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![Digital-Einbau-Messschieber / Schieblehre, waagerecht](https://wepo24.de/media/image/e6/14/81/7155ab4ea79e64ab_600x600.jpg)
- Artikel-Nr.: M715-02026280
Digital-Einbau-Messschieber / Schieblehre, waagerecht kapazitives Messsystem Messschiene... mehr
Produktinformationen "Digital-Einbau-Messschieber / Schieblehre, waagerecht"
Digital-Einbau-Messschieber / Schieblehre, waagerecht
kapazitives Messsystem
Messschiene aus Aluminium (30 x 7,9 mm)
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
Digital scale unit, horizontal
capacitive measuring system
meas. rod made of aluminium 30 x 7,9 mm)
reading 0,01 mm or 0,005“
accuracy DIN 862
![](data:image/png;base64,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)
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0eeLB/4Pzywktlb98A8iv39XVqShpBomEA0lOzCQbGjwH2uD0eiUSC8pfLlFgzA9co8vl4e2Wh62tKBOkdJQqblkKmIELSin0nP7/I9xhFjnRBUBQ5EjfwzPQMlUyNj0/+1k2iAJicmCYYsrtnMKeglGDg3r5eEjX2gbUBbsVvNhuxnl70dHe36lp8V2F+YXFxqUyuaG355MNmsfsGBjUq9d7ebnt7J/JbCLpOSiTaaw4DkJkZfDIFEXseTopLQPUq9HT1EIzr8+JMGAYAQBBEiYh4H4XTvFEpCRlFq0sbJaWfG+hR5EinC3r6+IkLgvb391GBR0dGKWRqQnzSt982wMXszBLBkHV17anZ3iaTX07bWvRFxaV2+zrSs7ujOzH5Dv2NPgQTg/6+Pqyn0RjQKOJzuQDBH83NurbWtjW7wxegt7uPQWfW1WoVckVJsV/nPQRdp6elESTa44GTEu5gQQXCYP/A3t7nKVkwDMuriPZnowBBECWCFHnzD5BGebUCbXrhwrG+U1D0WRtQyZFXTtezJ0862tr/+J//NTQ4OD015Xs7PTVFDifHxSb+LoUAgJnpYJ2NSHR0mNNzilGebCbbMNBfWFjK9h+hb9PrX78JfWBtYLWaG7QNmmo10rO/t7+3q/v84ry/r7e/73Nvj8ft/v4v319cXeqamr101NZqW3Qt8ze9qzAA1QpVRUVVQUHxwOAQsjkIAHC6oLg4ooNHHo8nlXAXexAYh4wz05+1M51Wvrq6ig0WqJMUud4SunZTSCRqSjYAoKmh4acffnz98lVRfgEIIAbYOGenbHkFBb5Hnxi06lr+8w9/yMvLpZeW+qR0xGqJosYkJqT8TsVgcWGFYEiVqiU9pwjps7FhjwiNaG9tDw0jJyel+qbuAwDa9PqoaKI2BRLBxKC1re19SCiXwxPw+D7Pqsqq/JxcejlNVV2tqv78g2EAyOEkNpP5ISTk8PAQAKBW1zY3Ny8sfh6QEvKFLgiam50DAFRI/CaKXDldyBk1wW0at9udEHuH3tVAaGlqOT099bqbGxs1qs8CDyPuRABduykREXFZhQCA7/74R5cLAgC8fvkKACCT3t5EhgGwmkfyCwp9PlRypNPlevb4sb5Z91//8Z85OTnlJaX/63/9r9APYRNjY1azhRIZlfZlDaTfEMTFQKnUxaX4DSgtLS4qZXIXBCXGJ3W0d+7vH/pedba1JyQRHXtBIpgYjI9PDFutfA5/e2fH5zk9PTVkNHW0tZ+dn52dnyEZpa2jMyIiUiiQeJm4sbG5ual5YmLSF0AikjhdroW5OQCAROTXm3768Swm+vbZIPBN1Rt3M3Xk9hZA4HjysnJg2AMAsNvt6cn4VhZq4AypAQDC3+12U0gRJeVMAEDYuw+Hh0cuF/T40WMAAA9RicB4a9m8nlMjY8XFn9uCER/CrpzOZ48ft+r0//GHP+RkZzNotP/jf/7PDyHvz87PLSZT2Ifw5OSM36k2WFmxEwyp1rQlpPktw7DNL4j4QhfkSk7M6WjvPLmpyAAAbXp9yl3mIvgQTAyEfEFKYrLRaKAhmm4KmbK4qMQwNEQvp9HLaT5/GIC//vVHXXPL61evl2w2AECDtqG9tc2xtQVueEUsFLkgaGF+AQBQVelXRx4eHlMiqQSJhq6vY6OJTsbEBQzAxsYmi8EEAIxYh0tLygLtrXTr3FIvT3vFoLC0HAAwah1OjE2gkCLb2loBAAKBMAgZPkd3W0cZor1EIZGdLujp48etupb/+MMfsjOzyktKdE1N3rdmoyEvpzAvpxAT5e8DS0urBEOqVa2J/mNEtvkFaUXl9s5OXHxaXa32FCEG7Xp9YtId5iL4EEwMLFbL4tyCUlrlnRrgxbDVMtDXW6Oqdrkgr+r3wu12P/r50aJt6ePFhbcPsbZOq2/RL69+Gqz1jis3N+vUKrXFak73HyXY3t4lkykEiYYgKC4m1hftrcDy8fzsXEQ4CQYwDIBXyIMoDZQqQAkGUhuUMXFm0XHYhJZG9Pf0lCG0ATk03GsUdbV3/P2HHxbm5re2Pm9jYzYasjKyS0oJLej5BrGysn57IAAAAJXSuqQMP21wcXX19vWbvp4+KiU2LiEROXWirbU1PZPoSDwSwcRgaAivw9QScNygSqbcPzjY3dvb3dvfPzyqqlLoW1rmFmz7h0eHR8f7h