amr_mahmoud579
23-06-2011, 01:16 AM
المسئلة دى رقم 3 ص 93 كتاب الوزارة
*اثبت انه اذا كان س عددا موجبا فان (س)+( 1\س) اكبر من او يساوى 2 :stickjo4::stickjo4::049gc0:
محمد يوسف يوسف
23-06-2011, 02:44 AM
المسئلة دى رقم 3 ص 93 كتاب الوزارة
*اثبت انه اذا كان س عددا موجبا فان (س)+( 1\س) اكبر من او يساوى 2 :stickjo4::stickjo4::049gc0:
السلام عليكم ورحمة الله وبركاته
المسألة تريدك أن تثبت أن النهاية الصغرى لمجموع عدد حقيقي ومعكوسه الضربي تساوي 2
حاول .. الحل
helaboda
23-06-2011, 06:39 AM
على فكرة المسألة تم إلغائها ،، ممكن تتأكد بنفسك
reda_29
23-06-2011, 08:34 AM
السلام عليكم ورحمة الله
الحل
=========
الوسط الحسابى لعددين أكبر من وسطهم الهندسي
(س + 1/س )÷2 > جذر ( س × 1/س )
(س + 1/س )÷2 > جذر ( 1 )
بضرب الطرفين فى 2
(س + 1/س ) > 2
أرجو أن يكون الحل واضح
amr_mahmoud579
23-06-2011, 02:03 PM
السلام عليكم ورحمة الله
الحل
=========
الوسط الحسابى لعددين أكبر من وسطهم الهندسي
(س + 1/س )÷2 > جذر ( س × 1/س )
(س + 1/س )÷2 > جذر ( 1 )
بضرب الطرفين فى 2
(س + 1/س ) > 2
أرجو أن يكون الحل واضح
شكرااااااااااااااااااااااااااا:078111rg3:
bosycat11
23-06-2011, 03:23 PM
http://www.thanwya.com/vb/data:image/jpeg;base64,/9j/4QAWRXhpZgAASUkqAAgAAAAAAAAAAAD/2wBDAAUEAwMEBAQEBAUHBgUFBQcHBwcIDA8RDAkLCw8WExERDx ESEhESGhQTFxwdGhghGBETHx8fHSIkIhccJB4fHv//2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh 4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHv//wAARCAKAAeADARIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJ xFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3O Dk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIW Gh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx 8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEB***BhJBUQdhcRM iMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2N zg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goO EhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPEx cbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDyODQfDectptmcD/nkn+FdJ/wgOuD5VurUbl++Qa82NKpc53y23MqLQPCe5SdIsm7keSn+FbMf g3xAG2tJAcJ95c4qnSfLZC0tqypH4Y8IP8v9jWPLdfJT/CtBPDXiVc+WkL4f+FqqFBLcT20KqeC/CI8xRpVkxxwfJj/wq5a6R4st7t/Nt0WLsQwNVOnZbjuQr4H8I4Uf2PY8f9MU/wAK3BFdg/PHSjCUth3MpfBHhLfk6Np2GTbj7OnH6VueVMOi1bptlJmN/wAIL4P4/wCJRp565/0eP/Ctvy5M9O1X7NpE8xjjwX4K4zoWncH/AJ4J/hWnIlydqoBmlyNi5jn9W8C+EZbCWS20myjmt381dkEfzex4rVb T9Tk3bwoUnAxUezt1KUinF4a+H88VtdjQbBPNizt8mPg/TFLYeEtbtkaNih3SnyyT2NXboiba7kEXgfwSmV/suwfn7zQJ/hWsngvxICPMurb6DOaixo/Uz/8AhFfAuTu0LT27cQx/4Vpf8If4m/he3K7j1JyaTh2IfqZFxoXgK2glkPh/TyB38iP5f/HasX/w28W36+Qb21jif7wUn/CklJSux8t/tGZLa/Dy3txO2gaa5MZKfuY+f/Havx/CfVtltHdXtvmL+NcniqjG2pXLFfaMCCz8K3Vs0ieHNOjYbl2mK Pn/AMdrsf8AhXl6B8l/Cqbj/DSld68pXubnFQ+HfDbyGS40WzAboEijwP0rvD8PZeB/aYAC9o//AK9Z8tTYvmp2PNZvBOmTwm1+y2UZMwbz1gXIA7V6UPh6MqJtUb j72xKSpVkHtIHCJ4T8ORq6/wBl2T5wNxhT/CvQB8P9J2fNeXRJPVTTWGne7Dngef8A/CJeHPmH9lWf3eP3Kf4V6QPAHhsFiz3Rx2303hJS1D20Dzd/DHhzdvGl2CjAyPIT/CvSl8C+ERjfau+P7znrT+oysLnprY82/wCEV8MABv7LsvxiT/CvTB4K8IqoU2O4Y6Mxo+oyuS6sWeVL4d8J7/KOn2LN/wBc0/wr1g+FfCiS+bFpkQfGM1f1Jy6FOujyv/hHfCabS2nWAOeP3Sf4V68mm6RHs22Fv8vTKin9RuL20ex462h+ ESWX+z7LkHkQrx+le1+VZrnyrWFcnJ+Uc044EHWj0R4oNC8JEg LplqTj/n3H/wATXuP2h8qAB09Kr6h1J9sux4Rc6HpNtFG8fhtLh/T7MAD/AOO17wJ5h3prAh7c8St/B1rcqXXwptznA+zL/hXtrTzHvik8FqONe3Q8Pl+FWq3E6+TpNtbxsmQDaqSPrXtnmyh cFjTWB8xvEeR4efgNrMyKzxxuu7BWOCFD/OvbPmO32q/qSve5CrPseRL8GdShabyNBsm3IoxNsOPpXrpJOPaj6kthe2Z5X F8DNfkntpJIdEii6vH9nU/0/rXq6Z696f1JJaE+2Z5qPgUDkt/ZX3h0tk/wr0zae1CwNPqV7aXQ82PwDtOcz6eMnPFpHxXpOyreApsn2sjzX/hQelncTd2Qz/05x16WYxiq+pU1oP20jzX/AIUFo+B/ptp0x/x5JXpezgUlhKY/ayPND+z/AKS3H2+0H/bjHXpm01X1KkT7WR5j/wAM96M3/MQtv/AJP8a9OK5p/VKYvbSPMP8AhnjQ/lH9pQYH/Tmn+Nen7VxT+q0w9tI8v/4Zx8PbNn9pp1zn7KteoYq/q0Q9rM8uP7NvhgszHUxyO1uteo7e1V9Xpi9tI80b9m7wI/Ju5d3sgxXpmypWHgP2sjzE/s0+AP8An6nzjjivTNuW5rX2EbEurI81T9m34dxkfvpW7/NmvSwnJ9Kn6vAXPI4RfgH8OVUL5Q4/2K7wjvR7GDFzyOIHwO+HYIxbQ4U55irtQvPtVqnFIr2ku5ykfw a+G6SbvsFsV242tCK6zaKn2MELnZyS/Bz4e9TYWhYf9MFx+Vdd6Ueyh2J5mcovwd+HkQl2WFn84H3rdTi urx1FP2UXuHOzkz8IPh2TH/xLrTaqnI8hea6zbs69xVey7EqUuhxh+D3w+Ix9gtRzn/ULXYYFHsoovmkccfg94EYsfsVnzj/l3XjFdhyDmr9mrEuUjlU+EvgRSD9hsDx0NqldXspckQvJnJt8I/AjqAbCxDbuotk6V1u0UKmieZnJp8JfAYWX/iX2W9hwfsycV1iqMmn7CBTkzlpPhP4C3iQabYjj/n2jx+VdWcNnjtUewURc8jkP+FT+AVPy6dZe+bZK6vbVewiEZNH Lf8Kt8CjAOlaf8pz/AMeyf4V1DKKfsEDmzlP+FW+BTljplhnbg4to66lk+WrdNC5pHI f8Kw8D+V5X9m2HXr9mjz+eK6lk7VDpR3BzkcjJ8M/BWzA02w6AD/Rk4/SundBU+yFzSGrAtTKvAri0KDyEqQU+VAM8tVyRxUu3Kn2osguV jEuc1JzmlyAiu8IPWpXVhgHvVWQysY1qVkwcVLsBXEYqXFVuMi MS09vasrxvYWpFs5p+05zS5UUWIgSRUsC8D6VryiLaqWbPelRc U+VAL/AyZ6mnFafIhoiwmeOmKUgZ4o9mAwccinkUctx6EYAp22qcQDA7 UoUilYYwrg1Jt55qhEeKdg1LAOKMHvVWAcFFO2UmrhcQilAp7B Yj2g1LsoGNCCpNlFhDNg61JtpdRsZtp/HaqEM2DNPxyD6UAxmKfjmqGRFRUpUVAiHA4qQc1TKIyBnFSbKI tANTINPCc0MkQg8U5wSV9qpIaGetSheakQ0Kc/Sp1H8qdxEYAxT8Hj0plEXepNhAoER4p5X9BTAjxT1G6hiE2DH4 0+qsAynhaBDOlTFBSQ7lapvKz0quYGQkZxUmNtUJXG84x704A4 zUhYaB3pwoJYzGalIXtQAzHFOoAZjFOxTCww09Rk4oYERFShFb qe9WtCiLGalKcsR0FMkYaeBSAjxT9uSDVkjMU6odxCY4wKdjvV BuMxT6AsRMKlKg44ppiRDt61NsNFwKpBqYrS1YykydfpU5TNO4 yNetOUV51i9wAp+2nYkjNPIqdi7EeOpp7dCPai5JCcnk0uMUMo ibk0r0gITTyB3pNgRBeKdSZTVxoHzYFSJ96n0FyluBeKlg4/KmDJtvSn9KaQDMU41YyMqKXFSwGUU7jYUop3BC7aXGeKLiE29P SnY4ApIYzbT6OoDNtKAaoB3GQfajGSKEhiKfWnAZouG4VJ2xUk kdP2VSYxuOBQRyKYWDtT9vSpEN20/FMBmMk5p+372eoouV0IyKcO9ArEdOAOADVcwbDadycgUBcRcq9 LijcYisHbOadFH5aYwPvGmxPyH4pV5qdhIcq0uaq4MSlouIa3S hlGKBDDzTgKLDGIuAKfTHYFUMQPWjJyAKokftxTlQ5pAxpU0/jFO7QEZXBxS8A0IbYmwUvy0XJGbGxgdaXmqGNpR7UAJnFOwKES N24pT1pjSuFLxSBke30qXp+NAEXTFSfL361Yxm3t2pxNNE2E4p 2P4cc1ItBtLyKLBYaw3Ek07tQxjdp7dMU/bQmSR4FOxWg7CYp3b8adyRMUue1SMgZckVJgZp3GNK5+b1pxxS