr0e1w8miX7ba3RrOoTofYk/FZTaeiohPiTfR/NUqhs6dwob8DBjGZBGgti2BuNZsn6HHbRqoc0s+qxmMRjV1wTZwUtXvJMRbuwoZn2GxPj7cNkVU5YkTF7Gs0qnas8mlVVccEnMJkl1+l2K7OEXhX/WYkcBZnFBUlSOSYrHIbRLJaeblJj+pkQI7wj50JOA6a+7onm+SdZMeK5dEJluPeHYG4WuzLbiatPD5OJ18+d+mOyMgt2bjH51++RrTR1pwVraHW+YIV32I1HVq1W7/gtnV6+azjBz82qS2aFIMaXxml6nKHX3M4RePu4P5wBzAb9y/OkcGkd5Nu6ZRYTI4fPcypE4Mz8isuI45+M+l9mQT5JU3SSUZZZ9dtQpri9ePsopsLUg2SaSflvqjAVdnKK4iYI1ZBZuZDTgKn6fYkCANwrKhXe7Y4wMG0RcXfj3OR3AEqbVmjaRx+FswUm+fwXOimYI/U65rmqUhnv/iGYmwXzfDHmvaQ6bri7LJibBfFYjeCsv333SWbVaCMAu2LNCwk6o4C433oaPze5kNiurDRU9HzdMgsamQqxBHOsksySvWPUZXltIm5DaYIIYOkvOxrbBsgkgE9nkc44Kd+1Ez7LLudmlT+M+Sw94sziwru8wrfKc7OkJ0LtKSR8N0oToUowcd8/WiufKE9y2q3MqlHZ0tAgb9IBzc2CNJbUsN3LLGWfSy9a/ZDeIAc+FY5dsVHvFcPsCi8Q1zxGE/ek57VLadhYOg0x6rMYK8Yoz81SlFkxn8UokhR1NSv/CXyloUyn26XMAiA+b2n9IlgK1kLcc42bXVCHzNqJev5hcIXYGjFZ4TDMzQKvV+Zu6HAVbvbFhHfkzDOXhV8eVb1MjF/xtEW7rpfXNx1vuTEfYeE3Tcm5WxtPhnW4YCWj6A7LL0fSGu4sxPLib2s9UaDGr8z16Row/Lpvo8DEFipLt/DGW4/iosea5NtX9cgsTLjSsOrxxkQXHFdKXsKbrY+iNWRW3TbwpPxWlYqbjFUMz3ZggnnEyjKLG9LodkdKWiRJEjoMv+xe+UVi4fOgQ88PemmmqEI+tvCFiVs3hzU0Wn8QXYJfxabCsNJoH8zzlbauFAvxGFMzOOts3/2SWcptJKT+Cwk644ZcQFbW6yl4vl6ZBYtMxViSOlZxCjz0jlGv5bVhXzhbu0rDJ/nAaEPF89uhuYEu05BgcRabpWfN53qIydvm9s6rnpeCIYF8bOFOt75vZJIwnOufK089Ll8i+mTQbBl/FGYhzzYm9p8pg95om5ywdjbaqbz4Lq/07U5orq/HZBspL31SPlGA8PHARBemTC3GIftEf3vjFJXn1o1eNhK3rfp+bqVhX9cVG79kby8yS7my5XOZ6MJUr958e5LoOXd5bkU8TMPGHg+aro37wyykgXgUzYY0lsQwGZm1u6YUIrlo6az8isust46Va1GIe/q0XcTkRL++dfRJLC8cwMvQX186d/XOt19Pmjr194IFAADIUnZD9RvDUgCQY929xHi/vtcbg/hKsaVeLdk7eqwTY1Z9V2n9qZLMglScif1nqrvLPDJOGDovz72sHuOT63R84TuxJ+Mmyz/94aySzAL5GGnvNg6MWz/t9USKmaDz0ifmO7OuSXM75yCIzGruIsYnrJ+0Dj8ur/VW6oDikBJ2t33eLeKgdoEvUFMarM0RfJOdLPdy7iFFODcLIaVA2TVHTjmWa/knS9nPYqccQeTHA2V70Xa0rtV8+8gH2OsRCBG73CYKssYQocB+pGE4GPZXZhVSQfJHeoPJhrzE2fIEnbdw7qEHySwoqWf+H+kkk17x3tJhzaJXAyI2g/7/0MnX2ZWHhK7huG3xbT7+/+dgEr/evaLFzo8G3sIm7R90r0cgROxKZrHpxf976u3+1HnP+V+RWVuUo/wOCLar54Gde+hhI+QX//yCjKBniIDiNvV5a+lVoGSHTCHblKP1+G62pkTsgQ2fWfvJsPdPeA6ofeaD7vUIhAj2FfWdi5L7MVl9cDbyZyiJ7nX1s0m5vqNeHcZn7PuVOhqBQCAQCATivQHJLAQCgUAgEIgD4d3KrLedrbkCZHVVrRMOcHJV3GvEDnTmVmUfhIO6wL6xq3VkALxPVXtXHFDowtZjHlZ2n0UYykGkqn376W/fn4S7CMSHQW2ZxWfkxY5o2oce0FsAAMD+6Tyv0RIkdJYsG5o5jzcR5EY552ufjJA6VDIrF3J+imuHyBTs5e5hk1mCHSLKyVXkjX+PtAjsmS0IJynvT9XeFW8aumxk/kbLadmfIu+jzEr4LHyWEjGVr9bnzVcewuvyzmRWYd03cKX+34TKJSCZhUC8XWrLrAI1pcE0BneYSQYfEGcx7Q1fjAFgi/becy7KTFnN0N7PZxdj+VpC6lDJLDZDz3/u/Bk+Eftwyiz+dqlo/HukRaDPbD6cpLw/VXtXvGno1hjxfR9lVj0oqJB3J7N2txGAcglIZiEQb5c6ZVY5VVx4toPbkL24Efz3Q+9iOAcAyNAPBi5oBFsjFpPBf3vmF8NZQVo3iye2Rg7ry4dxW3QKsvlGvu8rbUiownWWiQmLDhetLOO3MaysSMr9+S23BaXG6KSz4j8zuZDbomvAsCOazhl6B4AM7baexzEVhnc6ljMFakqDHWnQaHBMhWkuDHhe5ACTDP7o8f4czhUF22aWV8AJR4/4JVH8FqllO7nRuyMYpjpqWxRsASQ9EoBiYqmy8SO/OWdVNWUKrH628cYLRh8rhQhyC/Jr+uIKzcErP3Z1vo/f59M8MWrmmqniBKmvQDb0bb8OV2HYiU4nvVP1Z1WrATZDu63NxzBMhTd9vrxN2TUqrEGrwVUYdqJ9wBvKFSvhBAsDaNUg0cK7hUvCA4Ao5SLG7VwP80B1daR+y0fmb5bbsUFnHp0wcx4r2/MGPmRXfTfaNJJ6wc2uzvV5ViQp6g3doqjLbFfO0ho9a7I9okpm7a4iBw2bob++1No//d2XREubncqCdf/QkH+99JXL0tHv+OYL67me6WD5KzZOfTXQ3DzgfEjF2cyyo6vFfHvC2tN5+0lMlJQtH3sy2qrvn7BdMZQ3QiyzRbsIk3XEZrxopzIAACb2eLjjIjFBGPoexoB8mUz0yXCX3jpiM/WWNo2sVCP+9CtC30zce0jFWbAdmrtltNwWbqxaXReJeaIS4l4jfqLlytCk7bLePEtnWVh1NgP2T5uNg6OOn5AgQyD2yO5kFsgHRhtUKqs/xd9bU4HR87h+elmQLgO2k3UBgHw8+Hs4y4Lsn/fNp/Bud0SQe6Q8ZrYKmFWP5RSGdTmCW8zfD0wqlZog08xzZ8fx08NkgslFPdfV+GV3JJcmB9VY5xS1mVkNRXIF8Z8bJKHDWu5Q6a3V59Ec2A45e3C8a2op/nr977Vcsfpy6kEyXUlPmw45e/DTI2Qiz0QfWtTabne4yA8JbC07DLiq35dgmNBMB35+mIwxzKrHIqxRj5OOxoVrcTceWbUnjU46k6GdxpNa66MNUEiRtuO4wbG8xT/RIdVMwQuslllQT664TSf4qmmmqAKbWZ7W41xeZ6Xm4E3iLmRwR0A+6rmuxo61O37L8iVnIL5Kk4S6oWXqaToTeR7ZBqI/M+JmKgLmubNDg+vvLG2k18PxXPXldASZ5MNJzj9VVYMctlOgpjTYMb1zOR5PiR/0+RWXEcc+maa34UKzqjqyfut1R3aY6EOLWoW1Twez23+7LSpMR5BJ8AY+5E/