0d2hyM1KcVgNHCYrBpNLZKZdnb2IolrAwiiRuJ3qOMOnaD83G43i8l0u90wAHQafXf3lm1OYIwthI3cfX1NIUWU4U3x4BCYYQoD0NveVVbyWRuEvv/gdEEvnj7DDW81m1OT08vphFYyfINYJWwUVVVpE9PQa1ObGxv5PF5KcqakQoL8I+2trZlZBeDuCCYGRiMOx5vNAXeU6OroaNbpm1vatPUtrfrOvLwipVKtb+3q7unv6Rts7+ju6OoZ6B9MiotbWlpFmcgHh8dUKlE7B4KgWCrOQBUusKqAVlw8NzMNAIBhT3kZDRUSDnABf7P+kz8Me2DggQEEQRRSBIuHY/+UleJM18NCr28tLfrcMxj+Idzlgmhl+CNHVrMlPTU9I53o2uVvDcvLRJvImtrOnCKc2cQuFzQ1PYfybNXpI6Ni70FPMDEwGXFGyiyWgGLg5Qz3zUwdtaqmvbXdsbkNEMzk8cB2h8N9sweDj0fX7fZ3Ie+RUQUBBEGxhGUGRaFep6ur+aSIVldWSoqKhgYGTAaD0TBkMZtNBoPFbLaYzWaT2WQwWM1m7+OI1WI1m0eslmGLxedGXlaLmUoi825Wk5ycnpzfdOTREJIWBC1NTUijKIZKzc3JZTBY5aVlHCZTyOWJRWI+lycRScRC8WD/AIvJyc8r6mjvkFVVtba0aOvqlEpFbY2mVqPR1tQ0aOtbmptl0iqNSq2urlbI5Uq5UsjnC/k8Hocjq6oS8Lh8LofP5Qr5PD6Xy2MxeRwOm8Fg0ekcJoPP5bLo5XwuxzuTwuvgsFhcNkckEAj5Aj6Xq5DJxEKhSCColEjq6+pkUmmNRlOjVqsUSoVM1lBf39neXlVZOTQ40Fhf39LcrNfpjEODfT29RoPJag02Vx8JiViZilfBuyBoYQktS+16PY1+n9W5uGLwiQkNeEZREDFAfa+ta2xvbXdsbqFeOTY2sNs9rK6uvf+AMyEHFy4I+uv3f2OU0RhlNHpZGaOszHtnlJUxymiMcjqjnM5ksLgcHp3O4vEEPL6IJ5CwOQIGg5sQ83l0QsgXOF0ucDMhwksVbjcOjNibEdtO8GmDcjYfAKBSKF/98vKHv/41JTERAFBciB79wUWLTldWXOpL3AVB3t0rbrCxubnhdWxsOGKiYpKSUkpKcdYJ/VbweDxutxuCIAiC3G73+eXlx7OPJ6enF1eXR0dH+/v7e3u7hwcH3h065mZnCUYrFMiTM/HFYNW+gfJsbWkpJTwBCYk7tw1uFQPfjrZ1dQ2dHR07ewewP9M4NjexFvz29g6FmJ0DAwBBn5bt4m4YEUiTwABQIqOOjo59Phmp6cjh3iANgCCe8A1JFFKETFENAPiPP/zBG/j9u3cAgJxMQj3ZuqZGpDYAQfcIGx0Zyc0tjKLexwD4FoA7TImLapWulI1jajpd0NKyA+XZ2tKSnXuf3rOgRhHe9CGr9Zb1Bj4xqNHUdbS1b2zvAH8je2NjA1WVAgBsi7a3b94SJBqCoBjCbQMfpianCvP9ykipxJ/mgJQHOIADIHLkvtEGVQoVAOD506e7u7vb2zs///wzACAvh9BeMrrGBlpxGYqAQDAMDjDKmRyeiEjM3yDW1on2FPE5oox8nAaS0wXZMGLQptcz2Hxs4FsRVAxMOGJADotYWrplXpT3L6qU6o629o3tbeQrDwwcN2KAxNTE5IsXOHtd4SKIGARhoGqVBjWRrkIiRX2LbU97fXz2Em6jGfbuTEGKkKtrAQCryys5mdnJCUljY+MAgOzMrOCEeaFr/KQNiHQBGwYGOCwunfVFa49+Q9gdaA4OBDaTk1GA08fgckG2ZfRG6G2trUzufaqGoDNM8ZrImWnZXns6EHw2tFpV09nRsbd/4Hvl5R67w4GysAEAU+OTb260wa184LrpKQrUfYnt1wcA9PYPAn9ez83KSU1OTYlPSk9NT01OSUtNTUtLS0xITktJT0tJT01NT01Ny0zPSk/PTE/LzEzPKiwszs7MLiouy8/PLyosLSwszcsrLMwvKyqiFRcUUknkak0tltrsDELjms2NzeWlhBrTAADD4ACtrDwhIamutq6zu1cmVzU1tdTW1SuVNW3tnS26tqYmnUKhMpusnR1dLTp9V1dPe1u7vqVVr9O36dvq6+qaG5t0Tc26xubmhkZ9c7OuWVer0rQ063TNzS3NLXUazdDgYEuzrkWn7+7qbm5q7ujo1Le0GoYMDdr6nq7ugYHBnu4eq3Wkp6enu6u7s6NzbGzcZDSZTebxsYnpqdnR0fHZ2YXVdfvU5PTKyorD4VhbW19ZWdne3tne2ZmeIjrRWiypyirCWYTpdEFz8+he1+amptKy+yxSD7prHV4zoK+313+/ZfQ1d3OnlZZLpVLr8LA3vM9/cHDQu8eE75qfnenu7P7wPtTucCwuLMzPzs/PztuWllfW1lbW1lbX1u2OjY2tLcfm5uHRyf7+wfHJ6f/9//y/jx49fvTo0Yvnv7x4/vLJk6fPnr54+fLV2zchT58+e/b85fsPpPDwyNAw0vsP4ckp6bHxKTQaHSU2+/sH6/b11bW13b29dYd9zW5fWLTt7R+srq8vr6yurq8vr60vr60v2paXVtdGxyfmbbbFpZXltbWe3r6R0YnJ6RmD0TI2Md0/aDAZTRQSSVlThy2x7IysIILte6VrbEC2DYLXBYP9ffIqWVJSmkgg4LO5XBaHw2SzyulcFofL4TFp5SwGk1ZSVl5KKy4sKcorKMgrKCkpy83Oy8vOT0lKzc8vTk3NTEpKSUvLTEvLTEvNiE9Izs0vjoxNjIyKjUtMzcopevrLm3BKTExi6os379Nz8t+ERvwSEvoyJDQmKe3Nh/CXIWHvSZRnb949evHq0bOX78LJf/np8U/PfvnL3x/9/PTFT4+f/vDzk//+8ac//uWHn5+/+v6Hv//prz/8999+/NNfvv/Hz//443ffxxGYOONFhURaypVg/c8vLycm0FZJS1PzkycvCMaMRPAm8hD2Z1xcXeLuxoy95FVKgUDU3d297u8/Njbq81lbW/e6e7p7Xr96s7Oz613Jtba+vrK2vu5wrK6vr66vL6+srdkd84u2BduSbXHRsbER+iF0cMjQ2dXb2d3b3tnVrGutrW1obevUaps0tfXSKoWmpl4qVUqrlAKBWCyqlFbJdbqWIJmF8e4wwLGFYP9X3svtvqaQSNVqDTbm7HRiTeTGxrISoutLhvr7K0SSouJygBEY7GOQpjYRAwzgmYuBIiEYIXGjSCKpKmbiNJHPLy/HJ+ZRnnyBoJx2n70agolBalJS/913rfPx0MXVJSmSmp+ff355ifTfxOspmhgbe/HLK1QkgQBBUDSV6JDzFwJlZeE2Hnw9RVUynBU22Rm3iwEMQPONGBDhpKH+fj6XX1b2DXWY3gmODaJiUFEpzy3GaRucXV5MIiwrGICm+vqyUlpLc/M96AkmBi3Nuvut6fb9yIOD/bSU1PyCYoVcOWK1DA0Nmo1GfYseNfbkvX5+/FSjrsH6W82fHBaTyWo2W81mw+Bg5l12c/lywIFrRK9IQxBEIZHUtThGUVZQUhFG0d20QaWksriQaPhvDY31TRXiKlmVskoqU8qVAh5fwBeIBCIhXyQRivk8PofN5rBYlZKKkhJaanIqh8HgcdhsJpPDYHLZXA6LzWGziwqL2HQ6i04vKSxUqlSF+QUKvGqICIKJwUBfn8Fg6O0bGBgc6u3t7+ntHxwyDg6ZLNZho8l8c1mMRpPJZDaazEMmk8kyOjhkNlpGenuHDEZr74BhyGT5QKLExiUU5hcVFhYX5Bamp2YW5BUW5uTlZGTmZGTmZtPproMAACAASURBVGbnZWXnZWW/evnm//y//nd2RkZWWlp2ekZWenp2anpWWlp2WlpWWlpWWuqne2paVnpGBjFLgyCI2wbY8J+0wfU1hURSqGqwX5FCw4vy83MyMrPS0rPSUrPSUnMyMvOysnMyM/NzcvKzc4ryC4oKip8+ftzQ0EiQtsH+vmqFsvxeQ0XfAhq1WhaLw+MJOGx+RWUVraxcqayWyeUScUVFhbRapVarVFVVcp2u5cXzF2KJpLlJ19TU3NjcrNO16PV6na5Fp2vh8EVtbe2trW1MJoPL5XjXsdwPtx/z8dkOvoHbe3d73G6Px+P5dL6Bx+OEoCsn5HRBThd0ceW8dDovnc4rJ+T2eK6crt29vf2Dg53dvcnJqY3tnY3NLceGw+5wODYcjs2Njc2Nnd3dg8Mj1K4Q3qNfsA2Pe2zQF5zXb32LkgHU6IFXG3jbBqioNrd2mhqa+3r7urt7+nr7ujq7OtvbdbqW9rZ2fYuuvq6+Vq2pUWvMRpN3xisRDPb3SSukBfmExqf/KXHldE7P3J/vUfgqp93gdsD7sLm1FbzJ9SA0PGBUcAAxQKYCQdCL5y9ioqNFIhGbxeGwuSw6ncVksVlsNovDpNNZTBaHzWHQynk8PpPBpJeV+S5GGY1Bp9Np5WwWi0ErY9AZDDqdy+WxmCw+j8/nCUQiMZ/H5/P4XDZXwBNWVsjy8wp5HG4U5VdqIH2DOL84nxgjutnRrfiKYhDInrY77OAri8HDgmBPSHpy2p///OeE+ISc7Jzc7OzsrKzsrOzsrKz83Lz8vPyiguKC/MKiwiImg1VOY9DLGXQag83msZhckUgiFlXyeMLKiqoqqVxb39je3tHcrNe1tOpb24YGDZbhkf7+gb6e3mHriHHIODo8yuZwYqjRxUX/utrg/OJ8ErGw8QvxdbUBimm8U4C8nWW3nh/z4FTdOySuFYR96/bAq6sr6w776urK0pJtacm2ZLMt2xaXbItLiwu2hfmlxQXbwoJtft62ML84P2+bn1+cn0Ncnx4X5ucW5ma81/zNuIr3mvt8n1132L+2Uv2WcX5+NjJCdAfIW/EVjwDE+vhGkUEARfENAtsaDgQ38RP8gqYCQdCV0xWoKsH95Cvh7OMJBAWbMfAb4vzi3IC3HuZ+eAAxCNQSCNTjvn5jFHnggFXsbw4s2YGUACoYwWiDYLC/j1b2TayudLuvr67OXS4Iu9nrb47zywvDUMCd4+6KLxUDH3Mgp+N/8vHAMIaNYAA2t7bBp4MwXL9J6d6aqI/FvZabl2y3G8adWgcj8u77ChUgeFrISAAAhsEB715m30LVAMMet/va8yubsARwdn4W/JyNO+EBtAFKAJC84mMjL7yOycmp4qKyxz8/6usfHB2dmJiYsQ6PWYfHRsYmZudsRvPw8Mj4+PjU2MTU2MTU7Nz85PT0xNT01Mzs1Mzc1Mzs7ILN6/BeE1PTE5PTY+OTM1Ozw9bRmanZqanp0bEJq8UybPm0WOzXvHwpekf9vDRYzMPDw2NWi2VkdGxkdHx4eHRmZm5sfHJyenpicnpicto6MjoyNj4yNj46PjFoMBTmF9Y36OYWlyenZ+YXFqdmZ6dnZuZm58bGxicmJmamp2dnZqYmpycmJsbGxgwGw9jY2Ojo6OjoqNFoNhiN3d09Q4ODfX393V09fX19/QP9/QP9/QN93d09Q0OG3r4+73NXd09/f39fX9/gwNBA/0BfX//g4KDZYjFbLCaTeXh4eHh42DpsNQ9bTRareXh4anp6emZqampqfnbeZltaXFhcXLQtL68sL6+srq2v29ftdvvq2vrK6urS8vK6fX1jY2Njc3Njc2tjw7G1tbm9vX2zbMhut6/7LiITc3xhtra3GrRa09DQ8tLSN6QNAKbu91VsqErRJx5XThcyMOz/LapqRCYR6JEIhcSNFj+FhlglF6ShjFWAWAuKiFpAub+5GtgfHo8HhmHvwJHTBV05nWcX5+cXF+cXF6feky1PTo+Ojw8Pjw4O9vf393d3d3Z2drxL6Rw3o0MENwz3XZtbW3W1mvbWtkWbbXJi6nYqieHhxAD288FyOdJyQAKpPQCmzfBVAWOY2+fvyw7u2kuAySNAlANKbL5tZv7qcLmgr3TMApGCJWjO3V8MsOavB7HQHluhIj3dCGMpSLCHBZE4AyWNzSwur3+WZH/JDxTnvwKMBuPGBnp