OBSSCircuit DescriptionV1.1010/02/94 20:07 CET.Component & analysis parameters of a circuit.TINA 7.0.80.134 SFB(c) Copyright 1993,94,95,96 DesignSoft Inc. 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The testbench has been configured for a 12V input and a 6A load.T2. The simulation takes approximately 15 minutes on a 3GHz machine. See plot below.23. The supply current usage has not been modeled.G4. Thermal shutdown characteristics of the part have not been modeled.45. The SS_TR to VSNS matching has not been modeled.<6. Minimum Vin for valid PWRGD output has not been modeled.97. Minimum SS_TR voltage for PWRGD has not been modeled.o8. The internal PLL for the RT_CLK pin has not been modeled and hence the switchover from RT mode to CLK mode jhas not been modeled. 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Q6tH6w7kgmj0=!c+PiHdY1NlP7ZTRQ02CosucEzehy/Ok=iIhqPM26b83Sern5+RgEg1XCZaImqr3/Bx1i7BiYAfBS0H7da9iemjpZ3KDaxvaStfyalCIrLk5xCayfkO9HOIgHiJtIpFs1v323yJg==5FCYgqPW83nUxsVCUE1Z2gPsz4O4BE1QysnAt2P42gKNnM2TfNA==U6GJwYOVmrHEOkuAnstrFiDsJ0ol57tl9HHbZvn09/Blbvi5+Z6sO4pdfHUvyMdH8pJdFUnCtsTuVcW5wcQ==I6GJwYOVmrHFdhn5+GGMHp0BqbUqhQPXAwFcENYFOJQyj7UnOJPHpjmZjbc4vBtaG1HQCyNc==qXG33/3ctEn4zzYRExlnm748qoRciN1MhJgT2sNl8EYiP80NTd9XTQp2jmtYiIhqPM26b83RIkxcnciC/YDDk5C33XpyD4sQIuZyHeXW1q4KtFrTUuJJVJRdeiG2CrICEaMt7mT5/fsj5eJsJN91A2RRBpTxk6OH8Vw==-FCYgqPW83nXhrGMhO/V0HRiEDxq6zV4RxABixuZtTV4=1qXG33/3ctEnz3M7/LRZBen9u4WwT7ub/SEubeaSKUwPIScl2iIhqPM26b83R2ijkpiTxWcBPnpXmI0INewBH1R1Ds4kTu0nFUYDzJE/ifea5wQ52llMpDUPHALA1+z7FSLO8SOETlIver2ZDX5Un1ig==5FCYgqPW83nVzLkOCbDPeq8ee6oM265Ol8vi7we4DsRsORGI8rw==Q6GJwYOVmrHElVJUJuAwtvaKSnNjMzI4ci+14ywJ6CAbiagFDevS/XzeX8wuvYG94vMN8SxMd5zgFpw==9qXG33/3ctElFG3TgE7lUhsh2yl/ss0P5qWzFc/Vy2TqBCFFib06HSgA=i3oIOB64C2PTeyuusWAiXCw6oLGo3brdK1T95g969X0z3LRGX3mF14GvNdaNUlqZdh7B5I1gUWF+6lFUkqYxOXKWMVbe0XD9Q+FITF7E=1JJWCWdGuXyd4JyhNwo5zT6efAeWw5AICd13MdJCs3QKdI5Kp=r7LAKCgj+kkO5dF1H6LsP3N9MnOJzW/aI6x5yn4RouX9kRWb96szqk44ceA=in5gfAYWtqrGIVX/IyPiNby3TXJiVu07n54UsgN8GZFB3BB3v7AGmXodP8VIiIPLTq/wYatQ6LmwliNz/dWK+guqujWJxM3Z3F15dDnM= hh/0vDk=Q3oIOB64C2PSQaWDmskTia