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fs95ZsSPsBYFNlouV3cArtHmfKAH/e1n6ZaWLeL7eN7vQ1hOq6gpeW5thCFEa7SWa2ZPLJzsJQqTnakZyT0fiT4saFrEGrpb2mpKby9muI/MjQYV9MNoAcOefMOe/y89eKzNH+I2j6f46tdcltr5rWLWtU1BkRELmO5iRIwBuxuBU5GcDsTVa2A39R0zR1vtJCan4OZWu2DmLUdPKqPJlOXI08ALkAZYMNxUYyQy5/9n6V/be3+0PCuz+1du77dY+Xt+xZzn7Ft8vdxnbt38bN/7yus1X49+Fr7UdEuIrDWAlhetcShoYslTbzRYX9513SL1xwD9K5RviroOq+ITqOt2OoSWT6ub1tNSOKSIoLPyFYliCz7lQ44UDd1JxUq/YDhrowS6NP5LaeojtUYt5kG+RsWilEUQrJvB3EnPI8zDNiQyfXPgT/knnhr/sFWv/opa+W9R8a6beeFptLjguxO9lHbhmRdu5U05SfvZxmyl7fxJ6nH1J4E/wCSeeGv+wVa/wDopa0QjoKKKKYBRRRQAVyfxJtWvvBU1oiRu897YxKsm3aS13CMHcrjHPdWHqp6V1lcP8Xvtn/CsdT/ALP8/wC2+ba/Z/s+fM8z7TFt2Y53ZxjHOaAOW/4Vfqf/AECtD/76sv8A5V0f8Kv1P/oFaH/31Zf/ACrryD/i73/U8f8Ak3R/xd7/AKnj/wAm6ys+4z1d/hnqYv4Y/wCy9Ey0TtjdZY4Kf9Qz39D9R3sf8Kv1P/oFaH/31Zf/ACrrx0/8La85c/8ACbebtO3P2rdjjOPbp+lP/wCLvf8AU8f+TdFn3A9f/wCFX6n/ANArQ/8Avqy/+VdV4PhnqbzXSjS9EOyUKctZcfIp4/4lh9fb6dz5R/xd7/qeP/JumJ/wtrdJs/4Tbdu+fb9qznA6++Mfhiiz7gexf8Kv1P8A6BWh/wDfVl/8q6P+FX6n/wBArQ/++rL/AOVdeQf8Xe/6nj/ybo/4u9/1PH/k3RZ9wPXIvhjqbRIf7L0PlQeWsv8A5V0//hV+p/8AQK0P/vqy/wDlXXj6/wDC3do2/wDCb7ccY+14xS/8Xe/6nj/ybos+4Hrknwx1NVB/svQ/vAfesvUf9Qusy48CapPqEulabp2hG9jQPLMUspYrfoQJANOU7mGcAHPc8Yz5hHc/FWdpUjm8ZyNC4jlVXuiUfAIU+hwQcH1FFvafFW0V1trfxnCsjtI4iS6UM7HLMcdST1PenZ9wPZP+FX6p/wBArQ/++rL/AOVdbXg/wjd+HfFkU9xZ6fAstrKgNqbcknch58uzgOPqxHt3rwf/AIu9/wBTx/5N16D8Gf8AhN/+E8k/4Sn/AISH7N9gl8r+1PO2b98f3fM4zjPShJ3A9/ooorQQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBx1zoWj618Q9U/tXSrG/8nSrHy/tVukuzMt3nG4HGcD8hVLxn4M8LWvgXxBcW/hrRoZ4tNuXjkjsYlZGETEEELkEHnNXbmHWJfiHqn9lX1ja40qx8z7VZvPu/e3eMbZUx39c5HTHNLxna+KV8C+IGuNZ0aSAabcmRI9JlRmXymyAxuCAcd8HHoaxl8Qzc/wCEF8If9Crof/gui/8Aia4+bwp4bS28Zqnh/R1mW/S1s2axiPlPJa2wQLxwPMkzgdyfWuw+x+L/APoOaH/4Jpf/AJKrjLK38R3vjHWNMXVdKLxakt7cN/ZkhTclrbBMjz8gEsuBnOYmbOPlqV6gW/FXgbww2o+FrG20fS7WSbVN0hjs4w00UcErujHbyDgZz3weorV8QeCvClvos88XhvRYWjZH3rYRDADqSCdvQjIPsTWJqUXia78YaNI+raUzWuptawuNKkCBzZTyOceeSRtIU/MOQOm0htjxPB4qg8KavPNrGjSRRWU0jomkyozBUJIDG5OCcdcH6UdtQIfBngzwtdeBfD9xceGtGmnl022eSSSxiZnYxKSSSuSSec0Wvgzws3jrVrdvDWjGBNNsnSM2MW1WaW6DEDbgEhVBPfaPSjwZa+KW8C+H2t9Z0aOA6bbGNJNJldlXylwCwuACcd8DPoKLW18U/wDCdasq6zownGm2RdzpMpUr5t1tAX7RkEHdk5OcjgY5O+oGT468MeEtFGn3TaHpdvDcXlpA22ziCDF1Ezcbe8fmg+qjB4rq7XwF4VERebwrogkkO9lNhEQnoo47ADp1OT3rA8dW2vW2gQX+p6xorwWWo2c4K6VImxvPRQxJuSMDdkjuMjIzkdL9k8X/APQd0P8A8E0v/wAlUdNxmJ4U8GeFrnR7h5/DWjSuNSv0DPYxMQq3cyqOV6BQAB2AAouvBnhZfHWk26+GtGED6beu8YsYtrMstqFJG3BIDMAe24+tHhS18Uto9wYNZ0ZE/tK/BD6TKx3fa5txyLgcFskDsCBk4yS6tfFP/CdaSrazoxnOm3pRxpMoUL5truBX7Rkknbg5GMHg54Ou4g8Z+DPC1r4F8QXFv4a0aGeLTbl45I7GJWRhExBBC5BB5zW5/wAIL4Q/6FXQ/wDwXRf/ABNYfjO18Ur4F8QNcazo0kA025MiR6TKjMvlNkBjcEA474OPQ1ufY/F//Qc0P/wTS/8AyVS6bgN8CwQ2vhqS3t4o4YItS1BI441Cqii8mAAA4AA4xXSVzfgUTL4akW4kjknGpagJHjQorN9smyQpJIGe2Tj1NdJXQthBRRRTAKKKKACvnvxxoFnqvxG8RT3E3gpHW4hQDXdSuLefH2aE/KsbqCnPBxnO70FfQlebPqGnWni3xRHeeOv7BkOoREWvn2abx9kt/nxNGzc8jg4+XpnNTJ2QHiGpeGrCD+19k/gA+Rp6zJ9l1a6fLHzeIMyHfN8oyrZX/V8fMcl94asIb6aNZ/ABVfseDb6tdNH887K20mTJwB+8/upgrgnNej+I9T0qT/hLvL+Iv2rzPD8aR/6RYn7W3+lfufliGcZHCYb9515XBrmp6U+u3jJ8RftCn+x8TfaLE79t7IW+7EB+6GJOOm7LZXAqLsZ4pb6ZA91boZPD+GuNPQ+ZdyhMSRFm3ENkID/riOUbAXaOK7DU/CmnQWqOlz8NSTcQJ/ous3jvhpVU5DSkbMH5j1C7iMEA1TsLm1XVNPLeI/LUah4fJk8yD92FtmDvyuP3J+TngZ+cMea9e8S6to8mlwCP4o/a2GoWRMf2nTzgC6iJf5YQfkAL+ny8gjIptu4HkN94asIb6aNZ/ABVfseDb6tdNH887K20mTJwB+8/upgrgnNY93o1rH9q2y+FTs87Hk387fd+142Zfn/VLtz1zbZzvfd6/rmp6U+u3jJ8RftCn+x8TfaLE79t7IW+7EB+6GJOOm7LZXArj9XvbFv7U2+LvO3fbNv722Pm5/tbHRP4tydP+fnjGY9omwMjwv4asNQ8OWl1NP4AWR9+Rq2rXUNyMOw+dEkCjpxgcjB60TeGrBftuJ/AH7vULeFdmrXRyreTkx5k+aH5zvY5YYlwRtXHo/wu1PSrf4c6VFc/EX+yJl87dY/aLFfK/fPjiWJn5Hzck9eOMVFqutaVb22vzD4gy3GNdsZUSKaxZrhVFoTKAIuSm1sYwuYvmB+bJd3A8x1bQLO2jvik3go+XcSIv2PUrhyQLQyfu9zncm7gE5Jmwp+X5azbLSre68UDTS/hqKM3l3H9onvZVtMKvHzh93ljGY26sThiw4HeeI72HVdP1mS88ZK6yahLLHZrdWjSMV0xtsjPEoDbiI4SqDbncuWYhqr6BdafB8QrFv8AhLBaW6a9rBF4slqojQwxhJgSmweZjbnG07fkCnNO7sBQk8H2No2l27ah8OrlnmMbzLrN0d2IpGzNiQBVyo5UD5tg6Egwf8I1Yf2p5Pn+ANv9oeTn+1rrytv2bfnd5mfJzxuzu835c7eK9e1nVtHbVPDxT4o+eqag5eT7Tp58gfZpxv4hwMkhPmyPn6ZwRkf2npX/AAlO/wD4WL8n/CQb/tH2ix+7/Zm3zs+Vt+9+6zjb2xv5qeZgeKXWmQR6NJOsnh8uLdXxDdytPkranhS2N/7xsjGMi4/uJt+vPAn/ACTzw1/2CrX/ANFLXzPqtzat4OuI18R+dIdPiAtfMgO4+XpfyYC7uNrjrn/RuuRJu+mPAn/JPPDX/YKtf/RS1ohHQUUUUwCiiigArj/ig1mngK6bUJfKshd2RuJPLEmyP7VFuO0qwbAzwVIPoeldhXF/FeA3Xw5v7cRRzGW4tEEciyMr5uYhgiP5yD0wnzenOKAPMv7Q+EP/AENH/luWn/yDR/aHwh/6Gj/y3LT/AOQa5/8A4QW4/wChV0P/AMF3iD/4mj/hBbj/AKFXQ/8AwXeIP/iayshm02ofCX7ZGR4m/deW+4/8I9a8HK44+xfXt27Z5m/tD4Q/9DR/5blp/wDINc23ge4Fyif8IvonKMdv9n69g4K8/dz37cc89qk/4QW4/wChV0P/AMF3iD/4miyA6D+0PhD/ANDR/wCW5af/ACDUMOofCUS3G/xNhTINh/4R61ORtX/py45z6f1OL/wgtx/0Kuh/+C7xB/8AE1HH4HuGkmH/AAi+iHa+MHT9e4+UHAwvv3559MUWQHSf2h8If+ho/wDLctP/AJBo/tD4Q/8AQ0f+W5af/INc/wD8ILcf9Crof/gu8Qf/ABNH/CC3H/Qq6H/4LvEH/wATRZAb0eofCLy13eJ8NgZH/CO2h5/8Aaz77VPhnLfQWdrr6raOC1zdyeH7QYXpsQLZht5/vcBevJ4rn4vCM2rRstl4c0hYBtZb+3stakRyGIZBw3I2kNlR14Oeml/wgtx/0Kuh/wDgu8Qf/E07IDajuvhBb20UEXil2WMKoMmgWzsQMdWayJJx3JJPfNTf2h8If+ho/wDLctP/AJBrnm8DXAH/ACKuhjkf8w/X/X/dpf8AhBbj/oVdD/8ABd4g/wDiaWgHQf2h8If+ho/8ty0/+Qa6f4e3Xgifxio8Lav9tuRZymVP7Lhtdqbo+d0dvETzjgk/SvOP+EFuP+hV0P8A8F3iD/4mu0+Ffh2XRvGxlfRtPsQ9jKu+1tdSiLfNGcE3YCkf7vP4U1a4HttFFFaCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOOudZtdJ+IeqfaYr6TzdKsdv2WwnucYlu858pG29e+M846GqXjPxXp1z4F8QQJbayHk025RTJo14igmJhyzRAKPckAd63bX/AJKHrP8A2CrD/wBG3dJ46/5J74l/7BV1/wCimrCXxDD/AITHTP8An11z/wAEV7/8ZrkfDXjPRor/AMXa3c2WowtLf/NMml3LgwRQRhGdhGQnG5sMQQGycA16Fql6um6Re3z8JbQPM30VSf6Vw2g2cVsmoeHZWlJl1O2gYqASVisLV33Z/hbZtP8Av++alWGRS+I7ON/CTT2WrRXA1KS4uk/sa7GJHtbkuF/dDfhn7AnAJPAJrb1zxVpt3oGo2y2mtFprWWMB9DvApypHJMWAPrV/xD/yG/Cf/YVf/wBIrqtu4jEttLGRkOhUj1yKLoDifBvivTrbwPoFvJbawXi023RjHo146kiNRwyxEMPcEg9qS18V6cvjrVpzbazsfTbJABo14Wyst0TlfKyB8wwSMHnGcHG94KGPAfh0emmW3/opabZ/8lC1n/sFWH/o27o01EYHjHxNpV/oMds1prBR9Qsd4k0W8QFRdxEjLRAZIBwOpOAMkgVc8P8AjGyTQ7WC6h1qS5tl+zyuNFvG3Mny7jtiIBOM46jOCAeK0/GP/IEtv+wrp3/pbDU9o723ijULR2Yx3UUd3DubOCB5cgA7AbYz9XNGlhnOeFPFenQaPcI9trJJ1K/f5NGvHGGu5mHKxEZweR1ByDggii68V6c3jrSZxbazsTTb1CDo14Gy0tqRhfKyR8pyQMDjOMjO54O/5Alz/wBhXUf/AEtmovP+ShaN/wBgq/8A/RtpRpcRh+M/FenXPgXxBAltrIeTTblFMmjXiKCYmHLNEAo9yQB3rc/4THTP+fXXP/BFe/8Axmjx1/yT3xL/ANgq6/8ARTVv0aWGc94FmW58NSToJAkmpag6iSNkYA3kx5VgCp9iAR3rpK5/wZ/yA7j/ALCupf8ApbNXQV0LYkKKKKYBRRRQAV8z/Erwzp2tfE7xDc3msfY5FlgjEe+zGQLaE5/fXUTdz0UjjrnIH0xXmz6PqOoeLfFEtnaedGNQiUt/wkV5YYP2S3OPLhQqeo+YnJ6dAKmTsgPni88I6Vb/AG/y9d8z7NaCeP57H94x3/J8t239wfc3t833R8u4ufCOlQXUkSa7vVfs+G32PPmSFG+7dkfKAG4J6/N5a4Y+v+I9D1WL/hLvMsdvk+H45JP+Kovpdq/6Vz8yfvfun92+FGOvztg1zQ9Vj128R7Haw/sfI/4Si+kxvvZFX5mTJyQRz/q/vrliRU8wzwmLSLWSeKNr7ary2kZbdBwJULOeZgPkIxyQP75iPy1v3ngrR7aBZI/EPmMZY4yvmafwGdVJ+W9Y8Ak9McclRlhoWFjdNqmnqsGWbUPD6gf2pOuS9sxQbguVyOdw5i+6mQa9e8S+HtYh0uBpNP2qdQslB/4S/UJeTdRADa0eBkkDd1X7wyQKblYDwm58I6VBdSRJru9V+z4bfY8+ZIUb7t2R8oAbgnr83lrhjn3Gg2MPn7dT3+X5m35rb5tvn46XB6+SnTP+s43Zj832fxRYXumaxeG6tNrgaSViXxPfzPITdy4VMpukY7W4AzHjemWJFcbqOmatKby5kt5LaMRXpktZNYnkZW/4mh+Y4IYr5Uo64bv/AK1yBSA47SPDthq1jDIuq+TchwLiOd7WFUTJGUaW4QucAHG1evXoTck8I6Un2nGu58q7igX57H5lfy8vxdnpvbpuX5fmZfm2ev8Awu0PVbz4c6VPbWPmwv521/8AhKL60ziZwf3USFF5HY89TyTReaHqq/21mxxs8QafG3/FUXzYZvseBynz53L+8PzJn5Qdi5XNqB4xf+GdOtEuTFrHmmKVo1G+zO8C3MoPyXTdW+T5dw9CX/d1XttBsZ9Xjs31PZC13cQGbdbcLGoKv81wE+YkjlwvHytIcger+LNH1GC31wy2m0JqE6t/xUV5NgjSGcjDoN/y87m5P+rPyc1j6Hpl9J8RrOBLbdMfEGsRhP7buY8skMZYeaq7xgEfvAN0nRgABT5tAOYuPBWjwz2kaeId6zSmN28zT/kGxmzxekdVA+YqOeucK1f/AIRHSvt3kf278n2vyN++x+75Pmb/APj72/e+X723/a3/ACV7trPh7WI9U8PK+n4aTUHVB/wl+oSZP2ac43GPMfAJ3Lk8bejGsj+w9V/4Sny/sPz/APCQeXt/4Si++9/Zm7G/Zu+7z5n3v+WeNnNLnA8Jn0i1i097lb7dIIlkEe6DkkQHHExb/lq/8Of3fQHzBF9j+BP+SeeGv+wVa/8Aopa+Z9VsbpPB1xK0GIxp8TFv7Unfjy9LOfLK7T99PlzgbsdIY8/THgT/AJJ54a/7BVr/AOilq07iOgooopgFFFFABXF/Fe8h0/4c397cWkd5Bb3FpLJbSY2zKtzEShyCMEDHQ9eldpXH/FCD7T4CuoN/l+bd2Sb/ALL9p25uohnysHzP9zB3dO9AHh3/AAt7wh/0SfQ/zi/+MUf8Le8If9En0P8AOL/4xXQf8IV/1Gv/ADGf/wBpo/4Qr/qNf+Yz/wDtNZe7/VxnNt8WvCRuUlHwr0QKqMpTMWCSVwf9R2wfzqT/AIW94Q/6JPof5xf/ABitpvBmLyNP7Z6xuc/8K2x0K/w+Tz169vxqb/hCv+o1/wCYz/8AtNHu/wBXA5//AIW94Q/6JPof5xf/ABio4/i14SSSZm+FeiMHfcoJi+QbQMD9x6gn8a6T/hCv+o1/5jP/AO01VfwrBax3lxda/HbwQNmSWX4cgKqhFJJzFhB7fj3o93+rgZP/AAt7wh/0SfQ/zi/+MVn6p8TvDOom3ij+G+kWlsr7rhYPKWSYDookEOUGeuBk9iO+9D4Kn1N5RdX8ltbRTK1s6fD4h5tvO4iOLAQnoCx3D7wHStL/AIQr/qNf+Yz/APtNP3f6uBzyfFzwiqKp+FGhsQMZJi5/8gUv/C3vCH/RJ9D/ADi/+MVvR+Csxqf7a6gf800z+vk807/hCv8AqNf+Yz/+00vd/q4HPN8XPCLDA+FGhjkHrF6/9cKX/hb3hD/ok+h/nF/8YrefwVhR/wATruP+aaY7/wDXGnf8IV/1Gv8AzGf/ANpo93+rgc//AMLe8If9En0P84v/AIxXafCvxvoninxsbfS/Bmn6DJFYyu81qUzIN0Y2nbGvHfrWX/whX/Ua/wDMZ/8A2mun+Hugf2R4xWX7f9p32cq7f+ET/snHzR879i7/APd/GmrXA9aooorQQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBx1zo1rq3xD1T7TLfR+VpVjt+y389tnMt3nPlOu7p3zjnHU1S8Z+FNOtvAviCdLnWS8em3LqJNZvHUkRMeVaUhh7EEHvV25m1iL4h6p/ZVjY3WdKsfM+1Xjwbf3t3jG2J89/TGB1zxS8Z3XilvAviBbjRtGjgOm3IkePVpXZV8pskKbcAnHbIz6isZX5hk3iPwnpkWiugn1pzcSw2219avHBEkixnKtKQRhjkEdKzNB8GWdx4w8T3El1qZtre7SC3KatdBwxt4Gk3OJNx6IOT2A/hUC3qeq+KLrUBCNE0p10tlu7hItVkYSNtbZFuNuMNkh8Y7LkgEZp+C4/FWmS+IbddL0iec6mJbl5NUlQec9tAzbQIG4Oc9eMkcgAmdbDL2u+FNOi1jwyi3OskS6k6Nu1m8YgfZLhvlJlypyo5GDjI6Eg7n/CHaZ/z9a5/wCD29/+PVh67deKTrHhky6NoyuNScxBdWlYM32S44Y/ZxtG3ccjPIAxzkbn2zxf/wBAPQ//AAcy/wDyLS1EYfg3wvp174J0O5kudYDyWMLMItau0UHYMgKsoCj2AAFFr4U05vHWrQG51nYmm2TgjWbwNlpboHLebkj5RgE4HOMZOaHw51XxJL4G0u3tNH0p1traJCZ9UkicgorqSogYDKsp+8ev4VftbrxT/wAJ1qzLo2jGc6bZB0OrShQvm3W0hvs+SSd2RgYwOTnhu+oB4r8KadBo9u6XOsknUrBPn1m8cYa7hU8NKRnB4PUHBGCAasaz4XsLF9Pulu9ZEIu0huM63eklJMoAD5vH7xoyfYGq/iu68Uto9uJ9G0ZE/tKwIKatKx3fa4dowbccFsAnsCTg4wdO/wD+Erv7Ca1l0LRNkqlcjWJcg9iP9F6g80agZnhTwpp0+j3Dvc6yCNSv0+TWbxBhbuZRwsoGcDk9Sck5JJouvCmnL460mAXOs7H029ck6zeFsrLagYbzcgfMcgHB4znAxX8C6r4nvvCy3lpoeleTcXt7MBcapJG6lrqVipUW7DgkjrzjPGcCxdXXin/hOtJZtG0YTjTb0Ig1aUqV8213Et9nyCDtwMHOTyMcmtwDxn4U0628C+IJ0udZLx6bcuok1m8dSREx5VpSGHsQQe9bn/CHaZ/z9a5/4Pb3/wCPVh+M7rxS3gXxAtxo2jRwHTbkSPHq0rsq+U2SFNuATjtkZ9RW59s8X/8AQD0P/wAHMv8A8i0tbAN8CwrbeGpIEMhSPUtQRTJIzsQLyYcsxJY+5JJ710lc34FMzeGpGuI445zqWoGRI3LqrfbJsgMQCRnvgZ9BXSV0LYQUUUUwCiiigAr5n+JXxD8VeEvid4hsND1T7JaySwTMn2eKTLm2hBOXUnoo/KvpivItVWzPjXxN9o8Zabor/bYsW91e3ELMPslv84Ed3CMHpnaT8p5PACltqB4ZefFHxlf/AG/7TrHmf2haCzuv9GhHmQjfheE4/wBa/Iwfm68DBc/FHxleXUlzPrG+aT7Pub7NCM+RIZYuAn8LsT75wcjivR9dWw/4qfZ480q5/wCJKmzZqF032lv9I/dLm9bcw4+Vt6/vB8gyd7NefToNRvpj47024jjXTGMkN7dyFwLt920fbGZjGPnIySAQV8tjvM3XYZ5JF4o1mCeKaO82yRS2kyHykOHtkMcB6fwqSPfvk1v3nxe8dahAsN1rnmRrLHMB9kgGHjdZEPCdmVT7454puneVcXlp5+r29upv9IRhLcOQF8lgZCVn4WPAB5BXcADDyleoatZ6NZaLbW1l4/0JoY7y0VLe31C7xGv2iPLBTfsAFGWOACApIKkBgNrsI8huPiF4ou9Vk1S41MTXshhPnSW8TMvlSCSMJlfkAcBiFwCeuar3HjbxDdef52obvP8AM8z9zGN3mefv6Lxn7Vcf998dFx6vrC2H9sXW3x5pU6/8SvEqahdMG/0t92Cb1ifLHznk7Qcr5Z+c8xqYtf8AiY7fFFjN/wAfWNt1OfM/5CWMZuTnd8uM5z9oTO7c/nCa7DOf0T4o+MvDukQaVpWsfZ7KDd5cX2aF9u5ix5ZCTySetEnxR8ZS/ad+sZ+03cV5L/o0PzTReXsb7nGPJj4HB28g5OfR/h4tgfAummbx5pWlyfvc2c+oXUbx/vX6ql7Goz14Qde55JdLYf8AE2x480p/+J1ZbcahdHzV/wBFzKM3pyqc5Y7mHlth0wuxXV9gPML/AOIfirU0uUvNU8xbmVpph9niG52tzbseF4zESvH1681XtvG3iGz1ePVYNQ2Xsd3cXiy+TGcTTqFlbBXHzBQMYwMcAV6H4kWz8jV9njLTbv8A02baI724bzh/Zh+cbrtsgt+5ydx3HaSV/dVmaOLX/hOrUN4osYI/7a1TN491OqKvlJtlLC5VgsnQNvDNj5nkHAd12EY9x8XvHV3PaTT65uktJTNAfskA2OUaMnhOfldhz6+uKr/8LR8Zfbvtn9sf6R9r+2b/ALND/rvJ8jdjZj/V/Ljp3xnmvW9VXTv7R0Tb8RtGmH21tzrqV4RAPs83zsTfkgZwuQVOXAzglWy9th/wkX/I+aVt/tr/AF/9oXW3b/Z/+tz9tztz+63bt27jft/d0rrsM8hn8Uazc6e9hNebrV4lhZPKQZQCAAZAz0tYP++Pds/Y/gT/AJJ54a/7BVr/AOilr5b1EQf8ItNt160lf7FH/o63EpZjs075MGYjI+YY2kf6O/A2oIvqTwJ/yTzw1/2CrX/0UtWhHQUUUUwCiiigAri/ivNfW3w5v59LEh1CO4tHtRHHvYyi5iKYXB3HdjjBzXaVyfxJs11HwVNZPbx3CXF7YwtDJK0ayBruEbS6glQc4yASOooA8K/4TH45f8+uuf8AgiX/AOM0f8Jj8cv+fXXP/BEv/wAZr0D/AIU/pn/QhaH/AOFLe/8Axmj/AIU/pn/QhaH/AOFLe/8AxmsuaPYZ523i/wCNhuUY22t+cEYL/wASNc7SVzx5XqFqT/hMfjl/z665/wCCJf8A4zXcSfCXS0vYkPgbRFUxSOR/wkl5jgryT5PGM/r7VlxfDfTtdinj0PwNoqRgYTUn169kt2OeQn7tS/H8QynucEUXj2A5WTx78aIbqG1kGrJcTAmKJtFQPIB12jysnHfFVrjW/jBf3KSz2GtzPBMJdh0YFRIFXDMnlbSQApGRx1GDzXpVt8GtPgto4pPBWj3DqoDSyeJLsM59TtgAz9AKZB8I9Mea6U+BdEby5QoB8SXo2/IpwP3PPXP4+1HNHsBw/wDwmPxy/wCfXXP/AARL/wDGaP8AhMfjl/z665/4Il/+M16B/wAKf0z/AKELQ/8Awpb3/wCM0f8ACn9M/wChC0P/AMKW9/8AjNHNHsB58njH44BFCWuubQOMaEvT/v1S/wDCY/HL/n11z/wRL/8AGa72L4QaY0SN/wAIHoZyoOT4lvRn/wAg0/8A4U/pn/QhaH/4Ut7/APGaOaPYDz5vGPxwI+a11zGR/wAwJeueP+WVL/wmPxy/59dc/wDBEv8A8ZrvZPhBpiqD/wAIHoY+YD/kZb31H/TGn/8ACn9M/wChC0P/AMKW9/8AjNHNHsB5/wD8Jj8cv+fXXP8AwRL/APGa7T4V678QtV8bGPxjDqCWqWMrQm604W437o+hCLk4zxVz/hT+mf8AQhaH/wCFLe//ABmtnwf4HtPC3iyK5t/Dmn6W01rLGZLXVri7LjchwVkjUAe45ppq4HpFFFFaCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOOudd0fRfiHqn9q6rY2HnaVY+X9quEi34lu843EZxkfmKp+MfGPha98Ea/a23iXRpp5tNuI44476JmdjGwAADZJJOMVuWv/ACUPWf8AsFWH/o27qPx7KIvh94hckj/iXzDI90I/rWEviGczB4l8MBdJsJ/E2iOXlOo6jOL6IpJMpVguS3H7wqVHZYsVd0Lxn4Wh1jxM8viXRkSbUkeJmvogHX7Jbrlfm5G5WGR3BHaui8Pub5LrV2wVvZcwHAyIE+WPnuG+aQf9dKh8Pf8AIb8Wf9hVP/SK1qRmHrvjPwtNrHhl4vEujOkOpO8rLfREIv2S4XLfNwNzKMnuQO9bn/CdeEP+hq0P/wAGMX/xVW9V02a+1HRLiJowlhetcShiclTbzRYXjrukU844B+lalLQDyrw74u8N6N4e8L3417S/MGl2tlqFst5H5oARdrFM5yjFgR1w7egFbdv4w8MReOtVuJPEekJDJplkiSNexhWZZbosAd3JAZcjtuHrXTeG9Nm0fwtpGl3DRtPZ2UNvI0ZJUsiBSRkA4yPQVy2pxXo+JlzNpMbNfR6baNtMuyJo993uEg77isaggZUkHoGBrRiHeK/Gfha50e3SDxLo0rjUrByqX0TEKt3CzHhugUEk9gCa3P8AhOvCH/Q1aH/4MYv/AIqqmv6hDqnhWyu4Ayq+q6cGRxho2F7CGVh2YEEEeorqqWlhnnvg3xx4Yi0y/t7jX9IthFqt6Ig95Gm+Nrh3VlyRkENwRke9T3XjPws3jrSbhfEujGBNNvUeQX0W1WaW1KgndgEhWIHfafSpfCMRtb2W5BUR3t5qMD5Jz5kd9cMmB05Vpc/7o69te8/5KFo3/YKv/wD0baU3a4jD8Z+M/C114F8QW9v4l0aaeXTblI4476JmdjEwAADZJJ4xW5/wnXhD/oatD/8ABjF/8VR46/5J74l/7BV1/wCimrfpaWGc94FnhuvDUlxbyxzQS6lqDxyRsGV1N5MQQRwQRzmukrn/AAZ/yA7j/sK6l/6WzV0FdC2JCiiimAUUUUAFeH+J/i//AMK/8e+JNK/sL7f513Dc+b9r8rGbWBduNjf3M5z3r3CvBvF3hiTxB4+8ViW++yWpmhjDReF31KUt9lhz+9WMmPgjAD56nAzkzK1tQOX1f45f2r/b/wDxTvlf2tpS6b/x+7vK2+f8/wDqxu/1/Tj7vXnjLk+LZvNWk1bUtEW81FmsmSVrgKIPs9wZmWIeXlVcYXBJIwSS2cVpap4UFnHrqLqjOLXSUlBbwQYi/wDr/lJMeYfuf644znr+74dqfhfydTuI/wC0923+z/m/4Qbyc+Zcsv3PLG3GM/8ATb/V84xU+6M5C18c/Zr61uf7O3fZ7vSrnb5+N32KExbc7eN+c5/h6fN1rv8AWf2hf7WsY7b/AIRfytl3bXO7+0N2fKmSXbjyx12Yz2znnpXAWul7761T7Vjfd6Umf7C3482Etnbt+bb02f8ALf7/AM2M13+s+EPs9jG/9r783dsmP+FeeR96ZFzu8oZxnOz+PGzndim7AZ+p/HL+0dTuL3/hHfL87+z/AJPtucfZblp+vl/xbtvtjPPSsC/+Jn277b/xKNn2r7R/y852+b9v/wBjnH2/8fK7bvl39T8L+TqdxH/ae7b/AGf83/CDeTnzLll+55Y24xn/AKbf6vnGKwL/AETyvtv+m7tn2j/mWfKzt+3/AOx8mfK/4Bv7fZvlFYDf8E/HL/hDvCFjoP8Awjv2v7L5n7/7b5e7dIz/AHfLOMbsde1Fx8cvP/tL/indv23VbXUv+P3OzyPs/wAn+r53fZ+vGN/Q45PBPhf+0fCFjd/2n5PmeZ+7/wCEG/tDGJGH/Hx5Z39PXj7vai48L7P7S/4mefL1W1h/5Ebbu3fZ/m/1f7vG/wD1PHmY6HzeVaNwKGu/F/8AtqHU4/7C8n7bdy3Ofte7ZvsDZ7fuDOM788envWfpnxM/s7xfb69/ZHmeTquoal5H2nGftUaps3bP4duc45z0FaGu+Hvs0Opn+0PM8q7lT/kT/s27FgZM58seX/d2cbf9d23Vn6ZonneL7e0+27d2q6hD5n/CM+djy41O77PsO7Of9Tj9z97AzT0sB1+o/tC/b77Sbn/hF/L/ALPu2udv9oZ8zMMsW3Pl8f63Oefu475Gf/wvL/id/wBpf8I7/wAxX+0vL+2/9OX2XZny/wDgece2O9aGo+EPKvtJT+193nXbJn/hXnlbf3MrZ2+V+9+7jZzjO/8AgyM//hF/+J35P9p/8xXyd3/CDf8ATlv3eX5f4eTj/prjvStEDkL7xz9t8PS6V/Z2zzLRLbzfPzjaliu7G3/pxzjP/LT/AGfm+sPAn/JPPDX/AGCrX/0UtfJ99pfl+HpZ/tW7Foj7P7C8vqlicebt4/1v3887c/8ALx831h4E/wCSeeGv+wVa/wDopatCOgooopgFFFFABXB/GaFrn4U6xAhjDyPbIpkkVFBNxGOWYgKPckAd67yuT+JM9pa+Cpri/lkhs4r2xeeSNnVkjF3CWIKfMCBk5Xn05oA+S/8AhDtT/wCfrQ//AAe2X/x6ornwtqFpbvPJcaQyLjIi1i0kbrjhVlJP4Cvfbj4gfC6IwiLxD4gm8yQIxTUtTAjHPzNlxkcdsnkcdSILTxZ8KlW3nv8AxXql1qMSMpuludUQgMckKN5Kr04yegySeaz5n2GeG/8ACIaluC/adFyQSP8AieWeO3fzeOtL/wAIdqf/AD9aH/4PbL/49Xu7+OPhab+Fx4o1vyxE4Zv7Q1TIJKYH3s9j+X0qx/wnXwp/6GrXP/Bjqv8A8VRzvsB4B/wh2p/8/Wh/+D2y/wDj1IPCGpsWAudE+U4Odcsh2zx+95619Af8J18Kf+hq1z/wY6r/APFVXg8cfC1Zrov4o1sK0oKEahqnI2KMnDeoPX09MUc77AeEf8Idqf8Az9aH/wCD2y/+PUf8Idqf/P1of/g9sv8A49Xv/wDwnXwp/wChq1z/AMGOq/8AxVH/AAnXwp/6GrXP/Bjqv/xVHO+wHgA8HamQD9q0Pn112y/+O0f8Idqf/P1of/g9sv8A49XvkXjn4VCJA3irXAwUZA1DVf8A4qn/APCdfCn/AKGrXP8AwY6r/wDFUc77AeAHwdqY/wCXrQ//AAe2X/x2j/hDtT/5+tD/APB7Zf8Ax6vfJPHPwqKjb4q1wncP+YhqvqP9qn/8J18Kf+hq1z/wY6r/APFUc77AeAf8Idqf/P1of/g9sv8A49Xp/wAB9Cu9K+IM8lxNp7q+nSqBa6jb3Bzvj6iN2IHueK7D/hOvhT/0NWuf+DHVf/iq2fB/iLwbrPiyKLw1rOoX1wlrK0qXV1eShV3IMgTkgHPpzTUm3sB6RRRRViCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAOOudOur/4h6p9m1m+03ZpVju+ypA3mZlu8Z82N+mO2OpznjGP8RNJ1Cx+HuuXEvijWLqNbVg0MsdoFfOBglYA2OexBrYudRurD4h6p9m0a+1LfpVju+yvAvl4lu8Z82ROue2ehzjjPPfFLW9TufhrrUB8M6tZh4lBnnltSigOpOdkzN0BHANYy+MZ1sfhrUIYkii8X60kaKFVFgsQFA6AD7PwKxtC0LUX1jxMq+LNZjKakisyxWeZD9ktzubMBGcEDjAwo4zknc/4SHU/+hN1z/v8AWX/yRWHoWu6imseJmXwnrMhfUkZlWWzzGfsluNrZnAzgA8ZGGHOcgRqB28EbQ28UTzSTuiBWlkChnIH3jtAGT14AHoBUlcTq3ibWItT0RI/DGtwLcXrRyxma0zOot5m2Lic4OVVs/LwhGecHT/tvUf8AoTvEH/gTZ/8AyTSsM6J3WNGd2CqoyWJwAPWuHh03UNQ8f6xMmu6lp+/TbKQR28dudqmS5CqfMiY8bSfXLtyRtAXw54j1a/8ACukXN14X1u9lnsoZJZ1mtAkzMgJYKZxgEnOCo69B0plrruojx1q0o8J6yXbTbJTEJbPcoEt1hj+/xg5IGCT8pyBxl2sBkeINEvrG9uLb/hJdVaOe90u5BaO1+eVryONmwIQAVCxMMcE/eB5B7P8A4R7U/wDoctc/782X/wAj1yHjfVdRkn0S6PhfWIMahbQHzJbUh83UEgUbJm+YmEAFsDnkjNdf/wAJDqf/AEJuuf8Af6y/+SKb2EcppfhrVbzwtdyWniXVDdW+p38lvEUtQrSpdzYJPk5BYg55x8x42/LVkaZe3ni7Q5Y/Fmsnz9KvJVkaKz3oPMtcrgQbecjOQTlRgjnM3hTXdRi0e4VPCeszA6lftuSWzABN3MSvzTg5BOD2yDgkYJzDq+qab8SLOSbw5rH2e6s7v7LbNLatIHZ7cyYPn7Qg8sHlgd0mACOh1A0/GehajD4F8QSv4s1mdE025ZopIrMK4ETfKdsAOD04IPoRW5/wj2p/9Dlrn/fmy/8AkesPxnruozeBfEET+E9ZgR9NuVaWSWzKoDE3zHbOTgdeAT6A1uf8JDqf/Qm65/3+sv8A5Ipa2Ab4FjaHw1JE80k7pqWoK0sgUM5F5N8x2gDJ68AD0ArpK5vwLI03hqSV4ZIHfUtQZopCpZCbyb5TtJGR04JHoTXSV0LYQUUUUwCiiigAryLVfEngnR/Gvia38Sa1qVjeNexOkdrdXsSmP7JbgEiAhc5DDJ54HbFeu189+OPDcusfEbxFcJoum3wW4hTzLq11SVh/o0JwDagpjnOD83JzxiplsBFrviz4fXH/AAk/2PxBqsv2nRUgs995qDebcD7RlG3H5l+ePh/k+Y+rUax4s+H0+sXUtr4g1WSBv7L2O95qBJ8u7d58ljn5YyrDPQnKfNmuQ1LwnNb/ANr58P6VF9m09Zzss9YXygfN+dd4+Vvk6yfu/lGOj0X3hOaC+miPh/Soyv2P5Es9YAHmTsgwHG75sbTnqBiP581NkMp2WreH49Rsnl1C7WJL3RXkYTXAKxxW7LckYOQUcgKRyo4jwK9P1/xn8NLnToksvEusyyi9tHZXvtSYCNbiNpD8zYyEDEHqCARzivGLfSXkurdBp9o2+409NphvCG82IsAdoyQ+MsF+ZjzFlc12Gp+DJ7a1Rz4a0aLNxAm5LHXFJ3SquP3i4wc4IHzEEhfm202kB0eseLPh9PrF1La+INVkgb+y9jveagSfLu3efJY5+WMqwz0JynzZrmNT13wpL/aP2fVb5/M+1eVuuLo7t39pbM5POfOtc56+Y+fvS5r33hOaC+miPh/Soyv2P5Es9YAHmTsgwHG75sbTnqBiP581j3ehSRfas6VYp5fnZ22+oDbt+19Nw4x5Jxu6eWm77s+BJAej/DzxZ8PtM8C6bZ654g1W01GPzfOhgvNQjRcyuVwsR2DKkHj155zRdeLPh8/9reX4g1VvN1qyngzeagd9un2XzHOTyw2S4LfONq7eiVyHhfwnNqfhy0vE8P6VdrJvxNPZ6xI7Ydhy1uPKOMY+X055