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n1f/v3a/wDxmt2ii7Awv+EevP8AoZ9X/wC/dr/8Zo/4R68/6GfV/wDv3a//ABmt2ii7Awv+EevP+hn1f/v3a/8Axmj/AIR68/6GfV/+/dr/APGa3aKLsDC/4R68/wChn1f/AL92v/xmj/hHrz/oZ9X/AO/dr/8AGa3aKLsDC/4R68/6GfV/+/dr/wDGaybfQrs+LtRi/wCEi1QMthasZBHbbmBkuOD+5xgYOMDPzHJPGOzrFtv+R21T/sHWf/oy5p3Yxn/CPXn/AEM+r/8Afu1/+M0f8I9ef9DPq/8A37tf/jNbtFK7EYX/AAj15/0M+r/9+7X/AOM1k+KdCu4fCOtSt4i1SVUsJ2Mbx221wI24OIQcH2IPvXZ1i+L/APkSde/7B1x/6Lamm7jGf8I9ef8AQz6v/wB+7X/4zR/wj15/0M+r/wDfu1/+M1u0UrsRhf8ACPXn/Qz6v/37tf8A4zR/wj15/wBDPq//AH7tf/jNbtFF2BxlvoV2fF2oxf8ACRaoGWwtWMgjttzAyXHB/c4wMHGBn5jknjGt/wAI9ef9DPq//fu1/wDjNPtv+R21T/sHWf8A6Mua2qbbGYX/AAj15/0M+r/9+7X/AOM0f8I9ef8AQz6v/wB+7X/4zW7RSuxHGeKdCu4fCOtSt4i1SVUsJ2Mbx221wI24OIQcH2IPvWt/wj15/wBDPq//AH7tf/jNP8X/APIk69/2Drj/ANFtW1Tu7DML/hHrz/oZ9X/792v/AMZo/wCEevP+hn1f/v3a/wDxmt2ildiML/hHrz/oZ9X/AO/dr/8AGaybfQrs+LtRi/4SLVAy2FqxkEdtuYGS44P7nGBg4wM/Mck8Y7OsW2/5HbVP+wdZ/wDoy5p3Yxn/AAj15/0M+r/9+7X/AOM0f8I9ef8AQz6v/wB+7X/4zW7RSuxGF/wj15/0M+r/APfu1/8AjNZPinQruHwjrUreItUlVLCdjG8dttcCNuDiEHB9iD712dYvi/8A5EnXv+wdcf8AotqabuMZ/wAI9ef9DPq//fu1/wDjNH/CPXn/AEM+r/8Afu1/+M1u0UrsRhf8I9ef9DPq/wD37tf/AIzR/wAI9ef9DPq//fu1/wDjNbtFF2BxlvoV2fF2oxf8JFqgZbC1YyCO23MDJccH9zjAwcYGfmOSeMa3/CPXn/Qz6v8A9+7X/wCM0+2/5HbVP+wdZ/8Aoy5raptsZhf8I9ef9DPq/wD37tf/AIzR/wAI9ef9DPq//fu1/wDjNbtFK7EcZ4p0K7h8I61K3iLVJVSwnYxvHbbXAjbg4hBwfYg+9Sa3/wAhef8A4D/6CK1fF/8AyJOvf9g64/8ARbVla3/yF5/+A/8AoIrai9SkZ9FFFdJQV0/hz/kHyf8AXU/yFcxXT+HP+QfJ/wBdT/IVlW+El7GxRRRXISFFFFABRRRQBydpqtxY694iii0e+vVN+jeZbvCFB+ywcfPIpzx6Y561f/4SG8/6FjV/+/lr/wDHqi0z/kNeI/8AsIJ/6SwVqVdkMof8JDef9Cxq/wD38tf/AI9R/wAJDef9Cxq//fy1/wDj1X6KLICh/wAJDef9Cxq//fy1/wDj1H/CQ3n/AELGr/8Afy1/+PVfoosgKH/CQ3n/AELGr/8Afy1/+PUf8JDef9Cxq/8A38tf/j1X6KLIDmvEWu3cumQq3h3VIwL+zbc8ltgkXMZA4mPJxgdskZIHNa3/AAkN5/0LGr/9/LX/AOPVW8S/8gqD/sIWX/pVFWxRZAUP+EhvP+hY1f8A7+Wv/wAeo/4SG8/6FjV/+/lr/wDHqv0UWQFD/hIbz/oWNX/7+Wv/AMeo/wCEhvP+hY1f/v5a/wDx6r9FFkBQ/wCEhvP+hY1f/v5a/wDx6j/hIbz/AKFjV/8Av5a//Hqv0UWQFD/hIbz/AKFjV/8Av5a//HqP+EhvP+hY1f8A7+Wv/wAeq/RRZAUP+EhvP+hY1f8A7+Wv/wAeo/4SG8/6FjV/+/lr/wDHqv0UWQFD/hIbz/oWNX/7+Wv/AMeo/wCEhvP+hY1f/v5a/wDx6r9FFkBQ/wCEhvP+hY1f/v5a/wDx6j/hIbz/AKFjV/8Av5a//Hqv0UWQFD/hIbz/AKFjV/8Av5a//HqP+EhvP+hY1f8A7+Wv/wAeq/RRZAUP+EhvP+hY1f8A7+Wv/wAeo/4SG8/6FjV/+/lr/wDHqv0UWQFD/hIbz/oWNX/7+Wv/AMeo/wCEhvP+hY1f/v5a/wDx6r9FFkBQ/wCEhvP+hY1f/v5a/wDx6sm3127Hi7UZf+Ed1Qs1haqYxJbblAkuOT++xg5OMHPynIHGelrHtv8AkctT/wCwfaf+jLmiyAs/8JDef9Cxq/8A38tf/j1H/CQ3n/Qsav8A9/LX/wCPVfoosgKH/CQ3n/Qsav8A9/LX/wCPVk+Kddu5vCOtRN4d1SJXsJ1MjyW21AY25OJicD2BPtXS1j+LP+RN1z/sH3H/AKLahJAWf+EhvP8AoWNX/wC/lr/8eo/4SG8/6FjV/wDv5a//AB6r9FFkBQ/4SG8/6FjV/wDv5a//AB6j/hIbz/oWNX/7+Wv/AMeq/RRZAc1b67djxdqMv/CO6oWawtVMYkttygSXHJ/fYwcnGDn5TkDjOt/wkN5/0LGr/wDfy1/+PVWtv+Ry1P8A7B9p/wCjLmtihpAUP+EhvP8AoWNX/wC/lr/8eo/4SG8/6FjV/wDv5a//AB6r9FFkBzXinXbubwjrUTeHdUiV7CdTI8lttQGNuTiYnA9gT7Vrf8JDef8AQsav/wB/LX/49VbxZ/yJuuf9g+4/9FtWxRZAUP8AhIbz/oWNX/7+Wv8A8eo/4SG8/wChY1f/AL+Wv/x6r9FFkBQ/4SG8/wChY1f/AL+Wv/x6sm3127Hi7UZf+Ed1Qs1haqYxJbblAkuOT++xg5OMHPynIHGelrHtv+Ry1P8A7B9p/wCjLmiyAs/8JDef9Cxq/wD38tf/AI9R/wAJDef9Cxq//fy1/wDj1X6KLICh/wAJDef9Cxq//fy1/wDj1ZPinXbubwjrUTeHdUiV7CdTI8lttQGNuTiYnA9gT7V0tY/iz/kTdc/7B9x/6LahJAWf+EhvP+hY1f8A7+Wv/wAeo/4SG8/6FjV/+/lr/wDHqv0UWQFD/hIbz/oWNX/7+Wv/AMeo/wCEhvP+hY1f/v5a/wDx6r9FFkBzVvrt2PF2oy/8I7qhZrC1UxiS23KBJccn99jBycYOflOQOM63/CQ3n/Qsav8A9/LX/wCPVWtv+Ry1P/sH2n/oy5rYoaQFD/hIbz/oWNX/AO/lr/8AHqP+EhvP+hY1f/v5a/8Ax6r9FFkBzXinXbubwjrUTeHdUiV7CdTI8lttQGNuTiYnA9gT7VJrf/IXn/4D/wCgirPiz/kTdc/7B9x/6Laq2t/8hef/AID/AOgitaW40Z9FFFdBQV0/hz/kHyf9dT/IVzFdP4c/5B8n/XU/yFZVvhJexsUUUVyEhRRRQAUUUUAc7pn/ACGvEf8A2EE/9JYK1Kq3PhnTbm9nu2+2xzXDB5TBqE8KswUKDtRwM7VUdO1M/wCEU03/AJ7ar/4N7r/45V3Qy7RVL/hFNN/57ar/AODe6/8AjlH/AAimm/8APbVf/Bvdf/HKLoC7RVL/AIRTTf8Antqv/g3uv/jlH/CKab/z21X/AMG91/8AHKLoC7RVL/hFNN/57ar/AODe6/8AjlH/AAimm/8APbVf/Bvdf/HKLoCp4l/5BUH/AGELL/0qirYrPl8HaRMgSVtTkUMrgPqt0QGUgg/6zqCAR6EU/wD4RTTf+e2q/wDg3uv/AI5RzIC7RVL/AIRTTf8Antqv/g3uv/jlH/CKab/z21X/AMG91/8AHKLoC7RVL/hFNN/57ar/AODe6/8AjlVrzQtFsUQz3OqBpCViT+17rdI2CdqjzeTwaLoDWorHHhBSMm+vAfT+0Lw4/Hz6P+EQT/n/ALz/AMD7z/5IougNiiqCeE9PCAPPqhbHJGrXYBP082nf8Ippv/PbVf8Awb3X/wAcougLtFUv+EU03/ntqv8A4N7r/wCOUf8ACKab/wA9tV/8G91/8cougLtFUv8AhFNN/wCe2q/+De6/+OUf8Ippv/PbVf8Awb3X/wAcougLtFUv+EU03/ntqv8A4N7r/wCOUf8ACKab/wA9tV/8G91/8cougLtFUv8AhFNN/wCe2q/+De6/+OUf8Ippv/PbVf8Awb3X/wAcougLtFUv+EU03/ntqv8A4N7r/wCOUf8ACKab/wA9tV/8G91/8cougLtFUv8AhFNN/wCe2q/+De6/+OUf8Ippv/PbVf8Awb3X/wAcougLtY9t/wAjlqf/AGD7T/0Zc1b/AOEU03/ntqv/AIN7r/45TB4O0hZmmDamJXUIzjVbrcVGSAT5nQbmx9T60cyA0KKpf8Ippv8Az21X/wAG91/8co/4RTTf+e2q/wDg3uv/AI5RdAXax/Fn/Im65/2D7j/0W1W/+EU03/ntqv8A4N7r/wCOUybwdpFxDJDM2pyRSKUdH1W6Ksp4IIMnINHMgNCiqX/CKab/AM9tV/8ABvdf/HKP+EU03/ntqv8A4N7r/wCOUXQF2iqX/CKab/z21X/wb3X/AMco/wCEU03/AJ7ar/4N7r/45RdAVLb/AJHLU/8AsH2n/oy5rYrPHg7SFmaYNqYldQjONVutxUZIBPmdBubH1PrT/wDhFNN/57ar/wCDe6/+OUcyAu0VS/4RTTf+e2q/+De6/wDjlH/CKab/AM9tV/8ABvdf/HKLoCp4s/5E3XP+wfcf+i2rYrPm8HaRcQyQzNqckUilHR9VuirKeCCDJyDT/wDhFNN/57ar/wCDe6/+OUcyAu0VS/4RTTf+e2q/+De6/wDjlH/CKab/AM9tV/8ABvdf/HKLoC7WPbf8jlqf/YPtP/RlzVv/AIRTTf8Antqv/g3uv/jlMHg7SFmaYNqYldQjONVutxUZIBPmdBubH1PrRzIDQoql/wAIppv/AD21X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9eAMe9JgegUUUVIBRRRQAUUUUAc743Dnw7GImVZDqNhtZl3AH7XDgkZGR7ZFJ4GEq+GmE7o8w1C/EjxoUVm+1zZIUkkDPbJx6ml8bhz4djETKsh1Gw2sy7gD9rhwSMjI9sik8DCVfDTCd0eYahfiR40KKzfa5skKSSBntk49TQB0dFFFABRRRQAUUUUAFFFFAGD44/5EDxH/wBgu5/9FNXP+F4NeOl3Bi1LTVj/ALSvvlfT3Y5+1yZ584dTuxxxkdcEnoPHH/IgeI/+wXc/+imrn/C8GvHS7gxalpqx/wBpX3yvp7sc/a5M8+cOp3Y44yOuCS0AXEGvDxzpW7UtNLf2feEEae4AXzbfI/13XlOfY8cjaXEGvDxlpitqWmmc6bebHGnuFA32ucr52Tzg9Rgcc9aLiDXh450rdqWmlv7PvCCNPcAL5tvkf67rynPseORtLiDXh4y0xW1LTTOdNvNjjT3Cgb7XOV87J5weowOOetUMW1g1z/hNNUA1HTvO/s+zLN9gfaV825wAPO4OM857jgY5xPDcOtN/wh3k6hp6Z8OyGLfYu2xMWnDYlG452nIxwCMc5G3awa5/wmmqAajp3nf2fZlm+wPtK+bc4AHncHGec9xwMc4nhuHWm/4Q7ydQ09M+HZDFvsXbYmLThsSjcc7TkY4BGOcgEY2mxar/AGVpp+22ez+zvD2B9kbODdt5Yz5nVedxx83bbXphtvEe0Y1XSs7eT/ZsnXB5/wBf0zjj2Prx5npsWq/2Vpp+22ez+zvD2B9kbODdt5Yz5nVedxx83bbXphtvEe0Y1XSs7eT/AGbJ1wef9f0zjj2PrwIBTb+Id+Rqmlhc9Dp0mccd/P8A978x6c43heDXDpkxi1HTli/tG+yrWDsSftU24584cE8gY4HHPWtk2/iHfkappYXPQ6dJnHHfz/8Ae/MenON4Xg1w6ZMYtR05Yv7Rvsq1g7En7VNuOfOHBPIGOBxz1oGJcQa8PGWmK2paaZzpt5scae4UDfa5yvnZPOD1GBxz1ouYNe/4TfTAdS00yHT7wqw09wAvnW2QR53JI24ORjB4OcAuINeHjLTFbUtNM50282ONPcKBvtc5XzsnnB6jA4560XMGvf8ACb6YDqWmmQ6feFWGnuAF862yCPO5JG3ByMYPBzgACWtvr/8AwmeqKNT0zzv7Os9z/wBnSbSN9zgBfOyDuyc56EDjGTj+GYdYK+DPLv7BWPh6QxlrJyFjzafKf3oy2MDdwOCcc4Gxa2+v/wDCZ6oo1PTPO/s6z3P/AGdJtI33OAF87IO7JznoQOMZOP4Zh1gr4M8u/sFY+HpDGWsnIWPNp8p/ejLYwN3A4JxzgAjL0iPUPsWjs1zbGEWPhsugt2DFPtbbQG34BB5JwcjjA617XXimkR6h9i0dmubYwix8Nl0FuwYp9rbaA2/AIPJODkcYHWva6lgFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAK868VSunjGaNbeWRZP7D3SqV2x41CUjdkg89BgH3xXotcRq6xzeM9Wtp9FfVreXSrIyQBYWX5ZbogMJGUHJAx15HOOtNAdvRXA/wDCP6Dn/knVv1x/x6WX97Gfv+nzfT34rM13RtEh0yGRPh/FCxurUErbWIPzTJlM+Zjn7h9d3XGSCwHqNFcCfD+gh9o+HVuRnG4WlljqBn7/ALk/8BPtnN0vRNDk1LWEbwDDIqXiqAbWyIiHkRnb9/jn5v8AtoPfBYD1CivMNO0PQmvtYB8BwTbLoYj+y2R8n9xCfL+/xncW7jk88is3T9I0WTSvCTN4KiYzGMPI1vZH7Vm2lPPz8/dEnbt3BFFgPYaK8dtNJ0V4tNdvBMZZtXvEKG3siZQouCIvv4+XAGMjBj64GTH4V0jR57qPzPBUV0raLp7/ADW9o2WZpwZfv4+cAHI5IXkA4FFgPZqK4A6DoQQN/wAK4hJ252/ZLHIOCcf6zGcjH1I7ZIoa3oWhR2kW3wLb2+by2XzRa2YBBniG37+fmDFenr04yWA9OorgRoGg7gP+FdQAev2SywOv+37D/voe+M7TtD0Jr7WAfAcE2y6GI/stkfJ/cQny/v8AGdxbuOTzyKLAen0V5fpeiaHLqOtI3gKGRY71UVWtbIiMGGLgfPwP48f7frkDOstH0RtI8Kyf8IXDK0uzc/2eyzef6JI3Xfzk/Nzjlc9OpYD2GvLfC97cW3ibxD5Wl3d188g/ctEOBfagc/O68E/L9R2HNUYdG0QNpQHgyGUSaxdxsRbWeHANyBGcsMhcA47CPuRg3PBly1jKi2Wh3Tx/2FpxCW5t1zk3Ll/9YF+ZienckkAc00gOzOqXgfaNA1EjONwkt8dQM/633J/4CfbOT4g1O8bT4FOhakg+3WZ3boD/AMvCHHyy552genzDPAbGsdUvA+0aBqJGcbhJb46gZ/1vuT/wE+2cnxDqdy+nQLJoWoIv26zO5ntsZFyhA5lPUqB/wIe+GM1f7Vvef+Kf1LgZ/wBZbc8Dj/W+5H/AT7Zy9I1O8/tTXv8AiR6ic36dWhGP3EQ7y88ANx2YfxBgNT+1b3n/AIp/UuBn/WW3PA4/1vuR/wABPtnK0fUrkapr+3Q9QJOoJu+e24PkQjtLnoFbnnDD6AANK1O8W91xxoWpOzXisY90AKH7LD8uTLgn/dOMn6msvTtRuxo3gkf2NqLbTGN2Yvn/ANFlXPMuRwd3zdhj72BWppWpXKXuuSJoeoO73is8avbbkb7LD8p/e4zwO56jnFZOnajMNF8DhdGvmVDGImD22H/0SVQR+8/uktxjgf8AAaBC2mpXnl6Q39i6kSutXrhMxZYkXZ2f63AI6ZPynHHUGrvw7mkmvG8y3mhKaBpajzcZkGbj5gAzEA+jfNxyKo2eozeVpLjRr7cutX0iJvtsu5F3uQfvMbhkg8joeTzV34dSmW7b/R5YUTQNLRPMMZ3qDcYYbCRg/h06dKTA9AoooqQCiiigAooooA53xuXHh2MxKrSDUbDarNtBP2uHAJwcD3waztG/4SrSLB7X+ydGl3XNxcbv7VlXHmzPLjH2c9N+M98Z46Vo+Ny48OxmJVaQajYbVZtoJ+1w4BODge+DTPtPiPZn+ytK3en9pSY6evkevH059qaAd/afir/oB6N/4N5f/kaqmneI/Eup2zzw6DpKok80BD6tIDuikaNjxb9Moce2OlWvtHiHjGl6X1Of+JjJ0zx/yw9Mn68e9Ynhe418aPN5WmaY3/Ewvid2oyLhvtU24f6k8BuAe45wOlOyA0ZPEfiWPVrfTToOk+dPBLOrDVpNoWNo1IP+j5zmVccdj+JJ4j8Sx6tb6adB0nzp4JZ1YatJtCxtGpB/0fOcyrjjsfxoXU+uf8Jtph/s7TvMGn3YRft74K+Za7iT5PBHYYOfUUlxPrx8c6Vu03TQ39n3gAGoOQV823yf9T14Tj3PPA3FkBoR+I/EsmrXGmjQdJ86CCKdmOrSbSsjSKAP9HznMTZ47j8Kun+MvEGpf2V5Ph/TF/tOxa/h36tINsY8rhsW/Dfvl6ZHB59YLW41/wD4TXVT/Zmmeb/Zlnlf7Rk2/wCsuMc+T3JYHjgAHnJAxvDE2tD/AIQ3Zp+ntjw64i3XzjcmbTJb90dpxtOBnkkZGMksgNWD4ha1cW0E6eHdPCTQWM6g6q+Qt3IY4wf3HUEfN6Dpmug/tPxV/wBAPRv/AAby/wDyNXmFhNq40jT/AC7GxYDT/DoQteOMqLlihP7o4JbgjnaOQW6V6d9o8Q8Y0vS+pz/xMZOmeP8Alh6ZP1496LAUdcPirWdA1LS/7J0aH7bay2/m/wBqyts3qVzj7OM4znGRVPwvPrw0u4EWm6a0f9pX3zPqDqc/a5M8eSeh3Y55wOmSBsm58R7RjStKzt5H9pSdcHj/AFHTOOfc+nON4Xn14aXcCLTdNaP+0r75n1B1OftcmePJPQ7sc84HTJAAC4n14+OdK3abpob+z7wADUHIK+bb5P8AqevCce554G4uJ9ePjLTGbTdNE40282INQcqRvtc5bycjnA6HI546UXE+vHxzpW7TdNDf2feAAag5BXzbfJ/1PXhOPc88DcXE+vHxlpjNpumicabebEGoOVI32uct5ORzgdDkc8dKYxbWfXP+E01QjTtO87+z7MMv299oXzbnBB8nk4zxjsOTnjE8Nza0v/CHeTp+nvjw7IIt98670xactiI7TnaMDPBJzxg7drPrn/CaaoRp2ned/Z9mGX7e+0L5tzgg+TycZ4x2HJzxieG5taX/AIQ7ydP098eHZBFvvnXemLTlsRHac7RgZ4JOeMEEY2my6r/ZWmj7FZ7P7O8PYP2ts4F23lnHl9W53DPy9t1emG58R7RjStKzt5H9pSdcHj/UdM459z6c+Z6bLqv9laaPsVns/s7w9g/a2zgXbeWceX1bncM/L23V6YbnxHtGNK0rO3kf2lJ1weP9R0zjn3PpyIBTceId+Bpellc9TqMmccdvI/3vyHrxjeF59cGmTCLTtOaL+0b7LNfupB+1TbhjyTwDwDnkc8dK2TceId+Bpellc9TqMmccdvI/3vyHrxjeF59cGmTCLTtOaL+0b7LNfupB+1TbhjyTwDwDnkc8dKBiXE+vHxlpjNpumicabebEGoOVI32uct5ORzgdDkc8dKLmfXv+E30wnTdNEg0+8CqNQcgr51tkk+TwQNuBg5yeRjJLifXj4y0xm03TRONNvNiDUHKkb7XOW8nI5wOhyOeOlFzPr3/Cb6YTpumiQafeBVGoOQV862ySfJ4IG3Awc5PIxkgCWtxr/wDwmeqMNM0zzv7Os9yf2jJtA33OCG8nJO7IxjoAec4GP4Zm1gL4M8uwsGYeHpBGGvXAaPNp8x/dHDYwdvI5Izxk7Frca/8A8JnqjDTNM87+zrPcn9oybQN9zghvJyTuyMY6AHnOBj+GZtYC+DPLsLBmHh6QRhr1wGjzafMf3Rw2MHbyOSM8ZIIy9Ik1D7Fo6tbWwhNj4bDuLhiwT7W20hdmCSeCMjA5yele114ppEmofYtHVra2EJsfDYdxcMWCfa22kLswSTwRkYHOT0r2upYBRRRSAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACuMvr+5svH+o/Z9JvdQ36XZ7vszwrsxLddfMkTrntnoc44rs65C71CCw8e6mZkuWDaVZkeRayTdJLonOxTj2z17U1uBL/b2o/9ClrP/f2z/wDj9Zev65qDadED4V1hR9ttDkzWva4jOPlmJ56enqQMkbv9vWef9TqPXH/INuP723+569/TnpzWP4k8QWX9kwMYNQIN7ZNh9MuP+fiNuhQc8cDrnAAJIBoZf/t7Uf8AoUtZ/wC/tn/8frL0rXNQXUdcI8K6wxa9UkCa1+X/AEeEY5mA9/lyOeucgbp16zV9ph1HOccabcEdQOuz/aH6+hxkaPr1l/auvAQX2Wv1+7ps/wDz7RfewnX5T1wcbeMFSQCHS9cv01HXG/4RXWDm9UtiW2O3/R4eMGb2z8uRz65ArWl5d2+n+F7eTSbpzaOqh4pQyygW0ifKWILHnPPGBnOeK0NJ12zXUtePkX3N6r/Jp05OPs1v97Ck7uRwcHHbAzWTpmuWZ0XwOoguvkMQ406YL/x6TL8ny4PQ/dLfLz907qzlGTatKwJ26Fi1vZlj0xv7NvCY9YvJdocEtu+0/KPmwWG7lTgDacE4GYPC17Na3SN/Zt5KRomnwlImRyNhn+fJYEq27gnk7TkCmWWvWRj0iQQXmF1y/bH9mzZ6XZ+UbclsHkDLZ3AgEMFb4N1q0S4hfybzadA0xAI7CYgENOOAqnC8jBzgjJBIBNLkn/N+CHzeS/H/ADOtOs3G0kaFqh9sRA/rJWVrusXUunxL/YGqJi8tWyzRKOJ4zjiQnJxgDoScHAya1j4hsggfyNTwV3f8gy5zjBPTy85wOnrgdSBWZ4i1uzbT4Y/Jvc/b7P7+nzbeLmHuVAzyMc9egOMVXLL+YLrsXxr04P7zQdVjHqUjb/0Fyaz9J1a5+36y/wDYepfvLxW27osr+4hGCDJgHjOBkYIPUkDVGv2ZYL5OpZP/AFDbjHf/AGP9k/p6jOVpOu2a6lrx8i+5vVf5NOnJx9mt/vYUndyODg47YGaXLO/xfgO6tsP0nUrgalrROj3/AM96pPzRnb/o8Iwcvx0z8uRz65Az7e9kh0/wpDFp19OttIqCRSAJMWsq5Usw3A5zlsDHOc4BuaPrtn/aviACC+z/AGggONNn6/Z4V5+X27442noQTk6drlkuheCT5F3iMRn5dOmI/wCPGU