K-TET Kerala Teachers Eligibility Test 2012 Notification and Syllabus

<div dir="ltr" style="text-align: left;" trbidi="on"> <div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoDf13QcZBrSAkzidS3CK_843oDuhhFJa1mXfUxF1ZiPHZkheBvwSmzUGVYaxXMD6X_zDXM966P9h1qONSxIxPXZlQGlb2UOxE-cQP0t4FPoQHBEjcLjHINX_iyeAwTjw0BZVk0CylsmiE/s1600/K-Tet+2012.gif" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="142" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhoDf13QcZBrSAkzidS3CK_843oDuhhFJa1mXfUxF1ZiPHZkheBvwSmzUGVYaxXMD6X_zDXM966P9h1qONSxIxPXZlQGlb2UOxE-cQP0t4FPoQHBEjcLjHINX_iyeAwTjw0BZVk0CylsmiE/s200/K-Tet+2012.gif" width="200"></a></div> <div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: center;"> <b><i>K-TET  Kerala Teachers Eligibility Test 2012 Notification and Syllabus</i></b></div> <div style="text-align: center;"> </div> <div style="text-align: center;"> </div> <div style="text-align: center;"> <b><u><i>Kerala KTET 2012 Important Dates</i></u></b></div> <div style="text-align: center;"> </div> <div style="text-align: center;"> <table border="0"><tbody> <tr><td width="305"><br></td> <td class="style2" width="16"><br></td> <td width="130"><br></td> </tr> <tr> <td><span class="style2">Starting Date of Online Registration </span></td> <td class="style2"><div align="center"> :</div> </td> <td><span class="style11">18/07/2012</span></td> </tr> <tr> <td><span class="style2">Last Date of Online Registration</span></td> <td><div align="center" class="style2"> :</div> </td> <td><span class="style15 style11">02/08/2012, 3 PM</span></td> </tr> <tr> <td>Last Date of Receipt of Printed Application Form</td> <td><div align="center"> <span class="style2">:</span></div> </td> <td><span class="style24">06/08/2012, 5 PM</span></td> </tr> <tr> <td><span class="style2">Issue of Online Hall Ticket</span></td> <td><div align="center" class="style2"> :</div> </td> <td><span class="style11">16/08/2012 onwards</span></td> </tr> <tr> <td><span class="style2"> Date of Examination</span></td> <td><div align="center" class="style2"> :</div> </td> <td><span class="style11">25/08/2012</span></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td><td></td></tr> </tbody></table> <b><u><i></i></u></b><br> </div></div></div>

K-TET Kerala Teachers Eligibility Test 2012 Notification and Syllabus

K-TET  Kerala Teachers Eligibility Test 2012 Notification and Syllabus Kerala KTET 2012 Important Dates ...

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CTET NOVEMBER 2012 (Central Teachers Eligibility Test) Detailed Syllabus

<div dir="ltr" style="text-align: left;" trbidi="on"> <b><span style="font-size: large;">                                CTET – NOV 2012</span></b><br>                                 <b>  STRUCTURE AND CONTENT OF SYLLABUS</b><br> <br> <br> <span style="font-size: large;"><b>(Paper I and Paper II)</b></span><br> <b>Paper I (for classes I to V) Primary Stage:</b><br> I. Child Development and Pedagogy 30 Questions<br> a) Child Development (Primary School Child) 15 Questions<br> • Concept of development and its relationship with learning<br> • Principles of the development of children<br> • Influence of Heredity & Environment<br> • Socialization processes: Social world & children (Teacher, Parents, Peers)<br> • Piaget, Kohlberg and Vygotsky: constructs and critical perspectives<br> • Concepts of child-centered and progressive education<br> • Critical perspective of the construct of Intelligence<br> <br> </div>

CTET NOVEMBER 2012 (Central Teachers Eligibility Test) Detailed Syllabus

                                CTET – NOV 2012                                    STRUCTURE AND CONTENT OF SYLLABUS (Paper I and Paper...

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ssc combined higher secondary level(CHSL) exam 2012 Syllabus

<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="text-align: left;"> <span style="font-size: large;">SYLLABUS </span>-ssc combined higher secondary level 10+2 (CHSL) exam 2012 Syllabus<br> <b>General Intelligence: </b><br> <br> <b><blink><a href="http://careernotifications.blogspot.in/2012/07/ssc-combined-higher-secondary-levelchsl.html">Click Here for Combined Higher secondary level (10+2)-CHSL Previous Year and sample Question Collection </a></blink></b><br> <br> <b>General Intelligence: </b><br>  1.      Semantic Analogy <br>  2.      Symbolic/Number Analogy <br>  3.      Figural Analogy <br>  4.      Semantic Classification<br> <br> </div></div>

ssc combined higher secondary level(CHSL) exam 2012 Syllabus

SYLLABUS -ssc combined higher secondary level 10+2 (CHSL) exam 2012 Syllabus General Intelligence:  Click Here for Combined Higher seco...

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IES 2012 syllabus for Civil Engineering-Engineering Service exam syllabus2012-Career Notifications

<div dir="ltr" style="text-align: left;" trbidi="on"> CATEGORY I-CIVIL ENGINEERING<br /> Subject                                 Dura- Maxitionmum           Marks<br /> Section I- Objective Papers<br /> General Ability Test                          2 hrs.                       200<br /> (Part A: General English)<br /> (Part B: General Studies)<br /> <br /> <br /> Civil Engineering -                              2 hrs.                       200<br /> Paper I<br /> Civil Engineering -                              2 hrs.                       200<br /> <br /> <br /> <br /> Paper II<br /> Section II- Conventional Papers<br /> Civil Engineering -                              3 hrs.                         200<br /> Paper I<br /> Civil Engineering -                             3 hrs.                          200<br /> Paper II<br /> <br /> <br /> TOTAL                                                                              1000<br /> <br /> <br /> <img alt="" 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" /><br /> <br /> <br /> <br /> <br /> <a href="https://docs.google.com/open?id=0B_PgMC0x8M-ramNUZkpCUlBRWG1YSjBSTVRqc0pJZw" target="_blank"><b>Click Here To Download Syllabus </b></a> </div>

IES 2012 syllabus for Civil Engineering-Engineering Service exam syllabus2012-Career Notifications

CATEGORY I-CIVIL ENGINEERING Subject                                 Dura- Maxitionmum           Marks Section I- Objective Papers Gener...

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IES 2012 Syllabus for ECE(Electronics and Communication Engineering)-engineering Service Exam 2012-Career Notifications