JsU1py9CPauC/Y02ClAoGMNSbR29KV7CGYGPeob/AFCCxNtFJ/rZTwBU6vUEITyKXvS5tA0Im9afsyWJNIrYhxTzimwISOadtLEf WoKJExTokUtg9KpCL8S4VfU1nJqWlaUssNzI8s28sFXqAa0V3s DNbHSlikhdY5Y8lHUMM0X1ExpFS8YOadwIMHGaVwOlJIZHgGnj HFIoQU7jBHeq0JYoA5OaAOKWg7BjFOxTENwKXPfvSGN4yQewqT 1J71SERbcDNUvPk/4SKe0kP7mWxjlh9sVT2uUXweMUqqcVNyRfrTv8KNx7jR2xUmzg fSjmAaOtKFOaQCE84p+2n0ASl2mhEkeOTUvH40zUjC1JipZMmR YzT8VTJIjx9alCUFXQwKM1MF55pksZjHJqXAIobKQzJ6D0peOl JEsb2p230qhXGUu3H1pFEXNSbOaOYQnGcmjFUIXrzUgVsDPagr YbtqRioQtwAo5Jp6kDccE57VElxBP/AKiRZOv3aWwCljj0pp+97VVwJCRSAFiBS2ASlxjn1pFIAvy0tW JiCn47ihsQwLk0y4kNva3FyBnykzVBuOK4GTUEd1HcQQy4xuFV y66hbUsDbxQtSICBke1Rz+cwAiPzbufpTsJDgvPNSBDtFJu4xh wGz2pH3Ljd3q0hWD3pxKnH0qU2C1AYpJCyY2DuKe4MXGc+1PXo aBbDKjMx8/ydpx61Vuox3cU7HIXvVdCBvHA96cazK0G9AaQrycdNtOwCYpeO KL2ElcacbaGpoCJIGK7vy964/XPD3iq/8QQywykaaAjIwI+XA9K89uKhe5qlc6i5vrGxCtfSiJWOB6mqur aRaavCquxhuI+YZ0/hNZU6q+0ESsdX1O83Lp8HlR5P76T0+lVrbWr+ylTSddx5j8W94 PuTfX3qru+gieLSUjbzJn82fqXNXmG084yR2pN3GhzOEVXdgvI A96w/Fcvk2Ok3hOEt9Vi8z2WqpRvdDS6G75cnPHArl/F2nSxsurC5ke1LxiW33Hayn0xUQ1JN43EEbr5s0a+mTWTD4c0W MfLbh9ygjfzQpqXQRpC+tZTiKeORiMnYc4qO1020tz+4iVPXFO 5poaECHIA71ZtImLHHB2nmhtilexBbalpN61xHDtc7sOcdazNC vobHTLawuLZ/t0bzeYoH+160O3MU422OjiVUVVUYCjAFUX1nVLTbPdaaRZlsF0 5ZPcitLomzNVRvPSuYPiq6s7nXbic7bVrZHsWcY3HHSjmvZIGX H8V6Y2s/2YVwMlBL/CXHasGOFJ/DsZ5e8uJ/tIYdd+an2qb5SlBXsdaDTovM8m3WTHm7R5nuaiLYDsU6ttGFgV afg/oKkBsh5X6Uu31qloAm0025meCF5lQybcfKvep9RWHMPm9qzP8A hJj1m02bvnFUmO0hdasZZVsNSt/9fYPyP7yUweJ7ZiqfYZ/mNNXTuVaSNSFvMRJMff5qkniWHYAthPhQ1BPKzT2isv8A4SO9V t/9nsyYxRdArmpVaz1BroMWtzFh+5o5gafUte9Mlv7KyUS3LELnt 3qUIkbn8s1z2o+I9Mj1PQ7lHPlN58b8VTkkhpHQYqmuv6XtBj3 tu6ZWpjO4crLu0VWtr8Tk/I3TvWg3Et7c7MetSwrmRPQc1PMSiHArH0DUrjUbe9u5f4r5wqD +EU3oOSsbfkEdcc9PesTXdBg1ES3hdle2gJA7HFSJW7mrJe2Cy BBcR529jWDolpZT2EM/lhXbP6UXs7D5baGxLq2nRx8TAsOuKj+wWyomEGSTmq5lcLEsUy uNy9D0pQgQ7B2oCxNk8UZHyjvTAAmT0zisu/vbMTsgnOeOKe4KNzScGP73GT0rN061EZMxZn35+8aBWsaaJuda kJlFpeGD/Xi3kMf+9ilcQ2S7hSzu7uPDrBHI+PXbWZ4XuoDpkcLOPOUuHQ/WlJ9hy91mHc+J5dY0fTo4yIn1DUPKfHQYNc7qEc+j+JIrSzUtY 2t9FIkfpvHNPm1NLfaidjfac2lY1PTOPIH71OzCrEmqXc1vdwi zZfMiI9uacfIzhfqXlnim2vCcxvhl/Gqel2MtraQwyH517VQWsasYUk84GKIxzSYmVoryK5/eQ/cziq1oYVluYYhjy5MVcrodrGivvTgDUkivJbxkRtNH5h6Lnmud 1iO2h1W4bUB+4vEUxOP4SKuHvbblct1c2bm8tRN/Zr/fltnP1zXM3EOq2+oaVI4MyR/x+xo0aDl0uXdKkkjiazmb97bybTVo6cwv4bsYXIw4/vUKTaDRq5pg7I5JzwqIzflUV+xi0rUj6W7VF9SUr7EGmXC/Ybi9uPu7Xk/CnaH9nn0qDaN0ckLJJW1V6ky3INW1KC40TztOuOLiRE8wdvWuW u4tW0q/vtB02H7TYzFJI0zyhPXmlfqaL3XobWh6hcSw3VncnfNZTY3eqn pVLQdM1e3uru4vofK8zC+WfamqlzOUdbnVx7j+NLAo3rk8VVxv YmCZIHrXP3fifxJpetSWJskuoWXfDt649qV00Pkdrmze6hp1j5 aXMuxn5xjpXDyXPivU5L61/sohJ5DIJJRg4z09KceVbkcp3TFQ4288Bs1j29/4pgjSO40qN9kYHyvU6dxGnNOYY5JgM7VNZsmravOnlf2asQfvu rRaMLF+3m82JH9aiskktrdYnwWoeuw7FvFAPrUiQ00UyhD3FKa SJRnkZ5p2RtPrxXnWLG8d/SgqODU7jRQ1TS4NW0+406Q7PMwUf+6w6Vb2UrW1FbUydFt9Vt7 GG01Jt1xC8gLeozxWtsFK2vMable6tbS8tprG8TzLecfMtWCtW KxgDwtCFtoLi8nuYIGykb4wK3mXnnrWesi/MhWMVKqVoopInlHpDzipUWp5QJ4eCPanxrVATo+Gz604J3qibF B9X1LzHW2s2dVO3eeBWiRnrRIZiatpM+r6HeWUpVZ5NhGe2DWx ItNascX71yhbWdvbx26RoAIkVfyq7srNqKKIwKnWPpmqJI9mRU 2P50x6jQtSEAdKW4rieVn8RS9aewynqF+bd4LOFczybW/CoNVtdTjubTV9NTzWhh8qaEd19qeliopGjAjElTzk81SHivRgh fLiUDmLHQ1ndEcr7CT+JdHSeSNnaRo26KvcVV0TTVitBNcIDPL LI+T71bfYtxSHP4psdu7yZMfStY28IG1YlHPJxSJ9wyIddhlli Ty3yWI6da2vLj/hVR6cVSkP3ewxUx2FShRipDYgeJHGGXODU23BpiuYmuaRFdQ2X kwKJILkOuPStkpml5GkdCoLSFYol2/MBVraeh7UJGdxqqvygCplGKHoNIFYoQ3pRjNVYZhLoNzZSXB0y 4McUspkMfYE1tGOpC7MY6Pc3B23lyzr/HjvWz5dPyJuyrHbLBEI04A6CrJTkU9hRI9j4XPpU2OMYo1GyLZ U2yqTB6gEC/itP759KQWITDEFxsHNSPnGfWnyjK6xdAKk+QbFByx600K5KgYU o4pAZlxo9pKxkI+f2rR25FJ26iuZMWkWcKMAnLybmPc1pbBTsh XIcMetTbKpWEMVB1x1qQR8E0FWECZ4qTFVcViuLeJCSq4yease Wu0YpXBsYAOaUimKxVuoY7lAkqhgDnmp9vBphe2xVdQ2z/ZFT7eh709BkKpT9tXcRJ/BIrDIYYOaXaaW5Ji/8IvbxTCXT7uay3/fVDwa2hD/ABHoOtK5fMzGs9GW0Z5DK08jPku1amFZvbNUJkRDdTzUxVccet CEhDI6RSlOojJpwLfiaBGB9uh1TUrK4ti+21UqzEY5rY7rgDC1 fNoN7C+dI2Rk4poXFInlHjP44pcY/KkFgXIyo70DrT6BJC4p3emLoDY/CgrnHtQAUmaaRIuKQnI+lBSZmimg815poSYzR6VACbaWrXYBKD 3xTDcMUnasyxm3mnYy3tVIdrjghJ6dKlAOKd2IVVp6jpREknQY p6cU0BKOePalU5psYuKkxTCxCV5xTsDpUFWsNx3p2KAepGu7Kn +7UgA71VxiZ6tUjAcDtUgMOOKeV54oQrIbjpUmBwBTKGberVJU iIHtLVmL+Sm49TirIUU2rCsUzJEk32XI8wLu2+1RCIvr98//ADxhiA/KrtaIW0LW09femXt8tpt+QyM/OBU3KROFqrY6p9seWMwGILz81Jhqirq9+bZ7a3UlfPXl/Stc29rdbI7iNXTtmlcF5lKyTFtF8+/rzRpNwlxBMUTYkV06Y9MVTVgnoy0V6etZcupazNqd3Y2aIi2xU 7setPltqNXNMR559aomLxM2yRXQtnvii6CxoKpOfaqtpHrAkzd yfL6VLCxcCjpUmBt59KYEGM/QU8D5V9qAGhPSpFTO7tSuBEYsNVL/AISG0jlZHjdSrd/Sregal4KvU9KZBOlzCssf3WLGhiFxzkfdp+KdyRCucipMDmi5R HsXIz0pw9TQxGSAza7qfPCCPb+VXvskf2yW75zKoB/Cjm0G9h2fmIp7devSi+hNhnt7U7FJC5kNpCe/atEhbi85pRnrmgoBThQyQAoz09TQMZdXNrZwC4un2J5gQe5rM8 V7f7Msnz0vlz+VOFupShc0Fbv0zUcZfZGWOcjNPcx3H+9OplDM ZqQDPfAxTYiPaKcUfC45B6YosFxQpNCSYOfTk/hSEZPiG5maSx0i2JVm/fTY7Co7GC4mvrzUrpcSyHAX0FVe2xb0RpRrhFzUF9fR6fJYxP8 ANJcucD2FVBXM0i4EbqBWdr+uXWkxWk8agwy3AR8+lK40nInvr y0sLY3V2+1O3qaxJbiHWddhgHMFrZbtvuadxdLmrb3trexR3Fo +Ub86xdE/c32o2yfLFDNxiqa0CSsdDTR1oSGSHPSlO3Gc9KBAuSR3NIGwc0 WEL9etNwaodh+Sd2OwoA9e9IkbyaCMcUw9BQODR0pXAzAKeK84 0Ac4FPpMbEx2pRQAYoLelOTBCbCTT+w5pWKIwPnx0p2KSKuOzT lT1p3MySNTU8aUxj1WpR6U7iHKOef7tOxz+FFykJS9KLjG/ebPanAYUgVJQmOacUxx7UwG7V4pQBjJ60wsBIOKXGOvWkMTjOa fgAUhCDk5zTlXJFADGmhUhCyht38XpUV1ommXh8y4D+ZnsaQyc S2mW/fxfL/tVlt4R0JgfnuPzFUOy7lxEskurq4Eq/vgo61h3+jaJavDCiSmSRhxnoKNbAkdFutwQXkj64FZA8IaVn/WzD8qSl5CsjcbtmRcMOMmsUeEdLzxLcY/ClcdjXE1ruwk6E9sGsn/AIRDRccvcE59RRfyCwn2I20s9zY3ZXzv3jx+9PHhTSBjElwuep BqueQ2vMfp0cMMtxezzDzbnG7d7Un/AAiWjZUsZmz3LUua+4rI0BPYYGbqLnoN1Z6+FNE5wspwe7Ucwm