3JJw4XW2GtWljVXG/Y9lWpvGYtZfJ74azjLD4IpUB+jjAHCxV6q79NIVP4=e3oIOB64C2PQXPQ5RIe1ey3akBEnYJHTYG+FAo0Kn799N+VkVTOMWc07EjhczxbYSqzKID12Esi5VqCCp8sAwXZCfgY7H1VgPz6XPgG3XgfmpKyB0nY87I6I=e3oIOB64C2PQ5VMYYInhKOmoi9B2t6kziuuX/UcTvii00rk8MawbCYR2gbnvgXaQJIfpo4dhQsT6V1EI8jDQv+INMI9M9KeFiYQ==%nT3Fg5WThFIVbsoggbooaxee+VTOEbhuGQ==YybL7kyFkaryTpiT3Rt3e14ugspgLN+tkUcSY/RuPihYu/E4orddlXL4Ubt+nieCTqhNv+uF75T0YRT2lOKcNtQ==5BhNQgLZKiryVCIbMfiXUGZrulGQ49uh3N+Mo051Lxp3nZhjs0IeXQo8epKyp1MGGGhjYXUrxEyGw/tk9x3e/KqPdHVbiW1eP70QlIOEjHGct9klnnBpEcGjDzp4aBLXFGHQ==]n5gfAYWtqrF6fsdMK5rn22l75X4HmhWdlshc6dbd5qxqNOCa6Od0NXYF8Jj4UCmnDZRlwjwlA5LGykeRisAR7FT6og==nT3Fg5WThFIh9BYzPYmC6d8ZYzDVQ3oIOB64C2PQwpEoRHH4Mgl1KHs5tId7M+FcCCh4vIWxWC7WuH4O261cWCraqBvH2bZ8CY3YZ8fzoevCW%nT3Fg5WThFIVbsoggbooazE6P7ElqGNqmA==e3oIOB64C2PToXWI2jOJ/P7FIKXJ42V4bh7r05Tqhbg2v71gghzWzfG1FUdJFv/upist89uvp7eBxq+DaCkjWsxOrQMcG6zXWKNBIQp+rvRDg0z9hZl+fl1u3QZXg1kL0nBmUv5+nU/j3uM4QrdF/JTJRLRpfU7nh9QN29yRxFwMuPrTRDcx5Xi3oIOB64C2PRG+iqjmuU574p1GMjGycI1kaHB8qyTFzV7pejCHDVEWTUivB53RZYpuv5H6Fb12W2nmXzXY2bSwTY8Vm+5Ek6hZcY7xg==/ei1IeS8ZK1bAfqzMo8epKyp1MGHy1u/GNf4CUg0B+E3gciZCgYoTaLfQ26qKLIJfk8e404Ew2NU0QHiKHVM3T3Wwbrw=Ep+rvRDg0z9gZI18a56wLIgc2dJfCp4GzFSl3jBRcOB7C1ujRWOvanIUtsiaoAu4SHS3TEo8epKyp1MGHEh145A64sBQ2AgOrxfILDhL1f92Z30g+3n8J9ku1dWEDyEB241N2cVA==9r7LAKCgj+kmdaDIpunfEEJkb0BdpyVQfLIYjijhA//8b4Y/8NBSDZg==e3oIOB64C2PQKA5FDHBrhV5dGji6oioHlq+7lFUnSLlGbs7GkhcaxUQXlSEfU6xeHlpPU3wAT50JCrHL6G+ooSQBTUw1fZgYLQA==1JJWCWdGuXyd4JyhNwo5zT6efAeWw5AICd13MdJCs3QKdI5KpY3oIOB64C2PTKJ4oUfPX9cgUCpXe5JWGLUjhckC488xTUFLaYIoxy36z+nmBpfQ9bnCkTpx/pBcgBbYdWXGlFHuc=%nT3Fg5WThFIVbsoggbooa8RkgHKnogOYxQ==]3oIOB64C2PSgISvU/ZAa8ecnxC5t1sPknTG6bX64Ox+osHppr7ogceFKtUpn1QwkLhRZ2Raeg6yVSQZcpJQLkHo0ViU=!nT3Fg5WThFIVbsoggbooa6gM2m6FwnYaY3oIOB64C2PSO4wuXcIRPHHF8RF+uVDcOJQ+pj56Um8ZynjidK6g1hhvis1hE6RwBrjOKQG0sFJi3/voFnIdsweQ=%nT3Fg5WThFIVbsoggbooa7gGfWTWA6y1uA==m3oIOB64C2PSUOKEs4k479p4L+vimKpKbG/c7gU7NHL3jWpKEo5khpKjk+xxm+3ezXuqZVHYQ44utAZSN7F7hmWJp3OhIH5pDotTZ5X7/kA==hh/0i3oIOB64C2PT+6ZqrJ0YCZbm/xz9+22y4JMAhxpGwpi5ZUSAxYhP4lbH5IHZgqy0rqmP23z2qG0DTLH473DZCP42eEXJ6mslmi26XAA==%