<div dir="ltr" style="text-align: left;" trbidi="on"> <span style="font-size: large;"><b><a href="https://docs.google.com/open?id=0B_PgMC0x8M-rOG5QVFRkNVdSaC1PbTVXMzFKVEpidw" target="_blank">Click Here To Download Syllabus</a></b></span><br /> <br /> <br /> <br /> <span style="font-size: small;"><b>CATEGORY IV-ELECTRONICS AND TELECOMMUNICATION ENGINEERING</b></span><br /> <br /> <br /> <br /> <br /> <b> Subject                                                      Duration         Maximum Marks</b><br /> Section I- Objective Papers<br /> General Ability Test                                       2 hrs.                     200<br /> (Part A: General English)<br /> (Part B: General Studies)<br /> Electronics & Telecommunication<br /> Engineering -                                                2 hrs.                       200<br /> Paper I<br /> Electronics & Telecommunication<br /> Engineering -                                                 2 hrs.                      200<br /> Paper II<br /> Section II- Conventional Papers<br /> Electronics & Telecommunication<br /> Engineering -                                                3 hrs.                       200<br /> Paper I<br /> Electronics & Telecommunication<br /> Engineering -                                                3 hrs.                       200<br /> Paper II<br /> <br /> <br /> <br /> <b>TOTAL                                                                                     1000</b><br /> <br /> <br /> <br /> <img alt="" 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Poru0I+0iRi4U7hXVeSpG+SJQeBSU91kiQpMiSpPhUlyXZI0tOWLYlool+ynTJSrgvrD+m3tHgKWZIu/8muJlbNuKD0jsN/XrolKfr/ivPzHsh76c4w/GfUniQ9OA3+ykcBZMmviiTVbQJtWzBpINfUDrukp6wpSd45COjXi9Q/veZ/TYRsFRoKSarPCksSuYXWM8h4J/K62H9IO0zRP2VJiq7ZW8v7pPgC7wcJfSijJL3hwqf0yfcPg1/ftShJH0+uXheWaTHvqCJJdZtAIM/a2CjTI9Okdz3o33BiJndMD6l4FR1EuuZVYZbyzOZ080CS2pAk2uoV0s9X+iF5Cq0kbd8bT1NR8sE4ToWgyH8yStKHp/Hv/ILKzIX+qR1JSt4RKy8fklSQpNpNwFFnbTl0cGpPft2AJDmsBLQFDZKU0NUSZsKHJNVndSVJP4TxwH+URM/USlL+j+JT//Ek+Z3/5M5R+Eb64Osl6eNJ8q7omftBIlqkdxzOUsPEoTFJysq2mwqSVLsJstLPZenRS5W9gdoZJVG3A6MkSSO7nWE4gyQtwAqbt9XRile5srq2pEK8SpIkTrtzFP5M5OmdVL0WSRIvdO84/PWCyJPxe07KsKAkUSv+dn90Oa85catuS7JN0MiEzmbkXqotiYhX+Zp0ee7+SfQGklSbFZYkrxdrfnmyd1/ZryStuFm8iqUVt+IzXp7NiX/hbkqiPH6SVPyLcFPiPdwtSdrqNQ1A9IOdojv1Hk0unzW84qZrArUVbIdlJNvIipvFAYquuFHN1faa4uSdB9/8eAZJqskqS5L0YmlXZ2bT8QPNgEjxSzq+SMp9SdltoPdL4p22tKONf1E9Jam8o433Q4Mk0aUunV8V7Uu0Sxj6MPHAJu6dHpJUuwm0Du6Gwzy3asovSd0zlGVZll0n4eduvyS9+yX1cYUkVWOVJamS67D0SqmbCXb2RxPJezuQ94WbvLd5p1W3RIgPu6cklYYMYrZiMsRKIig9eDaPf6APLjWZsQ+r3syeklS7CbSbSIyHycjdnPd27+AkkLy35ZKbvbfdm1QgSdVo0Ly9aXLesR3ipt573KQ+5r1VTf3S+uwU1b+OWrVVqkh0IWIT0UqS+Efl8cWgjEiPrNSl4CdeD27pw+VhS7N73KSSeDg0+Zj86kuS6p1vPyx73NStvGWphSRVY8UlyXNDv25k3kQkAPG88mDBrj76f5QkplAf8+BRN65x9qVKG/p9IwFUbwK/ZX63oWoRSWooEoDaa5RtKJCkyqy8JGXZDcZLKp7XsDTjL0n61T3rfDadT58eWlSp9+B0qhhh7H1Y6U6txUvyXfCiMq01Qi8mSVkT8ZI0vUYZf0GSqrEWkpRlLDiktHvbM6RhORbi5lbv4OTMJ6okMZMVI3Y6y/CXJCpqZODgNLHN41CNiLi5sz/6NnhZFlN3H5ZmYVWjSno2gb8ThknovR8ny7zecE0d2l8exzXlASwkCQAArECSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQISBJAIAOAUkCAHQISBIAoENAkgAAHQKSBADoEJAkAECHgCTVxHfvLt3+SuO363eZ++w0vk6iF1X24hquWbsw3puQyV5c793R70kRc103GhyNz0h28vKjmXIuaqOOeMXJT5PoebV9sKAakKSaLCpJ+tCrrm3czoglmsC4HpJUqTAdkiSuCONXkhy4JUkNfZffzxWKwBktRBuUFlQDklSThSVJG+3fGn/LHoHI2Nl8JKlKYTonSZtqxCIPSdIFObLHkHt1uu8RoFKNSwcqA0mqSQOSpInIY5akCtFvlSGPnyT5F6aLkiRHLPKSpPJ01SJJFSLP6sZfoAKQpJpUzimQlVXAP3Cy0iV2D0ffEMvRLA7HR1SwpM7mKUnehamTHKFO1gbHjZRpFL2spySp2m1MK6DEh93ZH31bWI7SeRyeSrNpexZc4ACSVJNmJElNK2RQASnnRznccpZlxsxuFSTJszAdkSSlhFREfCVJma6aJInGtDWksTJmVQOVgSTVpCFJUsYmWhWQoq/qMqMVp/1hf/RtoCy9+UuST2G6Kkk08ay/JEkDJY8UlZZkn7Pw6L2Dk7MAS28LAkmqiactSepLtKuMn4lBjTV7ciYbYmpMCpySVKkw3iYeSXo8bUmyuFeauNG5qlOS9v9rIgY1hZa1kMgbVAeSVJNFJSl4TVL9idUfrQrQiUON+O0eklShMDcjSa5Dtgq5JSm4KqLii4GnPgM4GaLSq4G2gCTVZGFJ+lVKLc2WabQqYLCYZJnci+hh7IoGSfIvTBclaWf/6ZTOpzwkKaHZX9l0VStJ9B9LkqSd/G7ofcqAJ5CkmjQgSVLinTw/WtVRUnOS5FuYrknS7uHoezUFk5ckSdlfd4bhrMYoCZLUApCkmixm3hYvN1mp2XsczX/RqYAhs2OWNStJfoW5GfO2/jClfvSUJGl1//5J9EZrS7Lla4MktQAkqSYNSRJdvN99GLz81rHips1iaL1+BUnyKczNrril8/h7sr9Mn/K3Sj0UKrzz4Jsfz1wrbnRdT8VnfyJwA0mqSWOSJBk1Puh/sK15rSW/pNKWLsf1q0iST2Fu3AlASnurcxSqUg8k++v7/T3tBJlOnEt2qwJIUjNAkmrSnCQpfUw7+Kdzt3x08ITsgC/n6a4tSR6FuXFJypQdZ6U9w5WkmapwcUg2Ozp329rY3Nobnp6T+APlHNmQpAWAJNXEe48b6U4mFSi/9OXXusIet015T2lFSXIWxn9tvlAf7z1uVN+t2ifltu89OJ2S6Ww1SZLs3FpJqrTHzerOCtxAkmrSrCRpXvrSlzZNLj7zUiVlx0llSXIUphuSpI5uqF91VUkq7WLT+H+lV+GxJSwM0SP9jhPgCySpJk1LUmkcVC9e0vDrSA3ZU0OSrIXpiiSVjEpibFJZkrKSCteLlzR8Wo4nByoCSapJ85KkfPaN9oh0Hr+cBE+krf97w9PgRUmMcmpJkqUw3ZEkZfompqt1JEm5lNlLfh6HwZm89d8Q3BLUApIEAOgQkCQAQIeAJAEAOgQkCQDQISBJAIAOAUkCAHQISBIAoENAkgAAHQKSBADoEJAkAECHgCQBADoEJAkA0CEgSQCADgFJAgB0CEgSAKBDQJIAAB0CkgQA6BCQJABAh4AkAQA6BCQJANAhIEkAgA4BSQIAdAhIEgCgQ7glyS/9Fg4cOHDYjsYkCQAAlgYkCQDQISBJAIAOAUkCAHQISBIAoENAkgAAHQKSBADoEJAkAECHgCQBADoEJAkA0CGqSFKaROdPjva2uYf47uHomzCeVbnC9HSwvdU7Dmep4Yw34fCO9YTqzF9HlQoJVpw0Ht/TbGjY7g+fPI+S5l6sG+f3ePxh/mj3xlPdc70Jh3e2Nja3Nj48jX9v4o75BZu6mh5vSZq/Ot3f1W1d2T0cv5p7XmTpkpReBQ97pgYD64lBkqq/rl1HSNLm1mAcl1/xWXjU21xXScoffrs//DpKrvk/zuJwfLS3XaGIbklqlnQWHu8YvyFgPcklaWcYymPjWXzx+LC3ubVx5yh8c0NFa5a8V77f39PKRP7y3+nvvd+2iDSLnyQZpaRin4ckgfYxSFKWsVGzYUyxeuSSdOfT0b/d07zkb8Lhna3Bv5180vq4plkWlCTdacrz56PH/CUQ13l79eMXBzvMIBWQkVd54pbO45ffjvKTN7f2hqdhrA6853F4NjrMx6i9g5OL/AQxkW527Aq6jkWSeDfmL4PzjRXnT1+Hx4Otjc2tvcfRPM0y+a3LX7yzl/F8mVLHJOno4uXpYFvV2Vl41Nu+N375gzrVmsXhNyeFEYZahNN59Li/sbnzILgq+t8vkwe7W71Hk6vrbk7cxjZ7tq8kfXT0yUCa4e99HjJVUiQpnU+fFq0u7JSjy0KVNEau/ARI0i3FKknywNlXku4e7t+VrDbzy5Ninac4DDdtCS5J4a+SzhaP+eFp/KssIm+j0X2Nia3ocfkJuw+DX9Isy7Lrq+DRTvG/HZKkLEuv2FeCKeuzSfCCjG7yc/wkaWNza2/4NF/7mE8nwwFpS1mS8oYvBj5Zmlw+HQ62Nu6fRG+zLBMWvp39L39MromE5WXAxO02YpUk+a++krS51XtwOhXXy/9x9/CLv/EFvOvk8svD3uYSjRIZkaQ3aTyW5275rG0cp5KIsGdnnSXLsixN/vZ4f1eyr7FO92hydZ3Pc8mgqVOSlGVZdp1EL4o5VP5Z2H/8gxg3+UqSEBTyK9aWVJKYfU41Rs7Co57llWIDunvjaQpJupW0IUnu4Y/2Uu1SSBK7u5i7sVnbNHWLCO0vOXz69smX/11M2XI6J0mEeRwGZ6fDwdbGZlFof1uS9CWh03sqSWSNs3wMxnHKl3uN1kpI0m3EQ5KqTtxMr9AsDs8nQTAJnnHrzA1JktSJxKztd4OIpPP45SQIJkHARxjKA4r5nZiy5XRZkhhcUD2/OTZJymuWSpJiDNLMfiFJoEwLtqTSK5QmfH1GOT48jX8nDkH50ZLbAe04+VOTTsTKr4gIn2CW/EiVB2Q9SxoiKVdTu2dTdjQfSTJMoHKk9tOIqKQadUZJtuaEJIEyVknKv//iFXW9sXpJyo2+m1t7w9MgmATB5DxK3hF1uwlJyjvXzjCcFbM29QGZD8TG4Gh8NgmCSfAiSmaaB8xX2XKhoatvnZEk3sZS4TgOScpFQbElyR8lhy1JXl9TS6a5IHkjIUm3kSp+Sa43VitJ2i8rk6Gbmrjx/+0Nvz0b7ug1V/uNz0+gDyhW2eJfpeW2rFMTN6aIO/ujbwu3oOskCk4kc73wFQjieZpl10n0NdsTp664HU9yozhbcRO6o1tx2xgcfXXJljbSJPpqWEwV1RU3ZQUBknQb0UtSmkRB7kZEV1dcb6xNkg4es7eS/OomJYnspNFrrrpQyNevpYmbtMomOSVlnZIkyx637f7xhdjLWNpetPvwyZefuv2SuPtZ2S8petwv37TwY9IXTAzoSHngl3RbqLTHzfHG2idummOZu1VKox72yS95A6gTN83BzcGKBikzpE5JUpZHAnhG/D61W6vTefw9Oyf3J3J7b39PfF5d3tsbg6NxqPrIzuNwPGTK1Ts4CUiZCjPk2uxsAg4MkrR7OHqmiwRgfWONK25ixxzrCJPw1TR4tNwheXkiVpYM5V/IwzJb2Mvp9IxPZhXHyBzqPNk1SVoGLQQnAQCsDh2TpGXvywUAdIvuSFKxprjcjUIAgA7RGUnii3F0Aw4A4LbRGUkCAABIEgCgU0CSAAAdApIEAOgQkCQAQIeAJIG1ZBZHr/nGkWX4HIOmgCSBtSPfqGXb7g+6CyQJrB3SJjWwYkCSwNoBSVplIElgneAB2KT4rZo4bfM4ZJHjN9TkgDzc0ospCwe2Wco22A1IXI08iBiJq1EEKqAJO3RRWKWYYiLU1L9EKCWRH2ge/zDSRu9oGEgSWCd8JOk6CT8vBeEqwn6xbrl394/KOV0bdumjj233R/9rqoRz4vHIfCVp/5NPpSx1908u/y5C3/K7mGO9LgYkCawd6sRNliQWkXZwFEznWZZl6TwOjva25bj6myTUpDihYwbyUozWNLn4LJcSEfGSBTiUH80lSVKYTS7faqrE1sJ1QJLA2mGTJH3sY9pXeXIO2uXcmSluACZJ5RBu9F/KWUw8JIk+e16Z9F9ajiAESQJrh02SDA4BpJs5+21X0EgDTfbDTqLphfxtSTPlLtJP2o2zCEkCa0cTkiQH7YIkQZIAqA0kySBJOvcIKbg4JAmAFmjClnRrJEnK4wZJAqAFPFfcWHJAsaDGMnOssyQxizhfbeRZESFJALSJWB1fxC9pLSWJp2Itjt7H//3kL7AlAdAq18nll8x3eRjOanpvr6UkZSXH7rcwbwMAgBFIEgCgQ0CSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQISBJAIAOAUkCAHQISBIAK4rYHWJyK8/d1jcXiofJducsL6ImJAmAFYVsWNPGBTRRXqEAACAASURBVGcbjCFJAIBlkEvS+/09beJMtrutv/c+JAkAsARYXO1PR/92TzN3exMO72wN/u3kk8Uy/UKSAAB+8FD/Fy9Lm/XzWdv2vfHLH5QoCPM4PBsd9kRwkoOTs5c8KRsPJDB9HR4PWLal2c+KJLE8KL0Hp9NZ/v9RIC643R+Ow5jEUKgOJAmAFUVkH/nVEJPkw9P4Vykwy/zyRErQxg4ejSS/4N3D/buFieqdNEpS9Sh7G43uly54/yR6W/upIEkArChFQqQ0Hstzt3zWNo5TGisqP3/38Iu/Jew8HliKBT/i9vJCcaSJW0mPuAV97/OQpQKexcFxX402VQ1IEgArCsnRpgRaY7M2bfJxGclUxCRJE8Jt48PT6OWJokciZnkhSQ0ASQJgRaFpI2k8STFrM2VkmcXh+SQIJsGzk/1d4iUgZSth8ASW/b33tzY2dx4EV1IehV9IYu7dw9GzCYnPWQ9IEgArSjmTbf7fYtaWqZKUJj9+cbBTsiV5SNImVyWWNKFgHv8wkq8p0n/XApIEwIoipwVPp6eD7Z1hOCtmbZksSddXwaOdPNZ4EEyCYHIeJe/KEzetJN0/id6mV8FDJRl3cVoSnQeT8ZDlWeg9mlzVnMpBkgBYUWRJyv+3N/z2bLhTzNSIJGnSBwgPb6ckUVHb7o8uzbOzfA2OJiCoBiQJgBVFkSRubN4w5LBjkiRmVddJ9PUR8wnwlCRhPGLL/Cyjyf6XP3Lzdpr87fH+7iKulZAkAFYUVZK4fJS8AZSJm+agNnKrJGXpPHrcF6onmbdJUjzbMMoBJAmAFaUkSZr1NeVfiiRuWxvb/eGTSfhqGjziedx8JCnjUzNu55a8t9WkeDWAJAEAOgQkCQDQISBJAIAOAUkCAHQISBIAoENAkgAAHQKSBADoEJAkAECHgCQBADqEW5J07uc4cODAUe1oTJIAAGBpQJIAAB0CkgQA6BCQJABAh4AkAQA6BCQJANAhIEkAgA4BSQIAdAhIEgCgQ0CSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQIapI0jwOz0gOuY3B0fi7iCfebZA0+dv/DF69Y//3Lgk+3trY3Nr4eJK8s/5uId5Foz9sbG5tbP5hFFW+TZpE589O9kXazzxpn5xgLwkOndfn52ztB0mdhzBxnVw+m/ydF4fd5f3D4Ncmb1Lw62T/fV14it3DUdDGCwPWCV9JSpOLz1j6cPnoPZpcNfiSzeLguC/1265LkrFmNjZ39p9O5zxv6E1J0nw6GQ62Nu6eRDcuSZtbG5tbe5+HUCVgxlOS8jS+hpcszw7eCD79th1qStL88sSgR0yVHgRXeeXczKMJQSeS1DpWSVosYTxYe/wkaRYe5fO1veHTKEmzLMvSeRwcsd5I84UvxopJUp5DPR8tHpxc8JmalCWdp06/hZL0Hn1Uko2+wW8YWDuqSdLOMJwV/5rOwuMddQqQzuPwdDjgo/ThqWJSybI0iZ6Ph/3C7DIO41lGRIEf+WX1E7c0iSajgx2DVYtf6v3D4HUSBdzKMzgah/Fc3xvqSJJQas3sNZ1Pn0o9sJCky3/F3+uLpJ+4zeJwzNW/qC6pQs+fHInBWlHn82h0Vx6hfDxJ3skTNz7+7R2Hs6Jm0nh8b4O2uLtZCVpJ0v67fFnlykVtnMVFje0ejr6XG9FatqLaL16NH+xsbG5t3D+J3mbZdRJ9R2+9sz+asM8tuEn8JCmdng62PUza10n4eV/qA5tbG9v94wvR1OlV8LCnnMDeEm9J0t5lc6v34HTK+iq/1HZ//yPlTFlVC2pIUqnfKojZLhWCzZ2PDv6s1MDe4yjvY2VJSq/C40GpugafhWw6mKW/TB7slk7IJ0c+kpTOo8f9jc2tje174ylvJTH6473X1awyvqMkw8ugjiu3Prjbl08jRjpX2US17939I/vrh6fxb/ypDbcGN4enLSktNeHu4ejZ5Fz+rLBRw3Z/GMTzVNiqtzbuHIVvsoxIG5MP8j7l3VIzu1ElqXiP944n8UyaQvJPPVG3vPeSMYs8HBDUkCQyFtPaieVJk+hgG7uHX/wtSYXhmciBKkliHDo4CqbzjPyEPYXQjt3D8au5ZGvP1UQ3cVPM26JRxHxK+Rdns6o4bElc+5hkc30h71j++EWNcYkpBJpfxFm24iL8TXj9Okn510LY2oVNEJPKm8bfCUA0tvrFZr2l6D/EtMRf7nwcwYcV9IP8Jjz+y8nZOZuMuCVJdELaH8St2ZWFvpDxizxmKVFdkpxmGoMk0ZdeTP3kyR2XJF5m8hNeh3eOwjcaNcnSWfjvD0fPuAuChyQVVcoaTm4md7OWsK+48SGhrg1O3tPVBv2JVGMeZdNWuyhh7+Dk7KVpLg9uhIqukmkSnQffFkYcOtwtTxPI8d4oeie6h+nr6iNJ4mWSBztyZ9aNX0TxPCVJ6VeaoVC9UZLcjeXHUSRJdFHd8YdR9E5/TXMZpLoqii1rkKJQzmYt39QgSab+nybReTAJiGOXLEnmGpu5y6Y3z5F1iaJs56qRDtwE9b23JSv1YByn/pJkXv3xlySlM4jeu0RJqmdLkkdh4i7SOVUlyTyy85IkaTj2jo8ymPvCApKk/yupwORvj/fLhjB14iY/HW3Ht/6SpFbRPP5B/bJuWg1kYEn4SJJi7KTQl8/R50n3aHGUlKvDciSJrLgVlnUOsYz4fvPNoyST52RDoyQ66f7v4D/vSW3kbNYyfpJUuHQNjsZnk/MouZaft8IoyVw2u2rP4zBQRv3mlxMsBR9JEu8r9UvKsjSJvqKjJHGasVF1tqTf4/EnR+Oz5/llG7YlLSJJPsh+SQGvGqtfkiSmnrYkg0leZ0vK0vjpw+ETvvLgKUmkJGoh3c1awkuSNC+DKINi3jbWmEfZfN3Brq+CRyWPFnADVHUC0B7K8odYyBALatxht1hxO3h8mUgLYbnlgo8LyIexyoobt4MuS5I8vLfFcrXP+pFxxa38k3zESlbc2Creq1M2FVLUmXRa/YaSt9HoflFsOjBxNqtKJUniVZQmP37BRyvlFbd8Qa14fC70zrJpJUn42e1/+SPzaJlNmddSc36/oBYL73FzO4lIKyYmV5R8DVvWvrxTLeKX1L4kWQwihj1uZb8kjWw5/JKIFuj9koprip5f6L5hjxs5U5mhu5tVxm/ipin5+/29O8UP6/slaVy95GY1/Aq2pA5QMRJAQLyENzZ39kffKq5JqlOsxmG65L395HlxjXRO/HQfBr/oJCk/7eWkuIjFe7t1SWKPVCESAPXeln2RtctDRuds8wlSoxAfxdzL3LTtVjcN5LibleBr3qY25p390SS6+hcbFd4/id7S2rhKLp+yu5dvbS2bceKWzuOXkhXJ4ZIOlgTiJXWJtoKTrCaojVsJJKk7FIt05hW02wQk6VYCSeoI1OcA69BZlkGSbimQpG5QeEUOjr66hIU1yyBJtxRIEgCgQ0CSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQISBJAIAOAUkCAHQISBIAoENAkgAAHQKSBADoEFUlSQlUtEJpZ96EwzvGiLEKeeQgTQ5b8SfzdfKIhSzkEL1pHiKSBvlN5/FPNavOEedzU44mvAizOHq9elGEpFjDSkyuElKTrRj2tM+Gc8qxrq5JUugbDh1VRZJoKFLl0MTD7xoVJEkXI1z8rSlJyoM91w2ruhxJygM/rlxf1UfaJCmCFVZWkvQxWkW+zBxtLGYpImg5ceymOYpx6/hLEo/NLActLATYkjKwE/hL0ttodH+r96fDj3S90SlJvjfNQ/03E+k519DmoyytZF9l0t8ffl2MF/KQ5KZXdCUfM+OvEA0dkQezp2qi1gaPy0wD4CjXuU4uvzzsmZNQtIx37O38pafBpAvyD37Ho/x4S9IsPOpt7gwvfg2PNQ8FSeo62jrP8yYYanslH1O8qHKj5+9n8Sya2lDfFs118uq6mR7tKUmu/jP7++SrMzmENglsLE9NeY28mBbT193DUSDPgS1X4K/X9DULlc++fmo05Z390bfFrzwlKf+q3DkK39iavHccvr3i01i58D4TNyVD0eD//fHCLH8eXcUqSba2MBsRSKasJi1TN4W1j4kmm4lY4FKbpvH43sb2vfFPVyyJQJ4uoUP2lwLlk6l9heR/5E8nta/2H5eDnyRV+4zQVEiaqSnrP3t3/6hMX0lie+sV8tfr7uH+XfJD7XyYRmj0lCR6Wv7fspGbNflHR5/IiUPEBL6OJPEcs3IN+78WZkmy16TFiLBmkmRt/bw59j46VGwucqft73/E6+rD0/i3TtlflGexjoAU2SLfYHpKS+NuD7wkqVr5cnNa7+Dkgn00UpZegqXiEcZjlpyrSMTGR2GOK/DkZdSmzmo5Tw/HfpOPYnix/SRJasLyGhmxK4ssm/PpZDgoAmb7mreVgWd5ZmGda8gYG8hRk8yIwO2+vCFELa3ojKZEbgY2vsDsC0ENLnmKMFb5/I3lqb2yzF11N4NqQjG8GPS1NIwftVq2FBaQJOVTv5Hbw95pRZc+IWtgqfFovehlm1yBSZKzvtiNNOpgotQ8eZemfZJJkpzpjH52akpS3m2I/HnP2jLjm+eqSfYsa7gUJcFs2/I6FCV/TOMLqXtjnVV3A3DbNklFZ5Mk9u7ZJOlGmr5xSfqtyEldPgbjOFWUgt2BdNffXVfITzBMJeZxGASTIJiccbcUf0nSmK5LDaY3b5MRTV1JYv9ineFXayB3TYqs09z0FsguZmsgSbke2Z1UNI8pNZbujXVV3bJhM3RlAWptR0nuV7PoqP9gaey1R+84nKW6aqJvwBvXFX7TSpIx66y3JMmJYaWjKK1NkgqjeC1JooOaCrO2zPExtLWFlHiSHTyXd7b6kuSjR1k9ScocVbdU9HqUZetrS3KvuBUP+Ztz+dAlSc4FSN0oiXnHbfeHTyZBMAmC51HyrtrEzTqmEEbuFkdJ7OLFlMpbC6yjJJ+l3OskejEpUhnneYZXWpK4cWfveBK7ulVNScoxVN3ymMXBcb+wzMqs7YobX5ox+CUJM6qwJdmWHlySlLquoJEk8zW9JcnY/WQpYUYEjZQsaEsqHq13/MPlk0ovhNWWVGkZiDe0xlS/Qlwn4ef9jc2d/S9/NNmPKAtJUvETqeqWQ3oVHg+sozOdX5Ji7NeMpG7S07C697a8qS1NoueK1YY5sBOn0jSJvhqK1nJJkvMKZkkSryA/33vipltcE9BXtlhx459ftuLGe/5CkpS/Lrt/3v9Tpb0mjhU3U00alyl5IVdSkrhng/92ghqS5Ky6ZZB3SfsnZ329t7Mss+1x29g9HH3PdcrgIsSXPNyS5LiCZeJmMZrYJcn+17zt7xyFb8x+SbwD+EoSmSdKnYEbgKoIgc0vyVaTko1W8yzFTroV8kuyWNA8PjmMaubtctX5DawWo7y+VBzke6bb47bzICArhdqXZPkzUEatSABiWMQGTeehOl1XHKmlzccekmS/gmHFbS5cb/Pzg3D60+TBLm8et7OcZchdlFnvvf19MY33jgRQ2OPta3weVPDeVjeCyy7I5b/mH8wbsnTWwdZRG5SkzF517UuS4stqlqTMJ1pAyRP93BI5oV0QL6lrVAmiAsDaAUnqFHw1d1WGJAA0DSSpIxDTkjZ0HAC3A0hSR+CmAbqIA8DtA5IEAOgQkCQAQIeAJAEAOgQkCQDQISBJAIAOUVGS5pcne3+SQjuWHGQdObN8qZDjjPkuSz7ytZjHYbGlO3fL/qbkmN5BDKHa1BNMnr7N7WaSnOD98x1YNxhmWb574w+Lty9YBSpJ0ttodJ+/cNZQHotukKmU40yUZJFsH8XOCc32vSK8aTdZe0nKv4V3bmrXFVgmFSQpjcf31FjR5W7A41ot9JZXSSg0vzzZ29756ODPvdpbQ8W2Q3n7T5ExVQ5r2zk8Jan9rbM1QxH6FC+dhcc7Xc8VCBrAX5LehMM75G2z7A5dPAlU1Q/snaPw5/pbw9hOWn3sQUck+U5wGyQp//a8vzoBCUBNKqWWpC+9vyRZ06vxAHfTqzwnxHb/k0/+byWhkO0dFJtUDWkItBHX5DNc/eGfUfBsIm2MnsXhN3zb9HZ/OCb2Jv7sFz8VOel7ByeBbF2bx2ERTUHefF+ukDwajvQTJWpVQ5LEgxz8ML0UG8d39kcTuexkW/nu4Rd/S96SbfS2iZsl65ko3s+z+Ht2TrnS8rrFQGnd8ZQkU0ofpyS50qvl3aBIobV97z/+n0/9JYn2gfy/FSOoW5KqZp2dTccPSnYZMbPLn/39/p4SsofIQR4QWrmCEqKIVsh4mmrTuhcBQ5qVpA/6Hyj3ImlUWDYhsprxySeHbkmyZ53nYcaKRGnaWCLOxwTrQJXY25I6GCRJhHPM+5gzvRoPEiaH0PWUCeUdrZXSulpCbRHw9/EPbGR0nURfH+1tc00RtvbBUTCdZxkPjSy0NY8GR0IssRrj/VNTIfk1aTBTJe7fguZt+fOwoQmYKUfCFIXnz77hlCR71jNRPBLYMM8rWzfXJlhdKmQo0WUNN73lNnuwFN2KdQOlO/mJi6omuV5UfGX1klSOTJiXUBvMqJxZRK6rUmRuWxIbfYUYis3HII1KknQdKTicLtQZG/7YJcmR9YwVz1hpgpvL5AOWRuOSZPDlMaVX00+svCRJE0qx2pDH8hODJBWBX8sHTa+iyGLxOJa8THLv1T77LA7PJ0EwCZ5xo0wlSfKbuCm3JjKkH6TMfGxJ9qxn2uIZM7isWixwUI3aqSV9l9Uc6dXqS5JlmFbJ3OC8VylHm0FTSKoC06DvN/doRZ8BxRT1vAVJ0g1MtgbjODVcxEuSMmvWs4qShJCba82CoyTn/MKVXq22JNkGLJU8uZ3dlTypu0vYJel3d8Y+TYXwIcbe8DQfaZ5HybsaE7eblST2LLqsZxglgYLa2W69JMmdXq2mJFn6WHUjN0tCZ8qJStKTsItbLGUOSWI1aVnJLleIRSmWKkkL2JJ0NyNZz7wlCbakW0DTK24y7vRqNSXJckINt0CxRC0bwtIkOletNjxH2PBpJBKjXT4dDrYk87bFWs9zb/G8WsW6lWTeLkuSWLUk61xLliR1xY0vnHmat41Zz3wlCStut4E2/JIIzvRqekky5Tjj2L+WRepd0/XLWPa40SX/rEixKdu2+8cXSWqqFrl36Z2M+GqUZeJmtJotvMfNMi2VR0YlvyTZMuhn3i4ONlr0lKT8tEV2MoIVwNt7+yp42PP03paxp1czSIYhxxn7o6sHlqw/vtvl4rBYzMoHTc8mhZOxgHpvK47IHpKUKa7Ysv+3vsDUNrzdHz6ZhK+mwSN5lLEMScok7+3Nnf3R5GL8aQ3vbcln3VOSykN1sIZU3OOGABFAYWn2nVl4VH9nNVgZakcCALcPZpvnvt2ZcO9ewiYPRAK4LdSOlwRuIVo7WhPB85yk09MB4iXdCmpHlQS3kjSJzkngzSUlj0dUyVsEYm8DADoEJAkA0CEgSQCADgFJAgB0iBVNmmS4uyY6qj+zOAxOhwPitE0C8nYZL8+g6yT6zv1089fRQkmiymHbGvEagXn7FrGiSZNsd6+xJm2MoKKGu+wkbknSBudVny69Ch4u6ovYkiQhadItYkWTJunvzpWlYo4jtulMGd+JDRAiRHRXcUkSixtHtgpnWTqPw1MpiG0jWUwalSEJuEreFlY0aZLxFtU3i/PI1tr8kfm24Y7HDHNIkrk5pP1rHZckJE26Laxo0iRfSZLifGvRxACSrjeLzp8GL4p8k8rjaPfc2jMmuXMufXg6fR0eD8heeXmjrxJEpbYkFSiBfT88jd/aI/byyhDZN/MQNFfWiZvlwTNrViXyIBgorTsrmjRJe/d0nmcB6z2aXDEFcUlS1aFBOp8+LcUwETM7j4xJXjmX7h7u3yWPr9/GUYzdvCdupU4uqCVJ6RXTTXHsPTra3zVIkv3B7VmVaGMhadKas6JJk8zmbXovNxXnmCwS08HJBevbPH7bfXkV0pQxyTvnEglxqYbBK0xmvNhu8zbPQSRGqUFQWhVV1NmR16BIK8ILxqtiUydJzge3Z1XiRUQIt1vAiiZNstxd5ALzQT/aKkcXIvFYS/pVVI4rY1K9nEvGYvPO6RceJE2i5zRfbj6pvCinnPWUJGMgWt0Jrgd3ZFUqVzVYW1Y0aZJhdMPCxfl/SCtJklWFB+M4dXXjmjmXWKnm8cs8pQK3ZFWTJMIsDs8n4zzisHDXqChJ+sj8Bs1yP7g9q5KoA6QDWH9WNGmS+e4Vs9c6bUnk2cvJ3RTLzm9euQAMVyCqp5THFIS3tiRxaETgqpKkXxYwSJL7wTNrViXRGEiatP6saNIky90rrkM7VtyoJDkf2RXl1jfnkiQE6VXwsLe5tTE4Gp9NgmASvIiSWYWJm+2vZduQ1U2JNlaNUZKXlGizKskFwChprVnRpElNjZIyHpbM4Jeky+1j9px0Bt72zLlEhcByTT9JYhVSrEIayuYhSUZTEYc5nRpsSdVcWGnNSwWALWm9WdGkSXZbUsW3lqcMkbd9XSfRC9Vqw84kFnT+RB6pbv1zLpUlqZjCkIUtz4kb/wb0Dk7OCgONiOrPf6hqEHcdYGFtSwtq4ll43FsW9Na24mZ8cEdWJf4kWHG7Baxm0iS7pbmCXxIvpnmPm7IspXez2vs8TK790pP45FzSTtzMVpgF9rjxkpO6EppSsknvPPjP//7E+iw2vyT7g9uzKrECImnSbWAVkyZlZkkaHI2/I57WvpKUZVm+DqV6mWvWfRRndJr8xy9jkjvnkjIQ4C6g4vzg5XR69lCfqsgEHfTx6ygxarnLWPEIRdvl6ST/oXkWbpOu6L1ddt20ZFUiNQlD0rqDpElgRUDSpNsBkiaBlQCRAG4LSJoEVgEkTbo1IGkS6D6IKnmLQOxtAECHgCQBADoEJAkA0CEgSQCADgFJAgB0iCp73EwbOCrsbKiEPZVbA9dvIgC+8ybFtj4SU9GCPTaeZZONDHaogtWks5LkTOW2OEuQpPIuMKezHyQJ3GoqSZJLIJrsBm2m31kWPBDC0+k85cHzKypg7aBlkCSwmkCS2kMb7gOSBICNliVpHodFCPry3m75BBEGRImLOhjH70rp3lgcNZG11bSr3pJVrTxxk3b5y6YfZ5Yxc4Uwt+N8KloxE69dkizV21RbFDVjquciUN+/REwl8XM1lgD8r4GDNiVp/uq0HISIGlM0J2z3R5dzkyTRdG/jaSrnAiqF4HFmVVPjKOpytOUK4pNlTAsPWfnkRfjVsF8jl7dFkuzV21RbZFnmqGcxP/3k071tqeou/y5Hy+p8KnPQAZowb+tzHPLeKL6NbO1JScQoYk4KRdBF29Gme2PKJZKm8eRfcgIiS1Y1SZLYLUT8Rh72bDCOU68sY3p4yEpSjCoYJclVvQ22haOeRey37f4wiOcplTD1gojkD1y0Jkl6WwbJ56UJ3kYDmGkliUZH06+XkZhtzqxq0hU0wd5ECad/98oyVkIKVqmPfu28hEGSnNXbWFv8/NZRz/y/aSFzFaP/guQiwI+2Jm4kamr5+PA0/t0V71ErSbQAhiIVr/5vfvlanQnUsswzy5gMC1C7dzyJ3+SjBr70lkTnweRczTZruIq+Jzurt7m2cNZzqkn6oEklos0uCYBKS5Kkyc5IjjtH4ZtlSZItOL+3JGVeWcakYvwyebBLjDX5NHC7f3xxNS1nbTGjlyR39TbXFo1L0ju1PNApQGh3lGTpeKsmSTnWLGOGquAFo5kRvJ0brKMkm6411haQJLBUWltxy60JFmdlXSKAUmpZiyR52pI8JUnbLS0pD3RZxkpVoXZykZ3J313IakuyVW9jbXHxq58tCRM30AjtOQHkqzzb/eHXPGXIdRJ9TRaqlFUeYQzOJcApSWTFjWVVEytB+eClmiSVVtx42uvecfj2Z58sY7oaE4tQqluQr6XcseJmrt4G28JRz5Ak0CTN7HHTdQO6/k0P0ht1zjLcsVBO5fZOm1vJxy/JW5L0fkl5r/PJMqaSJrlXp1JRByff5MLk5xNg80uyVm+TbeHnlwRJAk3QpiRlytBguz8ch8pW+Hkcjnn+W8m1Wk7llo9TNMM0D+9tX0lSr7azP5oUxXFmGdMgMsrKP0nncXC0/+9h4uETUMF7W67eRtvC03sbkgQWB/GSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQISBJAIAOAUkCAHQISBIAoEN0VpKajr09fx3JboReeT4WRAmPqd2y3wBLyf60AmUgpEkR3Xhjuz988twSDGZp70MLlNxxv4tKLrgGl11KrTjO7XArJCm9Ch72SG+BJDVPF8ogyvKLHGDXta9wZSWJxeRS9zl9Lm0M0O4lkvZC1Y7j3AqdlaQGubnesrLv+irDmpvsMeY7+Ex7Ele1mVj8Zb4dOuP7NKmaqLUhb27XXodsOL+J3T+QpDZZ1Xd9pdFupss3PBoG3SvaTNr4xeruQk1tqHsSNdexhOVpHS9JqpwVxxJLJK8svpv0h+nlpEhSRLe5liduszj8hk93Sxl4pD2lm1u9g5OzPBatsmGYxLenryDdcapMtt1FNeP1rjuTO+XFKIwjO/tf/phc2QM/7QxfTAvrwO7hKJBNDFJ6KJ3twHYCT0j30xWLEHD/JPpn9TIQ+0Xv4PHl1b9a/HJY+5hophl9mYvS6p73bafsLwXKPm3N/mf1H7XpBevkHGyIKpLknxXHV5I+6H+gzHLFTxRJ4vlCtPNhfeQNGgrOJkn6KCJiQu4uqpkKkmRJ7pTxTLm0eI+O9ndtkrR394/KExXF0IZhkUb79hPy97W//1G/qIrfKpahHPBk8Onwo9YkyRqHgIW4Eym51NJqn7dT9