Shunt 700A 60mV Classe 0,5 RU-DA SHUNT/ITALIA
Disegno Shunt 700A 60mV corpi tipo DIN 43703 codice prodotto 1_01_0110
ex codice prodotto derivatore/shunt/700A/60mV ( Eseguito sui corpi dello shunt 400A60mV - 600A60mV DIN 43703 )
Current shunt resistor 700A 60mV Class 0,5 Product Code 1_01_0110
Nebenwiderstände 700A 60mV Präzisionsklasse 0,5 Produktcode 1_01_0110
Progettiamo e produciamo ogni tipo di shunts con l'ausilio di sistemi CAD/CAM 2D e 3D
utilizzando macchine a controllo numerico.
Vi invitiamo a visionare il nostro sito ufficiale
http://www.ru-da.com
Derivatore di corrente/Shunt700 A60mV classe di precisione 0,5
![Current Shunt 700A 60mV RU-DA ITALY Current Shunt 700A 60mV RU-DA ITALY](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAlkAAANJCAYAAAA/WSloAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAFbySURBVHhe7d0P8C1ZQR/4/g0gf0fQiPwX3/BnHgbx8a+IbMWoJLoQFYxZQ+1ahVulSWUrGySllH93QsoyRrJZSGXXMuhWkRCXNWpAskKJQYiJCYU4Q8TwEGcGE2ECRjSMyN+Z395z3z3zzjtzum/3vX1ud9/7+XR1/fp2nz6nu2//+b7u/v3e2YWLl84bAABGdd3mJwAAIxKyAAAqELIAACoQsgAAKrjmxffbL9+8GQIAYKgLF5++GSqErHQiAAD95DnK40IAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKzi5cvHS+GW5uv3xzc+Hi0zefgEO77X03b4ZgWjc8xbUAhspzlDtZAAAVCFkAABUIWQAAFQhZAAAVnMSL72G9YAnO7zkaSX1g1f3MqnvPqvv4qvvi8y9uHnP2mObLN90TV90DVx3jOTvbDEBFx5Y58hx1lCErD1XHGBw5Tn678Frfe/69zY+d/Vhz/1X3mPPHNI88e2TziFX3mFX3yFX32FUXhh++6v7Uqgvj7rPq2J/fLqS20g2QpV+vjzZkpV+WUMVSCVlXvGXVPX/VPWTVfd6q+4JV94RV94BV9+hVF8PVo1ZdCF0hhH3pqgs//9uqC/M8eNWxOyGLKSz9Wn5UIUuw4tgIWU3z3avuVavuQavu4f/24c2j/tOjmoff9+HNxy58rPniDz6iedjDHtp8wR98YXPDEy80z3rms9Zh6ktWXSgfAtYfrroPr7qHrbo/verYjZDF1OI1fmm5JF3exb74Hlck9sDy/eT5Tzb/aNWFwHS+6p716Wc1b3/R25uvuv6rmn918V81P/DM72/+9B9+WfN3X/gjzed99P7N9asu3NUK5T+x6kLI+q+r7mOroPUrq+7mVQcsU7y+h+t9elNlSRYXsuLGFqzguHxq1X3n2XeuH/UFD111j7770c3nVt3Lvu5lzXf8f9/RPPBTD2rO7rpP89m7P9tc97nr1u9ghUeKnzz/5Dpg/cGqCyHro81H1sOvXHVhfmC5lhy2FhWyYrgSsOD4fPuqC3emwh2s8O7Vc1fdrdfd2rzuba9r/vbP/+3mOZ99TvMvf+9NzaVHf0Xztne8rfnqZ/+59aPCT59/uvn42cfXoepjq+6joTv/aPP757/ffOr8U80rVh2wfPHav6SgtZh3sua8bDCWbe9kvXnVveHuNzR3f/ru5rzw9x5CQHnE3Y9onvGpZzTP+8zzmoc9/GHN2f2u/C5+eNfpzs/c2dz1ubvWnz939rnm+//r9zcXHnmhud/97tfcvur+7t1/t2k+0zR33333usyDzh/U/J0//jvNwx7xsPXnkt9fdT+w6ppPXZ0vdf/z+zfP/PQzmxd88gXNI//UI5tVfioKvxX4eXd/XnP/z96/OTs/WwetB58/uHnef3te88RHPrF5/Kr74lUX3r/6olUXpp+tuvAOVliGEK4+tOruWHXh54fOP9R85OwjzX9adR9cdQzjnSzmbK6ZIF+u2YessEyBgMUp2Baynrbq/sOq63LnqguB6W+vuuvfeX3z9x7195rbv+T25rpV95xVl3rKv/+y5lcv/Ovmix7xRetp71x1qf971d35mjubv/kdf7M5a/nDSd+y6n5u1bUJj+vC8vwfq+5XP/Krzc/c+jPNjX/mxua6667eSP/Pqy78RuF3rrpUCFDPfv2zm5c+76XNUx7+lPVvEoY/1xAeJd5v1cV3sP5L85FVtPrwOlyFl97vOL+j+S9nq7HnH2luO7ut+eSqYxghi7mba2ZJl2kRjwsFLLgivq/UJTxyC2Hs51fdc5/z3OYHfvkHmrv/5O7iu0n3veu+4fbXWrgzlLtr1X3mTz6z+ufYZkRB+LMJXe676p606v6vVffuR7y7ec6l5zS/9ou/dk+7wf+66vKAFYQ/3dB8U9N8/B13rsPVF66668+vX7cZwmQIYVfew/r99ePBcBcrjAvB6w/O/6D5o7M/Wr/rBRyfkA3ijZi5mm3IChtujikV5iY8Irx71ZX8tVX3lq9/S/Of3/+f14/Wcnd97nPFx46pUP9YQkj83Qf9bvOy+7ys+cgdH9mMbZo/WnVtfuRBP9J84Hc/0Dzkroes72A9+OzBzadX3R+vuvAO1pUX3T+6vnMV7taFx4Th8eEfnv3hOogBx2vuQWvWd7IELNguvDD+jb/1jc23rrqfXXW5L374Fzef+PgnNp8O472r7imffsr6UWIu3J263/Pv17zzLVceTYZl/vFV1yas11u//peaO3/rzvVvEv6T//e1zdve+rbmN972G82v3/LrzX/4d/+heeg7Hto85J8+ZN3ux84+tr6DFQJWCJbhLhpwvOYctGYZstzBgv7CC+PPvPzM5sa7blzf0cl96u5PNfe/f/mR3vruVsejwF2FO01/9qf+bPNzn/m59V9qz/3NVffOP1mFrM81zf+26p6y6qJw5+yzqy71jKc+o3nvv/mt9bQvfdwNzQMe8IDm8x/80ObrP//rmz9991ObD7z/A833/Y/f13zgQx9YPz4Md8bCo84/WXX/dNUBTGF2IWvOt/1gjsKfKHjRt7yoefl9Xt78L6suFR4jPvDWBzaPv/Hx64CSu+4+1zXnd29/HHjPo8bwVDIUD335CeU9Pnu/z66Dzledf9VmzFV/ZtW97/r3rX/b8YWrLvW7qy68T5b6h6vunz34dc0HPvWB5r7X3af5kkd9SfOM1T/E3vwbb27+4jNe0PyVZ/6VkDabR9z2iPV/IB3ePwvLHP7ie/6yP3B84t2suWWIWd7JchcL+nvcqnvGqgsvvOfC//P3xvM3Ng/4gvLfTbjrrrtaf2swuvv+dzdf0TytufS5S81X3LXqw8/N8Mt+72VXXowvWQWxEOwedfaoe92ZCv+Z82ce+Jnm5Wcvb/7Oqkv9xKp7zWdes/l0xYVV955vek/zG//25uZ9d7+ved37Xtd8383f13z46R9uXvjvX9h8xyO/o3nSrz6p+eCDP7i+ixbezQpB65ZVB5yGOWaHWYUsjwlhB4UbUbee39qcffasectb39I87qmPW9