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FFABRRRQAUUUUAFFFFAGB4yMq6BGYER5hqFiY0kcorN9riwCwBIGe+D9DT/ALV4q/6A2jf+DaX/AORqPFn/ACB7f/sJ2H/pXDW5QBh/avFX/QG0b/wbS/8AyNWP4SufEi+DNCEGk6S8I0+3EbyanIjMvlrglRbkA47ZP1NdpWH4L/5EXw9/2DLb/wBFLQBj6Lc+JBqviIx6TpLMdQQyBtTkAVvssHAP2c5GNpzxySMcZONPca//AMK38RqdM0wW5/tXzJBqEm9czT78L5ODg5xyM4GducDsdC/5DHif/sJp/wCklvWHcf8AJLfFH/cY/wDR9xQBleJLjXz/AMJh52maYm7w9GJtmoSNsj/0r5lzCNzfe+U7RwOeeC9uNfP9t7tM0wZ8Q6eXxqEh2yf6HtUfueVOEy3BGTwcDdq+Kf8Amd/+xaj/APbyi/8A+Y//ANjLpn/tjQMk8JXPiRfBmhCDSdJeEafbiN5NTkRmXy1wSotyAcdsn6mtj7V4q/6A2jf+DaX/AORqPBf/ACIvh7/sGW3/AKKWtygRxei3PiQar4iMek6SzHUEMgbU5AFb7LBwD9nORjac8ckjHGSXNz4k/wCEz0wnSdJEw0+7CoNTkKlfMtskt9nyCDtwMHOTyMc7Ghf8hjxP/wBhNP8A0kt6Lr/ketJ/7Bl7/wCjbWgDHubnxJ/wmemE6TpImGn3YVBqchUr5ltklvs+QQduBg5yeRjnG+0a/wD8JVn+zNM83/hIc7f7Qk2+Z/ZeNufJ+7s53Yzn5cY+auxuv+R60n/sGXv/AKNtaw/+Zw/7mX/3E0AZVlca+P7E26Zphx4h1ApnUJBuk/0zcp/c8KMvhuScDgZO3Ahm1mfRLTSksNPYapo2kWKg3zgtExnJOPK4JjEu4c7QMgv0rtLD/mAf9jLqf/t9WJ4Qspb3xZ4cmODaWPhWxnbnkTsJo4//ABx5vzFAzr5tY8QwXltaSaXoq3Fzu8mP+1ZSW2jLH/j24A46+o9az7m58Sf8JnphOk6SJhp92FQanIVK+ZbZJb7PkEHbgYOcnkY50LP/AImXj/UbogGLSrVLKM+ksuJZf/HRb/rVi6/5HrSf+wZe/wDo21oEY/ia58SNpUAm0nSUX+0LEgpqcjHd9qi2jBtxwTgE9gScHGCeJrnxI2lQCbSdJRf7QsSCmpyMd32qLaMG3HBOAT2BJwcYOx4s/wCQPb/9hOw/9K4aPFn/ACB7f/sJ2H/pXDQBj3Nz4k/4TPTCdJ0kTDT7sKg1OQqV8y2yS32fIIO3Awc5PIxzx1tNrX/CGamBp9gYT4OtFZzfOGEXl3OHC+VgsRuyuQBgfMc8ek3X/I9aT/2DL3/0ba1w9r/yIurf9iPZf+irqgZes5dVfxqgvbKzhQ+ISXaG7aUiT+y+FAMa5Xbg7sg54x3r0auH/wCZw/7mX/3E13FAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArn/AA9/yHPFn/YVj/8ASK1roK86/sE6r4r8Uzf2VbXqrqESbpr+WHGLO3OAigjv169uwq6cYydpO39eqKjFydl/kdJ4jZV1vwnuYD/iaydT/wBOVzW950X/AD1T/voV5jqvhSCDU9BRfCmgQtPfum0SF1mP2adtr5j4X5d3f5lXjuNuPwRCc+Z4f8Kr6bbIt/hW/sqP8z+5f5l+xa3a+/8AyNPwLLGPh74aBkQEaVa5BYf88los5Y/+FhayfMTH9lWHO4f89buuY8KeD7S88HaHdf2N4fk87T4JN9xZbpGzGpy5zyxzyfWi28H2jeMdStf7G8Pny9PtJNjWX7td0lwMqM8MdnJ7gL6UvZ0P5393/BF7P+8v6+R0/jGWM6JbYkQ/8TXTv4h/z+w10HnRf89U/wC+hXnHiXwfaWulwyf2N4fjzqFlHmGy2sd1zEuCc/dOcMO6kjvWx/wg1p/0AvDH/gv/APr0ezofzv7v+CHs/wC8v6+Rf8HSxjRLnMiD/ia6j/EP+f2ai8lj/wCFhaMfMTH9lX/O4f8APW0rmPDXg+0utLmk/sbw/JjUL2PM1luYbbmVcA5+6MYUdlAHai58H2i+MdNtf7G8PjzNPu5Ni2X7ttsluMsM8sN/B7At60ezofzv7v8Agh7P+8v6+R0PjzULJfAPiOJry3Ej6ZcxqhlXLMYmwAM8n2rY/wCEg0X/AKC9h/4Ep/jXF+KfC8Wn+C9enTSfD8ATTbgs9tY7JABGx+Vux9D61v8A/COy/wDQN8O/+AJ/xo5KHdh7P+8itoGt6THrPiln1SyVZNURkJuEAYfY7YZHPIyCPqDRr+t6TJrPhZk1SyZY9UdnIuEIUfY7kZPPAyQPqRWXpOg3EureIlhs9ABi1FVcTWJdQfstucIAw2rg5x6knvRrPh24j1Xw6rxaEGm1B0URaZtUH7LO3zDf8y4U8cc7T2wXyUO7H7JfzL8f8jsv+Eg0X/oL2H/gSn+NYPgnW9Jg8BeHYpdUso5E0u2V0e4QFSIlBBGeDUn/AAi11/c8Pf8Ago/+2Vi+EvC8t34N0K4WXS1jm0+3cCTSkkkAManly3zN6nHJ5xRyYf8Amf8AXyD2Uf51+P8Aka2ga3pMes+KWfVLJVk1RGQm4QBh9jthkc8jII+oNGv63pMms+FmTVLJlj1R2ci4QhR9juRk88DJA+pFZWj+EludV8QobqGM2+oJGSmnwEN/osDZwyHb97GBxxnqSSms+EUg1Xw9GbyN/tGoPGD9gt12YtZ2zgJhvu4wcjnPUAg5MP8AzP8Ar5D9lH+dfj/kdp/wkGi/9Bew/wDAlP8AGsHwTrekweAvDsUuqWUciaXbK6PcICpESggjPBp3/CDr/wBBCP8A8Ftr/wDG6x/CfhFbzwbod2t3FH52n28ojbT7dwuY1OCxTc3XqTk+uaOTD/zP+vkHso/zr/yb/I1rTW9JHj3V5TqlkI20uxVXNwmCRLdEgHPUZH5ijxdrekzaNbrFqlk7DVNPYhbhCcC8hJPXoACT7Csq18MzDxlqdup0h3j0+0cmXS1KENJcAYUMMN8pye+QMDbyvibw5Pb6VA8keh4OoWSDydM2NlrqJRk7z8uSMjuMjIzmjkw/8z/r5C9lH+dfj/kdl/wkGi/9Bew/8CU/xrO8EyJN4fmkjdXjfVNRZWU5DA3k2CD6VW/4Ra6/ueHv/BR/9sqbwHEYPDDQt5eY9S1BT5SbE4vJh8q84HoO1Z1I00vcdyZQUdpJ/f8A5HS0UUViQFFFFABRRRQAUUUUAFFFFAGB4yEraBGIHRJjqFiI3kQuqt9riwSoIJGe2R9RT/svir/oM6N/4KZf/kmjxZ/yB7f/ALCdh/6Vw1uUAYf2XxV/0GdG/wDBTL/8k1j+ErbxI3gzQjBq2kpCdPtzGkmmSOyr5a4BYXABOO+B9BXaVh+C/wDkRfD3/YMtv/RS0AY+i23iQ6r4iEeraSrDUEEhbTJCGb7LByB9oGBjaMc8gnPOBjT2+v8A/Ct/EbHU9MNuP7V8yMafJvbE0+/DedgZOccHGRndjJ7HQv8AkMeJ/wDsJp/6SW9Ydx/yS3xR/wBxj/0fcUAZXiS318f8Jh52p6Y+3w9GZtmnyLvj/wBK+VczHa33vmO4cjjjkvbfXx/be7U9MOPEOnh8afIN0n+h7WH77hRlMryTg8jI26vin/md/wDsWo//AG8ov/8AmP8A/Yy6Z/7Y0DJPCVt4kbwZoRg1bSUhOn25jSTTJHZV8tcAsLgAnHfA+grY+y+Kv+gzo3/gpl/+SaPBf/Ii+Hv+wZbf+ilrcoEcXott4kOq+IhHq2kqw1BBIW0yQhm+ywcgfaBgY2jHPIJzzgFzbeJP+Ez0wHVtJMx0+7KuNMkChfMtsgr9oySTtwcjGDwc8bGhf8hjxP8A9hNP/SS3ouv+R60n/sGXv/o21oAx7m28Sf8ACZ6YDq2kmY6fdlXGmSBQvmW2QV+0ZJJ24ORjB4OeMb7Pr/8AwlWP7T0zzf8AhIcbv7Pk2+Z/Zed2PO+7s425zn5s4+Wuxuv+R60n/sGXv/o21rD/AOZw/wC5l/8AcTQBlWVvr5/sTbqemDPiHUAmdPkO2T/TNzH99ypw+F4IyOTg7sb4WxeIXiutR/tGxtPtGl2LhbqyeUJBH50UeMSrjKxFyec7+g76mvSXi+GtLh0/cLy68S6haQuvWNpXvY/M/wCAbi3/AAGq1oxbQLLSIGKzat4f0bT029Qj/aPNYe6xCRv+A0AdD4PsvE0mgJqS6ppcb6rI2oOsumSMw8zlQSJx0TYAMcAAc4zU1zbeJP8AhM9MB1bSTMdPuyrjTJAoXzLbIK/aMkk7cHIxg8HPHZRxpFGscahUQBVUDAAHQVi3X