hflWawjIG1SDFWs3WFLW6OCJFXIiuMpSRt5tPxZlmXZfDoZ0vzUkiTxHBg8iBoL7kNj1NJI2MpkuDRxBs9s/AAAIABJREFUk5SiHGstLwlvD3dRzVjN27y9PZM7FakuUzFWtYTHLJ5IRFzjzZErOEkeyS/I0166TuC32D0cv1JsFr5lYClM+C1YEqdNr1qtTm4GdoQAlQwu+VdKfv2k510gj1aL5IG9Cn0xKAsVaMP48eayJVeRJP+sOL6SJFWEXH1UkjSBsR2hu6UCWCVJO5ChP3cX1UwVSTInd9ItPrKBoVmSpL5BXzv9V7GUPsD2jupuUaMMivqw0JfNSxKzbX9uDFBVfpnljqp5HPZWVM6j1Sbcts1D62V2SZI6l765b8S+Vs2W5Bujy1eSzCfQWtOerGEWh+eTIJgEz/gM3ylJJss3aSd3US0l8p+4mZM7ac0B1YKIlxMfGISS5L8zn+C8hWcZlAZtZxUi16Peg9Op+fOhaSbn49TJo9UmbJoi5V5d+1FS85KkjHJrSxKLhF3uQs1Jkq2oZiqZt03RL/UXcUiS/DLRE5xZQv/hTCPqKUmuMtSQJLXwjj7jo0dZPUnKKufRahG9HmXZutuSqkQy1bxzUrs2KUn8e7U3PA2CSRBMzqPknefE7RZKknN9170AvAqSxI07wgJooaYk5Xjn0WqL3PJIjKGUNV9xW0iSeILDGpKkndqIK7D0IbpLNWhLukFJqmVLMssB950zrg05T1hcktq2JV3z9MIs4YqDhSSp+Ikjj1YbsKVYy+hM55ekGPs1IynVTL5MWpIkJiLFCl2eoqemJJVW3PhMbWcYztilREYjci8fSSpW3Lizr1hxy/Nz3LwkqStuooS1JEnIGfH65Qte7FeuExaWpNKKm1hkbECS+PYIa/4YiRqSpL51mUcercbhubBsngdr6r1dIwVFKQ/97sMnX35az5aUZXq/pN6jydV1ZspotLGprpiIPlzHL2kBSTLZZViVOiUp0/glmY1lbjnQ72mie6McJzQgSfpETI1IksVYZrj4wuZtUkVMB/0GVothe7vImFrntcfTYbGH1TX38megjLYkKcvSefy98M09uYjntc3b/M9xOBYzdtkVmBoat/vDJ5Pw1TR4RNJGCvs3yZVY0Xv7JiUpy6St7b2Dk+C700/q2ZIy3jrEOVuzO9x2QhOSlMnez7uHo7Mfxn9pYJRhq/MGJSmz59FqX5K4JcQpSZlPtICSJ/q5z+6EVrgNe9zWkvVLi2bwhwK3DEhS9+FT/SI7LrO83MgabRMIA4dYJOqI9zO4eSBJ3cdg2WGmtNVEvy3xxuwXoDtAklaC6yT6rsh/bQgeuFqkSfS8sN+5Aj+CWwMkCQDQISBJAIAOAUkCAHQISBIAoENAkgAAHcJPkkRkRfXo6NLPMtz5AQAtsKAkddRBBpIEwIpSRZLKnrU8PUnX3IghSQCsKItJkv1PNwckCYAVpXFJotnW8h3e34Q8rB/JB5cHbdmUc3VmpSts94fjsIgKyGM2T1+zYB2GmDiQJABWlGYlKY8pVTY2SUGUSvngaPQWXVwkkcyHSdLdw/277E8G0YEkAbCiLCRJPL0Xi2vHFaeILqqEsBOh1Irsbyy9F8ulw0KFivCJIkQkGw3x5BmuAO+QJABWlCZW3GwRRaWw2Uwp5PNJuC9tDCAaRkeX8kxbXkgSAKvJYpLUOzg5K6evSufxy0kQTIKAhyW0BBskASrfWYSPZtdwBx6EJAGwoixsS5LggcQNAUZtktQ7Dn+9cOWGhSQBsOY0KUl5MpatjcHR+GwSBJPgRZTMyhM3xyjJdhdIEgBrToOSZAlrbwurrtqSivU10y0gSQCsLY1LUpHljq/HqRM3kt9NrLjlMiQycA2fRiKBWH4Rat6GJAGwtrQxcTNZgkx+STQ3ntazabt/fJGkGSQJgLWnWfM2yd2WZ4MKXk6nZw95kiw+R7u4EqftDU/DWM7VKft/SydAkgBYc5YaL0lv3gYAAA4kCQDQISBJAIAOAUkCAHQIxN4GAHQISBIAoENAkgAAHQKSBADoEJ6SlO8+s2/Tz7JZeNRr0HqdzuOfSpFPGiSPxOR2vFzsJkn01bDPAteJ0HQWeJg6y+HjAtpwWwCwJDorSddXwaOdjQ9P498buJieJUhSaX+MLdxdDiQJ3GoqSZJLIJrsBn537DZ8T9/T6TzN0qvweOCzG0a+RN0EMJAksJpAktpDHYWl8fgeJAkAKy1L0jwOz0Y8zuTgaByqtiF6Qu/g5CKe8+tI85R3LMzb9Oris71tEjwgncfhKQuBot2je+fo4qcoILcIeNwTzcQtnccveXBexfRznUSBYTOwq0JY/pV8KmqJBqXDLkmW6m2qLYqaMdUzzYXFw9GIn/Pko1sbu4ej79u0DII1oU1Jmr86LRK66YwpmhO2+6PLuUmS9j46ZFFNch25TsLP+45IJu/39xQrmNAgRZLS+fRpKUqvHMipXFRHveW2pN3DJy/Cr4Z9r5/IWCTJXr1NtUWWZY56NsWcuX9y+ffJg92KNQZuO02Yt0WHkboB743i28jWnsR7ydONiARKTBFy4ZNFkOcjYHaZHKZcg6NgykdMNAWTsBOLE2ZxcNwvzMOyJLFbiBB0PKPcYByneWEGn4VXKb2Rz3xqfnnCOqooRhWMkuSq3gbbwlHP5ch8hYSpF+xYVmTQQVqTJL0tg6RFYhJAR140HJJWkmgUXf16GYmUpMuwJPVw6QqaEEuihNO/nw62iST5khZJfTe3eo8mV9dVfl0uMMFZvY21xc9vHfXM/5sWMlcx+i+dTNQOOkhbEzeRRVJ3fHga/+6KsqaVJFoAQ5GKV/83Xbw3+isqSfbgcLkZiHs87I++DcqpolRYjM2940n8Jh818KW3JDoPJudR4tM3TUk9XdXbXFs46znV7KYWKR5S+TqQJOCiJUnKe7upG9w5Ct8sS5K06QmqSlKWZbP44rFsaSqijGtIf5k82CXGmnwauN0/vriaVgmHoJckd/U21xaNS9I7tTzQKUBod5Rk6XirJkk510n0YhI8OWLmod2HwS/688tzpVyk6EDGB+soyaZrjbUFJAksldZW3HJrgsVZWaMy5QRKFknytCV5SpK2W2qvwO6Tr8EZ+3n++Eon56buCu5CVluSrXoba4uLX/1sSZi4gUZozwkgX+XZ7g+/jpLcrHudRF+ThSpllUcYg3MJcEoSWXH76jJJM7ISlA9eqklSacWNZ+7tHYdvfz4dbG/1Dh5fCpem5McvDqybUVgCO74IpboF+VrKHStu5uptsC0c9QxJAk3SzB43XTeg69/0IL1R5yzDHQvJVi/hl6Rqoo9fkrck6f2S8l4nmbeLw7phLU1yr06log5OvsmFyc8nwOaXZK3eJtvCzy8JkgSaoE1JypShwXZ/OA6VrfDzOByzjfKyazVZQRfjFM0wzcN721eS1Kvt7I8mRXFk722t93OJNIkm3Bec/CSdx8HR/r+HiYdPQAXvbbl6G20LT+9tSBJYHMRLAgB0CEgSAKBDQJIAAB0CkgQA6BCQJABAh4AkAQA6BCQJANAhIEkAgA4BSQIAdIjOSlLT6QDmryPZs9kr9dCCKBF7tVFEGmApCelWoAyENCkCrm9s94dPnlviUy3tfWiB0g6B76LSrgDDLgJKrdDy7XArJCm9Ch72SG+BJDVPF8ogyvKLHPPbtdV5ZSWJhQlUt15+Lu1V0m5vlLZn1g4t3wqdlaQGubnesrLv+irDmpuEPeCbik3bpFe1mVhIeB6hIeNbx6maqLUhx9vQXofEwLiJDYmQpDZZ1Xd9pdHu7833YBsG3SvaTNqQ6uqGZ01tqNukNdexRAprHS9JqpyoyxLeKK8svsH9h+nlpMibRnfelyduszj8hk93S0nBpG3um1u9g5OzPDy2EsOApNygryDdBK9Mtt1FNeP1rjvzzeXFKIwjO/tf/phc2WPR7QxfTAvrwO7hKJBNDFLGOp3twHYCz5H50xULWnL/JPpn9TIQ+0Xv4PHl1b9a/HJY+5hophl9mYvS6p73bafsLwVK6AhNSAb1H7UZT+ukQW2IKpLkn6jLV5I+6H+gzHLFTxRJ4imMtPNhfTAgGp3SJkn6wEZiQu4uqpkKkmTJN5fx5N20eI+O9ndtkrR394/KExXF0EaGkkb79hPy97W//1G/qIrfKpahHINp8Onwo9YkyRoahUXdFFkC1dJqn7dT9hflWawjIG2eHlWs3ZGUW6OCJFVI1OUpSRt5Ao9ZlmXZfDoZDkg/lCSJp+XhcR1ZvDEaNpsG51cmw6WJm6QU5fCPeUl4e7iLasZq3ubt7Zlvrsi+m4qxqiVib/FEIggkb45cwUk+W35BnonXdQK/xe7h+JVis/AtA8uqxG/B8sptetVqdXIzsCMqsWRwyb9S8usnPe8Cqf1aJI81WOiLQVmoQBvGjzeXwL2KJPkn6vKVJKki5OqjkqSJ1e/IJiAVwCpJ2oEM/bm7qGaqSJI535xu8ZENDM2SJPUN+trpv4qljCa2d1R3ixplUNSHReNtXpKYbftzY8y88sssd1TN47C3onJqvzbhtm0e7TOzS5LUufTNfSP2tWq2JN+wgb6SZD6B1pr2ZA2zODyfBMEkeMZn+E5JMlm+STu5i2opkf/EzZxvTmsOqJbXoJyLxSCUJCWn+QTnLTzLoDRoO6sQuR71HpxOzZ8PTTM5H6dOar82YdMUKR302o+SmpckZZRbW5JYcP5yF2pOkmxFNVPJvG0KyKu/iEOS5JeJnuBMXPwPZ2ZjT0lylaGGJKmFd/QZHz3K6klSVjm1X4vo9SjL1t2WVCW4suadk9q1SUni36u94WkQTIJgch4l7zwnbrdQkpzru+4F4FWQJG7cERZACzUlKcc7tV9b5JZHYgylrPmK20KSxHOu1pAk7dRGXIFlNNJdqkFb0g1KUi1bklkOuO+ccW3IecLiktS2LemaZzxnOaAcLCRJxU8cqf3agC3FWkZnOr8kxdivGUmpZvJl0pIkMREpVujyrGE1Jam04sZnajvDcMYuJZKskXv5SFKx4sadfcWKW54y6OYlSV1xEyWsJUlCzojXL1/wYr9ynbCwJJVW3MQiYwOSxLdHWFNaSdSQJPWtyzxS+zUOT89n8zxYU+/tGllx+LppMc1++OTLT+vZkrJM75fUezS5us5MSdY2NtUVE9GH6/glLSBJJrsMq1KnJGUavySzscwtB/o9TXRvlOOEBiRJnxuuEUmyGMsMF1/YvE2qiOmg38BqMWxvFxlT67z2eIY+9rC65l7+DJTRliRlWTqPvxe+uScX8by2eZv/OQ7HYsYuuwJTQ+N2f/hkEr6aBo9IJlth/ybpWyt6b9+kJGWZtLW9d3ASfHf6ST1bUsZbhzhna3aH205oQpIy2ft593B09sP4Lw2MMmx13qAkZfbUfu1LEreEOCUp84kWUPJEP/fZndAKt2GP21qyfpkaDf5Q4JYBSeo+fKpfJOxmlpcbWaNtAmHgEItEHfF+BjcPJKn7GCw7zJS2mui3Jd6Y/QJ0B0jSSnCdRN+dDgdbNnPAipEm0fPCfucK/AhuDZAkAECHgCQBADoEJAkA0CEgSQCADuEnSSKMmXp00c6qeqn5xjYBANw8C0pSF1ejIUkArC5VJKnsxsZzAXTKZw+SBMDqspgk2f90Q0CSAFhdGpckmtoo3075TchiaIn9pVcs+sHG5tbe8KnqIEevsN0fjkMRgovv9Z1e5Xv39WEZIEkArC7NSlIewKVsbKJBlHYPh4/k7RF0G4EuCInInJHfq0huo9/YDUkCYHVZSJJ4Lh02WuHp3opQfnK8KBFnXgTB44G7eBhgFpdPxCoT8djyMDTcyq6JMUxLBUkCYGVpYsXNFr6PxqjloSal2RaNFqQNuEFiVujyF2kKC0kCYGVZTJKKPNfS2fP45SQIJkHAY4DZAtEXgcdtwkdPcIgLJAmA1WVhW5LEdWG31kTzs0jS5s4wnDkTMUKSAFh3mpSkPPPB1sbgaHw2CYJJ8CJKZqWJm2uUZLkLJAmAdadBSbLEkJZsSfIyWcmWJNbXTMWAJAGwvjQuSUVKKb4ep0zcNknMVr7ixgzkIt1N4azEL2LOhV0uLCQJgJWljYmbPRVH2S+JDou0nk3b/eOLJMUoCYD1p1nzNkmUlKdeCV5Op2cPWUYaMUd7zXMcyc7ZDNn/e294GsZzWgxIEgDryzLjJbmTzQMAbjmQJABAh4AkAQA6BCQJANAhEHsbANAhIEkAgA4BSQIAdAhIEgCgQ0CSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQIapI0jwOz0Ykju3gaPxdlDSfejtN/vY/g1fv2P+9S4KPtzY2tzY+niTvrL9bgHfRyXubWxubW++NondZls2j0d2tjc2tjbsnUTlTnBWllvThyVcMuUV+ney/v7WxubUfJEsthf1N4KVSj93DUdDGWwpawleS0iTP5ljOCPBoctVge7Ogbn/IlSHLVkqS0vn0qS70+OZW78HptDspyitRbpHVkqQ8xM3nIVRpRfCUpDwEraG9RWSixUmCw43NLakDLIUmJMkSwc6VWqrD3FSLaFhAkgyJkUEH8ZMkkTukCEGbzuPgiI2bmouOtrqSlP4yeSCShn/NZwozHqxuc1X3G6+cJL1HC0rqv8EPJ2iTapK0MwzJ9CNP+ri5tfH+YfCr+Md5HJ6ykNtyTEhxRhI9Hw/74vPFA0u+i0Z/kL5s+WX1L2KaRBOWJE5j1eKXev8weJ1EAY9ROTgah3qzzsKSxEJZbmzuPAiu5JTA8+g/D4dPJuc8nLh4gECYnLb7wyfPyd9d5Rc1L8ucSIRXxP+cxeGYfznUGJ7OWjK0iHbidk2usLm1NzyVnlfU58eTq1+LB1dfD/nlUU+oIUnaf6d1UqoWLsFb+2dxESJ193D0vfzmWN/zQscvXrGE8vdPordZmkTnT8itYefSUDW1pN2kfZ2En8txtTeLyNn5lfSzm/sn0VtvSdLeRbLX8Ett9/c/Us6UVZWzqCSJQnoNhQyGud3D8au5Z/nnlyf5FcjHn8sin6SkV+HxoHSXwWch00znXXwlSX8jmie9qM/D/bvyaUWNGd6N3YfBL6lUyYuMkq6vgkc7paIWJlEhSR/c7fdMj+N6z/lFdvbu/pH99cPTONHFlW/cGrvyeNqSeO4Q2n9Gz9QvPxtMbfeHQTxPiwQk4rUrPuO5fJCmzU0tmmmC+iIWL+7e8SSeSVNIPjogfSnvgcTwrI0gvqgkieQrHjb4YorHM7XMpxP2vWUV5VF+cUcxa1b+RYykSnepVEuaFlEkSXTycruLD4CoT2Fpnk3Z8EGcw+yVvOeTV47daCFbEkvVxV5Rof4i/QQf6QtJKpJQCMFVLmJ+z4uL8Ip9/Tp5y3/FlEs8oJJG7Lbj7wRQvGfKV5dnQBJ9gJiWuAblr534jJM2eBMe/+Xk7JyNnN2SJDoeHY+IW7Mri85GxkTCQq97oReVJDIxcUlSMcWj4zVhrRuM49Sr/GplCrlnwwF+vmYYpQqfrZackqSZLdLr5C+DqB/SauKRTSt3olHYIyyy4mZcWxBDRVaNQk3oT6TWcb/nxUWoAUsMnfZH35asGUBQ0VUyTaLz4NvCiEOH1uRLWD7eG0XvPGY3bknib54y2ClMAEEiWUmEkcuqGk5JKr57m7qL+EuSqRJEj/p4krzzKr+sQapCiSfSHXn1et3FKUmip0kzYvGY+cV19SNKqEhSmkTnwSR4VlimFpEkg19YmkTPg2BSeJCpkiQ/Dn3rZq73XH0b+S2F9YMdO/ujb4OV91lrnPre25KVejCOU39JMg89/CVJsWLK7/fSJcnflmSqBKl4fuWnn+u3bPAoDBNLl6Q/qA1CL+4lSWnyt8dChuhRaeKmmrcVrpPLL3W+Y+rETX4cWv63/pIkX0ROKVYchXUPZH6SJOZK5dTY9D1wjhSWMUqS7bJLkyTLiluWxuP/a3/0LbO7uUZJveNwlvqWnxs17j355r/pxCEzj0Gkh17CKCl/TA9JEgb7jcHR+GxyHiXXyiMsLknEPrU3PA2C51FyrVRChVGSeURs85xI5/FLaQxYfplvNz6SJL7GUmrsLE2ir+goybAyTS+ksSX9Ho8/ORqfsSXwhm1JzUmSu5K0fknXSfS1WIPPy1bFluQsv+LCSuuE/8n8ujcjSdVsSUZJ0rwbqrFpcUkqrwmUHFnEt4c+jt6WVOnLqqN4Z9rcmbBqVHUC0B7KSoRYVRELamJZWry+B48vE2mJJ39L+GtKumuVFTdukrwBSbLsJlFecduKGxuHepdfXgmVRKGQ6dLKUZW7aFrEf8VN+Ez7SxJfcUuTH7/gJsvmJYmtuJGpom7FLX+cot64O4LzPddIkmiO3cMv/sa+6vNXp/nd4cZJWHiPm9tfQ1q8MPmesEVZSftypVvEL2mZkpSZ7RTqHjdvvySP8hc1VtozoXcXKk6rZkQvWmQRvyTzxK1QanG839+7QxqlAVuS5vXrfdD/YLuQj/p+SeQ9146SDLUEW5JCxUgAAfU93dwpTCSC6yT6jjjgahymS97b1HGZmgDzj5L2RUzn8ctJcRGL9/YyJYk/nU8kAKkyLd7bzvKXJyNyaai7sOxk7GlEL7WI1nt7FoeB5M1s8t62rLjN4x/4Yu7O/mgSXf2LjSzyYV0j5m3pcQ5HQZRcsTmm7Bm3tR9cJZdP2ROVX2Pre26cuM3i8BtiRVL96UGGeEkASGjX78ESgSQBQIAk3TSQJAAIkKSbBpIEAAGSdNNAkgAAHQKSBADoEJAkAECHgCQBADoEJAkA0CEgSQCADgFJAgB0CEgSAKBDQJIAAB2iiWy3IpjOLDzqGbIS1SGdxz+1GZk4D2HTcn4IEuhuZ//xD+5t32Jnv/nwCa/TcFsAsCQ6K0l5YLDm8uhqWIIkvVVTd7nTcEOSwK2mkiS5BKLJbuB3x26TR0rkYRLzCF4VFTCPoFYjNjMkCawmkKT2UEdhaTy+B0kCwErLkjSPwyLEoibCpHRC7+DkIp5nJLaxmKe8m54OtrcG4+lVHiJWRGu1pGbPZ0B3ji5+KpLQ9w5OgiKfQWnils7jl98WgQ2p6aeU894nO2BeISxnST4VLWd5sWKXJEv1NtUWRc2Y6pkPBofhv0QYRvHzIlDk7uHoe+QsA07alCQR7dxkTNGcsN0fXc5NkrT30aGU7cOemj2XJB6/mZzANUiRJG08/1xByvnHNzWxrjXktqTdwycvwq+Gfa+fyFgkyV69TbVFlhlCTYt6FvPTTz6VAorfP7n8uxxOu/rjg9tHE+Zt0WGkbsB7o/g2srUn8V4yO+7O/pc/JtdEEXLhk0VQJDguQrKLwVSRAZynKsmz2Qg7sTiBZ85g5mFZktgtRAIJnrR+MI7TvDAibDu/kc98iqYnY8WoglGSXNXbYFs46rnId8QzlBQSpl4QCcuAi9YkSW/LeBMO77DzmQTQkVfeMXKN0EpSOXebapph3WMwjlPezWgZpB4uXYH8UD5548PT6d9PB9s1MklI6VtFHtpKmCTJWb2NtcXPbx31zP+7nPiM/kttoxi4ZbQ1cRNpuXTHh6fx7xoJsNxR02cMRSpe/d+IwGkvSyXpd93JApGqLP/ye6VyZ/l59o4n8Zt81CAylEXnwUTN7GK6ir4nO6u3ubZw1nMqbEmq9EsXJAoIgJmWJIkkyNUcd47CN8uSJCUlaT1JyrJsFl88li1NJEdgmTwrWWGsyaeB2/3ji6tpqQNb0EuSu3qba4vGJemdWh7oFCC0O0qydLxVk6Sc6yR6MSnyr/H0p9aq4AWjqRO9nRusoySbrjXWFpAksFRaW3HLrQkWZ2WNytDO45QkT1uSpyRpu6X2Cuw++RqcsZ/nj690cm7qruAuZLUl2aq3sba4+NXPloSJG2iE9pwA8lWe7f7wa56H9jqJviYLVcoqjzAG5xLglCSy4vbVZZJmZCUoH7xUk6TSihvPpt07Dt/+fDrY3uodPL4ULk15xnrLqCq/kViEUt2CfC3ljhU3c/U22BaOeoYkgSZpZo+brhvQ9W96kN6oc5bhjoVkq5fwS1I10ccvyVuS9H5Jea+TzNvFYd2wlia5V6dSUQcn3+TC5OcTYPNLslZvk23h55cESQJN0KYkZcrQQJcBfR6HY7ZRXnatJivoYpyiGaZ5eG/7SpJ6tZ390aQojuy9rfV+LpEm0YT7gpOfpPM4ONr/9zDx8Amo4L0tV2+jbeHpvQ1JAouDeEkAgA4BSQIAdAhIEgCgQ0CSAAAdApIEAOgQkCQAQIeAJAEAOgQkCQDQITorSU3H3p6/jmQ3Qq88HwuihMfUbtlvgKVkf1qBMlBo5AaXX+vS3ocWKLnjfheVXHANLruUWnGc2+FWSFJ6FTzskd4CSWqeLpRBUMpVZd/9s7KSxGJyqU/6ubQxQLuXSKqN2nGcW6GzktQgN9dbVvZdX2l4LHC2hTibTydDa7qqVW0mFn+Zb4fO+D5Nqibs5Rc7ruXN7drrkA3nN7H7B5LUJqv6rq80+d5GXdAIU0OsaDNp4xeruws1WwvVPYma61jC8rSOlyRVzopjiSWSVxbfTfrD9HJSJCmi21zLE7dZHH7Dp7ulDDzSntLNrd7ByVkei1bZMEzi29NXkO44VSbb7qKa8XrXncmd8mIk4q87+1/+mFzZAz/tDF9MC+vA7uEokE0MUnoone3AdgJPSPfTFYsQcP8k+mf1MhD7Re/g8eXVv9r7ctiz2olmmtGXuSit7nnfdsr+UqDs09bsf1b/UZtesE7OwYaoIkn+WXF8JemD/gfKLFf8RJEkni9EOx/WR96goeBskqSPIiIm5O6imqkgSZbkThnPlEuL9+hof9cmSXt3/6g8UVEMbRgWabRvPyF/X/v7H/WLqvitYhnKAU8Gnw4/akOSUvYdNWfQYyHuREoutbTa5+2U/UV5FusISJsUQx0QucOWtkYFSaqQFcdTkjbyaPmzLCtP+CVJ4jkweBA1FtyHxqilkbCVyXBp4iYpRTnWWl59faqHAAAV1UlEQVQS3h7uopqxmrd5e3smdypSXaZirGoJj1k8kYi4xpsjV3CSPFLttK4T+C12D8evFJuFbxlYChN+C5bEadOrVr0p8iDsDZ9aRrWsmajBJf9Kya+f9LwL5NFqkTywV6EvBmWhsznDHO3msiVXkST/rDi+kiRVhFx9VJI0gbEdobulAlglSTuQoT93F9VMFUkyJ3fSLT6ygaFZkqS+QV87/VexlD7A9o7qblGjDIr6sNCXrUgS/Z6VKb/MckfVPA57Kyrn0WoTbtvmofUyuyRJnUvf3DdiX6tmS/KN0eUrSRYbJKk17ckaZnF4PgmCSfCMz/CdkmSyfJN2chfVUiL/iZs5uZPWHFAtiHg58YFBKEn+O/MJzlt4lkFp0PZWIcQQxpBKT9NMzsepk0erTdg0Rcq9uvajpOYlSRnl1pYkFgm73IWakyRbUc1UMm+bol/qL+KQJPlloic4s4T+w5lG1FOSXGWoIUlq4b37jPXidSQpq5xHq0X0epRl625LqhLJVPPOSe3apCTx79Xe8DQIJkEwOY+Sd54Tt1soSc71XfcCMCSJ4J1Hqy1yyyMxhlLWfMVtIUniCQ5rSJJ2aiOuwNKH6C7VoC3pBiWpli3JLAfcd864NuQ8YXFJatWWlL+HyhzNYCDLWUiSip848mi1AVuKtYzOdH5JV8FDx6qcaiZfJi1JEhORYoUuT9FTU5JKK258prYzDGfsUsJ4Se7lI0nFihtPKCRW3PL8HDcvSeqKmyhhLUkScka8fvmCF/uV64SFJam04iYWGRuQJOGvLEYN/JUw7SmpIUnqW5d55NFqHJ4Ly+Z5sKbe2zVSUJTy0O8+fPLlp/VsSVmm90tiX0JDRqONTXXFRPThOn5JC0iSyS7DqtQpSZnGL8lsLHPLgX5PE90b5TihAUnSJ2JqyAlAX10uv6QFzNukipjq+Q2sFsP2dpExtc5rj6fDYg+ra+7lz0AZbUlSlqXz+Hvhm3tyEc9rm7f5n+NwLGbssiswNTRu94dPJuGrafCIpI0U9m+SK7Gi9/ZNSlKWUe/trd7BSfDd6Sf1bEkZbx3inK3ZHW47oQlJymTv593D0dkP4780Nsqg1bWxezj6Rs0QRak5cbPl0WpfkrglxClJmU+0gJIn+rnP7oRWuA173NaS9UuLZjX3gFsDJKn78Kl+kR2XWV5uZI22Ccrmno54P4ObB5LUfQyWHZPj30qg35Z4Y/YL0B0gSSvBdRJ9V+S/NgQPXC3SJHpe2O+2+8Mnz2/MfAE6BCQJANAhIEkAgA4BSQIAdAhIEgCgQ0CSAAAdwk+SRGRF