kaK3tjhjJOq+mazx4W0PLDbIf+BUpMdkaEmo6WB/x9RMfY9az/APhGNFBWRY5FIOetHN5BZGmpDqPShI8KD60yR4Xg/SigDLvdRuYmeH7I0sY6PjNa2+QHIyMir5h6FCyYyQIfL2D0q9y etJ6isMxS0XGUtSv723ijFnbmVifn4zVm+vWs7G4n5+RRgDuap SBGS+reJXwF0/pU2l3t5eRmeVh1woFS79wtYqjUvF7Aj7Ip/KtoAjp3qr2Aw/tXjR2H+ip930H+Nbh6/hS5hGL9r8W4jLWsZIPRetbIGOfWmxWRmWf9sSSMb5RGOy1onHH c55p3kwdh3OenCikNAWuYs03jX5xaJF5XZuK1yCTxRdsq/kUrEa4EzqjqX64AHH5Vc5+b1qrmb3M3xLGZ9GcD5iJkZa0ZIkb APSgpPlK1vzBFyc7F4qZEOw+lXYgWlPtSEU7rUNKjH2e5l2bl5 qWS1s5tvmxKzD1pjsYMFhp7y/8AEvuXPODjOK3Vt4F/1aBRnoKrmHzDkXYNuenFOwofFCIaCJV80lqdVMTWhz15Isni2N ZyPLFuBDWlqejWGoeQ0ynfG2Aw9Ki7LTXLYZ4gksRpF6l9jEkT CJf9vHGKpjwzp8dxvdpZ/L+6JDnFPRrVBHTUwtF8Na3p4+1pfqrXEXIZckfjXWeUuOlJIT9 7co6bpa2IfLb3l5ZvrWgsYxWhLHgU7adtVsAEYpMZ4NIQHJNK2 BsHoKuJVg/nQR3qkhAH4pABik7EhSDqMUDFZ84oYDjikSU6UD36V5iNhTSds 0NCEySM9KXGRSHuG3ipB0UUyhFWlINUrC3ExS7XLDA71mOxJEm atJGFVaoQ9VGKeBTQDgp/SnYwaQxf5AUA/KPehjE4pCOcUXEGMAe9L6e1DLSFIHHqaOaSAUDjFKFPFIQm09a lK1QCADHJ57U4Cp6jFC4x60oXpTENI707bQMiIqbaOaBmZPpTS 3sN6sgBEflkVqxwAsM9KQiDyivHp1qnaEy63rYbgRBFCmm12Kt oXCqIjSyOqIvVmqLVV03+zrq2v5AElTsec9sVUPMlEP8AbWj/ACiG6WRjnpWX4e0ewOmW7XMO5/m59qmTV9C7WNJda0onPnbecYqdNK0sfdtk/EUcwWiRHVtOzGPOzVwabp2Bm0h79qXMw90z5Ne05GCo+dz4xV6 Sy05HWFYYfM8rzOnzYp6hohNnTPcZqTaT2pE3GYyvFSDHAo6jB V/iPalPHHvT3JG4JzUhA3DH3aaYCKuep6CpUi3MBVsCEKVHFNjuY 5i3lHd5LlW+tJ36gJgUvrSAbsVtysAQ3XNSL/Si4Fd/sds1pEE2G5YhVXpxVLW1u1bS7+FPNFoz7kHv3qtC0rljUtVh0q 0FxIhbMm0LWJquvjUrCTToLObz3KnkUJxCELv3kWP+EnuHG8WD Dv35/StW3+0Q28ELN86QoG+tJNmdkZy6/cnaRYS/d6AVsKzdSe9MHYyoNVluZUj+yNH1yxrVZpGzk8elVYNCMjPGO1 SLn9MVOwEOw5qbaAKu4EIi4bmpgKoCJo6cVoJI/LG0+uakVOv1pgQiOpgFz+NAEEiDI29KlxmhaBYg8pgOnNT461V wIfLFTYyDipuLQi2VLtHGaYrFdh2qQiq3JK3l4yPepdlMCExVL tzTAj44XtT9tO4iPinbelMBAvGal+QHpkUXQEZC0GqSFYbgYoY jaAKGMMcHjtRnipENHvS/K2w1VxXFOP0o3c07D6Gfj86Oe9eRdmou3cVFL83WqC9hwTtSrV DHqv8AKnDihsGhdlKKA2JFRRnHXFGT3pKzFcmyMDFIKbGSUnTn 1pASHb2oHHvQhhkjGPSnBflBNO+oxuD696digBQKd19qRQbcCl ApAOXtT12gD8qBC84+lL7UAGN35VHLf6dbypBc3AjcrkL60+UC Xjj2FU9T1i30/wAj5fMLfwj09adhpORcwKEKSxxywndHJyKm4x2F/GnfeJPpTAQcfnTgm7JHSkBk6hoMF3cSXkVxJBPIAH29GxWo3Ta B3ot3KUjCj8K6ajI1zLJcY7HpWyUycetLlFcijiGAqLtQdBVkJ gYpoBqx1IN+fqaEJj1jBx+lS7vIj83aWI6AVZJkzxj/AISgZ/6BXH/fVctv1yXxFqN+7jzbF4Rs7eW46USkomlrxNy7fxR9pYWsSGEHh uKvxtvBPqalTYrDYvN2gSfeHWrASpuIOBj3qQLVAAXOeKlVcYa mhDok+aPPTNSGa2to3urhgkUYySaqwGHp9q8MuqscqJbyRhnvm qNj480nVb+e1CGJcnyX7PSfYt36m02Nue9IR696khAfapNo3DP TFUrgQ/MDkVMuAemaVhER8zAGelSbeKLDK3l5PNT7c4qhDFTpUyrVCI8V KEByPamBA420SDkgUIQoHyk0u30qhgwwp+lP8ssV560CICOBns KftyTTAZ8oXim89aGIcFBpV3FvwxSAbgAYFP21QEZWnU9BAV24 x6UEGhAGKdt9fTNU1oLcquD1owDz1prQBOAKWZBgnuKNxEe7n2 xTcE02hBuGcil8v9aVxDKNpOaYC8UmM/hVaCGUvGaYxuO1GKVxiGg1SJHD+GkxwKBAQKc2PTtSsMoAd6Xj pXms0sOpF5pFWsOCYA+tOpodxwp6gUCEqQYG3jpQ2IOdxNKD3p F2JB2oFUA8ZNLSEiQDmgfrU2GOzng0AUAOXtS4oGOHXpQOhND7 DsJ3p1MB4IIApqjtSESA4K/Wm0wMHW9HvGvL2ZLb7TFcooQr1Q4roWd/U0i46HMWugeILH7NIjLcqIipj7oDXR5O4fSp2Kc3Ir2Nrc2OlR x4LTIGbaPr0q/GOffNNbktlW0vbmeQRSWM0Rb+JulS3uuyQ3H2O3TzrkgfRfrVX QFpyAVGeT/DXMafqJi1S7uNeuNs8P7tV+v0qp8qHY6THTvVL/hIvDu0E3YHPoam6Jsy+FADHJDVWj1vQMc3ifeoGWgvFRrf6Wdv +mQ/99UxE4Raas9qzsBPFx/tU+UVy5b53KKSNvL+Y+hqrCOC0O7E/ibxUrch5eP+AHFZvgqcz6rq5/ikXOf+BVNVp2Rt0sdwsfLfWplhf7uBt3VBIKnWrCwP83FXYm5A JAoAqZLDcDx3oHdDV29zUq2inOAcU9RGdqOivq15HHcSf8S+HB WNP4m961FhkjlzjgUO73Hexwtpo1hczeIbFYxG0F6zRsB92tC2 xF4s1y2XpLAslHLbWJT2TNG3t2iiihY7mRQM+tWVT+Ij2qdiQ2 ZwKspHyDjPFUSyLFPUcjHrVcoCCMYz6VI0XzDnIFPlEM8snt0r P1DV7my1eCGbixnHDe9KyKUW1c0di7WZmCog5Y9qpa1vOkzCIc O0Z49KrmsTa4ltq2mXdw1vFLyOh/vVzmoMbtbN9Jhfzrb7+0dqcikrl8+JzNdeUkAFp53lq/cmobTTpLhrQNE8NvbfMxbqzVPMrA4pHQbAML3FSD52Y0XIM/WZb23Wwlj/ANRv2P8AWpda1vRtNt0jvct5wBAH860gUvQlPl7QI+/WoLbUbG9hE1pIGUUrWIJMADFP60h2EVOmOKdjr7CqQinPrGn20 vkSSfMOflFTyy6daRfaJo489uPmY1TAasnnBCnSo7W6W5H7tSD 1INC0EWVRT96o57mG2e2il+9OflFUIj1KaS0028uYPvxquM+9Q 68+3Rb7/aKAfnQmVDVjdNe***gmmHPcjvUOmI39l2kJ4Uqc4pS3JktQmlm kvjh/3O3p70Q6PbQyO8bvz61fPpYRbO0gZ9KD8pqASGAcg0c/nVaAxHkjhinuHHEUbP8AlS3EQls72P8AvWzilYS3KkN4lxAs6p wwrO0jJs4V6AZFaO1wkrM0c0uadiRjSn5VqwFTmgLkC8sc1YwK OYVxMjiijQLDetP9SaYGYq+tPry9TZsAKVT0pXBDx2pyj1qtht jh60opMEOxjFKQW4ouCQvJzThgUAOAo4ouTYfnP4Uoo3NB4XAp RjBPpS1EApRQMeO/tSgZ49aBh2p/OADQgAKKcBmgY5F5z2pQ3PPpTFcb1qTbgUxobtG78Kfzz9MUhk ZQjbn0qTb3PakMaueT6U7b1wKNwRmX+natBfSazpLLJuUedbt/EB6VsJwOlHM0PYpQPZ30MVzLZReZJneHXnNXScne1DdxEQ0zTS wU2NufX5BU/nHdmncCmLPQpppYVs7fdCfmG0VlxaBMNUv1lu3UN+9+T+IGloP oab6BoE2S9koz3U1YgtEgiEKMzAdS3U00CZnHwloQdRuuELfdA Ipmq2Gqs1pNHIFiSYDjquaLLsO7fUmXwxF/q7fUbqMNwVrUk8+1tWO0zzRRZ+X+KmLmOKtfhyttPdGLUZIVMj DpyR+Brd0LVL3UjdyXKYUEbMDihjlzIhh8JWMSFRfXOPQHFXp4 fEDyyRwRQ+XniQmpsJXZWTwrp3y7r26yO4P/ANatS2juk/4/GRpP9iiwXaKH/CL2fVL67B9z1q01t4g3l7eSEIemeuKewXKreGN25k1O4U981pJ FPjMxBcdcUILmSNB1WIZg1g5/2h/9erWsakNLsGuxD5m5/LxnpVcwXbMP/hG/FMGqyanHPDO0qeWW6cVraRqUmpWX2iWLy/nwtQ7jldaMgEnjccm2gb64/wAas6rfXVlZ74oC5B444FWnISSZB5njjqkcTAjtjFWrC8nvY/NktmhO386d2IrhfGjbd32cAetO/tRpNQt7K3ibAOZGaqvK1wD7H4tbreWsf+7/APqrVIVcFueTSuJyM6e0t1tWGsTpLuz8/wDhTG0xprp5r11kP/LNP4VofcSM/Q1ulmndWk+wpxHvrbw+35uxoeo2xDI+APekb3pWJGnczknmnYw DWgCq2M47ClLBVIHXjmpAyLzXdDZDb6jbmUrxgpWkzuThjV7DO e0e2k+2zXMUbW9m33ErdwXz3o1YgLY+7Th2NNEj8Yx3pwJwee1 O5Jnalb3jvaT2iLL5SsNpq2c9qLllLTLa+E0k9yMPM/3fSrXK4I6ilqIyppPt2tvL/wAs7QeWv1q7DZwwtKY8jPNX0HLaxBqlpNeabJbxuNzMDj6VaA4 oZCbRjQ6n4gtYIrdtILBPl4rYR+QQehp3YaIyP+Eh1dT/AMgOfdz3/wDrVrbpCD8xptsfyMh9X8VOnmRaTGo25HmHp9ea023H5apuTF8 jPsX1eX97flRnkIg4WtBUwPxpcwpaj2lVLe4PHyxk5qGa3SVSr Dg9RQJGTpQ22K59TWklrHEgRFwMVVwlvcbkfKKXZyKpMmw/NO9qQthKf3JHTFAXGlgPzphz0qkgHvICPrTOMhc0WGVMUAV5Ro PApR6UPTYB644papIQ4enendKGUhaXHPFSIBmnrHgEmnYsTFLw KAsPxwvrSjB2npzRewyQLnApPpSGPVaUD7n0pCHDf1A4pccAU7 jFUc807gcEc0CFC5qWPI70FXGDtT9px060xAATu+tO8vA5oHYd 06Up+7ilcVhACTinDPahlhtOW7c06gmwpwOB6UuCx+tMBmM1Ns 59KBoj2VOEHSlYGReVktI3XFTbC/TtTAj24HHepZ7i2tAHu5QqZFOwAtuJcK4H/wCqqH/CRtJv/s+0ln+bGe1GwmmWrbVNMvH/ANEuY3cAgrnn8q5a68Kw2VtPezxhL66uwY1T+Hd2pNlci6HTC3 WH92gCoD90VYEbHy1Y7iIwN3qaCdiMpjvgE1DqFgmo2clk7lHV 96MOzCmVHzJdmOoxWbp+sSiRdM1YbLmM/K/9+qYO5plRindPvDkVAhgzuJ9qdgHLCmSRPFDMjRXCB4252mpWX JJ9KRZXVFRdkahEUcKKk20ARyRJJE8LjKOOalx3NMQ1FC7FXgB aey9PpQhGfqGo2OlPHe3CyMZV2fux020anrQtEjsrUeZeT9F/u57mquNIqweMfC9+3k29ziZv4WFY50S3j1G1t/LUzKftFxKByzHtU8/cfKrHUPgSMO9J1ZuKaIsJ1p4UVVwsN29G96d6+1K4WGnblye9A AOFprUBNgx04p23jH5VQEQjycnvUmwhST2pkjRH6U7kYIpDGBU 7inFcCncCJl/WnHmqERheaXBP4U7gRt2qTFAiHFPbH41IyPH6VL9RWiJINvOPW pP4qBkZFObpTsIjKLSnrRsA3AHvzSnHeldAJtpPm+Y57U7iBiP/AB3FMzVCY3FO4FUAmKdSIY0/zFBxVXHEjK5p4j7mkBHj5venbeadwKiqOTQBXmFD1GSMetKFqh jgnIHvTl6YoBhTqnUBwFKMYA70xjsACjdS3KQYz0ozQAqdQvU0 8AUpMY/bwfrTgoxx+NACJ1HNOC1W4Egx2pdvSgAA5zT6QyQADr6UwN2oE SZpdxHFFx2F9acMALTGGw8Bv7tOOSxY1NhiU8dqY7CBeuKf1Vx jHagQLmnDaKEBLEM/lWbf2d/fPBbpJ5VnsDSOvUn0FU7DJLrxDptkdqH7TOTgRx802103T7Ff9 FiG7/no/wB6k5dhWKLf8JbqanYiWEB5yfvH/P4Vs9fXOaXPcsp23h3SrcL5ubqXqWf/AArRQLtLN0oJdwjbGIkARP7q02KZ2kwvvTTQWMfV9Q0ttc0nTL iXG0eYB6selYOn+FdN1cxX19PcG73Hcc+hpVblxSW5teLtQv7O 2s4bEsGnlIKx/eP0o1v7VZ6hY6ots1zDHD5exeqn1pSmTFEOh+I2u/MspbWaOW2jzvl6t9auR6rPe25k8l4snhWpOYya70yy1SBILoEN/BIOq1PGvTPpQhGYuq3+itHaasvnQH5Uul/rWz1jMTgOh6q3Q1YE0SwyRK0R3K3IcdMVhyWcuiytqFiC1k3+u iH8FXHUXJfY0re8t723jvI/uSZGD7VzvhPVI3F9p46JO5hz6NRKI5xUTpAMHFOUYx696kSH4Z 8Cq2ofbzaNDYf66U7N390HvTDcqalruyT+z9L/AHt4fvN2j+tOt9LtbCEwwp87f6yU9WNPm7BZFOy0yOzy+S9w/wB6Vq0GQbV56HpUbhuQC3TzGl/iOBmrKRrj8KLACr0xUwXge1MlkPQqPWnsOR/dqgIj1wRTmXBd/enoLcYRhc0H+ZoKEzik5bjsKokXK/M3c02QL8oFGghRk0cdvShjGM5zj86NpGPfvSENL57dKAPvirQg D45ppHTigCTcuC/8RNLtXaOaoRDnnJFKQc4o3AaGPJpenFWkIYTwPrT3jG8UmIgZ2 6GllB3DPYUr3AiDMx6U/wDrTYyMdt1SbP0p3EMw21jTsnlaAsMyOBT/ACk7elMmwzjPFPAqthkRNLt5NFyRdw4wOcUZx92qHYaz/NSf0qRAQcUHGKEIprSrXnmpIKXrSuSKtOXAHvT1GOxSnpzUmiF popkjsE9OtOWgYuMdad34qgQq54pwUcZqWMkGMUCgY8UowfakM d7UmfmFFwsPpOaaDlJOvNHoPxpCsOUfMOaETCjPX1plEgzzSew oAfgjav40vvU3GOyBg9xS7emaQCYwDnvSr1FVqA7bjqOopzck0 4sLEfzYUU4jng0AIRwgp4TPTtSATb1AqQDGeamw7ggwvXrSHtt pWArQu689+amKrkn1NNRApJYxwY8jjJ5Aq90I9aYFNkkLRlm6N VoRUJDIMM2Sxzt6VZ2DH0osIZGueWqdUBoAasfFP53VQirPf2l rPDBO4Xz0z833ce9TXNla3K7LqGOUDjnqPoaL6grHP/ZrD+27d9M2BY4WMnl9K6Sx061jf91CkS4/hHWn6DFW3b+523Zrj9T8XXh1hZdPeVokZQsfZvWj3Q5GdikJYq QO9Zs+rSx6xpyBtkM9u/Hq1XZE2Yuq6xpGn2T3EsobL7Rs9a4JtM1d9W1CS0t/tECT3EajP3c1PNZmnJ1Z2sFzDcww3Fu26Kb7pqHS7aSz06ytXx vjQ7vxpXJdr6GiopUXIoEPNOxzVCsQSiTZlRnmpzGfyoQEGSNv PvUjR4zTYiE5J570/Bzz6VQiPaAv404nmluCGFM4p++gGRbdzGkfOD70wGDdjPo1L2C 5qiRFIBzjtUn09KBkdPYj9KYDKTnOfypgIwobLHNCJEx0+lOyB 1qxDGxxSMc4bNSNER70M2PxpoQhHIUUoY9RVgIe1AoYhPkp2Kk Y3Ap3y/pViGfN09aQkcY60wI2FDEn8KW4hntS7etUSyPjNJ3BosIeOlHB FNAV02byccChBnk8V5ljUcuadVWBq4o9KcDjn0pDDOfwpwUmmM UCnUDsJ7U4KaBDgPelqQH429aQ9hQUPoosIkUbvloSkxocO1OB qRgKUUyh4HNB+bKoM45qhIeo6E9qcoGBQAvyqD65pd2fxpNjsA B/SlPzGlYB2envS8cAUtgF+val7A1VwFHFPKsflHWpGA4w2OTTlL MCvancB6rTvLLfdqhDSOOnepXDL8ueQKQIrgDDE9qe2z8aQxhT +WakCfNhug60wsIVK4PtUoDuFPPAqVqBBt6YqQ1dwGbP1NTYGM 0hEe3HWnYJKbumDTSGMLEDilOD9c0AKcUuSQKQiW34dB25qPp0 pgzm7S88q2uLDH7yGeVMj0zWlLZRi6a4AA3Yzigp66lY6ZZ6lY rFfK3yZKMOoq8sWAaLiMu3sraxiFvaZ2DqT1P1q+9sm/PtRuG5FEvFXUiAGE70IRGMhGGKsKmAVz3qgG+X+7XPWpcevemI aEjAyeak2EKDjimIoSPyx7VI6dfqaYaFQ7jU/kEnI7UxEOxsjPerAib7+fu0rhYgjj5beak8r5sk1W4Fd+qqBya klQZ3eh4pDIiOV9acVB5qhDNzA4PpzUnlk5PU00SQYb7x6VP5e aoLkB3cDNSkJk/SkBBg55qXadpOeaoCDA+bPenmInGaoRC68cdBinsGPHapAiOKe Yd2KaEA4/GnqrHBz0FXcBmAWwKkETDp3aiwiJyeKCpFBRH608imIhx0xSkU riITkn8acqjt2piZHty2Papgm1mJ7rVX0C5BtxxT3wAPrQtRbk ZUcAelSbWILdqSEQDJAB7UKc15+xoPz6UZoEhck4+tOUHbU7DQ HgcVKv3V9e9FxgBxuqTHCigoZywOO9WAqqpPagRCFxThy2Pahg FL1NIoehwDx1oAUUmIei0qj0qblDuCeelHGeKoQ4UY7d6ZS0FO R0Pbmm0DJlHBpo5xSAlB/hWmqSMH3qmDHD2p4zj2rO4xeO9Jx2poRIFJFCKaYEiYwxP3ttO U9u1DGORRgc9acnyqGx7UIRPAq70+tRIx3RjsHqgM6G4mOva2j sfJCQY9uKjs2Uarr6P3lh6+9DK+yamN2TWVeeLdEsZ3tHWZ3Tg 7BUWBJmr/ABfN1asJfHlhJNDbw2Nz5jdARjNVyhZmxqet/wBmRWqwwGe4udwRPpTdQ0q31KCFZi0U0ZJikXqhoTFELO9+2Q+ aU8uQNteP0NZX9saho8sdprIWSCQ4ju07/WrjByHY6D+6PelxtHXdmoasIikurT7abEN+9jQPt9qzNU/0fXdIux0uImgb600VZcppDB/OlGMcHoaViBwGKki68d+OaLAN2rj8KJbmxify5LmIN/EueaoY3y81LF5bKXLDaE3ZFSIg8sflTba5tZ7aS734iG5sn0FN ajGvGzHPasqXxz4WDNH5rt7hTQohZmumcqvbNYv/AAnnh3I2x3HHovWndCsza2lCTnPNYqeNtLupFitrS4Zye4qrB6 m4G3YzTYWY87fegkzvEGsy2MWmpB0a5XzcelLrttFcaTeSKMvH iUf8Bp81kVHUtPszleQagtpvNsbW4dwE+zhmaqZKJ2OWwvOKqx ahp1zu+yziXb6Uh7FnacfjUUwdrYqMocjDUCJPlIdvalEcsSAn kDFaCIdu7FSfMSBSGQsBinTAhRwcUEjASGO30pPM4OfSgQc9RT t4OBjgUxkWPujqacCpbgd6oQ35QcnoKdjB5FAiBqcw5o2GM2/L0704g4JHaqVhDc0SrIo5HFPlEOWlgYIQzVQMr396LeWytcczc n2qlcLNcau1xIP3SjbGaV+wy9kHNNeaGCLfI20b8DNVy9yUOZG 547Vj61q+ptcC30qTHlRhnPqaWg7F/vx9aoadfm+tlmZuRw3rmlKLEXqVcbc09gA47Cm5/OjUkYaPuoPrVAFJmgCEY4oWvPKY8ANS7elSwQo9qXb096EVceD SihjHUlNASO3y4qPBzU+gCg4pQKLdxjh0FA5pjJRyKTBosOxIt ApMB+0qTSj5ulPYLB/OkoY2LjkAGk71IyVelIPaiwDqB8vznkUwZKNvejipQBxn2o256 DpTYxQZCGwKkA6CpAcm49eDTsY5pgSK3y4P1o+Q8HoBTQhUIXk 96XGRinIZV+zQi9ub0ZEsyBT6cVYPXnrRzDEXf1GOvJqTbtPHr SECtL2p4pANw3BJp54C0DKt3plhqAtxeR+YIGJWrWMjPrQguIF CDYnQDFKM9KTuIp6lYNdw2m0gSW9ysi59Kut0WmNDAO3qaeB+F O4DssiSvGnmOgyE9aYW6+tVsIwRaXt3cvctpCQ+b995G5/Ktxl3Y5JpMpu6EhgDQtbg7Q0Bj+malCk5wO1Tck5mw8QWWkwS6 XrC+VLGWXlSRIDXRSBX+Z1Vig4JHNNaD0e5z3h8D7NdzRxYgNy xhB9K2iHYjdVINA85to2gCldFUZHQECjmEJ5r/wB6gqMA+tG4B82w+/egcn/ZAzTJIpIlntri1zt86B4931qQfc4/OgaZy1ne6zY2v9lPpcs3lsV3fwtz9K6U7+m41ZTdzH0vSJLE3t 