/I9aT/2DL3/ANG2tAGP4mtvEi6VAZtW0l1/tCxACaZIp3faotpybg8A4JHcAjIzkHia28SLpUBm1bSXX+0LEAJpkind9qi2nJuDwDgkdwCMjORseLP+QPb/APYTsP8A0rho8Wf8ge3/AOwnYf8ApXDQBj3Nt4k/4TPTAdW0kzHT7sq40yQKF8y2yCv2jJJO3ByMYPBzxx1tDrX/AAhmpkahYCEeDrRmQ2LljF5dzhA3m4DAbstgg5HyjHPpN1/yPWk/9gy9/wDRtrXD2v8AyIurf9iPZf8Aoq6oGXrOLVU8aob29s5kHiEh1htGiJk/svhgTI2F24G3BOec9q9Grh/+Zw/7mX/3E13FAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArhbUeIv+En8Vf2Tc2UVv8A2lHuE9g07bvsdtn5hPHgYxxg/XnA7quR0qfUo/EXipLKxgmjOpxkyS3BjwfsdtxgKc//AF6Tg5q0Xb7v1E5qGrV/v/QzNYi8Wvqnh9p9R0pZEv3aAf2U43P9mnBGPtJz8pc4JXpnPG1tfHjb/n+0r/wTv/8AJlQa4dak1fw15qWEEn9pP5G1nlG77Jcfe4Xjbu6d8ds1t+Rr55OoaeD6Czf/AOOVH1efWr+X/wAiT9YT2pv+vVo5TwrF4ui8H6JHZajpMlslhAsLnSnbcgjXadxuVJ4xztX6DpRbQeMD4w1Fo9T0X7cbC0EyvpkuwR+ZceWRi4zuz5meegX3rQ8G2mqTeCPD7Q6olvbHTbYxRpbBnVPLXALEkE477R9O1Ja6ffnxvqsQ1m4WVdNs2aYQxZdTJcgKRtwAMMcgZ+Y5zgYPq8v+fz+5f/Ih7d/8+n+H/wAkUPEtv4wOlw/btU0MQ/2hZbfJ02Xd5n2mLy85n+7v27u+3OOa3o4fGmD5l/oJ9MWMw/8Aaxqh4q0+/h0iBpdZuJ1OpWChGhiADG7iCtwo5UkMB0JGDkZFbh0e7cfPr2o/8BEK/wDslDw761X+H/yIe3l/z6/L/wCSOd8NQ+JP7Kn+w32leT/aF7u8+zk3eZ9ql8zGJfu7923vtxnnNFzD4k/4TLTN99pX27+z7vyttnJ5fl+Zbb9373O7Pl4xxjdntU3hXSpbjSJ3XV9QhA1K/TbE0eCVu5VLcoeTjce2ScADii60qVfG+lQf2vqBZ9NvHExaPeoWS2G0fJjB3AnjPyrgjnK+rf8AT1/18g9vP/n3+X+ZD4sh8Sf8Ibrn9o32lfYf7PuPtH2ezk8zy/LbdszLjdjOM8ZrY8nxh/z/AGh/+Ac3/wAdrO8ZaQLfwPr9w2oX87RadcSBJZ8oxEbHDKAAQe4PFbX/AAjsH/P/AKr/AOB8v+NH1Zf8/Zfh/kHtqn/PtfeYWgRa8NW8RbLzTTJ9vT7Tm0cDzfs0GNn7z7uzZ153bu2Kuawt4NT8Mi7kgec6i/lNEhVQ/wBkuOWBJJG3cMAjkg5wCDW0PRLK41jxKk/2iUQakka7rmTkG0t2O75vmOWPJzxgdABRrmg6bBq/hqOO22pPqTxyDex3KLS4bHXjlVPHpT+rQ6zl/Xo0P2tbpCP3/wDAOm26j/z1tf8Av23/AMVWJ4NS4fwN4fNtKkVudNtjEsib3VfKXAJBAJx3wPoK0P8AhGdH/wCfP/yK/wDjWJ4O0HTbzwPoF1cW2+abTbeSRt7DLGNSTgHHU0fVqX80vvf+YvbV/wCWP3//AGpJpMOpS614kFre28BTUUWUtbF/Mf7Lbnd98bflKrj/AGc96brdvqqat4cWbULaWR9RdYXFqV8p/stwSxG/5vlDLjj72e1N0PQdNn1fxLHJbbkg1JI4xvYbVNpbtjrzyzHn1o1zQdNg1fw1HHbbUn1J45BvY7lFpcNjrxyqnj0o+q0f5pfe/wD5IPbV/wCWP9f9um39j1z/AKDFr/4An/45XOeFrLxDceC9Dl0/WrKztpNPt2hgfTzKYkMa4Ut5oLYHGeM10f8AwjOj/wDPn/5Ff/GsTwdoOm3ngfQLq4tt802m28kjb2GWMaknAOOpo+q0f5pfe/8A5IPbV/5Y/wBf9ulK2sPFDeMdSgXXtNW5TT7R5Lj+y3PmI0lwFTb5+BtKuc99/sKPEth4ot9Lhe617TbmM6hZIE/st0w7XMSo+RP/AAsVbHfbjvV210HTW8caratbZhj02ykRd7cM0l0GOc55