tag:blogger.com,1999:blog-11623173631011210032024-03-05T11:10:59.781+05:30സ്ററഡി കേരളഅരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.comBlogger41125tag:blogger.com,1999:blog-1162317363101121003.post-9823923612539953342012-05-18T16:38:00.000+05:302012-05-18T16:49:50.037+05:30വൈദ്യുതകാന്തിക പ്രേരണം.<div class="separator" style="clear: both; text-align: center;">
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" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr style="color: red;"><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">AC ജനറെറ്റര്</span></td></tr>
</tbody></table>
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<span style="font-size: large;">പത്താം ക്ലാസ്സിലെ ഫിസിക്സ് പാഠപുസ്തകത്തിലെ രണ്ടാമത്തെ പാഠമാണ് വൈദ്യുത കാന്തിക പ്രേരണം.ഈ പാഠത്തില് AC ജനറെറ്ററിന്റെയും DC ജനറെറ്ററിന്റെയും പ്രവര്ത്തനം വിശദമായി പഠിക്കുവാനുണ്ട്.ഈ പോസ്റ്റ് അവയുടെ പ്രവര്ത്തനം കൂടുതല് വ്യക്തമാക്കി തരും എന്ന് ഞാന് കരുതുന്നു.ഈ പോസ്റ്റിന്റെ കൂടെ DC ജനറെറ്ററിന്റെ അനിമേഷന്റെ ലിങ്കും നല്കിയിട്ടുണ്ട്.അനിമേഷന് കാണുമ്പോള് അതിന്റെ പ്രവര്ത്തനം കൂടുതല് മനസിലാകും.<a href="http://www.ncert.nic.in/html/learning_basket/electricity/animations/dc-gen.html">അനിമേഷന് കാണാന് ഇവിടെ ക്ലിക്ക് ചെയ്യുക.</a></span></div>
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5HcZJ9b7lfbHNIw5lE4a3AvUdEg98CdoX3XBpWMqlT2f1E90LZWp3HD3raTr3ICy8CvAv8hsd02penCW6+TN95FJhT/kc/6r8q/nCis8u97ShCDx2EJeAoADWBufjklOfvKpQcCvDKyUqoCfLJc7BK8XNLcHJKMdIIIwkeP8CN0zOzcwlx8EgjCgyAoASEVUTENVjbFdSoHhCW1eAQ1RKX1FTYckVt3RFreVEbhmADaEC12UBBtwoPaxydghBY/wC9swMyxdZPSeeVN5yWlTCSkTdYrnRQQ0VnDrioqtXeX3qW1Gw2l1+5h5pRFEB79AydDolPi0vMmJ8aIX1c1GYBMJuFWj28S8Cu4FcwKdpmIJ/yHOojJ+anJ+aXFFQoZAIBMpv7zU1uJhSQN45iNOrVKhj1SuuWap1s0Tdu3G/X/nigc/6XONRvnlNvtXFjtVlrjXtzpnDNh8jTjim2HXSJYRFGu2g6de9936FGLxum8zUezTB/n3HJp1LzqJ2Lw4K5XWtMCrB6V/Mn/nn9BUSBTqAQMdmEZM08krVBpRDIFj8Mv/9lX9f8MjYLDrpAIVCoJgAwLMyTrj250CAc7C4qFkY+DBS3IqyjIrczLqizItU0GrYfQ0YtKSknLKzKxcCMIKzevBFp0PRePJBufOMLMjzCg6FlFmdilGdnk2Lg3CopqCEqfEpE/KyRzkkf0ML/kMXHFcyLyZ7nRR9Eip8Ulz/DwHeAT2C+rcEpQxIiFYwda3Aih38DCsVla3khT++Ju/cvbtE5Jr93DxqPIx7nhyMFbkZ+y+7pn5mfxmOX/Wg34tQ5ieXlxcXH+mx/x7RA0AJlMXVr63bMGaSWgtT9XaU/rxr1DknsqNU+3aB1r33lw6PdE4dDTCvdcglfpsFtJnV1uiVVarX3GyJFXuaet4u0z+z2Lpm1SB52zp+zSxp8GNT/wbXzqOahzPdb4WXxEM3kAoGUZStuGOodnfuCT/dvwLygKpN8Z/y7MAWCARsIv41a/Y0PDPiEMCIKw0iFcbCziKJ5NXKyqa5DNnEzaYvyHOHjXIgzoNWyy4tKawmLbEDoxhF5SSFSDR1iJHbWenW8jl4AqO68qK7eqkPieDSrHEb4DTMKmTGgTBiEjdsmjwhuuCa+/wylxjR11RlT2NkrkAiefqZDYcR6UEReProLiKQPDlxuVzzGsUUMQJS5eLTZODS5erU2bzdbJnVFed36D4jEpCV1Z2Z0HTC54eoc1tXQ3t3UPjU5hCeRvFRBUClApQJ5fGsQTZ3CEmfmFiRXc0ldbf9+hy6sC/aPV24xGtx5aUDBo1jrTtt20Zeu+zt8ThSMvqt1zCe5FA86F1TbZRVZptXbpw4dfZB8xD7ZMafEoHnbI7varmAqsnnXOHXTKGTAPmbFLxDwJbt9xw3XXDYv4uv6fnsL34l9OFOYXpgnEr60NV92EP6YI53sxNVWJxfYCYGkAZAACUGPzYqTVRLmEFDkF1vMIqfEIatIxqSPIZgTZjiCarNwHEGQ7gmxbw7GPX+QoO68xH/rQetUbCPtWhFkdYdVA2LUQxu0InQYTr7GY4pU953z2XfMzuulpcN3J5K7viSdxR+6l7z2fuPdY5KmbGfuOBskrPxQUO8nMtoeVXUtx3SlO7t3cvDp8/Ppr151RVbvGxa2PICqcXHrCAqflZC4rK13fsPGMmIQ+J68yC6csC6cUK5fMXuNzQeFpYzP41RNNsyvYvvGRXz0FMgX/ayqBSPzd55JaDLsO5W0z7tc8urB+f7P2uY6tB5tUdFp/TxTMzL+45eDtszpss0sdC8qd81tXw4enQc2BFSTfEty76J530T2vwltvupdedy02fZKmfMzlomNBYi/4lQ7dsgnxiSqcxf5Rj/kvzb+cKPyHAz8UIBGBSvln30j/eizRgEwEwFFhngLzAF/m5u3jQhEuJYRbhVVcR2zTadktV2XUbipqPFbXM1fa7ayq5y65+R2H1E357eZmD1If21Rff53/1LX4oWP+Y+fi527Vjxwq71qXvXRrdoiYCCzFhtdiIxqmg6uHgirHgsowLqn4N4GLj2y73nkOnbmfpqD+mEvo0Bo2TW4erU3Kx8WljPkEdITQhrLyx0XFTHl4DcUlTmzefE9Q8DgPjwkbux4bxy6UoK6U7P71ykdU1E/IKhxEi+tw86vzCqluVNt7/tozv7C44povOCzMzRAX5gi/1kGQSIR/EtbFFy5sPxCuuq9my+FBBcNqrTNtW01aN+v2/J4onP3Q4paDt81os80udS6q9Czt9iyaO/Y6/8jLopchY08DBs5ZVlx1rL3t3nDVqeKWe61lTEd0C/VzK/ltXNNj/wK7yFr30CpLu5Q/7jn/dfnXEwUKEHEwNY6fGsfjsf9Qx/tvQkcvycYh99SF8FNXMk7czD3zMv+GQ8F5uzgJ7buSu+6pHjY3fRR6xyH/uXeVecgXu5ieJ94978PHn/l1nvuQd9Op1D17+nM9JbB00buy36Wwy7Wo16dyzLt8wqVg2LNkJrQB75A36lU14lvf7VHd6Fz6xTqz51FQz+mPze+DJ3/x6dc182cRPcLAvYsLtQMttnOz6iFOXnUEkUEJ7pJVOMLMqsnJpSctY8bJZYAgyozMmpIyx7Zq3tLa/UBJ9SJKyAChV0WQLQj9DmFRk42qZipbT0sr6q3hkkUQlPa2y9rbLty7aVte3Pmtv9FqN9r/ntoh3MHrETuOlaofaZbSK9h2omHLgbYt+sP/JNHokUdcDR8cC8pdC9v9KzBXHerVTgeet6q85lR3xqLwoV+TRcKgTeqge8FUeh/Oq7T7l5iywNrZvBGwCm16+DotPfOnq/Ad+JcTBW/3uJdPnS6de/74vk14SHZj7Whf13JX2/yffV3/rxSWwqlzOZu3x5pdnbz9Dq5+wN90mbvrP+meh7VJnrBJHvMqWg6uwXuXzDlkDtmm9/pW4x0LprwqF6N7aEFfFt+l1r5LrfJtGLSrKn9fmPe+oNCussa+stGiqOZjYY1decvbpC92BS1u1XUuVeWOZdUWma13/NqOvK0LLASriMntR1wQrj0I53YB0Z1i4tsVFLTVNI4zc2wUl9aTVzyMIBvRoiY7tZ/x8hnLbTwiKmvEgdqFMG9BGNVZuHSExY/Kr7+ovu2t3NpbKKGjnCgDflEDybXGckpG8puM1kudV5Q8ee2cY0vDPFCARKTNzo1R4Xc9hTmAR445Jrert59uENdJ32xarWbUukVv7PdE4cCjUq8CcmDNlFdFk21OsV1WY2DVymO/ntseNZ4Fy97FS1bJva75wz7l464FPV5l/a8/JwXXd1tl1HxIrk9oo7lED91/kR8cPPUHPuq/LH+eKJCBhAcAHAVmh+Y6FknE9v6VS7dcjU86u4d0xGUvOge0bNV9tUXn5TuH0sPnPF/Yhll4xdX2z3XOYsbIxEWg9uPGFwGHXVnEEzAAJAJpAQCDwY0BLADMARCIBMzC/PTiwtzX4l8qEHEARCAvfM1dUpbJQKQBhQo4PJVColJIv504/tabnPC159dqK3IymbqagSfgYZQA4wSYIsMcDTAAOKARiSvLOaNw5FWugIaHskmh9pl2GZ1kGf3QfXfzHZJ7XDMG3bOGXdIH7BK7bBM6XTMG/QqnAkqmfArGPHKGPHKGvPJGPHOHXTL67JI6/Ms63fMaHDIq7NPLnbMa3LLbXTN7HVN6Iyt6bGMrHRO6wktJ9rGTx56nHf8lxSK6LygZzj0sklO/LyCjz4fewMjIwYDQr0EQVi5+Vk5BNi40J684L7+8EFpZVFxdQmobPasaH1oXLWXEK6zDzqfFI7SHX1SfD63LJaKDkjQUkDLhQhsw8exk5NHgFtMWUdRH+LQlVB9v2R2gsN7z/YcBPBHwVFggjAFlBGgzAFigfT3fTSIDDk/GYxoAyHMYsPOvvPQy7Oyjz5t2uG7RiN+2r2DTrqzNOnm7TOr1TNt2GDap7a5T2113ybrT/POka/6oU0Gdd3VFVE9zYFOleWqCfVGCZXacbV66V2WtV0WrU16Ld9lQbCfRIbEjomHeraTLqaTDMb81vGbh/Ms4j/DhP20+/4X400SBRoTFOdzYeD+ONkUELAEgIq7K7JJDbNbCW/uS9hHwDu95YZlX2Qqen7o8P3U9+5gTlT59wMzu0kO/X+zj3MLzFgEmSLC0RKTRgECk0QCWsUs0IE/OjC5hZ7DLmF9zEyQifnpqgkYlA1CBAiQMeXXNk1eIQKIBFah44m+5DCpQSEDEU/BYMg5DItJIODKeSCPRgPprZgO7jBmZ6Z1eHsPRMGQg/9plCE+Dj/F9Orei1hqHHnzQ8cCVdNtp+pHPiEvWiktGt1feoH/xmG/hiFtWr1Nap0tGt0dOv0/hoHtOj3NGh0tmp1d+v3/JSEDpqH/JiEN6tUN6pWNmpVtenU9xS2BFd3DlYHDlkHVysXtum2/huH3S2H3Plit2VY8DWu3Tpk/cTlPa9YZJUAdhk2PhEuPkFOBg5mKlZ2Ng4aJfw02/hpd+DR8jszATsxgzqxQruwwjqypKeLeIpAFKeDePwE5hcX1xGSNRqX2C0iYoif08ooY8Isa8YkZ84ka84vrconsYRA5JbX690yBaUtZ1q0bAqzdFsSl1BAAKaY5GWSQRsXgclkymAu3XnMMCjQorFGgbh/px6FqGnDqobYfAdHjlOn/0Vr3W4ZxNuqnrdiZt1i/YbdpwzaHDMR0TXLNik9HwNCL5fXKua3G9R2mLf+W0U86AVXL/+5jBO+6t+x/lal1M2Xkx/VVguW/JsGN+q11Bi3VmQ0DJxOknn11DB/6s+fxX4s/zFChAwtMAyBTANXQ0j88TK+pmZdad8ArrTshdvv0i8VPi+KfEcTvvhi/98Mau2CcEY+c2UtcGv1jWvbIsL6yFc7dDDp11zS/uTUytG56gllX3EQEm5r4uUQoJZqZwI8PTGMxqh3ACibIwMtYBQCDhFwFIQCPTSMTf+pH8BvW3N5QAYbVlOwCBTMIRcEQiDigEoK32PaECmQZLJKjrmo3MqrMJSn3pFvXiU/Mlu/ILVo1vPmG8csGnEHxKlkPqFlyymr0KOv1L+/xL+7wKOl2ymp0ympwymvxKet1z2xzSGuxS6hzTG12zW9xyWl2ymn1L2gPKuwIruv3LOj0KGpyyKhwyShwyiyyyyt3Lez+mdl1yLLnu0mCdtPg+dsLMslBA0ZRZZAfCKIrQczGwcKHR0iL8MhwMgtz8Ilx8opy8Yuzcoqwc4sysEmtYJNewSCKMazl51VFCmpy86py86kKi2mJSumjx3dLrTgtLHeZF7xOUOCCleEJu41kxuWN86AN8cveEFd+p74qSUfQTkbBVVrO49TBiiQLUbyqAWcFisb+F9DQy1NWupBeAbUD/PadMsze+m4yeah1yvGaZ+8K7ISiPVNgL2a1g84locr1so16kydOsX8L6g6vJwTVY79JJn7IZj8Jpm5RhxyS467xoeOvLZtNSed1CGe3SjQbNmsdGbzqkueZ0OxW0OZV0WGXU+xaOnn7y2fvz2B8+j/+C/HmiQAXMIn5oaIQCgCWD4cHrAiI6EbED8TlLrkFtKYW40IQx95CO0IQxt+D2pHysk9dETgmExuDD4lciErHBMdMx6ZgHr7Ps3Yr8QhtvPghIyOizcUnvG4fSupnhGaBQgEIBChUoAAQKeQk/RwEMBRYAlpYxYzTaMgCBgMesTmoaBQgUIFCoRCqFBEQKECiApQCGAktzEx1AWwYaAWhAxAFmEWhkoFBgtA/6OqGiejkypdPSv+ixa+ojr6xnwYU2qf3O2TMe+Sue+SSf4hXf8lmXgraPqYUu2fVuuY3ueU3ueU2uOQ0u2fUu2fWuOQ2e+e2u2c3OmU1uOS3ehZ0+RV2rn1jGVzqmffHK7/UtGvIt6vMv6wyta/vc3OnbMvExp/OUQ6bJm/Q30ZOhNXDFqYZR6SoDSpYdLUfPg0IY6JlYOcTF16L51zMgQnxC4nyCknyC0rwC0qgLPGsAACAASURBVDwoOU5uOXZOOTYOWYRBioVjHRvXBvo1sgzMchw8StwoFTauDTLyp0UlDwqg9wqJ7ZWUPbR2/dl1G64prrupvMNbdK29gkqw7PqgTdvCVTV9lTWtXtvVdvVTCNSvm8YkymqYRaaQiUkJ7ZcuRV29V/+L64Rb+kxs80Jsw2zDDMR9mbWJq7toEXP4cYjp46gL5vmv/fu90ign32efscw/a1Vwya78vnfbfa+eA4/z5Ay91xnmyOtlK+gVbTJu3npoaIvJpPLe8fV7xi5ZxrvmdHuW93rVDDjktQSWTl54FR+S9G+Te/pX5k8ThaH+MSKOCjQYGlk4f+XVgye+mbkzQWE98TlLgTFD2RXUiJQp/6iBwJghG8+6vGrwixyMSJmycq8JjBkIih1wDmwobqRVtEJKHtHatcE/YvDoeU+3oKYzN3xsvUofvIm2skn28ikoLBlaxn/17QlAwQGeBoQVwgINSDQgY1aW8UQCDWAZs0L8rdcoFQ9ELG1liby4QJwHGglo1IW5ZTIJyFQgUCGzcOTJ6zArywIb+yIrl9K37iVv/Mos41p8K6eieygfElq8SqYCKpdc80ed8/p8K/u9Kpqts/K9i1o98r84Z9U5Zda65jR4Fbb4lXYEVnS7Zre457b5FHUHVw5F1E+E1Y75lfS65bQGlY/7F017Zs85Jk1bRg1++NxqEVtnk1RtVzZ9M7j+iEXebe92j1yKbfzUNjNnZI06K5+QoIQUv4ggI9saNnZOEWEFXk5FOkQCoWdBGDjo1/AysvAzsaAZ14jSM4oi9GgODjkeHkV2dlk6OjSCCLOySrOyStPRoXlRurz8O7lQamzcG1m5lFGCuvLyF9XVXmobJKluD9+4LUxAykFpe8T2vQkMqKes6JcPX6VGJnYPTAMBgAIkMg1Dpa4AlVRSSjEyid5pWHjoVtept3X3fCue+Je5po6453U7pLc5ZXR55Y86Zww9C6g99zHz2KuEez5Vx96mbT0XsNHUX/dG9mXrgftus7ccpw48aDC4WbvjTLnKwdKNhpXKRl+U9rWt12v7KQo/jj/PU6ABUKGna9zJKTI24YuPX42jc9XIBDj5N+fXwNVH0T4RvRmlJHPHsuSCFeeAlvSyhTcOmXU9kJA/HhjX9jlj4Owdz/DU3rAUfEoxWHq0JRdTn1uXhCRPPPqY+c6lLL9w8co1LyERfSk5w0vXrSPjKjr6MBgSUGiAI3xNI+LJq/1NqSQg4oC4+nrCfxw4GrQ2TVDJQKRCZz/trX38wYvWN95+9kzo8Inp9U8cCs4c888d9sjpd8zpss1tt81vs0774l025Fs55JDTbJfV6FXe5VvV6VLUEFw55Fvc45HX7pHX7lvcE1g+EFQxGFQx6F887lMw4pk76JbV55jaaR5Ze98z57JtgsZZW/UTrluOfdK/VHDFfMg6ghpWCimtcMSi8qRF7WO/Mbc0muWn0f1X/YVVjjOIbmNlRfHyCfHy8bNzcrCz8fBwSnCyKDAicggdM4KwInQcqzmFX0VBDL1RDL0RxSPLzCjEzCjEzSHJySbOgKAYGNYxs8gxs4kiDFwIwkNHJyuIMlKUuaGoHLBtd7Tm3hgusTdSm710jxeKbgoR2RTJLXZbc5+lo19e3/QiGQhkWKRRFoFGKKkCjd1hClsLtx7uVT1Rtv95xan31Tccul0ysLaJc45pCwGlpPA6CKrA+5Ys+pctOmSOOqTPfIyZu+s2cuZd12Wr4XefaL554JCKc0wlmUdgLlv37b/XuOdSrebpWjXTyp/hw4/jTxMFMolAxFPionP0dC8fOvwuLX0uL596/VZ8Yh7GOaAls4z8wbkiMQ8zNA/mjmVpxQTfyJ78Gnj4NjU0YSw0YeyJeU75F/icuuAQPGrt1x9bAG6RY9n14J80lVUP8SV4D++6TxHduQWY/KIVZ7dys3OuJ82cnr+KLy6azsrqr2+YHRzGD4zMLxMIZCCRgTBPWcAC/tf3F81ioG8EWrsgM3v29bsU/YPmJucdrYPrk5up8c0U9/wxl6xet5w+r8IBv4qh4LqR4LoB78o21+J6z7J2n8ouj9IW+5w626w6p7xW57wu+6wO38IR7/whr7xBv6LRwNIJ38IR5/Quy9hGm7je9xFtLwPrH3tXPvAou+NSdMUm69yHlMhqMA+ZOnSnSWVfhYJW+VrtInntNOkd0UqHUw49ankXQLINxp68nSi2/gQzagOfxHoORjEWRICFiYebQ4CDTYCZEc3BqiiM2oEwsjEw87ByCnPxSfCg5Lh5Fdg55VjZZcTRiqJCCrycYkx0PCyMKBS3BC+n2Bp6XlZWWVZ2YWZ2NiY2BgZmFkYmEdY1WziZDcRkXJS2+G3VC+SReSav6W58qWqzcYnO6X4eqQ98MvePXXOt6ugnAo4GC2TiLACucwSMT2RvN+7bdgQrvLN6w9EqlePl6wyLNM3K1I/n7LyQd/JN/QPv3ndRg46ZE/4VS75lC+H1EFkHdglw6nWnypF4BaMgJdOQw6+S3n0ejm6C2C/gmg53Xeb1rtXI6Sf8TDT+OP7EOgVyU0PLxXOPzU69TUwcio+fcXJuzsqF17ZFRfXg+anLNagtLnvR81OX3+d+n4he37BpV//huAyai++od8hcdgm4+ExZOw86fZrwjJ63DxlyCht+5VJjG9zpFNETkjmTmYcJixoMiRhISFmISZj3CxwM/zxbXAZmp71OnXJ++SoyICQ/Nrmwob1znjA3i5/AAgYL+EUabWSBXN0yH5XYZetc+vRVmqVtk++nsZgcQkTuikP84OuIFvPELruCMZeKQYuc5tdJ5e+Sim2zy91LarxKqzyLyxzyqmyyyqwySmyzKx3zmlzye13zR13zppxS+5zT+t2zhv0Kp/yLpp3T+l8GVV13yDj9Jv34y+QTr1IuWeY/8/3imDQZVEyMrAb/fNJDl2HtE7UKO+qUdw/uNl02PLtoeH5yw97cQ7d67n2cv/SwTl37IztKE6HnQejoBVk2rkHQLAi/AJcEL6cYAyLIwaqoIGPAwMLFzM7PySvGKyDNJ6DAzavAxiHLzColwCuJ4hZnYeSjQ9gZES5eTlEeDhEmOm5RkY0CgqK8/Kz8aCa0GEqAX4aZfgOCqKlrhCuquMmrW3PL3F+n46F9IhelFCWhUbz/TK3cVjvjs/YVHQMEwNJgDrs8AjRcfi1JY1/UFsNBjaMgrNWtbjaueW5ScW+n1ulBpf21CgY5qscydl3NMHqcfvJj1g2PUjOr1GNvM46+Kj1j3n7FeuiGw/A9j4En/v1PAltehw/ccm3ddTVp3YGwXZeKbtjNv/8EP7ckfxw/XBSIOCARqABUChCIQCIA4AFWAKawYOWa6Blc+jmxLz1vOTpx7u3HysJScA/piM1a+OBc4R81EBQ7bOtVn1FKCokf/RSHsXZtT8wheYb2eYV1phYvOwVUR2eNfPo8UVgGr80rcwshNHI6PHoqKWMxNKo/OmYkInIg9FPPp7CeyM8DkZ/7QkI7/AOa7UKqQ9KHE0pWAhKnH36oPHg+zuB49IEzyWeeN596Un/8Ufmp50XXLCt+8W91SR4NKlr0rui2Sq9+l1Bin9PgXtLuXNDskNvoXNDsUzblWTzuXjjqkjdkm95tldLhlDPgXznrU1TlkVfhml3ullXrkfPFM6fDPbPLJa3zY8Zn58JCz9Juy+ThS47NB55Xn3zfdcdn4UNiiX1WrWdBq3deh3dWh1dap2N0k2VQhXshPAmeN37cvP5gMXpHscj2ZkW9ua2HgfnImPzVlo0nnLjWKyP8CL3oGoSfH+EQXS+/TlJEQlRIWEJYWJCXixlB1iAIGwOC0KMRFvE1fIrMfAoIs8hqTweEAYXQc9GxC7HxSLCziayhR3EzCMmgFLfIbmflEEXoeBCEi4lFiINbgoVdhI4RhdDx8AlobNO4p73HRVLOjk/MUWZzqIS6L5PEKwbuNxp6UWi5J7cex9U14SgUGBtZBCrE5IOhWfKGXSkqBm3aZiubT8xx7ijZeKFb/+Cohk6H3qFRgxPT6vpdm/d1bzEZkNGqP3yr4r59q/XnTueUJt/8juDiCeuIoSvmNVtMm3XOt5182vPQqd8yvMcjpd0/py6woPKX4up3xfUWhY3WOY02yfV2sXWOn+ucIn62eP8O/HhPgQpUMlAopGX8Yt/EwPjiwjwBusZWdE3uvPwYeeTMx9jU4bxS0nvr8twicHbvzq0Ca4/a8mZwDmix827IKqc8/ZAdkTLl6N2bXwWvLEtjM5fisuffOuSXNIF7aENyBu7+k4zRKbCwrc8tgsQ0rLtvW2L6gqtHrY9fy6fwvujY8aiYibDw0YDAPh/fbv/kEb/EUbfIIXP3jluvK8zuFJy8UXT6ZtmGvaEbDUJUD4TsPB15+EHqTdsy89AOp8Rht8J+z5Ihv8rxgOrJgOpJn/JRt8J+h+zO90klFqnljnkNftU9QfUDXuUdtlk15onFLtldzpndbtmDAaXz4TXE4DKCY8rUm9Cep/6z5y3bjR8V7n2Uetwq40F4nnVxqXdLtVXumH3BlF3u+MeUfpvUft+S+dgvtNROcE2bvWlfs+1EuIJuqO7ZhrNPCPqnZ4Q3lKua4nWO9+w18FUW0+FFmLgRVkmuzbvUrjIxCNMhAggigCBoBJGgY1JkZFFiYFHeorZHSEAWQTjoEQ60oLScxHo+DkFGhFlIWgktrSwsup6bS4IR4WVEuNgQXhQjmo1TjJkNzbBGgJ6Jn4VdhJNHko1TjI4RhSAoVs7NMgqX1bY779wbu9skc+ehjK0mCdt0s7fpxG3XDdiq/a6qHj81AzQa4PH4wKhJo2OfN+2IlVcvVts7uOP4goJhx757mG16TRs0yrYatGkfGtyk36G+f1j7xMImo5Fbrs2WiUOepX0uRTVupTVB9QN+FVM2KaO/fO58H9tjmzLoljXmmzvpnzcRkD3inzX4Pqfeo3Yg9MuES9aXZz7Jb31SYwt6OyZ/+HT+O/BHiMLs9AIAlQIk3DdPYWgWTM+Yv/wQHRbb5exd5eTRkJiOiU3Cfo5dDogejEyd9o3sC0uaCE+e9I8aiM6YC4kfDYqe8gzpD0uc8Ysc9I8aiEgZ9/3c+SlpyMO3Ky55KShsJCFt2S+k3y94ICp+IT4Fm1qIic+a/xQ34R0y5Oo34BU0FRpFiE0Bz/i5t56dl18VHbudefx2gdn9qjP360/faXjsOnXHbvD826bDD/P0r8XuPB+0/YzXttNuB55HX3Uufuhff8+n5nloi0vOrH853j1/IXsKE9zY9S4x+35w9LPIJJusEs/yRt/qlth28CujWSbOvAgduO/TecGm3vBh5rbzEact2u/5TtqkQUANhLVCcMukR121fXmGbQ7FpQg8S8G1YMU6eeSiXYaozm2EWRnhVZXbemabwQsF9cdia5+ravruP1Jw4my9sWGC5sbne+X0H+/cYW+k8WiTpD4D43oEEeKWQ/Nv4GBVRBBZhEENhT6CEjtLx36IBWFeHRwIOx8jL5pdWIpPUk5YjkdQjgclw8ktwc4mws4szMWM5mMVE2KXZOMU4xOQ4+CWQBBuOkYUSlAeJSjPyCzIyMaG0HGz8WzeoH53x15Pdd0QNf3Y3UfylHZkia0LWKvqLiJz18OvprVrgQKAwc21doB/YPd7y/6TZk17DzTrmHRKbEpdp51/9Hqf7vFGg9PdeqeHlPXalPb2q5vMyO4a1HsV9Ti2zrt50Ku1xaGm3K6y5kN+46PYqoj+2sjexvD2tvDGwdDKmZAiTFAOOSCT5pTSbB1VafGpwDW6OKmks30ch/8nJzF+8v/DHyEKSwvLAFQKkHFAWyJBef2w2ZX3AeHN/mHNfWPg7tdkYVdRUgXuPt1xySs2nnWpRfi39iVx2YuJeRhbr/rSJvCPGohOXzJ3qMipALegTrfg9twq+OBcFpM56+nX+6UD7jyKS8tdNrcqcvPuyMiByGice+SgZ9SIf/xCSDIxIJZi4zV/+0Xr8culb3zGblq0mN4t2H8t99i9qgsv2y++7DnzpPORx8wD94k7zoPX7NrPW9Seelty9FXu4ecZ8vudd1yK0Locuem4r/6dxOdBQ/YpK2/CJ97G1tlndXmVjgbWzIQ2LIQ2LLgXDX1M+nLaNt/kTfLu+xG770cc/Zj7LKLPrwqS+iFs8ItPyxfr3KbnkU2/RAzZJeHdMsAljfaLS+Pdj/nnHkfdfP3ZLqDIK7LoymMb+c26gmgpBiY+BEHR00nz82qLCBwQ4D7IzWKCFmC9f2FPU/ILfOXT7sDdcTe5vEzpvI9wyDIiakKsG1FcKIRRgFlYQXS7APcWBJHnWyMiKbhuvfRWKeFNTHTCCCKAIEIIIsS8RpCRAUVPx8vCJMjLJYkWUBBHrxdHr2dhFxFEK3LzSSMIF4Jw8QnICaIV17AKi0nys3CyIvTsCMtaDrSJ0NqncupeSjvjhBWi5TbH84jZbdf1Mzhk29SBIdBoBNoiAGAxsLwMBQWUwKB5Z/fp0xeyDp6I0zoYu3F3qLphiubBso26pdtMuvdewGgdW7gc/OVD0ZR97fjD1NLzofEPU8oc6iZ8OgjmqQnvkpPex2d9jCuxi2t2SRj0Tp4PSMU9tYi98cz/5nMPF//k6i/9y3gqgUiem/vZZOU78ONFgQZLC8s0GoUCVCLA8BTROyhXReP809cpSZnzNk5VaTnY1Gy8lX1tSib+F/OSxDyMlXtNYR14hHa6BLamFROefcwJiB50D2nLraK+dyqPyZyPTl9471iZUwGugV35JfDOsrixHe4/j4xJHkvNInj6THj7LHsmEp+79h67V2B4KePQjaLjd2sPXq3SPVVww77vmm3fFeue67aDtx3H7zhN3rSbuGY9fuhZ5dFXtWc+Nl+x77zt1nfPq/++98ADn/5DTyvOvG8+/KxS62KK0f2i2y5D1x369t7Os4rD+BVBcDlYx2PvuHWd/Vhj+qJw753Us/aJb2IbI1sJOZOQ1A+epaOvoqrv+OW+SIr4JSH5dUyxTWJ3YD4hKJv20qV93/mIxIiqksyOhuKelorOqa4R6tz8TFdbeUoscX4ywNV5z5ZtwuwCLAgHC8LHgggpi+9iYED4uRFlcWTfesT+qkRr1MWOz9djX+0aTrzbHHLR+6byfilEhRXZLYbslmBQZEFUN+5GC26gpxdhYpUTFNdEy+kx8akjiKyY8DpBPlkeDnFONlEudjFODjFWFmEmRv41rMJ8AnKcPJKrosDOJc7LL8vCLsLGysjFy4bQIwg9O0IvI6PycIvOp/VbojX2VxqdbVffk7bLMFZu4xO/T9VdwzNEINCgkwbDAEsAgFsBCgWGhmkDgxQLt8a7rwtvvCg1u1uqZZKkbpixbX+xgma6qUX1h3RsRDeEtINrJca5fMm+eNE8fSqyDALzVpzjR9771z22z7xl/vnaK/8rz70HB2FpGSgUoK0ebAEqAAHg5ynJ78AfIwqLMzNTFAAiwOA4JTSy7r1Nhm9wn4dfp4VdVcCnwcjYGZ/AvrCoycBPwyHxo15h3Z8Sx30ier3De0LiR92C2/2jBgJjeyPTxnwiukITxkLixr0+9YclzPqGj0bGLoREDmYUzIVEN2cVLWQX0FzdJ69fr3VPhjt207vO5ivvj9M+k3fqecctm8n7jnPH3305b9N90230nvfUHc+Ja04jl+wGLtj0XbTrvuzQe9Wp76pT32WHnnPW7SffNx17W3/Nbvih59xDz7nr9iM3HcduO08ced646Ugsk6KVyE5/sV2BbEr2fFvcDW5VWXyGiCoIrZwNKJlwSut8E176NCD7fXRpYHl/ej/WKQ6cY+DG+y9y21/R8WtLq+25+OiGfeBHq4evWgrKgUAG3AptuB9GumCsk9pb31ddMtnSAItzsIwtiIo109u/U0HFTPdQTmzr0hB0VU2fM7rGhfDwINzbxLfukte2Po7KttGfynpMqHg/m/O0xueww2mUqRSiuVZ2rQCKh45xDULPxszHxy8tJLZJSEJVil9RnH+tCEoexS3FwS7KxCxIx4hCGPlY2EVYOURZOUSZWIToGFGrmQUuXikmhF1cVEJYRABhQBh4pJR33NfQDZRYG6B1tGjH4WL941X03C/kN1no7v9YWjtMAADowpGbAYbwpD4CaRRgCQALgCVQYXoR+kahogG8Q3s/ODa+sKg7fzdr57mwm3b1zsmLnlnLrmmz9gmjT3zqjr9KOHuz8OaTUnP7+uDYvvLG5SksfA0TKAAUoFGATAACDr+CXVhcHJ+dHfzh8/lvwB8hCkCDubmZ6fmFqUWSk0eC6Yn3lvaF9c1g79KaVwyWdnX2Lk0VteDk0VxRBzaedZll5MfmmREpU9EZc+aOZTUdEBQ7nJg//dYht7gRXAKbnf3bCqrhpUVFdCrB0q6hZwgevAyvbSO6+Vd4B/Q7Oc8Y6KcoHarac6X7/EfMq2CwjIWXIdSLtoMmz2qPWzSfsGw5adVyyrr1lHXzSevGYxZ1Rz7U7H9efuiX6hMfvpy367rqPHTTfey259Qdr+mTr1svWw/ccZm85TR+/mPP0RdNJo9qDjysltb3179ZePxVk+71/E1HotebhEvo+LApWzywrnnn3eGVMBtZSAjKmnntXbH/usc6vfuXHjU/txq5cq9UVOYGgqxDEC4mJkRSkokOQdbJyxns2bNXa8eFo0eTQkJJk5NAIgEBRxwaaC/Iq01N7SktxfT0kIZGcX2DoyUTUzWYrMCaYzr3hVm28DFv4mRQYEDQwvSINDOygRvRlkAuabH7PVDvibsBbfbht7Q+39vjc0Xroa7kbjQihSAS9IgiN8JDJyjIKi7CKyfAK8PBLsrEIsTMLcYhKMPNJ82wRoCZDS0gvHY1iKBjRAmJrONnUZYU2igiIsLCzczMJ4yWOyynbCmzzl9AzVFWK2StVjSC3F+n5iGz4YGlU/rUElCAhCUt0gA7uzgwNduFw4+NjbfTYAEoQF4BoACNCmQKEGlAoAGeCnm1uKjM4Ve2aUcuOZ676+ESUpJROZLfMDk5B5NzMLMISxjA44FKIX3zCKgA1Pm5GezKIg3INCBTgLSEW/jh8/lvwA8XhbmZ2dV3oq56Cq5eaecuuTa0gLlFfXI6xctvKC55JSF1JShspKAMXLxa00uInp+60ooJ7iEdrkFt8TlL9j6N0RlzvlEtaSULjv51kamTEclzNu4tCVlUt4CR8Og5e7fqourlm0883lonvbOouHS56OjhEqWDHerHe7af7dxqVq9uVrTnVtk5m+5noQt3AsbPO3eZfqgxeVd2xKLytH2DmUPDSbvqU9bNp6xbT1m3nbJuO2nZefxj+9H37aZv2y5a9lyx6b9mN3j6bevOi5nKplF7bxXddh7bdz/lqkPjQ5+ey3b1F6xrbru1XbSp3Xc/5dyNau19n2WUrJW2O1+4mxcYi6tsg84JGCLRQtNK9UwecnHpyKHNjLa+URe5zI5sQbi56AWFECZWhIGdnkNYdZuBsqreGmaxN1euN2fnwSKGPDKy0NEBs7MwNzPd3AQdqTDfSB6o/OT6TlNNipERYeZExOUQBNmAIPIczBJoDpQ4MyLHjOhKI9d1OBddd43aavRYavQ7GfR5Ha21N4m4oWphzC/AgJbkkZdHK4kIrmVlEUbouBEWfiZecQHhtQgD3xpWYRl5dVEJJQThQhBuSRlVAcYdjIgogjAhDAjCwISwbpJc+0rPKIdl3YudZul869zXa8auVfHdouWwTftRRmE/kQrDo1QSFb71zSJjlucByEAmwAoWKCSgkmhkHI1KACAtYmaJAMsE6OpfqmkcHhjDfOsEt0yDIYARgHGAaYA5oGKAggUKbmq6l0SeA8DSgEACwhJhCU8lEn/0bP578D8RBRqNRqVSKRQKhfL1FYYAQAQcDjCz+KlZ/NQydYEAKwRYwcLXd5kNj+FWAOwDsgwvfiwegNO/hIdlzqZVUd0/94amTwcmj1v5NYamTzuGtr/+3God3eUQ1uUc1BUSMxmXQwxIWjD3aXf7NOgfPRmRPBeRNBkc3R8Q3hYU3hoa1e7in52UUJHoHe943dz2gp3Py7ynN8rU1EPUTPuldlduOd61+WjjllO1Gmcrj7zs1btVq3a7xMx15pY/4ej73gPPqi7b1d9xLT/3Mf7wu7Z7fphjb3pNnnQ8dKMeezyie67lrTfIGcXKGcfc9Vg68KTxjsfMXc9pM4v2E+ZNdxx77zoNPPGYumoxcPHdkOn9jpNPhk49Hdmjn6SlEx4QTnQPHHPy6TtwIkBV09LULCa5eOXCw2A+6f10nFtEpA+uXXeJH3UKQQzEJI2UVE7Jrt3Pxq0kLrv93NXnzt6fvEOifbz8Q4PD/XwC7W2d3F29YqLiY6LivTx8vX3sAgPdfbzdnz15rq25j4ddkh4RZEYkuflY6ZkQhB5B6BAGJnoGJkYGxjXMLGz8LAiaBTm4ReT1iQ0hd9XLrbXnI02nAvSw6XpldhIPdyH6ksihrYjuZkERLi5WOh5FMYQFQZgRaVG0Nge3BCMjPScjKxvChRKS5eHdxMamwsAkhjCxsHAICArskRG9yY7ep7gpeaNmo9bptLV7fRW2ZSMcj+68c/yus/Qnfyj/c1FY5VdRoP2XQaHCCo60OD07MjROoQGeBs8tP+02ffHepywsdyamAPPSsSS3EeyCWuyCWnIa4KVjSXT+slvWWEDudHDqeNDnwbDokajkWZ/Pg+886gMi+sNihj7H9IWFt/p7FbrZJbtaRXlYfb5/+4P9a2fPZ1a2Fx45XrP0+iXp2b1cHYNPW492q5t2yu4pNbg2JrAlaefZ1s1HKtWOVvLtjVO5WKNzt0/7eoverUazdx3XbVsuWpRdd58+ZzdyzXnmktWE/rX67cdK9pjV7T37ZcvJvI+fQXxPqE0cGN6rPPCo5qr9oMmTyuvmzedfDXgeSgAAIABJREFU1By5U6R/NtXgfPbJ+3XPHGccwsDoUFJ0Epy+nNA5AkEx4x7BfQ5ePacux67XvCujdlFe3Uxp+3kFpROC6P2ioqdUlB4hyDpe/l2SsoaCoju4BTbxCm9g4hRB6DjWMHCwMfMwM3LSIcx0CDMbMw8nG4qZkZONlQktJCyKlmBnFmBCBLlY5PjYldgZFBF6VjZOfj4BCS5eESZmFELPhSAcCMIhIsS3BkE4EYQfQcQQRB+NvNDje2/E93o7V+5rw/G4OzOZdzqiToc+Xf/yMLv5CYHrp1XWiQnyMCsIC+7gE5DjRfEJcgtyIChGFhTTGjlGxvUMTBKMrJwcvEIi6D3ykjc3at5U1chBr82T3OktoG69ViOHS8T8rWvw95ykP/lj+R+Kwn9lZmxpbgKzPEug4H5rW0ReAaBhgUIAGrh7RL6zCB+chPDEMY+wfvvg1pwGeGKTH5Y5G5Y5+9S2IKcBHEL+D3tvGVTnsq1tPxEgwd3dJ+4+cXd3CARIQgLBgyW4u7u7e0LQECzBCRI8OAQCBHfo90f2u85699nnq1pnr9p7f1XrrvvHUzVnVc9ZNfqq7qdHjzEZUTqeUj2XV7FQUDRTWjxTWb1UXP0tvWQyLPRtTHhDQlh1vF9etGtshI1vxFO36Cevwu19E138Mp1fZzh4pjqFhLqkWVqmSanG8KgPYbNVSJkuEvO+lzJdJeP/oGlzwqU8Ra82wKw5zqk7x6f/TcRwXtR4QvxRn6RZp/jzDlbdKrPgFbu4fQGdJuWnw+6xV3q2s0nvANykM68TiD7qcE48NPOb13IZDCi6EVPNtXbre/Kqu6IV+Md/K2sBXtGToWmL7b3AO/TL2k9g/6ausee0pu3Q9HkRC797dvWqvEHwHSxeCIUZj1yMkEwGE1sKG0uRlFyNikaLhl6DlFIGE4/73kMq6C4eBGH+mtIQhHoXQv/tGQkBB4JQEO7iQBA2BBE8vEcHo1FgY9AixZWCIDJiEiF6BllcPJ77CLQPkWGYWBxo6KzQHSToDgIyMiodBQXOA0QK1AekCBA2BMnh8urTchrRYjoLQjUOuNPxpPtFVKCL3/4RNyka4n2IAILIobtYKBiY2Bj4iBA2dAf5zl1yhPssiEg0iChYyBg4OLjcxPhaivrBkgoDFKydtJIZ1BIJIiojtBxJsQV/FVD9/7H+MBRu/9/mTbe3t9fX11dXV+Dm5u99dXV9enpxsg3A5dnxlRhcU0DAtLZ+Iyisr6B0t6j5Z0zBTHHLfnT+dETOZFbdpl/SQGLpt5C0jris3qzMTznJnTnx7TkpH7KzOrJyOz1sw71ehgbaBUXa+iW8cE+3ds59Zlf4zLbEKyzP2SvX0a3Qwzfjdfgbu5BHFqEajyJ4lJtFdXpIuUqNHfbRqUvVzA/YxCYFFVekLLZ5tVe4VFYEtXcFNbdZ5L7SS/QyyXYzqBXxGdVbhS7bRm+p2/Y99V0KywWvIncfey6ZuX9jlCh8/HpO/vEHUYM6E7cRz+QfqVk/fYImmjqAu0/3pxEQHPOpo/+muG4pIXu5uuXMxb8hs2Iqs2Ky9sNeSuG8nkW2oLw/NZcVBZsem7ARA4cKOi4PBo4AI5MWLZ0JLp4S0kOh+0hc0H0YhECDTcjFxCFLRc1PRs5NRy/MziFDTsGD9IAMC5uBnUOGmkocG4sDCZER+QE7NoYQNoYo2kPhhwgCqGgydPTG9AwmqOgS9xH5iEmVmVgN6Ri10EmYITRy6A7OPWQyCMKB/pb1iId1VxgFIsGDIH5UqM6V4bxK4jSX+mcsSrCjFA8lASKEh4LEhEMEo6RjpKVlw0FjuIOIjPSQGhWFFwWVGQkV+97Dh/cQiBHu8ZCzGNGxVOFQvaMSSyURimQSbkPCcX/pG/3nhehf+lfrn4XCzc3N5eXl+fn56fH6bz4/3by+/AHAAQAHl1c3699/fuycaHw/NTMPWlrOAgL6a+tvC97vRuVN/QaF7Prv/smDyeVLWQWfszI+Zsa+TQ0siXqV5Gsb4mkX+NolOPJVUKRLYKyjb7KDV7bD6yIHz3I79/KXr5KeuoYZvQgxtUlw9Et4ExvgmfTaJ983st41Yl3ZvN0j8khIudXYZoMEViGvs0zK+J5PbRgm8YkBPswhv8SrvMkmv8Ai95VbbUrMosk+YdsxbsvMa8ImaMHEZUDFoump55iZ87iF2yS3fL5z2JKpc5+OTatDyNeowqP84r3ymuPkjPny2h9xqUPF1QvxGT1p+f15Vd/rO459Y1re9eyUNS3VtO/WfTjNrdjBILG6g6F6F1MCj1qGnEGagFyIgFSImk6emNgQH1+TmESLikabhFwBFZMXBZMDj1gAl4APl4CPkkYSxqKETyQAQeRIyDAGJgUqGkWkh1woqAJMzAYMjPqIiAL37/NRUengExhS01hSUJli4Sjj4CvRwQzomQwISRVIGCQIaIQRMBgZ2WQhCI+IiBMVmRLtISUiFgMaFjESBNGiQk6KuE1eIju5JuCzn7cVlxANHgESFTEuHxYBAyoeMToW5R2IDEJERHpIjYYqgI7O9QAV7+6D+9BdNAgix6XWYOZqgPEPCujWMMqlsYl9RCX0co9I+/NC9C/9q/UnQOH8/Pzk5OQKXP7mg/P9vZPdg/P905uTYwD6Jg4ZuXS5hJ6Fx/UlZMzVNN586AHB6aPv+oFjUEveux8F73ddwzvax0BMwUxGcmNCUHG0a3K0Q2S4ta/XYwd3S9s3No7ZAaFprwMSnL1j7d4k2PokvvCPe+Ib9fhNumtsgmNknEt8sl9uemRtSnxLZlZ/YcVsctleeuWJR/hMyXug/7TXP+bc9Pn0o+cLYjrNolodQqp93IrD7LKjzHIjzApDLEr97Bolj/2mtBx7NF9+9E3bfvZmUPlRhX/SSvF7oPPkXe8UeOnTX9YKUsp/hqQvNA4An9DOwqpN/4iuiW8gMvlzx8CFk1e5Z1B9/xRwDXi/9BO8iXjb0LWXWbboGdSblLP53GmUUyQKgkQhiA0RnZueRZmQDA5B5PR0L1iYbTk57dg5njEyGVHTqVPQKFDQyGPjiRKTydLDNBmZtQlJpB+i8mLjidLDNIlIFZDRhIjJFEXEbHj4LbFwJfCJZEXEbLAJ9HCI9AjI9MjpDKiZ9ElolVDxBaGHsDv3aUjJBGH0wu4OXoqikq+trQylBbVE2OIibJqqwz83hnYUOVWEaDvLEIkiQrwQpCtwl+wuhAxhPrxHB93Fhe49vPOAGIKooLvQnXvEyA/40dF4UTCIkdCREJDREB+SMvBawqV7BWTnJB41sShl8cn1UTDHJpa8+/NC9C/9q/UnQOHs7Ozo6OjT2GHn0G5d20JyXqerX57JsxB1I09lPVc9m/zC5oOs+p2cuv2ypsv0st38mtOguNmC97vOIW2NAyA0cyw8e6J9DHjFfarpvkgJLw52iva1eBP91Dv5pVf8y1exTk6JXm6pHm6xTi4htq9Cbf0jneNiPHKj3UvCXSuqM7sa8odqC8dLcyeKcmfKipcqSlbLipaLG7cjM7/Ud16kl25Ut93GZa/XtYPE3F3nkCGfxDXXiC2t5xNC2j382n3cOl10im/59Sq4NArEjatfBk9FFx0Gpq6EZixXfQSeIYO9E8D4eWn3GAiIHwxNHSpo2IzOHuuaAL5x7a1DV1JaAR2jwMq5vH8GFL/7+cK1tqn3SsUoorHnODJtOKd8K6/i2NKmDYLsuYWzVHWL2ficsQhlicilKWjk8QjgmOgGpMQW+Hh6ECQCQTw4eDJUtGrkVIp3EXnxiRUoabUISZXQsSUwcCTxiOTxiRWgexwomEK4RFIYuCJIqDyIKJxo2AI4hKJ45DoPsGVQCaTJmdTJWRTQSLnRydkoOcQUxR+rShpykDK6GGrJ0yKXe2m/9VOYzH4EWjwum51mM9Q+R4tOFeh8LTQbybKYq3ALtGIRp8EieUCOj8WJjEWDRkxNwSRCzagMIUAISOSoyMLoaPwoGCRIGPcR0RCRUHAxyJTJ6YpxqN5RwJNxuAIpOevvY75yCkr480L0L/2r9SdA4fT09PDwUMUwx+R5jZNPb0DsVHTGSmrRTlH9RU0biCw9NPfskXtcauj43i5o0M7/s0vIYGTOWkbNelXnWXT+dE7DVlbdZnj2RHHLfkLJQn1Oa4pPWvhT32Qbn1wnrxQ7p1j7F/GuNpEvrUNf2AbbukV7JmTHNFbkT9eU/6ipPMxO7aupWKxv2C0p3Sou+VFbc1pXcVicuZJZMZ5UOJxeNl7V9j0uZyinajGrYiEuezy5Yq62FxS1AueINc2XI7qvZrTdpsWfdvvnnsENKh95DOS1gqiC3cDUb7kNp1k1+xklKxGpo+0DICx5IKtiLq9mIbVkPKN8IrFypKh9xSO2uaH/wj9lqH0MxBWt5729qGm5yK/e6hoF3hEdZY17LT3A+fUQBb0Pr+A7Zc0OHuFECJKBIA5KWg0Yiw7SQ66HiFr0tHZMMFtMTHUUVGlKai1KGnVkNAEIgZ+IQoMGZoRDpISGI0NCpUVGo4NFoAAhctAy69Awa0L3YdBdempmZWYeLTR8XmpWI0RskbsYXLjUcEwKLgR8SpiwmIWLa150dU1KTYq713prSYmzzEWz02aO7HmFIggTB/nqoFD+ulDkukF2q1p6qlhirVm/O/fpcyV+RmwGVAR6CMKG7qHeRaOCHrCi4qBgYjPgYktjYYo8RCO68xCCECHoHiIxox49azUZcwevViWPVpGY+hgWmb+dX8yfF6J/6V8t6HTnDIAjADaO9pfBNfixcnN6dHt29uNsH1yf/K696wUAp+BsD9yC88ubw9PLnVtwegvA7Q04PQL9PXsi6qkmr3oDSm5TekBSH4jqWo/62BnXUxfePBz7cSSxdyjmY69fXYdD1gerqM5HQZ8s/bsETKOtEzvTPwP/YhBdBko/gKCUz3W1cw4vI589fhkTFJAVHhDv8Sr8hb23wZM0j4qWnMn2svWs+MnE+G9FVSC7Gvgk7Db0nSYWT4al9OSWTtfWrxblTWQkfMpO/JRdsVr34TQidTQpfza/ZjO3av1t50Vo0lBe+Vpe+Vp+xXpB5UZR9ffimq2S2u3Suh9JxZMppVNp5TPpFbNp5TNJxZOxeaPROcOJBXNJhfPJRQupJYtppUvpZcsZ5SsZ5SuZ5bNBCT3BCZ/za9ZL3/6MTPn6yveji0+H1av2xj6QXL7kFtna8PkqJm+FhssflciFnbeQmikal9QWDU8bE1+ekEyOjFKBkloJ54E0NaE2C/UjJiozGI0FO9NzDjY7Jobn1GRa9FQGJPjqaEgyxDi6nEz2TNS26Iga9DTOpETPyEmfUlFaoqDIQRAHMiqcT+AZi4AZdJcaC5NaAQ73fqZbFmKR4Sj+Mc5wp1r3tN5uI/MZaHXbzxMFbyUP0/hAvg5o0tjNE7moUlhPFQSt5j8LVUHj49Ny/U8J3t7GuhoyGk5vUlRNfWxc4hRk9YhQ8fCJmPCJGJFQCBCRcR6g4ZBS0eKTkqJiY1OwOJKz+9IIZmjZzvOofmASKyFlDgpNWLu+vgYA7O7ubm39rUHLycnJr4fb29uTk5Pr6+tfe89/W+z/pf9BELgEAJwC8H33x/yvc8RbAG7BAQCL1+Db3vHoxk7/9v7w2fU8AGsAbFxd/arce352vj8zM7Uwv3Z9DsAlEFd7B9f8wKfTz6E3yGPWp+Ix4JIzGdu66Fk4FVQ7H9e+nNq7ntK9mdC+F9d8FvcepDSe+5XMhL5bcsheYFarZJAqdggeL3r/XVHFh5XDQEXlqZdHiJuti62BZZhDQEVUkf/LyIzQ0ryE9/HhDbExrbkFU/llSwnZk0E5474pgwHpXxJLVvLq9vJqfhbW7Je9Pcus/O4S2NE2BKKyZuLyFrongGd4b27tTnrBQnrBQkbht8yixeyS5ZzSldyy1dyy1eTi6ZSSmbSyufTy+bSyueTi6fj8idjcscyK1eyq9dyazdyazfSy5bjc6dCUEf+4vormLf/YTutXZY7eDb6Rn4JiR1IL1urbb93CPr/9DDJrV218a2y8GxUMc0hgvsz8qcJSRaz8MaR09phE2ui4spi4UpjYUpiY0vfvMaOicKOh8iA+4ERG5cUlkMQnkkbDEsXCESIikSQhkyUgkiQkkiEhVcTFk0J6wHf/odSd+8KY2JJMMA1mRjliPGYqEpgQF5wE4QHZfeiZnECJp/FUnv1Rnf1iktx5he5qFt9unsZsmMp5iflSHMdVpcRuqsR1nsVGssBiDPdZmfpyosRpueF0lNRZtRVotIs20zUSFiHDooOxa9zF5KdgVMBAoUWBMCioBAiJORGQSH8dlyKh4CM8xIbuIJHTP+WViCRjC6PgTceijxZUKKFh81LWSv/x428XFn/RAQBwenp6fn6+tLS0ubn5exacn5//vjb8X/q3CwKXANxeArCztjFzdgGWVy/X945mNyePwM9zcPx7711tr/z8trV+vLN1eHRwCMDlL4TcXIIvQ98klAcF5L/ApL5SSsxSys4wq0+KmHyRtRpRfjli8GbyefSia+aad9GPwPLD8NrrmLfAO2vZI+fLs8RW3cAWWZuPvBp1WtZv4/Kncsp/sAk63EHi5+Y3NjfzcbKJcrOJc3ocZf/M29UuyMczNiwwPT6qICu1uryo7V3t56LGH3VdF/W9oOD9SXzZbmThbnDuD9/071F5i21fwJvY4apOUNh0+tyrpboLhGbO5peuFpStFZStFZavF1VsFFVsFFduFlduZpV9yy5fzK1c/uWssm8ZJfNpRbPpRd+ySpfzKtfzKtfTi75Fpox6h3W+8m2ycsp76lIUGNdb33HSNQLK3x1Hp80Gxoym18wlV0xFF4wklc1nVO24BEyyCKZCd23oOHxIGOywSA3RCVVwiFSISLXIyIwoSB9xCOqy8GpSwmRxyYTwKUQoYNJENKIoeBzENNJE1FIUjHL07Mo0rPJkDOK07DLcoposAmbYxKJIKPQkRAwC7Bx6CqJBDqbVqb6vZaljdJjn056speqe5KiBPMmrJBZQIQzqhECTwXGmLnhrs5slCVpNz8seg7rA6yaX7SKrq5Y3a0W2J03BncFGXREW730NGyLj4l4FctBJYeGLQhDLXSTO+xClALMcDY0cKakoPgHfvfuU6JgwdEw6VAxqCMImJlAXFfMjpXWhZQ/HpfDkF4vh4nbW0Qx99+7d7OzsryC7+Ef5x+fn5/v7+ycnJ2dnZ39B4T9K0MU++PljG4CfV+Dq/BYcA3AAwD4AIbHzfuFfPQOHvEJGErJW2z6DH6dg/wrcXoHba3B7C07PLpZXV1ZW1/f2Tk+OgZTqoJjaV2GdDRGTcxGzWx6dfXqJr4ScHxmlBzhVR+FGkzJWEwrPv6jYjWq6fNHz+Krj1GQT99E0otImoz/lA3iVsGfq/CG1bMkjfBzG7/UAX4+Q+hEWgQYquhw93SO4yCt1rdcKSo7amq4vn4W9dorxcYxICsioy34b5l2cn95dVTKRkzOWlT9b2Xhc1XqVU31Y0w0ichZy3x7GFa1G5y9l1OyGZs5Wd4HC4pVfLipZ/b1zSpdyy5Z/c07pUk7pUnbJYkzqWHzGZFL2dErubFL2dEzqWGjcQEBkb07VQkzWSGTacHrJQn71Vk75Vk75j+K6w6L22dz30w39R/HF87yyEQR0b+S1m1+4rOFSm6OR6iATKKESyOCTqlJSm9DRPqencqBgMyBi1EInkXmAK4JNIklOr4RPInHvISsls8EDHHEImQcRWwABmwdCYUQh4mHgVYNQRBAxhGjo5dTkDa0NjO11FJ214T5G4u99VPqj9cBI9F6BwWWJ5k2+JCgUAfXSe0mEV/kSaxHSx7lGk+F8hxV6c0kmiymvDwbrPqT7Nyb5Z/u71qclWuvoirHxYEAPsSEUBhx2JIiejkGPhctSRPQlGaGEhpyNqoq7gryjrs4bCYmnpqY+2jrOBoZu4hImHPT6KvJ+3Nyej5++5xEKwcHVISFQeGYWCAA4PPxbp8nv37+vr68fHx/Pzc1tbW1dXf19A/u/e1H1l/69+rVSANfg9OgaxGf3WDqVGTqk6zqGOAevB6WepFeD7HoQmXfwwndIybxMQC3Rw7u4sHxgavH4t8LH67ugf2xLXvcjv1ILnVQLpcwnJo1ZfsPvoobbIjrrrLJLnIorvGorvOpzXGojnOrdPDrtAoatHinLxUPXid3fwlqXM3uBpf9XPdv37SNA3aKEnN0Vl86Wjvs1CYMdLrkFCa0VIeUjenYPQkprSppnIkKeCmKecgJ2xvJv3jxN8TVwSrANSXFNiHdJzgwuf1fQ31AympP4oaB+xz9uIL1sNanwW17tdkPXdWzOTF7tdlLSWGLil9+ckDD6yykZM7+cnD796yE1czYtay49ZzYteyY1azo1azoteyYjdy674Ftu0VL/NKhu24vNGvOP6QmI6Y9JnymqPWjpBbFlHVZvUv2SO7Nqd5z8R9WM3zPxpUGQGTmrJQGDPjalChaZHC6xIj6hFi62ERaqKQKWwX0svXuoakioykQk+owM5tQU+pgoUtz8ztj4WncQxdGwFXEI1R6gSyKiimMTKkKQ9B1EeUJCVRYqJSZ8dqp7GBQQxAhBcApIjRWpJswk2wE+kWM5kaozl64xlSi3n8MJ6kz3Mh6fV9hPxMjsVJkPx5j0htjB+USxUQkJCWD4xLxiCjZ4tGq4MH0kMjVeehkZQRNkBDZsHAlMbEliEgUIomGkUuTiMKckV2Fh1rt/j5mTU4+OTk5S6jErmwonraauSgAtjZWufh413XMI4oAgcgwEMlpaWgQEBG1t7ZGRkX8454+Pj4+Ojm5ubv77R3/p3yvo5hQcHBxdgZtjAIISxh2DFqJKL0v6Qc7nH1mfNpM75iPeDQbXdca09hSNTzdtbCWWjNv6FskZu2tZ+8SXfhxaAWPr4H3/pYrJB7jWe5hiPbViE6PmZy79KSH9b8I63/jU1wU0tgQ1d3jV1jiVZzhUBnh1eoWMurNaQPUkiGqfCGubzukH5j6j4rq5UVmz9Z03T5zrYbxvcCltSBmdeSVDGPlcoHsiuDReyIT2GET2lHSudAzO1OTPOWGOShIhYeb+4RaBwY/9A8x9I16EJbsnJrjGB9uGBIe3tHce+gW9a2rb7eg+Dgprziv6qqTmnRw/mhw/mhQ3khQ3khg7nBAzFB89GB89GBk1EhE5HBY++MuRUSPRMV9i48ara3fKK78XlazmFSzmFSwWlaxWVG3V1O2GJvcm5k+UvN1613X+9uNVQfVudNqsb8RgbtOXnMaZd/03YelLZCxv7mI+Y4cnwZUKsKn00ck10EjlMEmlCciVicm0CfD1cTENqWGu1IzOpOTPCHANKAn0mckM6XFVCe6LEBPKoaGIoCKLUFPo8nK94OGwpacyJyM0ZGB1J6d6hoaiCEHMiBApCoTJgUevziNubKgiI8YZHezs8FiptSSyIf11X3lwf1nAtxytw5rX47F2w7FWWU9p67y4I/QpvGUZGyqaAn1j3NxipJRtuSRsoDu8EKkuPp8TA40sJbkUBFFiYwtQU8ubmgbYvojJze729iozMgwwNQkkIZHQ1HSWkDR3dom3sPRxtE5pfvvDxrYqIPyLk2ez2+tyN7c4XU2zpaUlNzc3QUFBKSkpY2Njf3//rq6ug4ODv4u/v6DwHygIXIPT87NzAA4A0HzcxC3XIW0+Y+K9/SSp1aNsOLZzKXVgJbZnPLC5w/tto/e7eu+cgYz2tdKBvZi6Seuwem3nYk27Wm37Znntfmn9AVHTEUHzcT6zaQ6dKZjsKI3IILfaBI/aLLfKNw7FRRa5r2xKQ3w6fXDTTwm1IKxm0angbfiHibJJ4Bi3IG9a6hLYVfp2sbR+Izx+jEckAIKkIGRFKjYLbBoNXCYXPJgjPpMTAcwBj94Gn+45ObMDI687L8yaF/ZUgsdGW9bdStvX3jQg0CEhNajI1z3P6UVCb/tmREBluH9F+7tFAw0PXVXX7NSprJSvmcmTGUkT6YnjaQljqfFfUuJGIyNGI8JHwkKHQkMGw0KHIiNGY2MmEuKnSkvXS0rWiopWCguXi4pWSkrWyso2Kiq+p5dOZ1UsZFcsZZR+SytayizZyC7bzi7bzno7mVH7Lat2JzBxxdC6VU63mIHfD7ojdxdT7Q6mHAKOJAaJFDG1AiWtFgWlPimJHiWdMQ2tITGhAgYiN+59ZjpMTk58Xg4cdiIcPFI8UmJsCkJ0eko8fiYyBXpCJSJkCQw8BSIyFVoGTTY2dT4eZbigvJigFJwPrqajg4yOJiDAdw+CZOF8tATokpwManDO8YrAnfaq0dz0sbzwhmDlpbdPR3NMB1JemPAzsaPd48TDJkfGYafhhyAiAhJxVh7TO0gwNGwuKjpJS0sfOTlzbW17bh51JmYFa+toBQVbExNvAkJ+bR0Hdk5FIxNnuJg2A41OQGA7r4iPllmRkkGStXNuUUV3Tn7Fr/Da29vr7OzMy8tzdnaWk5MTFhZ2dnb29PQsLy8/OjoCANze3p6env5bp8Bf+ntB4AYcHh+dA7APgK5VP6vkCKvCDL/BIrF0DYNmM695p/jLXmXPAcuE+cB359lfQHLnTnLXdmzbSnjjt7jWvYwukNQCgsuAqNwEv9wos3w/jcJnasVhmMoMn8Z3uPY+t+YnHo0RLpVpNvkZJpkJVsVBXu3PcNNPkWWXSa1baQOzWeOrIQ2rWk6t1t6fe7+C/LJP9e+Xqht++AX3vXRpikmbfB3WBBM0QWMwxOV4jMdhhcZogkhriMxoisbyGI3FApfBH4vKnYTBHcbpQUVniU+gws5ipKfxhp1Sws06zNkqyOVJsLd9bGJQ8duiT972sWmxo6kxIynRw8lRQ0mRgwnh/fFhffFhfckJM0nx0/Exk3HREwmxX5MTZjJSv2VnLMfFDiVM/wUUAAAgAElEQVQmjKanfc3NmS/IXywsWCosWCrIX6xo3ipv2s6vWUvKn47Pnsks2SipP6pqunCNfBdXNBOcsiCvV4JH64pF9RKX/hkikRY2hRUmuREmuRoOhRwBhTQesSQ6pviDByLk1HA6BnEGWkFGMlYRZt5nalrRDg55Pl6RIWZRIU/sn2nAuWG0BOSs5JzcNOLMxKL0LLJEFPxI6JR3kfHQCUjJGRmoWOiJ6Um5efgg6K6QgCABFtZjfT1qXBxOCjJ+OipcCOIjIONAJVSDkRrwQPUR8M8ZWlNFLzfz3FP1uYKV2AM0REt9PB5Ly8LpuEgQ8ZgF9PEpRAhJeSWl9B8gkrAwiQmJaIlKGrGyqpFTiKpr2BGR8BibulDR8vMJKt5HIsTCknn6ooSRy/WR/Tse2QAmQcui2k8XAExNTQEAFhYWHBwcVFRU5OXlxcTElJWVc3Nz9fT06Ojo2NjYJCUlTUxMysrK/t2z4C/9P4LAOQAXF9fgav8KmNp0i6iNscnPcKgtcKt9/YeGP65zSrjxyQLPQs7Mgka0vMolbTJkbMuMAzrfFK6G1hxZhU1z6dSTidTCpEcENbd5NSe4tTr5DZpFjAd41GZhUhMsir1Cxu2h9bsZfd+j2z9HvR+Ob9g2de9VsKgMzp2v6jwLTB3umAABKUP5jTuZtRuRuV/Tqlb9onsL67YcvN6yizgJyLwWkHlNCjMjYzLHwjPl5vd5gKpDQWPDzO5GTv1CWCwE4aEmKoU5i4gHHftzhAdwKnIVe6voKK98R/PABK/wKNfgUMegEPuwyoSG/NAaDT5zNhxxN6dP3h7D3h6D8dHzlaUnGSkrwQEDKYmz2WkL2WkLaYnTUaGDwX49MeHDZYXfO1puMzLH0zPGSsuW8vJnqqrXs3O+5hfMpqV/GWy9sbUow8Q2oWX3UjfMIyAxhCBmYRYdQhojAjIjHFwdXHRlQgxRalxWZjIyLmo8alTITBCqsqNYiebciWdeiaWbTmH6WsC7EM9RZYNe7Uw7mWO4UP6yN1o3ShNfGRVS5aI3lhbCuQPRkVKQkMFUDV4YvwySM3a1sfVmY4UH+MVwswoGegawUTGaa2i/MDKmZmJ9ZmMnKChoaWyAcReyMVT1tzH2NFfPijQ3liN2MWQOecYLZgrznOCv5TF0yaESG83WQIfW6FA/c5tHys+CvMsFhZ0VNOKs9WxVBR+HvSoVhKn6uQY6vXgV5V/uZl310mfsqVv/C9e+2LRNUWm/yNj2ju4FQ9PnjIyMZGRkGhoaNTVVX79OtLQ2tra9X11bBPvg58D6cFXXZNvAxuTc5/Y2ZztrJgZyK10jcAXAxc310en68goA4OLq8haAM3B7/quN+K+Avf1bw8H/b/26uftb1Y/fjkX/HboE4PL84uji8vjm9vyXAbj87xcID378WJyZ2Vha2lhaWl9cXPv2bXVhYWV+fmV+fnlurq+74/zoJ7i9vL04OT3YBbeX4Pby/Ohvlaaurq4uLi6Oj49/Swb5Z/SHoUAjmydtMSVusiig32fk+/lN6WhIw0xC+75LzlBM83Z697l30aa226CgQS+nyhi7wiyn8gybci+nZhu/zhCP6iKb/By/zojc816fsrWkrpXI1t74tvHsjlP78Glzz57cllPv+M89M8DANq99DPglDQSljWTVbfonDxbUfq9uPQpLHvaL7n3fc13bfmLpUMIj4RYSMQ5BclJyUfjE5riEj3gEvCFIXEwq7CGx2V0sbUKqx8LiHqLC9pwMBmqSL4NccnVkHsf75Tlb+HvZxkZ65vrZp6QG17pYRBLjwekolBgotUT5HC0Nc23N691terNj90Nipv3DxwMiJqKTF9PythMy1t4EDj21a4xIn8+s2A1Nmalqu43MWKhuB4kF63m1hxU1l4m5u8Z27TCpGDIeD2wqYzQscTIiUVxMGDkeFxuFiDSLtBFczkFFwtdQMMyce6nOeb3UYjNBetmLZtYRY+EN/kYy22G1bOVzegsGSA4HesyL/kaTK9tesyvKbiDecbM9pyPFSwmGaSTGZCTN5/bUxEhVlo4YnxomgohGSUHLT8cEp2UQYGAUwsWnE4Yr08OE9AyeUVMy66jrYiIiKArzcVMRYEAQCgShQxAX2QMaJMhZnU+cAMqw1fjemDqZ7TRd7N0a6+D3SEGVj+mFsQEjBa28pLKSuKoIpxYvi4GUmBk5HbuUih4xjaKYbASPZKSIXBK3SOhLlxY2DmtObkNNbWtNHdPQ186H6wvg+vR678f2/Ay4ugSXl2Pd3WPvBsGPW3AKrtYPduaWT79/XxgbrszLCHDxiPQNPN7a/VWq6fz8/BaAnb3dE3B9Cq7Pbq4ur68uLy+vzy9uzi6uT8/Pr68ub2+u/+81/f97Wf8/7hRj/+DH9c3Z77IA/+ajvR8/NlaX5qYnR4c+tjZlpiTav3impignLyUuJykmJykmKyEqIw6XFhOREhWWEhVWkBZ/7epUXVbU192xPD99e3HyiwsAgIuLi9/nfdze3u7s7Pwzv/kPQ4FZ6T2f1iSVSB+lWL1JwKf4jsXsobX80Z8RzV8yB1YLxw4SPuy456ya+HwTNRmjk+jlUlpnkR9hU+7lUZ/kUdnkUFgW0BuUt+kMqtlO+7QR1fYpumkkqXHXwmtA/XlDVMlqUtliWNZ4fuNObOFsRs16SsVydP50XNFcYFxfbftJ+wBo+Hhe2XyQkDsdmjSUX7NZUnnQ0QO4+D2z8jdDo8YgSFRaIRIJVZ2M1Y2WyxPG6U5F/wwPRxMTRYYYQ46BWJ0EW4GSQPWJSRwvq6m4wNMw/2rrxxEhvuWer157uvia6durSNoowT346B1YiBylOWI1LAr1n1c8dW/xjh1PLN7KqjlMLd+NzV8PTl9yDhnKqDmx8/9c1g6846fL2kFKxQGTRCQZvx8Rrxcy/VMIVx6HSpaJTY6KgtVQhNZajs1XTzTbVrHVR3UsWmklRep7hshslMBmNN9VPA9I4gJpHCCF5TiBfj2aMvmxuDgWRApBxBCEC0FEECROTGDMzRprLhigx6ZJB9UFGs9VBR5/yhnIck2yllTTMKWkZnd0CYBLaXkHpXAJqXDBNeg4pCGIVFTYkJqc31D3KQkeBT8bJxs9DTs9FQURCfKd+zAyCjQIkmNnx4MgeXq6l0oKvloUhR5yDeF641Xun/LtDscz23Oe/xhNDfNxlRSQ0lSxxCemZxXhf0BOQimgLWeS+siy4JFFvriEn4FB4v273HS00okJeXOzi+B4a3O8Pz8q1ExJUZlX2FhGzVLZ0EBCQ1NWPS0qZXbo697i2uX2Lri4BGenJ0uLFZl5jKSU7i8de9s6wC3Y3t6+BeDq5vr89voC3PzXMuHmbwDYvzg9ur44B7e/axcOLgD4lSj5n3TGeQnA5S24+Ds0TI4OVhTnO718LicpysfJKsTLKS0mrCQrqa4kp6Yoq6Yoq6ogoyIvrSwnpSQrqSQrqSIvLS0mLMDNzsvBoiAt7ur4sqq0cGJk4NcYvyoe/TbkP/n3/zAUeDSHxY22WWTn2JS7rWO+xHVMhbf0eFe1x3b2pvQNp/V/Teicj3i34ZHzQ/vVNLtaB6/qdzaFCXblYT6NJV6Vn2xyyxxqXUKPKkPqdtI/b0a29ka8G4yr3zJ27ZYzLw/Mni1s2rP1fTe8Ajyjuys/nhY1/wzPnsiq2yx9t5uUPxsQ+zk6Y7ywbiu3aj0pfza1aKG0at/Lv2dsCji6NplZFadmLZFSWTCxO1CyeqITP4EgBQiSIiA0EuR3gwu4sdBbUlK8EBUNuXdPgYfXhYfPDh1LWkLGGYJgXs7RAe7JztahDlahvi6ZLs8SzDT9nxpE4BPK0zPqs3Oa0zPqk1Oq8/I/tXmZlZ45FBHbl1e86OxeW92w88qz/n3bSULql9p3e4uHQNkkHoNUnplDBUbDyk9P4WoqXxT8vCdccjBKaiZR+nu62Gm2wG02DGSRg0z8s1Sy8zj8ixD0S78HV4HIlxFYF8nEZ1mU/mbKHLiIOBBER0SEi4L+AILQIIgYAaJ7AMkzo2hwYPRke0yU+c2UefWlWnfFmG+O9ATbP/tQUSjFyVqRlWmmq1eYnZuXkeNiHZ0RW2+sZW9t7kZDwYaFTnT3DhImJjZ05y50B0JCQkK8ey/cz9/G7LG3g8MzfQNZGoTX+nzBZvyTla87U0y3Wt2bw8T32uwX2hISX5l/qip+aqhQXR3u4GmQkJUZmdTo5phXXTInxveCgUJdBv44PaliZmoegMs3znYKYqImmrqd7zoud8Ha15+rE0fgDBwc7Xt5vWZjgmkrKlRmZi0PDO1NTB19nV0cnQx0fyMrLCbIwf1tdg4AsPtz7xb8VuLxd0S4AuAK/B0Lfg+FX/p9cbB/KyMuAbg8Ot47Oz8E4PLm9nxw6FNqWoKxvpq6spSUGB9ckENchFtWUlBeWlheWlhWUlBGQkBGQkBanF9KjE9SlFcCziMB5zE10FFXklOQFleUkZCXEpMRF9FUUbAyM25sbFxdXf010t7e3tbW1j9/oPOHoUAr8VFAc51dfolHs/9F/Jf4zomoD90h77ujP3ZGf+yMaOsMb+mL+7AU03TgnLqp9WqUR22WRaGPVfEzv8aKoPopp+I6u1oHr1HBm+Ll+I7F8Obu2JYv2R2nDhEz5p49ea1nPgl97WPgiUd1+xiIzP0aWzhb2LQXmfu1qH47LvtrYt5MccOPkrc7WeUrCbnTYcnDLp5NrZ0gLuWr/asGZ4/3GXlL3f3A3bvtywKw9+gUU4gxeVKua5SNhq0NQUK4eLo8gpEQpEADcyGne4FLasQDd4MewKlZHpGhmMCILBmI9CR4rV47xSTFZEWHR8RFh/lYB/m9CHEx9dQU1ucmFRSkFrNSfRHjntSQ9zklqOJD5bi/Q3J33XSMV0F33XRtdo+k9Is7EBEzAXVfYerBh7ShaO3+QKHpSKGTAsHTXJ6TbMbzNNKLZMzruAe3MfdA1J3D5LtXGagghwhkkJ2mkB+kU5+Ust80Crs90aQhQLoHQahYaPfRkKG7EBIShI0BQXcgdBRERAiS5GNkIXrARXxXiRXnuRJbc+izOl+zlYb4xbr4qfKoMl8rPQ4cYRxIjU/JWvMJJQo5IzEzCQ412kMCCEK5j4hNzIBPykAgLMUD3YOERbnvI0CkZHjo6IjUDzHUuPgIIEiPi5IagtTIIV4IchFBWqq02agNXK2LGyp6Uxmj3VXtbKXJI0TLEO6RRo7G/ljDZaxrTUFYu6aoGtyeiwnCLKyta981/UqJv7oFVzdgZw8sr9ye3h5cg1MAzrs/NBmpq3JTUYW7uIGd/R/zy+AKtNc32j99XlJQCAC4vL46OPpb+tPt9c3t+eXN8dnVz6OrnYPLrZ+/Vf27uLo8v7y4Abe34B9sHn57rfBPzpP/tXZ2N39bIxyf/OzqbndwtGFiphMX4ZQU5ZaV5FeWh6srS6grSyjJichK8utpyetpyetqyuloyGqry2ipSWupSWuqSokJ8UmICKjISxtoq2upKkqICMAFeGQl4MLCwhERESsr/9VZ9+Li4tfJzv9afxgKTPLdwrrrzDKzjLLtJgE9ES0jSb2jGQNzkW0D0R8Gwlt6wpp7EzpnMj7vxjT99MxblTAf5tZuYVVp5VGbFVA74VPdEdDvE7Oq8i5dTexcDm/ujm4aSWs5eB44ZuDUllq/l1a1WtyyH1s4W/B+N7VyJa1qNbv+e1rValjycFL+bH3HWV71hvWryidOZQm502WNe7HJ4xV1ezlFK3kla2U1O29bzga+gIbm09SClZD4LzHpM8X1P5NyFmxe1b9wqYtIGqeBuZLT2iOi6koqxGIRmkKQqJRSBCuvMwtVGCtNAA6qMdpDaV5eA3klQ7iUhIi0YFFocaZPVoJrYpxLfKJbUoJrYoRdZOCzoCiXxOygImcjz9yQEhstp5zgYu8nQcleWSF+JbZGDpFPzIejbTYStfaieUE6OyjmOY4lPYwjOEzAPExAPU5CP0vFu0qnvMmkG49AXUyl3MgXmkuXaAviyXagiXxCEGKFqysvg4+JCUFI9zCJoAdY0H0k6B4E3YUgJAJsEiYIQmVj46Mkp+JhZpHg41EUETTjQhdFh9zkKPSooVJ7mWYfze1KL/AxpiXWF3z7MlSRn+bjba6hTYxJch/CIMBnhBAgbDIMRW2FBxhI8qqK5LTUUgoKPEJCiBCBprQJKoRmJK1KDEGarHQi2PdfinPwI0By2NArSRZ9JsQ0R96l5tcztVENIYFc+HQDVZ2dRW3nyyf789/tzM1Q7kLmhuKjQ+3gZg+Ag93tueVvI+BmD4CfAPzc3p0F4ACAo+vz3dOfW/sbaxU5OerSskXJGeAKgMvbzx86BXh4KyoqbgFY21j/rzeLv9YIl7+tCm7AycXF3uHJ9t7pj5/XByfg/Br8farkv197P7d+EWFw6FNQsK+hkY6UtCg3D5uRvoKmmriMJLeIIJOwAExSjENFUVhHU0ocziYOZxMTYRUVZoELMcOFmH99QUyIT1NFwfKRkYWpoaaKgpSokKggr7gwPw0NjaKioqenZ2Vl5fr6+q9Bf8sl/d/pD0NByGBI6tEGTGqCRrLR0Lc77P1Y3Mfx+I9zYe9m4j7MJ3RNRbUNxXz4ktyzkPhxLaJx+WXCoqZbl4BRI4fKELvcFof8hqD+oKzN28DqrdTe9fDm7vC3A7F1341du+UfVwTlzLWPAeeQtrmfwCGwuaz9qLBpLypvqqz9KLti1TPkg5NPo417zVPn8sS8merWo4DYz6nZM2/828pqtkurt4oqNgrL1929m1KyphNyxj4OgZEFUNm8F5//NaNiKaNyOTxjLKdg1dq2Mj1r+enzajzCRyxsbhRUNihohpS0L7n4vClon6FgqpNSG9Mym5PQaFMw6JLjKJFiKVDhq/LAzBVEX6lJv5bge8lJb6ok5y7Mb62h4s0KM9JQ8eZiM1NVfC0pag9BvITYAnwEpM+YUZueUO9Hsp9HUR6HYZ+EEZ5EERwnEhylEe9m0m6ksi8miszGS603OHxMMAkwE1FkJ6dER0a7j4CK8hAbG5MCgwcTgZ2QSIaWxYicWY+J25CDV4uYlFdb/ZGna5CxrmXgmzDrR89fPn5ppm2qICLr9twEzkKaG+LIiAgVeuhbciO3BujUvZJ2FX8wU+hUG2DyWl/cUU9VlJmThYqTh0UKD5daSlLd1y9BTt4kNb3BzT3ZP6hYU8eNnhUel1Ikr6iXmpQrwS/uYP5ClltQT1ze/amJuqBY7KtAAghyNRF5qkBTEvAqxurVCzkFsLT5o3/ydmm7v/atJDsjCgT5exj97E8ar3LvL7JZbn99OBqy9dl9ruXJ9Hvz8aHGq+Ply+O1xbmRq6sDAC4PjvYDgwOeG5lND44uf51dnp6TgItSUFCsbaxf3Vz/jQiXN+DkAuyfXP84uN7cu9rY/T48tT06szexcDi9fLawcbW8fbu2C9b3zs/PLy4urq6u/mPSoi4BuPwyNujoZMvGDmNmoZeTlzQw1GZmJBARZNTWELcwU3v8SFVbQ1wczsLNQaGtIa6tIa6lLqapJqqhCldXEVFXEVFTFhbi5YwKDVz9Nnt1erg8P11TXuxoay0JF1RTU5ORkeHj45OWlg4PD19bW/vnf/EfhgK7egu/9gQ1vJ9RruV57ETap43ErrmwxunA6uWED1tpnzZiOyZC338Obx6MaB4LeTuW2XvtnDkpZ9PKptxLB1+gg89xafRKPqt/XbQU9+FbWFNXTPNoZvuxXdiUmUd3bstpauVKywhwDmkrbtn3Tx4MzRzLqtuML57XMkt+5d/c8PG8tv3EP+ZTRulSax9ILpgrr9uqfrebnDWZWTCXkT+bnDX5tvXo/YfTwrr5oPg2n+jmtPKpovcbKZXzGbVL9X2XeYWzOfmz1bU7xSVbQUHDbxtA10cgK50C3aUmY9dhFLAmZbKmYXtDCQvCJwsmp00gZfSgYvWmYvUmoHFBIbBGxn+GT+1Mw+6LSWuNy2iLTG6BB3uJTG5BwGyPSWuNz2THIB1HwWyFDKHDIKjsMeN+isROBN1hHPVNFPV1As1FGu1eOt1sPOyjP0upI2f6Ex4ODIgBBZkclZqCSIaWyZKaww6b3uo+sS4niSUT0VNaCjtUDDMIkkNC0aSkNMXGkKd+gGUsqSRECZNi4cOE7tGgE/BRsvBRssCEpHGpGIRE4YQYiNLsxC+VOTIcVHsSbadSZTfLHzuLI2rQQXWxXpUJyY9UzZAh/DsQDRud5guLBAJMaU2VYD4uO2PDdAlR37sE2E5BfuikpOqGxtAdJF5eOBkJPRszHyoBNyoOnIXVhJZSmBgHjZMGnx6DSA6m9jYiJN3J2cvQtCQkUg8uYq0r/9RAFOUOVGNN0OZKNRLGPJ3I8jWRYjwBZzoNazEPd6Kn5vbgG7jdBeAAgNMrcPl1ea6kocblyYufq5sTfUPgGizNL0AQFBsf96sd3O355Y+V9S89fW8LytJDooIc3F5b2faXNozXtS13DPwcnjn7unwxvXo6uXQ0trC+vr65ufnjx4/9/f3T09P/fs/iX6zrm7OV1YWc3HQ9fU1hET5FJRlVNQW4qICOpoS6ioicNLeYCDNcCCYtwaGhCjfSl1OU41OQ5ZWX4ZGX4ZGT5paV4pKR5JSR5BQV5M3NSLk6PQS3l+Dm4mDn+0h/b2lBjo6OjqamJhwO5+TkNDExqa2t3d3d/Se3SxC4AuD69BqAg0tg+nxQSHmCRW6CTW2MW3XmH5pHc5hDcY5beY1Wsv1R4GBm/1ZI40DCx28BTYW5XxYzPh1HNK7FdUxFfegKetcR1zEdWN/vW9Nhn9ms4tTMothNAx/m1ZxQsplMfPcjrXshuLk9snMspevczPuLyuO3cTmbftG9YcnDXuGdGaVLMZkTAbGfy9//DEkcLKn6npA2Udt4kFXwLbtwsaH5OCVruqJuJy5lrLJ+Nzlzqqxmu7B8PSZptO79YWH5elb5yv/k7IrV7IrVnMq13Kr1vOqN/JrN/JrN1OwZCrpHfiGdiuphEMTLJeBIy2SJiq0M47PFpdKn535+H0ueWcAOnUSTjssaj9qAnN6BnMGGR9QTh8wQDd8Ixh5ISBJESZnCCTMkQqPBhiBZKqjEgeKkVOMqW3neFTZeZNUSZRlhaWgkrA6HqTLRymLis0H3MPnZ9UlwRZGReHBwZEiodAgoDfCpTUlgT1CwZNCxZNExpbBxpChIlRipVSmJpLCRueWFtL3swzhp4OZatizkAk5W3uqSxhzUIkKsSrR4XFoSBiwEjHpw+UeSss8U5F6qyGc+cxuMDZVDhEKlMLarg21kxKmxhClILdg51PDweS0sAmEwNR3t13S0qhLiNuqqb9gYlU10AjgZLHxcmqUFvQzVI8QFnspJWMmpWCA/JDLXNaXHxH4kK6nAzub1/MXn9y1lVYk9n+vtHCyhOxAEQRgYWBB0F4KgBxALNoSpzYDb7i1yVim9n066HHRnI+L+eVcq2B0F10cXAOxcggsAwM3F1Y9vxWmx/EzUm7MT4Op8oK2NFo+4v6Wzv6Vz+NNWTcHnIOc0F0P/EMuYAvfiYpeiZIuEBKvoID3fCJPgEvf8tqj3fWnd6++WwBQAE/O3X6bB5h7YPToenfg5OAqW18Daxvn5+dXV1dnZ2eHh4W9z5uzsDNyAq7Pzq4tLAMA1AGfg5ufl6fGfuA+5vaqtKOXjZJUW51eQERLkY7A0VxeHsyjKCfwhC/Awe7q+HO7/CK4OATi9Otu7udgH4DQ5PkxMmIubnV5ZXoyfm0lPS7Gz/S0A/1SS6J8GhfD2tznDG4ntp6F122mf1tIHv0S298R8GE/qnkvqmQx+O2Qe0sev95lesp9Pe1j55WhM7Ubyx9mgpraorvH03qsngVO6L9ozyg7CU0Z0HqdWtx7FZE4EJwy09QPfqJ6cyrX41PHufuAb/LG28aDu/aF/aNfnYfCLC34hnX0jIDlzKjb5S3v3rVdAe33TUXrJ4j90WvG3Xw8ZpUuZZcu/MSI+dby4cjMoorerD7h7N0krBuQULdEyWT7AUyZjMscg1RKS8yJhfMQn5YFNoUtAa4RF+ASD4BET9ysMQgNEdD0KujfkVBFw0QYkfL37mEKomERcLNiOJhzZngqp1sJe0uSWEsy6vBzCZLy0D0Uo0ZVpSfVIyJVQcPhF+c3pKZXxccRJSJVJqbWxSTVQ8FVRCTU5hRzoWS3uI4tCEAt0h5ORTpOZTgMTmU9ZXD/QPVacR9naxIWPSdLLMczF2vepkZP3q1hFcQPHJx5SvNI+Ni5WahqGkuKyrIymXHQjma/teaHuMInRLHMLaUZybEoNrdcvnseJwq083HNFRS1dXNLl5V/q6r7W1fWAC2raPAkR5bcI9XmrKuPxwjLGQMvF4pGbiISexWPHgpQ8dAhS4GSP93oDjs9bKxv09LWEhAQgCIKgu4QEpA8eIEMQxMrKjAoR4EKQGuxunSfzfgX8tBR2UkAB6liPujLBj1FwfXQOwM9rcAEAuL0EBxuR/u5cjBR7qwvnu1tfenqwEZEzopPigyLJSXlUFS0CPZNyYioLIyqy3+REPo3w0vYo8Mgpep2X5ZwWaREaYhoQ+zQy1S4x1S7xc1pBd2reUuOH48GJ7z0DB2NT4MdPsLU72Pt5a3UdXF6f/DyYGZ/8Ojp2fngMbgC4vr04Ojk7Or66urq4utw/PT4Ht39m4Zfbq4riAgkRATUlSRUFUSF+RhNDBTER5j8KBQUZEQk4j7a6XEJM8PryNACnAJzufF/cWJnxdH2ppiSprS4nAeexNNMbGej8T4FCdEdP4sfvb/J3nNOWEz9+z/2yENvZF9k2EP9xLmtoIXPwm3/Fkr7HnKDeCLf2B0GT+uia9cQP0wGNLREfv6R2X1j4TWg+bU4p2nXxa8qpXHPxa3rrEgkAACAASURBVHrXdVn+/uebsI9do8A7oqv67U/vwA9dfSAxfTIp42vvIPAP7apvOkrK+No3AoIieuubjirrd929m9q7b2OTv6QWLfxD/09QaO64zC9d7R0E9U1HcSljRRUbGXnzUQnDYcnDuVXr8TlTjd1Xv05D/WM+haeMVL0DCZnbiVlbZtYN3MIRjGwRpFShkjLvIKInEKUJIq0sNhMfowC/gIQoFzc/JRkjOTYTERo3xh0RJEgaB8mAlvwZI70VBZU2NobQAwQOJEQuPAI5GgY9KpghKb0BGYMxBHGj4CuTMRiT0egwsz8Sgb+gp9OAILp7EKqUiDINKYuOqikdOZu6ggGcT5aBkoOJQQSCMHk5xe9DSHysXEgQxEhMwAejUYLd/5BsaQ2HZsr0BwqN3zwRIsNHVdUws3qcTEOlpaTgho7Gr67uzMAoy8QiQ0zKjfIQV1hQ7iECqbK8BRYaIz+3IjurMFxY1vplwD0IhxfGS4SIXJeRzUFGkxOfmZ2Qh3iHAvUBFQRhQhAKIgIKAgISBEEQBN2HIAwI0uC+U+XDtVQkOZUM+xSI1xdMdNBfDrYnwc3pxS04ugFXAIDbK3C2F+ztzM9Gd3O8u708//3bAjYSSkxgeEFqNho+GToeGQICxh3oISL0UJBR4M0z95LoPHfdVykuiXne2XF20fH2MeUhJdURFZkeaTFP7DOc3wwWVx9+mT4cn9kbn17pG+ooLgcXYPPr/NjHT9szi+D4Euwdb01/mx/4Aq4BuLoFNwDcgsvLy59Hh6fXl3/ilmN2ciw8yF8SLqipKqOiICosANPRlJASZ/+jUNDTUpT6P8S9dVSV29o2vna6bQxCkAYVRLq7u7tFFJUUpLuku7u7U5QQBQSkQaS7OxerY35/LI9nn/PufX6//brP991jDsYzGIy1Htaa83quu65bjJeb/a6UGK+zw/M3DeUnB+sAwNeXp/y8HJXkRJXlxUQFOXQ1FeqqCgH2O7MPfxMoRLUNBlauGnpPqb0c9CpcSu1ZjOsYimkf9qvqj3k/lDU0ldG7G1gKN/VbFTJ9e0clPrZuM/nDTGBTS+i7oYR2qLHnkIJpXXTmWl71RmBsb+27s6L6ncS86ZLGvaj0saj0sfTc2erGQ8LzvLR6Ozlzsv7taU7RUlnNDuE6q2AhI2+uquEgLmWsqGLjz5hCVvnKNywgeBAEJyIqYaijFwSEdqblzOQULb0K/9jVB4orNwvrtpMLZiubj1/Ffcqv2XwV96mkca+gdiujBOPk9+WF54iibiWbYOIDvlSGB4mquh3E7K43OWwv3NWCkPFCSNl+oRY8RyUOIRGjY9WnYzIhozK+TKR3/bo+JaURJaXaDWLR+w90GRg1aOhV6Rg1aRg0SCkUzxOJQs7xkNDr0bGa0TAbXSASh0CYIJD7lLdl+XhNtVX13R29RfgkVOU179GxaCrrmug90lbVf2Hnw84m4uLkLywkFeAXJCosoqelbmygLUTzS4q71gtViqYEo8ZUS1MVLtJr10QlNNOTJrTUwl0cS/n5Hvv45BoYOZmYOahqmAkJCdnavuDlEbSzdWRn4zEyfGhgYGRpaSkpbeLmHB7iGcZ8i76r5m1f6yeABtISuld/kWCkVBXg0pEQ1eDhFiQlJSUiusLAQHfuHIT0CkRbhKL8ldZyvcvuG7eDFk9kTxhsthucrAI8EgMAHAewAAA8BqBOo0O9OO/TAuTx2vwkdG/n2m8XU2MSobtH2VXFTv4evBJCV24SXblyiYT4xqVff/0VAlFglzWTM3EycnA3c/Gx8AyzD451jYp2jigOiGxJyz8dnwNwHH5jb7KjJyM0UkdStjYtryY1d/D1O/jSFnptb3VgfHNkChzCj9a2znYOcGcI8HWkPUCiUWdIxN+CCACAnPQUYz1tAW52FQVxeWkBUSEWNWUhJXm+vwoKqooShroqhroqUmK8nKyMakqSKQnhU+P9gb4uyvJigrwPFGVFxIW5RATYvd3th/o+fM89/22gEPfhs1fhirTFMJtam0nA56DauZi2mbSeteCGL8FNnRHv2pK7p9I6kUHlSLOQQQmr7Oia9cT2qcCmlogPo6ldSHP/cQJTqH13FpU+VtcOy61aj874XFi3HZc9kVwwm5YzU9VwQHiGl1RtJWVMEOILRRUbcSljVQ0HGXlzWQUL9W9PkzMny2p2cqvW/3ARyAKBL3wjC9kVq14Bbfmlq3klKxl5c9WNh+W1u+m5swVla6Wv99OKF2raoJFpo3XtsLTihfYB0NKLVzSsp2YNo2aNunLbl5QhnE04n4EjRVS55h6rGcN9g5uU0j8Rcf50nesyhfhFchnIFRFKLkMqbhMyJp3L5HKXiEWvkQsRkbD+epGKkkGd+o467R11GkYVOkZVujvKlNSyxKSi3ELPIOe4IBBGekZlFRUHAR79nyE0P0Ao+B9w+Ti6R/qHDHb0ttS8zohN1lPWPA/5mZdd+A4Ni79PiJa6nrOTu6CgsL6hgYub6zUIxExWLsrB1t3MyPuZ5W+Q88SX7hvo+UaH9akrh3i5V4uJWvn7F5iauds5BFjZeslIK3h5+UhKitvb2zEz39PT09HR0TN/9NTFJZ79vuT1X0gDHPzP1qBVhW9a3nwOCS+DQER/hfD7e+YBLJibW1BSUpCUlCwqKqltaCktKGkqzJ9peQ0b7QVzo+B4E8APcEfrAHMK8Bg8AGg8wAOAx2Ew8NOYKD8GOhIkbH97Y3F5fuaXH34M8nsFcAABkLvw3cnVyZGZ4f7PvbnFmTLyYpAfIFd/uPIb5NxvkHPkl27R3qChvUEjyS3haPFyZ2jmaHwJbJ2ezG+0lzfEB4abaRnSEFMocQtT/nqF/tJN76d2cx8HsRsHqNVd+NLWyujk2peZnYUV+MHxN1xAIP42UAj295EWExbm41JREJeT4peW4JSV4lRVEvyroCAjwS8rKaAoK6KhIq2tLqemJCkhws3LySQmxMnHxSwlxmukp6qqKMHNfvfZY8Perpbvuee/DRSSe0YDyjdkn07Qi7dLP+23SZgMqFxM64LlDp7EvB/wb6wIevM28cNaWic6smnbs6Q/onIl4d3kqzetsd0TeYPgRfTyI5e+sjf41KL5Nx8xnqHva9qguVXrHiHtgzMgLnuisn7fK6CtoxfEp35OSBvv6gN+wR/q3pwQ4gjuvs1VDQcNzdDgyJ6+EZCcOZlfs/mHKzFvOjFvOil/JrlgNqVwLrVoPrVoPq144c07hFdA2/ou8A/pCI/tn18FT6wKP/SAqPSxrPKV0KTB8jeH/tHd0RmfjS1z9Z5kPLQfFFOrE1FqomfPZRepUjXuZRfPvy+UTnFThOqWxG1yCXIycWoqeTp6tZuk0pAfOX4mEbxELU5EI3GJgv8qJR/FPSFKJj4SOtYfLvOduyFy4Ybw+SvcV2/wU1NLMTLI0tFK/AChISPm5mBRZKEX/xly4yKExOWZ18kqAr+9B07OZrp6NkY+b419OZiaPVtcGX/3IdwjiIaI4hzkl18hvwjziDw0fiwoIHrl8vWLkOt0V5iN5J/eIeYzVHr5E4SR7paqjkqwjKQr0RVxGamXF85zKSjY3r0nKypuICFlSHSZRlXZgJTktpiYGAQCoaKkv0XKQEPJzsWuQnzpLtkF2lD3yA8NvRFBeWpaLrTMWo/1csz0ohNjqkpLqoyMdQWFePPzCwEeoADA4wFAA4AAAA7AMQ61c4bchxNGyH/bfzgcDoNGopDwpOTQ+/epAYCjUCedHe8Y6RmCX4XgMHgsQGIBEgMQUNQRAgfFAyQKC93ZX7N6bs3DxUtKTEZJQUV05doPkB/vM7G4OLmCUzxi5WCmezQ+IFKGX4KbmZOPnY/2Nt1FCOQy5EdpLgEdaUUxVm5ZHqG00GjE5j50eRO+sQff2oftHOBhSAIuoBB/W1QhLjJMVkJUWU5KQ0VaXlpAUY5fiP+uohzvXwUFHQ15WUkBIT5WKTFeLTVZbXU5cWEu5juUIgLsclKCakqSBFB4wETzxExvfnrke+75bwOFhO7OsIYNDYdlerFedrWPSi96n4SPvyqH5gycJnWPhL+vCntXF9M+mtyxl/pxJ6V7nuA+BDe/i/n4JesTzjJ01sCuI6fqrLr11MHn9ftBkFwwG5o0+H4QEA5kTNLI+27gFdBW1XBQ3XhIiC8kpn9paIb6vGonxBFSsqb6RkBAaGdl/f5/YArfIgsEpkAgC4Xl60PjIDiyJy1nJj71s6v3m85PIKtgoaRxr7EDmV2x2jEMYjLHX8V9YhV6eYVCk5E/5Q5fDr9cCwVTwQPhBmObOWHVWkaB+AtE4iS3VSnpDMip9cip9WjojG7d1rp0Vfb8JQliMqXbNCpkNHLkDPL0D9QZOLSo7qvc5X3EzPeIilnz/DXen88xE11lI73JcZPovryQmgS3vDyf4ksz+w/lb5DLB7C5zS/NndDRL2Bxdbu773RkHDU5ezw0BpbXt7v7jsaXABwAOPhY26olq64hpykvruTu6E159c55CNmtq5wQCL0w71Oy65J3aNQlBS2fWkSxseo+Ng9nZla3sYlXVLQ3MvI3NPTh59T39UhXUTRxdvS5w8CmpvxQRtxMTuKZupK1ifaLN2Wdox3TSxOHiQkNQpI250llSS4pRIfUHe5hW9uarGxM4+LD2991JcblV7fWf+jpXFlaBmgcwACAx2AACgmQKAAwAOAIyUaA+1q2jwexiUE8AvdhyIPNneXY+ChHZ6eOzo8oNBagEQCPAXgMHo04gx6hUTBCkSQW4PZPDnoHP5VVl3sH+OgZ6z+1fhabFIffR6K2oPODUwEufrTkdNcv37