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Testerul de voltaj Voltix Drill este continuarea seriei de succes Voltfinger, acesta permite masurarea prin sonda de metal şi electrodului de contact pe langa masurarea indirecta a cablurilor izolate.
Caracteristici principale:
- Masurare voltaj fără contact în intervalul 50V – 600V AC
- Masurare voltaj prin sonda metalica şi electrodul de contact în intervalul 50V – 600V AC
- Test continuitate
- Localizare intreruperi la cabluri şi conductori
- Tester faza pentru prize
- Afisare via LED şi semnal acustic
- Lanterna integrata
- Autotestare automata
- Surubelnita integrata
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YuWvfL2K+1c18qNm5cwOK5WL4AT+KZOcYC/1ZpVBfwoeJiwmg0boTkO8ZSQtpyEylIhuQ78NyFFQsxfAiG/QCnpbh02pDLFgkIW4MsG8SHmoXZ041c0qQRokL0ahu5IAlIms/zL6YWFtCsSM6WT8jWfg8RQcWGbNUqOLLXhEylLUNWgJcP0UVvevnbHpBn4W4kmjfLfXDDmpJO+plyT5UvyEpx/hgWznV8nhz3NOn5vXv3bt++HRMTExkZGRYWdvFi6Pnz50IuXFi5cuWoUaOO+vmdOnnyyBHfgYMGnfJuTEpwnsN1JUICdPOrhUtaSiu+hHjxEMcPFvUZc3QrEaQQZkCQrvtNbfHVKTYIWS5InLfgUWsfNEZ0qA6yYkQEof+3+K5XXndz0i3k1b6gEscOGmn28w9ITShqewubh2yVKqhZI683+wCR54xDtkpl9HbEwH5o3tSIwhNGQZFd1BDPliHLhTIbY4bl9qhlC7x8iAv+uVm4alURfNQEIpT4nipHkOVB/AprFjsc+ndFRibn3t27t27dio2N1RH2YnDw2dOnTgX4+/v7+8+cOXP06NFHjx3z8fGev2DdyGEfKjmV5W8gzgTJTROz9JbVFqt0hqsbgVspIGwQshyQFFtcjFzS8hMk3tCVVQjwOgktPzHS7P0GePFQN+QXQPra+BsYMwziN0X9OrZ5yE4Zh/gwxF3BzcuMx17CnQgI0kEiI5B9rxZC/CHhISsJMyflrdru+RVePy4qH2XLkOWAhHBdkduj+nURexEHtueWFnz8IR5EWWfWi13eICtCagImju/2/PmzzMwXjx8/jouLi4yMDAsLv3gx9Fxw8OlTp/z9j/t4ex/x8tq50/27775buXKlt/eRzZs3d+8xKPhYI6LiZF1KdYMYi1fnlTggbBCyPKjZ+PN3I5d0ao/0RN3twQFJ4LXbSLNKDti2XnfQpiJvgbrW6tZFdEi+c+KMSmTbkF2zSFcinr9OVmAcshFBIAVIhchzaFDP4NlO7ZB8u6iMgY1DVoQgX9TQlcTWqA7vvQYThv2+AeuZ1aZPyxdkZYgMRsf2TRYsWDp79qwtW7aEhYVFR0fnjGGPHz/u4+Pt6em5f/++/fv2TZ8+7fvvv/fw2Ltr185Bg8fOmdFSxKlHApC8YNdPb5bNfrJl67YJWSFkrzDqJyOXDOoH6Vs9+ojATcFXXxhp2eMrsNNBUohe4afBRhpMmwCVKcWhNgbZ9fkgu+JPEL+AjgjATsa3hpCt9S6unGZKRx9G4xPDCcY2n+NRTHmGLBskxONYfPQh0yMHB6xehF8n5vZx3kyosq22qqUcQVaEN/9h8liHqVMnr1m9eunSpdOmTRs6dOg///wTGhoSFBjof/y4j4/3IU/Pffv37dq10919h5OTU69evebPn7dvn8fUaVPatBuQfOfTt8/huhIuy+G60tBXwHkZokL0JpntkC2JWQOySty7jvcbGLnEZUW+4zNlOGJsMFuzBk4dARGuX0DVqnmfbVgfsZdMW81RFpD9tTiQdV4GIpAGpNK5WpcjKwqyT2Lz5ltaf4aH0eUcsgLwUtBPryZ90hgMHZj7X48tFiozL0iccgFZMVjJcFpWw8PDIykpJTMz87///rt69aqHx74xY8bMnj3r2PFjR/38tGPYXbt2btu61W3jxk1um/r06TNs2M+7drnP+G1ely5fPYitJX0Nf08c8YDPvrx+ZC+e3daT2g7ZkpgZkP1nDYhAAj0XgQj8DIwYYqT9e7Vw81K+eSoRslOM7/I1YxLUAsyYZOSpv+abvMbJ+pD9d3vet1csyI4ZhtDTCD2F0BOMn/dHzCXIskDC/0vI8qB+a5Bu6tU9t1i4bh1cOW149pfF7ynbh6wIrGQ4LX3P6/C/aemvHj58GB8fHxUVFRkZee3a1VOnTk6cMGHKlCneR7z2H2AIu3HjBtd1LutdXUeOHNGnT5/5fy7/5pv+/oeqq0XM1jwFusGWMXbIlsDMgOzyBeBn4/VTxrP/Q9o9nD6KnwYZaQxgwii9Q9z0u6DGqSN455287Tu3R/wVI+XGTRrhv3iTz8ywecgatbat8eoRSFoiyBa5EY+NQ5YDEuKge26nPmiUuzVMp3Z4dsuaOw3ZPmRFeJsMp2XvHvE6kJb26t69RC1hw8PDQ0NDz54NCgwM9Pb2Hjp06OzZsw7s379t69aNGza4urisWb165YoV06dPa9O2S6fO3U561cgtKiioDj3PN5kdsiUxMyDbpDG+6oIuHRj/oiPatTYyQ6W1ft8i434BM8I8SN8arFjXWtWqmDnZoC5da6sWQVOsc9VKHbLTJ0JhHmTbtzENsjcrImTZIAmun889JcHBAZV1RRQjhkD8wjprvXLEsWXIivH2GZz/qu51eH9q6qt79+5pCRsREXHxYujZs0EnT5zw8/P19fV1dnLq3bv32rVrt2ze7OrismbN6r+WLVu6dOnw4ePfb/SBtwdIWfxfA3bIlsSsvAtX40bo3AFL5yPrcaF3vgyBPqiWL/f67jsGKywBNG+GxzHF2aq5fEK2YztTIftZC4NnKwhkxUi7Z3BKQo4tX1DUOVTm31M2C1kJXj7C6sXveh3en5r68v79+/qEDT4bdPLkST8/30OHPPfv3793z57+/fuPGT16k5vbmjWrly//a9nSpWPHTev6RUvP3Q4kK9F6OTtkS2JWhqzjVzh+EIq3+Q7jyeN8KN+Y9FeWzjXc+NIUiawM2YM78r5J8yHbqiVePiwJZFu1xIMKAFkBZFkYOdSIMod2WjMhy7ZhyIqReR8rFtb29vZMTXuZmJioI2y43hjW79Ahz337PHa6u+/atWvE8OH9+/d3clq7evWqBQsW9es/4seBzcLPgWQl/ZayQ7YkZv39ZJs2wcC+iAgqFI4ckAQX/IvYNLLZB3hys5hbRNo8ZJs0huOXcPwS3bsx/mUXTB4L1jOQpAjIPq2okOWAuIgPg+dOA/fdj5ePrLNlgb44NghZMdISsWbpuycCDqelZ+VkCcLDw0PzENbDw33Hjk1ubls2bRr280/ffNv3zz+XDRs+rl37r2dOeedxvHnrTu2QLYmV1qbdHzRGUOFLIYUQvcSP3xf2Iq4rir9Tos1Ddu5MvHmG10m5U4hZj8FOhvpt0SVcSXH47FODZ1u1xIMb5R+yWpeCyNA11j+U09Ygy9ERdkmNAP/DqWmv7t27FxcXd+PGjfDw8NDQkKCzQSdOBPj5+noeOuThsdd9xw43N7f1rq6urs69en/fvNkHX3RpMeLnxuePQ/zG7D2s7ZAtiZkB2c8/xaC+zP6nXTqiU3s0bZK7UCe/dWgDQXqhNeRKnD9a4Obfn7VAtolb+eWRyLYhu2pxvhVfYt067AIge/k0A9n/bqFVBYZsWd1TNgVZCdITsWZJ7YAAr9S0rMTExLi4OP1aghPMGPaQh4eHu/uOTW5uri4uLuucxo2f0atn56NeNV8/hUy7Oaz5s4V2yJbEzIDsFhcQITsJr58iOwmvHiH2Ek76YtIYZjfIPFatKrw9Cv0u5UPOxZRxxiG7a2Mx9//Pkci2IftXoSu+OMYge+kUA9nkO2jd0g5ZS99TtgNZMUPYEye80tKyEhPvGRI28GQOYfd5uLu7u23atN7V1dlp7aTJs3v27BYbVpOpZLfUjmV2yJbEzF/xJdDt36jdjVADOQvLFxgH5W9TQKpCu6PBSS/UzDeYrfUOHseW6OiasoDsjEm6XRyFeT0/ZFcu0m3bmKcxDyQA9zm+61kAZKV4GJ27/FRrn3+K+3bImnlP2QhkmTzsOwH+h1PTsgyzBKFnzwaeOHHCz9fX09PTQ5eHdXV1dXZeO3nK7J49voi8ULnonT2K63bIlsSssaxWgRcP0eJjI5eMGFLo1DAXGgkWz80tisyxypWx/e8SLaYsC8hOGgP2cwhfQJDOOD8NklcggRHILpwN4UsIMnMba9vLsoxD9r1aiA5lEpQHtuctTO7QBklxJmz/aIdsIeLYAmQlSL+PNUtrBfgfTk3NyqklyMkS5Ixh92mzBJs2rXd1XefsNHnKnB49vog4X7kkZbBFemlDlqPb85Rb6J3PA4lBMpDUCvV9tglZAeRZmDDKyCWD+un2NTf6txRIuIpmxo5PB9CyBbKeFH/vpbKAbPNmGDoIw37Az4MZHzIQf82HOBMb1+br1ycY9gN+1mv80yAMHYSD7iAReKl5IVujOlyW48wJbHLGx83zvlrf3mAXuUOVHbKFi1PmkBUjQ5slCPDSEtZgpiso8ERAgJ+v7yFPz5yZLlcXFy1hHR2/iAipQirrVLmVNmT5hnvT5QcHFySG4jXuXsMFf4QFIj2xOKfdmRgQNghZHohv/DCrwf0LhiwPKj4WzzFOWK39vbr4GYOygKxR69gOrGfYvM6kxgBmTQWJwU/LC9nCbfEcaArK8BqEjY1BtjTP1iwyYMoWsmKk38eaJe8G+B9KTX119+7dHMKGhIScPRt0IiDAl8kS7N2hI6yz09rxv8x07N75hpawVhKn9CDLBQlx7N/cwsZ+3yI+zLA+iQcNG34H0OMrfNgUdWqjfj18/ikmjcHTm5bjrG1ClgOSYcc/Ri4Z1A8adgGQleJhVO45lUatzedIf2jyrgU5EtkGZL/uCnZyMSA7/7diQ7bFx0i4ZoI+loUsDyQHKUFKkMK0M4Fy1JOCJGD2M9XOfYtBShDfynVahYtTVpDlgCRIuYs1S6r5Hz+kXTUbFxd3/fqNsLDcWgJfH99Dnp57PTxyCeu8dtwvM3o4do60KmHZpQlZPhRvMO0Xg/jet00PslyQEId3GT+2tk8vZD600OJrG4as+wYjl/R2BC/NWN+5IB5+m1I0Rzau1W3mbbpE/x+QbdoYxw+CBKade2YpyHIhykDcFVw7h8jziLmIl49AfBPeAw/8NFw+jagQPLuFID88TwBxkHwbUSHgppTdvvhlCFkJnsZhydza/scPp6a+yskShIWFFTSGXe/iss557bjxMxy7d4kKq26tLEGOlx5kRXj5EN27AcA7NZlZGmYjYe0YTYyMRHzZmYn+Tz/