CL+VHirQdNtdIgkhttrnUrCMnex+V7uJWHJ7gkUfVaHeX3v/AOSD21f+WP3/AP2pb/srxh/0NGnf+Chv/j9L4ESaPwy6XEqyzrqWoCSRU2B2+2TZIXJwCe2Tj1q//wAIzo//AD5/+RX/AMapeCIkg8PSxRjaianqKqM5wBeTAVUaVOGsG/nf9WxqdSXxpL0/4ZHR0UUVRQUUUUAFFFFABRRRQAUUUUAYHjIStoEYgdEmOoWIjeRC6q32uLBKggkZ7ZH1FP8Asvir/oM6N/4KZf8A5Jo8Wf8AIHt/+wnYf+lcNblAGH9l8Vf9BnRv/BTL/wDJNY/hK28SN4M0IwatpKQnT7cxpJpkjsq+WuAWFwATjvgfQV2lYfgv/kRfD3/YMtv/AEUtAGPott4kOq+IhHq2kqw1BBIW0yQhm+ywcgfaBgY2jHPIJzzgY09vr/8AwrfxGx1PTDbj+1fMjGnyb2xNPvw3nYGTnHBxkZ3Yyex0L/kMeJ/+wmn/AKSW9Ydx/wAkt8Uf9xj/ANH3FAGV4kt9fH/CYedqemPt8PRmbZp8i74/9K+VczHa33vmO4cjjjkvbfXx/be7U9MOPEOnh8afIN0n+h7WH77hRlMryTg8jI26vin/AJnf/sWo/wD28ov/APmP/wDYy6Z/7Y0DJPCVt4kbwZoRg1bSUhOn25jSTTJHZV8tcAsLgAnHfA+grY+y+Kv+gzo3/gpl/wDkmjwX/wAiL4e/7Blt/wCilrcoEclpuleLLe/1iVtS0mMXN4sqs2muwkAgiTcALjKjKFcHJypPQgAm0rxY/iSxvBqWklYrO4iMw01wql3hIUr9oySdhIIOBtOc5GOqjmileVI5Udom2SKrAlGwGwfQ4ZTj0IPegzRLOkBlQTOrOsZYbmVSASB1IBZcn3HrQBys2leLH8SWN4NS0krFZ3ERmGmuFUu8JClftGSTsJBBwNpznIxm/wDCP+Lv7e+1fbNM2/2v9q837C23b9h8nzNvn525+TbnOfmzt4rvDNEs6QGVBM6s6xlhuZVIBIHUgFlyfcetZ+q6/p2j6fd3dzdRYttwaNXBdnEfmeWBnJcryF6kHNAHlWmSa/qHjDToIdSsRFpms38Rb7C5Q3Mv2tm3L5uTtRMgAjAnGS2OTwHbalrfiG3vLPVtPEmjaFYWqiSwd0BkR2HSYZdVJUsDj52G0YNXbW+udC8H6HqlxYo2sT+Ib55reLpLeOLuNUz6bti57Ae1bPwx0+3022tobdAqv4f02d/9p5HuXc/izGgDpvsvir/oM6N/4KZf/kmse5tvEn/CZ6YDq2kmY6fdlXGmSBQvmW2QV+0ZJJ24ORjB4OeO0rDuv+R60n/sGXv/AKNtaAMfxNbeJF0qAzatpLr/AGhYgBNMkU7vtUW05NweAcEjuARkZyDxNbeJF0qAzatpLr/aFiAE0yRTu+1RbTk3B4BwSO4BGRnI2PFn/IHt/wDsJ2H/AKVw0eLP+QPb/wDYTsP/AErhoAx7m28Sf8JnpgOraSZjp92VcaZIFC+ZbZBX7Rkknbg5GMHg54462h1r/hDNTI1CwEI8HWjMhsXLGLy7nCBvNwGA3ZbBByPlGOfSbr/ketJ/7Bl7/wCjbWuHtf8AkRdW/wCxHsv/AEVdUDL1nFqqeNUN7e2cyDxCQ6w2jREyf2XwwJkbC7cDbgnPOe1ejVw//M4f9zL/AO4mu4oEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFc/4e/5Dniz/ALCsf/pFa10FcXp+lXl94k8VS2/iDUtOQanGpitY7dlJ+x23zHzInOecdccDjrQBqeIf+Q54T/7Csn/pFdV0FeWXS6rqfibQPsfiTVJ9OXUZIo724itcNMLackxKkK7lCrIhYnGW4BxmumufA811Jvbxh4ojPpFdxoPyEdbOko/G7Pt1L5EviZd8Cf8AJPPDX/YKtf8A0UtFn/yUPWf+wVYf+jbuuU8J+CJL7wbod5/wlvie38/T7eXybe9RI490anai7OFGcAdhRbeCJH8ZanZ/8Jb4nXytPtJfOW9QSPvkuRtZtnKjZkDsWb1o5aX8z+7/AIIWh3/A6vxl/wAgO2/7Cum/+lsNdBXmniXwRJZ6VBL/AMJb4nn3ahZRbJ71GUb7qJNwGz7y7tynswB7Vsf8K9k/6HXxd/4ME/8AjdHLS/mf3f8ABC0O/wCBp+Df+QHc/wDYV1L/ANLZqLz/AJKHo3/YKv8A/wBG2lcv4V8GSz6dNcDxX4kiK6hfReXHdoEOy5lTcQU+823cx7sSe9X7jQrmLxvpMC+IdVZ2028cTSGJnULJbAqP3eMHdk5GcquCOcnJTe0vw/4cOWPc2fHf/JPPEv8A2Crr/wBFNXQV5t450HxQnhXWp/8AhMZ5NPSwna4tWsYAXjEbbgGCZ5GfT6jrVv7D41h4n1DWZcd7S409s/g9slHsb/DJP52/OwcnZr+vU3vD3/Ic8Wf9hWP/ANIrWjxD/wAhzwn/ANhWT/0iuq4vSH1GDVNfM+reLYGN+hkMNjaTEH7NAP3myBgGwB93jbt75o1e8t31Tw+W8c6wvl6gzO13bW0JgH2add+Gtl7kLyCPn6ZwQewq9I39NfyD2cux6pXP+BP+SeeGv+wVa/8Aopao29uLtN9t8RdQmX1jOnsP0t6oeC9Fv5vA/h9k8XavAH022IhjjsysY8pflG6AtgdOST6k1m4yW6Jaa3N3w9/yHPFn/YVj/wDSK1o8Q/8AIc8J/wDYVk/9IrqsPQtC1F9Y8TqvizWYymporMsVnmQ/ZLc7mzARnBA4wMKOM5JNd0LUU1jwwreLNZkL6m6qzRWeYz9kuDuXEAGcAjnIwx4zgiRHeVz/AIE/5J54a/7BVr/6KWj/AIR7VP8Aoc9c/wC/Nl/8j1h+C9C1GbwL4elTxZrMCPplsyxRxWZVAYl+UboCcDpySfUmgDcs/wDkoes/9gqw/wDRt3R4y/5Adt/2FdN/9LYaw7XQtRPjrVoh4s1kOumWTGURWe5gZbrCn9xjAwSMAH5jknjB4s0LUYtHt2fxZrMwOp2C7XiswATdwgN8sAOQTkdsgZBGQQDvK5/wb/yA7n/sK6l/6WzUf8I9qn/Q565/35sv/keo/A0bQ+G5InmkndNT1BWlkChnIvJvmO0AZPXgAegFAHSUUUUAFFFFABRRRQAUUUUAFFFFAGB4yjaXQI40meFn1CxUSxgFkJu4uRuBGR15BHsaf/YWo/8AQ2az/wB+rP8A+MUeLP8AkD2//YTsP/SuGtygDD/sLUf+hs1n/v1Z/wDxisfwlot/L4M0KRPE+rQq+n27CKOO1KoDGvA3Qk4HTkk+5rtKw/Bf/Ii+Hv8AsGW3/opaAMfRdFv31XxEq+J9WQpqCKzLHa5kP2WA5OYSM4IHGBgDjOScafSb0fDfxHN/wkOplE/tXdCY7bZJtmnByfK3fNgk4I6nGOMdjoX/ACGPE/8A2E0/9JLesO4/5Jb4o/7jH/o+4oAyvEmk3sf/AAmG7xDqcvl+Ho3bfHbfvV/0r5GxEPl4P3cH5jz0wXuk3o/tvPiHU22+IdPQ5jtvnY/Y8Of3X3huGMYHyjIPOdXxT/zO/wD2LUf/ALeUX/8AzH/+xl0z/wBsaBknhLRb+XwZoUieJ9WhV9Pt2EUcdqVQGNeBuhJwOnJJ9zWx/YWo/wDQ2az/AN+rP/4xR4L/AORF8Pf9gy2/9FLW5QI4vRdFv31XxEq+J9WQpqCKzLHa5kP2WA5OYSM4IHGBgDjOSS50W/HjPTIz4n1Ys2n3bCUx2u5QJLbIH7nGDkE5BPyjBHOdjQv+Qx4n/wCwmn/pJb0XX/I9aT/2DL3/ANG2tAGPc6LfjxnpkZ8T6sWbT7thKY7XcoEltkD9zjByCcgn5RgjnPFX+m3Wq/EpPD82q6lNaw60l1cXDR242zCxV4CP3WC37twRjaAi5GWzXc+KdZTQ/E+lXAha4uZNPvIbW2Q4aeZpLXag9PUnoACTwK49o9W0u7TToLyG58S3XiNn81z8oZtNHmSBTyY4vN4X0Cr3oANC0bXdb8QRGHV9SXTNI1m9R5GS3B85mud0qgx4ON0YPDDMr4C7eOh8MeEdcsfI+061qdnt0ixtz5YtW2yJ5u6LmJvlTcMHqdx+ZscbXgKyTTfCi2MckkiW97exB5W3O226lGWPcnGSa6WgDD/sLUf+hs1n/v1Z/wDxis6bw1qzeJLG5HiPVmhjs7iNrgpabkZnhIUDycEMFYk4ONg5GeetooA5LW/DWrXVhFHD4j1a4YXlrIUdLRQFWeNmbiEcqAWAzyVAwehg8TaLfx6VAz+J9WlB1CxXa8dqACbqIA8Qg5BOR2yBkEZB7SsPxZ/yB7f/ALCdh/6Vw0AY9zot+PGemRnxPqxZtPu2EpjtdygSW