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Ranit-Mandal.html
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<!DOCTYPE html>
<!-- Created by pdf2htmlEX (https://github.com/pdf2htmlEX/pdf2htmlEX) -->
<html xmlns="http://www.w3.org/1999/xhtml">
<head>
<meta charset="utf-8"/>
<meta name="generator" content="pdf2htmlEX"/>
<meta http-equiv="X-UA-Compatible" content="IE=edge,chrome=1"/>
<style type="text/css">
/*!
* Base CSS for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <[email protected]>
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/#sidebar{position:absolute;top:0;left:0;bottom:0;width:250px;padding:0;margin:0;overflow:auto}#page-container{position:absolute;top:0;left:0;margin:0;padding:0;border:0}@media screen{#sidebar.opened+#page-container{left:250px}#page-container{bottom:0;right:0;overflow:auto}.loading-indicator{display:none}.loading-indicator.active{display:block;position:absolute;width:64px;height:64px;top:50%;left:50%;margin-top:-32px;margin-left:-32px}.loading-indicator img{position:absolute;top:0;left:0;bottom:0;right:0}}@media print{@page{margin:0}html{margin:0}body{margin:0;-webkit-print-color-adjust:exact}#sidebar{display:none}#page-container{width:auto;height:auto;overflow:visible;background-color:transparent}.d{display:none}}.pf{position:relative;background-color:white;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.pc.opened{display:block}.bf{position:absolute;border:0;margin:0;top:0;bottom:0;width:100%;height:100%;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}.bi{position:absolute;border:0;margin:0;-ms-user-select:none;-moz-user-select:none;-webkit-user-select:none;user-select:none}@media print{.pf{margin:0;box-shadow:none;page-break-after:always;page-break-inside:avoid}@-moz-document url-prefix(){.pf{overflow:visible;border:1px solid #fff}.pc{overflow:visible}}}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}._{display:inline-block;color:transparent;z-index:-1}::selection{background:rgba(127,255,255,0.4)}::-moz-selection{background:rgba(127,255,255,0.4)}.pi{display:none}.d{position:absolute;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%}.it{border:0;background-color:rgba(255,255,255,0.0)}.ir:hover{cursor:pointer}</style>
<style type="text/css">
/*!
* Fancy styles for pdf2htmlEX
* Copyright 2012,2013 Lu Wang <[email protected]>
* https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