nT3Fg5WThFIVbsoggbooa7GqXhG/b1n8tQ==Mo8epKyp1MGF52l05+bG4nOUJUxogp6V2vn88JTItYeIO1xneNtk3kVNNqDpqpyb+eou3k3szFtMSU3oIOB64C2PS7Bs6lkhhAhQWLM+IlfffYtstJ78l1BnE5AXlnNdmEuZPOSZuEhyc3TTFaYzXPDflH4HcvK17Y%nT3Fg5WThFIVbsoggbooaxCnesitufMmVg==in5gfAYWtqrG/NFmDjKJPUcmLu4b27wJJiH21LFQperVaG8/yA+vspCWfBOHhM1B5XC1WnjA32DKU/ErY1xpouN5dYLgb0p5CaTljlW0= hh/0v3R8e3oIOB64C2PRMd7W3ckyEC91WGlZIfUezGEReqeyC95/ZtdS3TvnOSch4vjB04SN9rXKYMsuGx5dOReWU3m7XugAihL5ULl70Erc=sAIQqtb1li26lRMgTQ==Qp+rvRDg0z9gBJFy33iHqU/B7uOYtRC11MHNbg11+Es0r5uVorP7kgp8Ik+m1Ay4Ss/HiWourI9wJ+pv+Mp+rvRDg0z9hzgnBFJFWnyEBH2bbIfzpHh+464u+8nQsnxHnofLq3gLTVuEJAKmRs3MUadudd5vs=IybL7kyFkarwseoebvD9qAEJtWu+LoBBxUr6KIgJjp776YRN7ZihsmRLdl+H84l/JnfFHRuA=Ap+rvRDg0z9j5doSWldUHygN1sVjzm+cBQpQgjgv1EDWre4Vfg/wPSt+kkJwH3l8+U3oIOB64C2PSvnHk9rOh4DTVs+UlJeYymXt2MWWHTt8WnsOe1cPLvVloghsVLR06LzLUOFgrG2IGKR/utwuBU%nT3Fg5WThFIVbsoggbooa2//t06lL2PAPw==UybL7kyFkarwgCdfU/nds8t2GHQoiKC4lvNmc6d0w9xBLkPztQ48QeAyNLJD1NZUqu4zP7Y0YTIzGpvkpeQ==Ao8epKyp1MGEWiwhIbVvJ7kb4yJNtC4tocOIZU3ScFBBfxKeLWSbabBoEu+v8JyqLi3oIOB64C2PQ7LESuu64xYCx38LjzViY/Jv6vwMdIAi4fVSVJjgmqc4lMaI+FzIvFF+NzEIbkdPXyIK1sy7PyIai0rKLoux+Rd8NCDg==%nT3Fg5WThFIVbsoggbooa1iwBEJ2NjCqFQ==AHohJIjNY9lzhmYr/atAI5jT86zFU+GZPpXKnnfUUPYJhhOred4jXEsmhV/zHkg==i8C1I6G4YPAgdaS5pjZdpfZEzugG1YCy8+ZCvh5jgQVEjFJYHzePB9ybB1OOopluNXO4ohRfTdwKGUZoEmW+vOkB8OH9in1cDVo6u3A==920Mi2wpcGH9XxcDyKRh+VnQ58VKZzeB2TXEJATY2Vd/uUym7ZRabEzRtOkIgaQx5nYc49Un7bg==m8C1I6G4YPAgdaS5pjZdpfX2LGLoCzd3ZtvWg45NLuL7UuJeuRZFt0VT7JWvhyd5OVXiVRs4PcAyxdAQ9RiBx1XyhGMVWZP/r2moQopbweA== hh/0rjE=AI9OtQol4PU0lQtwdK0VApXKv+g6PR5CyMevAyuyg83CDHvIUOi9m4rGevpGYeg==aUlldWIxeSL16Uiwwvu4+wTIy8SDKERgK7WVxlBBNlYypvNc8RYZAV3k6wWZJNxWSKbc5iR2HMde1VWMBba3s96v4VZAvzA==%FFNuIIghPcIBK7a+YaCS4RaD0FRmdKM1qQ==iUlldWIxeSL3F8vwKbYN3UkU+UQwRD7JzAPR8ZVoDTDv/qvYJNfydLrnx6JP1EnR6kDV0je81yeRaADiUVwcdIIiVin9K8NBqeelNaJU=5FCYgqPW83nXnuTVQrN8GghDy4xTPC5WF87kdehSUTttTJfWdhg==YMeSxF7h3D8N/ACB6/dCWnmD4tJA55BW+bqYkgeETDceBNHHvnl2ii+KafZ3qvzjiNaFUIj8FrYjj3OQPSuRTkA==i8C1I6G4YPAgdaS5pjZdpfRZU8MVgPF9x78+mI+3KqveVu1z9E2GCx9h3vh9JJf7NjxcMcKLrddxVsmzKi1x5r4q92pb1GWETE84VD8Q=vgDRow