G8j8xawreq8U8smeTaTeDKQFhq5A1OpLt1R3cVGOQlSAqxMjmMo3ez7uhQdtWyLhfnJpq60N2z2aTINi2FVjPTD1IEdoSBTF4qcaX8OdY5cr4rAWmjceNUF1NgklhYwnIskEi3A5Hw/q578fxS8SH6ep8uSAeiKdHTO0EBgckx91rqFMb3Tpj3V8AsNUFxGV2trx8GiTXK6nOuYqrSzdx9P6R04Cb72/x8s2a5Lylgu6+soKsGE9uYtXi2ueDfdLSXudZccDUw+oRdhMzhnUaN36mY/cu0eHVSW0hvhXipQRZDkiMmFDm2I92rdCwAQB82wOsZzp0SnD+OKpXA4C6tRHgCSIQB8N1u6z+MhKq/HWUJfDyBlnHL8FKzpct4YIEGDssb+OmTTBvJhrUz/v41vUgickjHatClgPiIuUuTnoV7eFBkGchKc6kxie9cPcaiAfFG1wLNt7glBfO+uHKGTyKYTQ39WvbopC9FYY6tfHpx9jthlFDAWDhLKjZIBGID/VbaFg6ruV83HwQH4I0XDqF6FA8u4VAH6QkQvUW0ycAwJUz0Ih0QNS/Kkf2nH/o/5sHDUsHXy6zL20umtlMPbJK+5YKylyXPmQ5IAme3MTqxe+cCz6SmvY6Jw8bFhYWGhpyNijwxIkAX+1M1969O3Zsd3Nzc3V1cXZeO/6XmT0cu8SFVSN1qSRYSg+yQhzaxdzww35gNjxt2gT3b+QezbTLjWnQrTPYySAJiIc1i5kHe3wJfqolzs8ob5Dt3AEZifmShgpEBKFunbyNv+2J6+fwYbO8j3/+KbIe28Z+sloXgTQmuELvDGNTXArSIkNRcBs1SAmSFvML29Ij2fdqoefXICHOHwOAiaOhYUGQjlWL8ElzfNYCa5aAnwbZK/w1H/NnYpsrNjvj9BFMGYebl5FyB7On4qA7pC8xayoqO2DscHRohxFD8L9J55IAABM1SURBVPwOJC+w5A8smIUtLti2Hsf/xbAfEHkOidcx6ifs3wZ5FvZuwphhmDUVrT/HmGFIuwcVB1tc0Kolhv+IqeOw5A+wk/H0JiaMRtMm6NwBnu5QvTXG2VKGLAckxeObWL3o3eCzR1LTXt/NP4YNCMgZw+bWEqxbO278zJ6OnaOvVLNuHtbg3ZYOZHlQszB3JgBUqoS1S5iDMapVxYlDujIDDtYuZYgwoA9EmSABiIuIIMycjGm/YKsLxJkVeiSrxAFjmcq2rZAUb1gqz4eci0ljjTReNh8kwuD+Rp7a5AySmDZwKwXIlju3NGTr1kGrljjlhZmTULMGdm0ECbHJGQC+cWQONTi8C8IMdO/KrAYcNpg5knbfVkQEAcCE0RBl4I9fAaDHV+jcAQC2rEN2Erp2Yq4a+zNTteK1FxdPAMCMSRBlYuo4AGjXCp9+AgB7NiHxOhrWx/sN0LcXAHRsi8exmDgalSvjx+/RsAGqVkFYIEgFkuiWjeSIU5qQleDJTaxaVOdcsE9qatbdu/du3ryZS9igPHnY7W4bNzIzXeNnOHbvXBp5WH0vJcgKwE5G7+4AULMGzhzB4j+YO3/lIuZ3kIaFhbOZBwf3gyhDx1OR7hAnS+3VZpuQZYMIRw8YueSjD3E7wjCjqkBkMOrUztuybh1cCwYRjuw18jqtWiLriWmTh3bIGg8bS0I259gCAC0+wr1IaNgYNRRVq+DmZYSdAYBl88B6xiwRnj4B18OwZR0A/LsD14JRrSqmjIMoA7OmAkB4IM4dA4CVC/DqMbp/iUrArKmIvsqs5vDZh8un4OCA36dClMnMQl8+xUSdy3IE+wLAwlnIvI8WH6NjOzyOwc+DUb06Tnnh/HH8PgU3LiDzKW5eQsxFJN+BRptbKE3IivH0JlYtrnUu2FubJdASNiwsPCSEqYf19fE56Om5d++eHTu2u7ltdFm3zslp7bjxM3o4dmayBKUZOaUEWSHuXcMHjQHtBtKx2LeVCa+hAyF7BRJB/Zb5QgYwuD9EFhm0Fni32CRkNTjpZeSSOrVx5YxerSsfChYmjTHScsgAKLggGV48wOef5n22ErBhrQnngbPtkC0obCwJ2fp10bwZnJZh2A+oWQMLZ4OVjPEj4eCA1i2Zj2/hbLx+ih5fofH7SL4NImxzzYVs9WqYOj4XsjdCcOE4AKxehKzH6NoZH36AjPsgMoBs5cqYNQ2iTEwbD4dKuBWGQG8AWL8Sp48wZH/1GB3aon0bZD7AueOoUxvv1YLTUvBSQCKsXYxGDdGwAX6fAslLXelYKUA2J0uwuEbw2SOpqVkG9bC6FQfaMexeJg+bO4bt6dj5ZmlmCXLfdulAVgy//cz5qb0dIUxHSAAzA972c6QkgKR2yIJUOH/c+OawXnv0rpLg4glmhlDfKleGzz4wm7cLcnMv+ta2NdIfmHDWkx2yxsPGkpCt/R66dYYgDbfCULMmOrVHUhwmjIaDA4YNxvzfMPdXnD+O7CR074aPP8TTOJAaW10A4KA7Is+hhiFkI8/j3FE9yHbCZy2QkgBSMZD13Y8rp/NCNvYSTnnlhezLR2jfBu1bIz0RpMDpI2jxEQBMGQtOCgL9MGs6Zk6G124oXoN4pQJZHWFXLXov+Kx3SmqW3hg2LCTkQlBQYMCJAF8fH8+DB/fu3eO+nSHsunVrx46b0aN756gr1UhdFis4SgOyHJDeqqS5M0CElARmdWPdOgg9AVIUDNmcohZL1QCWFmT7f1tMyMoRHYL6dY1ctfgPaMSMDrI3xl+5Y1uIMnQTg0rcCmdKOPLYlnUmJF7skDUeNhae+Pq6KzQsxF9B9ero1gnPb2PCKFSvjsexyHqEWVNxxhtv/0P3bvioGR7HgtRMuuDIHkSHokrlIiDb8hMk3wapmEyuvyciguDgUCBkA30AYOlcZCehzefo2A4Po7HbDVtdEH+FSff57gOpQGLDbQCtDVkOSIL/4rFmSd3zwb6paQZ52Nwsgd4YdtNGN9d1Ls7Oa0ePmebYvXN0ePUyGMMyb74UIMuHODN3WNe9G5YuwMxJTJmRgwO2rAMpoHmLuTMKhmzhex0U+26xOmRZ+fYo0ZrTXwVDVoyUu0YOmgXQpJHuECqZ8bwtgK2uevs88CDnG08pfPIRnt82YccpO2SNhI3FIBt/Be++g5o1MGQAOrYDgPm/QZYN52UAMH0CRv3EgI+Xgi4d0agBHkaDNHD/BwC+/475cCeNhSiDKeG6GowgHwD4ax5ePUK71mjWBM9ugdTM5g+D+2P8SACYORmiTEwYCQDRoQjwBADnZYgOQc0aaP0Z5s3EOzXRtRMeRWNAHwBYMpcpcj/+r+5LWr8UzKqQ1VZrxWHFwppBgYczX7x98OCBdk1XeHh4aOgFvRUHB3W1BBu1q2ZHjJzs+HWn+PDSqtYy6qUBWTEeRuc9H1Tfpo5nBqoLZjGPDNJOfAlAPAT74dse6N4Nv00BJ6WcVBcIIMzAmiUY2Bc/Dcr1ft/A37PgrCgPyjf4exW+/87gqqED0f9bRF8ESUB8uDmh3zcGDYYMwNhhSE803JxbjrBAjBiCH783eKkBfREWqKt7L0QiO2SNhI2FICvE/Rv4sgs+bIo676FBfUwchZQEkBzJdzDsB7zfAA0bYMgApN2DOBM/D0bPr/BfPEiNmIvo0Bb162FAH7Rvi6VzIc7EqoX4uDniriDsDD5uzlQXDBmAb3sg7S5IhWvBaNsKDephYF+0b43ViyF+gaV/oMVHSLiKkAB83Bw7N0DyAn/NR8sW6N4NjRqiU3tk3Mf1EHTpgIb10bgRZk8H+7mxMkqrQlaCm2EY0Ldm717dZsycs23btpCQkPj4+PDwCCZLEJCbJdDPww