9ejo0s8y3PkBAC2woCR11EEGkgTAilJFksqetTw9SdfciCFJAKwoi0mS/U83ByQJgBWlcUmi2dbUTdgkH1wetGVTztWZla6w3R+OyR5uHrN5+ppFnzBEwIEkAbCiNCtJulzsG5tKEKVSPjgavUUXF6mIdJNL0t3D/bvsTwbRgSQBsKIsJEk8vReLa6fmYi+FsBOh1Irsbyy9F8ulw0KFivCJajxAnjyj9+B0ajNeQZIAWFGaWHEzxQ/NMiVsNlMK+XwS7ksbA4iG0dGlPNOWF5IEwGqymCT1Dk7Oyumr0nn8chIEkyDgYQktwQZJgMp3FuGj2TXcgQchSQCsKAvbkiR4IHG9oFglqXcc/nrhyg0LSQJgzWlSkvJkLFsbg6Px2SQIJsGLKJmVJ26OUZLtLpAkANacBiXJEtbeFlZdtSVZMklAkgBYdxqXpCLLHV+PUyduJL+bWHHLZYhHdN0bPo1EArH8ItS8DUkCYG1pY+JmsgSZ/JJobjytZ9N2//giSTNIEgBrT7PmbZK7Lc8GFbycTs8e8iRZfI52cSVO2xuehrGcq1P2/5ZOgCQBsOYsNV6S3rwNAAAcSBIAoENAkgAAHQKSBADoEIi9DQDoEJAkAECHgCQBADoEJAkA0CE8JSnffWbfpp9ls/Co16D1Op3HP5UinzRIHonJ7Xi52E2S6KthnwWuE6HpLPAwdZbDxwW04bYAYEl0VpKur4JHOxsfnsa/N3AxPUuQpNL+GFu4uxxIErjVVJIkl0A02Q387tht+J6+p9N5mqVX4fHAZzeMfIm6CWAgSWA1gSS1hzoKS+PxPUgSAFZalqR5HJ6NeJzJwdE4VG1D9ITewclFPOfXkeYp71iYt+nVxWd72yR4QDqPw1MWAkW7R/fO0cVPUUBuEfC4J5qJWzqPX/LgvIrp5zqJAsNmYFeFsPwr+VTUEg1Kh12SLNXbVFsUNWOqZ5oLi4ejET/nyUe3NnYPR9+3aRkEa0KbkjR/dVokdNMZUzQnbPdHl3OTJO19dMiimuQ6cp2En/cdkUze7+8pVjChQYokpfPp01KUXjmQU7mojnrLbUm7h09ehF8N+14/kbFIkr16m2qLLMsc9WyKOXP/5PLvkwe7FWsM3HaaMG+LDiN1A94bxbeRrT2J95KnGxEJlJgi5MIniyDPR8DsMjlMuQZHwZSPmGgKJmEnFifM4uC4X5iHZUlitxAh6HhGucE4TvPCDD4Lr1J6I5/51PzyhHVUUYwqGCXJVb0NtoWjnsuR+QoJUy/YsazIoIO0Jkl6WwZJi8QkgI68aDgkrSTRKLr69TISKUmXYUnq4dIVNCGWRAmnfz8dbBNJ8iUtkvpubvUeTa6uq/y6XGCCs3oba4uf3zrqmf83LWSuYvRfOpmoHXSQtiZuIouk7vjwNP7dFWVNK0m0AIYiFa/+b7p4b/RXVJLsweFyMxD3eNgffRuUU0WpsBibe8eT+E0+auBLb0l0HkzOo8Snb5qSerqqt7m2cNZzqtlNLVI8pPJ1IEnARUuSlPd2Uze4cxS+WZYkadMTVJWkLMtm8cVj2dJURBnXkP4yebBLjDX5NHC7f3xxNa0SDkEvSe7qba4tGpekd2p5oFOA0O4oydLxVk2Scq6T6MUkeHLEzEO7D4Nf9OeX50q5SNGBjA/WUZJN1xprC0gSWCqtrbjl1gSLs7JGZcoJlCyS5GlL8pQkbbfUXoHdJ1+DM/bz/PGVTs5N3RXchay2JFv1NtYWF7/62ZIwcQON0J4TQL7Ks90ffh0luVn3Oom+JgtVyiqPMAbnEuCUJLLi9tVlkmZkJSgfvFSTpNKKG8/c2zsO3/58Otje6h08vhQuTcmPXxxYN6OwBHZ8EUp1C/K1lDtW3MzV22BbOOoZkgSapJk9brpuQNe/6UF6o85ZhjsWkq1ewi9J1UQfvyRvSdL7JeW9TjJvF4d1w1qa5F6dSkUdnHyTC5OfT4DNL8lavU22hZ9fEiQJNEGbkpQpQ4Pt/nAcKlvh53E4ZhvlZddqsoIuximaYZqH97avJKlX29kfTYriyN7bWu/nEmkSTbgvOPlJOo+Do/1/DxMPn4AK3tty9TbaFp7e25AksDiIlwQA6BCQJABAh4AkAQA6BCQJANAhIEkAgA4BSQIAdAhIEgCgQ0CSAAAdApIEAOgQnZWkptMBzF9HsmezV+qhBVEi9mqjiDTAUhLSrUAZKDSYjMvVfmnvQwuUdgh8F5V2BRh2EVBqhZZvh1shSelV8LBHegskqXm6UAZBKX2efUPiykoSCxOoPunn0l4l7fZGqTZqh5Zvhc5KUoPcXG9Z2Xd9peHpCVhUg2w+nQytGfRWtZlYSHgeoSHjW8epmrCXXwSBkONtaK9DYmDcxIZESFKbrOq7vtLk2611cWxMDbGizaQNqa5ueNbsdla3SWuuY4kU1jpeklQ5UZclvFFeWXyD+w/Ty0mRN43uvC9P3GZx+A2f7paSgknb3De3egcnZ3l4bCWGAUm5QV9BuglemWy7i2rG61135pvLi5GIv+7sf/ljcmWPRbczfDEtrAO7h6NANjFIGet0tgPbCTxH5k9XLGjJ/ZPon9XLQOwXvYPHl1f/au/LYU+0KZppRl/morS6533bKftLgRI6QhOSQf1HbcbTOmlQG6KKJPkn6vKVpA/6HyizXPETRZJ4CiPtfFgfDIhGp7RJkj6wkZiQu4tqpoIkWfLNZTx5Ny3eo6P9XZsk7d39o/JERTG0kaGk0b79hPx97e9/1C+q4reKZSjHYBp8OvyoDUlK2XfUnNSTRd0UWQLV0mqft1P2F+VZrCMgbZ4edUDkjqTcGhUkqUKiLk9J2sgTeMyyrDzhlySJp+XhcR1ZvDEaNpsG51cmw6WJm6QU5fCPeUl4e7iLasZq3ubt7Zlvrsi+m4qxqiVib/FEIggkb45cwUk+W7XTuk7gt9g9HL9SbBa+ZWBZlfgtWF65Ta9a9aZIzbI3fGoZ1bJmogaX/Cslv37S8y6Q2q9F8liDhb4YlIXO5gxztJtL4F5FkvwTdflKklQRcvVRSdLE6ndkE5AKYJUk7UCG/txdVDNVJMmcb063+MgGhmZJkvoGfe30X8VSRhPbO6q7RY0yKOrDovG2Ikn0e1am/DLLHVXzOOytqJzar024bZtH+8zskiR1Ln1z34h9rZotyTdsoK8kWWyQpNa0J2uYxeH5JAgmwTM+w3dKksnyTdrJXVRLifwnbuZ8c1pzQLW8BuVcLAahJCk5zSc4b+FZBqVB21uFEEMYQ3ZPTTM5H6dOar82YdMUKR302o+SmpckZZRbW5JYcP5yF2pOkmxFNVPJvG0KyKu/iEOS5JeJnuBMXPwPZ2ZjT0lylaGGJKmF9+4z1ovXkaSscmq/FtHrUZatuy2pSnBlzTsntWuTksS/V3vD0yCYBMHkPEreeU7cbqEkOdd33QvAkCSCd2q/tsgtj8QYSlnzFbeFJInnXK0hSdqpjbgCy2iku1SDtqQblKRatiSzHHDfOePakPOExSWpVVtS/h4qczSDgSxnIUkqfuJI7dcGbCnWMjrT+SVdBQ8dq3KqmXyZtCRJTESKFbo8a1hNSSqtuPGZ2s4wnLFLCeMluZePJBUrbjzHmVhxy1MG3bwkqStuooS1JEnIGfH65Qte7FeuExaWpNKKm1hkbECShL+yGDXwV8K0p6SGJKlvXeaR2q9xeHo+m+fBmnpv18iKIy125APaJ19+Ws+WlGV6vyT2JTQkWdvYVFdMRB+u45e0gCSZ7DKsSp2SlGn8kszGMrcc6Pc00b1RjhMakCR9briGnAD01eXyS1rAvE2qiKme38BqMWxvFxlT67z2eIY+9rC65l7+DJTRliRlWTqPvxe+uScX8by2eZv/OQ7HYsYuuwJTQ+N2f/hkEr6aBo9IJlth/ybpWyt6b9+kJGUZ9d7e6h2cBN+dflLPlpTx1iHO2Zrd4bYTmpCkTPZ+3j0cnf0w/ktjowxaXRu7h6Nv1KR1lJoTN1tqv/YliVtCnJKU+UQLKHmin/vsTmiF27DHbS1Zv0yNVnMPuDVAkroPn+oXCbuZ5eVG1miboGzu6Yj3M7h5IEndx2DZMTn+rQT6bYk3Zr8A3QGStBJcJ9F3p8PBls0csGKkSfS8sN9t94dPnt+Y+QJ0CEgSAKBDQJIAAB0CkgQA6BCQJABAh/CTJBHGTD26aGdVvdR8Y5sAAG6eBSWpi6vRkCQAVpcqklR2Y+O5ADrlswdJAmB1WUyS7H+6ISBJAKwujUsSTW2k7HgU+0uvWPSDDW2cdnqF7f5wXGyY5Ht9p1f53n19WAZIEgCrS7OSpEt8vLEpB1HaPRw+krdH0G0EuiAkIqxEfq8iuY1+1zgkCYDVZSFJ4rl02GhFTXysxosSceZFEDweuIuHAWZx+USsMiX4Freya2IM01JBkgBYWZpYcTMF68syOUYtDzUpzbZotCBtwA0Ss0KXv0hTWEgSACvLYpJU5LmWzp7HLydBMAkCHgPMFoi+CDxuEz56gkNcIEkArC4L25Ikrgu7dVlQbJK0uTMMZ85EjJAkANadJiUpz3ywtTE4Gp9NgmASvIiSWWni5holWe4CSQJg3WlQkiwxpCVbkrxMVrIlWcK2Q5IAWHcal6QipRRfj1MmbpskZitfcWMGch4+kTgr8YuYc2GXCwtJAmBlaWPiZk/FUfZLosMirWfTdv/4IkkxSgJg/WnWvE0SJeWpV4KX0+nZQ5aRRszRXvMcR7JzNkP2/94bnobxnBYDkgTA+rLMeEnuZPMAgFsOJAkA0CEgSQCADgFJAgB0CMTeBgB0CEgSAKBDQJIAAB0CkgQA6BCQJABAh4AkAQA6BCQJANAhIEkAgA4BSQIAdAhIEgCgQ0CSAAAdwi1JxlxJOHDgwOF9NCZJAACwNCBJAIAOAUkCAHQISBIAoENAkgAAHQKSBADoEJAkAECHgCQBADoEJAkA0CEgSQCADuEhSSyBtcVVfPveeFpk5p7HYfDkaI//pHdwcvYiSq6L6+UJsm2Hmiw7/8nOg+BKTQCOREwAZFmWZfPLk733pZ7IuE6iQJ/RXpAmUTA67LHu3B+Ow3hW+SIN0awkpfM4KMRIOgafhUxPqktSrjsaqYIkAZBlWZZehccDdXCQZVmWzqPH/VKH7Y8uiaC8jUb3S33w/kn0tspFGqPyxI0NWIbhrPynq+Bhb3NrY/dw9E2hsvM4HA/7sioRPDRlfnmyt73z0cGfe+UahySBW898OhkONPOVLMuyN+HwztbG4OiryyTNsuw6ufzysLe51TsOZ/zEWXjU29zaGz6NkjTLsjT58YuDHamPe1ykORqUJFZune6k8+nTw97m1t7jaK780akp6f/f3hmrNBCDAfhROjhZ6N6pc6fiIwgi6NZR6FEfQXCX+gYVXZXbhW4i5cChSOnQQQ5xEJE4xB65XJJLS5DgfR8ZpFxyXOD/mvz9c+bpuNPqJelzOupVZgElQZPJs3SS9Nt7rcHZ6LBTVVKeJvtatGohU8SXEkFyY1TEWv0gIQmmJMfqSQhhf4baZ1tvTPRlmDuUBE3me349aHeOLh+ytzwdV5X0nU0Oaj6UEWRMlfx+6DFISEIpyeRar451TlENLf8uJblREjSZPJu9vAuxCUDNEeaoLEfium7z4TNISEIpyejaMnLLOphkJa+6naJNh9wbqndBSQDCoiRLdKhf89oerTSa7OgxSFBCKakqi2pP48M7naJ3kZl/dd5REoDYQUm/iwOXkuRoHoME5Q+VtP0qyXAvfQZREoBglbRLLsnyDA6nFOVI1VZcj5IABLkk0y9uy+mpnntW+VxOhyZn2Z3iLNHc3AglAQiLkhr9i5vY7N26x5OnSk3nDnVJ5ilWbiTnCyUBCGu8GLYm2uLAWJe0uDnpOuuSbCuMAASt3l7dn/fbgaq3Hckpj9wbQLOwfYU3unpbuM+4JdO56UTMTsmz98eLvszJfXjkmwD+PTYlGY+ndU+nC+Uy0xm3/eHN8nObQYIRVknyitXs1vUmgDJGJdUmy4terygJwJnoqBziv5XLIbW39iaAqzv9Eo9BAsH7kgAgIlASAEQESgKAiEBJABARKAkAIgIlAUBEoCQAiAiUBAARgZIAICJQEgBERL2SnP9wjUaj0bxaMCUBAPwZP7LIsqlGxp5vAAAAAElFTkSuQmCC" /></div>