zHyMJAz8REz8hEz8hITUtJeov02g0a8tv8nNwqcgrlSZkjLR2HC2vInUP0ERQgMQCLxyL/tqH26Unx0mLC6kpyKgrispJ86iqivFx0/wtQ0NNS1FaXU5YXI1ADcWEuXU0Fq6cmclKCGirS8tJCyvJi8tJCzHcozYy11penvuee/77sw/uG8Ner+m5bDGKDtKLt7JpNctYdVtHrIfXzcR0D6SOt6SPvErqGIptnI5snY9qHU5sPM3uWQlraw9qH49pOdJx6xHVKX8XPZJWvFNXvpBTO1b+H51atR6aNVrWchCQO5JeuxiSNVNbvp+XM/D6+UFSxUf/2NDZ5tKhio7x2NyVriuBl/Fk+srBuu7Buu6h+p7hht6Rxj1A0XdZ04B/SkZA2nlu8XN14mF24mJYzQ0hGZJQuhacMF9ZtR6SOlDTuPbQp4JP2hPwsRMQQdEcgX1yj9xpNznXabGHV9pv3wiDnTK4wmN1ifUH+4OXF209+vm50hdyc8p4V3QNbWuKH92mf3r/zlJrGgIRCk5hKh4hc59x1dchVocu35a5TyV4nF2V+oKqr+9LdOTrQJyk3MhWxcgjgADa3PveuGz41D9a3jodHDrp6wfwy9vMkmF0ECyvHPf1gZQMxNLbTPXYysrA7OA0O0Mj1Y4ACLx47XIBcvnbhGvE1ahoq3suX2S5e5rpwgZX4Gqeelp2VdfgDVhUjI28GBkVrq3h5OQcNdS85GSdRHqvwwCpTA9fgwGQ+brmHhm5ayi4a8t466vYa8hbzw1slafWN5d0aGs7UzHqUbI8eG0WXFnTNzS7n5ida2xl097YBPABYsI6Ymt7qH/rc1tvT2N1bPzTZunwydASWEAAg8ACBwQOAA3gMgTXgAfD2f8nCTjcxPdTUXGtgpFtbX/e1bBmNB9+KpXFfa5tPj0/24YcogPm2TrFnhAv0LgKgAECD/g8DhtqmHKx8nBwCdHTM165do6KioqWlJSUlvX79OikpKQkJyeXLl4kgP5iraLeV1exML8J3DwEC/a9U5nstITqCj5NNTlJUSoxXXJhDS12Cl4vuf+E+iAiwS4nxKsqKqClJqilJKsmJykkJykjwy0sLqStLiQtzEdCBh+OeuanO2tLk99wzBKAAwGCwAHOCBaY2HwVVRllkp1hV5v4MFPjV23iVBgRVZlkkm58FDRV+2o9uGE1tXQl+0x7fApN6Mk0u0Esn031XvU3S+ovgk88+lcuRrRsx7bMBdV0BtR+S3k9nfdxLbdsPfPsh98tKcNNgYPVoYR/cNWX0ofe7yl4Qm/Wltg1u59FU04LMLNkpqUPWt4GMooPy2t2A0M4PPSA4sqekaquwfD0pY6KgbC0hd6r1E/CN7GruwRHcgcK67cS86dedKDvP+srm46T8mTcfMYl50yGJA01d6PjU/ub3UC//t69bThNTJ1Iz54vL9lMzFt90gsDYycySpbi03trGlclJkJ40nR6/FJUx3dgFrL06y9pAaCZUz26YX+01u1zdjxQvLtB5kDCHnafwvkDuziOTLqGVQXz32fkbfJAfWG6Qq9LdM79yU5WK0YDhgT4EQk9EIXCLToqESvLXi1yQH9kuXxajpdJiumNyjlyalk2X4Z7KHWpRRS4VW+WH2U4Bs+VN+7PD21+Gjia+gOUNsLSHHl2H9i7DetfQi3Nge+Nk4gtseh4xu3Q2uQzWjqBf1sZ73n3pbi+IizJTURNlYue+zazFrxTxIkhL1RUCobtKJcIoqHOBivcqCTs1CYckm4qMsJGkiLaKkoGysjbtHRbIT1fJabl1TVwZmRW5uTSv/EKnLWfBRiPHwqDFL/DS+FGek0UwN53wSNtITnTeeO8eI/0TCtpAbvGmxPA+1Cloauy0tDIfGn0PABJ6isShAQAAg8FAodDt7e2FhYXPnz/39/d3d3c31lS0vK472t0EePTJ/jah/3d7bcnbzcnN8cX81HhdZSk9FfmnrvcAj4afHPy+sxAPUN8WCoX6txIdwqxjOMAgAe4QcTa7uGL28NnF324IckuSXaWR5pVTFFZhvv1AmFWMjZbTQMlY4L4wEwULLQWjs6Xj8uAU2IYefJmFr20ALBrg/7aYAhQKi4tLkJGRkZIWU1WTE5fkExJhV1IR+6ugoCgr8odLVZlPTppDR1PCzERVXlpATlK4MCeD0FL9v7b/BSi08yoOCSrPs0g2PwsaKPy0G90wnNq2HNfRlfERreGwyqY0y605zaT8kUfvM6PcoEFwv0fZSsbQafHMfs7YbFxXf2DDO/eyN2Htnbmf58LeDkY2TmV1nDz0bhXWy/bP2K54e+QR0n6MBYHRg3mV+9GpCwGR43WtIC5lbGoBWNmXj06CpIyJjLy5pjZ4Zv58/Xu4rUfd7BZwDmiubj0tbtgNSx7Kq95wD343uwXsPOtbevH+0d0FtVvtAyAidaS9B+Hm27C+B3yD3zW/xzS8RaZlL9e/QQVETHYOgojk4fr2w5yy2ecO5W0dICf/6O0AzCmsae4E+CSONg4Bp+g5RrEEUYNaFuliVtlyDtkaSs6s63fCmMVS6fgDIT9IU91TvnFb7iaFGhGJ+gUiRXJaHRom7Qs3+enuKN9h0qSlVyYmkbx5Q4yMRObmNfHzv/BdItG4fkv92g1ZfvaHntbxwTYxJqImsvQSFg/lfF3NagviV0Y6UMszuKUFsL4BDk93hgZPJydOvkxCJ+cW3ve1ZZcXhyS/snCm/Y1C+r64roiWlYplmFV4lG18tHVSoV+ljXkQJbkAKRX/TVruKyRMpCT3iH4iZSdjVxTUYaflpSWlEeTmtXz23NsrwNTElpNLXlPrhdVzP3FeVYfHXkaqNs8fhT+zTDd7mmtp5OX42Gfm01x9blNZVoeORvRtOg9K5oTspGEv52wvj9CW1gYs/hgAJIEpfDPCCGIEAgGDwc7OzgAefbS7OTb4qaG6vLwob3ZibH5qPD4qzNvNaXy4f3luantt6dZNItTZMRp2AvBf5UnQGBgWh8ATOMDXBQAAGAwGDofD4fBvALFxvHuGQ54i4ds7By7O3gxUzEJckhd/vPEb5CLz7Qe3r1BTXqX5DXLx5q+kVES0ImziZEQUhip6nZVv0Yu7xxPzp4vLAIUA2L9TIa6lpe3JkyciogKSUkLKqlJKKuLSsn8REf4cFAT5GAx0pdRVRJnvkIsKcqQlRm+uLGAR3yWZ/5dBgVe9g1txjF9lkVmqxSJ4IL9vO7JxKPndYsLHD0nt+4qWE9yqM6L6K5wqn4V1NrjkNhmVX0tYfbRNn4vq2EwYmI7s7YoZfJcx3RPT0ZnyaSSyeTj743bFIHgW0K34qC6qAJVaNJtXvRaaNJhTsZVasJJRvJ1Vsp+YvVZavZ2RN1fbdJyZP19avV1cuZlXslJcuZlesljWdJCYN13WdJBZtpxRupRdsZpSOFdUvxOeMpxbtZ5esljSuJdaNE9IcGaXzlS83k7OnShv2M0uWc0t3SqqOswt3aloROSWb5c1HaSVLSQVz2fX7SeW7Oc1gMDUhpTKAZ/E5oyGlfCCGaVnxcScLpeYX7JKNz6QfMMp135PpJ6Wr5BbtYJBIgbyq8IvV7nI6VXJqLVu3NKiu2dOc9fo4k2xn69w3rouS0miQEWqSEWhyHxXk4NNj55W4fJFTjFxfwZGCwhEiIJM7cXzjPiwJi+HDKuHIYZPlHVN5XQNpE0NZC0M5X1sTeoyopY+tfRV1haHRce+9HDSNdPkktTglDQWUdPnV6kNe10b1pT8IjvCIjnXvTrXvTbRtjjbpZ6JnIPoZ/Jb1+nu0LGbGT6J8gsPsHItCUsCu3gABydzi4Xx0VZGunpKSnLC0qx07Bd/u8XJIkh+5bacgLyiiIa2mq2IxLNz18UE2TRyE2o+vh4MdYnmoJdVkPZg5fbRf9yWlfRRStQ0PjYDADQAZzD4McADGBT8magBDnkG0HCCatD+1trZ0d77liZ9LbWHhrqw4/3PQ33vW5o4WO4hoUfzU+MA/+/aJDg8EoOFozGw/8kUCAWLx/BTJB6NBeDoEBroFybOL6MiqUl1g4GFik1TWkdRWEVVXOPWxdsC94Vl+RVsH9pT3qASZxfKD0+BT6+j59f3J2fg21tY2NH3HKp/s+Pj09ra2kfmJgKCnBJS/MqqEgpKIn8XKEiKsRrpK8hL8zPfobB8YrqxPA/wmOPd3e+54b8MClzq3RxKX3hUl+5Kt5iHDOQMbIY19SW8n07t74hsmBfQeftAslNEfYxVrENAbo5PfEtId0/MZE3Lbc0xZ9e3fsGjsdOzuTGk903W4OeUrtGo18N5H/cLO1A2rwYfOvXm1YPE/PG2Ppzmw8T69/C0opWyxtO6NmxowkRt07GTR+PoJPDwa6ms3y+u3IxNHi2u3IxKH+ubBHae9d2fAaG3uqzpID5nsq0PmNkWtvWB0KTB5h5cQu6Ud3hHYwcyOL6zcxg8fVnc1osLTxyJSZsqrjmOTZtt6wbBsQONHcjonIm06o2ueeCd8iWp7jgq893gLLD2KOqZBjEFiwa29fyqabT8wXRcZbdZiuh4qun5ahmEKgR137Cq5UJumf18hZOJ04ScVufSdWVmdit6ZtPfrgkTU0vduiJPeV2R/Jos8VUxMmJxKippYjKhX35junxVnOy20g1SWUYWfdNnsa9im9JLB5p7dwOSCr1jsrzC4t28gp6YW6hIScrx86iLCHDepKL+4bKJqIrPwxdu+rax9iEprjHxDpHJz+LynLKSrJISrBLzPUtirZNfKDpbyjj427qnBMaUJuYUJ6RtjX0Bx9CN7k9gZXWltR89sQBWV5Bz42czo0dT48NvWwuiUyryKhNDYuV4hUVYODkYWFmYhIWlzJj5jW5c5mitH1sa23vlFH0RcpuaXEpY0iU1f9nPM8PHI2535wQAzN7++u7eJsCD02MM9l8N8w8DeDTAIgEW+VU4CI8e6On0cnX0dnM62F4fHehVV5IL8Hbvam8ZG/y0sTz/PzWLCAuNRv9byxMWi0WhUFiAwwMcAGB+dsnmyQtRLglNGV0hFjERNnFZfgVOBh41CU1BFhFtWT3eewJcjLzMVMxslEyhdp7Q8WWwvr81/Hl7ehq2v/VdMPA7g8G+eiL1DdX6BhrsnHcFhdlU1SX/LlDQ1ZJWkBFQV5bw93Lp7WxHn519f0zkL4MCh0Y/m/I0l9oKo0ybWVhf1tBaSPPHuI6J7KHeiLpJKdPXyo8Gn7jMy2m3yCh1iYgO8kitMguNcSmMGrhu+JejEzrhMb2r4d0TJaObCa0TweXD4WVTXsljeta1RjYt0VnHr7uOgxI6t2AgJLGvqH4nOX8xOG6kuO4oOnG4bwTYOlZ19YH41M+EgGJq9nRNG9TJ/+3YIvAK+1DZfFxUvxOZNkrIZU6uAY+Q9urWU+/wjoLareYeXEBMT/X7A8fAxpEl4B72rrz5tKjhOCZrvrD+xDu0vaUbE58z+bYXX9K8ZxdYW/xu81Vm57u2bV+/6pFR4OX3rqYB7eE/IiSVaviomV+8iJkrk4krn5Ez/zZbKrNULo1YDOSGEQOrprCMPRm1FgTCf41Ug/i2+lUyqQd8RrSkSvdotOioVa8SCf9ygfviTaEbNFI36WR+I2FXNnYJTmkofTfd/Pm4oGMhpnogvXW2/hMoaQFFtceVddsVRWMpYVX+duFujzyFbrOQQS66G9jl+qVEWgcXB+Xn+GSluabaiGkXeUTXhGa46z0TpGC+AfmZk4LRw8JuoX8Ut7kPDqG7/SNgfQMcHq53vAfLc2ByDTM6hRwdxsyM4BfHEbNfDsfGt/s/H8xv7k4tbAx/AXvHE90jSvIGV0nYIT/S0NHI9HasASRorehxtQykJuOTkH4cndoaGZY+OjwH8AAAHBxxisNhAPgjYQMACKKJBI6wtbpIQITNlYXIkEBdDZXFmQksAtrV3sLPxTbzZfRT1/uF6S+fut5PTX+em59cXVvY29+EwY9/50EAAAAWi4VCob8fMIXFopFIOMCDvs4+VWk1TgYuOV55STYpnrv8rDQc1366KXBfmIOeW0FImfIqDdGPN5jJ71Keu2mvYbbTPQ6Wd7cHRre/TKD3d77rVP3O4PCv2U0kHdDKXwAAIABJREFU6qy8okDfUI1PgEVUnPPvAgUZCV5FWZEAb9fZiTGAw+GRaPQZEnyffMRfBgU2jaEHynMcahv0sm2m4X0ZwytBLR9iukZjWj6ElI+aeXxMrUAOzIHKt/s5hZuJibv2Lpvq+r0s/MUsYkUGTkORdYjMXnTs+53AonGf7CHfrBGftFH74A/PvVo9IocT8jfy6+Zjswfya5eiM4cyyxbTSxbjs6cTcubySlaqGw8JJUx5JSsFZWul1dsFZWv5NZtJ+TOVzcepRfP5NZs5lWsphXMZpUtx2ROVzcfJBbOZZcsxmePZFav5NZsxmeP5jatJJVPlbYfJJXP5DXu5tfsZFTu5tYdJJTNFr3fya9br247q3q6m571LTC/1CgyL8k3zso185ZzpYpUaFdBibZ6nJB1ublyorBghKhwkJh7PJ5zCyB7OJBRHLxgKITP/lYib6q4mgSlcI9W4Qqzw82X+c9d4LlxgpaKVZuMxYBc2F1Jx1rNLdYppCcztj68drOjfqh48LO8/qRzGRNWtWUV1PYvs0rac55d/c4c9nps7XEMu0kovxvtxfIRNku9DF64b96NsQpKd459IPg5+EhL0ODTSMm6m9kOsjYcgOaP0fbaarCzY7jr8aGNva35ndgm6uAF2j7a7+ve7ejFfJta7O8H2Cvi8jh9fALNzYGkGOTV6/HkUrG4BGJj7MNaQUpTpE5ofGhfs5Hf5AuVtRsn7og/5hc2LCj7NjkKzY6rflnc9uMNvbGqVXVK7ubkNADg7O/t2Mnd29sA/pFP/54bb21z9xhF21pfTEmPtLC1CAnwAFrmxPO/uZO/n6YpDngE8GouAHu9tzcx+mZ2bmJufnF+YWlicXlqeXV6ZW16Zg0KhfziNDuCx8NMTgAOf2ns0pNQlOSTkuOVk2KTVJbU0pXWEWcUMlU1E2SW0ZHQluWV05Q3oiKhuQM6bS2rMvf6In17bG/x8PDsPYN+lR/BvBocjEQgEABg0BtrwuvyxhT6fwF/uffgzUBDgZvVydRjo6fzKEQhild+XUf3LoMCqMcaivMSutkUn12YS0Zs+svSqtT26ezDidbd/4fDzgPctw+AYABgAZxhwBgcoPFjeADklE0/sy82c6pzjBy2Cm3lNQtVtG54F9Iblr0cWrgakjCaUzBc37WRUzIeldtR37HKK25a92UzMm6hsPqx/D/cK7XzbjnzpVr+0Adx9mxtbzggpyaqGg/CU4bFFYPGybGAaxGZ9Scybrmw+jsueeNcPjC1zP00Ar7APrztRCblTbkFtFW+PAlI+floAxvb5HRMgJP1zVO5cSTMiOnexZRR4xXa19KATkrty0lt62rqf6Cq4PlOx1ZKuT4kUZqSuz8yOcn/lbeUd4hwT6Bj7SMvGQMXhiXHMQ8NMCaloQYkYLolI4jt2EAj9Dxd4btPrMTA/IacxZLj/8AHvo9t3FNlEFGV1n5o4hNmFFPnl9ia3buf24TL7QM4nEFoHVXV6x6Saw61by639hk3prbB+j6T2qJDiO1nVhqfmbwKdXse4liS7pmW5J4lS8t+EECU6xr/LaIu0iikOrAp5HONjGEwMIdZgU3cxdrUxstOS1+XjFZZWVHTx9Tk9gC6OTIJ9GFjeQ45MgYWVo/HPsNV5MA/FfVk/7Bs9Gh0GK0sH45O5wXFq3DLm4gYmwhqOGubBz1wjXcNpyLk5BEyYhB5zCJhlpHfWlAyGuKU1lb7n5xB4FRy4vLsEABIANAIBQyBQAAAcDmxsbKBQCDQajUajCS7DN91EPB5PCCgAPLq+quyVr2fYK7+u9haAR+9urORmpPBzsfV3d/zeucDiEEgU9BR6sLe/ubq2MDs38WViZOzz4MjIyNzc3OHhIcGJwGKxJycn29vbAI873N4GWFCRWyrPL6MjpaUlrK7Co6QkoqohpS3GIWmq/kiQRUSWX4H3noC6pBYfHcd9ImpHjUeLr7uxX5aORybRK+sA/nfOtkQi0cfHxzg8CgAkCnNcU1f43Mr47wIFXw+X3s52PAoO0FgsHE2QosF8V+vDXwcFFo1xZpUlVvUtGrl2o8je1NGFgLZ3kT39+f1rIaUTRk6VxS1zpwC3g/oCB4t4cHQIfQfAEgbAVw+xXzZA7xLwyfxAJ/VERKfimd/n9HpsdgM8Mmcmt3614PWCZ3hdefPyq4S2rs+4kKTOoob13KrV+JzJ/JrNxPQvrR0Yn1ftb94hkjMn03Nny2p20nNny5oOAmJ6OoZBaNJg6ev9/JrNuOyJ7IpV/+juTxOA0M7kG9mVX7NZ0wb1i/pY0LLpGfeheQT4JvXmvt7PqtuPzl/KrD1win5f/uE0rWCysGDIyz5UjpPtpZ6ApSKFiwGtJjckykHSWpO5NMYhwfu5i5lmdqj3K/sXfi/cY/yyAt0r9DTjRSVCWXl9iMjNOYQe3qSUv0WjfZNc+5eLMuJynuEJ7dGpbVn1DYWtHYUfhjPeTcY0LbgWTSr7vmUwTGUybOZ70vdAr/uBxoCk2aaQ9sY9kUk2iSVh9Q5attSfL1pAIGLnIPcYLzHr8cn6Gz/2MHC5Cbnua+LjrufF+COzyC2ZOz+yM/3CJUyu+1ja28U0NtApJyWuITG1IT6rrqy5z9nZ20BFrza5YLtz7KBrBCxuHM5ML38e6UxvXH038j67RE9A6BYEIkBz57m6qaOxfYCJV/SzgDzP+ETH0BS/dA5mBR5Ri3PkMgwPtHv7TreXwciHlbHOKQ15laSUcAw42NqZx+JgAGBwOLC7c/iPffUHTi3BfTg72gN49NCnj04vrPMyU3fWlw+211fmpw+2192d7IX5uA53NgAevbe5+jUk+a8pSSwOQQg0bm1tTU5Otre319XVvXnzZnR09Pj