(07-07-2013, 08:08 PM)'Cortex' نوشته:فرید عزیز:
تا دوستان جواب سوال شمارو می دهند من از کامنت شما چندتا سوال بپرسم
یکی اینکه اگر تعداد شرکت کنندگان جی آر ای طول یکسال 47000 نفر باشه چطور میشه که فقط 11% از اونا برای مهندسی اقدام می کنند؟ 89% بقیه شون چی اپلای میکنند؟ عمدتاً علوم مهندسی و علوم پایه نیاز به جی آر ای دارن نه بقیه رشته ها....
این پرواضح است که همه ی کسانی که جی آر ای می دهند برای آمریکا اقدام نمی کنند و همه کسانی که جی آر ای می دهند هم از آمریکا پذیرش نمی گیرند... البته شانس گرفتن فاند دکتری بیشتر از شانس برای ارشد است، اما در مورد پذیرش نمیشه قطعی گفت.
درکل ؛ سوال آخر این عدد "95%" طبق چه فرایندی بدست اومد؟
ارادت
دوست گرامی
در نمودار زیر درصد شرکت کنندگان در هر رشته مشخص شده است که بیشترین تعداد در علوم پایه است. البته چون بالاترین درصد شرکت کنندگان آمریکایی هستند و علاقه کمتری به ادامه تحصیل در مهندسی دارند تعداد شرکت کنندگان کمتر از تصور است در این فیلد. 470000 آمار شرکت کنندگان است. عدد 95% یک عدد فرضی که سوال پرسیدم (از دید من اگر کسی بالای 95% شانس داشته باشه اگر مشکلی پیش نیاد میتونه قطعا پذیرش بگیره) که چقدر می شه با گرفتن نمره مناسب در جی ار ای، روی گرفتن پذیرش حساب کرد.
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[/img]
در نمودار زیر درصد شرکت کنندگان در هر رشته مشخص شده است که بیشترین تعداد در علوم پایه است. البته چون بالاترین درصد شرکت کنندگان آمریکایی هستند و علاقه کمتری به ادامه تحصیل در مهندسی دارند تعداد شرکت کنندگان کمتر از تصور است در این فیلد. 470000 آمار شرکت کنندگان است. عدد 95% یک عدد فرضی که سوال پرسیدم (از دید من اگر کسی بالای 95% شانس داشته باشه اگر مشکلی پیش نیاد میتونه قطعا پذیرش بگیره) که چقدر می شه با گرفتن نمره مناسب در جی ار ای، روی گرفتن پذیرش حساب کرد.