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ROegYb1WwZhOaHFZxdZos4j4aaI/9IeEVwpIMb7Z7cDim+LOYIZFGaFJcp4BiYYO8YWDbpyn5Y6YFQqhcqvP62r+JaydIjpRq3wqY22Dk2k0Bt+aZH2HB5S6DLT3l4fDNkM6XRF57D/LUz04+YZsZO46+datFApiTBh7/KFKOCbk+RZHilBqmOaZfiJM8YMe6orqhxieSiP/92l1IoMzU6TGKVfqZfTAGAcyV8kkQ6lMF4fxbq0P29Fouy8QxTmglYI9/5hFpxd79qH/sg611PcTclgsbu1EPT9kSj0+Y6MuE1fuUfV+B1orl9oM+SeM9Q/sjasqdGY+d0ixrZW+40ceD1739/9/VQwcnJmkTzm3gDWMesSy6pdGw9HN7P3MbbIH8fvEhySaQAdpRirTomB9tYJKxP4dHMHIqa0Xd0vlvsLg8T4nCBNsLaudjiqWoKafLMRaSQk5N9ePDSa+vWlamDjuwQ4ff1nCHuP9qqhzBhM0HwnaZEXUZ2iEEcbd+bp8bUhh1lmC3SIdgAwzyFIzxSgseVAYBCXE15AdcNeOp7tM9Rqa0uA1J6oGuOIzOm1gDjKaVKnOKTOhxWsdjlsvJzdeZwpa938Wow2FVip4rfjE5gKqbDt40TP5rzOP7qicn0iNjR2AnmCmh41SblE1yliSAI2OhblDy+NsPVsmPf0ANdfFIuNuNT8eoF/w3fN2IBxPs2h4a88/4PvO+NMj8Htn4rY+PyRYJYvlourLy4MbMtyIaQSqxtqW6avqItnpsIofHJAuEvjewfevPfd1EU5ZySCJOY0gY7Py6kQbK9SPHwHV46Gye9CGmYTVoFZKJCIFtEQzRMuDQoEKB/RgY5ttUbVywR/nwQhunEDdhGAuAKKpSgyAWxdYVphfqQAMYvzOM4KRFrApN11JEpWgsFPlNklVZPKgvbJC5957KqEj/lD/HjOq23UOdQRtPfL+70CqUUh89j3Hq1VCVnjK5NjuIToTbSA2TlKmebevLCbXsfKT07JSg38sQ6hVrKSfUMqt3rDj/79NGVtVYjR+BUSoRCXc6gb72CU84W2BSZXBvvLAPH4j/t+vbnuSYL8QeGYNoaYamVcd4FrDaoDt2AeV+OWTFMFS7A0cTIpnjYPalQu2tFVk32kb3zX2GAa7DtpStXmRvMe69efqql9iw2/NqaDUcO/+W1HXvx0/uHnp8x0HmVeZv5+MrVa6+D/g3fdlx/5MA3wPnK5X2HR+OFuAntUfK9fjPSjCeCeSR0EwPMP6Qs7l0lp2d5h/2DB5YtW3JgsVeikkp17kUNxpy21m2hzJHpKxEFd3nRhqVPHFo4zy+1KlRGX2rLrhPTO4y2wcWjAxhbH++QOoi5AKv5J9l2dNpObBnBsuMm/LD1uBuxSpMLgmN07iYQjfYcupS/dqc/C0yIlahModjPJmQN2grWjyPwVXFeYVdpbVf7zlDmPWSC/mlHnl3jMTKeBgVJkNltYG/ERzB3xsbJ53glNZuOdUwx2hL2WAJn9VPQB8rZWd1MUKzuCYtTZs7YPOT24xnAlcildDLDhlF9TWw3oGVCkGbkCoU8WkJr0ozFay7kqTK69j093ZydGV38h0XbLXyBVMWXcg0OuVHTMs96/4C9pGfbBPOQX5wVXvijpuBE0sdtz/Fb1KpAhyHnPlv35NbeJdMy4k9sDMwJiaSKzmpzmJY5Yt2meTah1Rg9tLojnXrybPqCZb5uBc3yicGZ/kFoq+JxE31EYbeNzJkw+HFkqpA1ODLRJ8dlL7jbUuCxxPaN4Xx/hV6lNgm4cq7CrKXz2vEVk0plVq5MwCf5FoFQS9nr/u0eDyPOOvSFfptQr8zst8OCIU+RawLlPomGLkkTawbjYw7G4qaG3yTnJ+sZSjzIkZDuwJXYZkoUNfQMbFoEaMfHjpKZJkQGC9MiGo+NadBReiMT8GjsUy1ZDmVwat8C7/0eMAtkm1Z5iy0NuWR1ucbV9u1jBeWcjnat3SFVI1gl+WnTBg8TXQ2uxhL5KBbeLYil9h+wEPcgYtXiJgZkiIqAXgLGnroXLO+JwrSw1mVnmnS0SXeb+Q2L2Z9GWdtZzMFnijURp1DuAQMA67SafbPhsioQ/Lg42u8BOhAeR8UxFVHBnx8qgoTi0zWOJCGbVIPG2dC0wYP4bEB3GdyEPUm1OHfh4JtEe6MTUcWxGdD3h4jzWBoWQTMlJcVRZpcC+ChHDh2RI+5226iDw+wDjQBgq8SOia4IcdO0yK+RmT227JP1+898eyVn2ocLoxk+ayAvuOThv1cazFEb80XFR5v66p+qIjZHMt2qYGNx6WNAfJaqBWDWNFdOuWnCyZxmZn5Nuhzkp859YeU8I5p3I3AGosh9cEbIhdjY8T6MBpuICgbdyACL3BeoFdGxHQyL2wzG0iUyXLrc4NcrhLAqERZbVWilL09Nc9R47VaP8yfz+rdtZh4rcmx9tMdWUVuzdn6TUZ3Bo+xKfYrTOLGb8HZmU2IdLdTrbLRIHD0TZn