/3itvjgl8mt5uMSHjAAg==IGlp9XwUOeFqrKGLLHCQgIo/kWxv5rj4O3YM7RBWX86q8+ZXkDkMiri78eM+qqlddChIgZ/7ziGlp9XwUOeFqrKGLLHCQgItjGuKMY0dIYJqmttIZuqoGpQTR/8AWMFb61p1Wy+SLdwlGQ2VVKRu1R8u4462ClwF4JfwavjbfJ6pfQ8AA=MMrQiWt0WX6NelqYLMct3XqRq3C9ekk8jQaGfSU5WhsVeX0wnvrDS9eyQ36FmPPXyeFY/p7mqPQ==eVDUNymLf+aa/4aj1/Sn5vZ38kYeVId0HVtgBvdKQ/1CRD5F6/sUVkCmZJpTUnBHpptg33Zk+QBic5ffH+pKhxM1LWxDHlVfYzA==IYj1jqrgayVNvpKBbvMvr+U9Ach2UEg01QBC4R4gm1rlxv1CYojjyYpu9vDl4yWxg/0qFpUU=]OLr9xqS3/NO3xaThU8eQ/TU8VVanKIvwRW69nk288kOG5vBYkVaLrFUzkwFFnfpkGXYz2Vl+c/9cpRLkNekiUDkHEds=14vja0YzgtelAwPp6lJZe1piR2dVc5wRHgJvbgSzf/nG2xw==aOLr9xqS3/NO3xaThU8eQ/VuQR3Nz54aoprFF1eKEjzCiOJjljI1D/DvytT3x/hStSakIwBqW7jP4mEHJK9cwo1pgKHfmP7PrsAIQqtb1li26lRMgTQ==QPEWVC45AG3745do2Fw8GZa97FnB1bZ2OefcqfZEOJ9h5D/DSc9UcV2DqjIffE3C3qhdDE6WPRXqup3dc59dlUZfsErrhTcYv8Vr0Cib8fI+MkqGlViNIOwZzoR0JrXeyKho8BBISfRdBMAI7PopY/pAvO8nvUeMrQiWt0WX6NelqYLMct3Xu/JlesNvTGBH29FtSE3W/3hDMNBKQmED2RN3wWGgKbehsLDwgzFCA4CIUAKfoBMhUCdX8GaHidVF/0OaMrQiWt0WX6NelqYLMct3XtbVkBqkT+4WFyRU0gARBtQ11pKwVvsR1XSottRa+6MorW0hClnDM02DxhJ8QzqiiJD+t8FjpVTYePEWVC45AG3745do2Fw8GZWISL0ImhIh+y4+UGYWp60vNmNKBLGnu+f2W/MXEtmI70QDYp3Cut/TUTipZtl8G0x2xUoa5eU3L1BjFmIfm0NyVVendu05T5+ighwE=aMrQiWt0WX6NelqYLMct3XsTPytxRqA+wkcKht7eE0HazFtvG1iqxFsS05r1s2dse23R44iAjL0ZVMtW6bYbtlMvscG90veXtIGlp9XwUOeFqrKGLLHCQgIveCBzMLiuR4ML7DZ4x05dJBAxqabCMN+cvkpPnnlmmL8/nh6kGTiOLr9xqS3/NO3xaThU8eQ/RW/EmmzdJQlSm1P0mriG+0QUDV+emewCXrrG9rUqL1/va29ijmRPhb7xN7JNl5R39RPl7IyP1a2rFyCDwA==ySbQ8XpP5kaochetPX8hlsEWzXU2TOmVvorMrnFdrjr1MOVPeFvZ4DHmTg==MGlp9XwUOeFqrKGLLHCQgIpJ4DlYqVQ6mRUuXGBVks0BHjg1x8DifWn2NebhPV1IS2kRVI9TF6nM=QMrQiWt0WX6NelqYLMct3XmzybzTeN1bqnEor1ZAepe8I9XX9WUUbhw63q0l7ftSZ36YuT8GHr0jG7kQ=iPEWVC45AG3745do2Fw8GZTntFXsZCFujxzPI73upIyf2zltq4NOlnfASXcvbkxnP+sDkRp37+TduR8Ahy2Po2y2oFzbjpC0QiQXZ8+c=RTjrIHQobTqvEXZRyz27/6JwQPEWVC45AG3745do2Fw8GZUiycl0KaRwFCoOF9PawuLR/IoNjQS/cF03Ydsz2bJgKfF91ZEPbuf3knH8xA9dlUZfsErrhTcYv8Vr0Cib8fI+MkqGlVT+TCO1u/TjyFpC7nTFG7Aj3WrOHgiQ==AV+n9hTamn2rjbqAb+kYwta+SHUvkikKgNL2B7UJfZRY9YAhuifV2EHGFLj0CXko=IotwdxhRg0LUUzGbuQzWs87bfbSkPI8GTD+a6G8teSvwQE+mnCKVgCWT7w6Qtqgv9ao3Do2U=Aa53