5ebI2m+banRBWttAJ4yCOh70yDDvfF9ut9p9vaPut84kbHGa2L i30+WFrZ7ZPIbqo4o0uNWObl8VDT9avhO8k1q+0jZztNblnY2m n7ktIvLjJzVqQPaxn33jnTIbCRtPm/0l8Y3L0rWkjtZDumt45DjkkVLsJHNaZd/aG82411ZyxyI9/9K1n0LQvN85LGNHBzlf8ACrUlYl2JwcsAemetPII+ai4iQeWGV RzxQo5Hrii4hi9ePWnDsOnPNUMSWWOFZZ5SRHCu5qVwGWRXG5X GGHrTQilBepdIJY87D0zUyQQxLtQbUHanJpvQCVFyMZxn+KmyQ xywtHJnZJxx1pCMG40LZLvl1xyxbhSf/r1KvhPw/EzTRwM0gP3nY1pzFF+Pd+75z8vNOA5XI7UGZn6teyRXumwjhJT 271NqemQanbpDI5ikjOYpR/DST7lR2Itdii/secFsP1j9zVFPD5Dq95fSXZjHybu1Ju4R91mHazeLrZ5PMsPO8 6Ph1PFdeGbG3tTBu/QydI02e2hUSptZuSK2FHXPNPm5iWJ/B1/Cl2ntVCIxx16kU8gZ/CkFiPGEx705gKe4co3bx1pdo4OetILEAoFeekUyQLwvFA7U2CH elJmgofuJ5pnNSIfmkH86Bjxlu3NKvrmgYZzgH1oCtnNSMdupK pDJQ4+b1NM+tKwEoz2pN9LYZMrEfhTc7toWluAuMDFHbimAoFO UHk07DuO3EDjrQOmDQ9ADpyTmjii4EmaTrSAmRjgj1pVx0pjJE J70cjI96AJs/MueM0ij5hnrScQJNvIXsTTs9D6A0JEjdp5GOnWnjdtI96oY35Q QDS4zwakBq807HIyaNwDLY+lP69TUjGpv+Ut2p43Z4qhif0p27 FJIQijrmnE4B9DVsBuMY5pQvFTYYz5umeKcewoAUcKfemqyNn2 zQxAcZHvTsrxTAbv2D72M0hUHrRYQh6ZHSkbBximA0/ez2x0qQ7P4aEMgbnA9KkxnkjAJpiGhPyFSbaAIlGfpmpTjJVaY DNi7QBUnHGOTinYkh2/lVjy/kJ4Ud2PaqsUUyMM3txVRNa0+6u7i2tCXWFMmUdCfar5LCaJucE cUDBGakLjW7ewpTjFIkgO8AbqcxTimO4wLxyaQnng09AAfeIx2 qTb+eKBDOQwp0YYvj8askArYJpwI/WgY0g9P7wqXEXzyMwURjJdugpisVehz6UG60yX/AFF3DIe+1hTHYaXH8XvQcNgdaNSSMk4OO9IcEnPrTATpyKX5dp p3ERNyBStggCmwuMC96N4UYpgIVHehutCAMYo9BQCQ3NNZjigQ 7d1+lQtk9D6VaQtB2W4oY5Cr6UrgB2gHNNJoQiAdaUV542SDt9 KQA8UNFD6coXvmpKDnHSlqrAL2HtSVIxwpw2jrQAYPWgYouIUd zR6UrlCjJwKVcHn+7TAdS9WyaGA5TTQcgVOxRNng4602kBN8uP qKBGWBPpVj0FG3jd3peCFftQIao+Y98mk/xpNDHqMttpyLxx+dTYZKijotPj+UA55oSAk27SKRfmcbs1dgJl TncOuKd6UhD8DFO2dFNO4CY6E0fL+VSAYPNS/Mc/7NICPbxRjmqsMXd2pAp81iPu7aQhUyM+9KODmhgKvXJp20Cmih D7jNHUt6A0tgG9s07+tADcMeOtO57UCE29acOnvTATbT8HvRqI iI+6B1zUgC9+wpgQ7dhpS7DPHehIY3y2BPtSlvlb1oEMbOQwFM 3ng0AOluILa2nurjcEiGSBUD4aN4nXcrYyDVIAhuIrtRNFlQV7 0qCOHCAYGOgoAS/wBfstGMUWx7i7nUFYhVPVdHs9VEW5zBdxgeXMvUU+oRS6lS5tf EWsf8hKYWlpnmCI8mq0Wuanpcq2PiEB0b/VXadD9attBr0Nqx0mwtoxb2SbF/ibuamgk8tpM85xS2JZVttQhvFnuIUd44AwC/36wotVvfDDzWt9bSTWW7dHPGP51dtLhykCfEq2kuJrU6Tdh4+G C8kVBDq1pqfiL7dpyMFNsVnLD8qi7NJJJbE5+IPh/OGtrsf8BH+NbsM0pYbq15/IgzbHxHb6pIy2tnMsQ/5av61rgk4yec0hMkA9fSnA8hT90d6CBrqyxyiJ9jvGRHn1rOnu Y5PEXkSsF8qEeWPWqTHbqXrOG5+zr9pbMozVLxBpF7f2aPaXJt 7mDLK3aqY1qP1fTxqVjPYb2jdjuH/wBf2rnbPxvfiDdq+mzfIpRriEZzj9P1qVJPYp81Mzbey0e0mWy 1KL7DfJjE3aStW88W+GdRg+ySwTyhhxleh/OtEJ6m/EkqbtvzHyyQfWuZtrrW/DoHnZuNJPRh96KpckibdjSsNV+3xySlQpD9qzNEu7eaTUvJcMj T54pNk1FqdEvzDrwB1potobmKWGQna8ZU/jVEiZjZQ8TiRTnlawtMs7jSLi6sTMZEST5foau9y5RtsbRIOeO lInvUcxIpI3ZoOKuwDT3pRjvSEMPQ+9HpVCDbTietAWG/dPy+lLgUDIe5J9acQcfjQIiUUorzxkg+XkUY3Fe2BTGLjIIpw9 e9DGJilpDsIF6Z4Bpx5oAT3HSk9KkBSc4pCowOetCKH5PFJ6e1 AyQUc96kQ4dcn0pqk4oY7EqLnG496QUMLEv8PHrQcdB0pxKJdl AY09gSIdXu7mx0h7q24lWRQPxqr4oJ/se3UdXvEolJqNxw+Ivs373HA4+amOczN+FRcCcDIGe9MkuJbaF 5o7d7mVV4iHerihXLq8lV6AVnadrlxdSwxXuly2m47QT6/lS59bA9DbRFIeq+patLYmwtoLcTT3kmCv8AsiqsFmy5/kUy9v8AS7BEe9uBAJD8uaai2CJSzcZ9Kqpq/h+YZW/hP/AhS5bAWBwB0zupQY5AJYnRlPTaaTVgJl+c896IGG7nt/SiwDZI2TIPasHQ5mn/ALYv9x23V820H0FItxsbIcfNjrSA0EEwG1hnrSb8sTRoCHszHo e9KB37cZpgNxgH2pSpbdnucUDFyP0oZg232GKLCG4zn3oyAKmw w/wp7YXg81YAoz+VB2gdMUiRw2Hb8tNSSICRnbCxpvLfSgYx049D WD/wsbRZJHgtbS6nkGei/wD1605dLhyyNqRFXIU5rIh8TQ3TLHJY3NsznC7h1qA8jQ3ZGPS grtGPWkBGXJAFKfvRjvkUxjGwOvXFVor62u7i6WLO62kKOKdgJ 8/ypyYpCKGp6NbanbbZWdWj2lPTj2rQbkH0p2AqW8KwwKndKsBHL YUVSQEUkkxO7oKRiJPlgkV9vXBqmib2IJAOFH6VK3HDfdApoBg RflHT3pVYgBzwaLCuSKBt3U9D8mfWqAXJwR2prcdKBXKGq6Vp+ pqgugwkTG2WPhhVh8A0D5uxzknhvUeUGu3LR/3Wz0/Otl8AnBquYVyGygWyjS3hPCjqe9WRHl80hCM8j9hk1IY/LKinZAQcYKP8ytwQaHGKVrgYlj4bttLuLp7dx5Uz7gv92tQ981 eoOV9xji/Hz2csQYDpIOKXPFGwijDbXe5prwgzyHLbaunpu45ou2A4UmTj6 0rCHEnk1GzEZAqkIcWWmE9PpVgO44FNyTTEL7UjuwH6UDsNLDj 1po++D6UBcdTWwMc80EjV6UqA9K89lD1pcetMY8H5ce9IMfrSA d6UnCbgOaCgNKff2pAM/kKXvQApzxRxRYYoFOz0+tFgFB65pQKTKFX0ooEPBoFFhj8Uo+t DAeKBjOKRRS1a1lv4LSCNgPLuRI26rhXg0eQJ8o3qzN6mnJRYB bybW4BA+m2y3Gf9aC2D+FWEc9M4p7BcSwu9Xncfa9P+zDBwxkD VaUfIpoBu5R124NncaVq+3dFbOyS47BuKvyw21zb3FtdLmKRcE UPazBaGV4xWxudOtsYaYzp5GO9RWHhexsLgXBmmuHjz5Ifogob ZUbR1LU3hbw42N9oOn8JI/lV8bGbLjj0oEZaeDdB8yNovOjx/CDx+ua2EVc98jpRuPmZbiI3n6cVEjgOnuaCTG8Nvu0px6Xkoqq moL4dvL+2u4ZGtbi486Axj1o5dDSeux0jy2cCoZ544t3981x15 JLrVzdSW1lNIZgkcbydIqCeQ7FNnUHOehpLKOKC3tklP/HtFh2PtQJj7izN1C8XmbCMMKi/4SPw/EGlF8jYTOBQldBqi6iZcL0ziub8PeLLd7e7W/usSx3DlfMPO3tQJpo3bvU9H08hb25VHI4XvXlsVv4pW5bUo7P7 YszOAZBuzz6U2+xapqx6fbXdldp5lpL5i7sHisvR2ufs6/abOO1lL/MsfSou+pG5sXeo2FhH9ovphGr/KKyNfihd9GMwDQeeyN+NWtRxVyzqPijSLRrFmbfFdkgTDotYN/wCB7d7q3aKb/Qw+57Y5/wDHaNSko7nXRfKA6fvFcfnXPR+F0tz/AMSzULi13HOzOVpWJH6t4XYTHVdG/cXy8tH/AAyUNZ+Nh/zFLc/gP8K0joOLcS1pPiKHU43jI8q8g+WWL0rm38G+JRe/2pBfxfbV7L/F9f8A9VLlQSsdZPcW9paNd3GQiH865nUbzxle20CDTFWWCdZD8 4wxH+fWouHKbcV4LkQ3CKUD87TWTpGo+Kbg3H9sWiQpgeXiqYm rE9nEINf1O2I4u0WeOp9UsbuRbbU7D/j6sifl/wCei+lA76WNlIR5e7+6Oc1g3fiW21mx+w2KSLczEb88eXj1p2s SlrqbLR7Tz6UyztPs8FtEz+YYu/rQLQsQQlfmHrk1neJ9Sv8AT9Ptbq0cqftWGH1pgtRlrprQfavL wFeYtxSSax4furWb/TYl8+LbjdgjNbJBqw+2abMZIoJg8kX3hXLW3iKbSJvsflx3luW 2iSPrUyG4M6tlDP8AJ0FQQa7oEt0baGfLxx729KRBc8plXdjiu Yk8Q6095aXyylbOafy1h9s07jtob1/epYWguWXeWlCAVS14odKbPa6GKcpaBEslgwjbpuXvUKzHy4sN/DUxZA9Ijx9akX5iKoZZgthwxPA61Uv0u5rdba3YKHP7055xVgZ suo3Op6jttCVtYOM/3j61ft7SK2j+zR9utUhXCSMHae/eof7W05r59MDEXMZ796aFZj/JDD5fvbqoazf3qsmn6e4juZxln/uinoCV9SaRGHUVjaTeat9on07Upd0tvjDf3hWfTQHormsV4FO3 Bwo7CnEBQh/SpAMCtBDdnc084/KgkgMZ4p316UAhgXvmlJFCKEb5selGKqxA3H3cUVNxkewk5p+Q c1RIxPXtTU+UYrzrF3JwR8opoplCnBb2B4pccZzTEKM807DY9q kYEFQD6mjcRx60rDEwOaKl3K2Hf3cUhdRjFNEknBA68UwOwG2q Al7VHu4oGS4Bpozz7VN9RkmDSqe3rQVccDzS4OaYh45NM8zLYA