2.3.2
2.6.3
2.3.2
2.3.2 Teachers use ICT-enabled tools including online resources for effective teaching and learning:
Proofs of use of ICT:
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)
2.6.3
2.6.3 Annual Report
Total number of final year students who appeared for the examinations: 1302
Total number of final year students who passed in the examinations conducted by Institution: 1264
Pass Percentage: 97.08
Programme Code
|
Programme Name
|
Number of students who appeared in the final year examinations
|
Number of students who passed in the final year examinations
|
RUA
|
Bachelor of Arts
|
391
|
383
|
RUS
|
Bachelor of Science
|
324
|
321
|
RUSBTK
|
Bachelor of Science (Biotechnology)
|
32
|
32
|
RUCS
|
Bachelor of Science (Computer Science)
|
55
|
53
|
RUAM
|
Bachelor of Arts (Communication and Media)
|
103
|
96
|
RUSBAS
|
Integrated Course in Bioanalytical Science (5 yrs)
|
42
|
41
|
RPSBAS
|
26
|
26
|
RUSBCH
|
Bachelor of Science (Biochemistry)
|
32
|
32
|
RUATTM
|
B.Voc Travel Tourism and Management
|
48
|
33
|
RUSGHM
|
B.Voc. Green House Management
|
14
|
14
|
RUSPAS
|
B.Voc. Pharma Analytical Sciences
|
19
|
19
|
RPS
|
Master of Science
|
216
|
214
|
|
Total
|
1302
|
1264
|
|
Pass Percentage
|
97.08
|
|
Undergraduate Courses:
![image](data:image/png;base64,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)
Postgraduate Courses:
![image](data:image/png;base64,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)
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6JeC/4o38HIFIwLQBBezh1lIOhMSb6kfMc82UMMnOzkHfiYq5h3wQAZdonAw7zYQY4/Rau+5bcN29tUzeIRl3fMvGtir3/lmyKpJV2Bqct6dVP7lyhr/5qtv7xgjl6/7nz9PaTH9Zupy/VB098Uv96xqP65HH3a6fDpukj5zym7//xcT3ykoU8vkXD9sMK9hOKg2WbPExg26bOa6Oh7FzGvkLzxH66+QAIYo9oIIDDfRGvNkKLAB4SJhbHPTNZHscpJjDA+ed2G8AAvo7HAERufduZn2PaDPp21e34V6az3npVhRFpbWVMtz7Vp/0vsXY5bpHecebL2vHMldr+2Dl669GP6W0HTdPelz+vI699QYdcPl+XTFuZOdJLnhtU76D37/k6nRGNOkKrDBm89hUbfVWNmO+l4SEfzoKKJS6ICxq1yRzDxPqAFwbS9QW8yPjj/fQECAIAcUJgFM/kcecQIKIPiXKM6x5DW9uMa2dmwWg2EBqZ42zm+7S3SNYwTQTj6KdmBlbNoPxQx2re6nJgXJ38iF6p22k0Y/s747p1aa9Oum2ZPneRGXbKw3rHadP1+d8+ru9f+4x+MatXV88f0N+W5HXX8kE9b7N018IXddRfl+hDZ87SGw+6VV/68V2a/1JJAzYDbL5sZhXsXBcAjQVX84kKLZNMU9pn7JGcBHBin5TjNQ5AyN45uZxpFZ9i/KIamsWAyC7uPF/FWrbj0575XWgc+3QdO8FoHSKieo3LP5tp82zEmnPM5fGWedIY1eJNNf1yxkva4/dP6GNnrdCuxy/2obHTe9IKbX/IAr3loOn68I/u1aX3LtW6IR+Q+rj5vMUh/WaN2n8pla15vV7Nmrc+EWkWDYxhBwwl761kYOeH8xoayivHy1/voYMp9T4rFWsq+1sc/HRlYtq9960XicEQnskzzTGhjYKhpOjXDaJgbIwlH/VCIwZR2YQUeGFnRtSthSC+Zq1CnxFrnzZRmYHVMKiKQybQGqrTfFVLXirrZpuk0xwhfOkXs7XzITfq7Ufcqc+c85BOnbJadzxT0vPDW1RuvpJFKYSyFUcqFavcYnHYG85psDWi+YMt/eCGpXr38T6Vl8zWxrZPdGGTSgNtbRhoadBCrg8Mqjzhn0A/e2RP3c+UAVicwO52EqBKb9oTCEfMM6LDPO8L3RcTwQ0xZjx7eWuauV8qY+bcVjPtNT4pMRBfbZTlBSzwuuatqeiSWf364Z29+qdz5uidZy7Szmc9p4+ct1G7nfaStjluubY95kntdOhUff/i2Zqxwgeiab4MGrxEt/YpSzbXhPi8u6qYfg71cN+wBjcNZDQiR0CBj4YmLgwVrD35aC75fdRxZZIiS8sO8zrh62VOdCZMCyCAQKI+yt0MjRR9aCMFc7M6tI8ZVDPx+ZwjFN5g22OvOW9abQ/ahg64T8OM7BjVowbPuE9YzcTOef5l/Xrhy/rML6arx9HAtic+ok/+eI4u/NtzWrAgp5c3mnA7lnwd2eH0e1O5wYKGfaLaPklt+zT9BWnj8Gblhr1G4xUt6xvRF097QJ87c5qeL+fVKQ+o2V9R30ZHaKZleKBs9VzI9hX8YE+xR3jDM/ujDV5QH7e/lCOPPhw6HPO2Hf3NNjkjDiAy0226y9Y4RZunnLVSkeDCJ39Lu6NXxzZn/s0LvVVNfXpAP7hxuT5+0ePa7tQF2vVswvIlOu/eTTr15vX6wAUD2u5Hqx053a937vc3nfGXeXo5v9na1ObYQKgaMHFNUkTDDON/pbqyZYK5BjCVzJlPCoPn2FeAKeSefJ4EHkw0QOILyx4Gp82mUwYDusFBmUmiPeooRz/GRELdZRd/BkMFBuG1Y0PtH2TfF1UsrOFksuq1ika2tLXGJ3PqqpqOuuZ57f7DOXr9oTP1ybPm6HsX3atb5r6gTZze0VeVty9U8ylvmwHNwSGNOKpq5605ULcWRNtMaVq7DeWthWzGKpv6NZAf1Rm3rdGuRz+k7/9mvjaN+qTnDKANDrsN5rwjmv4h7oZM9wQQYq9x+sL3if13Hzba4EHG4Il2nimTo4VHfFJ5JdDMD1rTDqtt/2LMoHltZEQjLa/huV+0Sb16fq/2uuJpvf+/7AyfYdN01hp9/NzFOuOG5Zr/3IDW2vzlJZ0+xdHWD+7Xh49/UN86a6ruXrBR+eqrPrDmE99CmeZKpuWhEXqgBXkBhsn3d2FloLX7M2DqSd0aN3NFiPwmAESeAYgODAy7HkBgAZ5JTEBdPAeASFGmvWjbmY217azyuSc2PWvnFDgKMRAK3kCxbg1ULWvuyrz+/HBB3/qvJ/TOo+7Rzifep0+de78uueNpLe+1T1TyyeUSjY3Y2csP1jUwPGKAjNtuW+1X7BvkTDOXhTaF5VrHTjJ+RdF+RkVr3f/s25dr19Nm6RM/fVJzn69ruGFm2Wy1bL5G7ExWS1blNqulHMybPCDwIzFu0kzDePYaGok35ew39g/DARTj0wdkTvY7qhVHotZ8lZrbR7fI/FdvX0dPLO/TFQ+u1IFXLdfHfr1Sbzx1od51+sP65i8e1n/duUwPPD+kp/s9V6sjb1BbSnm12q9pxpJ+XTn1WS19uaWBooFjHyd7SVrkbfuIgwReQCPXpHHIiXLRQkS+bV5bmOah3sGMVvbGc+w1AAT9+YFctq9MjtZATfusmK7w+XpoDJCQdzODnHoGk2hnEfp015Gn/uk9Ec8Nn7KWTUzTjlpl0ITVtzgE3az1Pmk3LenTPn+Yp3cfdbvetO8det/hd+ukq5Zo6qI+O38e00h3PeWMGSPKWdhF+zK1fMeniw02lcNfqr1mR1HWIB31u32gPGqTUNNrnTE9vb6pA/+6SjsfM13