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OQqA5IrB0vV2d7afPXyxduNdSddcFY5yelRL/2wWHokAsklETCSqwxIrhy0gCZU4Xp2ZnrYzJ2cqJjktKns5NlmSC6RgJFcZUBy5SDJWUa7/upktlElyamqqqtlYSSXRMBIrjIguXKIDhpmIxX/zIkqSU7ZPdtbm6VHYiC5JAJGcpUByZVD570NTo4qZ9WSXKNRv3plrvQwQpBcEgEjucqA5EpDJ+i3tzZb+3vaN3Iy4aiS5Fr7e34yegSSSyJgJFcZkFxptPb3lHIiwqXLcqmS5ByC5JIIGMlVBiRXMs3dnZFP0+cEkssVJJdEwEiuMiA5iEFyuYLkkggYyVUGJAcxSC5XkFwSASO5yoDkIAbJ5QqSSyJgJFcZkBzEILlcQXJJBIzkKkM1Jfd2Y/358lM/lZzSAsnlCpJLImAkVxkqKLnm7k547x0MC5LLFSSXRMB+JMeQ/YxUUHJXr8zpDlIkNxpILleQXBIBO5EcQ/azUzXJvXr5QqVDaBYjg+RyBcklEbATyTFkPzuVklz78KDRqC/9sGi3tZX+fFMkLcn946c//Pr7352df337czEBI7kkAvYgOYbs50KlJPfwwcLszHT78ADJnYW0JPfr73+XVqeG5JIIuHTJMWQ/L6ojOS1ev91Yz4J7t0t/vtnx0f96/99/Wbt/dgoLGMnlCpJLIuDSJceQ/byojuS+/25et9U8fLCgP1+9MuehZaTVqWVIjvYQgORKwe2QPUWqI7mlHxZv37ohtFU7OzPt4Ya2tDq1DMnRHgKQXCm4HbKnyOiS297afPXyhTHCXWj5HQZ3NfZJq1PLkBztIQDJlYLbIXuKjC6527du2F1otYnJ27duDPtfQHIOO7UMydEeApBc6bjqzVLkTJIbQWwhudau9FMgIK1OLUNytIcAJFc6SO6MVFZyfkirU8uQHO0hAMl5wM+QPUXOJLnZmelXL1+83Vgf7XeA5Bx2ahmSoz0EIDlInXPbkxtwNv3zTz8aSM5hp5YhOdpDAJKD1DmHIwSt/T0Jr7m7c+o/lthCSn8EeZNWp5YhOdpDAJKDwdGFCc+Xnw7igsI4n3NybzfWaxOTr16+GOr/heQcdmoZkqM9BCA5GBAddWg06lrbG1YH+XE+klMhUZ3PHxwk57BTy5Ac7SEAycGAPHywoOQMVd1sNOqlhyRGlFxzd2fph8Xm7k5rf297a3N2Znp2ZnrY/wiSc9ipZUiO9hCA5GAEHj5YqE1Mlh6GGF1yNi1VyZkREiyRnMNOLUNytIcAJAcjcPXK3AjTnpw403Jlc3dne2tz5DMcSM5hp5YhOdpDAJKDYdEFeFXbkxsNJOewU8uQHO0hAMnBUGhD7ox1Qs4XJJc7aXVqGZKjPQQgORic9uGB8jPahwelB2OkJ7nkGnFanVqG5GgPAUgub/751+Y/fvrDGfnnX5vFRNuH9uGBtuJcGS5DcgWQVqeWITnaQwCSS6I9FPa69UElQXTtmnBiOySXO2l1ahmSoz0EILkk2kPpktNV5hFObk5AcrmTVqeWITnaQwCSS6I9lC657Piotb8XUXpIAsnlTlqdWobkaA8BSC6J9uBBcm5BcrmTVqeWITnaQwCSS6I9ILk+ILncSatTy5Ac7SEAySXRHpBcH5Bc7qTVqWVIjvYQgOSSaA9Irg9ILnfS6tQyJEd7CEBySbQHJNcHJJc7aXVqGZKjPQQguSTaA5LrA5LLnbQ6tQzJ0R4CkFwS7QHJ9QHJ5U5anVqG5GgPAUguifaA5PqA5HInrU4tQ3K0hwAkl0R7QHJ9QHK5k1anliE52kMAkkuiPSC5PiC53EmrU8uQHO0hAMkl0R