pMCULvIFMDEkYHQ0DH9WOPWlXjOetAD4xg7qcOKYyYDleeKQMc fSgCZge9RcsGPpSAdjcx/wB2gc9KABTQqelGgEmeM9800buP9mgY9Pvr6ClUcls9qTAXzHy P1o3BR0zSVwG7pX69qOmfeqsA4OoVlXo4waQ+tICt/ZWkBxMLGIO3ft+VWTzwe9MCtd6bpt2yG8tkkYDg96s7R83ekCI 9nlqkcfyKBwq9qkxubGeaGgBd2Rmn8UwGyxRTx+XMm9QQQD2qQ 8KM9dvNGoiHZk+lSgCgY2Pb8w9OlSdscUxCFBtz70n8s0xjApU uw/unmkY5zSEZbabru8MNWyM/d8sVob22EjtzQVzMrqsioN7bm71KBjBoSJLETEfcPamHce/NUIk4Y7iq/lSgDavHNNCFO7y5njXc4XcBSx5H1HSgDN1LXdGn0a7jMys7xFf KP3t30pl7oujz3H2uS1DS+uTzTQ9ijY6TpP2S3L2kbO0eSWFXd u1cJ6UrCuYMvgzSzJJIlzMkbdIV7VuEAlQOyU02FzDvvCtpc2a pY4t7mEfLJ7ehrX2Zq1o7gnYw7PTNadbY6n5SC2H7uNO9b3lIF GKTVxuRT1FGubBrZeoZWFWpIenvRYgigTHl7x0FS7W/IU7AOTjpSLu2+uD1qxE8e0sv1qP5wCR1PFFwZki6Fv4ku4Lkhf tEe+A9mqzqOk6bqkSxX0efLB2yD7y1aH0MTxFFL/bOn3Ol7ft6xkyr6/WrNloNlpzF43eVz/HJ1rO4XMa215Y9Xu7jWla2nKgJHgmuhcu2A/PPeq6C6WMazZrzUrjUD/q2GF961fKVcY6e1Abosx9hTV4xVIRZzuampu29erVQhHzTJHO4 jFOwgB7ihBkqKLAJSEPk+1AhDSZyKNhXEpCaNwYmKTiqFcYtC1 xcpRMFYYP1pCQakdxygcLTe6+wxTshkpc4A9KMY61OnQBmTwT1 pxxgYqhjdxG6lzipAYeafQMTbJ36nrTqNQHClpDFXJpVC447VL GPG4bfemqM80ASbvl96aMU2A8UgNIokUD86VeimgCYdTSAfMTT Fcl60CgZMSuMAU1towAaBJjht6UgdecUFDgMdKUc4AoFYeoJPF OGTgUDA/KvXNINo47ZpAPX5uPSjcCeKADhQDnnNJjsBSAXHvzmjv6UxgPm 2gcetICRz3JpWEL0oweKaQARgOB9adjcXUHA20wDCK34ZpRz+V IBp6bvelwOKADA608fxLQAdzjpTsDdTFcFTglhVbVdYl06O0ht bcT3V2X8tW6fLT5Wxr3hWBBrEl8ReKEUtc6FuHA/dtz/AFqh2Nbkk020uvtQik8oxbvvI3Y1NxEgT+ECplA4pARiMcA81a EB27uB9e9NAQbakMbKe3PemIcEBOKeAoSSRyFWNcsapIkaE7Z7 0sEkM/lPC2+N+d1MCCWHk5qpZ+JLDUL/AFGxaPZLaSY/3gKZUlYdNFDF+7Ljz2GdvfFcjqP22/MviOGRwba6+VPWMUh8h0flqhZMndUUV5Fcqk0J+WRN2aCLE0cQ JA7VKvAWrEQPcWonazjLGSL7x7VL9mtg+9UwzfePrTC4fZzKw9 MCiaDUCjfYpURhz8wpiK8jpudInG5OGx61mpH/AGSkt7qM++S6kx8o70AaeT5YHqahjffgjoaLBsTqrHC4Jq3b7V 24B96sTKsluAxUUyNb1vOe6+UBztzTAqtBk455arW0yOFx1NAr meYwG+lJf6potk5gnuQJcj5BzQx2YhVeD7UpZdzemOMVnYkVI/fmlUZxmrGSqAowe1HPOKokbTcn8apDAAcUCmIaVf8AA045NICL bj5fapTwUNNCINgUcCpOSaewDfLxg+9Sbc7mAoiIpjA3e9ItcM SiQdKBSdhXHikAzSAk4pe1IsSkYqNtMBMHNKKQ7gE9afn5QO9G owAAFHOaQxz7QcD1pp45oQDhSA/ypMY9XI6U0nFG4h+aTpmhDH9OKOW5NIdx8T5ReelNj27OPU5p2 1AtK2dzNUQIwAfWmFixkcY5qHO2ZeaCifcOx5qMOpZs9aRLJxj AFMDDrQCZIpYMKVSu7DccUxkybgzEfdHSkRs9sCkAq8MSBR34p jJFyu7HekDdRQIeqsBmlCikMZxhvXtSFOcYoAMbeD6Uvzkhfag B0Z79aco/KkApHysP7wox/FQAhK7ti9hTTktz1xTC4o4yfWm4IK56UASCkxy1JgSYHSkVKoR R1rSBq1mqRvsurb95bv6Gr3I5HpSGjD0rWb29th9pjMdzGuHHr g4q/wCQAzYA/CkkwuKuevvTsAcdxVBclTkr7mo1OcUgMzWE8I3cwOoXYEluPL2 b8VZn0rR3keV7KF3P8RWtFYalYp6fYaPbb5NLnLKSNw3dKuQwW sG8Rxqgb+6KmxD1JNZnuDol8YFJk2p8q9+aXzGT7rYpjjo7lfR vEeh3MMCwXCRyKEDRtwaq3mjaBeYkuLRfMY8svB/StG1YbsznvFkR0nVjqejXCiW8ik81O1aSeEdCiMsQikk3rj5jS S1uHNpYy9N1bX49GS1k0zzUkjZRIrcYb1FdBFaLDELYcJGMCs3 qyb63KujW91a2McM/HzE49K0Qq/L+Faolu7LSHvTsfcGO1UArNGgd3OAPWkK78qw3KfvClcRjarrs 9rrul2qMfs08OCB0JrO1PwRE8yXelXjW00PzIj8qD/n61W5Wlg16Vri/02wU/JEvmNRYaPdQM8166zXEnLMtHoC0NaD/AJZ8dO1TJj5Nw+uKqNyS5dtJa6ffTIcMkBYGsa503Wnc209151 jycZ+b8aewkVdZ1rz/AA3bXTyrktGzN61Uh8LtbuIJZluLBXZljftn2olqi9E7m5Z3Nr JaxvHcIwZCFYGue/4QfwxuZtky5P3A3FPQjTcwW1Sz0q5Ya3p5bzGOydTkn8K2W8Fe Gd2/7ISd3GWNC5W9Rylc1La7huYo54jlJFyM1KtuI1iRBx0Ap2TMky YU4Bf1oURj1bCsPWmdj9aoBCeaYxb+E4p2AXmjBeRe+aQh2/bz2xQ/KHHaqQDMocY9KQdKpkgOKUdwT2qbDHqPvYpAowaYXM9Xpg9K4Q JwaQdqdgJVo3LUbjJAxwQO5pmeKdihT1pvSnsMeOPWjAU+9TcE Lxzmjii4xRnjFFQA488HtUfsaBknWmgmhgLxTR82M8U7ASL83X jinbckkdMUgJE9/SgbemO1Mu6HBFzhelOyOMDpSQDjjNIe59aqwJDjgkGkpCJEWIU gxSDclXbj8aZ6fWiwyYAZyeuKTdzxRYZMnVV+uaYCPzoFcmDcU g27RVWGyZPU801SPwFKWgh97e6XpyKb64Ee/oO9c/rz28Gr6bqeoRh7KSBoWyMhDRsrlRsXH8Y+FASouyT/ALjf4US22juiPBbW0kMn3SqjBqHcNC3Dc21xHHcW774pOhqOAI iJHGgRVGABVBdGgMfKKbApJRM0CHNwDila90xW8lr238zONpYZ oDUjJIAx706Vf7pUr9aASIN/Hqc0xXbt3PWgZZTJZuuamiTJB9aYh3ORj0p23BweuaBDdjgN16 VVvtf0/TJLOC63BbwlfM7LVJDs2TCEvnFZniLU7qysYLawcJdXs4RG9qX qFi3I2H21k6Rq0t/avHd/8flnKYpf9rHegbXKaoOQB3qNWzgVIhuo6lZ6db28kvSWYR1W1z TzfaVcQIN0sOJo8eorVK44cvUtSKgk29KowakL21trkcF0xj37 1LVhalofNSx+ZsYRsFdoztY9jTRNx3k/dz3qlDo+qhPMudRYtlvlHSqaEXGjBy34U7ZhVDfeA6+tCGRCFR t78GplHrU2AjWIbulQ3eqf2fNH5ts7W7jm4HRKtICxwKa7KCvz bt3INOwh7KQB7in+ZFHAZ5ZNig7cmgCo6Z6064ns7UGS6kCrjr TsIg8hc9KsWlxaT7WgkWVW7jtTtYGMUKvPQiqllqi3sEkkgCyR zshAphYsnnJoznPpVEEHkDlverDbOvtTGVPKDNipliy1K6Eyp5 IyTU8gAzyPlPSnoK5CIwCDRkEiqKF4pDQIRQcYNL2oJI8Clwfz pgAAzx3p2FGAPSmITaNppcdQKqwMbtp5bsfSkwGBW2hjwKUtng fdpANOMMaTOA30pWEZUR6mmR4GQK4bBctg0yP7q+tXawMloGaS HsPyOMelLvHp24p2KuFOP3R61NwGDhvrRn5mo3Hck3UzPFFguO z0NNFSxiljRgE7R60yrj+OfpScZpIQo4xRxxjrVXuMlDnnHemb nLE+tZgTA02gZJk01f6UyiTPWmdTigRKDk8elIGP04oJJsNnPv TQzcUDRISMnHSo8cGnYq5MZBmk4ZumKBEijJpFIBoSAmAxSdaN gJRu/SkzjAp7g2Nu1tri1a2ul8xG6ig45+lTsMw9N0Uaa86RSM1uz/KpNamACanlHzE0QWljfp+VUItx4BB6HNQ76YrnN+IIfDFrdSy3 ulzuJPmNxHnGfzFdB5j7WA70+YtOxw1hB4UvL2NbSO7+ZuFP3R/WuyxnnArNwXYJTkSwDCxp/c+UUsfVfarEacbuqyY++I22/Wq/mlfnB+ajYgp6FrsOpWa+dcg3g3K6t14qpfeGNDv5WlliMcueXj 703Y0vBlvxHptne6HdxXP/ACzQyo3oy9Kw/wDhC9EVlJkuX2twCRSUmFoo5yb/AISSyl8NS7vtibHMULfw8etdpPY2k/2YPH/x7tmP2pWVmg59zA0jVZ7jXb2YW81v5toPMjf++K6aTdvPYU7JL QL6WJ7WPdjeRnrzVaRYbi3ktZlLRuPmprzJNHfAuJTLGE5yc1x 58D6EpJV7n8xQ3bYdokujXEMb6paQ8pFePtPsat2em2diNlqpA 7k/xUfEEmjZtEUglzhccmmRKsttNA/yrLCyk/WqJKtx4y8Pxv5EEc8zDP8Aqx1rnwvjXRf3FrbQ3top+Vx97H6V pZhoblj4i0/VjcC3WSOSDG5ZK5Hz/HlhqF7qcOmrsutm5PvdP905qW2NpHoPkMPQt6V5PrEXi+/uRex2VwLhyucDAGPSlzXKUF3O08T+INTtWNlbKI4hFuLkZ3+1Z On6Bez28E+ryzmdF/1cjZxUpkOy0Oh0m587T9OlIwfIVfyqW0jjjVFHRF4FWSReJ/Mbw5d+XndHtf8AWrU1zDcTXemSJuR4Nsn0YU+YqGjuVtGvF1HS rCcqH3wbGDd9vFcfpWp65oE+o6bDave2tvO23H3lzSctRzj1R2 ttLpkd0VtZYAQOYozz+VcRpNldzarHevDLBseQkt1NVpYTSN22 Y2eoapZ/35Q6fjU8tqXv0vV/554anGRLdzXRoRhXIDSYxWZq1veTWUZsTm6tZRKFP8WKtauwoq 5Y1HxBpWnusdxvL7eVTtXF6p4mH2iK+SNrPUI0Pnwyjh6PIcYH