IES 2012 Syllabus for ECE(Electronics and Communication Engineering)-engineering Service Exam 2012-Career Notifications

Click Here To Download Syllabus CATEGORY IV-ELECTRONICS AND TELECOMMUNICATION ENGINEERING  Subject                                ...

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IES 2012 Syllabus for Electrical Engineering -Engineering service Exam-Career Notification

<div dir="ltr" style="text-align: left;" trbidi="on"> <div style="color: red;"> <span style="font-size: large;"><b><a href="https://docs.google.com/open?id=0B_PgMC0x8M-rWlE2R2c2ZS1Ucm1lSDQ4eGJseEl0dw" target="_blank">Click Here To Download Syllabus</a></b></span></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <span style="font-size: large;"><span style="font-size: small;"><b><span style="color: black;">CATEGORY III</span><span style="color: black;">-ELECTRICAL ENGINEERING</span></b><br style="color: black;" /><b><span style="color: black;">Subject                                                   Duration             Maxi</span><span style="color: black;">mum </span><span style="color: black;">Marks</span></b><br style="color: black;" /><span style="color: black;">Section I- Objective Papers</span><br style="color: black;" /><span style="color: black;">General Ability Test                                    2 hrs.                           200</span><br style="color: black;" /><span style="color: black;">(Part A: General English)</span><br style="color: black;" /><span style="color: black;">(Part B: General Studies)</span><br style="color: black;" /><span style="color: black;">Electrical Engineering</span><span style="color: black;">-Paper I                    2 hrs.                            200</span><br style="color: black;" /><span style="color: black;">Electrical Engineering</span><span style="color: black;">- Paper II                  2 hrs.                            200 </span></span></span></div> <div style="color: black;"> <span style="font-size: large;"><span style="font-size: small;">Section II- Conventional Papers<br />Electrical Engineering- Paper I                   3 hrs.                             200<br />Electrical Engineering- Paper II                 3 hrs.                              200<br /> </span></span></div> <div style="color: black;"> <br /></div> <div style="color: black;"> <span style="font-size: large;"><b><span style="font-size: small;">TOTAL                                                                                        1000</span></b><b><br /></b></span></div> <div style="color: black;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <br /></div> <div style="color: red;"> <img alt="" 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" /><span style="font-size: large;"><b> </b></span></div> <div style="color: red;"> <img alt="" 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" 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IES 2012 Syllabus for Electrical Engineering -Engineering service Exam-Career Notification

Click Here To Download Syllabus CATEGORY III -ELECTRICAL ENGINEERING Subject                                                   Dur...

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