/32l3aur8DRore65cn3r7fbqGX1PNpq+a35h8lYlvcwJEfEgW+2O/XGjCD/oAkgQWH7qMX4lXpKw/+7Z/0/ZcY9VRbXHkNGyHduGGsq5bvEEn3Pys9rj0ab3lyLu0myPGj1+wUF/8+Wz91wPrNX35sKPNMYfULb3azHl/NnU+GCVoMhA7BuTmzqheHXckj69j/7Fg/gIOLknr9rkyWWQaB9oTgIr2gwqDjvpwHdiP5wuQhIwZR04dbZNyTYck+57aQUF8VAeIsiiMjiQ6wRwmZGA3WKjrVuOVIq8DMEkGHmFg3k6jBdjv8LvPhDe9yLgJH7f3XvEmn91U16XTVukrZ8zQmw+6Xbsff7f+8+f36Yr7ntWLfTWr8i2SDxoRGqenXB7XJvsx63Nb9Hyv/YJNTW1wCJozs+r1MS1bV9b1c9bqwvte0EFXPqlvXDpXx16zQj+5Y43Ofmi9PnH+w3rz4fdor4sf18LV1o6MXV+0vzOoDZv6DDReRsJc75N7DZ80zGPDjmy9YVPpVIb5Vvutkk0W5oEv+ipD9sEsCJ/EqrXeqLXgqLVrcyBvc2pzZyaPtV0/Yk1bLmnu8n794pZlOuH6Xn36p0u1/aH3a/cfzdQ/27c59c7VuvHpvKYaVC/2lTU++oq1Gy8sDV7T1yS4MACrjmBbjtKaVa9bHXaQUXQ/5GFQW0aAB3k1Xa7xPtBlDkBmdiZkiCYh8UyiP4kDT0IbAZTAQpg02siRP99T89VCum5g3pp6UMfRMdAIiAIo5KQAUAKc/R47rY2iHV87wjlrm5Ijh7LNUpmvCq0dRsuvaL0jnVkvV3Xirav0sZPn6X3HztMHj5umX09ZpRVr7GOMyk6u1bk1y/Rlffr97DU68oo5OvqKp3Tw7xZqj5/N1b9fME+fP8M+0ckz9ZnTZuvL583VXpct00dOm6ld7GDvcPJ8vfXna/TmC192dPK83nLUE+rZ415td8gM/dOPZ2hhZYsaY1tU2jCs4U2cQjuPQzknmDjiBBDsS6E1OLEwHjOEloFxXGSW+bxhyKY0p46F0vGe6z44RavwEk6xx4x0LHjzaL014X3Lizrp5hf17Ste0MdOX6xt9p2iD5z+kPb801P68Z1P696nN2p9n4XhKLFhJtSscUvWDFWnjP/mcSt7/eGDmPGeg50cV6494jv1VE4ObnYRavPErT9mKgk8aZL0HXuyKsiZPEBCO3UBLmRNHtqJvsichA+E5qkU7M/Zh6Muu0gEGGmhhLQAD0AK0JBP2ncTnDMACrzYLGu4uEHF1qCKTTPFJ6i/v60b5vbp6xfM0cfPe0bvPGOpPn7OQv36gQ16Zr0Z/HROv5u5TsdduUj7/nahPnvqdO1+6BT1fPMa7XzQPfqH4+/XBw6+Tl884SZ94bgbtM9ly/Ufv1tn/2Cl3vLDp7TN4XPVc/BsbXvkQvUcOEdv+dFy7XLaakclXuvYBdrvgqf1jdPm6e2H3qaDrn5Sa6zN0DC5vkEN9/bZpJqRfdZAQ+P2h2zOqnZubW4aaBsDgjfw2YtMn7gxA6tc8WlsWQO4fcx7HjPwxqypOm0HBO2annBEd93iXh1z80r9yyXLtMtxD+tdJ87XJx05HfvXtbpiVp8eH6prfcOqf4uF1xg2QKwlvGYSWjIbLQNk1Ot0eGnMTbBBmml/08RPcrJv1E0bv9WLm29y+iQlgMB5DlBNapoAFHXIE/8tABTyDvnTD1DRztyZQvGcmLAI3wEQoN16DxQTMyBtJvlEAaB4pj+fhJaszksVo9ZRRStXsIrdrHmrazpv2mp94aLZ2vXU+dr15GX6pws26OtX9Gm/q9bpu7+eo+/8dIZ2PfBv6tnrSu148E360DF3aL/Ll+j4Py7VRdc/pzsfH9b8dVUtWjOsNVar6+zcrrSfc+ZUm6WfLtJ7T5qnD5/+uL58yYs2A2u140EP6XXfvsdpqnr2vEVnTVmh2isjWr5uWKfesFZv2udWfeXM2/SCzUHOJmvAMX4JAPVaeEOj2ckr2SxVzCB8hRZRRtX+m6PFGrfGBk3bUeMrFuZr9kvaY21tstaeuaaqC6e+pH1/s0ifOn26djniVr33lIcM9MU67dZnNXt1yf6cNfOItdt4WaMWwnhpXC2vWbRmLrhMtDpSKlq7WUgWCrfOHTv5fB3ZquO4J97ja2WXk7yht9Zp13