4xw8DftvHGR9s2f1JRHfR3nfn5ksX1BmfCb5qgnuuhni5UTRAolChGJrNxOxEscHa1qaZk+/trOqZxsmVivyn7wWUNk+Mdx+c2OZTO8oVPXFuzHFyf9cOizZxYrN4rJQqX9tz39MuLVjQ7nI7w5K2bUA1rGH6fUwB1yoDZGeo0Mt4j690r1Eh8o5i324jxoKAtdQPPvrVkzuYt1x6Im6FSy3z5rFJ6vTLPpMvzyGyq4qz248sra2d0btw0kYwvePiBt97auSv4q6RKOn1SpcEbc4tUEr0M+rbYRKhWdXSfe33pvE5ngMV7i9hDXMTsEDEWHfMsSsqB1lKOCQRNbnERjtFRlrurcFLxltdPzZhu8EzsXVm0N675cV7ZrmaHypGX1cN8c1YA3tcJXJaS7vur6y9e+LcfFG2a3X8w6OSRXC5HIGC+qtc3O7yaAmt2JfhQaxB2d1hLO7pYu7XBmqwh38AKR6sb2z27UZTnggi7y4QGUHQM4h7dWVSzKO3upKpsJ3Sk1OmhTTxJp0LHr72Q31JZaZPZXC6NWOuTCemGDAn1S4uB/wut1dDjq/yPUAvKlQpjxnO4EFc5aQKc7HOkqMTmbCvBk4QUXEl27jRmSGmwmDhD375QIeVNlMkwAqtk7BwXpxtOq5VYHBJgd+Y4d+8xJzbDXJHRjR6kcqK4QfTJV7oSVWyk3GlU3LF9AlTYwNQcmS4bqF/Mmbt7zxvX1qz9YDHF27EHnzn76arK9PoJFU0WYUCTSjsnliqOzJl/sp3T0lSsDaWY8wdWZkjd1I7pfYd+l6M2u+te2wBKAmZarEuJuirWbe3tbWxae6LJHlMog0s6Lmxpn2boyQ7mK/0uVUppzvQnN3dOn+02GvMu3eesWutZPoeZFNsaLy3vsU8t0oV1skQfxTkF/b7xbpuN+vxduUEzvm0aG/TYnpbNceNHDvj85hJnkDbz5SgMlvryfTAKmg5kZu45pjXTQWepa3JP3FWKXiKQ//JAnVHCLpe4Gme1JgwaOk8opyWDQmdngyLCrHg8U3buB8zt83UKtOGTeGXwwmfAdDRW9enIKorp0uE7eBqZhwmw8Pj9Q/BdPBO55B/4gYPZXRGlNCUeY/6cxGmw1YWX+gpomkPrEiRae9s453OzSx0SQ9bf/5xEA3w9EZVIT4u0LO4JbzJvXqgdQYb22aqHvgHHWWyBu7AFYXFCmFCOTqgPQclHdmWTJx7g0VFcLx40uhuqsgw5Rl86h75WvLo+pSwz2+lQCcSaUVj/kwf24Af6QgqJjpZJ+Eq5jsU0tJ7Z3mdVKZxZWo8pouUKEudDnAj0h5p/4Q8gmhxB2WEHLqHZkz1HsLt5aK5JbJWNSrnoXlcA6XqtzJW+6FxxLKfTch3k+mr96txFDRannPm03ixSBB0lpkkz/4kvDJ0DZq1JxlOodEKhSU9yJxgvMu5KicImEqVT4Ifl3bd1whHRAZYF/cFAzoF1+m5uiEcBcU92Z3GvSOKeEOyszkkVoER+r5fifzwj5OtolclAJYHJxvwQYDnDd7h/gfVs5fdris6sxqWYfxZoyZME3v/3FauSTPT2WtYCApLHiW/2ev8Ui+/xZ3xXTC5xtVZbK533PrHY3Vptq3DeKwTw9kZUoybSKgw1613idx7xfWfA/numLMVcPMB88S+fSPbjh6GG9f/EL7m8AsCOT/8qS939/PISZwQJY3DVh9Z7c30cFZH91NlFqc2QX9hZ6m7taXOXOsOI+Dt7G01yuByBtFtmxcdozwipYGwJDVpUujMHuvrTvG3nvyNHmTcFyplvR3nhWDXsz0jIKzk7j2vBUImJjT8rQtCrJxZtf/fz1fO3PPTLz1cteDKa0bFjTV1jbyd6BD/t+tGE/dvWXHvzEfj4X93nshb09p/6cOX83v7EeUqQaeIUwXtlwXqHqb4rA7JuOA5AMoY1if0JtoMFmvGDNHx9a7NETgpGOx3kVitefGne7M1bru4akPNEmylt5a9C7S6XiQLe3Ae93T3Ohpb65as6TRRznCfWeB7Eh8Z3Plq5vvKZLRvfvbFzd/XVl2RckU7qlckMZjWet8Il9vp6Lr62ZN5sW9rYeTYXcsr7l7GVOC5CeXR8cCSpLS5NBIfOXpcMDj6ndaUjPkEu1qdqpLqCLGN+mjrFEE+QGTN8X2i8v9s69zhERRU2sV5tDBoM2d3MB5dLJXyVNJn3AdYC+zYjxBsd6drGn2GjnigSThqAhZroJ2D7y0laZGtYItIH9LTXXNzZlJMfy/28OyX3he3LmyoiGXp9qH+xS6TSx/YCy4y+Yztmt9b5IDa6tIAOpKYVFmWGOoocE+J9D4Z8Qb1T5ambSPm9tD9/6Yur6+rqWHyu4Vv4Q5xTmJs9U3Cye25o0k2ct6IJGOVK5C0mACXT4BsszGdVdEHIY9RR8bK3F+VX1Oc4NQKN0QJ0ajFOVBuIoQ8OmQRqrdootQdcezfguU4DFSqeaCrJ/h03KEroUg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(function(){/*