Z6frmk3/APx6yMSMZQjmqWj31tfx29/BEIpZvvj3p2sZsqO27xLf4P8ACB+lRlz/AG/qZHH3PxoS0Ll8KNoSE4B7CowBRFEokz0ApCFzzVEthv4PpTW6s O2aAuLuNGB3/u00IXNNzxiq2Adu4qPJpbiHlgSP92kXJLUALwBTdw+WgQ1zSHP U0XKMpQacPSuQCdF4zQoxii4iZRQHHGO1IY4qODSYU0xi5o3Yx ilYNRhoqbWGh2c96jFMY8DjPak7AelMB9HTP1paDHcUZHTPFKw BkYpoZc0WK2JQ1CjHNSBJ0x703jIzSsMmX7oXvmmbqLEjgc0yq GS5poJ6+lAydT0qNSeKTES7h+FJ2oESdqM53begoKRIgznnHFM HGKCmWY+x98UiYAA96CSwgLbz14qnq+qT6fp/nW2FluJ1iVj/AAZ71dtLjLzWj44rmJvCWoTtuvdanLHHyihhp3N2SGVf4a5abw 3rNqXksNZnbYR8jH/P8qyux+6dQvDBe+DUcLz+VE1wd023BNC1ETgFh9KVBlY+OSaYx +3bvqaNcseMn0p2IuVNinPtVxoJDkBeM1Q7ldcDHvUiwyHqvAo sAm7BPpUU89paDfeTLGlQWOzywPpVS21azvpZ1tyWRFHznvVWE 1Yn2cj+dOpCFSEtn1qeEjd/tHNUkFykz5+bqD39azNFld9Ljjf78E0qGiUeUb3NBQB+tNAGKl Axf4jinKOPanYm4zb82RVjytzcf3avYLjPanY9qBEb7tu1O5ox 3PamPYiZ36bjwMcUpA5A/GmCKt7qF7b2+baEzuWx16VIwPNRYpMoWb6jIHkvsB2PCD+Grm0 CqepDY9HZSMGmbqZJm6kPEFtqD6npKLcJcKqzRMfu4rQKsQc9D Qy1Iw9Mtr8XF7dX48qa4cHArZ8v17CmJ6jRksATn5etO470uUQ g6UuRVASBmx9KjzQIZcW9vcgfaoopQv8Az0XNK2fzpAQwQwwDE ahQOgWpuPlzwKZCRF5MRZpG+9Sg9c1dgH9KaTx71Q7is9RemaY h4dOTTPUCjQCXK5/CojQhD9w28VHniqaJuP4qMHdz2zgUbDH78Ui4+bJoEOBpm84oY w9s0znrTsK5TUUDrXJa4yYetN3YqrMRIOaRe1VsMmzxTazEOHW kx6Utx3AkUzJqbAOzge9NwKYx2RxjrTeaOUoeDTc/d+lIZJkGkzTsAtGaTC4/OBTV+Y/zpDJA2aapwx/SgZNlQEx1J5pgAHWnYCSm7wCQKnlYDlLZIPSk3c0+XQZLnaRtq OlyjJ93Wmrto3ESDGMUKx5xTaAkGMg0iHb3otYCypGM981Gr4p tBcNTsYdT06axb5WI3I3owpSTTvYEzG0rxJLcO+k6qfL1G2O0E/8ALXFJrmiRaqhZP3d1EMxSCoWppeL3NHedzbqraf8AaxZ2/wBsfNyF2ufWnKOotjQUg8Z4FCF0xj+KiwicAfLjrTUIxSJLVzf RWGn31ykojdUwHPQMelQS29te289ncrmGdMNWkdB6HJ2mseJb6 9aw1PUTa3IxsAHEn0xiqV1p/wBlnGjarIdocGwvO6e1JpM10Z0X/CNzMpN3qlw+M8ZqrpeuzSSvpGrfLqEI+Rv+ewFS5E2kieLw7os LbtjzNn/lqavF8lhjFTcXMTRCJPljRUHoooSqJLS7se2Kr3smpGz8rTpES Yt1b0oGlctCRUJbvWH9p8eoP9VaTj2z/wDWquULE8EXlT6mP4JLjzFP1qg+p+Ng/wA2l2549f8A69PlHY1vT61kf2p4zLKr6ZAqE8n/ACaLCNxBn5RTYisL7sZpMRJO8lta3k4XJihYgfSsCbw3FPcTy/b7mNp88KeBVD0Ne1vhd2VtdRf8tYwWx2PeuJ03QNXWS/shqk8ItJyu0ZxtPQ4z3ptBO3Q7yNSXI/u1j6tPNZeHL3ZMzyJHGpfuRnFOELslLmdjRutQsdPga7vWxFvV SRWQ13oFz4fmtzdpIpsu5GRx6VM/deo0vesB8ZeEm/5fCPqp/wAKyfD/ANludMAuYI3KTNH8y9VFIqVkzXj8T+HJM/8AEwTA9sVWfQtFlBzYRf8AARimrEXiXo72yvQkllKroTTILeCA RRwIEVRgAU9iS78u2mfw4NACghmwOT2pVTG1xgc4q/QChaXy3Rn+TZ5MzJz7VaktdrOxAXPNSx3vsQh/lz707yWVV9SaaauQx/GcLSYPBpoLiDc+5cdKcdvJquULjFJOPanKv7vH40wuRvuPPem0 7WEObFHNKxJCWanFD8pzx3qkMQHnind2PrUh0GZOcetOztORVp kke/bznpSmM4HPWgYwOxHHSnFMYqkK4gDZP0p6A7sN3oDUTd8oqTA2 gZp6EjMED8KUn5SKY2ikmORUgRs89hXEJyGnrTtwzVRQK46kY9/ejlHcdnPSkG3+L0pbDJCM0zzBRYBSR2pvHNIodRuoEGOKbmmO4 4UZqR3FFJzSKuKTSGglCqcjrSUFE4bBz1pqbO9TZjQ9Dx0703e 2Aqf3s0wJPlx75po6nj3pbgTMTzTSRSQDuyNnrSZ6UhjwSRmmg 8kVQE4Izik3ZHHWgCYUbwCg7CnuIeW20zdQMXJwaYW6cfWpARh nilzUpDEVABmnBuCOxrSwEq0z5lx9KVgJVOPl9KYrLwD60rAS7 6ametMRDe2NtqcDWt0u4EfKe6n1FKc89jSGcTbxXWpqsN7uj1H SJvlY/wASnpXWmHLmU/f45qtLbGvOug9NxyzH5s1JGOp9qmxlcetL/d57VohkoJ6UiMCpY9e1ZBcmjjzHKS21FXLH2qpqss6aHqZi4Pk/p3q0K1yxtSZt0DblYDBrMbVLe38OG5t5RgWW2Mj+9VcrC2tjRk iueF5+lcnbaZrT2lvMmrzIzrkqScc0xteZ0p3R8EYrm5B4+gdB b3aTRHvx+uahjsb7EHFNDl9u7aH8sbvrTIKxs/8AT5LteDNEiP74qxnFIY/eNjIVBD8MD0NRM1VYRkT+E/DbsWW12EnPyk1qNwTSY7sggs4bdNkQwvYVN8uaVhDtoz9KFNUI XbkgmlwTTuA9u1IjDbk/SqsBW1DTLXUbfyJmaPa25HTqKnNOLcdUCkZraLdTQS2st7JIGU 7S/Y1fDEGk3IWxS05tQNmkd8P30LmPP94CruOmKd+o3qP44xTSeaE A8DOOlN3dqq5IHrk9CaY33anmAYRyKRWrZITH8UmQBQxDSOn1p GYVIhu5OcHNR55z71QMfTd1KwhM803eOpoAk60inr9atIRL702 kAmecU01XMSxTjHA70KvU0rlXKQPWk7VzXJuPzTc0DuOyTSemK LlEpOaa3y0rEoMN17U0Nnv3plD6bSAcx4FMNCQD1IwfUUzH60m hj93elYcAGkO6ANxSZzk0MQ8kGmc4FIpDh60mcUDsTBTUYkOaN QsTDPFM38UwJM4BzUe7HWiwXJvb1pgYEnPpSGSbzwBUaueMetD RRKp6/WmjqfepeoFlSKRCB1pcorkufWmZ5DVYyTPU9s1Hu4x707CHbs0 3pS0GP6kCkGOKQx/f2o6dutMB7NuYmmipEOpjMuB65p2ETbs/lTRt+anZBcQ+tBI6UhjSQcYo7Ux3HKGJ49KTpU6iH/KKb0JHHSqGSIPnVT3GaYrFSrN6UribHmT5WBG5W4INMLZFMRgT +EtN85miklSEtuaDPy5rZc5PNMvmZBxtRB0WpAADketSkSMCVI tPlARV559KkIHWqEMP3fxpGPQU7DGNIx+lJwaQDd5OfelwT0pM VxuGwCadg8L2FUkFxFkPNKEUvzVEtjwcunpQNw/HipsAOeuKDja3qaa0HcjzQRz+FO5NyNm5GKAG3VaVkBIHx1pCP zqfUADN8xH40BflbPeq0EIWKbT3NKseFTJ+ZaYXI/mO72p+1cN6k0WQDB2zRjFMkaz8Yp3TAxQCIyaDzzSC43mlxnig Q3PFLtHFWAxVzyelSAA8CkxXI+cN6bqdtq4j9BS7HaKPl6+1BI UCpGOXJU4pecUwuZ+7NNrnEOPaigEKM8H3ptAx7kmms1ML2BcU zOMe9FiixmmhgqufapsSBpu7gUtSyY/KFPrUeaBCluPemHNADwaRT60DJN+T81RqwLL9aTHcfvPTtmmhj SGSgiot1FgJS+MVDmmNEu+kFAupL0pMZI3d6gQoNHpVXuMkBpg yAaC0W/v/AI01D+i0rCJM/wCFR5xQMlHJWmg9zVASc5NN+U1IiVT+ZpgYAr3osMk54FNLDtQ A7im5FABwSDSBhgAVQyXNN43YzxUiH5XJNL+gxVIQ09MZ4NJuB oGLxmjcoFAC4XJLE5FMDMfypWAeeSKiXOS1A2SZwAvvTcnkmmI VsZ+Y8nmos96QCj9aQEEijYBwOKQZ3YpAOJpnNUIQ/wA6XJwBQAFMUjYFJAIWGMegpCSfrTEOx09xTCxbb+VUhjs849K Zuy2KFcm5Ju4ppH3fXFOwxWJw2OtR5pEjvrQCvf0pgIo+ZR2qM f7XWqYyYYx75pm/gD3qQHZzTN4xVAS+g9qh3UxDjnGaY3amIToSM1GW5/GkO5K+Sc+1M3fKfUimrkhg7VqNpcDFXZiYuaZ5iYJ75pJBcfTd 2aYuYd2puQSRnigli5pm7mrGSE0xmx70kBJ2WmluAPalbqIXdU e4YNVYdikDTM1zsklJPT0qMNmixT0H89T3pOv0FAkNbdStTvYr caD0pp6cetS2UTZpmRmlcXNcf6U33NAEm7ioutNDJM0zdU2GSZ pvvTsA6m5qSkO3YFRZpgS7s81DuHTvRy3ETCm+mKQ73JhnBNJz xmp3ESZwMmk3EnNO3cNWPQZpVZdy7ulD2Gx/UUwHNGwMn31EH5xSH0J80wHtTsInVeM0xf61LQNkvWm5pooej9 SPpTQBgGgCXODntTM5VvakIM8+1Nz60xjx0pNxxj3oQh68fSjd 0FA7kgpm/pQAufSmE9KLFDjTN1Ikd1pvHSqGPzTC5P4UuoDt/wB7NNB4djVgP+7xxytIXzyfSosIaGAwfeo92aBkgbJyO9NUnPz U9gHnI4qPpmqYh5P3cdaj3mkAr/rUbudxb3qugxN59aZt+83emkiGO54x60uw7M0hK4ob5uaTaaaG KXbdz6UepNG4ITeADSlQu2gQvy569qbQK4xznG09KM4GTTC4gk 4LdMUg+7z3piDOMHsaO1NajHjrSZzTsIRpF70xuRmlYLDMYOfW nCMdSatAOBzSjFK4iCQHj61I/rVRAhx1qTAK1QABwKl2qAPWpuTzERXmpt+O3UU9SbsgCHmpdoz VDuN5xT6AG7TUmOlK7ER4wtSMvUelFwuZA60bdvFc5Vx+0cUwD 1607CH0melADWPFNdvWkUNP8OKbuGKmzEP3cnFNFIdyQGk7VYD