mHZpm4jrsZZMIdFD5OplGtgZAh4CAcR6aZ3CZAleZMViY0DfKNft3mizYwQD0aCMDiSAfQMieaRlJUMhGLMEGAhrr0PY3rvWjedrA8Yue1Nq7Zz9X0Cwv4s2fNtTZ4TNuf7hD07E1677mr9A9nzdfbDpmqHfd5wPnD+uDpj+iQi+fq0r88rscWDWrjgE9CpaOimVFu+QR1bBJrmzXok99n1bvJZu7sO5drt5NnaJtTljpa2aC9b2/qm1cP6QOnzNU7DrhFh1/5rL51/ixt95VL9YUjf68XXt6gocGXtcFh/68s5H845FodccmDmr10QL2lzdpgTVTiltjMLgxYfZthZQOVE9XilGVvvM2D5riande0ufWa+jdWdP8TL+nn963UNy+b633M0Ov2u9Mab5a+d8VKnXz1Ys23r1Uwr0Ys4HHvpd0sWysPqdxAQONq259r9aPBmtps/6heGDIo8Ge4MoC36ReifCfFLyCyeyQLb9RRGODB/+CHnpgwwEMUhD+SCde05/rzPhCAKJmiAECAA1lTF0DJZDqRAAx5yJ1x0Ye2dqZAuPtJP2eCLuqzMJ6HqIgBsRATZvUQaaGSg/pCeUz3PDmow/78hD5+8VPa9sdP6U1nr9KuJ63STgct1JsOmGbQ3KZ/PHq6Dv31Qv1t5hotcNi6Zq39j/wWmzp5vhEz2169I6OKQ9R+h765vE/boP2LATOkvVnXLFyl9x7naO3EldrmzEG95+INetPx0/W2g6/Rgb95SA+tGNaAI5ycmX3AuQ+q51O/1bUzNln4bQ2te9a+WUPXPLpRu3z1cn12v//WKjulfcUhDdmRLtsPKQ15nYKZZg3F2/8RC2qs3Vbe4Hn42ZKufGxQP5yyVp++0Br1Rzabhzyo9x33kI7585O668l1mrv4OUeXFphNz4gF3TJ/+J4JvjXLXBW07Wg7MLH5adTtsFYsAAOqabrKgAiz1PLamAT7POPeM7fVbaf0WzV+p2VtYc0IgEhVXkcYPNTxO6906FOozstryiFHwNMNhFAY1Gc0OtHGHJTBATnP0ZdxCSOOgHP5bE3qqctMGETyi8RYBBVW9mBQh8ZhsviGtupT0vKJeWpdTV++8DG9/aSH9YaTF6jnuAXa7qi52uW7d+tLR07VpTct0SNLh7Vk1bAq9Y7GeHvsyKzmk46gCgbjkAnoN0MG89YIPvU5O+blYTPNKr5Wcnj+qvT1C6/Xjkc8qp7vr/CJtwY79xEddM0SXTPnJQ2YyWWfwIFNjowao/qLo7ydvn2zPn7yrXp87UbPU1e/nfjB0dd0/u0v6M373qLvXXKzVg+bqRssqDVF+yI5lcfNmParNjltPfZiSX98tFcHX7NS7z1jjnqOnqUdDdh/uehR/fiu53TZPU9q2UuOuNrjerXjcNvCr/CZCN9O45cYuNlHcNZkTedtA2Mk++itmL5u9H5rmCK+83EbrxDa5j9C43UBsgihE+AgpLh3oo6EYBNokvbgGbnRFn5LgIAy8wV4oi0uQ2Nc5P9znRgf9TxHX1L2sx5SdKJMJzRNigCSGq26jrA9+xmItcbawY6Ovni6Dr7oQR31+4U65g/zde41C3XngjVaYwe7Pv6qKnaos+9uHfXUbZ+bA7a9Ds1rtbI1Rr+1TkMVq/TqxjE1Bu3o5jrKe+4Noy3NWlXU2Tc8q3cfcJe2+bd7tfu3b9VJ//2wHlm2Xr3WFkP2SzhpZYewhPZFNOLSvLWVwbbHtbryoeX2E7Zo06Z+9ZqpfI132h0G4Wd/qd/ds1H9rXENOLpaYw109+ODuuDOF/Qfv3KUeP5ive4EH4xTZmvPi2fqN1Oe1INPvaT1BvfIlle0eWTMps+m3b5RpWjTa1r4RqaCL2Kz0rRjC5DqaAuX+UEfzm560ZrKmQlwnmmWCUEg0CiP8tG6hU9dN3gwaZSxDqTQEFGOPLRHAIg+AIs8ZE3O3FvlPQGMwAB905p/H0zRL/rQf+vbeCaNFB2T3UsOdPoM1KeH02QG5Sy8TaWOhh3hmC/WSvIJG7XpcHhYGbSGaapg9b1xQ94gaqngU18chmEOqYuvWRNt1ki/tdymYYOgquHWK3q+3NTNyzbp0OuW6f3H3q6dDnlAuxy1SNv9y9X6072rHI6byQMDDskHVOjD+eMNfkPDfTi7bc1ande7jrhXb99/um6as15