pdf2htmlEX.js: Core UI functions for pdf2htmlEX
Copyright 2012,2013 Lu Wang <[email protected]> and other contributors
https://github.com/pdf2htmlEX/pdf2htmlEX/blob/master/share/LICENSE
*/
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"/><div class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls3">Education</div><div class="t m0 x1 h2 y2 ff1 fs0 fc0 sc0 ls3">Accomplishments</div><div class="t m0 x1 h2 y3 ff1 fs0 fc0 sc0 ls3">Software</div><div class="t m0 x1 h2 y4 ff1 fs0 fc0 sc0 ls3">Languages</div><div class="t m0 x1 h2 y5 ff1 fs0 fc0 sc0 ls3">Skills</div><div class="t m0 x2 h3 y6 ff2 fs1 fc1 sc0 ls3 ws6"> <span class="fc2">NOV 2020 - JUL 2023 <span class="ff3"> </span>B.Tech: Electrical Engineering <span class="ff3">till Aggregated</span> 85.5%</span></div><div class="t m0 x2 h4 y7 ff1 fs2 fc2 sc0 ls3 ws6"> Techno Main Salt Lake (TMSL) - EM-4/1, Sector-V, Salt Lake, Kolkata</div><div class="t m0 x2 h4 y8 ff1 fs2 fc2 sc0 ls3 ws6"> Kolkata, WB, 700091</div><div class="t m0 x2 h4 y9 ff1 fs2 fc2 sc0 ls3 ws6"> Received Swami Vivekananda Merit-cum-Means Scholarship</div><div class="t m0 x2 h3 ya ff2 fs1 fc2 sc0 ls3 ws6">APR 2017 - NOV 2020 Diploma in Engineering: Electrical Engineering <span class="ff3">with Aggregated</span> 79.60%</div><div class="t m0 x2 h4 yb ff1 fs2 fc2 sc0 ls3 ws6"> RPBM Jiaganj College Of Engineering And Technology - Baligram, Jiaganj Azimganj, </div><div class="t m0 x2 h4 yc ff1 fs2 fc2 sc0 ls3 ws6"> West Bengal, 742123</div><div class="t m0 x2 h3 yd ff2 fs1 fc2 sc0 ls3 ws6">MAR 2015 - APR 2016 Higher Secondary Education: ARTS <span class="ff3">with Aggregated</span> 48%</div><div class="t m0 x2 h4 ye ff1 fs2 fc2 sc0 ls3 ws6"> Rukanpur High School - Rukanpur, Hariharpara, Murshidabad, West Bengal, 742166</div><div class="t m0 x2 h3 yf ff2 fs1 fc2 sc0 ls3 ws0">JAN<span class="ff3 ws6"> <span class="ff2">2013 - MAR 2014 Secondary Education: BFL ESL </span>with Aggregated<span class="ff2"> 38%</span></span></div><div class="t m0 x2 h4 y10 ff1 fs2 fc2 sc0 ls3 ws6"> Rukanpur High School - Rukanpur, Hariharpara, Murshidabad, West Bengal, 742166</div><div class="t m0 x3 h5 y11 ff1 fs3 fc3 sc0 ls3 ws6">Ranit Mandal</div><div class="t m0 x1 h6 y12 ff1 fs4 fc4 sc0 ls3 ws6">P<span class="_ _0"></span>r<span class="_ _0"></span>a<span class="_ _0"></span>t<span class="_ _0"></span>a<span class="_ _0"></span>p<span class="_ _0"></span>p<span