A Deadly Mistake Discovered on Counseling For Engineering Students 2019 And How to prevent It
So I would recommend you to take Ece in Anna University or if you're excited about administration and machine you'll be able to take up manufacturing Engineering. however iam applying for pg programs in anna university through GATE CATEGORY. The full particulars about Anna university CEG campus and MIT campus is supplied within the under hyperlinks. so whichever the institute you may go you would get excellent exposure to study .
Interested in engineering or STEAM? Students who will be in HS in the 2019-2020 school year may be eligible to attend a FREE summer conference sponsored by @MoDOT. For more information students can stop by the Counseling Center. #AVTigerPride pic.twitter.com/Fk7qTFv6dZ
— Nikki Thomas (@NikkiDThomas) February 6, 2019
If coursework is judged as comparable in degree and content to coursework provided at the University of Rochester, and completed with a grade of C or better, it will transfer for elective credit. If you have or are enrolled at another university, you'd be thought-about a transfer student regardless of whether or not it is your first term. The average transfer applicant has accomplished at least a 12 months of full-time courses (24–32 credit) earlier than enrolling. As an international student there are some extra documents you should submit in order to be thought-about for admission to the University of Rochester.
Is 78 percentile good in JEE mains?The table given below provides a good understanding of JEE Main 2020 rank the JEE Main 2020 score.JEE Main Marks vs Rank Analysis 2020.JEE Main Rank RangeJEE Main Score Range182201 – 20360087 – 93203601 – 22500079 – 86225001 – 24640072 – 78246401 – 26780064 – 7135 more rows•5 days ago
The fourth spherical of counseling for engineering colleges including particular rounds ended last week. Even after the fourth and ultimate spherical of seat allotment process was accomplished, solely 38,000 seats have been filled up and over 27,000 seats are yet to be filled.
Central New Mexico Community College supplies this scholarship to single mothers who plan to switch to a liberal arts program at a four-yr college. Applicants are required to have a minimum of a three.0 grade level average to be eligible. Colorado State University presents this scholarship to Non-Traditional graduate students at its College of Health and Human Sciences. The University of North Carolina Wilmington offers this scholarship to students who reveal monetary want and academic excellence. Applicants should demonstrate want and academic achievement to be thought of.
International students who've been accepted might want to complete the necessary paperwork for visas (similar to an I-20 type). Regular determination candidates are notified usually within the last two weeks of March, and early decision or early action candidates are notified close to the top of December .
https://theweek.com/articles/829416/how-navigate-murky-world-college-admissions-counseling was later reversed by the courtroom and TNPCEE marks had been considered. The Tamil Nadu Professional Courses Entrance Examination was an entrance examination used for admitting students to the Engineering and Medical Colleges in the مشاوره انتخاب رشته ارشد state of Tamil Nadu in India. It is carried out by Anna University on behalf of the Government of Tamil Nadu.
It is calculated based on the number of hours you might be enrolled, up to a maximum full-time charge. Part-time students pay tuition and/or upkeep fees on the semester-hour fee, with the whole not to exceed the utmost quantity indicated. This implies that if a student can take an SAT or ACT, we favor they achieve this. However, we acknowledge that potential cancellations and postponement of national standardized tests due to pandemic restrictions could also be impacting students’ purposes.
- Our faculty members, who have practical policy expertise, include a former three-time period governor of Colorado, a former federal fraud prosecutor and senior supervisor for a federal regulatory agency and the chief price range officer for Colorado.
- Students will be taught alongside renowned policy specialists and policy makers each in traditional classroom settings and in intensive seminars.
Oregon presents grants to students enrolled in a collaborating college in the state. Soroptimist International presents grants to ladies who have been accepted in bachelor's degree or vocational packages.
Admissions SnapshotNotes from interviews are used in our evaluation, so interviews ought to be complete by the point your application is submitted for our evaluate انتخاب رشته کارشناسی ارشد. Interviews can help us get to know you higher and help with benefit scholarship consideration.
مشاوره تحصیلی دانشگاهی ='display: block;margin-left:auto;margin-right:auto;' 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Ekkk1pxLYCi1ao/217fok+9c5yBn+Hce2hN95Fv4trDqSqLb2SFSpf0Qj1I9O/oKU/lPxoZXf2n7BxfATilnWOlUlJCp74+Zc/2fv2T39O9aIqeSY56d0yrbvSW4ch1d/SP9pxMlvdoxeEbnnWa23F4oAITIkDzCD27Njaz3+QqFsq8Y/DWNB1rGo12y+alPwOOt/Zo3XvXqr4iPfYTSOXO7XS9S1zrvcZM2Q4SVOyHVOLJPr3JrFqcyhjb6tVWaniarly2LDB7b/emnX4/Mw6VhrjTF0HR8s/nT0H2J+LvXPq8dvO5WSheNoR7IFnbIH7Sd/wAaXiipAhjGzQlLrlVv3kP3phv/AB289dW/Pxwp90/kZvR/61v2vH7m3koEvjnFn3wAHHQl1AX8z0hXbdK1RQYYzu0Ibcatm0h+9PHifjW4qyJtprNrFcsWmEackwE/aY/VrurpHxgE+2jqpzxi82nK7b+WMEzCBlMT/wDbvjzE/RSDpST+IHoaqprMtV5u9imIuFlucqBJbUFIejPKbWkj0O0ndaJKKN3p0TWl4lq4fLLh499/vVrBmxVr8i6MfZHj26VHVbS33G52ZQkW2UegHY+I0jnGPjWyuyNsWPlC2N5TbEaQJZ0icyn07L9F67feG/rumrwPkDEOQ7S5kHHd/wDynHY19pgPEIkxd+nW3667HuNjt61Alp5Iddx3VporvS3EcgOHf0n/AEm34b8Ra4ATaMkKnm1FI2onaPwpiJcHFuSrGdrRKivo0CAOpBNV2NrZmgOx19DyfUA6INSTxhzPfcIuLEN6SsxysJIJPSR9a3QVWByyahLrlYg8mel8rh0XMeKbwjvWB13JMTjJBV1LSlvQDnfv1fI0oa0yYkxdvuLJjvtKKFJI9xV1FqueM8oY4FjpfYdQA63obQo0nniu8JbbkV7JcUjglPUptaR6f3VarRWUH/6wppw7xQciir9DsD+qSCJbZV6usOxwVAvTHA389bqEvFJmse75fDwOzXP7XacOj/YApB+ByXv8+sexPUOnf92mU4zZNuyK8WaaEtXp2HIiwFL/AEJXlrCD/wAXTSF3i23Oz3WXar1FejT4jy2ZLTw+NDiTpQP13WVpiB5pDvstPHlbIBHSN9B1z3WJRRRTpc3RRRRQhFFFFCEUUUUITJeF/kC0zscufCF8mMQHLtME6zSnD0pXLKUpLCz6fEEJ6frse4qQn48q0y3rNcWy1IjOFtQPuR8qSxKlIUFpUQpJ2CPUGnB4jzwc54c9abw46rNcWi9aXjoi5RAQAtR9fMR6HfqNHfc6T3GkLvtmb9V0Hg/iAQEW6o9J9J7HstiFlnqcI2APSp18J3Ck3k7M2LrcYR+ysrDjBV935k/sFRJhOJT87yqJj0KGotJdCZJT20n0O/3VbFwZxhb+LsMiw48dpuWpptSjruhrQ7VCoabx38x2CsvFF5FspvCjP2j/AMAuqn3Kw8c4wC000zEis6bSBrrWO1JtyrzDfM9vL7UKQpuMFlOgT0gfIV2viX5LdudzXi9of/MMqUElJOj37moJAagxz09t9wD7qqfVTlx5G7BVWx2xsTBUzDL3bZX6EBohphJcfdPYe5VUJ86eJTGuImnrPY1R75mSgUeUFhce3K/Wc195Q9kfvrC8UnOr3F+OpxfGLopjLb2hLjim9FUCIQfi3+itZ7D3ABPypCnXXX3VvvuLcccUVrWskqUonZJJ9SazpaUOHO9Rr1fHQuNNTHXqf9BbfLcxybO72/kWWXmTcp8hW1OPLJ6R7JSPRKR7AdhWmoopnsqaSSclFFFFC8RRRRQhFFFFCEUUUUIRW7w/NMowG+MZHiN4ft09g/C60eyh7pUk9lJPuCCK0lFG69BLTkKwPhHxK4ty8GbNd0s2LMQlKfKLgTGuKvctE/dUf1Cfftupt6Q+lUd9BQ6jsR7g1Ui066w6h9h1bbjagtC0KIUlQOwQR6EGn78LvOL/ACtjC8dyO4+dltha3tzSVT4nYBe/0lp9Fe+tH50sqqUNHOxXOy3t0zhTVJ16H/RTYcS8tXjjy8MsOvlcVaggA7KSPkac6z3qz5XjyXwkSIE5AacbA2EKV6/zqvRJZmx9p79O9a9lVN/hy5UNluycdvb5+xqISeruN+xrCln5TyO2Ui+WwTsNREPMN/dQl4z+EHsAyNWZ2NS47LSutKkgbIJ7HfzFJjz7xvK5NsDHKmJw3pt+t7bcTIIjDPU48nRCJKQO6j2CVaB9QfY1dpzHx3buSMKftcnpfVHjqfaUobDgPt/CqpcihZTw7nE23250xXHHFlsnsC3vsNfStM+aGfxWekqfbfD4nthoZziVmxSnWHw086ZEhp6BxvdW2XUBxLspCY6ek60r84R27ipDtHgb5Ekp6sgyzGrP1NktJVKL61O67NkIHb5b3qpSvmV5jkMn7Rcb06VBOtNuqSNfgK06mH0treckOrWkdQPWfX514+7PPpat0HANOBmaUk+wSoZrht9wDJp2J5JGDE+AsIcSlXUlQI2lST7gggj8a0lM14pMSZvmFYtytAf86TGaFju43sggqUws/sK0/XSaWWnEEomjDx1XPLlROt1U+md/Kfw6IoooraoKKK6fjnjnKOUsmaxTEorb0xba31qdcDbbTSddS1qPoBsD8SKm/wD8Cefn7meYefnuW4NH5fcrB0jGHDjhSYaOoqBzRMJHsEtNNJ4a8UdwXArryvNlhmfkDS7ZZWP0iyF6edI/EBI/AmsSL4Fszamx1XbPMURbw4DLcZlLU4hofeKUlA6la9BsVNljsEHNszsWFYnbSmw2BCIDKfYspPdR+qjsn5k0vrqoeHyRnJcrVwxZJHVf1NW0tZHrr1PRM/4CuIHH5pzW5tF1qWA6Sodhreh+001vM+epwrFVv+YlEqY2pnXoUpB7H6VsuK8Lhcc4DFtKQhottokuhPbpTodv3Cla8Q2bry/MH7dFcJipUen6AGvQBSU4aN1g6R1/urpXegfkFG8ifKuk166TVdSlKUQT7JrheVuS7TxTh0vObsA+tpXk2qJv/WpKgekH+6PVR+Q+ddjJKnFNQGz0l74FK3rpGu5NV9eKblxnkvO0WuxS3HMdxtr7BB32DzgJ81/X95XYb/RSPnUemh8Z+uwTe81/7PpvJo52g9h3UWZVlN8zXIJ2UZHOXLuFwdLrzivmfYD2SB2A9gK1VFFOtlzkkk5KKKKKF4iiiihCKKKKEIooooQiiiihCKKKKEIrb4llV5wnJLflWPy1x59tfS+ytJI2R6pPzSRsEe4JFaiijdegkHIVoPF/Iti5Mw2FntjWlpqQS1coZUCqJLGupJA/RPqk+4IrsvOchPsz4qilbRDh17iq+PCty1D45zpVmyJ1Yx/JUohS1AnUd3q/NPa3rQJ0T8iflVgjW2/Nhva60KKAQd7T86S1MPgv02K6NZrh+0Kfz+tuh/VOj4f8/TmOKtQpD/XLaKAAruS3ruKXfx6cMR3Ya85s8FK3FErQWh3HcdY7Vj8EZw7hOYoDyvzClBISfQg+tN1nuMWzO8IkW0IDqRFMhhQ7/EoE6qQAKunLDuEoe91hurahnpJ/DqqZYyw9tOugo7K386+1KKRr16u1dHynhUzAM3mWd/8Aq5Dy3m+3cAq9K5hyW3HPSpPWv0CarxBacFdcje2ZokZqCMraWC0WjK7ff+Nb0CGMljhmKv8A3UlIKmlj5fFr9lJJc7bPs1xlWi6RVxpkJ5bD7KxpTbiTpST+BBp5bfbLfhtva5K5FvCbJZ4jiXI++70lfqENo9VH09KUfmnPIHJfJl8zS1237DEuD4LLRACilKQkLVr9JWtn6mntq5xGQ4adFy7jr6V1Ux8TgZMYcB+C4miiimyoiZPwrWGTGwXkPNCjy0qZh2qO7vSiVOFx1I/YluuzahyXGg6X1AK7+pr44zdFi8OeO2doKSu+S5dwdHzAWEJP/srZhfU0gFITpI7VWLi/xKg+y7VwjAaW1MP9RJ+9a56K802XFvrKfxptPADhSLhmDlzuMQLjuqSW999hIJ/nSqzVAsBrRJWT0ge5qyTwMYgLThEK9yWOhYbSg7GjtQNeW+PnnHss+K6w01seOrtFMvM2UKx7D3JTRCFy21x+3sBSNfaHpcmRPkq255iiCf1d0znityBuNZo9nbX8TKlE/io0rzu0RS2B8boIH7RTGsdzSY7KpcPQCOl58auKinxLclS+NeKbjdbUtCLpkLotcBShvykKSfOcA36hGwD7FQ9arnpmfHRly5mcWTj9pwFnG7a24+kK3qS+As7+oR5f76Wap1LHyRD3VWvlUamsdro3Qf4RRRRUlKEUUUUIRRRRQhFFFFCEUUUUIRRRRQhFFFFCEUUUUIQCUkKSSCO4Iqx/w68gyOSeIbTktykJcuVkWuzXAj1WpASW3FfVSFJ39QargpmvAzkr6Mxv2BKk6ZvtuL7LRPYyGSFAj5HoKv3fSo1WzniPsnFiqjTVrcnR2h/ynXWtTT0SS2SlSHAsmnm4RvrtzwNiQ651qS4hnv8AL5UiwWXYyhr4mdj9oppvCnkRmWpNkeXsHTgH1TUGjdyyY7q0cRQ+JSc39JSy+PrDExcxeyCO2UJZcI7emlEH+dLZfr9hfDuF2/krK4L91uV0UtNotqVdLbriEjZWrXZIJBPv8qsJ8deFC+4A5dYbe33Ao/iUHY/lVYniDabybgC3TXGlGXiF2TG2O3Q2+kg7+fdCf3VqdAz63lfsVOiuVQOG/EpnYczQ+wS7ckcn5dynfl33K7ip0jaY8ZBIYit/qNo9Ej+J965OiinYAAwFzNznPcXOOSUUUUV6sU6vGisc5S4xxOBid/t8e9Y/bhbpVpfeS08t0Eq60A66grue26+blb71jMxUC+wXGXE77L0aTCPJkRH0SYj7jLzZ6kONqKVJPzBHcUw3FniwyYSIGIcrR2snsjy0RBKebT9uioOkhSXANua7dlbPr3pRVW3xHGSM6lX+x8ZfSRspatmWAYBHRSjaA0/frR1ALaXJSNe2tirbPD/GYa4whpiICR9oQVa/ZVWkzF28f5JtdiadK2HJqFtKP6iiNfwq13h23C08Zst9YG9Ob+XYf/FabW0h7spjxvM2SnhLTodQl28Ts4yszlRC51ISv0/CofCgbhbgvuhDvU5/hAJNdtzRLclcgyErcK0krPr9aj+fJRDj3Ke6voahwZDy1/qANKO6JPPKflFGPp6Jvs3P4KsHlLJ5Wacj5LlMuQp9y43OQ8FqGvg6yEDXsAkJAHyFcvX3Ic819x3e+tZVv8TXwkgKBI3o+lPAMaLmDiXEkqfeHvDpa7vYmc85WuEq3WmWQbXbIo3LuSfdf/6bfsD6nv