/JhTng/wAO7uOxIOWV/i/IV12JrXULgf2V/wASi/O3Wb1+JE5z9q+UZfkjPQ4Xg4JwuY/C19JayQzHT7yRn0SwhWGPDv8AJ5x3Ek8K2/ALYJ2tkDFJa61Zo2igwXWf7evsbdPlPU3Y4wPvZPOMnG4kABsR+ENatIZoZTDebD4e0xQIbCZsYFw3AVTxjoeQTwCTScZvaQJpPVHVf25df9C7q3/kD/47WXrutXUthEn/AAj2qqReWr5YxKPlnjbGRJ1OMAdCSAcA5raOvWavtMOo5zjjTbgjqB12f7Q/X0OMjxFr1k2nQL5F9zf2f39NnA/4+U7lAM/Kcc5ztwCSoNOMu4X8i7/wkV1/0LOtf98wf/HapWGr3Fvc6pN/YeqO1zdCQRIELIBDGnzZcKDlDwCeCD3ONb/hILLn9zqXAz/yDLn0B/55/wC0P19DjJ0fXbP+1fEAEF9n+0EBxps/X7PCvPy+3fHG09CCZcZ9JfgCa7Eem65dRX+sP/wjurt5t4r4UxEr+4iXBBk4PGcDIwQepIrNsdWu49K8JR/2BqbfZvLyyyRkSYtZF+QmTL9c/NjgE9QBWtpGvWS3+vSeRf4a9Vvl02ct/wAesB+YBCQcdiAegx0zk6brlkNE8DDyLvgxgbdOmwP9ElX5cLjr3Ut8uT93LB8s+/4BfyFtdVulGl/8SLUv3er3kvDxndu+0/KPn5YbuVPAwcE4GdDwDKXvV3ROjf2Fp8ZVjuK7DNyT6Nv+Unrtbpis6z12y8vR38i7wNbvnwNNmzgi8PA253+oGW6gqOcXvhzdRXVyWiR1CaBpaENC0Yz/AKR90HqvPBBI9CaTjP8Am/ALrsegUUUVRIUUUUAFFFFAHN+OTMvhpDbxxyTDUbAosjlFLfa4cAkA4Gcc4OPQ9Kh+1eKv+gNo3/g2l/8AkarHjdinh2N1jaRl1GwIRcZY/a4eBkgZ+pFM/tm+2bv+Ea1XP93zLXPTP/PbHXj6+3NUgIvtXir/AKA2jf8Ag2l/+RqxvDFz4lXSpxDpOkun9oXxJfU5FO77VLuGBbngHIB7gA4GcDf/ALXvuP8AinNU5JH+stuOcZ/134/QevFYnhfVr2PR5tvh7U5M6hfN8sltwTdTErzMOQeD2z0JHNMZHc3PiX/hNNMJ0nSRMNPvAqDU5CpXzLbJLfZ8gg7cDBzk8jHJc3PiX/hNNMJ0nSRMNPvAqDU5CpXzLbJLfZ8gg7cDBzk8jHM11ql5/wAJtpj/ANg6juXT7tQm+3ywMlrlh+9xgd8kH0BpLjVbxvHOlE6BqSkafeKAZLfJHm2/zf63oNo9/nHHXAIitrnxL/wmmpkaTpJmOn2YZDqcgUL5lzghvs+SSd2RgYwOTnjG8NXHiAf8If5OmaY+3w9IId+oyLvj/wBE+ZsQHa33flG4cnnjndtdWvf+E11WT/hHtT3HTLP935ltuGJLgj/ltjnJA56qc4GCcbwxqV2v/CG40PUH2eHXRdrwfvATaDcuZegwDzg4YcZyAAZOiyX76dp6XFtbRR/2d4f2Ok7PkLcOYtw2DaXYBTjcFznLdvRYNR1+SV1k0GKNFAw73qjce/ABIrzaw1C5TSNPC6PfOF0/w6oKvD8wW5YhhmQcMflGcHPUKOa9O/te+4/4pzVOSR/rLbjnGf8AXfj9B68VnyO9+Z/h/kXGSS1in9/+Y77XrP8A0Crb/wADP/sKw9CuNZj0S4+w2FvIf7QvTl5+dxupdwxgcA5AOeQM4HStk6zfBQf+Ea1UnbnHmWvBweP9d14x+I98Y3hfVbyPS7hF0DUpF/tK+O9JLfHN3JnrKDxkg8fwnGeMjg2rcz/D/IpTSd+Vfj/mVobvxFJ4xsze6bbpcJZXYhHmhVkjMlvuOQWwVIQc9d3bHNq5m1o+MNOY2loLgWF2I084lSnmW+4k46g7Mcc5PTFJcareN450onQNSUjT7xQDJb5I823+b/W9BtHv84464LjVbxvGWmSnQNSV1028AhMlvufL2p4xLjg8ckcnjI5pqMl9p/h/kEpxf2Uvv/zKlxL4jTxbdz2dtE90tla+dbRyLtaMPPsyz46kvnH90etZ+hPrEY8K/ZIrWUroTra7iRvh/wBGyzc8NxHx7t6Cty11S8HjTVJP7B1EsdPs1Me+33ACW5+Y/vcYOc9c8HgcZxPDepXcf/CHbND1CXy/DsiLseAeYMWh3LmUccAc4OSOMZISjJO/M/w/yDnja3Kvx/zMW0k1FNPsGihWSFNP0fYowDIqyv8AZs5PBaQ/Njpgdia9AFz4tYq32HT1UjlSTn891cBpt/c/2Vpq/wBk3mBp3h4bt8OCFu22n/WZw/8AD9Pm216YdZvgoP8AwjWqk7c48y14ODx/ruvGPxHvhpSvfmf3L/IXPG1uVfj/AJlYT+KCRutLEDuA5z/M1j+GJ9dSwmhtrJXhjuZh50soBeTzWEvr0kD89+vPWuiOr3wfA8OaoRnG4SW2O3P+u9z+R9s43hfVLyPTJkXQdRkU6jfHzFe3wCbqYkcyg5HQ8demRzQ1L+Z/h/kNTgvsL8f8yrfT68nizT5BZJJdm1lEcSyqF8rcnmNk47tFx3wOuOJ7iXWj4t05mtoRciwuhGgkG0p5lvuJPYg7MDvk+nLrjVbxvGWmSnQNSV1028AhMlvufL2p4xLjg8ckcnjI5oudVvD430xjoGpArp94oQyW+WBmtgWH73GBgE5IPzDAPODll/M/w/yDnha3Ivx/zKdtN4gt/FWreXZCa7lt4JJN0qlY490gjC5I4yJOM9QTgZ5z9AuNUT/hFvstn5mzQ3S13Mi+bD/o2XPPyniPj/aPpW3a6tejxnqkn/CPamXOnWYMXmW24APcnJ/fYwSdvXqD0GCcfwzqN0i+DCui37lPD0iKFeDLrm0G8ZkHy8A84PI4zkCeSV787/D/ACG6sGrci/H/ADMGzN4qaTdLFcvb2ljpBWJGUC4RZn+zkjceXbIxgkHBNe6I29FYAgEZwRg/lXiukXcxstHjOnXIRrHw2hlLR7VAu2IY/PnDdBgE56gDmva6aUlu7/d+iREnFrSNvv8A1bCiiimQFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXIXeoQWHj3UzMlywbSrMjyLWSbpJdE52Kce2evauvrkLvU9P03x7qbX99bWobSrMqZ5lTIEl0TjJ7Dk01uBe/t6zz/AKnUeuP+Qbcf3tv9z17+nPTmsnxDr9qdKhZIdSH+mWbf8g24B2+ejH/lmecA8dc4HBIrW/4STQs4/trTuTt/4+k67tuOv97j68VkeIvEmhvpUDJrWnEfbLOTK3afdE6MT94cbVY/QE8jiqGa516zV9ph1HOccabcEdQOuz/aH6+hxlaTrtsNU1wNFqJDXylP+JdccD7PF/0z45Vuueo/vAVqnxJoSvsbWtODZxg3SZzkDHX1ZR+I9aydI8RaKuqa5u1nTxvvlMebpPmH2aIZHzHjKP6fdbjgmgB2l65bJqGts8WoFXu1dANPnJCi3gGCBHwcnoef6ZWm61CdH8GKY9Q3RmISk2E/P+izLwfL+b5hnjHGD066mleINGj1HXHk1iwVHvFkQtdJhkFtACw+bpk9eOv4nK03XdK/sfwUh1Wy3wmITL9qXKH7JMnzfP8A3xt53cjHXkAgs9cgMWlSeXqO1NavncHT58lCLogAeVkn5l4HOQRkkGovCGs28d5G0sd+WOg6bGcWM7HcHuFJ4jHGTwcAEZI4BxJZ6/pHl6TJ/a9j5cet30sjfakwqEXTBid/3cMhHUYYcDjEfg/XNJhu4jNqtkh/sHTIsvcp99XuFZeWPzBiARknJA70gOtPiGyCB/I1PBXd/wAgy5zjBPTy85wOnrgdSBWdr+tW8llFHHFfhxfWpJNhOowLiLPJjx0P4846ZGifE+gBA51zTApXcG+1x4xgtnr0wCfoDWb4g17R5LGGKLVrFpRfWhKLcpuwtzFu43DoCM/XoehYzTGv2ZYL5OpZP/UNuMd/9j/ZP6eozmaXrlsmoa2zxagVe7V0A0+ckKLeAYIEfByeh5/ppjxLoJYKNb03ceg+1Jnv7/7Lf98n0rL0rxBo0eo648msWCo94siFrpMMgtoAWHzdMnrx1/EgBpOu239p66Gi1HBv02/8S644HkRL/wA8/VT68EHOCKzLDWYk0Xwfvjvy0Pl+dixnO7FlJnbiP5+SPu47+hFaekeINGGqa9u1iw+a/Tbm6Tn9xEvHzH+JWHblSMZBJytP13SU0PwZv1ayU24jNxuul/d4spM7/n46r1J6j60CH2+sRRto6vHfk/23elttjMw2k3QAyI/deOMAEk4BzB4U1iC3u0eaO+Zv7A01W2WM0h3L9pJ4VOnocAE8DnipbbW9LjbR1k1SzUjXL5mDXKjCk3SqT8/QllA68kcDjEPhLXNJtbmN7nVbKIf8I/piFpblB8y/aGYZLHkDk8njn3pAdedes1faYdRznHGm3BHUDrs/2h+vocZWv67bPp8KxxaiG+3WhydOuAMfaEJ5MeOin8x03CtU+JNCV9ja1pwbOMG6TOcgY6+rKPxHrWT4g8RaLLp8CRazp7P9usztW6TOBcISfvDjCOforcHBFMZq/wDCQWXP7nUuBn/kGXPoD/zz/wBofr6HGXpOu239p66Gi1HBv02/8S644HkRL/zz9VPrwQc4Iq9ceLfD9vFvOr2sx3Kqx2z+fIxYqFComWYkunQH7w9azdN8QW8F/rEktjripPeLJETot4dyiCJc/wCrOPmVh26dO5AJNL122S81qV4tRKPeK6AadcFgv2aE4KiPIPB4PP54rL0/W4Ro/gpWj1AspjEh+wTnP+iyr18rn5iDkY4+bpWhpviC3gv9YklsdcVJ7xZIidFvDuUQRLn/AFZx8ysO3Tp3ObY6uItK8JQyadroksfL+1A6PdnZi1kQ5+Q5+ZlHBbrn3CEOs9bhMWlSGPUNqaxeysPsE+ShF2QAPKyT0+Ucjvnvb+HlyLm9cgTBo9B0tH82JkJYG4yRuVcjnqBiqVtq4j/szfp2ujydXvLiT/iT3fET/adjfc5B8xOOcZ+6MfLb+HF7bX1xvtriObZ4f0pJNr7irf6QSrcnDcjgnPNDA9BoooqQCiiigAooooA53xuxTw7G6xtIy6jYEIuMsftcPAyQM/Uimf2zfbN3/CNarn+75lrnpn/ntjrx9fbmn+N2KeHY3WNpGXUbAhFxlj9rh4GSBn6kUz+2b7Zu/wCEa1XP93zLXPTP/PbHXj6+3NUgF/te+4/4pzVOSR/rLbjnGf8AXfj9B68VieF9WvY9Hm2+HtTkzqF83yyW3BN1MSvMw5B4PbPQkc1t/wBr33H/ABTmqckj/WW3HOM/678foPXisTwvq17Ho823w9qcmdQvm+WS24JupiV5mHIPB7Z6EjmmMddapef8Jtpj/wBg6juXT7tQm+3ywMlrlh+9xgd8kH0BpLjVbxvHOlE6BqSkafeKAZLfJHm2/wA3+t6DaPf5xx1wt1ql5/wm2mP/AGDqO5dPu1Cb7fLAyWuWH73GB3yQfQGkuNVvG8c6UToGpKRp94oBkt8kebb/ADf63oNo9/nHHXAAlrq17/wmuqyf8I9qe46ZZ/u/MttwxJcEf8tsc5IHPVTnAwTjeGNSu1/4Q3Gh6g+zw66LteD94CbQblzL0GAecHDDjOQNm11a9/4TXVZP+Ee