6KlNzZ70wo+NoEJJc7aXVqGZKjPQQguSTaQ5GSO5fHW2TASC530urUstQaMZLLFSSXRHtAcn1AcrmTVqeWpdaIkVyuILkk2gOS6wOSy520OrUstUaM5HIFySXRHpBcH5Bc7qTVqWWpNWIklytILon2gOT6cCbJtfb3ni8/fb789O3G+gj/dyQ3FIW1ibQaMZLLFSSXRHtAcn0YXXJvN9ZrE5ONRn12Zro2MXn71o1h/wtIbigKaxNpNWIklytILon2gOT6MLrkGo26ie358tPaxOSw8zkkNxSFtYm0GjGSyxUkl0R7QHJ9GFFy21ubodXahwe1icmHDxaG+o8guaEorE2k1YiRXK4guSTaA5Lrw4iS09Sttb9nn4QTuwFBckNRWJtIqxEjuVxBckm0ByTXh3OT3OzM9CCSa//6iyHJAQAADEICkiv9GQEAQKIULbnm7o590mjUv/9ufqiZ3J/+9D9Lf2QAAJAKxUlOiSevXr7QX1v7e7WJyefLT4f6j/z804/NPxZXi/rsfPz3Tz//9GPpYQyIFoRLD2Nwmn9sptUemn9sJtce2r/+UnokA0L/kCvj0z+c6QjB7Mx0c3enubtz+9aNRqMerl4OAo04V8anEZcYcHLtAcnlB/1DrpQgue2tzUajXpuY1JHwEYqe0IhzZXwacYkBJ9cekFx+0D/kSgmSE9tbm9tbm+3DgxH+v3/7j5//sv+n0p/dUE/5b//xc+lhDMh//v1vafURf9n/U1rt4S/7f0quPfzn3/9WeiQDQv+QK+PTP5RZoBkAACBXkBwAAFQWJAcAAJUFyQEAQGVBcgAAUFmQHAAAVBYkBwAAlQXJAQBAZUFyAABQWZAcAIAj5i5fmrt8qf3ta+mRVAMkB0PwpfWZdw8gVxbu36tNTOK586JSklt/vfb+3ZvSw6gqe81P9fqFZ0+WSo9kQNJqD+1vX1dXlveaydTM3fn4YXVlufQwBmd1ZTmV9oDnzpHqSG7+7p3axOT83TulRzIIX1qfLeAk2vH667V6/UJtYnLx8aPSgxkEPd6F+/dKj2QQNICo1y+k0guvv15TL/yl9bn0YAbh5vVrCbWHLDXPvX/35ub1a3OXLy3cv+ct4IpITq9cQqPgucuX6vULc5cv1SYm6/ULziN//+5NbWJSjbg2Mel/Mpdce5i/eyeV7iw7PvrS+ux8uBPNidNqD3vNT3rRhP+Gof5hauqiRhLeAq6I5J49WZqautj+9nWv+Wnh/r2b16+5nSG1v31Vm9j5+CE7ef2ce07P0/588/q10kPqj7WHnY8fFu7fm7t8yW17EDbJWH+9Nn/3zs3r1zyPJHY+fqhNTL5/9+ZL6/OzJ0tqEn4acPvbV02LLSS1hy+tz2oP9fqF+bt33M5B5y5fmpq6qP4hiflcvX5BIx49eW/RVkRyeutEvX7B89KEltFqE5P2iX/PzV2+ZGIz4X1pffYT8Pt3bxSMhvAJtQehvkxMTV2cmrroeebxpfVZa9c21ajXL0xNXSw9MMOWf/UMu7YHn1sb7W9fo8US/57TiKf97WuYF7r+eq30wETaklt8/Kg2Mand7/fv3jx7srT+ek2P2O2EQ69f1IWZ50oPryvPnixFna+evJ81K/VoGkBoW8t/e9CcfnVlWTmrqyvLz54sKXj1dN7SOr60PiuXR0smz54sPXuypPnQ6spyOG7zQKfn1B70VYftQehXHw3I9K75tHJ2fKRxQ2g4jSo0GS2dhCW3+PhRvX6h63jBeR5g9PqJ9+/euEo6UC9mj1cLPlNTF9+/e6Oh5eLjRxoRlx6qolVH0PWXvvPxg7f2sNf8pBGDiJqxnrCr9TSNw2yuGTZdDeG9OUMLv13XSNQFu2oPIQrbmoS0t/j4kav+QZkmCklD3nr9ggxnU7rSgxQJS84WgvXEV1eW29++Wtaiq9l9+9tX2ylUs+jqOT9o11DcvH5NT1Kj9ampiza20D/z0Bcrts5HGraH0oMMUS+w8/GDraTp852PHyQ/P6s92UmmycL9ezaJt6mGtri8tWT90rW1GYb3pfVZOR2ulKxWOjV1cf7unb3mp/a3r2oDC/fv7Xz8MH/3jrc1Ho14Fu7fs3df492pqYvRA/dA2pKbmrqo+ZyttmvZx9U6j22Dqx3YENKz5+x9C/cDpOpwk9nJ+H3+7h2NHjof6ZfW59WVZVfCyE6coeGOnrBFKIs4Wecx1HNlwSDdRpDrr9cWHz8qd6AT5VJqWm8TtahVeGsP1j/Ybr0yesIES1cBZ8dHU1MXbZSjtevsZLFHP4ifCUaWtOS0BqWl6vfv3mhw4WpGLzQQUy+gPsLi1OtXeswaPOrP79+90ctm/aydiNK/kedsvFZ6a9Zs0ub04YGz1ZVlb0NgIcmtv14LDadsjtKfZ1e0Kaue11rC6sqyhx1ZKS0c2Vjyp/0bfeJhQKnVpvCTxcePlAmcnUxA7dVTCpWHlZIITYWtr/A2M45ITHJ62bqeoe5s2aWg2U8YW7T6r4GbnzahPsL2tG2hMnySoedsbGHLmCWifcHIZJba4+3d0zKDHqxtyNkg3eGqlE4IKI02OrOlZuwkYTXKT9YmVjjd1CfhBkdZ6LccutZSYMIRz87HD6W/XH3Q7oA9UkXubfnBSElythlg67/6vP3tqyYWHno0aTg0RGdg+kFKD9XQ0r+9eF2PNKjiib14TkaXlnkffa7e2dWqtalXjcHmH+uv1760PusHKX2IFmLNQI9RjXbu8iVNL3RswE9HHDVavYbRdnLpQWbdNins3F444tHmVunRhig9VakP2cksU1+ylYnSg+xKMpLTWEzPUQ3FRpFqwU7KyWiuozG7Pok2XTKX6cuWWaC/+jy6Fy6rGnq8TqYUfZAVwudpc2KzXelBGmoP0XqJnRvpTLD0QNRo1TBsL7z0OZwRea4zMdhhbm2YiaaBjn1Ji9i24uqQZCRnBy9Cw4UucYV5V0FGuVLexuxhp+DWcxaPnc0ykvBc1wh1VE6TudIj7Hzanb96JfLoqFzpQfYK2xrt+us1DSifPVnyE7B6rShOW/qTkl2NeLKTEhCdkVvGtZNeoivJSE4zOW3ARHO40mMTth8QZs2Z5yxXytuYXWM0xdnVc04mnXYgXY8xTF/ujNwhnccYFu7fczXWCdGvPlox81mOWXXFNILM/A3OIr60PofnI8Oz6lb40dXm1vt3b9R3RZloilwLV6UH2R/vkguTkbRaYltxWu1xsgoh3a6uLGtVSh9azxuuYvsZUerxqlSBRRXZQtnMpceZBZkO1h3Y5DiM3NUAIkThhQsPOgBTemB9nnZnyqK3Hs3EEGbxePZcmGvt+RCRYXvJnZlo9oM4x7XkLD/V9gb0icNy1zZXi5qs57pzvaqEuJ0VWSJ7dnyk3AdLobRRfOlBGjrhe/P6NUXVddXalTNUw0InvrOTKb4WHt6/e6N6N6UHGQVcC6q4hRtv6oVL38vQflX4W46WRhLyXGcmms9urRO/klMzXXz8KKpgsrqybOvspQcZEg0nDTnDZ905c3Dn565y50SYHaMXT6fRuz72cjGl2YwzC8ptOAw4KmFsFW0sNcbDvsv83TvhW6/Tx9lvM9Fs7af0aLMT9Ya/6M6sVDVgn6dHVFg1S0TGvXAqudWV5YX796K9N+cDBxWqUC8W9V+Ljx+56tFC3M7b+kSrztfag7IhSo8tRL2bNi2i61t9nvC1jF9bnrIJqGqPlf7qdR4wtelauE+vI0alP09D1bdVPyg7aRhhVzY1dXF1ZdnVnD6sUxrltKfoOS+S06WR+nPXZbSo7oYrwkNmtm6pbtdqmPpBe1rqF6yIiSvP9Une02TObUsQGq2HXa23Jxxi1UCiOliu5ppqEvqN25DRbvyxZRL9LH7Cjp5wmMask3Caxrka8ShadQ5WSTWs0ORzUaoPHiWX9T6P7GGdPSS8wzcs5hauSrmSXHSHr62c+OmFpbE+DlOonoeT1ouFP4Jd3VB6eBHWXMPYuqYblEX04oeLJbZxuPj4kRLTXE3jspNV06hD0+zTYa51dny0cP9euPlqKUj6qyampQc5FF4kJxYfPwrv3Ov0nKuuTfsuc5cvWQ230HNaNvHWglV5OQw+zKt0sjHQf9auib4HH/eha8KR21Vr81wY3l7zk4dKu1bwvle04UDT1RjCblOyO9+jDs1Vb1nGCF8AABKWSURBVGbcvH4tyjDqdWgyFdxJLuwaPKcCZyc7hVpqsFVs552vRsRRLXkPo/WI/p5zuMijfRdlJyowz4m12cmq9c3r1zRD6uq50uk0nD1th9FGEdoIOPpx3HZoQt1a+GD93Kg1Gl4kZxWboq7B85XZyo7JghwqP4t+vdCLFxpOEyNX+97ZSYJyL0nsfPzgasyuJZ3ayYGtaPfFoef0WtlV79opcGgOPdVow1t7hw6jDenMqwyfvLcOLbwh2RKDNfrRfNTbdYxD4UJy0Vpfp+e89WjRlXV2u5JVI/Q2UrPsOKvKE179460FWwPwdhqyT8C2A6eYoyPq3tqDpSMqd8MagLf2EBXXiOp/mue8PV6LvDPLWhWRXK2ddN75Hl1bPzV1Md1pXOZBcrpAIPqtux0CW0JXuL9tox6VnnPVIHR7QLhjYWkRPu901szSxhAOs2p13C1ssTevXwufreX+2Vy53ICjc7s2d49Wra0unZ9HnQWe66xwnTmuXqv8qTD5SJ94WzLJTkY8umQgHFJopcpV2c/RKF9y2sbITtrrsydLagedZZA8oElnpDGNesJcWyfYXXGqVGvP08qPzd+940rJWbd7Ab2dklSEYcucv3tHg4aay9tSNJqxX7TKwCqf2Z6qfihvjUHYVMPnyqShO78W7t9TnHKGCn5qy9ZbgQXrFiwqrbJ6y1A9I+VLTtqwuhXC8m5LDy+i1q12ifLQHB6JW7h/L9xu8eOJPtglL/aJHTPyM+LRdCc64Ruaz9ttKV9an9dfr1m2pF1D0z65AVWLw6XH2Qv/KRu2xlMLbusNLydyKGkLL/zQW9M9O6VJztKpw7Q0LQfXOqop+mFq6mI0HHv2ZMnVlmGIFV8ODWeXU3vD3qsofyfMYvWDOjXrdq16uJ3w9dmjqRnYbpbK46lVu/WHcO45vWuatMl2VmRVi34OFyqzbgdkNQH1+ZBHozTJ9cqMkuRcdRBahbBqC1GbsJNnDrHbnsxwegP9TImEVeLWzrzuRqgFh9a9DSO0aREVOlp/vWYL166GEQo1++1Wd/vb18XHj2yD2dUYQsLo/NxP8fu5y5eiJGqbxzu/DSM72ae3Xss8t/