6DRLL2DBeM7JDRHY4rwewwpLJbj/0hSw7LmAkdup7avl3FQxlfjNx0Wq3PYBx4iLfYsFqGmTcSl1iGEp0Qy0nsfTsT+6lqyrMcnze8vZDld7k3K4Pq6lvPK9PokDQSPokAVCMM8ziXu5R0AVlZX223QtZTxCSQ7udt8AJwOQOBuLsydNn/AKJjj7JHQpMJ+GCq3yl9+nqTshKSdDadaBpZLnwNzJari/bJPG9/W6wtTZUzCW62rR1tK0ghQ+RBqSPDpz1fo99tHFuag33HbrKbhRjI2uRb3HCEoUys9wkK6dp9Nb1qpzc5Pz2xTJVkg3l1TMaQtpHVskAKIA3v6VHkqZKE8svmB2Tals9HxO0zUY8J7fUOnyElt84x5FxmAbpkOD3u3QwdF+TBcbQD9SRqpV4M8KF05Zx9WY3/ACyNjNlU4pqKtccvvyukfEpCAQAgHQ2T376HanE4Jye957kFws2XeRdIS20hyLKaS40sHYIKVbBH413Gd4nZYN/btdttcS22+LEU2xDhMpYZbB9QlCAEj9grL68yRczBgrV/8qylrfBnfloGdFWPzLw7fuHMqRj9xktXCLLaEi3z2EkIlNHtsA9wQexFTRgPgmF3xeJdc/zRyw3a6NefFt7UYOlpBG0F5W/hJ7EgelSd4pcetasf4nU8wFLRlTUJKz3Pkr6SpO/ltIqa5FrYL1xXIBW4HnUoO/up9AKzkqniNrhuVporFTPrJo5CS1mMf5/RVpZBxLmNg5NXxQ5CEm+GW3EYSydof8zRbWk/qlKgrfsN79DU+ZH4HWYmKyncWzs3XJ4DZW7AVGDbL60p2ptpe99XY636/SpHjwoy/G9Y23mUrcj4ilxClDenAyvSu/uAdbqaotqjNT4i2QUuif5hV1ep3RNVPZy8vUZWNusdNP44kJ8pLR7Y6qtziHhvKOYcrVjdmLcFmIgvXCdKBDUNsHW167lRPYJHcn6Akdjzn4XMj4egIyO33pjI7ApYadmR2i2uMs/dDqCToK9iCR7fLdj2Y8b4ZimPTn8YxqFanL/JTMuTkZJSqQ6T3UTvsPXsNAbOhWBguOWuZeZkCfAjToMxpCXostsPNOAfrIUCD+6h1Y4SgAaLyHh6J1G573efXHbRVVWTi7kfJLem62DBb5cIayUpfjwXFoJHyIGjXR4t4ceZMpvLVoawa525Kj+dl3GOqOwwj3Utah6D5DZ+lPfzvluQYRmMSzYq61boTUXTcWO2G2kgHQASnQAAHtUfwc3zPNrzbcYvN3eEWbJQ0sIUUlQJ7je60yXQNcWBuqY0vA5mibO+XykZOi1HH3CvF2G/+TWjEYeeXhvX2+73ZofYo5HqUIV8ISO/c7NdTl3GvDuR2mRIn8a4zc46D+fuGKKaaejK1+kGSB2+RBHalp8QnO98vl6uXHGIKXY8UtEpyGY0f825NW2ooU4+od1DYOk71o9wT6RbgfImX8a31nIcQvDsOS2fjb31Mvp90Otn4VpPyP4jRANb2087hzufh34JZLd7bBIIIaYGIaEn1H3ypJ5k8O4xG1qznju5P37Fk/611oAk21ROgl5I9U99dYGvnqo+4myh3C+TcXyht/yRbrtGddWfQNeYA5v6FBUKYBnxhYQ/ht/YuHGa28ivtuegSExnkiA6XEKR5hQrZTrYVob7j1pU6kw+IWYm3SW4/RsnD6AnlOuDuD2VuLjCok2bGWfvPrKe+wUk1MXhguKoubNxkudLY7aP1FQs3IanItU+M6lxmZb2H21pOwoKbSd7qQ+DZS4meDTnSApNKYvJKB7q+1oE9E4925TMeIa0LufHBT5XUWgtR7em91VO3h9tz61Zrxjcbu1a3bwtP2SQ6CUNvtOlSCoDv09tHXfRq4Lk1zrwK4jy+sqg79PT0qmnKI7xzK7t9RYWJjpHfR+8ayuLjDKyRu608HwtuFFUUkvpKXnJvDDzni7rn2rj+4TY6XC2iTbwJLbn1HQSrR+oFR3ebBfcdlKg36zzbdISdFqUwppX7lAU6lozPNcf2q33d9QB18ThV/1rpbbn87kSdDwnN7FarvDua/sjqpEULcQlY0VJUe6SOx2PlWcd2aSA9q0VfAckbS+nlBA7qveiu1/oZB/36P8AiopvlUDkK4qsyzaN4ghXp9pa3/xCsMAkgAbJ9BU38UeFvkbLn4GSXyKjHMfQ62+5LuJLa3GgoElts/Eo69N6H1rxzgwZcVlDBJUPDImkn2TW5iVjmDHtjsFR+n8O1Wh4CtQ4rKwdqTFOv+GqqrvkEK98tWebEX1xWJTTKFEa2EkCrVeMJTFw43Qljujyw2fx13pPbiHSPIXQeLmOjpaYOGwSXZ884/mzynT30r+dR5yS6tji3kh5pRStrHpZQr5HyjUp8uxm4nID7LSOnXX/ADrgr5b2LtYsgsUk6Zu1slRnSRsAFpXesB5Zde6lPHi0JDerVU9RX06jynVt730KKd/PRr5p6uXrp7pxhyLZcdjZbdsIvcSyy0JdYnuwnEsLQr7qgvWtHto/UVzFO3whzmzyFjNjxROSsWvKrNEFu/J9x0Yd3ZSNIKSe3X0jRSe/btvdZGWeHfirLroZeS4jf8LuaXD9oRZ20qiyj7hKVJIQf8Oh39KhmsEbyyUY9+isTOH31dO2eheH927EFKzwNarld+ZMOj2uE5KdavEWStKBvpabcStaz8gEgkmmVvElDeSXLah5apjp3re/iNd1ZrHj3FlgkOWizxMAxdoATbrPV1T5yQOyQo9yo/qp+fpUeyPFxwBa5TsGDxRerqwhZ1NcltNKe/vdBSSN/U1BqWPuBBiGg7qzWWem4UY5ta8F78aN1xjupj8Lkhk5zOX1aC0II379zUxcl7OYLPt9nNJuz46sJxGQ3ceOOH1MzHXB9oNymBSAgfqhrRJ/EgU2uTX2PkF6h3MgRzOgIfDJV1FAWkK6d6G9b1vQrX9O+niDX91JF0p7tXOkp84DUu3jGvTVjwzjS6OI23ByYy1D12G0JJ7VL9pvE/I4aLxi0JF6tV765EadHdCkaV+ifkQexHqDWBypxXhHMGFR8Oyy7yrcYMsTIk2KkLW0vpKVDpJ0oEHvv5VvfD/inGvh5xOZhlsyibel32YXA7MSlBbUUdIS2hPp7k9+/b5d9pMb4mtLsEKExtXTV8sjI+Zj8fgEvDvIGNWzxvWwzrkw2iPZ28fff8wFtE1TStIKt67KUlB+vamRxy1Zpfr7DtLOKvIX+UNeYFg9SN9lDXruq2804quEfnO4cSY1OF3mOXkW6K+T/WLWoaKj7a6viPto1bVwlyBbuIMUsVkXKTeLhYoSIT015HxPOJGlKPcn17evtW+oiZ5MuS20V1STOGRZJJPwT0XT+IHjnL8Tw+JKj2xdx+FG0IV6K90k/Ol2vHMln4TR/S3kK3SYrMt1qLAhsKSqRLcP3ilJI0lPuT29PcgU1F58UzOSW5203G3RvJd+9pB39PU1XV/2iOMM5Ku1cv2W4LEeB5NlkwvRLSleY4h1P1OiD+CaxDIpJgQ7Rbn1NdSW97ZIxzd/YrvPEfeI0/O4FyY35bkJLgB9UhXcA/vrhsIlsLzywvFzSUzmyonsANiuTsPjO49lWK2NchcUzLleYEZERcmJNQlt5KUhIUQtJIUdbI9O9ba3+Knw+ZJNZtlxwC94ulSh5dybfbfDK/ZSkpSkgD5jf4VDkt85eXgdVYaPiy2tpmU7yQcYzhK/y9aLpY+UMpg3iA7DkfleW75Tg79C3VKSR8wQQQa5GrCspxOw8jWNj+mtni5nYCkiDkVoWDLjoPptSfXX6qtjt6Vz2F+HbjLEZn23FsQvGXz99bMu/JS3Dia77KEgBWv726Ytr4w3zAg9lTpeFqp0uYXNdGdebIxj3SdMca8hSsZdzOPhN7csTCfMcuKYLhjhHurr1rpHfZ9Bo1zdOZzt4hYOKYlfMAtGUNX/ACK9sfYZSoYAgWtg9lob12UvXwjXYb37apM6lQvdI3mcMJLcKaGkm8KGTnxuRtn2Vo/F5P8A3bcfKJ6v/puL3/8AQKkjAH3o+WtKZ3tS0g6rj7BZmcdsuNY9GUpTdps8aKCr1JDadn9+6kXhqIiZnIadR1JCkUnPml07roTfs6Ec3RoTsXxpEjDJiXx8KrQN7/wbqoXmGJGjckykspHStSlK0ffvVt/IzzsHArgmMnuLf07+Q0Kpvy+4SLhnN2lSntFMp1I37AEjVZXYgBoWjgNjnOmkB0WGlXqlAIG/Strxw2p3kqzsjQK5ITs/UEVpjcYrKd/1it+gracfP+dyHaHm2z0uS0oPb7oI1v8AZ60nafMPldBmB8F+nQ/klX+xH9cfx/8Amivb8lsf/mI/fRVwXz7hMXxviHGfFGF4vlUXGo2QZNfLa1cxPnJDjURagPhaQewKTsb1v19K2F+ybJc0lmZepy1JJJ6OohIH4VouO2VZB4fMXvsVZP5CelWyR/dPmdaf4LFbRKUobSArqJGyarVc+QzOa86Bdm4ZgpY7dFNAwBxGp656rIs7bbWQ2dlnYH2pB2T9RVuHh/SP+7KKlR6up9KT/wC2qf3Xn40hqXGPS5HPmJV8iKtH8GmYnI+N4kSUsLeX5bvb2IHf+VSLU4CQtSnjiFz6Nko2BUX+JC3NQM9lOMo6R1nWvrUTuMh577KSR9uacjg79CtBT/1pkPFfjQa6b20nRkKJ3+B1S4yiCyh5J+Jn4gfkRW2cFkpUO1PFRRMHthVRZHZp+O5BcbFdI62JdvlOx3m1+qVpUQf5eta6mB8bmO/kvmQZCzGDbGSWuLO6wezjqU+U4fodtgn8aX6nLHc7Q7uuc1MJp5nRHoSEAkHYOiKlXF/FFznicIW6Bns2VFba8lpq4alBke3QXNlJH41FVFelodoVgyR8RywkH2W/y/P81z6cLjmmU3K8vpJKDLkKcCPolJOkjsOwA9BWgoor3ZYklxyUVYRi/iY8Pd/stmvuVZ2/Y7pHgNRZUFUCQ4EOJQkK6S2hQUnY7H+FV71JXh/4micx52rGbjdnbfCiwnZ8l1lsLcKEFI6UA9tkrH8a0zxMkb9psEwtlZU0kuKX1O0TqP8AiF8K8lPS7y26d+n/AJTOH/8ADUb8g+LbiDHGQ5xla5+R3tHV9nmTmixGir1oLCVfGs++tAfWvtvwS8QyEqW3nGVIAJT3htHvXU4d4S+CcXltzJlvu+TSWVBbf5SV5bHUP1m0aCh9CSKgYpG67q0Odf5R4eA0Hr/4lRp4QeOslu+YTefcxjOlpPnLtzr6fimS3dhbiQe/SkFXxfM9t6NNnGtkZpK/g7urLh7+59a+48bpS11NMNNsIDbDDCAhtpA9EpSOwGq9X1FtJUPl2qPNKZncxTe20It0PhNOSdSe5WFLQ2G1MMxyt1YIQB86Uvxr53FjQbJxJDdQ5LiLF0u5SrqLbxSUtNk/MJUokf3hXR+KrxK8gcfZKzx9gchm0o/JzMiVOEdC5C1ubP5tSgegADWx37mkxmzZlymPXC4SnpMqS4p1555ZWtxZOypSj3JJ9zU2lpeUiRyrl8vQlY6jiHXU/HQLxooopgqkuowTk/PeNJyp+E5NNtinCPOabc2y9r2W2fhV+0V0GeeInmHkaMq3ZFmkxNvWAFwIavs0Zet91Nt6CvU+u6jeivOUZzhbBLIG8gccds6IrKtNsl3q6wrNAR1yZ8huKyn9ZxaglI/eRWLU1+D7EWcp5zssmWhKotgC7w6FAEEs6KAQfX4ymvHO5QSUQxmaRsY3JwrB5LXkzUtBwLENpMZSk+hUhIBP8KlTw325ufnaOtOwSP4VEzKvzUtxXfzHFrH7aZDwoY51uIvriNdI9fqfSk1OOeULpF0eKehePbCljnC9uWjjp5z3faLSvwFVM27G4+W5RfJ10ubdutsF12VNlOKCUtN9R2STVj3jNzVjGONiz5o85tKypPvsnQ/nVWHMT0qw+H283F4pDmV3WNGQAruG0Euq/ikVlWMFRUsiK0WCd1qs09c3fp8r7yLxGeH3ClrhYfi10zCS38JkyVJjRlKB0ekkKWRruD0iuLyXxp5LLtr1pwfBLHjDTzKmi+31PyEb2CpKyEhJ0f1aXKimDKSGP0tVSqr9cavPiSnB6DRe32yV/wDcL/fRXjRUlJ0zfhcv/wBp4t5Bw9wHcZyHdmj1exUWljX/AAfvrrWZ7QQkL2CBr0pbeIuVbtxFlKsit1ui3JiTHVDmwJW/KksKIUUkjuCFJSQfYimOjeNLiGahuFduCZMVtxIS9JjXVtZST94pbLI7fIdf7aT11DJPLzsXQeGuJ6S20f01TnIJ+4rIcmxlMuN70pSTo05//Z8Z0p+9DHXldCY35sbPqFA6/jSbW/mrwuXq4xrLHRk0Ny4PpZRJkMIS0ypZABWerYSCe59qkriXI7rw3yom2uoUhEiSloOdXqkE9Kh8wagxxy0UrXyDRWeqq6PiKhmgpHZcBlWTeIXGnrthTRSgqXG8xavoDSWMJHlyGHU6IWpGjVg9luFsz/D0zPMC25sZMdex6LI7/wAdUlXLmHPYRmsmItOo4UruPQknsaZVjM4kGypvDtTgOpH6OGqV/wAWPGbvIPFq7naIYdu+HKMtASPjdhkfnUj59OgoD6Gq/qttlJCHGnigLZXtEhB9FtKGlA/sNVrc+cZr4p5LuONtKU5b3wmdbXSNeZFd2U+n6pCkn6pNbaGXmb4Z6KDxLReHIKpg0dv8/wDVHdFFFT1V0UUUUIRTGeBLvzHP/wAvy/8Anapc6Y3wI/2xz/8AL8v/AJ2q1Tfu3fCm27+Li/uH5p4oiQULGu3UayAAPQV4Q/uq/wARrIpGF1E7r80Ad6rxl/1R/A1714S/6o/gaCgbpF/HQlKeX7eQNbx+ET+9dLtTF+On+163f5eh/wA10ulPIf3bfhcuuP8AFyf3H80UUUVtUJFFFFCEU6/gr40/ImE3PkqftM7IuqBbmyCOmK2oFxz/ANSxofRP1pXuGuM7lyzyDbMQgDpZdX5057YAYioILq9n36ewHuSKstssGDCiMQLXCREt1qR9jhsIGkoaT2Hb6+v7ahVsvK3kG5Vk4coTNP8AUu9LPz/4spYKPs7Sf9qsIP1p1/D5aU2jA0LDWluPt9/pSocc4rIzLK2Lew0VpacSoa9zTxr/ACdx/iD0gKShmLDBG/0nAP8A5rRRM1LymfEdQC1lM31EpHf+0ByxtV0lWDzxtxwBKd+vTrdJrzThl85X4YsMfB21zJ2JOvPT7Y0NuyELSPziE+qikJPYd9E6qS/ERnzPI3JL8pp0uIjLcbUT6dXV3qPYsu6Wm4outmkqjuskKSUKI9P50tNWWVJlbqrjHYW1NmZQyHlJGf8AKSx5l2O6th9pbbjailaFpIUlQ9QQfQ1803/JnENg50jjJMTejWrO0I1LhFIQxdiPQp9ku/X39/nSjTYUq3TH7fOYUzJiuqZebUPiQtJIUk/UEEVYIJ2VDeZi5Rc7XUWqcwzj4PQ/C8aKKK3JciiiihCASCCDoj0NOTgGWI5T4ogZCbr1ZJhrKYNzbPZxbPUQw9v32nsT80mk2AKiEpBJPYAU3fE3H/8A3RccT5ORKd/pLm8VsIgpHaHESsLSV/31Hvr2Gh86g3EMMB5/8fKs/CLqltzZ9OMg+r4VkXgU5eTkdhYw2dMS880Elez3CwO37xUneJPjtWT4+m9Q4p+0tgl8j1AHoarn4H5Bf4tzqLLDumpzjaSsH7mvc/vq2PF8mtXIOJIusU+c3MZTHfQB2Sojufw71oopBUw+E7cJnxJSPs9xFbCPK7X9VX0kKWl2K+nSkktkH6VD3iK4dXy1g5gWuO2rJMf27aVK7GS16uR+r6+qR6dQHpvdNNzrgD+DZU/MjtEwio6OuxBPrUbzI4koblMq/OMfnG1DtpVRgXQSabhN3NhulLyn0uH3FVKPsPRX3I0lpTTrKy24hQ0pKgdEEexBr4puPFrwG9NS/wAw4ZCCiQP6QQWUaLbn/wBykD1B/S+R7/OlHp1HIJWhzVzispJKKYwyDUfj7oooorYoqKY3wI/2xz/8vy/+dqlypjfAj/bHP/y/L/52q1Tfu3fCm27+Li/uH5p44f3Vf4jWRWPD+6r/ABGsikYXUSivCX/VH8DXvXhL/qj+BoKBukZ8dP8Aa9bv8vQ/5rpdKYvx0/2vW7/L0P8Amul0p5D+7b8Ll1y/i5P7j+aKKKK2qEiv1ttbriWmkFa1kJSkDZJPoBX5TP8AhC4KcvFyTy3mFuV+SLWrqtDDg7TZQPZZHu2j137qA9gawkeI2lxUilppKuVsMY1KmTw1cNL4rwkP3aKWsqyVsOzQTsxIwVttn6KI0pQ+Z17VNj6/KaQw0D1OfAB8zXxEYVEQ7Jkudbrqi4VE79fapA4T46m8g5S0XWymIhQWFH0AHqaSEunfnqV0qKOG10vKPS0b9ypu8L3HyrRbEZVPR0uKUG07Hckj/wDsVzXjb5XZw/Dl4/apH+ltb2k+6leg/Zup/vVys/HOJPP+a01Fix+lgEfedH/+FVO+IjlCRyZn8mV5zrrMZxaCCT0rVvudCpNZKKWDw27lJ+H6N97uRq5R5G6/oFHSfOccclvaLj7hcJ9+/c1kpOtEnsO5rBE/yz0uMFJ/DXavtyayppxCV/EpJCde9IAQurFpK3eO3Cx46u58k5DJWza8XCJJQ2AVPunYbbT6d1KGqSnIr1JyTILnkUxCUP3SY9NdSn0StxZWQPps0x/idyiBjvHeNcXwWyi5XQpvt27a6Wx1IYQfqfjV9ND50sFWS3QeFDzHcrjfGFy+urzE0+WPQfPVFFFFMFU0UUUUITDeHPia0swWeZ89bS5bYb5NktxUN3CS2rXWof7tCx+1SfkO8ozJM28XGRfLg6ouyXVLSFK3oE77fIVxvh4zazZ9hsPh66uIiZDZvPVYHVL6US21rU6tg7/TCiojXqPwrsC4pLjkaSPLfjrLSk/UdqrlydIZsP26Lr/BkVIyg56c5efX3B7fC83GA4lSlEggHo0fenB8EPiBfs1yThuRyCI7SUtDqVsqHoD+IpQVAnXxa16V9QbzJx68Rb7b3gmTGdC9A63r56qJDMYJA8Kw3K3x3SmdTyddvYq5Dk/j2Hn2LqjpAddQ2XGXDr4t99UjGSYxecDur8C4MOFkOK0pX6Pf0qePCv4pbXmtqjY/fpSQ82Eo2s921a9PqKnHkjijH8+guuqaQmYpv82vt0rPtunr2Mq2eJHuuWU1TPYKg0dWPL/7VIG6gpX9tiBCwQfNQobStJHdJHoRSi+IbwpsFu4chcRRFFhoqkXKxpHxRwe6lxx6qQO5KPUD07DVO9nOCXzArw/DfjLLCFK6ifQd65ctpd6bhbF9L7Z2fkfoaiRyvp3f6VhrKKnu0IyfgjoqlyCCQRoj1FFP1yt4WeOuUHHLpjvTiOSOdRUG2v8AQpThOyVo9UEnttPbv6HVJvyTxDyBxPcvyfmmPyIiHFFMeWElUeQB7tuDsf502inZMPKVQa62VFvdiVunfouNpjfAj/bHP/y/L/52qXKmM8CRA5knj54/M1/xN17N+7d8LC3fxcX9w/NPJD+6r/EayKx4n3Vf4jWRSMLqJRXhL/qj+Br3rwmf1J/A0FA3SM+On+163f5eh/zXS6UxXjo/tet3+X4f810utPIf3bfhcuuX8XL/AHH80UAFRCUgkk6AHvXacacO8g8tXEwsLx+RKZaWESZqklMaNv3cc9B29vX6U5XE/hg424vdj3O8hWV5Q10qSt1GoUVwf7tH6R/vK+XoK8lnZCPMVnQ2youDsRN079FFfh18KzshMfkTly0ratgAdttmeGnJpPot1Pqlv07Hud/KnAiNq8pC3Y7MWPHT0MMMoCG2keyQkdgKCwttxU+5vdbiu/r2A+QHtW3xvGbvmtyZhQI6zHUoAqT7ilMsz53f6V+oaCC1xeXfq5fGM4vd84vLEC3NOFgOAKKf0vpT18Y8ewsEsTFvjoSmWUocfc190fq7rC4j4ktfHtqbkPMoVNUgFSu35sa71H3iR8Stg47sEuDaJaHJDiFNuLR3Vv00nX86mRRtpWeJJuq5W1c18qBSUg8v/t1Dnjs53joinBrDNDbqepKC1vZ7jqP/AEpHsm5ItXh/xlm/y4EK8ZZkCEuwLdLCihhjfxvO6IPf0A2CT+Brop+Zx7o5kvMOZqelxcbbTJbhp/2qlqKW0HfoOrW6STOc3yDkTJ5uWZLJDs2YvfSgdLbSB91tCf0UpHYD+Z71GpovrZTUSbDZObxWDhyibaqU/aEZceyY+H43bLckE5hwza33ienzIEpTQCf8Kwrv+2tzC8SHhuekIuT2O5LAfhf6Q0yW23EPrHcNkg9hv3NJzRU91FA7UtVWh4iuUAw2U4XScjZ1deSczuWY3cJQ9Pd2hpP3WWgNIbH0SkAVzdFFSQMDASVzi8lztyiiiivV4iiiihC94E6Xa50a52+QtiVEeQ+w6g6U24ghSVD6ggGnKxzKYnMWDNZ5bVxmsgtLYayKG0joJXvSZCR+qsdz8jukurrOMeTMj4pydvJ8bUytzy1MPx309TMhlX3kLT7jsPwNRqqmFTHynfonNjvElmqhM3Vp0cO4/VNjZccynK9CyWpx1JPSpwdgD79/avS/zeFeMwlvkjNXJlwWfLVAs3TJdZUPXrIICf2moA5B8U/J2cQVWO3ymcasziSlyBaE+Sl3fr1r+8r8N6qHagwWprdZTkqzXLjmeXLKFvKO53T5Wq6xcfbtfJvFN4kT7DK+LzVfCptaTotOpHdKh8jViPhb8T9pz2zMWbIZyUSG0pSlbiu6FAfdNUh8McyXPim7PNPRU3LHbqUN3a2uDYeQP00b+64nZ0f2HtTWxLgnFotq5L44vxl2a8bejnpKCgA6LTifZSTsH8K1yMfbn87NWFS6WppuLqb6ap8tQ3Y91cHmWDY9m1vKLmyhSlN/m5QA0d+m/nShcpcJ3rCJrky3tFxhWylKDtKhWV4cPGRDuMZjHsqc8xPwoU24e6Tr9En1FN+lvG86tKXY0huVDcTsJSBtO/5VM+yrW8zd1Xs13Dk/hTDy/gq5XlRnf9HuLPkOjt37V4XCCidbXLRd7dDvNofH5yJMaDrah+B9D9ab3kTw1Qbo07NtbCEnudEjYpdMp4xyrEpCwy2440k/cNQpIJITlWSluVLcGcoI16FLZl/hD4Ly5l5dlaueJXJwfm1x1l6MFa/SbX30T8lDVYXh08LGY8N8iXTLr5fbTNtCbY9DiOxnD5khTik6JbPdGgk73++p0ddkoBTPta29epNfUd6HvaJAT/d3WQqpOUtJytbrHSeK2eNvKQc6bL3jJKEqB/WJr3r4DrG/64V+haT6GtATUr6rxkIU62UgeuxXqVADe6+Q4yBoujfyNBQlz5/8KWc8u8jQcttF/tcWzu26PGkPS3j1xlN7BCWx3UDvY9O+63OF+Ejg7C0NvXdi4Zfc0AdSpai1FC+2+lpGtje/vE9qmqSqKTt2QFAfo7rzbkPqIbt1rW6onQIreaqTlDQcJUyyUniune3mJOddl5xIao9vatdvhRLRamE9LUSI0Gm0p+WhXsh2FHHlW9sPPfIHvuurxni/K8teQHUOtIUfuCp6wHwxtwFtS7nFT0nRJ2Oo1iyGSU5wt1TcaShbykjToFC/HPEuQZ7PadksLaZUofAo/CB9acPj7i/HMAt6Ftx2y+hAKnzrpT276rZtRsX44tC3XpLcWKhOylXTtWvl86UPxIeMyNCZfx/GHVISQpCW2z3Vr3UR6fhUzEVE3mfuq4X13Ec3g04wxSB4pfFDaMGsz9mx+aHJCklCltnutXyH0quPI8nvueXNV5v8xS21LUUN9R0Bv0rwu97u+Y3Rd8vr5fKlEpST2H01WN6K6R932FJKmpdUuydl0mzWWCzQ8jNX9Sthjsi3ImysYvjLTthyNH2O4NrHo2d6UD7KSTsH5ilD5N4/unGOaXDD7qtLqoi+ph9B+GQwru26PopOjr2OxTTuMNuMrS+sJIBKSa5TxA4/b8q4ih53IYXFuuLvx7Ul5R+GdGcKtJ/xII3/AId1MtlQWP8ACOx2Vf42tQqKcVzPUzQ+4/4laooop+uVIooooQiiiihCKKKKEIooooQiiiihCPXsKdG2WGfhnEWC4TJ6kSn4bt2lIJB6FyHCtKe3yR0/t3Ss8UYwvM+S8ZxdDXmC43SO04nevzfWCvv/AIQo02+W3iReMwnSZCwEsvLaYQPRDaVEBI/YKU3aXljEfdXzgOi8WqfVH+QY/wAlaxph+I8iXAdLTzJCkkHXcVPHE3i3yTCA1Hu0l9IaIHW3sggfMVB2yDXmuO0+PzgGh3JpLHI6I5YV0mqpIK5nh1DchWgcYeMTG8sbabuzrJSoAFaRpW9e4NTIzOwDkSGEtuR3+oehASsbqmrFccyK+TX3MVdLYhAOLdW/5aUfLaj2/fUq27lLmbi4MvX1nzIRA6XG19Xb59QOjTSG5P5ftW5HdUa4cHweLiikDX9s6qxbIvDzi12aV9hWG1n2WAR/Codyvwr3SPIU9CieYnvpTRBqIMM8d7ltcaRNMvexsrSVJphcS8ZWP3qMlyYYg2AerZSf3bqQJaWf2Sl9DfLWduYKLVeHTJUpWVRZIKBv0rn3OG8uQ8ptLb4AP6tNlafEVgNxjee/PaaPySOrYrcW7mTje5qIauLSSP1mxWX00DtnLV+2blGTzxH7kmaeH8tLqUqRIIJ192ugY8O2TPsB4RJJJ+lNfceXONrY35ztyYUSdDpb71o7v4jcAtkNL8ec2tZOulXwgCj6aFu7kftq4y4EcX4KF8P8Ll2mupduEUtpHqp0gVMOO+HTGLQpDs10LKf0UJAH8a4fKfGZj1mYdXGEMhKSQoqJI/Zulzynx1SLk88mEubolQHSkgGsTLSwe5W5lDfLoSccoT5vTcB48i7ddjsaHsApZ1/KoY5Q8YmO4qw8m0OtAIBHWodSv2CkGzHxFcg5ZKcbjyyzHWNaUD1d/ruo6SxcLtd4zNylOOKmvBBUVk62aiy3QnyxBOqDgljT4lc/J7KfOR/FBmvKUw2bGRKedkqKApexrfyG+1Q3kN24e40mIjcvZlKfvcwFTkK2N/alxiT3U6QR0/hvf0rjfEXzbeuJ7m5xHxtHatLrEVo3K7hAMp1TiArpbUfuAA91Dv37EapS5MmRMfclS33HnnVFbjjiipSlH1JJ9TUiGhM32lQc+yV3HidlBmktTOUA4J6nCeK5481FtTGV4ddW77jc1JWzLZVsJ/urT6pUPcEVp25zBT1rVojvo/Olv4m5pzHiK6GRY325VskqAn2uUOuPKR6EEfoq0TpQ7g69fSmWt3Ivh9vdsRyLKypNqQ0VOzMddPVMLw7+W0nXxoUdaUO3z1o1Eqba+N2YtQU9s/GNNVRFtceV4G/Q/wDVs4ViiJtjuc5tPZtGMwvidedUOp4AfcbSO6lH0AFLPzdzZO5UuEe22yKq14taSU223A637ea7rspwj39tkD33ruYeYb/y3kH26Yn7FaYYLVstjR01Fa9u3us+6v8AoBXA0zo6JtMOY6uVL4g4jmvD/DZ5YhsO/uUUUUVOVZRRRRQhFFFFCEUUUUIRRRRQhFFFFCFmWe8XTH7rFvdlnPQ58J1L0eQyrpW2sHYINM/x74gcP5KjMY1yt5Fiv/V0x7+w2luNIJ9PtCf0FfNQ7fhSqUVqmgZO3leFPt9