9zK+G4WFCxyQ/jBggq0CkA9tYRDGKX2AYJ+RXBTYJ3MoeYMgDeIYcSvL94sE7M+FhsbKy8tBRPgwMBtO6/TcTAyux08K/VAywVoHv1cXV1dra+rp9fd2+bnfY1+1rqEaPA+N2bNgdDsdn94Z9Y8OxubGxsWHf3NzY2t72not8enr6ldQFKgtuRE8RCGzwYO9BYkZ6PhRgAAYHiZ4t+SujpamZ4AHpXwOpyYRmIj+MNgD+nOF1c9j88fGJ1bW1ldWVurr61bW15ZWV2dm5udm5mZmZsdHx0ZHRsdHxkeHR0ZGx8bGJkZGxnp7+7u6+IYNpyGDq7Oxua+uordGqVJqmJl1dXb1KVVMhqVQoVGJRpUKuxifrC4BbtaOyiazpfW7fSmWPB/aZQ349Zv6tHYJK71ZryhdtR2trYf59Ni0Ed5HGe8gtDEBTc2t7Z9/YxPjo+Pj0zOzo6NjM9HSNuoZJpzNuZlWx6HRmeTlynhXuxSijMcrKGDQas7ycQStnlpez6Aw2k1laUsLlcFnl5Tw2RyKUWIdHLBaL0Wgctg7LlDXIrUcD4eFHkX1g01nnl5detpiYmAABWMpnPoEAjIgCDMCl81JaSehAsbvCpwGQPljCAJ4nDMDiom1xYXFhfn5x0bYwP78wP7+4uDg3O7uwsDA/N++dBLGwaFu02WxLNtuSbXFhwba0tGizLa+szM3NLy0tr62vr66vOzY319bXl1dW1x2Ow+NT+8bGzu7u5tb27v7B1s7u0cnp+aUTBuDK6YKuPW635/D4VNesAzel6sYUJjZHWDeRwiH+la/c+vv6t7b3UGSMPtw8CAAAnytYXl69cfttU2AJ3DZAkkRUDG7NuY+zfQlwWZxL55XXPXkjBkgKsBzmewzevL9yXlVI7nksTfAsBDLwPuXupg/AjVfla7WNaWlZWZnZPC6fx+XzuDwel8fn87lsjoAvEgqEAr5ALBBJRJJKcaVMKquqrKoQS2RSWZVUVl2trpBUKOUKdbVaVa1pqG9SqzRqlUYhV3Z19SgVKrW6tqamrqG+SVWtqZTKZTJlGY3e1du/smZfXFpdXF5TqWux+ipQKaIU3Z2KCBUD7lvkY19Pr2Nj0+PxnF2cQzc7g4yMjN0x5WAQ8iTbO5/OxWIx/Qww6/Bwb/9Ac0Pjwjx6xSYSDzCK7HOgLp1OX1JKUyirVdXVtFKaUqmqrq5WKBQKhUKuUFRXV8sUCplCLlfIq2QyhUJJL6fn5uQDvN+DerxyOu+kDYiwxZ0u3yfIXmChUBxJppYUlSgVKo1Ko1FpatQ1dZqaWk2tRqVRVWuqFSqNulZVra5W1SqrNdXVmvr6RqVSrVCqpVWKalWNolqjUtfK5dVyhVIuU0qlVTU19Q0NTU2NOm19Y0NjU319Q3tbR3dXj1Ao7u/rz87M8aZ+5YRYLHaFuDI3M8trA/jIw807qoRRfdlBZCOQfsaN1ov+np7R0fGsjMyEuM8ns/T5HwAZBBaTaXpqymw0jI+Ofto2c9jqdVhNxhGrxWwy5mTlNTe3jFgtRsNQYZ7fVlTesdiR4eHhoPtrPUDbAOWJfLu3v7exsWF3ODY3tx0bDseGA72Gxr5ut6+vO+ytLS0iYUVsQkqgmJG4cjrlMr+DdlBfBSKMYO0I4/ULIet+gAjm86yt1Ya+Dx2xWlCdv9hpJtjiCuSJUpg+98DAAACAw2R6H88ur1Sq2vLSUl1Ts9MFodQUkgzUgCBulgEmOSwlqOzAmJA+/57u7oPDYxiA4+Nj39u+PkIN+pW19fAP4fm5+UKBWK2pkVbJZAqluqZWU1tXrdZo6xuamprrGxoKCorqGxp0upaGpqbkpFSr1WL+BItSqTk9O7s1oYdsG6BqRyw3uAP0nwIARqwWsVCSlJr5KR6MVYR8hiDou+/+9PTp04jQiDev3z5//svzZy/eh4SFvAl59erNq1dvPrwLffv2PZUSQ6XEvnj+8vWrkChqPCUyJiI8Mi42mUqJJUVQsrML0tMy4+OTEhJSi4vLkpLSsrJLy+jsxOTs3HwajcGulNdmZBeV0jlFpQwWV1Qhqy5jsMVSZXZecW2jXlQpr5SpSumcyqpqgbhSXddYVlLy5tUrq8mIZR0U/biZuqVg/UdaWlvbAQD5eXlLS0vLS0uzszN9/QOfpnMv2ZaWFm2LC4vz84sL84sL8zabbXF+fnFhbnFh3ra4aFtYsC0uLi8tra6t2h2OpSXb6trq6tqa3WF3bDrsDvvm1vb27s7Jx7PTs7Ozy4vj09Pzq8uLq0vI7YYBgK7dHg986XQGGg9F/dzBgf7T04/AnzeGDLfvhAsAsI6MMGjlAn7Ac1J8yeG6AQAVYmkgIpF4sA5TbJ0B/F8Fmmnn9RmxWjhsQVxiGgg6iuz1d7qgtNSMkdFxg9FkMlmswyMjI6O9fQMDA4M9vf369s6+/sGurh5tQ1OVVNnS0qFWa9Waeq22uaauoaJCoVbX1WgaReJKgUCkUteJRJVVsurwCIpELC8uKuWwBRy2gMPhFxWUFhWUlpez6OWswsLi/ILioqISJoPN4QqLi0pysvLy8wrycwvzcgvycvNzsnPio2NDXr+eGB3Dlsxdx8VR/xVbN/N5AgDA2zchSfEpcTGJ2TmFr1+HJCWlJiamUSJjkpLSs7LyU5PT09OyMtOzU1Iy0lIzkxJT4uOTYmMScnMKqZFRJSW0/LzizPSczIzs1JSM/NzipMTUrPScxISUrIyc2JiE9LSMxISU+LjE9LSs9LTsxPgUCjkqL7coNSU9MTElJSUtMzOHTKLERMfFxiZGUWOjo+OjYxOo1LgPH8LJkdERJGrI+3BqdNwvr968fRf+7j3pfSjl7bvQkND3kdSEpMRkIuUwNTUtlyq47NsPiAiEjLQM8FXFABc+PeB7xFXNWAVqNZsrJLK4hGTg74+bxKXzUq3C2REISwk2qkD+DCYXIFSWT5VhDQzcR+9JmOHvw7a3d4LbD1hKCAJZYkKhCACQmJDkfdXd3SUUCJA0A/9CxrqxVRJuijAmAG5sQdDS1CzgC1Ah1Wqc7f2wGBufkFZUsZn3H3YgeA75g80pAv7/CTtTCPmHUNMuAABWs1lVXZtbUAxu+0M3YoCzBwSKBoBxIz1R/iwO30cY0oDGnfIEEG5vAJcLys3Oi6ZEuSDI54+dmYclNRCFWGqRsSmU1QCAyHCS9+3J6ce+/oFAzI2iP1AJYAnzyynCTCVYpF709/ScfjyD/VViR1d34Ox+xvj4pEwq4zDvc2SBF8vLa0SCPeREa3BTXqgWAghQnSBLzWIyabWN6Vl5gIAVcem8rKvT3oNUJFugGsECvsiXHSTHo8TVx+KoeJwuiMvmRFFiIOgaVePeyuW30ozl45qaWgBAZATZG2Z7d3dsbOIephfx8FgpCh7Sh57u7sPDY9SrpkYdkUTHx8ZqlCo+5z6bVN8JD9ZThKw+AYJFkDUKwPCHLwar2axQqNIycwGBf3NxdalSqgJRRZByFAE8oRj4/2xUMGxGkIrC6YKEfEHIu3DvkWqoHbDBAzUPfLF1tHcCALKzP3WYut0e3LoDKTy4a0RRGgM3OVxp8SkHlGBghfbi6gp7iIS2roFIIYyOjNeoNF/SNiCIhxEDpCNIZxEcuLCsZnOVVJ6Sng0ClDsyXScE/ePnxwwWt7SMTqOzSmkMFptLZ7Jz84vLaIzc3IL8wtLc/CJaObMgvygvvzg/vzCvoDgrKzcjIzctLTslNTMlNSspOSM5LTMpOS0+PikxKe1daHhcQkpMTEJcXFJMXFJ0XDKFGkOJjqdGJ0ZGxUaQo8Mjoz9ERIaRo8LJ0WER1DByTGh4dBgp5n1oZDglJiyCWlBY9OjJ856+/hadXqdra2hoaWpqa2xqra9v0Wp19XXaem29tk6rrdXW12m1ddp6bX2Dtr5eW19/427Q1nvf1mu1jdqGem19vba+ob6xob6x0XtpGxrrG5sbm8tKy1pbW0mkSDqdQafRy0rKaGXljHIGh8VjMdksJofH5XM4fLFYKpFIeXwhXyDi8UQCgUggEHPYPC5XwOOKeDwhh83lsjl8Lp/PFwkFIh5PIBJK2Cw2i8nicQXSSplEXCGTKVgsjlymqJLKORx+RYVUWa0R8IXSSrlIWFFZIdNoauUKFZvNk0mVMll1haSKzxOJRBUCgYjPEwr4IrFIIuSLhHyhWFTJ5fLFIj6XWAU/NjYulUh5nGD713+hsvXiYRZhouQBdzgGW0GixKCyoio7t9Dt8UBuj9sDB6o+YQCunE7f3AEQQGxwRTRozee3bAgbGNX9j5Lk49NTVbXmyS+vcTvmYYzpGFzUb4XBMAgD0NLSgsojqgTgm0a/2+PxwMAJQeeXV8enHw8OT3b3Dvb2D+0O+5JtcWnJtrS0ZLPZlmyLS5/u3msB4f502RYRjsUFr8O2MG9bXFxcmLMtzNsWPm26MTs7szA/tzg/NzU1PTExOT0zMzY+MTo6Nj4xWlpMqNU7MT4h5An43G/YKPIC+cu9QP5vyB1QEaP852dno6Pjv/vz3ySVMh5fXFbOlilUFVWyKrlcqaqp0TaoamrrG5va2jp1On1dnTaQVvV4PJD7nos8YAzjBpIuLHM7XS6hQBgZGetGtCVRyvCuxARJ1zuftNj/PIQvl7EHqVlxo0VWJQAAbZ0WsWzVbDGZhi1m36N3p1qT0VhXpy0qLCnMu+esQeJ4MKMoUAkGX06J9F+yrXR39+maddraWm1tfUdbh0ZZXatW16prtDW11XJFtUyuUarUCoVGqUKejY6N6n5ANY5RjQFU/CgWd7ogDpsXGxUDQdeokDAmkntQiFJuuuYWAADV/0D1QMl9CYL8ry+Job5Wy+NwZdIqsVAoForEInGFWFIhFvO5PKVCKZfJ5XKlTK7gC8V5uXmyyqr7kH4XPORaZJSPzxO3lYwbD0ql/MpALhkDGH5CEY/KhQuC0lLSKBFklwvC1SrI2FAGUpC0AMIHmW6VVAYAIIWHwxgT9EtAXI18iSR/g7i/GLg9MHJyBJJxA3GS238gGQRw37VT5QGB1QBwAO5E8boLgmKioqMjo04/nrmu3ZDb4727PW5wF/bCBfZzmVwBAEhOTILxZAZJng+BbEUY4/AC29UR5Ns7vfoG8WDbdREpJuI1zW9SiPDNoAeuvYdSAuhBNA8cHkF9+ypEKlWxWXweT8Bi8zhsvkhclZaclhSfEhsdGxMVHRcdG02NoUZGRZLI1MgoUngEOYwU9iEs9H1o2LsPTAaLxWQxGEwmk8VkspgMJpPJ4nJ5PC5fwBeyWRwBX8xh87kcbmJiilAoTEtOwc1FoNzhZ/n3xbBfBw8wpwgANN/gDpkBPHeQmH8TYOcjYO+oTPk+mZiY4rC5QoEo5F0Yl8Plcflv3rzj84Q8Lk8sqhCLxXy+oEJSKRQKxSKRWCTh8/iVFdIKSaVILJZIKqTSKrFYIpPJNZpamVyp0dSJK6rSUjOSU9LzcgvSM7IklVVsFpvHE6jUNRyukMXiHh2ffD0z8gvV10NF9evgwdoGQayIO0UVRLd8bcCYC/g7UIPKMN6HAIDcrOz83MKCgpLU5DQYMeECmRAAOD4Ak6jPM9AIjBfY3tgvKQGCIe8X87cpEvcXA9ScMyRgvGzjqg4UfnMxQDkAhmbc7KCmEn5WKR7Ye4EHqq3dmFm6AFNoSDeKMCJA0on9JFBz/CsJz6+GB96ZIlCNheu4h5x8VSCZGHe0i2CWvU0Fnxv4T0PypQXumN/gZKDut0aF6w7UR4wkgGC0XxLm18dDNpEDXbiMhZ3AjGSaoL/jKwLX9sDyHO5c6+OTU31re2trh17X2tKsb2lu6Wjv7Oro7uroHhoy9fT0tbW29/b0DfQPGI2micmpkdExy/Do6OjYzMzc3PzC3Pzi/ILNtry8sr6+sb3t2NxaW3Os29dPTk93dva2d/Z29452dw93dg/29o9PbuZs4pbRrZoHqzdwH3G/Av7BUBEGT+KbxcNoA8gNAwRDoN4G4i0sMwWysn4dIEURK7eoqhedKdhDpsS8fhNCDg9PT05Ojk9KiktIik9ITkxMS05OjI1PiktMjk9IjItPSUxKSUhKSUxOSUpOTkhKiIlPTEhKiE2Ii4lLiEuMj0uIj02Mi02IiY6Pj030dsJSSFFkUlR4GCXsPTmSHBMTlfDy1TtSZHRXR6dfXX4b+9+1jsdla4ApClQwGCOH//xigHR7L7e/JKA4GzvlBsl2sH+AXxnBhTa4GF85oSePn70PCSsuLhMJJSKBSCKuFIkkQr6Qw+YKBEIel8/l8oRCkUgsEQiEIpFIIqng8fgCgVAiqZRIKkQicUWFVCyW8PkCkUgi4Iv4PJ5ELFZVK5XyaoVcqVbVKuUqpVKl1TYwGKyGRv2zJ89BUAYFAUoSty7HFkWQggryYaBEg/h/CR4kzodpIgN/zkA9Yvc5BP5u4G9vgK9TXrcCSxuM98rng7T4Tz6eUUikCpkSYL7CVpz3yx0yto72joH+ob9+/9fgIbHVOdaN/ASX5lupwkZORPYeCt+QGMAIs95HHLI0bzUwgP/Pc/8WcoDSSNiJcSgJBwhJOD45pZBIFXIlbnbAHf8WtrZGRWUyGWHY88PffgQY2u4UP4zVzzCMCkBQGO6X028ED7NPkU8J4G4+t7m13d3dx2LyJWKZRKKUK2rLShkKeU11dZ20Ul5T06CQa1SqOpGgsr2jr7lJr9e363Rtg/39BsOQ0TA0PGzt6e4xGo1jY6PTk5OTE+NTk5NnF+dfSDluXpBs4YE/czlKy7lv/H0Ll49OTikkklhahcw+yt4jSEMgwpABTCaj2+3503ffoT5EpYuNMxCn4mqPQB9ipZQ4vIFr1DVDxqEho8FoMg4ODba06PX61va2dn2LvqG+obW1ra5Wq1QodDqdQi6vklYp5HJZVVV1dXVlZaWqulokEEilUolYUlFRyeUJ6AyGQiE/Ojq6CyF+eMidKdwIBvI6XBDEZLC12satnZ2jk4+XTtfxycej45P9g8P9g8Ot7e3Nzc2Nza3Nza1PZ6Ls7NoddseGw+5/DATqSIj52Zn21tZ7Ux4kR1it5bPrfGFQIb3Xzu4ulUyuUqg+vcVUBw9Cni9Ok8nodru9YoCbClZ9AYwbGRLg9S8RoR9Xom4Fm8kiEOoOuLi6FAoEqD4D4ngYMfA9Ik0jt9v97v37JdsyfNOVjhxXAr7q1luh3myCi4wnEE5PT3u6uu5NOSoXSLfHfyk9SjPAAH33aYPNrW0qmSyVylAl46sgvpxIZGmbLSYIgr77rz8CzIAX6sIOYONKBa4UYZUYMhhqdBxLJNIfBfZD73HtTYXL4TTWE1reicKDHfPx6X/fDJoCAGRVsvm5OVT7AclbKFZDXUFwfnHe1dFxb8qRWSgtKWUy2CVFpUwGh0nn0GjMkmJ6WRmbyWAXF9LKaVw6nVdO4zAZXCaTy+eLuRyBUFTJ5YoEAjFfIJFUyHk8aUWFjMPiUiPJVVVygJevB2nqIFnTYjG73e4//fE777756/b1dYfdu3v+un3du4e+Y8O3P75jY8OxseHY3NzY2NzY2NzY3Nzc3NryauPNra2t7a3tne2tna3tG2xtb29tb2/v7Ozs7mzvbG9vb2/v7Ozt7x0cHh4cHR8eHR8eHV86r84uL73XpdMJXbud127n9bXb7XEj7EncP8u7bQeue6P2Xns1PLw28NXlpSWlZxcXfhUqYmwVl/UJisGV0/nLs9exMfGx0XEZaRmJcYmJ8Umx0bE5WdlZWbnlbG5qajaDIywpZ1UpqototHIWi8XD3+RDKJaYzBaL1TowONTZ3Wc0Dbd19HR09/UOGPoGjPrWLn1rV2d3f0tLR31Di17f2dHV29LS1tDQrFbVNjS0qKprtdrmutr6+vrGKDJFpdYA8PlQDxhTZX4JkOVsNptcEPTnP/25tLikrJSWn1dQmFdYVFBcWFBcUlRWXFRaWlyamZmTnZWXkpIRH5+clp6VnplDpcTGxydHRcVHkmMiwqghbz9ERsa8efMu5G3o27fv3r8Liwgjv33z/s3rkPfvQiPCya9fh4S8C337JuTN65CwD+Hv3oW+ffP+w4eID6ER4eGREREUEjk6NCzywwcyiRITSop8FxpBokRHxSWFhpEiKNTwyOjwyKjIqJhQEuV9OJlEiX4XEfkuLCyMFJ2SmPQQRYKDrPTMe3z1kG0DlBYuLSm5dF4GqvixVYVPhLwCEyTpg4PDksLittbWlubmjtZWvU7X2d7epte3t7a26fWtLfqmhoamhoZatUZbU9uora9RqyUicY0aZ4ev0tIyH5fC/kYRbq8RKgu+wN7tuior5QAv8ENpA1+EZovJ5YIoJFIgCwf4mzRBbBtkAKyFcws9mCYTNkJsdQkA4N9sh/OwgAGIjY6+x4cPYBQhLX7kryorLfVu7I61ggDmEWCCBcHR0UlXR+ddCW5uasLxbGi8dH46BoKIsgIB/L1iIJF86ilCakXwEGKAGqWx3IgB8KcKCVyacV8BfwcqhuBAfY47foyNhC/4WkZRbEzMPb56sHEDJE97/Vks5pXTFYilkJUuuKNRdHhw1N/Td1eC9bo2qxV9oPTE2Nj29o7Xjc1CkAtV5UMQRCGRxJJKgFdHfrEU+MUGvEaRC6KQIlCpoFJEVlVIIHMHMOTdKh53pRbrL5JU3CvW25EYn3iPr75UGwTqWoEB4HA4V04nNgzqt7kx7Wb3zb53gbC/f9jV0X1XgqFrya/voAAAEYJJREFU948//B3laRwyHB+f+HLkgT+NCXxmIH8Vh2QsP20AQRQSSVQhRWYNVTvcGz5KwE1UZpMRqQ2wlQvyw0AR4vrAmDsyDOz/iH1FUHt8PTGIi429x1dfKgZuZDeov4NOK3e6XDBGbwB/ScCtd4Pzzfb2bmfbnY0iAEBsfPLpR7/d7kuLSt03R7Bga3qkGyAefazmC+MVA4GoAgYAunZ/PDtzY/L1JfiUkAf27pFqNpudLohKigQYdQow1AL/vKAyi3wEgQm+lctxBQkLL7VfzyiKj4m7x1cP30T2lSCdTr9yupAhPf6DskGu4GKwurLa2X6fcYPG+sbZmRnfo8sFseh0ZI6wtGErVx/bIbPmFQOhWOKBQW2dllZKQ7Hgl8AXz+rKalpqOnTtHhoc9DWRQYDyR3E5NkKU/4MQGTwJH4QiyZelFhCJ8Qm3B8Lg4cUA3NwrJBJvReu5GYh1f1qN5XHDnx6xHAbf2CFBMDs9ez8xaG5s7On+dM6Kx+MpzM/b2dn1vQ3UeQXw/iUqzCcxEInX1tf/8ejRk6dPj09OvXt3Ik/ouDdgAFzX1//1x++iIylpyamDAwMuF0Qlk3F53TdS6b517vVthPm00BdRj4FILPmSz4NQk5RA6OQEFB6giRzIKBIJhN7tnT+dmOSBT05PuVy+pLKKw+FfOq8AnhJAKo1AmJ9b6Oy4jxiwGGyH49NR1fTSss6ODmQ6uI1+3CoWNRjiM4r4PIHVaqFERf3pv/88NDDgOwHxVv12K2AAZqZnQkPDXrz4hRweLq2sXJibf/Xy5YjVMmyxfN4B7sbBZrLsDjtyYN4XD5G0AKIyQsWADQkQwYjEDAAQCsUECAkIehmtskomEgt1Tc2oVylJqfeI8EvFACsJPk8elwdB10jbOisjc2Vlmc8Xjo+NVYilqK98Fc+tBbowt9jeijOKHPwrj8cTEUH2BtPW1RsG0MdvIev+W802JH/7xIDJ5AAATs7OJsbHsSFra+8wwNnR1gZBECp3MADVSjUMwMDAAG6Hqa/oYqlRLghCttxwSxXGc9/K8UTC48JHg0h0/yZyZ3t7QW6hUl2jUCj5PHQbIysz+x5xPthWvtifwefyoetPRpG3LtTUaNfW10pLaEtLy0KhBAQwxG/VBuOjY236tiAk4aKqQuad4DRitVTLldgAuL1euC0BbBgIuqaSyeV0JgB+X/kubV3tP/7xqIJYLdiu1z/6x89pSX7bEHnj8do5XjHwNpEBXvmPjU2srq6cnJ4eHBwg+dVXsLB/tNgyvGtNjws4wKPwC4bPBFy+YcjY2d2rb2lVyqtRb1OSM+5EkhcP0DbAHXXywEChqPZ4PMg/pNe3AwCqZHIAgEqlCSQ/uDvxI2G1DOub9XclWCgQehNKTcHZ5Qpg9BIu03swp0LdiAFEIZGYDDYMgBtx2KH3mpyefv78OYUa/fzZs67bJgWOj4786bs/PXr0+Pvvv9f6KxCvGAAA+vr6kWIA/CsjDwyMlmGT2SQQSgSiCm8TxVfOqAhx3YF8goN4eJGIUHWAC7FANDU1ZTFbhgYG6rUNwL/pkhD/67YNkCwCMAzkgQGHw4Wu3cg6tUXXBgCQyeQAAC5PAACa4ZDsFQSTYxP6ppY7Ucukl8/MTAMA6uvqx0fxj2j3BB3RC9Sx63V4tUFhYSkMwPnllbfljQxzevoxOytnCGOJ4QKCoMK8QoVcjX11eHgE/I0iLGAA9G1dJ6enNdXqoYHB+1XkXxXSCum9vxVweNMzs0MGg2FwsLq6GvgP0hcWlNwjzgedTOFv4kulcujag+AtWCAQ6Ns6E5NSu3v6vH0FWFVARP+aDaberh7ipPK4XKvZ5I2WTmMECoZaRY1id1wt4RMYCIKoJHJZGR0GICMjq7CwGPiLEwCg7i5tA5VC48HsOlqvrYsIDdvf2xsaHHT6awMU4qJikGfMfGsQf0FPkUQkklTJNTV1lRWV5TQa8O9+KCktv0ecX9o2CGJC1NbW+1kUHphWUubY3OTxBe3tHc3NOhgTAxFVAAAY6OvvaCc60bq8tMww8OlM9p6urlpNsCM0Yf870mbDVRE+mt3uawqJJBCIdS36kPfvX716ra1vvHJCAJGd+np0t0YQNGpbUHw8Pj72n//1Rz5P8PzZs4qKirnZubdv3pgDoL2tY2t7k3hyvzK+5OQO2+JCZkbmwMCQ1WxRyP0WfwMAiot+XW2ACyTrtLd1An+WOjs/S05Oi6REh4VHekdD76evjUMGgm2D9rY2pUzue0yIi9/c3CaSBdQjSlMh9YDXB7q+ppJIRYVlAIDMzIwffvwJYHJXh3c0SUdr+9DgoMlgQPk3N7Rhq/OC/KK3r96Wl9GMRiMEQVGRFPD7xK0nfgfH2OgYiRoVExOzZLOh/ldRYek9InxgMQAIztDWN6IqVACAC7o+PDzyrTW7NSpcdHd2tLcG7ClCornRb1ZpfjEtUMgg8OAZSygiIQiKJJGKi2kAgMODY8MgThtAparDejY2NFcrVB0d7Sj/+ppm3HUKDfXNwNdEjgxoFH3jEHydidYAAAbjPqfHfi0xgAFoaWkDCI6BMcFw3UGi9Tl6urvbW9F8g8XO7q6AK/A9QhD0/d/+RiApnKSRqaM6c5FiUFbGBACcnH6cmpjExtPUhF4/vbGxUVUh6+nqnZ+bQ72q1zbAeBWF1WoGAPT29jkDN5G/fXy9OUV0+n1WOX9FMejo7MbldazlfVe0t7X2dN0+tU4kFB0cHPgePR7Po8dP75EcSnEhlZsP0PU1hURi0DkggBjAAOh0bboWvV7fZraYzWazyWQ0m81Wq8ViNZtMRrPJaDQYTCZDjUbN5bDlsuogYtDT2xe8ifyNg88Ldrjll4DJvM/psQ8vBp+auTDc2ubXikVxD7ZaJY6Otraeru5bg5UUFMGwn3lNjr7PLFwQWFx9/m73NYVMLiwoBQB8PDvDFYPjk1OsCAWK+fziEtffKwbdnV1OF0Qlk4kQ/w2Cx/1aYlApkd3jq4dvIvvu3b39gQIAAp1CQV61t7Z2d96iDWAAamtrUZ6FJXduG8D+6itQGLfbHUkm5+cWAwA+np9PT+EYRbiArt2nH8/OCW+75BWDjvaOIOMG3z74QcUANYvkbjFjplcQwcOLga9B2RVggZhfb+O9+rY729uJbNBSp61H+RSXMXZ3d73bNOwf7O/t7x8eHR0eHR0dHx+fnJ6cnp5fXpxdnHuv88vL88vLS6fz7PLyygm5rt3Qtdt1fQ1du7E9vG63O5JMKiwsAQCc3UUMGHRmR1d3PeEhhc/aAIKiyL/XniIuO9gGLceHR+D2DhR83K/x/dWMIgC6u3sBAN4z8LCAAbhyuu4nBm2t+oG+2xdhqjXonhmNSvPz02fvw8mPX/xCjY1/9urVk5evXrx5+/jZi5B3H16/DUlITPnr3356/SYkPIJMiYn//ucnPzx69uT1u789fh4SRnr07Pnffvr56ctXr96F/vTo+d9+fPyn73/6y98eff/Do7/8+ENCXHxuTj4A4ONH/CYyFosLc+HhEZWSis7221v8XnzSBm0dLhf0//3hD5lZOYkpqaTIyPjEpOSUtJy8wrSMrOS09MzMnMSUtJyikqS0zLT0nIysbEp0TFZubnZOPofHzy8qLC6jldJpoopKWjmTwWTT6Swmg1VaUsJksAV8QUlRcVlJcXFhYVlpGZvFLi0qKi0sZJaX00pKy4qKmeXl9DIam8lkM5gcFpPDYtHLaHwul8/l8TgcDosp5PP5XK5IIKisqORzeWKhWCISVyvUYpGwRqPWKNV02n0GuYig+v9v79qemrjC+D/VikK4itCqxWn70E7f6tipYztWqSFchI6d2trL9FXbKhQCMdnd7G4uu+xuroBAEn3x0kpqFSuixAT2mmSzJHv6sIAYQgiBBJjhN+dhk3Oy++V855fvfOf7zokpO8uoEJTQRfbnsgZrl+SLwIN7906d/KztQltPd7dB39bZ2dnZ3tF5sctgMOj1BkN7x/lzrXq9oetiT9YH1/NGXsfItPQbNbMMVUlntKI5yumMqqQzKWVRWcwoixlZWUwp6XRGDQUmuzq6erovAQAEUQyFgoTTvsAu8Dyv2RmO5zieZ1mW43mW4zie53ie5XiGZiYCgXB4iuW4pcKyr685juN5nudFSYzFohzPBwOTAACaolMp5ZOPPqZIkiRIwulkaIpw2IcJwm7DCYfDabcTDqcNw3Cr1YZiuBXFEARDECsEoRCMwjBisVgh2ArBKIygEAzfNCNmyDxkQswQYoYgkwmFYasFxlEMhWAUseIo5nQSCIIRDofd5sAQ1GpFcczmJCkcd1hRm8kEW1G7cfCmcdAMI9jQkGXQaDJbEKNxCMVsf/b3oyje29uLomh/38CvP/9SlOZzaC0LJpOliFuVxBoAAFQAfrv2eyQSKW72nx80Rd0qLDlnW5C1YLq2FgBwJxQ06Ns7DV0AADEuTT38+1F4ShBFntc4sFQ0GmiU0MoCyy6wLMtxSxdvcmCFBoIo3r97l+P5vx7cBwDQFLOnF0yvFnp44ybGiArA48f/3vjjxuY+BgAoBQ1WMnNSinLy01MzMzOra7M8zuKYQJFkYHJyi3IWiLUh5Jy4Ewrq9W2t51rLI5XTSexpGpRipSg89fDyd98rymL+ZjmVuP00AKsGupxS2ts7Xs7N5ZRjK9YgMBEoWrxNocAtxbcDkxe7us+XiwYQBMvLB7SUAUX/YK2HK5d/eDbzLDz18FE4PD395J+pqSfTT/6befb8xezzFy+isfno/ELkVXSe5eYXFgRJkhIJVc2kFGUlTWu1PFJcGr81/uOVn8BmQrGrb1LCZAptAMmKQpMURVIIglK0i3Z5GbcXsdpw3IHidrvN6XG7fR63x+3yezyB8VvjY6OBifFQYHJsdOROKKhtKbwdDCyXYCgYhM2Qlm9cBqhvWrCcDcCyNdB/XcxZUUUAt9nLQ4Otm+6cGPX7J8bHPW7X2Ij/djDodjEkQVAM4yTIoZsQhjsHBi1Xr11HUNvgoGnQONR7vc+B2439RuOAEUcx48CA1YpiKI5hNrPZ0tfXPxUOb0WeEtIgT6+tHP6z+7Gh+rXaUDB4+vQXZ86cFUSRFwQpHud4XhBFQRSlRILnBTEu8bwgiKJ2nZRlQZKSsiyIohSPC3EpKcsJORlPJhKyvFySSVlJyHI8KWsXSVmRFUVWFAiCXQzTenavhs9KikKik1ko1YJpIdgLLFh3b3QW1aefPv389Jfnvjo/7HQOE4SLoQmHgyJJiiTdDDNMEC6aHiZImiQpkmRo2udxMxTl83oYinLRNENTPq/H53F7XC6v2+3zeX1ej8/r8fv8Xo/H5/WO+v0+r2/E5xsbGRkbGekfMF64YPj2mw02HG47dpXKCl992ZAYJVwwzfPUtc12LfKnUajg9b8k9Q6Y3m15X1dTW1PXcOBg5eHGI4eqdAcrqyp1uqrq2gOHqioqddW19fWNTVXVdRWVurcqKt+uqDxUVVNT16CrrdfV1NfUN1QfPlLd0FhRXd987L26xqbG5neOHj/RfPRYQ1NTfeORY8dbWlpOfPjBh43Nzd09l6LRaEm/dVYyOVijsnQms5WIb9HIMztd/TLnIMw56ko4KdqWZjuOte5Uzv5VAUirQFlcigYuxx/UlRBEOp1JKUomk1GUxZSiSIlEUk5JiURCTgqiKEiSGI+zLBebZ6OxWGx+IRqLRWOxSCTyKhqdm5uLRF5FIpGXc3NamZ2dTe3E+AO7Xmtqrq1gq2vVXDotCQ0KaaNuZvq0g9hQztV9uie8nUKw2hrkb1MGMfI3yOmI5p8FlXWlaL1aDQXut9xxqHlP0ctSQylosFNdtN4cowgHdLtkyNlg7e89WHMOzYb3KS0N1iMi2Igtuwfq+l6yBq3HNzxbabMPLeTNAnW8FTHyS1J+g5Bz0K/3ErzJk6zuKp812KdB0Q8t5M19GuxeGuxjH3sO/wMFZPD+aXS/6wAAAABJRU5ErkJgggA=)
kapazitives Messsystem
Messschiene aus Aluminium (30 x 7,9 mm)
Ablesung 0,01 mm oder 0,0005“
Genauigkeit nach DIN 862
Digital scale unit, horizontal
capacitive measuring system
meas. rod made of aluminium 30 x 7,9 mm)
reading 0,01 mm or 0,005“
accuracy DIN 862
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