2QP3OMHIJyCflGCOc8dbabdnwZqcg1y/Cr4OtJTEEg2spjucRn91naMEAghvmOWPGPSbr/ketJ/7Bl7/wCjbWuHtf8AkRdW/wCxHsv/AEVdUDL1nYXNt41RptWvLsL4hKFJ0hAZv7LzvOyNTuA+XggYHTPNejVw/wDzOH/cy/8AuJruKBBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXBQw32reJvFOjQrJBYPqUcl7dA43IbO2HlJ33HByew9yK72uf8Pf8hzxZ/wBhWP8A9IrWrhPkfMtyoy5XcqeJ5rHRZ/CsshjtbG01CQnjCxotjddAPbtT4tW8UarCJ9O0azsreTmKTUrhvMK9iYkXj6FgfpWR4muU1rx94e0WS2in060vd91v5/0g208kSj/dEZJ/31rv6yu5M10ppXV29fQ4LwbpviKbwPoDw+IoLe3bTbYxRpp4ZkXylwGZnO44xzgUWula+fHGqxr4kxMum2TPL9hj+ZTJdbVxnAwQxz33e1bvgT/knnhr/sFWv/opaLP/AJKHrP8A2CrD/wBG3dHKifbS7L7l/kYXirStfj0iBpvEnnIdSsFC/YY1wxu4grZB7Eg474x3rbGk+JlBK+KI2bHHmaahA/AMD+tO8Zf8gO2/7Cum/wDpbDXQUcqD20uy+5f5HBeFLLxP/ZFwbbWtOCf2lfgrLpzMdwu5QxBEo4LZOOwIGTjNJdTeKrTxvpbTWmmajONNvfLW3le33J5ttuJ3BwCDswM4OTkjAzveDf8AkB3P/YV1L/0tmovP+Sh6N/2Cr/8A9G2lHKHtW90n8rflY5/xj4st38D6/Z6jYahpl3NptxEiXMBKO7RMAqypuQ5JwOc+1d5DPFcQrNBKksTjKujBlYexFYfjv/knviX/ALBV1/6Kakl8EaC0rTW1o+nztyZNPne2OfXCEA/iDR7yH+6l3X4/5fqL4e/5Dniz/sKx/wDpFa0eIgDrfhMHkf2rJ/6RXVYGh6Vr1tq/iUaZr4fytRRGTUbZZfNP2S3O4shQg4IX0wo4zkldb1LxDBrHho6hoMUnlai7I2n3YczN9kuBtCyBMcEtyf4SOpFHN3QvZX+GSf4fnY6640HR7x991pNjO3rLbIx/UVzXg/wxoN94E8P3F1o9jLPNpls8krQLudjEpJJxkknnNaQ8aafEP9NstXsW7ifTpiB/wJFZf1rJ8D+LfDkXgnw/Zy65p0VzDp1tFJFJcqrK4jUFcE9c8VosRJaKX4lezrrZP8RdD8K6LNq/iWM2IVLfUkjhEcjpsX7JbtgbSP4mY596Nc8NWVtq3hqO2uNRh83UnTcL6VigFpcNldzHByoGfQkdCa1fDE8U+seKpIZUkRtUjKsjAgj7Hbcgin+If+Q54T/7Csn/AKRXVX9Yq/zP7zP2k+rY7+xdYg/49fE90QP4bu2ilH/joQ/rWH4On8R2/gjQGgsdPvLQ6bbGJRcNDKqeWuAcqVYgd8jPoK7quf8AAn/JPPDX/YKtf/RS0/bN/Ek/lb8rMOd9UjFtvElvZ+N9VuNXtrnTd+nWUeJk3hdslyclo9yhTu4JIzhvStDxJqVjqXh62lsbyC5j/tXTfmhkDgf6bB6Vas/+Sh6z/wBgqw/9G3dUPG+h6XNpsN01hbi6bUrCM3CIFk2vdRIw3jDD5WI696L0pbpr01/D/gheD8v6/rqdfXP+Df8AkB3P/YV1L/0tmo/sDUbPnStfuo1Bz5N6ouU+mThx/wB9VH4F87/hG5PtPl+f/aWoeZ5edu77ZNnGecZqJxitYu4mktmdJRRRUEhRRRQAUUUUAFFFFABRRRQBgeMo2l0CONJnhZ9QsVEsYBZCbuLkbgRkdeQR7Gn/ANhaj/0Nms/9+rP/AOMUeLP+QPb/APYTsP8A0rhrcoAw/wCwtR/6GzWf+/Vn/wDGKx/CWi38vgzQpE8T6tCr6fbsIo47UqgMa8DdCTgdOST7mu0rD8F/8iL4e/7Blt/6KWgDH0XRb99V8RKvifVkKagisyx2uZD9lgOTmEjOCBxgYA4zknGn0m9Hw38Rzf8ACQ6mUT+1d0Jjttkm2acHJ8rd82CTgjqcY4x2Ohf8hjxP/wBhNP8A0kt6w7j/AJJb4o/7jH/o+4oAyvEmk3sf/CYbvEOpy+X4ejdt8dt+9X/SvkbEQ+Xg/dwfmPPTBe6Tej+28+IdTbb4