yqbZL4tO7B/A/Kd+841fcbZZly2mn7e/8UeYw4HWnkH0UlQOiDXnZbVJym7s2yAFIZUfz72vhaR6qUo+wA3S78S+IXMOL2vyG4hq+Y0851P2maepCd9lFpR2W1Ht6duw7V2vK3ifsd5xeTiPEmMzsejXf/wDFZcpxBkON/wC5bKOyUH3O9n07UmdaniQAHyrocXHUDqUvkZiUbDoStPzzzdFv7Q4448ddj4vAITJka6HLo+kkFxev9n+qk/ia5DBue+VOPWkQ7BlL64CVAmBMAkRlD3HQvegda7aqPqKdNiYxnIBoucT11RUTmpe8856p0MT5WxHm7ErtJTiibHlFijtypSY6wY8ptSwhTiBradEjaTv19TXgy0l5AU2txOtAgKPrUceCtCJfJF7tchsOR5mOy0upPuElCh/ECpNQhDb8ptBASiQpIH03VeuMLYpvLsV1rg+4TV1AfGdlzTjPsvRufe4gLMC4Pttfqh1QH862tpz3OMfSpUK7rCR3PmKKq16U9Xw60fXdeL0WRJkR7fG7uSlhtIPzPYVByRqCrOWsfo8ArthO5Zzq0/bXrk3HtwP+sPSBHQT/AIlGsKTacXtiAzyXzTZrS709f2c3JLywn5lKSo/wpf8AxcZXOOWWvjFmYr8n4lbmWnWUkhCpjqfMcWfZRAUhO/bRqBKdw21r2h8hOSuZ3DjKanmfBRxtDWkgH4T1XrFLIbN/SrDMsiZPY0K8t2VFf35az6BQ1sH6ECtQwzGbZS4wfXvS++HzlFHHOZfZLwA9jmQJTAu7C/uhsqHS8P7yD3B+RUPemNv9kkYrenrdLAEZ1RdiuJPUlxk90KB+RGqg1tJ9K8FvpKtPDV+N6hLJdJG7+47rw6+ohSkjYr7jykx7vbJT+koakBRV9NisH7WHVpZitqdcWekJA9TXTQ+Ks3uyUyJMZiBEHcvyn0ttoB99moQBdo0ZVikfHCMyuDR7pe/GOhauc7lN6VBqbChPtE+ikFlI2Pp2NQjUweKPILLeeRI0CyXRq5N2S1xra7LaV1IddQCVdJ9wOrW/pUP1b4c+G3O+F8/3Dk+rk8M5HMcH/KKKKK2KIiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCKKKKEIooooQiiiihCkLgTkWJxdyfacpuaFKtwKos/oSVKEdwdK1AD1I3vX0pvmsNwPJFO3uw8sY67Dluqda3PabUEk70UqIII/Cq/6Ki1NHHU4L+ie2jiCqswc2DBDu6sDd4VzGUUvYzKjXaI4nqTIjyUrQofinYr4sOAZHi9+N/wAvjfY7dj6FXGU86sBPS2krABPrsgdqRm0ZRk1pYUxasiucNs62iPLcbT+5JFd/kubZnc+HYMC5ZdepcZ2e4hbL891xtSQE6BSVEEVA/ZcbXg56qzjjaqlgc0xjODqo6yq/ysqyW6ZJNWpT9zluyllXrtaif+tauiinK54SSclFM9w3zTxfNwCBiHMF+uVvmY4Vot8tuOuR58RR6gySnZBSdhIOhrQHpSw0VqlhZO3keNFLoK+e2zCenOHJrMj8Y+L2LzIfFXHLIU18LNxu5C1b1rrDSe3yI2fxFQHnnL3JPJkoyczy64XBG9ojF0pjtDZICGk6SnWz7Vx9FEcMcQwwYXtXcaquOZ3kooooraoSKKKKEIooooQiiiihCKKKKEIooooQv//Z" width="253px" alt="counseling for engineering students 2019"/>
Hi Mrinal, Students seeking admission to ME/ M.Tech courses on the idea of GATE score are additionally eligible. Hi Divya, admission to this course might be carried out on the idea of your rating in entrance exam carried out by the university. No, for each factor my college has a set of staff to pacify the scholars complaints like counselling, students affairs, etc. Fill the applying type and pay the applying fee ofINR 800 (INR four hundred for SC/ST)by Credit/ Debit Card or through Net-Banking. Admission to each this system is granted on the premise of Candidates’ efficiency in theentrance testconducted by the university.
How do you calculate your overall grade?Grade Calculator 1. Example:2. A. Divide the mark given for each small assignment by the possible mark for each small assignment.
3. B. Add the marks given for each assignment. Then add the possible marks given for each assignment. Divide the given mark by the possible mark.
4. C. Multiply the decimal by 100 to calculate the percentage.
As a result, their mother and father' revenue doesn't issue into the amount of monetary aid they're eligible to receive. In many cases, Non-Traditional students proceed to work a full-time job, so they're juggling working a minimum of 35 hours per week while they attend college.
The advisors are situated in the CSE Main Office and are generally obtainable throughout regular business hours. CSE students have a wide range of choices when it comes to connecting with the advising team. Due to the evolving scenario surrounding COVID-19, our workplace is closed. If you have to reach us, please e-mail or register for Virtual Admissions Advising.