gTQKEgFpOTQ9Ch/akzSQCUp5/CquFxhakJGagaYuTxQMGmhkyilBOBUkC4pu/NOxSZNzkelMzU6jJBk0zfTG2Sg0xSMHNBJOtR+ZTQFldvemKSc CpAlHf60ik96QXJiDz0pmRigofTQ3IznFUUxxOOKbxjJ65pCHU ZHApAKWxtz602qQhy4596Mjn+9QA4npmmZ6n2pMaHFucCmBuKf LYLknb6VHkHPpUAPGAfemEjPy0x3Hlu3amZ5NOwmxwKnNNLdqQ D9y/hUOetU9AFUj8M0w/NxmgZNu6ZqLuvFKwh7Fd3HSkaqVh3Fzxj1pu44pCBt1IzAfnRq JCnjIpOppoCTjAFR5poCTe3r7Uzqaolj88+1MLYxRYSAtzUe7N ADs02gBM0uDxQAcn6UE/Lj3pgAHfP4UgpiH8dDSelACMBj8aQnpimkIPSmluT9aEA6k46m gLDSePxpGPpTQBz0pozVkskzSZqRjqTmkMWlJHanqK4BCWzRn0 q9Sbj/SjcAcClYQvOM0nzbfapAxjIecd6aPWpYyXnANJuJAqRCUhPNFh iMuQaOtS1qGwznaPTNGDgemasQdadgbqlFIcASAPSjNDQx3pTd 3AAoEO78VHQPYd703NMY8mombPFSwQE9aZmi9hkwao91NFImye KZv7VJGpKpHWmAn9aTZRNUZb0o3GTbs1Hn0p2EPGaZv7DpQ4l9 CYNTFNFiSyp3BaaHZRg0vQCwH+Wod4pcgibf29Kj8zg+9O1guW N/eq+/ApAWPMFVGkPapsMuo4b5apecwAx2FNjL2arCcfLj0q4gWeATUZ bpil6hzDvMOaZv6CkAuabuFMY/fjI9ai96QbE27vUecYNICTrUWc09gJC7HOKbnk0ib2HZprPywH pStcaF4pnIxmmDJM1GATxVIm5M23dx0qHdVctgJOVweKh3dKB8 w8nFRNk9KAJN44FNUUCbHbqQmqWoEnamHp1osAMe9R9KXKMcOl CgUyBxppNAxQ3P0pu4U7DDexGD0LUhf7v1p2C4/pzTScDntSRFyQvn6VGWb5c+nFPQLjxUQJoDcdnmm5qkhknzBab 1YdhilYkaaccYX3qh3GjJNKKkBy45zRSYxwoFNEuwhzilOKrlE J3pMdKq2gDqbnnFSIf261GSaYjKoXAHFZAO6YpN3SgQZ4980A0 XGw5xikLFR70/QL3GEgYoNAC5ptLmGSj0FR7jQLUdkk01ScA5pMu5Iehz1qMnvQ hoD7UmapWQajM0jtl+KzauNMXpmm44zSeugx386BRsMk+6Ac9q Z1oJJV+7yfmJpitR1AkY0zdVDJM9qj3DilYRJH/WgDFF7lEymkBxTsBJmmg0CJlOaRF4Zs9KGDY/1pOKkY3NLnPHvRcpgSCaCMUkSLihTnpTAkXG1Tjkmow2eKYE+4 4qP5hz7VLQh2aj7imXcmDdKQZIFDViB+aYTmpAfgHrTN3NVYYB uM0hOSPamUP3MMgd8UzOO9AiTO3NNPPNSAm4de9Rnt9aLCH7l+ bNMNaIofnJx60vy8fSpJuJ3oBA+tO4B6UmapiuS54xUe7g4qQH HrUYP3Se9VYdx7dcCmE/MR6UIlD+OB7Go91ILDgeCKj3ACr1Gx5fmo8g/L3pWsK44HABx0pocL1oELu4GaZuXdQwZIPeoyW+XFNCLGSckmm jihq4JD+B1603qaLAOx972FMOfWqQD84NM5+bPQCmMdxmogx4z 60NDaJc4FRbuoHdqCUSKxOfamhGp6BoSI+4UiAUpCJG2ioiGqU McSo/EUhLce1WiRvTb603vTYtR2aa3HNJIDN6UzdzWIkx9N3UASDFR7 ulFgJWw1JnFDQ0MbqKQnvUhsB7570wtnrTUQsJupuarlYEu7io vmpWKH7qYTimMexYfiKj+YnqMYrPYNgBpKBqRIW6Co/vUbASc9aMiqSAUHGDScYpKIbi+tN3UncQ/IyKSgY8cuAKBV9AJcnrTKkskX5nzikU9cdcU3sRcnSmpwMUrA2 SA0lBQ/NNzTEw6Um4UDHfN1HSmr1pDH8rSHcTk0wuKhXd81NVCW461GhR P1U0hNFiQA4pCfSmG49WpnbinuIcWqPLUkgJA44qLNAWJd9Q7u 9KwyVj1pnHJqgTJWlxj1xUJK7aQhd1MU1TGS76Z1brSAkVhnLG mGqFcernrTd1INxSaZTGO3sM7e4pAozmgQ5OAKOPwphcQg7smk LU7E3ELUbWLYHpRdDYiD5QuO9TD7pptkkTcTsV/u1LheTR0C3Qh+bZnFPJJ47UdQ3GBe9ShcU2AgDfLUny8fSkApA 4o4qAFCqGB64pcHGaYhjDJ/GnVSGNAp4obEMMVPyNwo6DuJsy2TRmkIewCsMdqjZvSqiiR1ML UwHFvWm0ih2RzTD3ouiROKZvFUMUt1FMLkMT3o6CbMsHFRAisC PUnBHeoQ1G4iUNkY7Umau4yQ9APao91LYY6m5qeoxCe1GRkk9M VZQYpC2dtIkXkDjmigBZBg7c5ph5YmlbQYAcikzzRZjCTbu4pD yaS0HHQUCniiwri46e1Aphcd7U0kAVNgE9aKY1qOFJmlYrYfk5 9qbu7VVrBcfTQalRDmJ0pFYYPvVMLkopmRxTAkDUzNIoeTTGIZ s4pAOB/OmVSAsJt/ipg7Uhbj6QfNxTGPFC0gY4+uaQ1IkGaVVBouAcYprPxtoGJmkz waQIUkVHux+NPlGL2prN0A/GgCXPAP4VEe1MQ/dTc8+9JgLuOAOwppOO1MB4o4pALmm5FXYQ/NMzSAfmm7hTESUlIdxe3vRVAG2mM42mk9wJBTF6CjQTJd1NJ4x TihIdQuM80WJuAxTPeixTHg0wltiepNNbiJuP0qFj1weKOQCYO KgwwwfWmBZ3DHWq69RmpCxPuyT7VGNpyaRJJvGMVErD5OO9UPY XzBkUwjJOPWquhsf5uKZjtQICw60nHNUGxJ5i7UPU96h5pCH7z UT54xT3HuP8zPWk2ofyqXYBFbkE9jQSvyD86CRjMTzTWYA1e4G MJM1GjDArnIZYBNRhzQBY31Duq1YEWB0zUYkqG9Sm7EtNzxQFx x21ETSsMkznGajyaom5KWxj3qDuCaQyTNM3GlqVcUUg9aY2SDm m7xxRYRIMU2lYRLjmmqc1RQMOlJgkLzT5QF4xRj1qWAme1LlQ3 HapsxigDcCaTdmq6C1H+9R8kfjRa4yZe/saRMgH3pkkueOKbTGP3cU1ST1pWLQ7FKR0pCdwHTNKCcYNNi1H UlJFXJVYimigOYk3UwNwBzQFyQ+lNWPJJ9BUoZIGxlumKZnIqr E7ELNmkoKuLmgnOKSTFcaWFMJ5qg6Di1NzUlDwaTuaYrjx1ppP TihCHk0mO9IB2eKXFIpMMUrD0qrksZtIwfWgA07ghRSUDsP54p c9KQh3GDSYpCIyxKlcVLsFVzAOC7EXPcZxTiq4FIVyPb2NOHWr uUPVe/tRnJyKlkjdmOtKWOeewpgNxRmgAA4JzRmmIGHIz1oB5phsLTSe aAHYGMUwNS6jsS46ZplMTCmNJziiwrjyeTUO+mCJSahaSmhkm7 ioPNpMRITgkGq7S9eaEK5M0lVvMq7ATMxqAvjGelTcQrtgkVXd +ppIbMtWHP0qMR3P8Azyb8qwUkY85ZWbimbJ/lxG35U+ZMCXfTEhuf+ebdfSnddwvYmB6UoimAP7ts/Si6LJAaaIbj/nm35UnKI7hnml8m4H/LNvypOohcwU4RT/8APNvyqucLkeaDHN/zzb8qTkguOPPSnCC4Iz5bUlJDQ0knaPQU8Qz/APPNvyp8yKETAp4hn6eW35U3KIrh2pywz/8APNvypc8QEUHHNSNFchQNjUuZN7lsZT1gm7o35U+ZE3EG0oec U7yZ/wC41NyghrUj7804xTHrG/5VLnECPadu4VJ5U3/PNvypc6KuIgJHNTCGbj9235VV0JyHY4FP8qbA/dt+VLmXcOUZtyeOgqTyZ/7jU+dEiKKesU+P9WaHNFXE5wR2NP8AJmP8DUrxBsi9KkEUvHyN TuhjKeYZsk7DzS5khAAeKk8qYhRhqfMhDSKXyZT/AAN+VLmiiwJ6ijyZ/wC41HNEEJtFO8ifAwho5l3GyMjFJ5c+PuGhyQDMjnNL5Ev9xvy pcy7iGUphm6bG/KnzISEByMe9SC2lAB2H8qXPEOozPNPNvN/cboKOeI9hN5OM+lOWCY/8s2qrx7i5hQc/hT/ImT+A1PPEoBiniKXH+rNVePQLh/hT/KlGDsP3TUuSJZX60GOX+435U+dDug7UGKf5fkNLmQ7jun5U/wAmXJGxvyqlOJFxc8UoSbaflNHNG4XF+7SbJ2P3Dmm5JDAsRSM s3I2NkCo5wG5qPE39xvyqlNDuS7+fwzTHWbH3G6U+ZdyR7MoOM 1B5c/UI1JSiuo0Tb+OajWO4xt2NVNxJch+6m+RP02GhSiO4ebjvTWgl GPlbkVXPEVwMoqLyZv7jflUOcblcxMOaRI5x/A1PnRNyYkUnlTD+A9KXMiSMmmss3/PNqrmiURu5FN8ubOPLaq50SIznmnPDNuPyNT9pEZFupzRTf882 o9pEm5Fk0rRzc/u2puaERtJ0pPKmP/LNvypc8UO4PICeKZi4H/LNvyo50IaWqN1n7Rt+VJyQ7n//2Q==
hozifaali62
23-06-2011, 10:27 PM
السلام عليكم ورحمة الله
الحل
=========
الوسط الحسابى لعددين أكبر من وسطهم الهندسي
(س + 1/س )÷2 > جذر ( س × 1/س )
(س + 1/س )÷2 > جذر ( 1 )
بضرب الطرفين فى 2
(س + 1/س ) > 2
soso2
01-07-2011, 11:04 AM
ممكن نحل عن طريق و جود نهاية صغرى عند النقطة (1 , 2)
محمد فواز بكر
01-07-2011, 11:40 PM
الله يبارك فيك يا أستاذ رضا
محمد فواز بكر
01-07-2011, 11:45 PM
السلام عليكم ورحمة الله وبركاته
المسألة تريدك أن تثبت أن النهاية الصغرى لمجموع عدد حقيقي ومعكوسه الضربي تساوي 2
حاول .. الحل
الله يبارك فى حضراتكم أستاذ محمد يوسف
Ghaly6854
25-07-2011, 06:43 PM
بعد إذن السادة الزملاء خل أخر
(س - 1) تربيع = س تربيع - 2س +1 أكبر من او تساوى الصفر
إذن س تربيع +1 أكبر من او تساوى 2 س
بالقسمة على س ينتج أن س + 1/س أكبر من او تساوى 2