/RKlkHrE3GKr0YH7zr4e9q3tH86+aW+97SvOd+1/Y/f7+fbz7x0fb3vUKdnzj/xPqRZuozq+4LPvcFzbse+K71n2JI/cPP/MPmHXe/Y/Ppqu/+gu9u3nrLW5uH3PchzZOe9qTmcY9+XHPpAZeaL3z0FzZPe8jTmq95xNc0z3vU89a/Tfi488et/5udpfrv3vjNmyFgiHhHay5m/eI7sF148f3Vqy71hLMnNB+930ebb73+W5vb3//B9W/1lf6Ewyfv/8nmY3d8bD0cfiMvF8LQA1ddeLepJISott8+DHeTQrh6+9nb18Op3151f3z9J9b/7U3uE5/3ieazD/jsveoN73G95Svf3Lz/Ee9v/uPj/2Pzvie/r/mJx/xE85s3/mbzpoe+qfmpJ/9U808e9U+af3b+z5r3nr13MxfAdGYTstzFgt088OyBzWve85p7PZILf1fqm//MNzf/z5t/unna557W/OKqy337c1YR7br/ufm6T3xd8/2rLhf+k+VHPvSR6z/mGf5kQtqF0HafB96nefD1D96UvircOfuVr/yV5iuu+4rm76263L9Ydb/19Pc2X7Pq2uR31sLf23r8cx/f/Oa//s3m1lV32/lt6z9yGl72Dy/O//KqC8HsW8++dTNH2e+8/2XNX/vw5sOHX3XN8H/3/g81Z8ldpHx427ypsze+rHn127559fNV6/leHf+aRKHsFe9ct3H269f+Qdj1uFV/z/zXuLK8oY/e/OtXPod2o7AscfybV5/j8O9cmQxU4k4WLFx4ufxH3/2jzdetulwIOK/6i69q7njPHc0bVl0u/Gbfv/mKX21+6cG/1PxPqy73a7//a80P3fBDzWtX3f+edeFdqjc95E3N/f/UvX9z8dmr7tYvv7V5z33f0/z3qy738x/5+eZrH/u1m0/9hXYfcOcDmp/85E82bz176yok/E7zX1bdL626rsCWeuKN393848tX/kL9qy+/45rh1974mOZV16+C2HrMh5rnXv+l9ww313/b1nmv9cHmL37tv2jOX/hdm8/dzt74+lXZVflnPaf5tc24YD1u1X/XKrDlzt749++ZHoQw99s3Xvl8/sKvbM7eFv8S/web5z/ryvgXrMJVHH7SKnzBsZnTI8NZhCx3sWA/4XHen1t1pT/h8ENP+qHmH739HzU/+ZnXrP9rm1z+vlT0bavup37rp5qH3vDQdaC6KevCuC+77ss2pe+t7R2v8JL+C/7wBc2PrLrU+jch/+iBzVfe9ZXNn111F1dduGOV+spV98vf8MvNrTffun6MmT+G7OcxzXPvfN166LtW6/hX4/CdX9o8cfXzpc/+tuaV4Q7Vh/9589qvffE9w696dvibX93z5krjyt65qvrFm+Gmee7mZ+re466dJ3jl5Q82L73n9x+e0zR3/pvNcBv/pyPU5E4WLEgpVITHaA96yIPW/1fhcwuX4vBf1vz0t/90c+H9N6wfp4W/Ar/N16+6v/A7f6F5/lc9fzOmXdtL9bnfbN7bPOruRze/8MFfaN5+8e3r/yIn9c9X3Svf+srm3539u+ZXV93lVZf/5mHw7V/y7c3lD17efNrNDz4m/GfbH2r+6sVvab7nYrhb9aGrgeX6b2n+8btetb479cRVUAl3q8JwDC+d8+7ssU3z8d/bDF8VHjeWHxNuFOa59hHg4zc/4bTM5W6WkAULcuH8QvPkrHv3qvuGF3zDevr/uerCH/9Mp4fuy7/wy5vHPvGxzd9adT+66r5p1YX3mP7CqvsfNt03rLqnnj+1+Ut3/aXmZ//4Z5uXPPElvc4Qf2XVldqMXfh/FEN7t37md5o77vpw89gvfez6fbG0TOheff7q5m+84G9c02b4m1c3rrq03OtX3fO/cXv46/L8Z31v88Nv+/vN9zz6yuPDl6yGf/FZV/+e1l9t3rG+UxW8qnld8113/rn1cNA574dfda93qoIn3vji5rvedeXR3dm77v2bk+kdsvC+VOrJ63D3zquPEO9p4znrea6Eqneuw9hPfO23NU/aPCIMAe0Xez6qBOo4u3Dx0j2/wjPVYzuPC+GK297nj/EyDzc8xTmZZZsiW+RtTn4nS8ACAI6Rx4UAwNEJN3DCjZwpCVnA3p7wC994Tw/AFUIWsLfv/fzNz6950zhB686fbV5+x2Y4Wo174W8nv023+nyP1XAa8l64+fmEX3jp+udaViYI5W7fDEdve3cWFgvzhRfNn/Due7/gDpASsoCdrYPHHf+gaZ75pubWb3pT853XN+ufYfztv/3Sq8FkVSYMr4PTKrS8/N1XPjfN7zVPeHsIS1dCy8tX40LweVuYZyXWcU89H37l1fl+5bWbea/4lmevluFrXnJtEMusy3zTD27KrELSxR9svisr/50fumG9Dqk+dQPkhCxgL7ff+buboWv9+cuPvyesPOFdV8JX865NWHr039qEnVWA+fhrV2Hqp5tffuaVP4PwxlW5+Lfg0zrWHv09za3P/prmNXc+dn337Nav/subCU3zc6u6Q/B645MfuxnT5jHNe+/8UPO2d/9w86onr9q8/Nc346+49ZtevQ5yr0n+PlX/ugGuErKAnYUAdOHJ39P86Luv3FGKj+euBKNfWfXvXN/9eep6eBVWmhuu/Hz/qvwd/7a58frHNj+2Ck1//nLTXFhPyV2Zr49wt+mXL96wDkc3bsYV/xjnHT/TfO8qXIU7VqHNlz6muefOWfCEX/gH67tW//KO37vnsWNadxyXKo0DmPzvZPkTDnDVMfydrHAX6Jq7T7nwuPCP/3LzY4/afF4Hscd03iUK4S3cYeJw/J0sjsGhM0benjtZwKg6A1ZwfRqwgudsfQwnYAFLJGQBAFQgZAED/d76keC2P49wxTvvGZ//qYTUC8OfQwiPETe/fVh0xz+49591KAhtxXLrtjd/aiEuxz3D6fhk+Jp5k/L3tB2XcyWMv/obh/E3JQGuELKAQZ7wC69cPxLMH+Fd+fMI935U+NSLP74a/4PNn18Fmfg3qELgin+u4YVv/8bmvR/64U0Iu/qnGdKyV62mrwPRlZ95mfAnH16zWob3b36LMSzPU1d1h7AXly+WuXXz24yxzLXz3rv8enwIk6vli8L0917+mfXwC99+5SdAJGQBVb338l9fBaEfXoear33yS9bjfnxzJyj8uYY3fvWPN81jfnDz24VX/zRDXvaKxzbfEkLTHT/TvKZQ3+133nZlIAp/w2sV8sJvMj7pIZs/Proqc2v6W4KbMtfMm5W/x/V/ef0nJFLhNydDEHvVV3/rZgzAFUIWMMj3fv5t6ztH6zs8pT9pkDxOC67cybpyh+sJv/Kf1n8KoY+2suFPPrz8/b+7/ltaeZkQut6yavu96z8V8c7mCe//kvVL9enf8orB7IqrZdJ58/JX67wqrv97V8MXnvzqlj9BAZwyf8IBZuQY/oTDFO7+5H9t7rq7ae5zv/s355/7bHN2tvrwuU81113vj4fuyp9w4Bj4Ew4Ae7rugV/U3O/BX9Rc93nXN/d50BeuPwtYwNSELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACoQsAIAKhCwAgAqELACACs4uXLx0vhlubr98c3Ph4tM3nw5jijYBgON36IyRt+dOFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWcNRuu3zLZuiqMC72pyJd59K6b5sODCdkAUerFBTiuBsuXlr/PKUwEdY57XPbpgPDCFnAyYkBQpAAahKygKMU7lAJUcCUhCzgKAlYwNSELIATEe7uxb5k23RgGCEL4ASEO3uxD/IgtW06MJyQBXBiYpBqs2060I+QBXCi3K2CuoQsgBPkbhXUJ2QBnCB3saA+IQs4OTFgnHrQcDcL6hKygJOS//bcqQSNsL5pn9s2HRju7MLFS+eb4eb2yzc3Fy4+ffPpMKZoEwA4fofOGHl77mQBAFQgZAEH8ZIXv2gzNMyu883NsazHIdlmLJ2QBYwuXBxjP6Za9R7asazHmGwTjpF3soC9HONF8bWvf8NmaDzCw25qfBecjqnfyRKygNGlgSJeJMO4XS6Y6XylepfiWNajltI2SbcZ7GLqkOVxITC6cGGM/Zhq1Xtox7IeY7JNOEZCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFnBQt73v5nv1XeOPSWkdQ982DVi2swsXL51vhpvbL9/cXLj49M2nw5iiTeDwYmi44SnXHu9pmGiblo9folNf/1285MUval77+jdsPsFwh84YeXvuZAEHUwoLYVzsc8cWLk59/eHUCFnA5MIdi1N26usPx8rjQuAg0sdiQx3DHZ1TX/9deFzIvqZ+XChksVj+9b8sN91002ZoOCHrNM+RQhb7ErKELPbkRLwMIWSkYSH9nH6HMYzEafl8S5WuR76Ocf3z8cGxrP8uHNvsa+qQ5Z0sAIAKhCwWLfxLN/0JAHMhZAEAVCBkAQBUIGSxaPGlWC/HLlv+/R37i975+qXrf6ovucMx8tuFLN6x/QZS/A2zudn34j/X9VqCY9z2fdbJbxeyr6l/u1DIYjZuu3zLZujebrh4aTN0b8cYstILULxAhnHpxXLfC2+U15m2F5XGDRXqyOtsqy+d1lVuSfquUz5t3/UP8wdtdcbpwT7tRGl9QaiztA6lcTkhi31NHbI8LmRSIVjFPgSptj4td2rSi2EYjv1Y0jrjBTKvf8z2Sk79t0Nrr3/p+wvfdY19Kq0v9HGfglMkZDG5GKS69Clz7Ma6CHY5RBsl6d2KU7kop+sZ1/+Q6x5DUG1T7VMwB0IWAEAFQhaT2/YocNt0livcucn7U3LK6w6nQMhiUvExYOzTQBX7vAzH79gfMXWtn8drcDyELGYlD1RC1XELgSL0r3jFK+4ZPiX5+gPHxZ9wYPGO/U84BKVxtbS1te8y5POHz236lluaPuuVb+Oxt3uwb51D7boM/oQD+5r6TzgIWUwuPBJMdd29io8PU0LWuNra2ncZ2tYrCHdybrrppvXwlOteU5/1L63nvuvf1u4ht+muyyBksa+pQ5bHhUwqBqz08WB8F4vjFy6yoY8BY9tF99jk6w8cFyGLyeV3ptKwxWkId3JO2amvPxwrIYvZcleLKDxaWnoPnB7vZDGpGKDyu1m5NGjlZb2TNa62tvZdhq75u77DQ657TVOtf2n+Q2/TXZfBO1nsa+p3soQsJtc3aAWh7CmErLka+2Lfx6EDQS1Trf+S9ychi30JWUIWezrGkNX3ohovoNvK9y3XZYyL/S7z79vuXEy1/kPmD2WDPuWHlC3ps1xCFvuaOmR5JwsWLFykQh8uWPGiV9K3HKct30/sU7AfIYtFC//STX+eqr4XPBdG+oj7iX0K9uNxIYuWhqulP1ZY0gUqXFSHCut3yPnm5tDrfwz7k8eF7Gvqx4VCFot2bCFrCWFCWNjdobfb0vcnIYt9CVlCFns6lhPxMVwUuxx7WNjGdivrWk4hi31NHbK8kwXALAlYLJ07WSxW+qhwCeJ/gHzKdr0jcyxOff13sYS7cczX1HeyhCwWbymPFMZ4fFPzEVDNuvcx1+Ua6tS27xj1Hst3z3SmDlkeFwIAVCBkAQBUIGQBAFQgZAEAVCBkwYLUfAnYC8anqdb3bn8Cv13IETil3y48RWG7HQvf/zCOGfY19W8XClksnj/hMI65XtCO5UJ7att3jHqP5btnOlOHLI8LAQAqELIAACoQsgAAKhCyAAAqELIAACrw24UsVvitwiW56aabNkMMdSy/XchwfruQfUz924VCFou3lD/h0Ff+a+vx4hzGpRfqsS4+eZ1pe1FpHMvQ9n3Gz/n3v6+0viDUmbYXlJYJapg6ZHlcCDOXXgzDcOzHktbZdvEbsz0Or/T9he+6xj6V1hf6uE+lxmoL5k7IYtHiI8OlPTrcxSEuTC5+pyOGoNrsU5wyIQsAoAIhCwCgAiGLRYsvvB/Ti+8AHAchCwCgAiELAKACIQsAoAIhCwCgAiELAKACIQsAoAIhCwCgAiGLWbjt8i1be2A8pf9TEBiXkMWkYoC64eKlrf2ph634H/rWuDjmdedt1GiTaYX/UzD/3seS1jt23bAkZxcuXjrfDDe3X765uXDxsP+Z5xRtMh8xYPVVKh/+c+hj+ovv8aIUL4JxONV14UrLjnmB8x/9LtdY+5T9iaU5dMbI2xOymFS8M9UnaLWVPbaQFY15QQvaLmqhnXjxdeE7XvYnTpGQJWSdvCGPAEth7FhDVkl64RrrIuaieNrG/v7tT8zJ1CHLO1lMLgSnvj0ALIWQBQBQgZAFAFCBkMWkwvtYQ3sAWAIhi0nF96zyd6+6egBYAiGLyYXg5A4VAMdGyGIW3KEC4NgIWQAAFQhZAAAVCFkAABUIWSzeqfyXOgAsi5AFAFCBkAUAUIGQBQBQgZAFAFCBkAUAUIGQBQBQgZAFAFCBkAUAUIGQBQBQwdmFi5fON8PN7Zdvbi5cfPrm02FM0SYs1W3vu3kzVMcNT3Esnpqa+5T9iakdOmPk7QlZsDDpRXGMi1iszwXxdI25D9ifmBMhS8iCnYx5B8IFEfsTx0jIErIAgAqmDllefAcAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAJOzm2Xb9kMXSsfHz7HvqRtfElaV+xzfcoAyyFkARTEgHPDxUvrn2MIdaV9KUTlZYDlErKAk9TnLtEhQo67VXC8hCyAHYRwtG8Ic6cKjpuQBZykEHC23UUK091pAnYlZAEUhBCW9gBDCVnAyepzN6um0iPHePcs9sByCVkAe+obhrYFqPTOWQxffesG5kfIAk5aCDNDg0woH0PQEHmA2lbHLm0A8yFkAUwgBCh3qeC4CVnAydsl8ITysY+fAVJCFsBAIZSlfRwHkBKyAFamCEmhza47YGGa8AbLJWQBzER8/Bh7YNnOLly8dL4Zbm6/fHNz4eLTN58OY4o2AYDjd+iMkbfnThYAQAVCFgBABUIWAEAF3skCjspLXvyizdDxeO3r37AZAoaY+p0sIQs4CjFcCSRANHXI8rgQWLQQrkIfwpWABcyJkAUslnAFzJmQBSxOevcKYK6ELGAxPBoElkTIAhYhhCuAJRGygNmLAcsdLGBJ/AkHFmepdzRuuummzRBDvOIVr1h8sLrtfTdvhhjqhqe4PrC7qf+Eg5DFosX3c5YgXGhP9YKxz7ofw3bbdR1OeZ8JTn392d/UIcvjQgCACoQsFis+NvRCNABzJGQBAFQgZAEAVCBksVjxhXe/0g/AHPntQhbNbxfeW2gnN/VvaJWWiX78dqHrA7ub+rcLhSwWTci6d4AptdGnTE37rPsxXGh3XYdjWPd9nPr6s7+pQ5bHhbBA4eIT+3ARSvuSvEw6P+TS/aNPD5QJWbAg8aKWBqZdpPO7UBLE/SDfv/r06bzAVUIWLES8gIWL2phifS6QpymGozQ0DZXOG+sDhCxYhPQiGD+P2acXSE5D/t2PJd2X7E+cOi++s2in8OJ7Pl/6OV7EhtRbmmffOrdJ6x8qLs/S7bL++2y3Lvl3PPY2zuvd57uvsf6cjqlffBeyWLRjDlltF6j0grjPBSitP1+2trZ3ldc/xD7zzsWu61Bj3fPvNm8jTg+2td1WNq0zb2+IfNlgqKlDlseFMGP5BWbIBXCbMH/o44VszLqZp/hdl77fMC2d3mcfSMvG+XPpdDg17mSxaMd6J6ut7JA6hogXwLzusdrbp564bG1ivX3LBVPWOUSoc5f5SuLydS3zvm111Vdqf5sx15/TNPWdLCGLRTvGkNVWrvYFp+0iOEa7+9RRe70PYdd1GGvdQz1BXlfb+H3FeoO07qHtjbX+nK6pQ5bHhbAAu1xsQgAdYqqL2dDlPDaHWv/8+90lYPVd1rY6p9rHYCpCFsxIKUzFi+EhhLbz9krjWI7SdxfH1Qw9se6u9uHYCVmwADUvhiUugseltP8cYp+aql2YC+9kMSu3Xb5lM7Q6GV+8tBlqd0zvZJWmb5unyz7bZuxlaZs3jE/1KbNUbev2ile8ornppptap++6zYPS/HF77lLvLvtUW3t91m3f9Yep38kSsphUGqqCGKzy8UEpdAlZ7fYNWUHa9j7Lks8b6w9CyAjLmY4bq925SNchXc8ghqxUWnafdc/nj23vWueu+1Sp3T7rtu/6w9Qhy+NCJhFCVOhDcEr7qDS+FLyOWbwwTaHmhS1eOEttxPFTrntNcb1K65+Oq7n+ebuHMEWbMAdCFouQBrBTMvXFKb3Yh2XZ9+If5u+zTnlbYXjJfVyHYNv6x+mx/K7C/Glb+9Y3hnQZ8u8YjpGQxSTSu1Pb7lD1KbN0c7wgji1fxz7idgjzLbmP0uEufcstTVgvwYpTImQxmfxRYFsfy8Wyx26XMFIyxrtqh7goti3nsQaN3Bjf0zZpWN3HPssqYHGKhCwml4aoUs80al4UQ72lutvGH4MYcOI65uuZjx8rZIb6xqprDMIWp8RvF7Jox/LbhXFaWqatfFjnLnF75Numa762bZgvV9sytWlrM/2TBflyhjbCb9yVLOW7DtJ1D+sb1ykOt31P6fqn8wVD1n/Id9d330iXte88qSHLFGybDttM/duFQhazFh8XtskvUHPWdcFIp/W9AG0zxrYJyxDkyzZUqZ6oz7hd2pyTdLul6xmE8aVxQTrfUPm226euaN99Kl2GfPlKxlhmTtvUIcvjQqAoXgRrCBfO0sWzbfwxSENFaT3bxu8j1FXze9yV8MSpELKYnfSl99LnYze3C6OL4TTmGI6AYTwuZNZCsDqFx4VBOj1eYPcJOGM82gnSZdi2Dm1iXUFeX3w/Ka87fk7nPQal9U/fUYvieufj+0q35751RWPvU+kylmybDtt4XMhJOrW7U0PN5cKSLse+F7w4b7zQdsnLhHmX3Md1CPqufywPLJeQxSTSP9GQBi7B66pwke1zQV6SPkEjTjvGkLFt/cP40I+97n22e23H/L1CG48LmaU0aJ3i48JonwvuPttm7GVpq6+kb7mlSdcrXaf4uDDKy429zXetLzj0PrXv8sLUjwuFLBbtmEJWkJcJn4NdLjRjXhD3vdh1zb9tOfdtew52Xf+xt3v4HOxa56H3qX3XH6YOWR4XwoxNcYFxYTteU32v9ilOlZAFMxMuSLnSuBqmbJvDOeR3av/hlAlZMCOlf+3HcbUvVrH+rmWoYSmPe2upuf7he8v3m5rfZZu8zbBMUywHHJqQBTPUdmGsFbTa6q3VHodTClrBIb7btnYFLE6FkAUz03YBqhW00vpKbc/hghiWsa2PStPSPlWanvZRaVreR6VpsZ+bWvtSKtY9h/0HpiJkwQyFC1PbBbBr2lBdF8IwbS4XyLAcbX1Umpb2qdL0tI9K0/I+Kk2L/Rzk+0xcrrH2pVTbflWjLZgzIQtmKlygwkUpvTDFcaVpQ8R5Qz1pnVH+mWWL32Xb/hL3h3111RPH2684Jf5OFot2bH8nqyS/OOX1pBe1dHy+bdrKBbHOvK2x5Ms8RLrcS7bL+u+z3UpK9cVx6XZua7PteMvn7WpniF3mgdTUfydLyGLRTiFkBfEiFuePn8cS6s3bGNO+615jmQ5p13Wose7595y3EacHedt9g3taZ97eEPmywVBClpDFHk4lZEVD6hiybWpfzPap/xgutLuuQ611D/UGse74eSx5vbuuQ63153RMHbK8kwULEi444cIz1kUx1uVCdlrSEBS//z59+H8WS+PzPtYbhM9wqoQsWJj8QpZe0PpI54l1cXridx/3pbGk+1Xo4ZR5XMiindrjwjZDLpJTXPjGvIifmkN9X+l31NZm2/HWZ95d1DxmOA1TPy4Uslg0IavdnLbNPut+DBfaXddhqnUP7Q5RaxmP4btnWlOHLI8LAbhGCDalvu2dLKBMyGKxwp2a9CcAzImQBQBQgZAFAFCBkMVixZe6l/LiOwCnRcgCAKjAn3BgcZb6ovtNN920GWKopf8G29A/icBVfnuRfUz9JxyELDiQQ//dqjn9nSyOg32YpZk6ZHlcCABQgZAFAFCBkAUAUIGQBQBQgZAFAFCBkAUAUIGQBQBQgZAFAFCBkAUcvdsu37IZuiqMi30undZWBmAbIQs4al0B6YaLlzZD9xampT3AUEIWcHJC8EqDkztVQA1CFnC08jBV4i4VUIuQBRwtAQqYkpAFAFCBkAVQEB41xh5gF0IWQCY8Zox9IGgBuxCyADp4rwvYlZAFAFCBkAUAUIGQBZw071sBtQhZwMkJ71ml4arrvSshDNiVkAWcrLYAFcbHPvDyO7ALIQs4eqWQFMbFPpdOK00H6EPIAgCoQMgCAKhAyIIT8JIXv+ieHvqwz8D+zi5cvHS+GW5uv3xzc+Hi0zefDmOKNmEK4WL12te/YfOpPhdHajj0PnzI9jg+h84YeXtCFhzIFCHLBYox2YdZmqlDlseFAAAVCFlwpNwBYGz2KRhGyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAgCoQMgCAKhAyAIAqEDIAuhw2+VbNkMAwwhZwEkZEprayobx23oAIQs4GWOHnxsuXmrtAYQs4CQMDVjuRgH7ErKAkzH0DpM7UsA+hCzgJAwJTH3vYoVyeQ8QCVkAiRiUdr2LJWgBkZAFLE5bkDlUwAkBrK0HiIQsYFFikAo/01A1RsCKdewTlsK8YywLsHxCFrBoedgCmAshC1iM9E7T2I/m0qAWg1sclw4D9CVkAYuVhq19g1ecP+/TaQBDCFnAYrSFnUMHIHe1gD6ELIAdtAWtMN5dLyAQsgAGEqKAPoQs4CSkL6+nw7sKQSvWk/YCGBAJWcBJCOEn7/voKpfX11UWOD1CFgBABWcXLl463ww3t1++ublw8embT4cxRZswhZe8+EWbIaCv177+DZshGO7QGSNvT8iCAwkhK14w0sDlIgLlYyI9ZmAXU4csjwthAuHCEXvAMcFxErIAACoQsuBA/AsdhnHMsHRCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVCFgBABUIWAEAFQhYAQAVnFy5eOt8MN7dfvrm5cPHpm0+HEdoEAKjhkLkmz1GzCFm125xiveZsDtvDdwLHw/E8jmPdjlOu16HbztvzuBAAoAIhCwCgglmHrHDbLfYAAEsy+ztZ4dnmMT6jBgCOm8eFAAAVCFkAABXMPmR5JwsAWKJZh6z0fSxBCwBYkkU8LvTiOwCwNN7JAgCoYBEhy6NCAGBpZh2y0pfePTIEAJZkES++C1gAwNJ4JwsAoAIhCwCgAiELAKCCswsXL51vhtcvmR/6/Se/OQgA1HLIXJPnqFmErNptTrFeczaH7eE7gePheB7HsW7HKdfr0G3n7XlcCABQwexDVkiFAABL404WAEAFQhYAQAVCFgBABbMOWcf6mxYAwPFbxJ0sL78DAEvjcSEAQAWzD1nxLlb46Y4WALAUsw5Z4X2s+E5WOgwAMHceFwIAVLCIkOUOFgCwNO5kAQBUcHbh4qXzzfAkf5fKy+wAQC2HzDV5jppFyKrd5hTrNWdz2B6+EzgejudxHOt2nHK9Dt123p7HhQAAFcw6ZIVEGHsAgCWZdcgKt9zibTdBCwBYkkU8LpzqWS4