class="_ _0"></span>u<span class="_ _0"></span>r<span class="_ _0"></span>,<span class="_ _0"></span> <span class="_ _0"></span>H<span class="_ _0"></span>a<span class="_ _0"></span>r<span class="_ _0"></span>i<span class="_ _0"></span>h<span class="_ _0"></span>a<span class="_ _0"></span>r<span class="_ _0"></span>p<span class="_ _0"></span>a<span class="_ _0"></span>r<span class="_ _0"></span>a</div><div class="t m0 x1 h6 y13 ff1 fs4 fc4 sc0 ls3 ws6">M<span class="_ _0"></span>u<span class="_ _0"></span>r<span class="_ _0"></span>s<span class="_ _0"></span>h<span class="_ _0"></span>i<span class="_ _0"></span>d<span class="_ _0"></span>a<span class="_ _0"></span>b<span class="_ _0"></span>a<span class="_ _0"></span>d<span class="_ _0"></span>,<span class="_ _0"></span> <span class="_ _0"></span>W<span class="_ _0"></span>e<span class="_ _0"></span>s<span class="_ _0"></span>t<span class="_ _0"></span> <span class="_ _0"></span>B<span class="_ _0"></span>e<span class="_ _0"></span>n<span class="_ _0"></span>g<span class="_ _0"></span>a<span class="_ _0"></span>l</div><div class="t m0 x1 h6 y14 ff1 fs4 fc4 sc0 ls3 ws1">7<span class="_ _0"></span>4<span class="_ _0"></span>2<span class="_ _0"></span>1<span class="_ _0"></span>6<span class="_ _0"></span>6</div><div class="t m0 x1 h6 y15 ff1 fs4 fc4 sc0 ls3 ws1">r<span class="_ _0"></span>a<span class="_ _0"></span>n<span class="_ _0"></span>i<span class="_ _0"></span>t<span class="_ _0"></span>m<span class="_ _0"></span>a<span class="_ _0"></span>n<span class="_ _0"></span>d<span class="_ _0"></span>a<span class="_ _0"></span>l<span class="_ _0"></span>@<span class="_ _0"></span>g<span class="_ _0"></span>m<span class="_ _0"></span>a<span class="_ _0"></span>i<span class="_ _0"></span>l<span class="_ _0"></span>.<span class="_ _0"></span>c<span class="_ _0"></span>o<span class="_ _0"></span>m</div><div class="t m0 x1 h6 y16 ff1 fs4 fc4 sc0 ls3 ws1">8<span class="_ _0"></span>3<span class="_ _0"></span>8<span class="_ _0"></span>8<span class="_ _0"></span>8<span class="_ _0"></span>7<span class="_ _0"></span>4<span class="_ _0"></span>1<span class="_ _0"></span>6<span class="_ _0"></span>9</div><div class="t m0 x1 h7 y17 ff3 fs5 fc4 sc0 ls3 ws2">www.linkedin.com/in/ranitmandal</div><div class="t m0 x1 h8 y18 ff1 fs6 fc1 sc0 ls3 ws6">Organized <span class="_ _0"></span>and <span class="_ _1"></span>dependable <span class="_ _0"></span>candidate <span class="_ _1"></span>successful <span class="_ _0"></span>at <span class="_ _1"></span>managing <span class="_ _0"></span>multiple <span class="_ _1"></span>priorities <span class="_ _0"></span>with <span class="_ _1"></span>a</div><div class="t m0 x1 h8 y19 ff1 fs6 fc1 sc0 ls3 ws6">positive <span class="_ _2"> </span>attitude. <span class="_ _2"> </span>Willingness <span class="_ _2"> </span>to <span class="_ _2"> </span>take <span class="_ _2"> </span>on <span class="_ _2"> </span>added <span class="_ _2"> </span>responsibilities <span class="_ _2"> </span>to <span class="_ _2"> </span>meet <span class="_ _2"> </span>team <span class="_ _2"> </span>goals.</div><div class="t m0 x1 h8 y1a ff1 fs6 fc1 sc0 ls3 ws6">Hardworking <span class="_ _3"> </span>and <span class="_ _3"> </span>passionate <span class="_ _3"> </span>job <span class="_ _3"> </span>seeker <span class="_ _3"> </span>with <span class="_ _3"> </span>strong <span class="_ _3"> </span>organizational <span class="_ _3"> </span>skills <span class="_ _3"> </span>eager <span class="_ _4"> </span>to</div><div class="t m0 x1 h8 y1b ff1 fs6 fc1 sc0 ls3 ws6">secure entry-level Analyst Trainee position. Ready to h<span class="_ _5"></span>elp team achieve company goals.</div><div class="t m0 x2 h9 y1c ff2 fs7 fc1 sc0 ls3 ws6">Interpersonal Communication Planning and Coordination</div><div class="t m0 x2 h9 y1d ff2 fs7 fc1 sc0 ls3 ws6">Organization and Time Management MS Office</div><div class="t m0 x2 h9 y1e ff2 fs7 fc1 sc0 ls0 ws6">Teamwork and Collaboration PLC</div><div class="t m0 x4 ha y1f ff3 fs8 fc2 sc0 ls3 ws6">Technology Used: Java, JDBC, Jswing, MySQL</div><div class="t m0 x4 ha y20 ff3 fs8 fc2 sc0 ls3 ws6">Supervised and implemented Collage Management System application in a 6-person team over 5 weeks</div><div class="t m0 x4 ha y21 ff3 fs8 fc2 sc0 ls3 ws6">College can access accurate information quickly and easily as and when required, thereby improving its operational efficiency and</div><div class="t m0 x4 ha y22 ff3 fs8 fc2 sc0 ls3 ws3">effectiveness</div><div class="t m0 x4 ha y23 ff3 fs8 fc2 sc0 ls3 ws6">Using: Embedded C, Blynk cloud-based server, Google Assistant, Audriuno</div><div class="t m0 x4 ha y24 ff3 fs8 fc2 sc0 ls3 ws6">Designed and integrated an IoT-based Home Appliance Control within 3 weeks.