h09DmO2+dj9jw5/dfeG4YxgfKMg851fFP/M7/wDYtR/+3lF//wAx/wD7GXTP/bGgZJ4S0W/l8GaFInifVoVfT7dhFHHalUBjXgboScDpySfc1sf2FqP/AENms/8Afqz/APjFHgv/AJEXw9/2DLb/ANFLW5QI4vRdFv31XxEq+J9WQpqCKzLHa5kP2WA5OYSM4IHGBgDjOSaHiENoPiGwur/xXq4Qafd7HWG1aVm822AjRRD8xYkcYJyBjHOdNNes9D1PxF5wkmurjVFS2tIBumuH+x23yov8ycADkkCsC7nvrbx5pd7q9uNU1p7G6ez0e02uliS8IU7yPlyN+6VsDghR0BAKM0Gp6f4g0zWfEuvanDey2V39jtoo7aSaL95AEhUeVtaV953FVHQDO1STX0bw3qcnixdV1bVbuHW5tb+zO8Qt3MMf9nNIoBMW3cFIRiBtbGcZCkddY6Tep4/0zUNbukutQk068ZY4x+4tMSW4CxA85wzAueWz2GFCf8zh/wBzL/7iaAMqy0m9P9iY8Q6mu7xDqCDEdt8jD7Zlx+6+8dpznI+Y4A4weCdJvZvsvl+IdTgz4e0x/wB3HbHCnz8J80R+VcHHfk5J4xq2H/MA/wCxl1P/ANvqPAP/AC6f9i1pP/txQM3P7C1H/obNZ/79Wf8A8YrHudFvx4z0yM+J9WLNp92wlMdruUCS2yB+5xg5BOQT8owRzntKw7r/AJHrSf8AsGXv/o21oEY/ibRb+PSoGfxPq0oOoWK7XjtQATdRAHiEHIJyO2QMgjIJ4m0W/j0qBn8T6tKDqFiu147UAE3UQB4hByCcjtkDIIyDseLP+QPb/wDYTsP/AErho8Wf8ge3/wCwnYf+lcNAGPc6LfjxnpkZ8T6sWbT7thKY7XcoEltkD9zjByCcgn5RgjnPHW2m3Z8GanINcvwq+DrSUxBINrKY7nEZ/dZ2jBAIIb5jljxj0m6/5HrSf+wZe/8Ao21rh7X/AJEXVv8AsR7L/wBFXVAy9Z2FzbeNUabVry7C+IShSdIQGb+y87zsjU7gPl4IGB0zzXo1cP8A8zh/3Mv/ALia7igQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVw0Okabc6z4w1HULnUYUt79S5ttTuLdAi2VsxJWN1BPXnGfyFdzXnepk3EviTR0Lb9W1+CzO3r5Zs7ZpT/37V/zpN2Vy6ceaaizNsvClsYPCV3dyaol1qepyTzgapdKVDWlyyDIkyGVVRS33iAQTgkV23/CG6X/z9a5/4Pb3/wCPUniABda8JKoAA1VwAO3+hXVdDQlZWFOXPJy7nB+C/CenXPgXw9O9zrIeTTLZ2EetXiKCYlPCrKAo9gAB2otfCenN461aA3Os7E0yycEa1eBstLdA5bzckfKMAnA5xjJzueBP+SeeGv8AsFWv/opaLP8A5KHrP/YKsP8A0bd0yTD8WeE9Og0e3dLnWSTqdgnz61eOMNdwqeGlIzg8HqDgjBANbn/CG6X/AM/Wuf8Ag9vf/j1HjL/kB23/AGFdN/8AS2GugoA4Pwn4T06fR7h3udZBGp36fJrV4gwt3Mo4WUDOByepOSckk0XXhPTl8daTALnWdj6ZeuSdavC2VltQMN5uQPmOQDg8ZzgY3PBv/IDuf+wrqX/pbNRef8lD0b/sFX//AKNtKAMPxp4T0628C+IZ0udZLx6Zcuok1q8dSREx5VpSGHsQQe9bn/CG6X/z9a5/4Pb3/wCPUeO/+SeeJf8AsFXX/opq6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EVAL-ADP121
Rev. A | Page 5 of 8
LINE REGULATION
For line regulation measurements, the regulator’s output is
monitored while its input is varied. For good line regulation,
the output must change as little as possible with varying input
levels. To ensure that the device is not in dropout mode during
this measurement, VIN must be varied between VOUT nominal