J8eXImV2HzKojdJPiLiPs+NuyFopklvxhShU5MFJ+q1wKlJTf2sklLJJ8BRnskaQ5i8/3mb5ZYQAAuZDzitWf4I+Ne40GtyCnY9TX1++q2jgeUiYT990yuUIMAIB94Wy75Re9/VfMQgOpi9Q86GhW+VvI8Yd3CyIE4r1jlzJLem/dXrQd5dLWgloyCwCQT9L/8TinrO3VOaThp5SvEg3NtGLNo4E0AGw2ON2OnbL642lyUI2dJbyhLADlBMOVP5MkocN0t7wrGQBK6WJKWYqrKyVJaRL9w9na0MBlu8z+5mg/VpGV3IBTMTzbgekIci3kNGAN44E8AGAr6OjCVDf9qTTsNSgs0XU6uWhrKplUfqLvQKr5Uik9C598RtmTW/ybteJLV8ex8gbfss1RLbPk8sBAfZUmCbVaRzxcybIAcImNK39WNRPnzFLyYFGAwVIMsXL+EVftFeSwhOwrsJ1lx8fqciohOZklqI6y3xRSLe3Kh8rJcKrMrldmKYduQtRlRMkZXyhZWPmP8mFvsO5kTwhTDldpKYWvqmUWk3z+0/yMTa8Xni5I1ptf9908KXwhm/5l9Mz1+y/Lm44J8xwrlSlIXsus+awG8StOhZzKwVR1XdIw86Ayi/twFXY8klkIxL6x59GsuNdY/raGzCquLwy3q5qv3bk/N31NtyuZFeFfPjY0tl80E3Z3cKv8huKI1jD9a6pQ9Wf5tdEpg+O/KaZq7EdRZkUCfP7BRv1F88CYO5gRTnApVfk5/+4G17Vf7CPGvgtmoDKLe/hZyskyuf+HPUYtVrmzYyqNncpBqrlWMwseAEAymiUvs8Ba6bqKzVGvzIL6qvJCSmt0/LoJqv4UN1P1o1dRZhXk/COuGjRaZJ7xxe3A+EcYN7wH4DKryn5lv72BzJKPN3l1Ija7bpmlGLqsqMvIZeSUWlj1n91V5OAQzmeq0lIKXwlVyHZobsgy7F4MhZeqT7fgjS1nGi9Y7U6398dARLSTKxNbvGvt6Rr4js5IE9DKlbnmMZ5sbG5ubO+3O91e/6+RLHQ0SzRJq0BNNdoDkeq6bMHMU5BZYdjxSGYhEPvGm87Nqtw90yShLo1GKMsslr7bhDXZFlOCacv1yqxYeLYDO27yRCTWsenA5GlM3VT6PVf1Zyowdh7DLkw/+83Z2oC18j8rlWRW7E9XxzHc5I2JvVB5VrGhmVasybYYD7suYnifRzQ1AzqpHzqalSAJXcmk8hOdgVRTZpXAG8ss9oWzteGobTGt2Bz1yiyorzjSS2On1VjTXa4lxH/yzcSEZlqx0mhoVb2kMqso5x9x1bKwaJF5xsd8lpOCHC9QmSWy/9kzRb+9gcySjzd5dSI2u26ZpRi6HOUuQ7/mr8vlDpezsPIf5cPe+mhWyj/QLDOaJRi/kZdZKb+1mQtX6emVkuXIRz39LdM0yxcCgFKZCb/VVMq2C0FpNGujui5pmHnKo1nS45HMQiD2jfpXGq4Wubxj3EpD/t4a8Vw6oTLc+wM+N+s1PX0Bw3qcoddsaKYVO2XxrDK7l1lx9i9XpwZvH/eHM4DZoH95niyCYvKv3yNbaepOC9bQ6nxREP35LBGiI5lNaqoTwwzO0CY93YXjnWMLMcHcLBmZFc+uuIw4/smo/2UW5JM0RSeZ6gkuuolAhmVXZjtxTfvoo3C2wCSf/0Ini3KqaOORVavVO35Lp5fvGk5wc7M2/ANavHNsIc7w882l1dxfmcVNYDo/GkjBmoOb7nN+mIy9Ds3o65FZUF8VN0O/RzLpp1MtDVjrTKgg+vNFQtRq7M6z6dZj+LnJhYRgbpaMzAJy/hFXDXYY/BlfjLi7cW7yOwfMA+Lq/PmnUhi/icySjzc5dVJtNvuXq1ODnR4hE1shZ0+NuVmyocskRV0mx9J3m7BjeuefDOcWOQt5UxUP4ysSYVbm+lp6pgIHPEkr4bPIzc2KeS91319RnpsV9xpLP8wkx/Aly8FukUMn7VQBRH0WoyNYbg7ZMgsJ340zjmWZIhXnZknrAjFPQWatwY5HMguB2Dfq2TersgZQsG+W4O7Jr+oq7eEklFmAWZnr0zVg+HVfYpN2XecXZPV9H2HrllkAMLEFh+kMXnolcetRPLfxZFiHqzCsQWe5T2fy4j+jTwbO4pgKw5strmcZAF1pKCezCoCJLlTWAOLN1kdRwWIxgRNAPrbwhanknIZG6w9x2S0q+IVdWsOdBW6lofgqffOrLKSar2rPzcLO2ql1RU9u80vhNBcGHtAZAADYkjQHAJlnLkt5TZym7YZvla0hESC+Km48HtA1VBbiif/cTIiaiYWvNJSTWRD/ZGFVkx7GwGRWNujQl32oKg2JST0grg7Mb3uUWbB4U5JZUrPZDH3fUumkLYO+iGC1RJ2hW4xXdxnm5VxfM46dMPtiShaKVxrWUZHI6+UvzuG6Pt9aERwo+djCnW5938gkYTjXP7eSEy8VHDeYhuyTRJf2nEhCsdEng2bL+KNwYYt2Xj1n/uxb14SpvfdeMCs6feGOoaXXZh+ztl/gVhSWnL0y+4m+f2Ki39DtWEoWAHd77O4lxvv1vd5YUb5MJrowZWoxDtkn+tsbpyjx7iVs7PGg6dq4P8yC7dDcQJdpSLDSUFIXmHl8CVKZBTm+LLNSfmvDIInyeSMQe2A/d4EvUFMarM0R3K59KAKBQLx79mmD+EPBh1QXBOLDYe8yq5AKkj/SGwz3SpGf5oJAIBCHG+ZPZ2fV7gnvLR9SXRCID4i9y6wtytGlqd78EIFAIA4r+V/tjefNI+OE8fJ7f8v6kOqCQHyIvNvU0QgEAoFAIBAfLEhmIRAIBAKBQBwISGYhEAgEAoFAHAhIZiEQCAQCgUAcCEhmIRAIBAKBQBwISGYhEAgEAoFAHAhIZiEQCAQCgUAcCEhmIRAIBAKBQBwISGYhEAgEAoFAHAhIZiEQCAQCgUAcCEhmIRAIBAKBQBwISGYhEAgEAoFAHAhIZiEQCAQCgUAcCEhmIRAIBAKBQBwISGYhEAgEAoFAHAj/HwnfeTsAG66xAAAAAElFTkSuQmCCAA==)
für kapazitives Messsystem
Ablesung 0,01 mm oder 0,0005“
große LCD Anzeige
mit zuschaltbarer Hintergrundbeleuchtung
Rückseite mit Magnet
Batterie (2 x LR03/AAA)
mit RS232C-Anschlusskabel, ca. 2 m
Digital display for capacitive measuring system
for capacitives measuring system
reading 0,01 mm or 0,0005“
LCD display
with switchable backlight
background with magnetic block
battery (2 x LR03/AAA)
with RS232 cable, about 2 m
Weiterführende Links zu "Digitalanzeige für kapazitives Messsystem"
Bewertungen lesen, schreiben und diskutieren... mehr
Kundenbewertungen für "Digitalanzeige für kapazitives Messsystem"
Bewertung schreiben
Bewertungen werden nach Überprüfung freigeschaltet.