</div><div class="t m0 x4 ha y25 ff3 fs8 fc2 sc0 ls3 ws6">A domestic automation system can monitor and manage home attributes adore lighting, climate, and appliances</div><div class="t m0 x4 ha y26 ff3 fs8 fc2 sc0 ls3 ws6">Technology Used: Programmable Logic Controller(PLC), Ladder Logic Language</div><div class="t m0 x4 ha y27 ff3 fs8 fc2 sc0 ls3 ws6">Designed and accomplished a Bottle Filling Plant using Ladder Logic in a 3-person team over 6 weeks</div><div class="t m0 x4 ha y28 ff3 fs8 fc2 sc0 ls3 ws6">By Created this device, we reduced the cycle time up to 87% in Water Bottle Filling Plant</div><div class="t m0 x2 hb y29 ff2 fs9 fc5 sc0 ls3 ws6">Project 1:<span class="fc2"> College Management System</span></div><div class="t m0 x2 hb y2a ff2 fs9 fc5 sc0 ls3 ws6">Project 2:<span class="fc2"> Home Automation</span></div><div class="t m0 x2 hb y2b ff2 fs9 fc5 sc0 ls3 ws6">Project 3:<span class="fc2"> Bottle Filling Plant</span></div><div class="t m0 x4 hc y2c ff2 fsa fc2 sc0 ls1 ws6">C Programming <span class="ff3 ls3 ws4">Intermediate</span></div><div class="t m0 x4 hc y2d ff2 fsa fc2 sc0 ls2 ws6">Java <span class="ff3 ls3 ws4">Basic</span></div><div class="t m0 x4 hc y2e ff2 fsa fc2 sc0 ls3 ws6">Embedded C <span class="ff3 ws4">Intermediate</span></div><div class="t m0 x4 hc y2f ff2 fsa fc2 sc0 ls3 ws6">HTML <span class="ff3 ws4">Intermediate</span></div><div class="t m0 x5 hd y30 ff2 fsb fc2 sc0 ls0 ws6">English <span class="ff3 ls3 ws5">Intermediate</span></div><div class="t m0 x5 hd y31 ff2 fsb fc2 sc0 ls0 ws6">Hindi <span class="ff3 ls3 ws5">Intermediate</span></div><div class="t m0 x5 hd y32 ff2 fsb fc2 sc0 ls0 ws6">Bengali <span class="ff3 ls3 ws5">Excellent</span></div><div class="t m0 x1 h2 y33 ff1 fs0 fc0 sc0 ls3">Certifications</div><div class="t m0 x2 he y34 ff2 fsc fc2 sc0 ls3 ws6">AUG 2022 <span class="ff3 ls0"> </span>Core Java Programming Training - 1.5 Month ( <span class="ff3">Ardent Computech Pvt. Ltd. </span>)</div><div class="t m0 x2 he y35 ff2 fsc fc2 sc0 ls3 ws6">MAR 2020 Programable Locgic Controller (PLC) - 1 Month ( <span class="ff3">Webskitters Technology Solutions Pvt. Ltd. </span>)</div><div class="t m0 x6 hf y36 ff1 fsd fc2 sc0 ls3 ws6">Place: Murshidabad</div><div class="t m0 x6 hf y37 ff1 fsd fc2 sc0 ls3 ws6">Date: 18 Dec 2022</div><a class="l" href="http://www.linkedin.com/in/ranitmandal"><div class="d m1" style="border-style:none;position:absolute;left:81.922173px;bottom:685.972269px;width:165.138537px;height:12.760740px;background-color:rgba(255,255,255,0.000001);"></div></a></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,-7.829981]}'></div></div>
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