VE9Y3+JKjr00aKY9Ya+b1+QPv1hdOeViXP1/WvlfP1+fPX6J3n7RY2x71kJ3gB3TYVc/oiplrNWOZQVbbohqfgdbtl9jcjFlztPMEDcNqGkRcZfClQdWAyL7fMV8AETngyZKfMTWk5AinHADxKUiYKVIIOIRKjpBDaCSAgeNLyizFBGgQJoChD3n2nsv1yI7x1IVsmZe1Yg3qu+t4DkyERgwQBch4Js/CeDqTqGCCeGYA74eorxFqOlXsSGHGymiRel6lLKQ0Oi3AugVaKlil8zHYYMHJDp7BUcdJNqP7CwWtH+rXWkcihfJrVu15le1kzndU9NOH1ulL5z2i9xk07zhghv75V4v1oZ8t05uOnafdD7tW8160nzSUdxTV0Ma+jgY8x3DO81hrDW4qOJJp6fpHV+sd+9+uD+z3Nz26rFf9Bldfe1S51ojmrajoglk1feisJ/WGI+/R7mfO1PuOfUj/+7RHdMR/P6HLH16fma+hUkuv2UF7zb5Kp5jPmDeYq2X1lVr6TJbPUPicdtR5B8eSm9ku8JDaTfMEAAEmJ25vAU0AiJ8d41MwP3wOgXQLh3pS9EEmACGiqwBSyA3AUI4+AYYAWMia+WmjjmdAGm0k2rrXDlq626J/9jKVCytyFmaxVOeF3HErgAwaHL0MQDCqxodYhKMNO5ENFZyK1kq8U2pVR1Qa26xFmyq66tG1Ou2WFTryhlX6+mUL9aVfPaI9/7BEx/1lqf2YXv3qoUF97OwFesMRM/WWQ+7UQZc8oT898IJmW7N99Zfz7JA/qi+efr9W9ZuOjcMaGuiob4Dre59EQvDhkgZtwtZbmx36u3l6w/emaf/LHtEah+Tzn63p4pnDOu7O5/WJM2Zo2+NmavvTZuiNP3xEux06Qxfeul7PbKhrwGHvKPc/vBuD2TDKe24YJG37NtW81T8A8R65LKwUAYI1g53kjv27kv2w7AN9A6TuaCq0UTJhZn4XkOITVsJxTFjwOoRCCgCF+eLrhqhjv2gdAIKsGEuiHG/TKaOdkGe3XBnPmwPWiOcElEntR1365cckPdEva+vu53JPg187eEPZLwoMku53QXRk8YxI1/HbIX5HlP1CsYLW4d3TFgPHudV6YajP0ciYFq2t6ZT7lurTv1ugHU5/Qm/44VLtfNpzetu5a7TNOWu13QkvatvvLtD2e83Umw50+xFPWuMs0+0rBzRU5R1LQTNWcIs7W284aJm+9fOZGvZGStY0hT6bz16ra0dp1U0GUN+wGiPjWrh6g967923a9bBndOiUdfr+VXP00RPu1VsPma7djrleh/zhEf36wbXa/+Zn9MbD7tWn7Oivy48ZDEWVh7hItXn2vhAO/h/fZpd9OEpOfKOzxaE5vxlvWgsjRO6N6lWbVKcSn3nynsjmnZ/ZZJdsnoscsOD/ZBrHQMr+SMVEBMWvL0JAIRiet5YBIB+jGcjZZaLX4I8j8Jv8eP9GX3KAA1iYi+cAUJgcAEM5+yLSMua1BHOmy0FoZU3Tw0EKHLiOZ1I3rQEg1utpVh2SVfhgyIyzjecb3NTIRGaEIy+IpJz9AsJEcZFYdyjJiTR/1HLo3fTG1lZGHcFs0lfPnq63HD5X7z5+gQ68cq2Ov22T9r1hQB+66Dm9+ezl2uGI+Xr9N27XtnveoZ6979aORz2qT501R5dPX6u1fS2Nd17V/U+vs09izXTU09r/l9NUsknJ9du2byTEr1vz1ex/VfVCX8VOcL/2PPMh7br3NO1y6BztePh0vcea5qu/mKUL735OC16oaDg/bp9tTAf+YZ622/dmnX7dcuUNgmr/kEr9Iz697DOZgTi1MBGmZ0LIBItAk09BW9IKSYDU80zilPODRzRIAkv6eB7QoIUAUtJKyXxkvHVijkkAuWwHHHMHCOMFJvc+vEqATrRQACfyOPQRjVHPfJTJE7CTJiQvey5kzzNrxR/S4rIw6gL47BX6wuQxd0/2Hmjiihwis98omQFcTOH1B3iyxSeI5BnUFsttFX2KX3Ndn0/w4VPWa8ezlulDJz6sI67YqD/MKuq3D2/U9658Urud4zD/B7P1rsNmaJ//shP7wHP6q03YT+9Yo0/8cJretI/B9I0b9c8nz9KtC3O6YkFeux54j3ba+06df80cNUdHlC+Pqq++WUttGm+cu0bn3rxS//aTBZ7zUb1uj