Pxg77kJ/PoXChNcp0ZwF9an/XWeVs2ifaEbAhsZ8BdjdG+tD5baUR7yJoZK2PC4caANBblUmqGYeYrPU5hiWfqI/wX9LPMI+enGgytTvca1jjJte6cACl9IzScBpTeGoaW1qN0EoVdc1OJ+3wpWnLhCDfynOqkuerRjGgIHLYJV0O2MBtYfUFYD8Lhas/qyvL83Tu9To94Q0eIoomaZ89JGLZ36P8hq+ZRzc1NyH2IPGd9gnUIPq/yiKoEP3uyFNYu8HzGd2QKldypFXpcEeVSR11DOGHyg+bBdplvmLbqMBu4ayVuz11wr/q/5rnSI4zQw+x8km57NEuFcPjb7/V47S2zl87uC3TYrVkN1fAkXJjQ7rBVnJF8JbfX/LT4+JENFro+R+1zetjqjNbZO9MRvfW/4RN7/+6NOog+j9ohXY/BOTk9oil7vX7BlqP7nPDda34qfR9OlbrCDZXOtHWlWWbHR6ruVm7AXfH2lnUlWiAxz1mWuMPKy8IuNZy7fGn99ZrqV9gKsJNX73zJUXLh0lm4mNM5zXdSyDic/WQ9+t/ayU3lpUcbndbqOgR267lwltz1OZe+zWn1NRYfP4pOmIXa0CelR5udtAddTmYfajs5bAB62qVHG6GSePao/XvOVq2VPBk+ZK3xlB5hiF1+O3f5Uudp+lBymePRz8jkJTm9SzqXoz93LkmpTkR4kVW5hAsO4U8Rpibqqx6U/KX1+eb1a1bzM+vRNfi5W8Aesu1e2KvlsKxJr0Rqy0LSk/dzqCi6U8Kwa3QsHdRbYpdW9uzqGf8JMlpmDyfubkeTWXC+2947a67a13C4cXi+5CI5NYLwXdIqSlij3WYeHq7zMHp5TosPDmsWRCcuunYNrgJWj2b5BZ3jidIjFNG6Xzu4INsW2F1lHkXjSN0/biUf3WYe6feuqY8ebHSg3uHSmeoVdB4hqPk765IdH81dvmS3a3VWZtdAufQgcyUXybU7LnyqndzmXPttdeDSf/6QveansPBK1P+66tF6PerM9xA4LNllrSJ8zn76CBubP3uyZMf4aifFam2z2c/ClDJfnj1ZsqMX4ePVeqC3zKPspNxrdpK8Y5tbVmys9Ai7Ep33tzWe0vdlO6mdHBgIDbf+es1bS8iPvJYrwxNaOl0osWm1x+HoLDs+0sxdm7HRPEMDeQ+rUoYObKnCQlfP+RGGsbqyrPsYtRNg54ocrvNEEyBVBlG0HnZkO7F9F40jpTT9CA57XkMrOkp/CPfpvT3kL63PagDyrhXx0kBHazwegtT2RLj3pktQ/d+ulR85Jp5YNxGW4taQx8kmXLjFGq37da5bukKdgi09dXpudWXZ5yqEZRZYq/AwRW73KL1vS5T2ydzlS9G9yX5QykPYebl63brSOaHvdRNbiVilrrCtRvfRlB6wpsKdC2ZWWFUdgrIr/ewLFEC+Rwg6O18tu3sYREQXfXWus6uDcDglsm3CWkeNXQ8v2yDYU9XPUrqPB69e7aGKm7qzQX7RvQ72FYxdyJkdH6mcWLg9rz5hauri+us1/bn0JxyxurIsZ1j+vf04irn0NR41iWjBzLpZu0Xy5vVrbgsX5Efuh8HDzrfXZfbF07W+XHTdpatcyhBb2FEXZuN0y3ovPcJTUZOwJJTS4xkkvVOVxD2s/tmYvX/L1HQ/XEcpizBaqxMdZsFEtx6WG3D729dQWhoAWRqdz9FkeJFW1m1BUmuqGluU3h4KpoiKJ+H2hlvDZUHf8ezJ0l7zk7fke6EZpwUfLUb1WnYri9WV5a4Os6We0ns0o7/nOos2lUt/z9mEw8mYPYzWWqw2EcMIo5XhstAGW3SuN0q19ea5qD1YqlR00HM8Kaisl5qFB8PpNQuPN9ila1nQVlz1aBG6GEVXumgVRQl1nSc9y8XnBQJ96OO59+/eeFiVCunvudWVZVenesM3y2YYPst+dkbVmR6laX3pc/quT1jvnTKPbNfQ20UTRVL+panFEzbZrrM6rbO7evHCMgrWmlVzwU7Wh9dnlI62u109w0FweCy9DwOuWzrBog2Tq80orrrgQTznEHvCYZxW7C2JJp0H4yi57KTJapjjv4OwHYuwjuLN69fUdu1HUIG00qMV2ut+/+6NXUjkbcAeEp4PScJzFq1nz62/XtNjtMWSrtHq0GHp0Uak7jmH7aEsxlRyWVBazD7RmqqfyZDQiRyd0wqbr2UGa81Et8D4eQPtIJEGE3Z8p/TAIsJEcM9lxgwb8YTHnnz2a2EasMXmMFqtPXaOwHp5zu1Yze0TLpfxlVzW46YMVy3D7hbo1Z3VTuosqGJs6Z2yVnq1G/Sl9Xl1ZdmmnqpTWvojDdH5p7nLl96/e2M7GfaDRGMgD2hkM3/3juUoRg3D1S5RdrIvG7VMb72wBmRdVxqUwBwOzpwbLnrC3tpDKYy15LLAc04Mp9ZpTdOypKJ/EC5R1k5KppW+qxGVvwq7g+hGDyfY+acsKN4Weq70PuL9uzfhr9VO6WniHnnOQxnYsMin5NG1zpyasZ/20CcFJrrByg+6NalXgS4n7cED4y65zFN2eOeb1nV+qX9mdTfU0Et/jJKErKB+wfIL9CPcvH7NzyunsxaLjx9JaVZlw9W+i46LhCe0bK1Mae46Ou1nWVUbsYYdbomWf9UvO4nZ6OU5J/UKIqKLzEofjXkGyR1lx0eLjx+V3kp6vWNdPafiC+UGbHX87K+dlXbF+3dvPGg4fHrRBuHU1EXNKjTj9NOpqTybXahkR6ctwmiVtURk3JvXr+18/GDJ67bDbftz0QDIFV3fQYcFFrSIqpIxtkfroYyUT5CcCzp3BdrfvlpH4HC/UCUVwiQdu0Q7qrTrZ0nKUApP2ClEGaqlDyAioumaKi9nJ3uKHirKW7drn1ijjdJ5av6qdoXYdsDi40fKDnW4szV/905YQDVa2oEIJOcCqwCrrtYKdIV3Unt73zS9sErQ6ubCns5J4cQIPdgoo8T2t1w9YSNa7tOqoKrLe8g2yk6mcVEk1mjDUnlOpsh92Gt+sgpNHlYClQAcPrfoskN7/t4GZ05Acl4Ij8qqI+5ct7Satk7QfM5CtZS/9+/eKKfDW3ZidrIFW//t5bfapb95/VrpPVqI6g2GlazlObuR3M+Nl1o17fxcLcTDauqw6NbZ0sPIui2i6kUL26qah4fhjkOQnCPMc5Hh9pqf/Oxh2P6Qpmi216KAw1uzXZWCbX/7ap2C53tlDbNar/QNV+j33nWIEFY3htGIPKeFn3r9groFTfV4yL1Acr7oPEJkl2iUHlt2MjBXGVLLfYg85/CC2ayjfpt/z3X9pbv1nBpG17VTD5cTVYDIc1GVXd2fXHqQPkFy7gg9Z4YrvVOzV8hOXISTy8hzDul1f7qHZ9uJnBFddmrn+XzG3PU8Q58ZHvRhr/np5vVr83fvhFlFnfM5VWl/9mTJYXvwA5LzSLhu6aFHkw/UyWo/oLM7M8+5HVH28pxPMXdeBXfz+jU/q9Zdsf3OZ0+WtKHoPJfSLdrjNPSr/9L67PPeBucgOaf4mcNlx0frr9eseoLOnnedBq2/XnN1YKDzgqdOz7ntLDSYsOB1MNy55LKTIjLWO7tqDwlhxy1UryAsAyv/4bnBQXJ+8VYVQsUnOy+T1EECh92ZKS26ecRJgZsIFSBVR6bYFPzU1EUd7IsyQj2j2yfohc9CtAWw8/HD4uNHVkycKfLgIDkYlM6NN9uf85MmrjO8Vle+03OSnLcbL1VX7Ob1axpJ2Iac/dXbjbhQAF23ulX3nH24wUFyMASdb93qyrK6Zg+vnN3vo8vTbX/ePKeNIm9VmrLjo/DC284z1DC2+E/p8g+Sg1PQsNEW95y/dbYaGaYmamJnk87S53A6tBdmzUVRaQfOyeQYysX5G+cfJAf9CN0Q3bXm863TLn3X68rev3ujrL9yI7SKumFt0s4tFt38XvrzBA/4T132DJKDnlhG35fWZ9ku8pzDZD9dYxadqdeHpceWBRcgRPEoZc6srH/mMJcHymL99Zqry6oSAslBdxYfP9LOkH0S3bXmahqnco5hOol57tmTpahqe7lPtWuNQbsEVWd708qlBPAMkoPu2KHvsKt1daeoYSdk7ZIU+9xSrp0cGFAFEI0PlCanZcnVleVw49DDPe8A1QDJQU+6nvheuH/Pm+R084iOFcpqFqFSPPxMOi0vJjzwFGbKMHsDOF+QHPyG9ddrYXaGwwKPWpk0byk1UQFrpzDynDfev3sjK6syYXZ89KX1WWceSo8NoHogOfj/hBXzbNHPm+eiS+xUptY+10lweS6hxA0tDpceBkD1QHLwX1jB+M4qIfKcn1zKrmcYFu7fs7tpVOLPyT7cqWhPkSpNAHmA5OC/UPH4LMjjiKphlR5hSKfnVMpERaJTOVGk3BM97SQCBkgOJAf/xfzdO+pndZWzq0U/1YBeXVkOp26dFWytWHsqczilU968fs1PagxAxUBy8BtkDm2/3bx+zcmR5LAS9NTUxcXHj3QeLvLcl9ZnV7mUg8AEDiBXkNxYo5mELVRmJztzOx8/KNm99DKPwq7Xunn9miXf1+sXFu7f43otAOgDkhtfVleWtRoZ5tyrlJcZpfQgjXDSZseoo9uTSw8SALyB5MaX+bt3JLYonXKv+Sm8dsAPnckm7W9fdU15QrmUAFAkSG7s0MEy7bfZKmXXS7Qd4vkCBABwCJIbO7TrpkTEaFYkzzmfEuE5ABgcJDdeqGaxJnBdV//8nPjuA54DgAFBcmOEMk2s0mOWsi0UuZPkTwBwC5IbI2xBMpyumedKDw8A4NxBcmOB1QrpuvGmUlilBwkAcO4guerTWbY/iQQTAICzg+TGgmjvDc8BwJiA5KpMWBexq+dYpQSAaoPkKkWYJKkbZ/qU7QcAqDxIrjpo781Klti1cKHSrJwxxe8BYBxAcpVCV9L08dzc5Uvzd++wSgkAYwKSqxpdPVebmHz2ZEmHwUk2AYDxAclVEK1Jhp6zO9i4jwYAxgoklzbrr9d6ZZdEVwroHtTSAwYAKBIklzZRwqT+Onf5Uvvb12jdEgBgDEFyyWOe0x06Mpy+hOcAYMxBclVAnosMJxbu30NyADC2ILmKwEFvAIBOkFx1wHMAABFIrlLgOQCAECRXNeQ5apoAAGRIrpIwjQMAEEgOAAAqC5IDAIDKguQAAKCyIDkAAKgsSA4AACoLkgMAgMqC5AAAoLIgOQAAqCxIDgAAKguSAwCAyoLkAACgsiA5AACoLEgOAAAqy/8Djfx+pREn+10AAAAASUVORK5CYII=[/img]