zRN4TmT7b/xT+lL5WoW8BxZ6wNhfyfkGRwp38h/3h3Ns6x0rK4G34k8SeCbqDVxYa1qUzS3szwCS6vW3xnTDEpO88kz4TLc7eD8nFZmj674Ug8dWt5darfR6cutapO8yXF0HFvJEggcMp37mYMCR85x8/GKy9W8Ny2sd8Toumw+VcSITHa6ouzFoZcDzBgAD58P827k/usmqdjoUk/iOGzGlWMjNqF5B5L2+oFCY0UlCqDzdq5yAP3gz+84xTsrAet6r4z+Gk2o6I9v4l1l4ob1nuWa+1IlI/s8ygrubIO9kGV5wSOhasv8A4Sz4ff8ACRef/wAJBqv2X+2vP8z7ZqG77P8A2f5e/Od27zvlz9/bx9yucvPBk8N1p6Hw1oyedcFAq2OuAP8AupGw25ckfLnCfNkA/dDVT/4ROb+1PI/4R/Ss/wBoeR5f2PWNufs3mbMY37cfNj/Wbuf9XSsgKeo6t4fl8LTW8GoXb3hso0WNprgqZAmnAjBO3GYrkY6fu0xwsePqTwJ/yTzw1/2CrX/0UtfId1pLxaNJcHT7RALdX8xYbwMMranOWGzP70HJ+X94+OGgz9eeBP8Aknnhr/sFWv8A6KWrQjoKKKKYBRRRQAVw/wAXrdLv4Y6nbSy+VHLLaxtJlRsBuYgT87KvH+0yj1IHNdxXH/FC6vLHwFdXmnwfaL2C7spbeHYX8yRbqIqu0cnJAGByaAPm/wD4QLQ/+hm/8iaZ/wDJ9H/CBaH/ANDN/wCRNM/+T67/AP4Wl8Xv+hD/APKRd/8AxdH/AAtL4vf9CH/5SLv/AOLrO8hnnp8C6KJlT/hJeCpJPmabxjH/AE/47+vbvzh//CBaH/0M3/kTTP8A5PruW+J/xaN5HIfA2JVjdVX+ybrkErk439sD86m/4Wl8Xv8AoQ//ACkXf/xdF5AcB/wgWh/9DN/5E0z/AOT6YngXRWaQHxLgK2AfM03ngHvf+/bP9B6F/wALS+L3/Qh/+Ui7/wDi6hh+J/xaSW4ZPA25nkDOP7JujtO1Rj7/ABwAfxovIDhv+EC0P/oZv/Immf8AyfR/wgWh/wDQzf8AkTTP/k+u/wD+FpfF7/oQ/wDykXf/AMXR/wALS+L3/Qh/+Ui7/wDi6LyA8/XwHohUE+JsEjp5mm//ACfS/wDCBaH/ANDN/wCRNM/+T672P4o/F1Y1C+BMqAAD/ZF3yP8Avunf8LS+L3/Qh/8AlIu//i6LyA8/bwHogHHibPI/5aab/wDJ9L/wgWh/9DN/5E0z/wCT671/ij8XWUBvAmBkH/kEXfXPH8dO/wCFpfF7/oQ//KRd/wDxdF5AcB/wgWh/9DN/5E0z/wCT69B+DPhzT9F8eSS2erfbXksJVZN9odo3xnP7m5lP5gD3pv8AwtL4vf8AQh/+Ui7/APi66f4e+MPG/iTxisHinw5/ZdtFZyvFJ9hmg3vujGMyMQeM8Cmm7getUUUVYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDmI7q3tviHrHnzxxf8AEosn+dwPlWW7LHnsO/pVHx5ei+8F6zFZzSeX/ZN1cvKtuWilj8mRQgk+6GLENxk4XoMg10OpeG9C1m4W41TRdNvplQIsl1apKwUEkAFgTjJPHuap/wDCCeD/APoVND/8F0P/AMTUOF3cdzdrA8Pf8hvxZ/2FU/8ASK1p3/CCeD/+hU0P/wAF0P8A8TR/wgng/wD6FTQ//BdD/wDE1PsvMLjfEP8AyG/Cf/YVf/0iuq36wv8AhBPB/wD0Kmh/+C6H/wCJo/4QTwf/ANCpof8A4Lof/iaPZeYXG+Bf+Se+Gv8AsFWv/opaLP8A5KFrP/YKsP8A0bd07/hBPB//AEKmh/8Aguh/+Jo/4QTwf/0Kmh/+C6H/AOJo9n5hcr+PUnl8LiO1mEFw+oWCxSld3lsbuEBsd8ZrYXUlGUkt7oOsohbbbuQSRncCB9z/AGug6HBrP/4QTwf/ANCpof8A4Lof/iaP+EE8H/8AQqaH/wCC6H/4mj2fmFyr4TuvK0a4X7PO+da1CPKJkDN5Md3+6M8n2NVtSSXVPG2kQTWLQxvp+oJIs0oV9gltcOhjJwchSOQR14IxWn/wgng//oVND/8ABdD/APE0f8IJ4P8A+hU0P/wXQ/8AxNP2YXOb8VHxHpvgjXLK/wDK1OzOl3StqCDy5FzEwG+McHBPUdsk4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Photo IC diode
S9066-01, S9067-01
HAMAMATSU PHOTONICS K.K., Solid State Division
1126-1 Ichino-cho, Higashi-ku, Hamamatsu City, 435-8558 Japan, Telephone: (81) 53-434-3311, Fax: (81) 53-434-5184, www.hamamatsu.com
U.S.A.: Hamamatsu Corporation: 360 Foothill Road, P.O.Box 6910, Bridgewater, N.J. 08807-0910, U.S.A., Telephone: (1) 908-231-0960, Fax: (1) 908-231-1218
Germany: Hamamatsu Photonics Deutschland GmbH: Arzbergerstr. 10, D-82211 Herrsching am Ammersee, Germany, Telephone: (49) 08152-3750, Fax: (49) 08152-2658
France: Hamamatsu Photonics France S.A.R.L.: 19, Rue du Saule Trapu, Parc du Moulin de Massy, 91882 Massy Cedex, France, Telephone: 33-(1) 69 53 71 00, Fax: 33-(1) 69 53 71 10