4fU87Wr9YVzpumCqWt0y/wBPf/yK6bZTrC1Vbvd1tQVOX36+Hl6y1436jdTF6lqX6e4CXW/2ZEczmgyD8F0cgQS6h7BhCBCW0TimUvAAAT9MkBxIC0QBAGASAiG1K5P+j4xL3MlHiO4vwcQ4MkP8lPlv3/VwLhu2gJclKkL+lgHYDI+rY928Vjk7pzEGlEP3QF6wIxGjbnIWacnXYtDpJmHrfcpTAtPqipSEBNMbToV7Tjn+MzCJ/uHf7AAuYX+WZ/2vmZQx/7lUX3tV7O1ywkL1LPnNL3L4fgpf3pGUxYWtLGwxX6UZNrkZbR4XVV/nLlOHznuNm1r4b75e1P1vtMf1y5HPKa37XGrfj+rTzNeKuv3D2zQAVet0P+6YI7efth92uW4pTZ/y/T6A2eq5+t/0PfOu1eLN2zWQGmzTV1VpZcdEfbbgfehuHXJs/roOTM95wp97JjpejpvRmKSDK7aIN/PcKub1HwAiAQgYFR3XfAEJpLoA0/IMw3kugSC0DRJEJRDONwHEYXhQ3X3D4GzDv3QYAicHEEP9w9kZQASAIpxgCrmgl5y5gk5ArJMvqaFucj5XVrMn9HlutA8YXahP9WZLmvtjDavwxo9LUdTaCB8oURsYiB3LMm5SkRwuhgUJzS7OeVi0cL686xhffDHc7TriffrO1eu0ucveFI9e92mnv+8RzvvPVX/dui1WrLU/o0BurZeyn7ZWLAfM+iIip/W8AlCy37MI6vyOu5PT+rDJz2unv2mWyNN0257TdVBV23S+0+Yofdbe735wEf0UYPrm398Qe86e6H9q9nq+c7V+tqJf1O+NW6mGtRrX1V507jKdTvXnZbueq6iT51if+rgGfrAMVN09WO96s0ZxH1mBr/OyPMLivROCEajeUMzsGfqJ9tSHXmABQGReCanjpQBawIwJITVDaIUxqfx8BigpnUBAT7ZxKsKC5Uc88Jv0MjDBwoAkZAN81AX81IOICFTNBvzAZrQRAGg0JTQRx300k7/lNLcMT+02olOfwMx+zN22UuyhDA2gSceSA4ieR8G4QWf2BE2lK/rAPs3O5y3Wl8+91YteDGnPX4yXd+8cJFO/csi3f3YGq3utd3uvJJd+DV6HSmYORutel4cbGS/dOyg+XBM29ZGva/qqL+u01uPn6Ntvj1N237xZvX8+212fOfbpM3S+dPWa/r6EZ1+7TPaZb+btPMh92vPC+dq6TrTO2JgGjQvD9b1Yn5U9zzdr5OvWaQPHny33vqt6frMYbfqoedeVK1jQGwwc/q3+CR7L2Yc91zslb13Mx8hZ76RBRb19GMPmAP6w1h4A2BIPNOHvpgwvuRDIHGis996uZwc1skICwCFsDEX6U8Loi3Kyg3YdNmZxqHm50BxkBkTNMf4ACIp+tGHNmhOr0QsUyc0EbSRh6aJMmAiBzwZwP4HgNhfD8xhUh6oJAVYAFB8V5te0MEwqy6HvcXiqMPeEeWGitrzquXqOXuJ9vvvGeqMbdFLG/lGaFR1R2Rlz8Nfxyg75OZOqORTP8SXi21v2GDN2wFfvrqka2Zu0CFXPK2PnD5P2xzuUPvoB7Tj/o9ou288op5vTtEb9r9X2+43U185+1H966kP6R3fuU3vPWC6vnLGAl33VEVTFvXqqoeX69eO/o67cZm+cN4jjsimaoc9rtP797pO5/zxca1cm1O1Par+/mHvx/vw2o0SERhhbtK82d9JNLNIvOAcbZkXVZ7RBESI1kREivxuK4sYOZnpRCc1T//EfOq7eQqPSd1lBIug6YNgOJw44AA3m8c8gi7etPOzqCqmt4hZBfCT1y7MydgAFECmnrHksW682Wd/0NydQtt0l6EBQJEm9wRg0aqNdBPN5LFJFstOgMvp6jyBKH2UzWlkAw5vfaoq1kC9fU197ryl6jnjaYfO0+3s8hv1zQ7rX9Hg0JiGcmPKG2wFO9y8glhb6KjffseqlYO69IYlOuaPq/SJE+dqt8MetO9zqz534r06Z8oKnXLbCn3yR/P0xm8/ap/nJX30zEXaYX+bq2/ca39nqnoOmKM3Hfukdv3RQr318Hv1jsPv1I57369tvzlTb/7uTO124HT94+G36PQ/z9G85wZUaI4q5z3wCmTYQC4YMGUDuWVzWjWA2B+BA4epZI2Y/WEpBxadBmBIYEFT8yITc5+Cjrw1STJHGeCsXUIAYabQRvA2ABOuQOJv4ncAiATvSZRpSynxvs5lJr/Nyr6mJCT/vwEU2oa1Ajy0sQbt6Xdsns80QnOAhDzoBzxRJkX/KKd9pX5bPyiLDbEQOYvzSQGpG0CRuCyr+lS+PDiiPX/zUnbP87VfzFB+5LXsMjH7bdFwQcNDNleVV3TtY5v0rfMf0H/+bKb2uPg5feCEp+wjTdPrD5it3Y+cpYN+9aRufHiDlq3yad/8mhY77P7E0fdr+70X6rM/36gPO6Tf8TvT9E5HZe/e/3a956gp+ugp9+kfTrxH7zz0Rn38xIf0+TOn61/PukNnXLNQDyzr19LVA2rbtxptWVP6BA8NlVW2EABPng/MvacSv5Wymk/7SicWhiY1z8ksOofRZc9jPnjPgAgAUTfSTMyOE9otDJ6TqZv0jxButsYEv6Mc5m+S9/A8acUEqmQJyOMT1miHbvpEHmMATBqbAJWNmQAQdAaAoJVn6ikDDJ676yMBpDggtGUAis2wSJwCiEgRAt/WQgzEJSBxUmuFkfSR+8iIbl4yrE+eOl8fPnyWfjllmXIaU7Vjk1XtU6vd0GW3P6HdD7hRbzRY3rDPo9phH0dZh96iwy+dp789vEbPrrN/MC69skV6ubeu2csL+r2jst33v0fbfXehtt/nHu2631+0z/kzNW9JQavX17XSY5a8OKQFK3q14Nk+PftyXS/0dtRXaGt05BWNW8U2B4bVHLJ9H+4oP2CAoG2sPXl7nz57wGQAJBxSa1T7dWggGJX+0juOJSCBcQAE7UI4nc/KpAi1EUSkYD5/WaObvwEQ+Es5AEUeKfqSEiBSHnRyg80f/eRwBjhCXozpBh7jAC7tlEnZ9YBNT2gg6CQF7QGUqOvOI2Jjf4CMftnbeBaIOx8ISCCCAWw4aSBMWaZ5Mk3kfqURtW2OKuVh5ezPXHbfs/r3nz2uXQ+9SQdfv0i/eXSd5luoGyqj+tP05/Xln8zWfles0uG/fkK/umG+5tqErRoa1Yreph5+dsAh+jJdeP8qffuC2frIgbcaPNfrLXvdrbfZkT7y8nma8fxGbbQJLOOL8SqBn/P0W8A2SXxD3LRmqPW7zSBqD42oYcBU+QDffSulZqaBqtaMvEWv5irWPOlGl5vo7Ddr3j9+UBYZZQy0UJizlDezOIUAgxthGJ1MGCn93i0BBkbDYMbHKYaXEaonPrtfV049YIq6AFEKl5Mc8CHTmpx8m61izlp+MoQPjRNzkkKu3RYl1SWNAm1BN3nQHYl6Ij/K/3NP5FHu4TYUtZZFDlyZZ6ElTAwAAR7MXHzln05FxhiYkv2MhK8Tt+jx/JhOuvkZffKUO/XGA6fqUz+ep70ueUpfu2SxvnXVBh15R04n3Lhex17/ov7z0uX62BmP6N0nz9RORzva2v9mbfPda/WxY+7UDy5dqN8/3KvDL1qkt37ip3p8ZVljo22V+l9WbjivfK5mP6Vtx9LqnB8F8o2RTU5uYJOG+zYYMPwatqicmVwy83k/xSuAmh3Ptg8CF6WcaKKZFB7jeMJMDk86kTAIcACiAE9ypBN4widKmilpoG6hBKCSMCedZHIEGmWEGkLuBgB8xs/J/qRcFsXh9BIxQW8CPxExfTFVjI25qWN+6pmb+kSHAWQ5Y57Z31YanQI4JPhBjlkGPPRjX7HPeCY3gNKmScEEOpLzsq97cYiinNX5md9yZ7+BsmAqRDKljkqt17TCkdbF09bquGuf1x6/XagvXPSY3n/y/fZ7ZuijJ87Rp06bpff94A594dxH9R8XzdN+lz6uy2es1y3z+Oi+omJjXJslnX/xFL33w/tr9WqboSGvPzSs4iB/oi39VJffOqXoCYY1NNQ7rOF+fpKLc4mTidr2Zm26qOv2CWB0JiALgX3x8x60Doxl/5FnH7eb4YAlaaQEKBIONG30g5khkMTDxGB4NdpIjvNWIU6sT+I5QESClmjLXi9ZgDEn5dAK7CWAE3uKeWONAFD0yX6ClQEoyZt5mJt52S9XC92giXUpR13kjKX8fwEoGilnId//Y+NVp0pGkPvjnPHDPAutYpPHHwoYa76iZn1cg6W21gzX9fiqAS1dW9ILG+t6fm1RS1cO6cVNDQ1XxrOfH9dt6saYz0Ac6nWEVN6sWXOW6zeXXZd9tMXPcPjdFr9hx4yl7395YchJ4wUnjiX3InxRySsJrvsBDNqGuxEikHQAwj8IIfCMvxJMjfuaKKefzyTQROL2HqcaJ5o+/Ccc+odjGmMxT908DIFSF8/QQHsCsoVmDY9VQEAhUATM3JSzNLEX5qEcqVtGsWa0UQZA0MZemS9kD63da9CHPNqDBvJsX07wqIeOFOhEzuYDecmcxYVaYgLljPFWrWWXecnYwgZbKzRsXvBF+PiqNWDfwULt0McqmIgtO71W/fzokL+2VRzAkTUD8xbyoIm2n9IcMBj7vU7OJ8j9h4f61de7yYxM4AjtgtYBKGgY6tA+8SfyQiMBKvIErAQUGBsMZT9EJtQBoBBWMCxAkLQM9SlhStA+bf4EHR/Em2/Bw+BjjO3WAOE4R6I+BBy8DXBjUlk3AEnK/t6Q56fMH0igX+yHcQEm6mJN1ienLdaPOboBFHQDEsrBB/YQYIo90oc65ujJNj9x+UVi0mjMHK4JAEFQEAiAsM0VMzyLzPiTdU4Nm4SG61rYa2uNuh1t/nYhpm3IGmTITm2ZP5JZH1HeGx4YtNaw5ikW/TycXsyWcjY3BhIfp1fMsPzAgPI2XawLUAAF2ieAERqGizYABHiop19ooKSd0u+847RH4qY2Y7b3C4DYOyn4QCIiS0CB8ZzQBCA0UXK28ZVSRBNjKKOVcAMCLPCPcvYbK+8nwIXwoSuETZn3Tt0AQmiZTCYSPlzIJcbxTMrkNGGaY036RV9oAxDMg8zJWSeAQTkOUIaPrhSgij6ZBoqJopGJQHt26WQCII7FISQ94z9YoxSIBBoqWlsAkmplJPtz+NkfU0JQBhV/9KCRs6M7aIEbJFWbq1q1be1lP4ZTxG0qPs2ABVnkW+C6cnkLGkZaM+X7AKWjKvsxvEDkW5wAERoIwJAyIDsHTKGlQlOReFkaH2HB2BAUwmNfMAP/Ah6w/2Ag5fCBAAwaKIX3qPQEKhzaEDQJHpL4+4aZMCcEGUJkbVK3YEM7Up+Vrf27AYTwoCcEzy10AIYxsU5KocXSOlv7GbhxTYFTHgBhzxyeWKNbE0cf+BB8oZ6cfj1oGBiJFqIjNp3r+sIQv9bkje2kTecdTiLMizolDZU0AH+/j++D+RvOmDX+ZjN/9auOkPA/LMyW28uZ2WEDTjDK81Ut2DL3MvgqvBU3A/igiz9HUrRpqxW86Wonu7vp1kLdAEmmLD4sB0AwGG2ExkkOM4KBfnISfTGN7AHwkGBMMBJGkdg/dyAINFLqM6mxoz9MhdG0My6YzdV/cshTv8n+E9cAE1aAMURd2SuMiVMe8zCG+alnPxk4LAOiZ/rgdBOhJec70UhffoaDG5H9gSjnADVF2oDOgLdpS841dYnuWJs5Ajjd5ow+8MsASmqUCSY3jjqDAJ9aPiDPTl0CUUI14JnUTACJcvzbID7Gz37V4bY4CUmwmBKf1ky9JuDxJ2zJiwYFIMj+QrxTgKJiRgVQ6Ec5NEz4PJMpOcWxDsDIQAKIJ0ADLQGiqM8OgQWJcEJYkWAadTAN/gQTAwDBZMq0x/iMVy5TxzNlUgCLdtr4UzM8A9AYQ39MI3MHYCbnnNAA5kfsJc0HkDgA/G499WF+7rkYTzvzBYAiMUeYUuaCD6wDnZEHHekQpUPDM209HX5xYFXKp5h0hEGo5XR5hmqeJAh0wmwAhHBZkMTi1HcLBsKiLuqpIwcAaTyaIQkfgIQPEynayeOZPLRQ1FEmoXHwDQBPrJUA+/cqPVIGHNPK4UEI7J+cBHNgGHmcxm7GTgo69aMcKQk0AYw8E1xXfcxBXQAk5iMn0YdnTnm0k4JG9soe0ECpDiFzP4SjndZjjm6tiubM/sqYxyGzcEkoAyJS0Ar4SEE/dIINytRF6uHPifD2N3vN7woWwrYTdYDmyXuPRFCgNjQXAsh8iAkgdZ/qAE8ILG5c8V2SBgsHN2kYwBBlwEQ7AErgmART1NGPPoxJ4xJQg5YAUDCMPOijTzfdMA3Vj+/HPgFFaB8YRV2UQ9CTgknAQdAhbOqDyfQjUZ8O6CSAYhxt3Sk0F23kIbj0y1Ci2eQ/Zf6O25L54qITLcpzAn2kWItoE6DAg5ALPNn6NaVNJzRu7T8BJGgCRFEPLe16Q/8HozdRQm9NYLMAAAAASUVORK5CYII=)
Dr. Sunil D. Shankhadarwar
Examination Coordinator