d79v3Q0B66aVh+WKUl5syACmXaz2TQKd8TScy9remngARxn+TZp4TYLK2GutZeH7ZpCfnXWOEL89q9U+7H+hHsOfbAko7ILwTI0CVVPYs++DT2ZnIOfHewH6OtZmWcWeHXZjjySYYDQZVK3W037iDX1wjMbRvRAw==-Qow/p2zQLWXNxo0k7iqvOymzfFib8lOG9t2R4giin1KFIPgtZ8ojbLUbikiNyKi4bNYAhC9RYjKiDY5yvNKxORqzs0p3ACXHjJLm9y5DBecBKVPUbK4E=9a53d79v3Q0DV4Kh2SVB9HTTzjnNeaRwnWicxlbmS4beWeuLorXfhVBw=Ma53d79v3Q0DuNr/T/f4w1HZmNAP/MA3onm0W5tfZmflELxQzYQTsvbDZ3FlGBz5EQnYjUwytp/o=ma6YpPABayGqO9nrMik4+lNJOKrlAWUY9sHTqiY1oKgg6V2885EBmA5s63Okhhe9AftKhPKfW5n3/zGlWu4nkrBGDZ8Jf1WDs+5c+k4U0ww== hh/0rjE=aH7ZpCfnXWOEL89q9U+7H+hblisuUsJgBBVJCBx6Ndbl7jzy9UEoN9EL++MNWCxBk6BD5QqR76UC59y1XNzQR7qwpmzYuOA==WebHmC5M2Y52c9+lrcjf4pSRMlOuIotwdxhRg0LWzlmj8WNYMcpBPsHKFXA+3XSs9gU0aRayvAWr9NInPu7fs2ebraCWRmGeSRg==AV+n9hTamn2q5zsQH30wgm8nBhL0h4iDmVXqybg+bRSODxJnSDkOCQXczbqsUJVmo5PgtZ8ojbLUYBrA1/Dk9mKeoFixqBRGTzG86am7/xAcNwdKqhu24u5PgtZ8ojbLUbDIrj/+1atFdywbki5Zm/kemxiiYnMUs79YcNsRX9/QPoUWpzT4xx8bK/ugT+bEgsVCCJFSt7nQX2CMRJ/QDP6DZrsBHBYh7qU9w2RDPYGp6UdonSYijkvt9UU=QPoUWpzT4xx9TkB+Nes9P5HqSbh+mQx3idZ1e/Zm569HBqE8Btvn/jPb3NaZzOfxnRuLoV17nkC1tEkU=ivxEHIR0VeAO2lTBgBPAVwQt2Wlm71J0kJKp4ci46ilz3ybupUz9LekCP62/051bJgD1rEo7PjdctaOnWsuGeHFE5+iGBAa0cPFxBMg==UeK0MqbhuhMAPS/aTNL3TihPVR+pGPwaPuOUiQrgwFpCvIwO8DjUBlgew14D5NLkReLYXfWmYhyDDxbzAd/iCmvxEHIR0VeAMFuPV8/JmC7Of6T0gz73ssHXhCbCfhQoPKlKkIXeXWJw4pPuUGxVARDXasVvfqMoINGVBjSpHusIX/BXzZxL58NqkAK7DuWA==ivxEHIR0VeAN8VMUFZCzPkqQ1i98auxGWEFrtfq95X03sA0IhTcg/yh/PfevwD+IrmboPl816s/JKpdtSIP+Ra2glSaKxxBkx4Am0og==AqWkZmFnxhr55iC7TA==IQp1Djdynj4f+AQ6Nj7DbRbCiyfAyiKKQ2PbcU0YAO5atFXwECkXBTc5ozM7NmyeB0zEThg==avxEHIR0VeAN8zNffAtlStlw6C7QFE+hEliuYawG271zPxvOtfrRKrCDITqxpHFLAuQCnF1+dFpvGXniSZs954hzyBokms7w=ENcab9Mz1yMIJnPksKMYKE+ykxxsmS/H9fA4eGP6MhTyIz2cEVbvW/3A4kZHKjvKR/A==avxEHIR0VeAO/Xle9Fe0XsplAEtb/8SZqNUxIgT9VCDSnGwSht6FZkWcfaPsIt5HxfrMlOUGoBSX5XEnH7dT+huf3HrunOQ==Q7eDuQ9DX0DdeKxVhVIQmZiFQvKvyNHnjCsPQuvIkmHyPrRPF4K8sf86R9snBoBW4WuzPGgKdmHcDng===9dlUZfsErria3IZ54qaaAhkUjOa51JayQUQNBN3WvMmCeA2l6y6t0h1tgzyu9Qp1Djdynj4fQ12qNHv+FROLr+nPZTrDtVmXDjOV/OvphZa3Gf1VaVX30QX8l/JFimCV6z9uEenKnimogW0HSryVM9GrGJV0HqYB2UU0yd7pcL/uFH8EePxRthcKw8pZSe6OOBXg