4fMbmnY+e4iJplNobVemlAVooAT2br/qpV0KQRmjfDR81QVzc53vNrvEkCiXNLYr/rCUEaSMgwRWtfdMTbZ+WkTpYNYkPDYqrKc5wpMi/s8wCx816lvVCtu1CZbaQBsY2N9Ll5m2lfSpVtgkR2yBoJG4vtXaBhQfEGiteME1sX2Hwo3yApHo9jIctiHlS+geJN7qec9QSPoiF5AWU281GqsqF4zXy4itdQZUPDynvVq0d4FAPJy4KvYoOdghOH4eOBSyfx8Yfo2gmvn4Dk4KXibiRePCx4oyLrQVaEN0mYPP6DhYvW+PkF7Nmzd8qUKSNGjNi8eXN4ePjZs0EMYT0P7t27Z8f27W4bN7q4rHNyXjNsxKSejl3iImuVarWWUbc6ZLkgIdbqNpfq1gmXT+HOdSREY/0qVKsGAB80RuxFkBp7NjHNPmvB5JKIj2XzmAeHDoL0ZTkZyeb0nZfPi/y8jV6lf2FBDYx8ukW9VCES2SFrJGwst0EMh6lcZFz/4+PpbUCe80jOp8bR7fXO01t/JWBW7jAvyzXtKq5uwwTtVRI8v4N2rVC1Kj79GFUqY/M6qHLep5CpWy9QHGtAlgOS4PJJjBo1KjHx8e3bt2/fvp2QkHD06NGJEycuXrzo9KlTfr6+2jHs9u3btGNYJ6e1w0dM6tmjy53r75bxGJbphbUhK4D4BUbqlsZOHQ8SgpQgwq0ING0CAA4O8NoNIkQEMbvDVKmMRXMgfIGkuNxF6CsWWGj6q9QgW37dDlmjmtjaVoc6V7yGKAPKN+a9DgfEwaMY7HbD1vWICIL0lcljGuuNZCUI8sGYMeMfPXoSExMTExMTGxubkJAQERExffr0OXPm+Hh77/Pw2KGrJXB2Wjt8xKRePTonRL5DqrLLwxoIa23ISvD0Jtq1ZkDpukK3q5sQLx6im247mKXzQCJwM5iVYFrytmjOlNYCqFcHN84Vem6r6W6HrCkS2SGbXxMbhCwXJMC+LWjWBL77Cx1smuIc5hg0EoFkxUnNWQ+yMsRdwrBhA2Ni4m/evBmjs4SEhLCwsNGjRy9atHDP7t1ubhtdXNY5O6/REjY+0jbGsIyq1oasFCcO5c5x+e0HyUBsZpLnB91Z1t274u1/IBXiruCrLnlnxqpXx2ZnKFkWqpy1Q9YUieyQza+JrUJWW6G1cyNIABIxvxRJrZsI5YLkens7mJKwKsF5RVaCrAC8TCyY3Xjbds8HDx7E6FlCQsKxY8f69Omzdu2av9evd3JaM3zEpB6OXeJtJEuQ44VC9qAFIMvD0zh47sTh3Tj2L7Ke6BVmcRBzEYd34/BuBPpCkM6cOpNyDzs3Yuo4DOyDgX0wZzqCfKHMtsSUV05A2CFbpEQlh+xpO2QLCBspCX+yBmQ3rAaAPZtBUrx8hL9XY8IoLP4DiddBIkhfwscD037Bb5NxwV/bESuIY73qAjnCzmDq5B/Cw6Nu3b6dA9nY2Ng7d+6MGzdu4oQJ61ycR4yc1LNHl7u2kyXI8cIgK/cjTlULqC8CEXOGHQkM+y/TPaUEcXVPSUByyLPAeQ7Oc6jfguQWXf1lh6wpEpUcsoF2yBZgChJNsh5k/90ORTazMKF2LQDo2xsvnuDgDlSvjtrvAcB7tXD+uMn7BBVLHHMhe5W47xdUJ6sW4sD2Kgv+nB8Vdev27dvR0dFazt66dWvHDvc+330zcuTkXj263LpmY2NY5v3XJ8U1bS/zQVYRQpy6ZfS2dJOhQssNYPUDgteSNNKSB4RGQPyv7ZAt4G65QdwmFVAcFoj7IalelDxsSEPiJdaD7OFdSEnARx/i665IScDMSajsgMun8OfvAHBgGwJ90KEt9m21zuGkkvVmKEOkvE7cxgWKw4eKhX9W11qw4M+IiOgHDx7GxsbGxMTcuX3bz+9Yk6btbKVay6hzGpAiRtvLfJBV3iPuRxXzbuF3NysgNCIS9K2AyuhLJBhUQnFUycT9rAKKwwLx2hEpzYoc6U4rQnY3Eq+jQT38PBiSl0zd5PljOH8MNWvg80+xdzPS7kH4wjriyLzMUkb1hLgtC1/go2TjwHaHib/0d9u0N/bm7bt3H8TfuvfH3EW9Hevb1kxXHmW4zUj1XNvLfJDVSInfswLeLWyQeLFZAUEKEk2pmMponQUSDimhNho5CQZWTHFE080LGyLFNWJXs+RbMoTsnQjUrYOhAyFIw6pFAHDmCEgKT3fUqY0qlbFkLvgZlv51yAJxGpIy1ixlNDzidykibAQgEa6fw+J5dQYP7jVp4sgRIwfNn1Vbu4uNjYYcC8RrTRqJtpf5IEtE4hVl/y6t4YrLZgWEVhnb/FAt4iyQaGbJxZFsKfsuWMPlQeaGjfoN8XtZMnIMIXv3GurWwbDBUGUzh4AFeCIhEsFHce4Yen4NaM/KM/1wXBOjRfAjacTmiiOcYNICHxmkr/AwGueOISoE4lfFPIm59F04KaeLxiCrekDc+hWKJiyQYABpBOYGhPx0hZIlrzuQ7GDJxVG/IF6bCqUPC8TvTRqhuWFDRLI9xHaw2BvjggT4ZxUAHNqF1AR88hHatcKlUxg5BFWr4NIpzJnOsHXJXABYuRAksuh2S+wqJPe2gDLyAFP/KB8kttqcjcVdHpjTRWOQJSLxsopzt7BAnNqkiLBAQKj+I27ziqNMHpW4zUidYZY+Mq+y74gFBWHXtMAwVmsaFgm+s1jkcEECrF8BAHu3QM5hzhzRHv42dCC4qbhyBo3fR/XqcHBAyxaICrHo0I8ZxoosoQyvePlJG5zjMiJOH/0xfgGQVfNIMLoi0ETbBekGIpUFAoKUJPmrIshiVCjxMnPl0chJPKfi6CNZZ6GwISIiVUIRkzzFcg5ePUJ8GN48BfHBS8Pl0ziwHUF+eP2YOQr6/g0c3o2Th5F8R+8YWouECr8LqZIspoziPLGrlP3HbTGvTPJg/f4VAFkiUqeTYGj5vmFYIHY1Ei8jUlgsINQpxGtfvmUxKhT3I1I/t4A+GjaJfiWWrc5ImKgGpypJVloybLSmCCduK4spIwQpdEXoApAUJAJJ9FZ8SXSPWLBClgXifUGqOxZWRrKBWJXKcczkiMMCSVzzdK5gyBKR+i2J5hOndvnrvLa33JYk87RwNJBuCWm506QQrdh1SH7GcgIpSLqNuJ+UP9QyYdOGZIcsp4ahqe6TcAyxrQMUTj6Y5n/ErDipQaJppHpmeVk0UpKsJ3a1chYweYOnKkmc8xfjFwpZrSkiSTyHuE3LvhumugPx2pPExbyFOoWadDexa5XjgNCPDPZ7JD1geYlU90m8jHifW+zIOGs7pxoJepPUjVRPLa+GvmlkJA8i0WTiNC77XpvkDsRtQaJZpLhMpLaiMvIjxG3HfNWVl5sr593yWpHsiNFumQBZIiIVqV+QIpSkO0niTBIX23WZJyliSf3Ggh+9cZOfZibTy0s05A8ONojXLk/+yMKmziLFdZL5kWQDSdaVfXgYjxkPkp8hVSJpOFaUIq/JSPWcFJdI5lP2Chh3Z5LtJnkgKeNJ/crcFRkmmvolSXeT4DvifkCcWsR5x4a9JnHeI25T4n9DUndSF7gs0ETI2s2YqTJIvIR4bYkNeluunF2JeJ1JspLUL8taRLvZzZipnpA8kOQBJD9pqx5AinOmTADaIWu2qZJIfpSk28uTy/1JnV7WwtnNbv8XZoes3exmN7tZ0f4HGL/hrQlphHMAAAAASUVORK5CYII=)
Pachetul de livrare contine:
- 1 tester 2054-D VOLTfix Drill
- 2 baterii 1.5V LR03
- Manual de utilizare