United Kingdom: Hamamatsu Photonics UK Limited: 2 Howard Court, 10 Tewin Road, Welwyn Garden City, Hertfordshire AL7 1BW, United Kingdom, Telephone: (44) 1707-294888, Fax: (44) 1707-325777
North Europe: Hamamatsu Photonics Norden AB: Smidesvägen 12, SE-171 41 Solna, Sweden, Telephone: (46) 8-509-031-00, Fax: (46) 8-509-031-01
Italy: Hamamatsu Photonics Italia S.R.L.: Strada della Moia, 1/E, 20020 Arese, (Milano), Italy, Telephone: (39) 02-935-81-733, Fax: (39) 02-935-81-741
Information furnished by HAMAMATSU is believed to be reliable . However, no responsibility is assumed for possible inaccuracies or omissions.
Specifications are subject to change without notice. No patent rights are granted to any of the circuits described herein. ©2007 Hamamatsu Photonics K.K.
Cat. No. KPIC1052E04
May 2007 DN
ILLUMINANCE (lx)
(Typ. Ta=25 ˚C, V
R
=5 V, 2856 K)
PHOTO CURRENT
0.1 1 10
10 nA
100 nA
1 µA
10 mA
1 mA
100 µA
10 µA
100 1000
10 pA
1 nA
100 nA
10 µA
1 pA
100 pA
10 nA
1 µA
100 fA
-25 0 5025 75
AMBIENT TEMPERATURE (˚C)
100
DARK CURRENT
(Typ. V
R
=5 V)
0.1
1
10
100
0.01
100 10 k1 k 100 k
LOAD RESISTANCE (Ω)
1 M
RISE/FALL TIMES (ms)
(Typ. Ta=25 ˚C, V
R
=7.5 V, λ=560 nm, Vo=2.5 V)
tr
tf
2
CATHODE
ANODE
0.4
3.2 ± 0.2
0.4
2.3 ± 0.2
2.2 ± 0.2
1.4 ± 0.1
2.7 ± 0.2
(4 ×) 0.5
CENTER OF ACTIVE AREA
ACTIVE AREA 0.52 × 0.64
2.0 ± 0.1
0.25 ± 0.15
0.6
1.1 ± 0.1
Tolerance unless otherwise
noted: ±0.2
Active area position accuracy: X, Y
£
±0.3
Electrodes
KPICB0078EB
■ Dimensional outlines (unit: mm)
■ Spectral response
0.1
0.2
0.3
0.4
0.5
0.7
0.9
0.6
0.8
1.0
0
200 400 600 800
WAVELENGTH (nm)
1000 1200
RELATIVE SENSITIVITY
(Typ. Ta=25 ˚C, V
R
=5 V)
S9066-01
S9067-01
CONVENTIONAL
TYPE
KPICB0076EA
■ Dark current vs. ambient temperature
KPICB0077EA
■ Rise/fall times vs. load resistance
S9066-01 S9067-01
5.2 ± 0.3
(INCLUDIG BURR)
CENTER OF ACTIVE AREA
ACTIVE AREA 0.64 × 0.52
5.2 ± 0.3
(INCLUDIG BURR)
(SPECIFIED AT THE LEAD ROOT)
PHOTOSENSITIVE
SURFACE ANODE
(ANODE)
NC
CATHODE
(2 ×)
1.0
(DEPTH 0.15)
2.5 ± 0.2
5.0
2.05 ± 0.2
5.0
16.5 ± 1.0
(0.8) (1.0)
1.271.271.27
10˚
5˚
10˚
5˚
0.75 ± 0.15
10˚
5˚
10˚
5˚
0.25
+0.15
-0.1
(4 ×) 0.55
(4 ×) 0.45
1.0
2.0
2.0 (DEPTH 0.15)
Tolerance unless otherwise
noted: ±0.1, ±2˚
Shaded area indicates burr.
Values in parentheses indicate
reference value.
Pin be connected to
Pin on the PC board.
KPICA0050ED KPICA0051EB
■ Operating circuit example
KPICC0091EA
PHOTODIODE
FOR SIGNAL OFFSET
CATHODE
ANODE
C
L
R
L
Vout
REVERSE BIAS
POWER SUPPLY
THE DRAWING SURROUNDED
BY THE DOTTED LINE SHOWS
A SCHEMATIC DIAGRAM OF
THE PHOTO IC.
CURRENT AMP
(APPROX. 10000 times)
PHOTODIODE
FOR SIGNAL DETECTION
INTERNAL PROTECTION
RESISTANCE
(APPROX. 150
W
)
The photo IC diode must be reverse-
biased so that a positive potential
is applied to the cathode.
To eliminate high-frequency
components, we recommend
placing a load capacitance CL in
parallel with load resistance RL as
a low-pass filter.
Cut-off frequency fc = 2πCLRL
1
..
■ Linearity
(S9066-01)
KPICB0083EA