==ivxEHIR0VeAPjaqq52YtEuDNN0txxltJyh0vhZHh5+tmz+7uz4BgZrXdbkCMPx7uR6gx1F/ilaW2eK2CUQAWhdl6zmFtyneDy7oWUh9fYBIHHrsHNsZeZ/8mnMvxEHIR0VeANEXWGGVoMl/XFfpD3nZgzCmrVZ+M3Tm2Bmt5RjANsOr1AFEIMKh+8i4R3GQ96ZwegZEvxEHIR0VeAMpz64xl3iuLSqMLRybSzqox2BAiC5C96dkWlLAZoGU91t77/Pwwm4mxbM=M7eDuQ9DX0DdeKxVhVIQmZhBE4qLGen9vZ+ua9HwkowpFNzgP9cHqwZSpMJUuSBzrIX65WM2iP9TjA9dlUZfsErria3IZ54qaaAqBEaPDbDYtDifmSXf5+Oifhh+l0K3OSaLdjeCqxA50=avxEHIR0VeAMTiA5Se4EZRie4m8iHHu1hUDyuCZgf3sn67kEcykc5TMLjm2yIAqOAdF1x/rjHiDyWWQb3mC+3diPMkbu54g==%4Zrsf0LuRQ1pbgToqMy86vEYYcMnBdhF7QqyIQp1Djdynj4de7uqIJLXJHKjNgL9uZ4zfdeyT0EpMGMYCWEj1sYLMMXbP5D9/npyLGuhkgw==9Qp1Djdynj4cvC43T3YcdRA9IYZE6uGrlaJd+QVC4AIk3e+Y/+85G5XcsUvxEHIR0VeAOXTJjRPI5QYFfuR4mxj2y8gusG/H8Os44CT7VgzLULPcSxIHZ7pDX3m/X4Nsp1z+PtlrVZd0U=-4Zrsf0LuRQ2a5ciJ5zzta5f6+iNA+jbRUPuY1QNdnuE=IvxEHIR0VeAObqPCuB1QgDawXfXg66fAub+2ZQi/Nojalgfog5lnedF3LM897BgwOSwNI9rI=ANcab9Mz1yMIYQJNPVKyesYUXYSvjEjmV/x0VXFd7KoiZIa8UrnIzhLChrDRS/vDzaeK0MqbhuhMA8+JnVwcYt0v/xAXSq4rsmO12CAaMDfKPLqEr/ZPHOWLHE009y+VOQnkDyIjzyOYQd2PDVZBuVTser8FXzow==mvxEHIR0VeANm6Z1Ic0cQ7+w832NOlL7kK1y6saX8PKlk07H6MVc75mDM0NKyh/jsb4ElbL6F7EQJi/3DJAqEOq6YtxthwmA+niPSlZxlEw==N5UtBGs9rjiRv08t7/0dbNkNSKc=avxEHIR0VeANshELjm2z1ozsGTNa1lJWbKG083h2g/gtC7OrcJ8grwqJT2xCVrRS/Hatn7GAhSyOsDenLw5UqVpdNs0KXmQ==QX8l/JFimCV5T8SkGTPUmEKS2I+6BfxgAfryJVwxiNcBZyfJU0oFUrkxiE65d4mIZ3oRnbTYphm8/gfY=ENcab9Mz1yMJ3fuv4kNGyxfgXGP00WKrdieAIQ1sAI8EjWJS/rcHWAXX2eZE0rvtUkg==ANcab9Mz1yMKZalGQIae8qoXE0IHGzstGOGm26X795+6FTETx5gX4Z5nwC3cPVBg=eXmTkCnz1u7Jud5omo4Z+Gv9ofAIPuss8KOk+lhYUSoCU4OHyX0MtHRKuWwc8D0iCPyu6EsaVmtE/tYH/Nzgh/EZm4t2w96qbMw==I/DnqnZhOloJD1Lamp6XAhWDIbHtEIVrKDD0m9CWcmefflN0C6bOU5ava4KFGc8JRa36tPSs=ANcab9Mz1yMI3vPf0VFbS1a612w6NJ3XzcEzx+QmRuUjg7bo+PvJ6HuI2ikJ7Row=AQp1Djdynj4cqJli5OgIMVorrTrzZJVWc/CS1Fl1IMvk400RppH8AND4nydx3ug==YvxEHIR0VeAMEReWs25S4ueI5x6aEJMOXHHnPR+4mM/DPcmQa9WzdGACmJ9nTwp41bXWTpUWFnhekvwJz1fE0ig==-4Zrsf0LuRQ2a5ciJ5zzta6M4kS4Y/oSw0SW3k5gvN/Q=aeK0MqbhuhMBS+lOecWm51bW8zVbFhSBjA7MYglYVhJ+tZ85sY0OfHkCB482fdu//xSnAdsXqemgFBRl0FHQMYdYdh7gzlnA=MvxEHIR0VeAMBInFKbRTbehYvhD0dh+rvObMyCA4Qj2Pd0pRCtG+9PeuQ32iemoaanxpCOs77xTmG%