AwK68kwUAUMFi3slyNwsAWBLvZAEAVOCdLACACryTBQBQwSJClkeFAMDSLOLF98AjQwBgSRbx4ruABQAsjXeyAAAqELIAACo4u3Dx0vlmeJI/+umldgCglkPmmjxHzSJk1W5zivWaszlsD98JHA/H8ziOdTtOuV6Hbjtvz+NCZuW2y7dshq5Kx8Xh8DPv4/iS0vh83LbPXUrzpv2uuuopjS+VidLyfcfnSuOCdP62+YaWKRkyX6kswCHNOmSFRBh7DqPtgjU3N1y8tO7z4b7ydSt9HlpnLi7XWPUEcTnjz3z8Nm3LE8eXpvW1rY50+rYyQd91CrrqBJjK7O9kxdtugtbhTHnBCu0OubgO0VZvGJ+u79D28/lryduIn/PxfZY/zDN0PQ+ptD37Lu+c1ws4LbMOWTFgTfUs9xSVLm5TqhFg8jpL9efj8gu3C/k0wvfSte3H3lcA9uGdLE7Gtgt0KpSLfZDOG372uZjndbTZNj3q2+6Q9Yz6LOc22+qI0/dtB2AphCxmZ5eQMETfoNKnXCpd5jj/0DpKDhFMxljWbXXE6bu0E9Z/l/kAprSIkJX/SiT1HetFbZ91CvPm22Wf7RTmDX0cbhPqH9pGXNZjkm4vgCVwJ4vZChfUXQNMDXF58gt9evHPp3VJw9Oh13PIcs5F3F6hb1v+MP7Q2xKgzexDlrtYhzeHC9VSLpTxoh+Xt+Zyh7rTcBGH2wLHtmWpuaz7ytdzzssK0MadLMjEMJNe3NPhOL1LnH9buWCXAJEuV9C3jrZliuPzaaXxpXFB2/gonb6tTDBku8T5dtmWALXM+r/Vyf821q7L5m7Ytbq2R37xq3XR8p3A8XA8j+NYt+OU63XotvP2Zn0nKyxo2lNfCFVpDwDsxuNCAIAKZvG4EACghkPmmjxHzfqdrLFMsV5zNoft4TuB4+F4Hsexbscp1+vQbefteVwIAFCBkMWs5L/dGKTj4nD4mfdxfEleNi1XGpdrK9M2LpV+juVjH6XD0S7jwnDs++gqm9aVl4vD6bggL5P2Q22bvzS+7XMsG/soHx+nxZ+p0rggnbetDHCaZh+ywq03DmsJF4v0tx/7/CZkW/m4num4XFuZMD6vp49SW+Fz3zq2lSvVX7Jt+WM9fesrGWv+IF3Gbcte0lZXHJ9OH2rf+aGPsN/GPiqNC9rGz81SlnNXsw5ZAtbhpTv6FDt9uEgdut0+F8a8TLqMpfnj9F3XJczXZ7nG2FZ922krV1qGMZYrlbad1t217dv0WV+Ym3gMlvbffFw8Bpayr8flHPu8MQezDllepJxG24E8hXhimaOxlyvU1+ck07dclJY95Ems5vc2130CppQe30s7Ro71mPZOFtdw8RpH2I7hhFfanmF8V9hpmy/Xt/64LCWxbFd726Z31b/NrvN1Gbo8oWzsd7Xv/LCvrmOU6QhZzM4+F+0lCOsXT4j5evY9UbaV66o7fM7nays7F2G5Yt+2zvuK22yf+vedHzhOQhZFNS9qp2Lb9tt3+3bNn08bUjbVdz8IZULZvmJwyodzod4+7eeGLg9ADUIWsxUukrtcYLm3uQWONDylw8Bu/KNinoQs7mUO4eaQ7e9ycgrLt+9JreZJsVR32zK3LUcYP+R7SMuOsX1SaX19625b9jGXCw5p276b7vNL28+P9bgUsjhp8aQUDvC2gzxe1EtluuZrk87TFgR2Vao7fG5rZ9tyxPpiP1Q+b17HPuuf1ttHWj5tN45PpwfbxrWNhxq6jud8v+sqOzdh+eLyz31Zd+H/LjxBXduj7WAdm+8EjofjeRzHuh2nXK9Dt523504W1wihKu0BgN0IWQAAFczicSEAQA1TPi70TtYJmsP28J3A8XA8j+NYt+OU63XotvP2PC4EAKhgdneywudU27S+8wRd69U2bzpPV5lU2kZpWlpn0NZGWibVNn+feVN5Pam2NuJw0KeNbdqWIbYR5cuSypcr6hq/rf5SmSCOz8tHcXypTKnOtAwsXb7fp9r2/XSefP58WiqMH1o+aCvTVk8QP+fja+lqpzRtyLhUnN42PirVtYu8nq7P6TLlZXJhej4+nSfI26otb2+Wd7LCApY2VBDHlzZsPk9f6bx5vVFb/XF8Oi1u5NK0LrFc2zJ02WfePuI6xeGa0m2WtxWn5dPTcam8fJB+Lq1LOk8sl4vbo216ybY64Vil+/0u54+hx06fsrHMLsszB32XO5Zr2yZt46cUlyddx3Q582WOn9NxczHrx4Vhg+UbOf0ZhOnp5302cp9596k/KB0Y6Tpsq780/9gO0UYffbd1Wm7I99OnbL5/tUm32Vy2H8xN17EUj5u+x0+fcqX2ts035+N312VPt0Pbd9A2vtb2KNUbxsXlaFuepTmKd7Jq7QRLErdBrR0z1Fu7jV1N/f0fy8kATsXSj9k0jOTSc3W0yzmyqw36m3XI6rNjxJ1gl51oiFB/qY228UGclk4vHQBDlOYP42I/hrZlHLONXZW2Z7DLNt02T5i+y/q2bb8wLvbAteJxUzrmSsdN23EWlMr31VXv1HZZtrg9u7bVFMbczqGeqdZjm1mGrHSDxR2kSygTv7AaGzrWH9tIxfElXdPYTWmbxnF9v/+03CG/n7ich2wTjsGQ4yY9zvqcD5aotC3CurZto3R7pNukbXwqTp+zuB5zNOsX34dutENt5H13uLCc+9Sx7/x9HKKNsfX9/kO5bWXDuvetr2SJ2w+mNvSY63Oc7XIczvn47dpGYZm7lrtt3jg+n3dbffua83Yey1G8k3VIXTs4yzLWAX7sJwlYqrbz9bEes2F9Yz90HdNtFeZN62J3iwpZcadJd54wPHRnatNWT97eGPIdN9bbt/5D7PhLOLjC9hrrO4lCfUPXvVR+CdsPDmnsYzXIj7O0jVJ7fY/LJR2/XeesMK1tu+fbqq2OML6tjn3lbcZ2arV3aIsJWfGLiBs+fk7H7/qlpPPmX3gQxrWViePjtCAtn45vk65DUFqGU5Juu3xbpNOCdNvFcam8fF/pfKV50++4r6764Jil+/0u57chx05+bLa1F8vssjxLEtcv3SaptvFTSJc16PvdxHWYy3qk/N+FJ2gO28N3AsfD8TyOY92OU67XodvO2/NOFgBABbO4kwUAUMOUd7JO4nFhm0O3PeW6ApyqpZx7l3SNsE3L8vY8LgQAqEDI6iEk09ADAPQlZG0Rw9VSbuECAPMgZPUgYAEAQwlZAAAVCFkAABWcVMja9QV2L74DAEPNNmTFYJP3u9hn3vA+VuwBAPqabchKw03aD5WGq13mBwDYxUncyYrhatf5AQCGmvV/q5NPSz/H4fAzNWT583kBgOMyJBfsK88tsw9ZuVi2LSDldW2r/5Dre+j2AFjOuXdJ1wjbtCxvb7aPC4OwoHkfpZ/zaVFY2fgz7QEAapt1yOqrLTjlIawtjHUR0ACAXSw+ZMXQFALQ0ADV1y7hDAA4bbMPWX3uJLWFoFi+Tx1ddp0PADhdsw1ZebDZ5U5SnCeGsNgPtet8AMDpmmXICuEqhpr4c5c7SXGeGNhiDwBQ2yxDVh6w8p+prgAVypf6oWLdu8wLAJymWb+TlYamroDTNa0UvoaIwUzAAgCGmPU7WfFn2pe0jU9tqwMAYEyL+m91xiZwAcBxO2SuyXPLrEPWGPL608+HXt8pti/AqVvKuXdJ1wjbtCxvb/bvZMU+ft5FXg8AQG2zDll9pAGqFKJCosz7XRwqoN12+ZbOPpaJP4eMD9rKpPLxedn0Z97H8VHbcFD6HHuAQyqdf+Jw2zmpNE/QVj5Iy8fhrvIs26xDVhqIukJOV3hKA1js5+6Gi5fu6dPPubbxQRyfHsy50vyhXByfzpOXi2LZfPquJ41SXQCHEM8/Q85fQ+aJ59dU/pnjMvs7WTFA9QlSbeJ8