1PcdMs/3fmW24YkuCP+W2OckDnqpzgYJxvDGpXa/8IbjQ9QfZ4ddF2vB+8BNoNy5l6DAPODhhxnIAIxbDULlNI08Lo984XT/Dqgq8PzBbliGGZBwx+UZwc9Qo5r07+177j/inNU5JH+stuOcZ/wBd+P0HrxXmNhqFymkaeF0e+cLp/h1QVeH5gtyxDDMg4Y/KM4OeoUc16d/a99x/xTmqckj/AFltxzjP+u/H6D14oQCHWb4KD/wjWqk7c48y14ODx/ruvGPxHvjG8L6reR6XcIugalIv9pXx3pJb45u5M9ZQeMkHj+E4zxnZOs3wUH/hGtVJ25x5lrwcHj/XdeMfiPfGN4X1W8j0u4RdA1KRf7SvjvSS3xzdyZ6yg8ZIPH8JxnjIMLjVbxvHOlE6BqSkafeKAZLfJHm2/wA3+t6DaPf5xx1wXGq3jeMtMlOgakrrpt4BCZLfc+XtTxiXHB45I5PGRzRcareN450onQNSUjT7xQDJb5I823+b/W9BtHv84464LjVbxvGWmSnQNSV1028AhMlvufL2p4xLjg8ckcnjI5oAW11S8HjTVJP7B1EsdPs1Me+33ACW5+Y/vcYOc9c8HgcZxPDepXcf/CHbND1CXy/DsiLseAeYMWh3LmUccAc4OSOMZI27XVLweNNUk/sHUSx0+zUx77fcAJbn5j+9xg5z1zweBxnE8N6ldx/8Ids0PUJfL8OyIux4B5gxaHcuZRxwBzg5I4xkgEcxa+KbO0sNOt7lPJkXTtABEl1bqcRXBkJwZc4KMGHHAILbQQa70/E3QwoOYyducf2nYcHB4/4+OvGPxHviH4VG9n8ITm2KWkwltR/pMXmgqLC1GcK464BHOcHkA8DstOt9ejfOoahYzJ5jkrHasrFcnaA2/A4x2P1PWhLS9xX1tY5U/EvQw+A8RGcbhqdjjtz/AMfHufyPtnJ8O/EHRrTT5YZJIstf3km46hZqMPcyuOGmB6Ec4wcggkc16tRU3GeUT/EPRn8V6febowkWn3UZX+0bI5Znt2AyJ9oPysMEgnBxkAkFx8Q9Gfxfp10Gj8qKxuoif7RssZaW3xz5+BwhOCQSOgODj02+jvpIWFlcQxPsIBkiLfN25zx+RpLGO/jjQXtxBKwQA+XEVO7uc7sH8h+HSo9o+bls/XQvlXLe/wAjzK3+Imjr4s1K8OzZJYWkaj+0bLqrXDHnz9p++BgHIPUAEE5fh7xxpNqvhMyPGDaaHJbSA31qpDE2o5zMNv3GOGw3tkED2yiruQeGeH9YjvrLTY7WB5kitvDttNLHNC6wsl2x+fDkjOQMY3A9QBzXudedeK5pI/GUsa20siSHQw0qldsWNQlILZYHnoNoPPXA5r0WhgFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAK5C71PT9N8e6m1/fW1qG0qzKmeZUyBJdE4yew5NdfXGX2taVo/j/Uf7T1OysvN0uz8v7TOse/Et1nG4jOMj8xTW4Gl/wkmhZx/bWncnb/x9J13bcdf73H14rH8R+I9Bk0mAjW9MK/bbOTJu48bRPG+e/wDCpP0BOR1F/wD4TTwr/wBDNo3/AIHxf/FVl6/4w8MzadEsfiTSWYXtoxCXqMcC4jJOFbOMA5PQDJPGaoZunxJoSvsbWtODZxg3SZzkDHX1ZR+I9aydI8Q6Guq67nWdNzJfKygXUeSPs0Q/9kf1+6eeMC7/AMJp4V/6GbRv/A+L/wCKrL0rxh4Zj1HXGfxJpIWS9VkLXqAEfZ4RkEtgjIPI4yCOoNAFjSte0WLUdcd9Y05VlvFlQ/aoxuUW0ALduM4557c9hk6ZrWjf2N4JjGraaWtzEJALmP5D9kmT/wBCyv8ADyCPar2leMPDMeo64z+JNJCyXqsha9QAj7PCMglsEZB5HGQR1BrL0/xX4cTR/BiN4i0wPB5fnBrpQVxaSr84LZXkgfN3wOpFAiWy13RDFpMo1jTDHFrd9M7i6jwqkXRDZ+jqe3DdT3j8Ha3o8F1Dv1XT1X+wdMiB+0ptLq1wrKDwMgkDAA5IGBmktfFfhxf7Jz4i0wbNavZGzdKMI32raT83CncuCflORjqtReEfFPh63uo2n1/TEX+wdNi3SXaLl1M+5fmbO4blyDyMjPWkB2h8T6AEDnXNMCldwb7XHjGC2evTAJ+gNZviDXNGnsYYU1bT3kF9aMU+0oThbmInjnpkfmOR1q3/AMJp4V/6GbRv/A+L/wCKrL1/xh4Zm06JY/EmkswvbRiEvUY4FxGScK2cYByegGSeM0xm4PEuglgo1vTdx6D7Ume/v/st/wB8n0rL0rXtFi1HXHfWNOVZbxZUP2qMblFtAC3bjOOee3PYXP8AhNPCv/QzaN/4Hxf/ABVZeleMPDMeo64z+JNJCyXqsha9QAj7PCMglsEZB5HGQR1BoAn0fxBoi6pr/wDxONNy+oJjF1Hn/UQpz77lYd/ukdsDL0/WdHi0TwYr6rpy/ZPL87NzGPLxZSZz6feH93g+nBu6V4w8Mx6jrjP4k0kLJeqyFr1ACPs8IyCWwRkHkcZBHUGsvT/FfhxNH8GI3iLTA8Hl+cGulBXFpKvzgtleSB83fA6kUCJ7fWNIhbRlk1TTkZddvpMG5jBwxugD07l1Hbk9T3i8Ja1pFlcxm41WwhRfD+mR7muEVdy/aCwB4HA56DjnAptr4r8OL/ZOfEWmDZrV7I2bpRhG+1bSfm4U7lwT8pyMdVqLwj4p8PW91G0+v6Yi/wBg6bFuku0XLqZ9y/M2dw3LkHkZGetIDtj4k0JX2NrWnBs4wbpM5yBjr6so/EetZPiHxDoc2nQRrrOms326zbb9qj6C5Qn17I3/AHyeRjIu/wDCaeFf+hm0b/wPi/8Aiqy9f8YeGZtOiWPxJpLML20YhL1GOBcRknCtnGAcnoBknjNMZN4g1zSL2ys7e11SxnnbU9PKxxXCMxAu4CcAH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◆Reliability specification