+ 0.5 V (or 2.3 V, whichever is greater) and VIN maximum. For
example, an ADP121 with a fixed 1.8 V output needs VIN to be
varied between 2.3 V and 5.5 V. This measurement can be
repeated under different load conditions. Figure 7 shows the
typical line regulation performance of the ADP121 with fixed
1.8 V output.
07140-004
1.806
1.802
1.804
1.800
1.796
1.794
1.798
V
OUT
(V)
2.3 2.7 3.1 3.5 3.9 4.3 4.7 5.1 5.5
V
IN
(V)
V
OUT
= 1. 8V
T
A
= 25°C
LO AD = 10µ A
LO AD = 100µ A
LO AD = 1mA
LO AD = 10mA
LO AD = 50mA
LO AD = 100mA
Figure 7. Output Voltage vs. Input Voltage
LOAD REGULATION
For load regulation measurements, the regulator’s output is
monitored while the load is varied. For good load regulation,
the output must change as little as possible with varying loads.
The input voltage must be held constant during this measure-
ment. The load current can be varied from 0 mA to 150 mA.
Figure 8 shows the typical load regulation performance of the
ADP121 with fixed 1.8 V output for an input voltage of 2.3 V.
1.806
1.804
1.802
1.800
1.798
1.796
1.794
0.01 0.1 1 10 100 1000
ILOAD (mA)
VOUT (V)
07140-005
VOUT = 1.8V
VIN = 2.3V
TA = 25°C
Figure 8. Output Voltage vs. Load Current
DROPOUT VOLTAGE
Dropout voltage can be measured using the configuration
shown in Figure 5 and Figure 6. Dropout voltage is defined as
the input-to-output voltage differential when the input voltage
is set to the nominal output voltage. This applies only for output
voltages above 2.3 V. Dropout voltage increases with larger loads.
For more accurate measurements, a second voltmeter can be
used to monitor the input voltage across the input capacitor.
The input supply voltage may need to be adjusted to account for
IR drops, especially if large load currents are used. Figure 9 and
Figure 10 show the typical curves of dropout voltage measure-
ments with different load currents for different output voltages.
120
140
160
180
100
80
60
40
20
01 10 100 1000
I
LOAD
(mA)
V
DROPOUT
(mV)
07140-006
T
A
= 25°C
V
OUT
= 3. 3V
V
OUT
= 2. 5V
Figure 9. TSOT Dropout Voltage vs. Load Current
100
80
60
40
140
120
20
01 10 100 1000
I
LOAD
(mA)
V
DROPOUT
(mV)
07140-013
T
A
= 25°C
V
OUT
= 3. 3V
V
OUT
= 2. 5V
Figure 10. WLCSP Dropout Voltage vs. Load Current