4Zrsf0LuRQ1pbgToqMy86vEYYcMnBdhF7A2yYX8l/JFimCV5S4WiQ23jb9hGaTyySJA69yTVZpQBw4ds2P1DEtzYhra4ZwoypVSYbBkDSPYlGlUG56gR6vnnhfg==AQp1Djdynj4dAh/lK0mPZJK0JGSQ3pk5WXShGjZvofIm4fdSuS4Vw+bnvj8apfg==evxEHIR0VeAPl91/nvurMzXrf1NatVXZbmQU5HcTS5Y49AS6quQ+CLUsRQ1jU1kLBdWiRaqH9cKKCcSjKLbYnEJUyq65KfLzM4A==AqWkZmFnxhr55iC7TA==MeK0MqbhuhMCRoevtZ8mFKTZckjwlvnKfT2yqkT93TW13Ge3WJEHQN1sy79qYjDY5OuSVr2v4OHE=]eK0MqbhuhMDASHj3JkudEJBv3C8hUt6qFNrmvPNHlXwPUds20weYHY15D93BZIcgo8kWo+RjT7l1zHVNA00HCDq3P/Cti7eDuQ9DX0DdeKxVhVIQmZoMjhAqwM8oavvFLGiI4YU/OPA0FOcrxLEqQcMiKNM7+mOxgcx2FHvEiAcgEdjR5evMrOdY8xmj9LeZ5KJuq)iZ3JnBaR1/gy9yD16XsUEc/LkTCCJR97FFQXZ7DWoGJgJxAXN6Uv4iXRANcab9Mz1yMIonTJ7dQ5WkKzgIzsuFuBN/WqXPs6k/dsgMaKE4SE5VfJZsaOhySM=QvxEHIR0VeAM9reun6K0ib+gNav88xQJFeMgfvuJovv2KZNapoxRkEHPo7PvqMp2nzsYUMGtTTW7G9QI=ivxEHIR0VeAOvrpYFFEZmjxyI9J6syJdhwA61ZZZn4waaBz/Xebhnnq9rNUXKP36HQiw2fbu4Jlq1XfvHQw5eD19rjEkhVk+xuvY6yw==ANcab9Mz1yMJtS+chr8cTDhZiWkh+JkL3COAKEhW4NZISk7nk9ha2M18jDZJOAgg=evxEHIR0VeAN0uqSf6Ref+MVFchgx0bj7jWoFAB5dOhW6au//DUyW+DMf6Xk6FJFHYhZ2JEleDkU1lhlKx1F5KQJfZCt+o2AOc9lzQ7eDuQ9DX0DdeKxVhVIQmZt9zSU7VFHdLs2RdZfQtupBf8bA/EpPUEAPeIAMJLSSaREfOlUplMck5rTxZ=CqP/JDOoRHyS7jNpuSGuVfdINKI2NZ1Mkhe7iWj8L2vKO+vHyd2KI/9rW6Lu]eK0MqbhuhMDu7/fijCmuQ7W3YXQCZ3PrEwv9WxGguf2fzAUdRR5YBFqu6wiQWLUFOzle+w6do8bCV5bjF1aQOpbjdEbcmvxEHIR0VeANhCOusvMxYBp4qoEuytohq7Gm1m/xevJ/d4OLig3H1NOLJgEoDh5UMSBo26spgeTqTaBO6vE0M5x2A5NphpJvLVyaGL/p12g==ENcab9Mz1yMJRLGZwSKywdcvB5YG7RLL41nC2tAczCpx7bhXqgnErZT4cYMoRTo2Qdw==mvxEHIR0VeANibg1/cqFzhHBTkfTA4BzGhwmCBvZ4Jk08/N5qN/k8OBOT/WXDsXazJgxBVg4sV27tNJn6iou8QEXrN/JOXaIg04bf6geIWA==BIHHrsHNsZeZ/8mnevxEHIR0VeAM6pZllq/37rl42q4blAAsMxU9NgRQAefomNjBeS8fxgTf36Z+ygqdp1j8Bz5BUOzOn1qmz4rhbow3KccMtow3nDQ==M7eDuQ9DX0DdeKxVhVIQmZmTUOAR3IadgcZb8EK2zVFLbnCl+KVtDux4HWPzwa5Yd6smn3rsuiNN599dlUZfsErria3IZ54qaaAn7QUaWdPFqeChi/mzPB8AgrGjd4QfPTkv/0IQp1Djdynj4ei19I9TpbTj6001Pff+NKvFVqcJYr6CZApbzlvROX7jR0Rd6oWnqIhOpnW3jhFivxEHIR0VeAMNkAq1Bb/p/tTnH/oI29NFIJItad9QWARY0xxzmcCHL4e4X6nge13IuSeaGDCFZtlzcCkMyzzLXg+yr4h/UPXI2DFudw==evxEHIR0VeAPrFbuSLJCoDqBugd8XaGuVWVWqUGGm6DVjbszDhvGZ1W0YvUjp3ACmQUoUw97MytsIQEOdMQ34bk3rW7+raeQguA==AqWkZmFnxhr55iC7TA==ENcab9Mz1yML8Le9n3aTCp2fxslHR2YY1/4S/UwQfGRMKkVKGLGsQ8aoEzLMAnFHQPA==ANcab9Mz1yMKNQGmXtoUPc7tA2gDB0qOegjO3/YBXcyATlIz3tpKAJnOcTxzlBSgNmPz7s1tJXR7KfRYg6EH81D0hvtcaY9CQfD/Vpr7hgK2wII9DnBKir54hpQ0H/lkAJ4eUJMZGyZOdl5sKgO83PsmTkBKHNwgo8fY05XqermA== 