◆10000 hour reliability test data
◆Derating Curve
◆Maximum pulse power limit
○Biased life test ○High temperature high humidity (biased)
○Temperature shock ○High temperature exposure
Test Items Condition (test methods) ≦47Ω ≧4 7Ω ≦47Ω ≧47Ω ≦4 7Ω ≧47Ω Low
Low Regular High Typical
Short time overload
Life (biased)
High temperature
high humidity
Temperature shock
High temperature
exposure
Resistance to
soldering heat
2.5xratedvoltage,5seconds
70℃,ratedvoltage,90minon30minoff,1000hours
85℃,85%RH,1/10ofratedpower,
90minon30minoff,1000hours
-55℃(30min) 〜 125℃(30min)1000cycles
155℃,nobias,1000hours
260±5℃,10seconds(reflow)
±0.10%
±0.25%
±0.25%
±0.25%
±0.25%
±0.1%
±0.05%
±0.10%
±0.10%
±0.10%
±0.10%
±0.1%
±0.10%
±0.50%
±0.50%
±0.25%
±0.25%
±0.1%
±0.05%
±0.25%
±0.25%
±0.10%
±0.10%
±0.1%
ー
ー
ー
ー
ー
ー
±0.10%
±0.50%
±0.50%
±0.10%
±0.10%
±0.1%
±(0.01%)
±(0.01%)
±(0.05%)
±(0.01%)
±(0.01%)
±(0.01%)
10
−0.50
−0.40
−0.30
−0.20
−0.10
0.00
0.10
0.20
0.30
0.40
0.50
100 1000 3000 10000
Testduration(h)
Hightemoperaturelifetest(85℃)
Resistancedrift(%)
1kΩ
10kΩ
56kΩ
100kΩ
330kΩ
1kΩ
10kΩ
56kΩ
100kΩ
330kΩ
10
−0.50
−0.40
−0.30
−0.20
−0.10
0.00
0.10
0.20
0.30
0.40
0.50
100 1000 3000 10000
Testduration(h)
Hightemperaturehighhumiditybias(THB85℃85%)
Resistancedrift(%)
100kΩ
56kΩ
10
−0.50
−0.40
−0.30
−0.20
−0.10
0.00
0.10
0.20
0.30
0.40
0.50
100 1000 10000
Numberofcycles
Temperatureshock
Resistancedrift(%)
1kΩ
10kΩ
56kΩ
100kΩ
330kΩ
10
−0.50
−0.40
−0.30
−0.20
−0.10
0.00
0.10
0.20
0.30
0.40
0.50
100 1000 3000 10000
Hightemperatureexposure(155℃)
Resistancedrift(%)
Testduration(h)
Ratiotoratedpower(%)
Ambienttemperature(℃)
100
50
0
−55 0
07 58
155
High power application
Regular power application
High precision
Voltagepulseisappliedtothetestsamplesmounted
onthetestboard.
Aftereachpulse,resistancedriftismeasured.Pulse
voltageisincreaseduntilthedriftexceeds+/-0.5%.
Thepoweratthatvoltageisdefinedasthe
maximumpulsepower.
Test procedure
100
10
1
0.1
0.0001 0.001 0.01 0.1 1 10
Maximumpulse
powerlimit(W)
Pulseduration(seconds)
1005type
1608type
2012type
3216type
*1
*1
*1 RatedvoltageisgivenbyE=
RxPE=ratedvoltage(V),R=nominalresistancevalue(Ω),P=ratedpower(W)
Ifratedvoltageexceedsmaximumvoltage/element,maximumvoltage/elementistheratedvoltage.
RG1608series
Temperature85℃
Ratedvoltage90min.on/30min.off
Ratedpower=0.1W
n=100
Sample:
Test
conditions:
RG1608series
-55℃(30min)→roomtemp(.3min)→
+125℃(30min)→roomtemp(.3min)
n=50
Sample:
Test
conditions:
RG1608series
Temperature85℃Humidity85%RH
1/10ratedpower90min.on/30min.off
Ratedpower=0.1W
n=100
Sample:
Test
conditions:
RG1608series
Temperature155℃
n=100
Sample:
Test
conditions:
16
RG series
Thin film surface mount resistors