bfNvE+oO8x4qoIUDse9BXjpoo20H75B2ugxd3i5jLA/A1PqcywSs4zfbkBWDU97nYviKfUmcrzT/HIUDb+yDL9SXH/RD2uk6YZTqyNsLw33a6rs8AGML56muc1WcHvo2XfOXDC3Pssw2ZKWBqRSi0uCV9rl03ryOPmKd+c852HZwdp0IhhrjJBCXZ8zlAhhLOM+Fvu0cFadvOx861xEt4nFhSR6cYl9D7fpz4cCMffq5pG1aHJeeDPITQ9e8pfElXWXz9konp3z+rvoADm3b+ah0ziqd66K0bBze1gbLNfs/RprLy/ZZ5lhPKJeW7zPvmA7dHgDLOfcu6Rphm5bl7c36TlZY0LwfKqwwAMChHcWdrNS26UEsU5oGAByPQ+aaPNMs6v8uLJUN41JDlv/Q63vo9gBYzrl3SdcI27Qsb2/2L76HBY59/JwKKxP7knT+2AMA1La4d7JCP9Q+88dQloazNLCl48dQqrdrXJSWSfsoDufT8jJt4+PPtAzAsWg7v5U+l8rm5Wrpars0bUptyxh/xj7/HMcF+eelmXXISjd424bumhalZbrKbZPPG0PbPnWWlOqN44IwPg4HsVxaJg63LXMuLReH83mDtvkBli6e20rnviiWmfJcGNtuO0cvRbqscZ3icBDWLx1eotk/LgzSjR+FDd5no+fz5Z+XKt35giHrlc8bhXHHsn0AdlE6B2671sRzap9rUm1t5/cpbNsmfZd1Luuzi9k/LgzCF5F/GWE4fk6Hc/ELjtO7vvBtQh37zL+PuA2CuL5dy5KW31WpjTHqBViCcK6L144l6HNtmEJpO851Wcc2+ztZ8YvIv6DUKVz0S9sgfG5b97ZtVtrZh2irF+AYxXNs27k2n95W7tDmshx9rhdzWdYaFvFOVpf4BYZypS8znR7sGxDS+fPl27asfeX1Bum4OBw/h2XKx3VpK1can2+vtnkBlq7tHLjtuhHLbCs3lrbzcDo+LEupzFzky9omljvUth3bUf8x0tL8QSxz6PU9dHsALOfcu6RrhG1alrc3+3ey8r6kbVo6X9oDANQ2+3eyQipM+5Ih09rKAQCMafH/rU4Qg1PbtDA+lgliuXQcAHB8StmgljynLO6drCAtv22Z8+np523zAhw750GO2aH377y9xb2TFfohQvmw0rEHADiE2b+T1UdXiArjYjAbGtCCtO5Yfz5u2/hU1zSAucrPXaXPUalMOi5Vmt72OR+Xyqfl02EKiw9Z8e5W7LvsctCl9ab19xmfC+13TQeYs3j+iufS/FxWOsf2OeflZdo+p+NKnGOZm9mHrHDQpH1u2/R4sMUDz8EHsL/SuTSMy8/DbefmVGmeVGn+tK3w07mdOZp1yEoPrK4DKExrmx7qiD0AdeXn4nh+bjtHB+m0WDaes9PPzuMszezvZMWDr+vgSg++/ECMB2iQT6ulq41DtA9QUww9NeT1hs+hj+fxVFyOdFqt5YJdzDpkxQMn/Ix9Lp2W9lF6gObTxhbqjgd4bCe2H5chjgNYmngui3Y9l5Xqaas3PW9uO387xzI3s/47Wbm0bBzOD6ZSXWmZdPqQtgGOkfMgx+zQ+3fe3mzvZIUFzftUuhJhOPa5OF+cltcDAFDDbENWGpzSflfCFQBwSLN/8b2PeKerFKTGDGoAAH0tPmRtC1Bt4QsAoKZZh6z0DtW+YWmMOgAA+lrEnay2u1R9pHe59qkHAGCIWYesGIjiHag0IMU7UnFa7HP59FIZAICxzf5OVtsdqPg5nZ6XibZNBwAY22LfySpNC31JPr2tHADAWBbxTlZJemeq6y5VPr6rLADAWBb1uLAtHKV3qXJxfJzXXSwA4BBmH7JigIp9rk8IC9J5S/UAAIxp1iErD1BdIapNqY7QAwDUdHbh4qXzzfD6Ds+hA0hXm213roboqqOr7dsu37IZuuqGi5c2Q1eUygSx3LbpQSjT9TlqGx9sm9YmbzeV19dWT1cdUduyBaV5utou1bVtehTKdU3vK7a3z7J0aVvOPsufth/FefrMn+u7Pl3tMm99zvvb9oN9p0MtffbvMeXtLeKdrPRnLqxQ2pdsq6NNOBmkfduFJO9TXdMOIW87/xzE9Uqn9VnXkrxMW7lUV9l02Uq2TR9bV3uHXpY2of2039XQ9RmrXeZl32NwLscFTGH2IStqC1BBCE99AlRXHX3FE8Y+xqgjt2+dpRNgnzprtJtLy5Ta61PHGNs81tHVXp9lqWWMdcxt2/achn2PwSmPC5jS7N/Jij+7glTfu1hddfQxxomiz8koP4mFz23zdU3bR586a7TbZVt7YXpXENg2vY++67xPW6V5+37PfZdvqFr1sizb9oPSvpvb9xiEJZltyIrBKe9zaXjaJ0Axvb5BYonCurX1cCqEdU7NbENWHpjaQlQpeM1ZrYtqn39Bjm3qgBDa73PS7luur9J699kWYRliHz8HU29H2NW2fXfsYw+WZvaPC2Of38lKP8fhdHqUTmsrs49wEkn7LnH6MZx02tYl3RaxzK7C/HPbVnGdSuu3y7LOdV/YZdvHbVLaNhyvue7DMAezf/E9BqP8TlYawNK+pG38GMIJJu1z+UWnzwkplInlw8+2ebqm1RDXIy5bqe0wLu33FdsaS1imfeocc926pMsZftZur2TIdkq3yxTLCjBHsw5ZpXCViyEs9rl83pqBq+SYLjyHXpc+7YwdwnYVlnUuyzKGQ33HLFuf/f6YjgsYahF3srbpE8K2hbVDqHEhDvXFPn4+FUNCWL6dgPqEdU7d7ENWn2C0LYhNHa5qCiextB/LtjAS2hozsIS6ti3/tvbapqfbZ1sbYxlz28zBsa0PdfQ5Rg91DMIcLOadrNjn4h2q2Jdsq6OvQ54gQjtd7Y29LKWT4xxPhtuWqc8yhzKl9R3bvtsvLueQemqu177rw/L12R/tJ3DVrENWHqDSEBXDUp8A1VZHX+HEMtbFK144a9ml/nhSjOvZd/7a6xLENrraaZsexsV1G0tsq9Re0DWttvR73EU+X9e272pj1/aZp23H4L7T4ZjN/sX3NDylISqGpa4Alc6X9n2lJ4Zwogh9LpZJ+yVK161tXfuouT1Ky5Qvd015W3l7h1yWNrHdtu2fji9Nb7NtffL6plp/6tr2ve47HY7N2YWLl843w+sAkgeV2rraTANRKFMqG8t01bHLNIBT4DzIMTv0/p23N/vHhVFY8JJQJvRheqlMXkdbPQAAY5r1naw+YmhqqyMNVTGMxbLpNADg+Bwy1+SZZvYhKw9CQ5evFKRiHVOsL/Uc0/dp31w+3+Hy+Q6X79DfYd7e7F98jwubb6QwLf5M+1yYL+8BAGqbdcgK0jCVK43LxfCV9tuUyg/5nI4P4nD6My2Tf47Sz3nZNl3zpJ9T6fTStFwc1zYPdeXbvPQ9dJVJp7WNa/sZ+ygdl/ap0rT0Zzo+l47P51myuA5t61SaHuXj088cRrrd47ZPf6bjc3m5qPQ5isOxTPo5lU5Py8ThoDQ9/Rnkw+lnhpn9i+9td6HSz/m0kj5lUrF86OMOls8fp0fxc16uJC/TNl/bzj10p491l+ZL2y4tQ5d0XsrGPEGl+2Jab/wOwrhSmTg9/IzDQdv4NmmZtO5t9bSND9rGR+l6HoN8u5W+ryBul3RcGI7zRflnDqNru7dNi99f+p0H6ef0+w7yz/k8uTA99m31xjq2Sedpa49usw1Z4Qst9UPFnSnOP2TnytvL528rk4/rY+h829Yj1JWX6bvuUWl58nqHLjfj6fP9Dv3Ot8m//7z+XfaHvM5TkK9v2/r32S67bHPq6vOd9NkHdvle29pO6w/TS+23zVdaNvqZbchKv9T4Jbd90W07VUnfcml7afvp/GmZKP/cJl+OUl1BGLetzVRefl/b6tu2PIwrbu/wnbR9L33K7CKtt00s01ffOtPpQ9s4drbHNLqOr9J3Esru8j2V6gna6krbjsPpsqbjSnZdTspm/07Wti877jCxz+U7VqnMFGovx771x+2WHoindvCF9Y39LtJ5d62jTel7yNuo+V2NvT6U2c7zFY6v2ufDUv27tNtW/pDnjFO1iBff035XQ+tIy6d9Kh+Xfg47az69S1fZMXb8WH+sK35uazMIZbe1va2OpUi3R+z7rH9Jaf7wM47fR6wjryd+TtvJywxRmrdUZxwXx5fKBH3Hl8oEu3wPcxbXO65vOhzFz/m652VL8zIf8fup9T3G+eK86ee0j/LP2wwtz7UW/8dI9zFl24yv7/dZOmF0zTdkPymVzcfF9sdqk3ma8jsM/4fkvv9PYJ//h3LKdtrGRfsuV+A4XL5Df4d5e7O/k7VNWKG0h5J0HwkHQN6PIdYdxfbicDRWe1CSBo1dpXW01TdlO11tjxGuYCyLD1nB2BdLjlPNfaQUsNL2ws80dMXPMKYQPsYKGaGetrrm2E4evLqCGBzKbENWvCDlfUnX9HRaWxkYU9jH0sAVlcbBWMYMPrk0sEzdTlf7cXyt5YOhZhuywgWp1Oe2TQ/i+LbpMJZtIT7sg2kZoZ+x1AoWeb1Tt1Orfahh1o8L8wtQ6YIUxqV9l23TOT7pfhGHh/Z95o1lotK0/HOUjoeppXeTgP3M/p2seAHqugj1vYvVVY7jlH7n6T4wpO8zbywTf5amlT7nwzAHh7hbVPOxI8zFrENWvPikfUlXCMundYU12FfYR7v2sXxfbNunAVi+2d/J2iYNYG0XrDA+XNAELA6la19r209hLg71yNCjSY7d4kNWfmegTVcI4zTUDtqx7rifpe3F4XQazNGhHuF5VMgpmG3IKl2E2i5M8QJWEi5qcXpbGY5fDNn5/jDWfpGHp7S99HMq/wxz5K4W7G4RL753iRev0kUsCPNvK8NpyfeH0MewlfZDhXqCrnlj3bEsLMHS7m4JbMzF4h8X9hEvbLGHXBq4Yr/L/hLmC/L9LR2OZWDOlnYHKwS0tC6PI5mDWYes0gVqqPSiGXvoY9d9Jp0vzpt/hjmLAaV20KrRzqHCIfQx65DV54IUA1hbEMunlcoAHJMx7uKEOmLfZsp22sZtqwsOaRGPC7fdAXCHAACYm9mHrCF3s0rS+UMZYYxDs88BnKazCxcvnW+GJwkhbW2WQlPbssWyXcue1hfLTbG+1HNM36d9c/mm/g53fTdp6KO2Q7UzBcfh8h36O8zbm23I6mvb/GF6FMql5adYX+o5pu/Tvrl8vsPl8x0u36G/w7y9Wd/JCuPDz1Qsm4+P8rpK5bbVAQAch1LGqCVml2gRIStOL5XdZ5n3mRdqsm8un+9w+XyHy3fo7zBvbzEvvocFL3EAAABzNNuQFcJTCFaxj+NyaZlYDgBgarN/XJjqOy4K00pi+a62U6FMOi6dJ62jq77SeGjTtS+lQpl0XP45KI0Lusq2/ewSykSleoNYV65Ud6nNtnlj2XyeUvlDicuTy9cpSMu1rUdaX1sd+TxRV51R/JzPF5TGdcnrDmIdeRtROr5t3kPrWtZUKBPLptO2fQ7yedvKRLFMHE6l5bgi3V6HkLc3+8eF+U5UEsrEPpWuaBgeuqHzeXapA2oo7ZtBegykZdKfcThoG19SKts1X9e0krbycfyQuuau7zrlZbZ9v0E+Ty6fHj/HuvOfQWlcnK9UV1Qq0yWtf+661iuf1vY5HZfrmr6k7XTqZh+ytkl31rYdMowPO2XfHTPWs22ePvX1bRP6SPfNXJzWVWYOhixX32M3nR7mif3S9Vn3XD5PGB6yLeI2T+cpjUvbiePTcUHpc6xrm1Au9ktTWu98nUtldrHk7XQKZh2y4k6X74ypOK2rTDB0J9xWPm2rrd0+ZWCouG/22d/ntN/tuizxODzFYyh+j1Gf7zSfZxel+fNxeTtdn9Nl7lr+UH7p33O+HYK2cbsK857i8bBEs37xPe/bDJnWVTYKO29pB87HbVuuoE8Z6Cvum/m+GMeFfa2tTA3b2smnxeOhbZ58fKn+0rxLO8ba1n9soZ1825S2577LU6ojHxeG4/fftQ8sSWkd+qxXqUzpezqGbXTqFv+4MOjaEXfZUePOHuaLw+m4Lru0B32lJ+J834xKZYYI86T7fptt7cTjoO8ylMpva2OJ4nqk54o4HD9HpXHbtkNpnihtO9hn+8Z2Qh/mDX0cDnate0jZKZW2YRA+x2lR3E5BLJ+XSaV1tm2PtvHMy6L+W51dlq+0I8c6plhf6MO+uXy+w+Wb8jsM/yfkvv+/Y/r/SrbVNWU7beOifZcrOPR3mLc32ztZYUHzvmRbmbCyeQ8AcxRCRho0dhXr6Ao9U7bT1Xasa4zlm9qi3skK/S7SAFYKYl22fclt049h5wDgcMJ1IwSMMe7gBGk96TVp6nbi+Fw6vjR9iY7inayuEBZC1a7hLN1Z+grzxB0lDgPANrWCRV7v1O3Uan+OjubF9/RuVSoErDi+NH0fMUzl4rhT2pEAgGst6p2s0OfSu1htd6z6lMm1BSgAgD4WdSerFJC2hbDSuD52DViCGQAQzDpk5XefSoEpL5OK5WMAi/0Y3OkCALos5k5WKUQFXeEpDWBpDwBQ26xDVhqgSiEqmHOAcrcLAE7XbENWHp5in0vDV1sQA4BTdag/JXSodpZkUS++t+m60xWnpf2++tyhchcLgCmloafm9WisdsK8sa60ziVbfMjadqcriOPbpgPAMYlhp3ZYqdFOrKtmMDyU2Yas0h2o0Oe2TU+DVZh+iKAVdpBj2DkAmMYY15BQR+zbTNlO27htdS3J4t/JCrqmRX3K9CFAAQB9LP5OVtA17dDibc7wM/YAwOlZxJ2sqHQnKi1Xmh5sC2ld8rtW2+5ixducaQ8AnJ6zCxcvnW+G1yGkLajU0tVmDEWl6W2BKS+b1pHX19U2TMm+uXy+w+Wb+jvc9UnI0H/cH6qdKRz6O8zbm23ICuNL8rLp/KW6SvV0lYc5sG8un+9w+XyHy3fo7zBv7yhCVmrI8re1AQAch0PmmjzTzPpx4b7aQlRsb4r1BQAO49DX+by92b74Hha01A8RVrTUAwDUNtuQlYahfQLSLuEMAGBfsw1ZQQxVXSEphqhtYapPGQCAscz+cWHUFZC67nLFaWkPAFDb4l98z4NXXlcpmMUyU6wvTKV0LHRJj41tx1nUt1yqz3L1PU53aX9ujmEdYC7C8XTIYyhvbxEvvqefc2Fl0r4kjm+bDsxb2/Gf2jYd4NAW805WW4gacmJ1Eob+9j1e+vyjxjEJHLNZh6yg7UQdTs7xBB2H207YYXwMaX1O/HBs8mMjPR7SvqQ0b0nb8TdEvjxtbeXGaDsX6oz9UKV5+9SVT++7/sA8zTpkpSel/ASVnoDjcNsJqW08cK25Hyt5CKkhP9cEpXF97TMvsGyzDVlpcEr7XGlcLp7knOyg+5hJj48+x9aYdm2v65geerzXPj8cepsC05r1i+/pz6B0AkzLlaaHk1reA/dWOn521ec4G7O9qPYx3meZa6wXsEyzfyerj3BSazuxOuHBtcIxUepTS/nHSL7c+yhtg7FC21j1AMsy+3ey4s9dTqb5/LvWA0s2dJ8fKwzkx13a99VVNp82dojZZXlzQ8JV7fUBDu8o3smK4/PpcVreA+3Si33fC/8+QWSIruM3LEPsa3D+AIaa/TtZ26Qn1tI8+fRSGTglMSzUCg3b6gzT+xyHXWVqHMfblnvfZQZOz+wfF+Z9Sd8LRY0LCizdvsdF23E5RJ9lqHX85ueX0E5bW2OsK3A6Zh2y4sku7Uu6TnxxnvAzlGurA7ii6xhJj7UwnB976bxhuNRvU6o31TVtDLH9rmWNZWI/xND5hpYH5mPW72SNyQkKysfV0GOjxgU/1tlWb9v5IIwv9aldl7U0X153lyFlgfHteuyPafKQFU5E+2yIeFJtO6HFumOZOWx0OJR99/e246qkb9mhy5TWW+P47bvcbeXi+D7L1lYmHz+kTqBd3+O7llk/LhxTOFk5YcF2pQt+14lq2/R9bGu3zZjLU3P9gOO2mJDVFpLi+NK0IJ4g0x4YLj9+ah5PpbrbjvExxPbSNkvLADDE2YWLl843w+uT2BQnla5244l12/RcLF+ank6bYn0BgHqmur7n7c7iTlZYoDwMhc99N1IoE8ulwwAAU5nt48IYlvLwtYtYV+wBAGqb/TtZMRjFO1slXdOCOH1bOQBg2cJ1fi43VGYTsmKQahPDVi6O7zu9VAYgtcs/xtrmqT2+pFR2yPwlu8wf5ol9H/suYy1t67Dr8sb5Yr15n+s7LhhSlvpmdScrBCA7w/aDZOg2CuXzfkz71jd0/lL5sdepr9Bu2rcpTWsr31VPH3H+vJ7wOR3X1U7XtJJYd9qXtI3P9S1XQ2y7az1Sabm0fNv4oG18m6Hl5yT+4zYs+9KWP13m9B/o6fh0eKi4bWLd6fCuwvzp8oThfetckrmt7+wfF3Jvu+xAYZ7Yj20OO/SUy7Btuw45Ae96si4pLVM6rmuZu6a1CfPEvs0u9R5S3P7b1iOXlk+/w1I98SKQjw/itJI4z7Z9JNaxrdyhta1Xqk+ZQ4vbPRfH117muX6f9DO7kGVnuvc2iAdZlE+L/S7a5k/Hp9NK47dN31VebyqvPx9O+2jo+FRXmTiu7WRbGt9Wvq2OKLYV+lRpfGm4a3rs4+dUPn1X6fxpnfn4+DMf3zUuji+Ni9rGp7Z9B7m8fPw8tJ5DSrdDui26xqc/o1LZvtJ54/xpPaXpwT7jT0XY9+I6z3k/HNsc13e2d7JO6YDYR9ih4k7VZ5uVyrTNn9YdxOn5+FSc1jZ9LLGNtvVpW4bS+K7yqbRMvi22zTuGtM0gfu77vaQ/U9vmD9PbpqVCudj3Vao3fk6npcuYS8tFpXFddURh2pDlT4X5SnW3jZ9SWJ64TOmyxfHpuKBUts/2DEK52OdKbUVxWml6aXw6Lp0Wx4e+tAzHLN0Oxy58t3Nc31mGrFPaMdoMPSFs22bpSa5Utu82993svw3Sk8GQ7ziI8+XLsO8y7Tt/EOqIfQ3b6u3Tbt9lS4+XQ9lnv4jSOg6h7zaPfZtDLvOSHPr7XKo5b6fZ3skKGyxsuF1PNqcibqNt2ylsz0PshH2Xp6ahyzC0/BjS9oa0G+cbMs9Uxl7GQ633LsdKWK7SPG3j26TruOu69q0jTMuXLc7bNV9qSNkgtDe07iH1h7K7rFNapqtcH2PWFaT1jFHfsZn7Npn1i+9DTk7HKJ6Q2rZD3LnC9ENtqz479CGXp83QZTjkMse2YntD2k3nHTLfNjVOVGMuX1Bjvdukx1YNpe2dr1+p7a7vKUxL6yjN38eQeYe2NXQ/G1J3l231xOnbyvUxVl1jfZ/HLN1GczXrkBWEjRc25NCD8xTEHWvI9onbMxXnz3fUvN6+7W2bXhLnyedrq6ttfLRtem5o+Smkx0K6vPn4ofp8r33qjmW2ldvVvvWn26lLnB63yzaxfKw7/Rx/xuEg3d59xWWPw7tKlyn+zJejNK5NLNtVPi8zZPm31Z2K5UrzDKknF+dN54/fR+z3+U72kS7DqVnKOs/iP4jua+zlm/v6zkXbdrL9ADi0OV978mWb/Z2sXFgBDqdte/seADi0OQeskkWFrLBhQx82sot8Xek2TnfotvEAUEu89izturOox4WpeKEPdl3mJX5hAHAq4rV+SdkkXdbFPS6MwkrEPqxUGroAgOWK1/V4nV+qxd7JKkmDVp/1WPr6AsAxSK/fwVKvzXmuOKqQlcq/MABgno4pe5xEyAIAOKQ8Ry32nSwAgDkTsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKhCyAAAqELIAACoQsgAAKji7cPHS+Wa4uf3yzZshAACGunDx6ZuhLGQBADAOjwsBACoQsgAAKhCyAABG1zT/PxtpT1CFmKhMAAAAAElFTkSuQmCC)
Current Shunt 700A 60mV RU-DA ITALY
Italia current shunt resistor 700A 60mV Classe 0,5
I derivatori di corrente - shunt da 700Ampere da noi prodotti sono eseguiti utilizzando materie prime di altissima qualità, le cadute di tensione abitualmente disponibili a magazzino/prodotte sono:
50mV, 60mV, 75mV, 80mV, 100mV, 120mV, 150mV, 200mV, 250mV, 300mV.
Su richiesta possono essere realizzati
shunts-deviatori di corrente-nebenwiderstände
con altre cadute di tensione.
Della stessa gamma sono disponibili anche i seguenti prodotti:
Derivatore di corrente - shunt 400Ampere.
Derivatore di corrente - shunt 450Ampere.
Derivatore di corrente - shunt 500Ampere.
Derivatore di corrente - shunt 550Ampere.
Derivatore di corrente - shunt 600Ampere.
Derivatore di corrente - shunt 650Ampere.
Su richiesta possono essere eseguiti
shunts - derivatori di corrente - nebenwiderstände
con amperaggi differenti.
Tutte le principali lavorazioni dei nostri shunt 700Ampere 60millivolt, aventi asportazione di truciolo vengono eseguite con macchine a controllo numerico, garantendoci una elevata qualità,precisione
e uniformità delle forniture nel tempo.
Tutti i nostri
shunts-derivatori di corrente-nebenwiderstände 700 Ampere 60 millivolt
prima della calibrazione/taratura vengono sottoposti ad un ciclo termico in un apposito forno che stabilizza il prodotto e ne garantisce la classe di precisione nel tempo.
Utilizziamo per la calibrazione/taratura dei nostri shunts esclusivamente strumentazione da laboratorio di aziende riconosciute per la loro qualità a livello mondiale.
Deviatori di corrente-Shunt prodotti in italia - each shunt is made in italy
by RU-DA s.r.l.
Top quality shunts made in Italy by RU-DA s.r.l.
shunt prodotti in italia - shunts made in italy
http://www.ru-da.com
http://www.currentshunt.it