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fwyBuJ7pdQ8=QD7hlLU7oFu9yQP3fy83HIY9O2oZ888t7BvPSWAU8UMBJEu6NW+gqxk/viuvi/kSrDBY8qedNjg9e1PA=QD7hlLU7oFu9yQP3fy83HIW5HtWRlS8atNTUqtNtDVgK6MpwZfREREjY7bE6K6dnyxu1hQ52173CZjUslUl2Cf4LRL6q2xV11r+4r8npvy91aZ93k1BmpoObtiMb/dGNJT+zCXEUqjDcLSWVNJqHtT733x9oo/+3xgRtE=Yhh4etSuYJAndVc8CW9C1j6fFomLtiU8+HdPqDHr9iKWs/kllQ/Y+1k5zXJ2AgTfUflylwzzGM59YgmfRJ4sJQPfu19dlUZfsErrg0vufwC6Lm9ofccgXZnqjtRa/0HB09bK73sLQ=mhh4etSuYJAndVc8CW9C1j/2H40xIf2N5Ky6dEEfkRtDy2K7vn3mlJsn8Ml422sf/yf/sJoi++thfxgJCCaQ4OFnqtt3UMXaflgM5amKs1g==-YEplbx/o3m12fyBtF9mQfni1k2YIOoNG8cfG9HmX98s=lgpC1dc7YCwqx+0=Yhh4etSuYJAndVc8CW9C1j28Q0GHIUlxXa3x7LauxM8j4ccVkrIN9ctZObkh6Wf1at2h2eR2mHc13SFb7TwJI/WHHeERUg3wdASDct65eygLS9JWxxEzCrVvQpyMWPbf83f+P53jmfeXnPC/FSCddHRiOwDQM2wqsik/rscR8XQ6hYEMFbBKBfDYS8d1U=Ul2Cf4LRL6q2xV11r+4r8nu+pXzzmmavDhoe822kNFwJauKPYAwCtp+ACtURsiwCHsfiNzG9Rfkt3z8pVLw==QuHApSFH70n1NfDhU1k7PLq4Yed7rcuyF9fHqY3ujGyv+mmCfi6esTvj9CxNX2ii4dzNYXYv6mOyvCtqM59hokDr8bONmpk420z4TKcx6FE5D3fpVaz1nXe7yPwzOT9NC/2Q==efT78Z5Rqk7TXmkIoXia8OryPpPk779nreeu+VM8APgfIlf14WQ2kVlyiu3Cpt/H7mQ4Fy4NjvvWAQYAACUrmBU4uamJR8L3eNdLB!9/IAL2P8vb3D4Avy8QF6qQyybGkJKUz8ahh4etSuYJAndVc8CW9C1jyCw/66ZrFRHA3AnwUGkWnrAoIjm7W6lszPywpOHxnzzkmWORMNo38HI8OtuwHZfq1bFRt9KzA==)YEplbx/o3m12fyBtF9mQfv+g3gIHcHAjCiLg+RU=mhh4etSuYJAndVc8CW9C1j8dPGMa60WH3DFfv/oXiqAtGrqeBz9OBRul4ctD0PRDtOJmXv67Rccpzf8eowsWVfWvagK4t24eeDhUYnaXP6g==4/VD2SL7j3lFiQ==7o4nMjlNyynYVwcuXWf7ulA1ArGaUl2Cf4LRL6q2xV11r+4r8nvqhISMip3wYlsRy09sL3LEQAa41Tgb+J2YtF/vOOdsTVYLEgE88JahN3sVUEyE=UuHApSFH70n1NfDhU1k7PLm188pguRfPenK/LEtcL8ObzuLf6Bm3182Ff5mfsXAwJFxpiyztsqTOVCYtEwMpb-9hokDr8bONmpk420z4TKc6pM+p6+77zH0+fP6TJJAlrRi2lLYyExEnKyLGdDAs8yQl8vdAsGgTL4z000XJC0pA/i7NJIeKn3Y5tKvLGrunRpHV/sRvQfHpilIJMn6lSp+aBWx+ozLK214KoVvrQj2 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