4GAAAcLiZ8fHpkc+OT18wXKdRE1RSF1BR5VGS4pEVYRO/R35fR05flF1Cgkv6+s/E1366aSCpqcYlGWvttft+FEyuwj7P4NY2wem/T7L6X9vBwdeY5Sn0EI2BAgDf2VusqMr5u0BhfWkOizgDOBzAAYAE2DMACPVh32EQFDhDASQKgL0T8GlwJy29x8oqV0U59D5vOSt/A7foRyG5OQllqLgy4JMGbMKAXWuF33jzvsYondIbNa+h+I+wnMk9v5b2qm7gndjv8KqmsnnmBPm1tQSg99Hor+7f0dHXT+f9+/f6+vryStEWz+qysk+amkBW9nFU7HhK1khGQX9kcl9N82FE4lBe2VZx1Ula7vbHflBUgYrJnihq3IvMHM2v38irWw3P6MtvWInM6iso3a6qP62qPy0s2ymu2KtugBaV78anTKXXH/qlfgnJmCxpgZU3n8VkTCVkTTe9Rxc3ruRUzaYVj6fnj+UVTZSUzZZXzFWWz/WUVWX5ubkZir9QZ7BXJreTIXWSo/FXZ7cRvvlCnM5HXSrGwjLRzjvKxjfSISDRKzL1oV2JZ2jAc0cPO7fosFgtZS1JLv6csMgWd6YETbIwNWYvNX5J5ns0t9U4hdpkdcAz31aL2CWzdLy4/SKdcAWvTKe4CYpGAwioNkvpvlfUeycpX87BHsVE485G7yrA7H2TTP7KTemLN6QvkMhfpFD97bbaT2QqkJvyP1y+SEIjcP6aOOQ8Fxmz5F1hDQp2I/L79jLP7cyDE0OrerM/Haf1AO8qmHHMqpzHOL9cDxt7uug9R3k6peqAhNKgiLTgUFcHR0EeYVEuCXURDRdt5wy7tErH8oJHOUnKcbXuaXEPA4q9i3wfR8b6lwsLPuIUMiZlkObgNK0uHZ7oXckKTu6tfWuuovlM32Ry6PP27s43ucTTMygChcTicd9+wpEINBaDwWHRWAxBRnFvYwvggIO1rY+bx/Cn/oWpGYADBVk5jx49qqurIzQdfEsr/LGDAAAAYO/sBAFwBGW29YPd0ZnJ3tGh7uGB2S+TY5+GClJzZfglVYSU/K39TGVNVbiUDeVNVYQ0BO+JirNKS3PKq4tqy3ApiLJI6kqoyzALZDgFY0aW4cMzmwOjuNNjAP7O5uk/tIbaHEU5Xtb75BqqIkryfHLSXJpqojKSHH8GCiICD2QkeMWFuTSUZXU1VB/cZdLX1F2Ymvtv3BvkGHkAw54RasYQKLC9A6an8cNDiOEpUN6IcvIdkdOu5xKr4BRvEVUek9dZ4VWfE9Ca51b7LKg39PjVWsJbfFrnYUD1QFHbqV9ij3fMm6aOhRMEwAOARhyfHa9/m04Bg8EITubs7GxGRoakjFdUzGBOzkZm5mZrK3j95jgjt7+8djS1YOxDPyYuY7Skdqeoai8i4UvTOxCVOJtfe+Ac+KFtAMTmzMblznwYAZ7hHWVvj/KrF4vrV3Mr5xNzR5PyxrLLZ9OLJyNTPyWUrOc3nhY0HMXnzcdlTOaUrhWUriZnjFfWzZVWTBYWDxUWfiop6CnK/ZCb0pgeVx1oYWKvIfZU/o6DBp27Lo2DAvFz4auWAteCdFmCdPljzbWynVxyPcKSnUPjXUNTfKNSzV+U+UaE2bp72noE+0RpyunL8SrkheWsZ/GMhDF/SZAYyTRMctfW17aWVHstrH3Kq5Gq5D78PBcYBa8KKWaIiSWJKzbTCH04fy2K6FYsBV0U7d0gGkaX29TmZBSaJGQKv/zIRnRZkIZaiYPdmIfXnPmBPjGZ1M/nuW4wcFMya18g0ztHqskmZ61hE27h0+ifulncA/I7QEIjyj19S89zjN+4hU6+6pZosZphj5VFR5TTa3t5W081M/4bFCJ32NWlVX1tfIPsAmKdonK8Mqv8Sup9KmtcyipeFAXoewUYB4VZputJerDQG0MgvPQPzJRNIphZdF5YRswNrSNXj8AJIis0SoKTz8fJCw8AFHa2u7/3DRowOCweACwe9+03hL+Bws4wOGzr6zcO1rbhr4IRJ1CAAwtTMx2t73LTM+Pj44eHhwlb5dsUg/+gIATDoNAAj/mq24g/RcL3T4+3D/e3Ftcmhz73t39yfeYkxS5lIKFnLGnkrO9krmZhKGeiKqShwKssz6OkJqypLaGnL2Mk+UCY9Qadq+bjpaYesHYAEBiARcNgB/+Nw/Z7mxzv9HB9KiZ8X1yERV6GW1mBX1mBX0L0wZ8zBUFFWSFZSQEVeUktVSV9Te3k2ETY0ff5CX9iECzAYMG/DtXAAyweLGxsr+1Dd6Fg6wSMzoOShg2XgDatR7ky6h9F5NtE5Ns0TAbsvBZ8Yhbcoz7ZBjba+lWY2qe+9M2rbh7ZOUDhAQAADQAcCoUSvtpviWskErm7uzuzAOQUndU0AhqbdkrKZgJDqtKy24orP5bUTr30LBybBTEp3XFp/TPLwCeotbH1NCx+oqULuAd0lzfAyxvg7gHdLV0gLH4qIqsrOrcnMvtjRFZXWsVY9YfNN31HDd17uWW7lU1n5fXHWfnzeflzjY27LW/2ayoWs+PfpsfUpYWXpIRmJQZER7h5eVs+f2mib6vEaSFN/1yO3FOf7pUZg48uhYPsVWvxy77qDN5qrCEGCsk2tulOvnEOfhH2vtEugamWjuV+4bEvfXxtvQOdI/XkLVWFnyT7VZ/k3z/IpkZV3kO8le7N0fOwdxDTzLmnNEAhmCj1ctijFvjmLevrucqxyfDRy1/9TfQuTTgtuT856UsycgtiKgMiSsWfbvBALt2lplQmJ5MjvSlBQSxBRyFzl1qemVqOiVIG8gvHZdqnzKJJenbtYaVLCa83YmqhhV1A22FT5fmcqN4Am+xbJrEadulGKZ0uTfMxKdkkO4vSqoSuDKeEWAs3YeK7RuJamWE5Za8K8r0zE1/EBhp5u6g6uGs4hZoFJtslWGl7Gko7izywsTAstnraEhQ5b+v50danS17JTkPZqq2mAyABQGJQ6zuh7n72T+1mpqZPjo4JRx9+BttYW0chkN/AAI/FoZEoNBKFRWMADg/wwMnO3lTf8Hh3/+zweG1hCeBAemKyrrrm2NjYt+mS35oU/4M0O2H0y/+cBwPg+MzY9HCvMBtDK1lWaW1BLV0BHWMRYzPFR4bSRvqSBtKsMtKsMuLMEtqiOqbyD/XE1TP8YsDKMYCCw9Hp2Z5PsL2d/wtMAYCTvp43tlZGwgLMKopCBrpyKopCCrJ/2lKtoSIhLy0gJyUoJcqvIi8TFxG1trDyN5Zj/94g37AciUbAEKdw1CkKC8UCOAB7ABwAAMUDNAYAFAC7p2BhE3F8CioqD54+rVRVTTY0yvTybWp4u7y+C9aOwfQamN/CnWG+avVj0HA8Bo7BYAhKWP/2xsPjOwgsSMtqEhDRt7AM8A/OdHKPTM6sdPFO7xncd3BNaWyZbX6/4hdcOrcCYpKay+tPkrLma9+iMvI3U3M2ymqREXFzWQUHdR1nFa2H+fUb6eUL6eULGRWLqaVz8fkTH7tATvZ0WvLQ6+rVpuqFrPh32fEt7TWTCa6x0S9DQ6xdXz196mOm46IrZq14/5HY7dBHvN56zE5qFC5qJB7aJF7aJJ5axJ5axLaiRFbCZM7yPGFmpgl2LtF2nuH2npHOvukv3PM8g6Pt3IPtfKLcE22NggzlfD2fli2Esm7HEu/FQ7ZTLvTFSvlaOQoq5tGrDVJKVkk7zwU1g/zWmWiv50Gadx2Eb8rf/onzFi8zCSfNNXbyGzwUFBLUd9QZOU2Z+S2Y+Wwo7plcJFb8+YLoxcviZGTK9xj0OJhNWRUTVJ/22ATCIstA4ltg+OoDqXjMBY5kKdM1SaN5ce0RAcU2XqkKIekCWeVCDa1SF4cyN5vM7KDKdLeEIt9kxXsSGnzaftaR9hLWIYaBee7Z5cHlqR6ZjoZuyvzaPHSiEAgTJ6slL1eAp+eciHjJI+shEZUiE/v3Tm4JL1+8CvUKhS1vHUzNABTmeGXbxtw6PTllY2UV4MHZ8QkKBidsps3VNYAHGAQSeQYjYMHp4VFdVbWTvUNGUsrK3ALAgcGeT4gTaG15Jd1tqqWZuW9uJgDg2275DwqLhE2LxePQWAwai/lGTAAaeNt6WOk/97X0sdWy8Xnk62fq66rj4m/p72zi7PXE66HcQztdOyMpIztdO2st6ztXqOx1nrwrqJ3tGtoYnQCnpwCL/nu1l/7EzgDuNCcjVlaST0lOWEtNWkqMW0lO+M9AQVleWEyIXUaCX0yQW1tNuevde4ADOMR/RYES8g3R8TgUAAgAzgCAAnAC8FCAO0NCDw52No+OjvD/kNjG48HxEQKN+IrMKARYXV1fW19C/iPAgflHlhqPxxICTigU6n82qKOxAI0DWAB6+kaFRGXUNExS00vcPMI8/BN7h1dsHINLazqKKtufWHu2dIxZO/pVNqyk5gw1tuznFs3nFi29bkamZy/W1MNySw4y8rcz8rfzSg+LKk/zy44yC3ZSczZ6Ww+yYzviAqqKklryoiu9LQNcHjlFuYSmO3sl2NiGPjL0N5L31xf01bnvoU7lqkwcZswYoE3jpHDTSuyClcR5B4VLLupXXTQuuyqQvpSh8lTli332KMvdO80jIN7NP97TP8XRP/mlT7jlyxgH74yA1DCnLEu9BGO1pG5Hk61owf0oyG74j4sxunFWyWIKbSwGu4xKPcIvZn1qTpo+9Q9WvljJFFlO5P7gftdL9xcvvWsOatS6ggw8VHcoL7GSnBMlu6R6kV7rAq3WZXqdG3eNbzE9Ibvz+Bq18SVSPQiZ83WWLDqhFomHI08iZnX8P/CZ1/KbfxRQbRZSbRRQKGUXjqZjfklCrkd0XebKVZHzP7L8BKG5Q8wny6oaYhepI/LwqaZrlHdhgk2qvZKLKLUC+Q9MxD/dZ6aRkZd8bmTgI6sV4hU88Oh5V3IW4BGqMHk6cI87VFono6C0NTuz7KG2IXx1Db2xDhAoAMUZqhupSMv1d3z8+piGo/75yEZiCBdDH3vD/AJfWtq88vRJj0sEONDb0UUosNFWVbe3soEdnSBO/pgG/wddAxwG+42PYNEYNBJFuN6e3DRTMbPRtnplFWgmYfZE8rGrlmuERaT3I4+nio9dDB11BbW8H3kYiOg+kX+k8EA22NLzS1s/OETBNg9OtrYBBg2waICB435nv6/C+rsOHkE3qb/n3UMjTWlxPnFhLl5OJllJgT8DBQUZAWH+B3JSgmqK0q4vX+ysbQAcONr5r7g5ENQZEovAACwO4Alda2hAIIhHKADFAcK5xgM8HkDhuI3dYwC2ATgAeCjAE8TsjgHYBWB9Y3N3c2tnd+/g8Ojk7AyOxf6T+OFwuN/PuiNUwgM8wOHA+voqoZXWzdWbgZbT0zU6MjZDz+hpw5sPdo6uti+d69681jLQCYuJcA+IK6/vfm4fklnwIb900N2ntKsXnpIxkJHyJTl+JDN1oqps803DcX31XnX5Vk3FdrJfYUZwUZJ3SpCNb/gLt1RP75iXNm6GmvHWhmGPVf31RL012X01mQJ1GF7pUAZpk7tI/uqlcN1bidxZ+pajHLm7+m1XjRt2Sudf6dJ5qjL4aQvFW5lnuXumuPlEvHQJfemc4BAWbeMVbe2Q6OCc5RuWHJDlap2mpRScbRKynGyByLqBSbqMyn6Zb1snKNLJqLHNoT8nYDPjmDff8KFmtt4EV8UJqrmOM1hXCoj2qu5tV4j3xcgkmvKbs92XvnFP6DwLE5sQ7V0+Ykruq2R8l29JXKZQvEiu8RuZFq9qvbT+GL/yCJ9ml457t7ZvE7txFpV89k+X1H69qn7+usqFazIXrghdvsZLTCZAQS3MRK/BQKnAy2Zwl1pejM/0BwjNjxA6WnKpGz/dJTnHevua0B0qFea7xgyMptdJtH46L/fMp9EndlrHvDOjADi6rlU1ALPnxerGwdtHqM6OXh0l5cHm1/idzf3pWXCGf1PZYmFomhYdv/RlGmAA7hS+vbCyv7IBEBjY7mFhWpaKpKyCqGR+Sgb6CIo9gQ119gx09wIcKMkrMDc2LckrIEQWTvcP/2hz/qdAI/gdKPxz4fDvSto0BdW1BDQfSZvr8eiaCz825DAy4TZ9rvhEhU3hueITKUYxL1M3FTYFAyEdLmI2zhuMpbHZa5NLfR8/Nb1u6HrftrEwC7D/daZwvLcF8GjE6WFiTISmioKEML+0mJCKvPR/YAqSolyKsiI2zx7VlJcQUPV4948/t+80CEBjAQb3Fd3RACABFoZDQzFfh3PBAewMTZiygQIACcDOxuzR7jr67AxgAcBgULB9GHQRDpshQAkAaMIhx2KxCCT6DPbPL5WQtQbfnEYc2N7cgsEOAICjkNC15a3osJzffqB58tw6Ki7x8bOnfkG+r8L9Xjg/yylOdPe3CYj20zTVTM7LsHR0snXxLShve2oTkJ7bMvxxvrWur7qwraqgNT+1Ntwv1etluKdDWLC1T4xjQLS9W4jls0Qny6IAuww3Yz8TETcdNme1ew6KtI6KVG7KlJ4qFJ4KJG6y19xFfwxSJg1Rv+ujwOSpyOSnc99Tl9ZB5aqPBrmjHLmrEnvYI70UR8e4l65BNi98La3DbSOibHxTndxSXtpE2lrF+4SE+KSZmoXYysX3Jzvs5Vw8jYUgUy2yHxdwcFQxakxy6i8IWU855k3UtBYMFEhtJRLBUkm3oii2IiGnqUS4AiZskdBpltRGnPx8hPJsmEbWS5lAYx5jQSoh6mv3bhLTkTDQUvDQ04hdpQ3ilmoRUuyTf9gbUrxVNIjwKZ7RdG/nYNZlZ9ZlYdJlZFCnpFKkoFKiYdCgZ9a9cE6U+KbKfVYLIhJFVl6LHy7wkFDJcAmYUDJJ0dxXoH2gQ8dqzsDmwMLzikcsVVSuEPKD4G02z/t8aRr6XTdIXGVkw+QUrR1d/VAA7OzsxAT7a4oJtJUUItc3cQdIgAbw3cOchBTbRxbZ8cnr0/O7i6tvK2uj/IOYqei87J0G3netT89vzCwcrm6ebe8fr293v+/ISErR09Cqq6gi7GwMDAEwOELC8i/Md8MBFBQGOzrBI782O2+trA1/6u+p7ol8GRH4NMBD3z3yeWShZ5Gnure9jKOPidtTGbMYu7BH4ka5vulWCk/CngdaKTzpLW4+m9/dmFsb+/zlFAE9gx0PdH1orSo/ODg4PDw8Pj4+PT2FwWBIJPLbBv57DIcm6ES0NzeZGenLS4nrqKuoyMv8GSioKYnJSPBKi/P5uDsuzkwS/mUs/Lu6If/MIACFBij0v9SVE/I8OABwAI8neA1oJEAiwNkJOPqXKT1wwqw/NABQ2NEaFrkPACGxjAMAYHHgDIb+VugGg8GOjo7+Wa/+VfoKCcAZGn36seOTr3uCmb53YNCrgqJ8dy/n0Ai/oDAPe+eHyZkBTh6m/jE2cdl+Dt4W/pFefuEBts6ukQkZHv4RkT4OnrZmLs+NAp2fR3jbh7jbRHjbp4Z7V0YlBT219jY1yvJ8keP9xE2b87Ho9RcK5DZKZNaKpHaKZC6qlB7qNJ7KVE7SJC+ErwYrEEVr0gQrMdnzUz/npXwpS++sRmOndMNV8ZqtxHVHOeawRzqZ7q7pXj6xbm4RLs6vLCNj7YILvHyT7S28jNVCnR2iw1MdXGO0xBLfJtnOpELmfCE7ETJpJrG8fHkCzyZpZQd4LMY8SmdbeitGS2U3k4gwWdRnmewgjwskMcJDiQ8CLx6F/nYWcxGeeBmZfBlVpLSTKtv/SrTcRiBIi/MhP5MwJcXdS9fuciUp6vSJK/cIq9Z7p3+p/QyLqJ3Vcqm9fYGT5qoAPYkkFYnCzWvyFy8r/npR6ZfLquTkhhTUD6nuPYX8KkHN/hRyTew8mdhFcqGf6LiJWOVv85jcYnt+ncGe9E4gm2ChtOp7ebNMKd388yQu5y85QyA6Kor+z545vgpy3jk9AQC3vTR9BQJxNDUAKMzQu0+bc3uI7QPsweniyJeMyDgrIzNb08eR3gH5CanYg1PU7tHB4tr+wio4hiG2D8ozctUlZJ+YmqUlJOEQKAIcHO3sfavV/1YEicfj/7+PHxYcbmwvfJnaWV72XPuVAAAgAElEQVTDw5DQ3YOOt61xoRExztF1ibUDlQNprqmh5mEJVsn+uq+K3Uqeyz7S5VYLexagya4Uaxemz6sRYfnKTdch2TFke3QRC8OeIpEogMMDzNn+DsAgu7q6Pn782NvbOzAwMDIy8vnz54mJiamp7xIv+RfD4QAaDbDYzrY2XXV1UX5+dUVFfs4/LX9WURCRFOXi574f4O0KOz746jv8lwKN/5VX/f9lsO3NPYADWIBDgZOiuhIFNYfnVo1RaQ3qxk7xWTXO3qHeAcH5JQWmj/STUsJtnrt2tn2SFZONCwupyEsV46IPcXtsriXsoMb8XJrGVpbRS4vHX0vAS5knVFss/alGtodVkZ9djvvTSHNlHw1Bb1VuTwVWJ8m7rpqMjio0TgrUnkqMvor3fGTuBsgyhymze8tT/eGKUODwFWNwEqLyVmKPf6ab4+6S4REU/zIsxsn7D9eTxw0hL6xb/RigmVxH6c6xj1IEZRu5rPaY1Hs5zD6FN5w0tbUMZRrAM9hPIylhSaynKXR/uDZSrxyl38FmC4MCQXwh02EG/XQEW7+fVJatHrvC7FXVDzo6M7Ehk+mj84FNwNzR8uI1rjtM2jQ0ujeJVGhv6dDeUiQl4qS9xXHvviAVtQgRkeS5nxXO/ax1/aopDY0V8327nyBSZBTSl8lYLpIJcQpGyCh/4BFrYReq+eVWOItsCbNCwQPFWnr+Gm7RGghERljYTFZW1s3NbX5+/sOHD/fv36ehocnKylpeXh7v7kTsbAIMEr2/c7y6hDnYxRzs7i/OQaHQmZmZ5eXlo6Oj1tZWBweHoKCgiYmJv7pLCPwT9W3MPCHNcXw6/36iKrY42j401SO5OKQ4L6AwwzM3z78480Vyhl3S69CaFKu4Mq+C2Mfh9UGVTWG1STaJOS7ZKS8S68IqbGUtHgvrOSg9aU2qXl1d3d7e/v0wCIJ9G1GLRqOhUOjOzs7S0tL09HRxcfHbt2/Hx8cPDv7pz3971BE6NREIxL+9GgwG+xYfOT4+hkKhAIsEWPjCeH9KVKCZnrymIp+BhrCproSWgoiiOLeUwANpQVYVKT4tBRF1WUElCR5ZKW5JMXYpcQ7zh+qlRcknh0sAnBAG8AFwBgAcjYESipaQyO+lD/8PQQFOmAi2ubd1gttZ2lt5bhfLzOISkdoyvojnlzRJzm5IziznFhD72N330skxL6fSwtz6bUOz7XMLP1e79LiACxCIlam8qTjVCw02V21uOwUWB3kWH00BXw0BR6kHVtIPXDT4PDT5HeWYX0jSu8nd8VS44yZF66fG4KVE46FA5a1A6y1H6ylD7SVN6yvH4K5I9YcrVP6BjwSDqzittzJruJlisoNlmot3klPQn4GCpVVuoKVTpa3EerTMdqZVnI2PkELlg4fwvwoKexnXj1IZEck8qFQ2RAbNQQbVShLfXIxGlftjYfU1Ys1eXd35qFcTyYOT/g3AwuXpbzeYSGnEfrrAD4Hw/HxB/sYtHRJKDQY2YwiEFfKLCBmVMROHPTOPLQWzzq+kHJALZLdu/R/q3joqyrZr+D5BBMRApbtbukNBAVEBWy+7WxElVBQQpbuHGIYhhhgYGLq7O1VSurtmhsnj+2Ou28fnfi6f7473/by/vfZiDbMWU+zzN3vvY8ddSYWr+4V1WbiPSml4ahzNk9bOENNKVDbO0ziNlTZF6l+p0DxVfeREMa/gQ1fXFAAAEom8c+eOqqoqBEGsrKyysrIQBHl8cEDHxlTkZhdlpBdnYtprqr61NnfUVjc1NdnZ2R06dEhdXd3W1jY3N3dkZORH0co/LgRA+zOBTaUQiURAphA3cUszcx3Z9ZUJBSUxeXXJVS3pLRXISow/NtE1tSeprcA7q8Q/D/U2tiuxpSywoC6iAu2YWB1Z1YisKwzM6UptiXOApbshs3ziJ8p65+bmVlZW8Hj8/x65EInEjY0NOgjW1tY6OzsLCgry8vKamppmZmboLPifj0AikQYGBv7uTvrqqlREVE1hdml2qquD9bkTuieMFC1NVSxMlI205M+Y6l4/Z3rZwujEETVjXUVLY+3r50xNj6kf1lMwP6H7xvZBcmJYY13+UH/z/Ezf4vIoHQr0ulIAwL+/Lu93QgG/RaR7CmuUuYxi7KmzNpZnojJKZq3eJVU2rfuHF/sFY/OKui9efu7ljXj6wr6qtuXUydMhwYFx8HBBbjZjg0O7GSHhXdAJFc7LBmLHFfZfUOd3uKTvcFHvijrfAyNhW0u5d2cPvTYVfn6E65Uhp7UB+xNNVs9Twl7mIh7mIq6nhD6ZC32yFHaxFP5oIWRrKfyX+vm4vLOpzIfjkg7mch8vGXjfvxzy8lWU/cdgW6e/1Nd27s53PsMuWTW9uzsAvxX04Y6BRbz0afDPQmEdybseIbUWoLjuJ74azLESxb8Uq7eEvF7g+MDo7BTH2fqLl7/7uX+N6PjqXwacPK3Pnz9x+fJlVTWTg9y6fGLnucWuMnFY7OA+K6fiLCJjw853h/GgJcRtuEtah1tHW/S49gGOW7wiFxgOqEN7jvArecob5ojpYySMkzVPlgjrRO0QdxQxSOBXThaWjdqz/2pkZNnU1BR9T+Hm5qaPj8+VK1euX79uZGTEx75PTVbmsLqaqoy0ooS4noryUW0tPRVleXn5kJAQeukxPSYHAPx87vgPyjaNQqaffJHJRMI2cRO3ODHd19GdHYKqis9tRlfUocrKY4qLIgowPumxjsiyoLzSwNyv6PZcz/SKkILolyHZ7ujMz8lw28hk5/hwq8CCwMzUTzHfshoH85pxnVMbGxt/uV3uL1dR0mi0paWln+vxBgcHy8rKUlNTZ2dnJycnR0ZGvn//PjU19XcrXsfGxubn/+y8jI6OtrS0fHjtcmJkSHluWrCn08MblnevHr9zxfjcSQ1TfWW6g3D+hIH5UU2zw6onDdVPm+hYnNSTl+FVUxZ9dP+io8OzV1a3XF1e52DjunvrcYQFAPAAbJPI/2dmw/xOKMzPLtGhQACrcZiEk2dev3xVEp4w4BbckFG8nIIdQ2eN5OSPfXJN8/HJemH3MTI+7anVG2+/4IiIKB1tzYPsbEwQxAZBnCyQ2AEGITZIkXenhbrIaXVhHSHWp2ZiDpeVPt9U/3BR7p2lqIOl8NuTvK+M2J0MON2MBVyP8zuZcr8/zvnRkvfDaS67U/utzwj/pX4wkXI6Ie1kIfnOXPKNuZzTRSPfBzejbGxDbZz+Ut+9t3p/09/1WAjmwfta2HXvT2f1T8Mljv3TUNiKE8TBZDf9FNd9RVaD9q1GcqzGai4jLxbaX9c7PrjnRM2ZS6O+XgOInm/xrSA24WNByOUy+BPkp9ufn1x3evby1tnHssJG+1iVFJVfSMs/5pe4wS54jpHHBOLWh7jVIR4VXt5b/OIXmDh1IE5zEa1QOZNikaMZUqdTj15q0DyTxasdLG2MFlJDy2skCYg8iYurw+FwP84CVldXZ2dnKRQKHo8HFOoPpW7hwDYRkMjULdzs7J8jCRYWFiYnJ/9lKyEDGo1+idLnJBBII719xRnZeSEJreiS1tQyrF9CnCMswyulKDQvLzAr83Ninhf6W1prvndaWVA27JlvlltStntyvAM83x+LcoqpisorCkHjOqdIX2fBDOFXq2jpW2r/d/eBQqHgcLjl5eW5ubmZmZnh4eGOjo6GhoampqavX79OT0+vr6//qO4HAExNTb1//15BQUFeXt7xtVVlXuZQd1NeWlyI93tYwAc/N+uXj849vH7G7LCqkiSvhrzwaROdPyyPGusqygofPG1uEBr0yf2zrYqisNFhJQw6ur4m95OzdVVN3uQ0fWHU9hZu7W+Fgv/y5w3Af0L4MDE7iQPLa5SN9y4JmtqfIlMnWwfBU3tsLHo8CTP51jG3bxDEIr/CU8pfOPiVNw16+CNDIlN9/WMgaJ8An8wBdk4WRmYmCGJjhPbvZGBnhPZAEDsEqfNDJ5T23jAUum8q9tJC2vGqssdtDdcbqnYGAs4nJD+eErc14rA23Gdntv+lCds9HehXULAzFn9/SvLDack35sKvjgvbmSu6XjsR8vhW+Gunv1SnD4+c7gZ/MEkIve6T4vXUweGmtnmCtOE/DQU8QogAUyAGq5GDJQnh+zci981HyMyEG1fZXTts3LfbrPbsH9M+XkPw7u7UDpCT+XEyWGoryWg25uhA+KmJRKumIKvwO6ffnzDcDUGsEOMuaN8+Nike7mPC4rdlFB0U1D1UFW8rqpzjEjU4IH5FwTBW9lgxt36y0Mk4Mc1kvYv58icTpY6lCqikGBwvlFGwCwjIAQDQaDS69a+s/HQSRvnbWGZ6HQv1v2a4b29v//y9isfj29vb/wVDodFoZCLpx1P0NbWjQqM60orGy1uHC5vKIzBY74Tq6PxeTPOXjLZBbGued1K+TzLmE2Kxang4u/1bemPaR3hlZOE3bFt1dH5rUkW6e3RfTm1/Xs1i4y9zHD86O3+8BnrBwo/3srS09GcLFgAAgK2trR/uBoFAmJiYaG1tLSsrq6ur6+7uXl9fBwCUlpYqKSnt27fv3r178bCQrvrKsW/ttcXYfAyiuji5EBsNC3AIcHv35NZ5Ez0lU33lWxdPPLtz8crpY0c0ZCtKMVcuHTcz0YyF+xUXpLh/to2Cea6vjJaUZTY0leK3lwHY3txapfti/2Za4fdDYXVrbZ063zHYdf2uq4qaI6aS4B7Zld9A8w7v9I/oqW4E/sEdmKzloLiaoqYFL1hxas63gtLxc5c+8AsaQ5CUoJghI7MEBPGwsAqy7xXYAe1igpj2MLPthiDuXZAcL7Oy0C4DafYz2iJXDaWvHpF4YanifPOIyy19mzMyr82FHc+LvrXgeay341fhg7WxsN1JkXenhe3N+V6b8diaiTue1XS/Yhpp7fSX6mz/wuNF4MfLkW43Anzs3e7dc1M3zlE9/k9DARclSApXACGaIEyGFrl/K2rPQrjwRLBWt9PdEydGDlq0nL+57OE1FNxUH1dLzE19te61CyCE8CHcS/48AKVPTTSf8jMd9bCYKXjTEfcg8cOp16fVTKQlxVml9kFKrJCuoqiqpIgU2x7ePZzGsprhMvp5gnppiuczoH0fpY3ixYyiBXRiOWSRh82KpORsPn9O/m8g+NtwRDKZTNqmkok0ulLJ/1Uy8HNlytbW1vT09L9Y+UN/QBIFEEhgm0JcWO2qrE8Nh7ckZPSgC3vTSprjcurh2a1xpW3x5Y0xRY0xhZmusUX+qWkfo4eyWluQJT0pNYV+KVivxKqovAzPuJIwdMDT92j30HTP0LbUnH/25czOzv5daEAikX52B358PktLS5OTk0Qisaurq6ampq+vD4VCiYqKQhBkYGAQ5u2elYSsKcJWF2Y0VmC/dZT2thZUF6NKs5OyU+Co6IDIgM+h3k5hPs6RAZ+jg9w83ewT44IT44LDQ1zzcxLXV0ZxG5NtzSWFxelwRFBHVz0A2zj8Ot2b+zHZ5V+T3wYFMnn95/AhNi1O1/CuxelIl4jmUPRQQsF8auFKZukGtmgzJmHE1bsxKv17cMI3JHYyDNmXlDlr9y6fkenoQY4LB/jP7eY6xcJ+ZPd+PW4+A2ERfV5elb27RSGIaQ/b3oP72PcwM+9hhHh2MQvuZebdxairLXzBUv3uBa0bJ2Qen5T4dE3V4w8F+2Mcv0o0PjcRenlCwNac186S286cx85MyN5M6u0JpShrp79U5xfvAz94er1ycXzgYXM3yfxErpJ+o/75tX8WCpvhAoQgOYq/Ki1IjArbS4CzrsNFl6J0v7y/fdJ08KB526W7OHefEb/acmTlSkHKg7VAYZAgvxnGOe4OrYdx4CMkVvxk8KE6ne/2ffcVWk3SweVZzGRcrA06E2Nl/PmSziUjRSNVfr6DbJwHdRVVApV08hSM8o3vVvMeQiifTJM5HqdskSOtn2N4skRJ7UNCQgMAgEKhTE1NzczM/Px//LvqITIFbBNp20QaiUTC4XA/uuAAAEQi8eev1n9QaCQy3UfAL65Ofhnoa2jrKK6qycjrQGVWhseXBiObEJm9qWXt8UXV4VllQelpLpF5Pgl9GfW53vGF/knhz11Lg9FNsQWVUTlV0bkYD3hbSnGqW0hxeHxpRPxcfdufz/I3+Yetl0wfRUsgEH4eDEcgEDY3N/H4/4rtfzhKZDI5KSlJUFAQgiAJCYlThvqPrl8KdHfEJsHL85Kqi5MbKtCttZkddUVdDSVdDSWt1fn1pdja4oz6UmxTRU5pEbquOqelsaizrXxkqG1teWRjdWxu+ltmVsLT57eiY4LxhNVt4hYdCv9/9RRIpDW6p7CyuUoE6xu0LVsHuKy8nTuiGZY5HIDqDUF9i0GPoLCzmPy1CMRARPqMe8TX5Hx8SNx4Rj41MHT4IOdtVXUXbomnClrvpFWs2LktOPhPyCtd5BUwgCBBxl0Cew6K790vsmMHOwTtYmZgZdvBxgwxQyzQPn5Gadn9ypKsJ1XZbSxkXc7K2x7h/tWR5DMToRfH+axPcdlZcr6x5LI/yW9rLGR9RDT6pdNfqvMjD5ibS/Bnq/fPXR5cKjms1XNI66vxtal/Ggqh/Fv+0nhPBaK3ADGEhRTDSkqQ3EYdbXt53kiva+/xxkt3cV7+44ENVSl1a9WZT/s9FdYT9BdjpEb82RYiOFZg/LO+guthigApDmK4tiN3zsOgkUhoEME8mMAzlCxZCLcLdbp42UxDT+W8kUG0hk6B4uGCE3fqRDWSeNVCmaU+CunF7ZOI3s/vu3PXeRishO4Ag79l4PB4PP0Kp1LB9jYgEgGN9t+ULvTM3I+//ReEuImjQ2FlYqY+r6QkJaMlv2yoro3Y0d+bmlMdntCXXrZY0TNV2DGIaRjKaBzKbuxMKh3JaykLSe1KLsv1RrbEFdRFZ33FNtTF5qd+juhKL8v0icwNjMJ4Bw0VVf6IC+jDYH5w4Ud1819mHP5fhUaj4XA4+kdEv02/v6ys7MiRIxAEsUKQKBf7rYvm4b6f4iO9YQEfYmGf8jMia4owuWhEenx4SRaqu7H0W1tVdWE6GhlaUpiKxSDSU6PSU6PiYwMjwtwTkEHFBSkpaPjxE/pv3lktLE4SSTh6+EAm/1tJhd8GhW0cbWlhEQA8BWyuEtdjUNnaBvdMTrog0sbfe1aUtwBvWHt60Sp9lyQ8dTQycTyrlBiCGErIWESkzuiafGY+cIZX4q6g9HMBqWd8Ek94xR/zij/mk3giIPVMUPq5lJS1jIy1pNQjHr7zO3fpQpAUBIlCkCDECEEMEAMEMUHQLoiBnXEXx4693DvZTZX5bxofenVW285Sxd5M2vG4uPMxIQd9zqA/RN8Zstro73Q/JxJ0S/HzeXFHSxG3KwrWZopBz89Fvb0Fe/M44sN796cf39308LFGhbrGRrmEBjyzC3xoG2YT/uJ20pEThYcvfdc7993wWZcdujezuaQxw24k6shylNRI8F5imPhmuMQCTHoyXHY6THYlWIbkLw18JUYRh+biZNdihZejuBYi+Sfhin0xRq2RZkiv27cvxklprCteBU/iAaqpv6owqw4WtxmshAuTI0aJgRh+gOAE0RwAxglCufD+vPhAvs0QobUIiSW49Hyc4kyiylSSenPVh+42n/pahJq6mbTCR3nNdMVjWDXLZH7pEHHtMGVzpIRhot7ZJh3TIhVdr0DYv7Ww9N+RLUAmA7C6ulqYmY2Bx3fmV3RkFqd6htTB0Q2I9LHC+jo4eqywviUe25dZVhWRNJDZ0p/R/C29sTe1riOxsjm2pC4qvxqWkxKJSILBMYiEuvySqa+DlOUNsEUEG//0fgcikUgkEkkk0s9uBYVCWQerfUsDI8sz2wCQAZifn19bngFgk15pMTY+ND8/u7Kysry0bnbcAoJY2FkZNZVkL585KSHILSHIzQxBglzsZkZ6rk4fg339/T2939u9+WD/NsjHLzww2POTKyIy3M/Tzc/T1cfDyfm9tdP753dvWcpIciiKC4d6uW3OTQHKNiBsAjKBPheXCtZwxDkCeYkG8DRAogEymUqign/IIfp9OQV6KyXAj832EQF5G4DPnhkqmi8+BdS39IG7L5Na+kAQ4kt4wkBGyXpw7Nf8KtpLh8KccnJo7HBRLcgowkOQnoTSi19BQVz2jZSCvdQhGyGp+/v5z7ByHGXlNNjNc/gAj9QBTol9+4V2s/Gy7Di4E9rHBO1mhnZLcTHry/Of05e+dkT64THpN+YKzmeVnC3knM9IvDsp9PaE4HtzIfvjvC8M9j3X32trzHVDncPWUu7tBXWn68fC7J4G27z3fOoe4YD0svEOsnP1efTK77FDgD3y3u0sFZNy+dNjKkaNBneq7ZDNmSWYFsSDxRAdgJABCE5cOP8aTGAhQmQqQmwWJrESIkUMkAZ+Mr2+gt8DeKeDOJaDD67BhFdjNBbjLKfir8V8/OPuBS8ZrXrpS5NXIvvD6qsLawtrsaUkxGECXGM9Qmo+lHc66MCE34FxH54xH4HxmKOTCcfnM89vlN0jtduAIVcwGwCWwgG5gIzPG+zP0Tc4e0jVXVYdLagay6HkKaEMl9KLkDON4tWIVDQuVdBJl1V18Qst/11msrG1SSVTlqdmW0qrWnJLF9v7NjoGhwtqezDFPZji+dqu5sSssZLGhriM7vSiohBka3pNHaq0JDo7NzQtPxxTEZvfklbdm9uyMDIx1T882Te0NjUH8KS/bZ36d1/ejwsMBzYJAL8NqOsEwvr6OgDb+M2J5rrM0nJseWV2GgaZlp4Ij4HFxsYICAhAECMf5345SVF9LTXuA3u1VBW59u9RlJU8aqAjKSwqxMO3eycLEwTRdSfE8OM2EwTtZoFEBPaftTxy7/bpI/rydk/vZyfHTfb3zI/0z33vI68tAAoeUPA0sEoFawTyEhmsk2k4IgVHA1QaoNJ+kl+9qd8HBSog4PBUsEUBm0RA7h6YuffY//QFH/qc1aSc+RDkNyRmMjZ9IjplBImZDI8bSchYRGGX0/I3s0qJd56jmdgtOYRv/AoK/NLvhOQdRBTfCR16zSv7iEv6Fo/sDQHF22IKt4RkrvCKnj7IY8i2T5VppyQE8UMQzw4IYoKgvUzQQSZIcBekxAXpCDLp8EPXDCVfnFZ7e1nb2lzmmRG/jTGf0ymhT5bCzwy57C1EXxzns7WUDn11Mebty/BXbxOcAnyefwi3+xj40iHIxifAJffmo2q5U62S55fVTZpOWnV4Zo1U1FR3R79e9ToMQuVAMOdqxIGlyINz0Zyz0bwLEUKrYeKEIBlygNxmnNZ2vApIkAfJhwBaD6SfBRlPAdZhqyyqOb4szHfYCTbgWVgd25qJLs9OTS4bC9QYCVIaDJYdhMl8R6pNpZss5V/ZKHuwMRCxNRyDn0gkLWXQ8EWAVg1AEwBtAFTSiIVfezO0dSzUtH01jQpkD6fxawYc0kFJ6UVIGIbuPxQkrpMlcggpIvvWJ7j0t9kJGYDN7eXBsf6Kxi95lSMlDRNFDcNZlTP1XdN1naSBqb6C6uW2vp7ssu9ljXWJmV0VHW0lLY359Y359R1lbcMtg0uDC/iprT8RgCMCeicPXf/V3gF6uPFzZEECW/Mrs8PDg0MDg0P9ve2NxRmpviEBT9MywxNTgvyDPkREe8MifeISIkREeSEGaAcEce7fqyAjycrEICMhyswIiQnxa6urPLpzz+SIkbigMM8BDrryHuQU5OaVFBE8ZXrsna31Jyc75/fWYcGfXZxeHNaTc7R5GurtEhvmC/NzhQd75aLjqgszK/LSG5vzvvXVb25NAbBJP7CkkPE/KPifC4WFuXkydYMOhdSs8hOWtrcfwDHFa9aOuS19wO5TUXLuQmLWbGBMb0reol/E18oWEAQfQKbNhSG/K2jZcQjf4BK99Sso7Bd/c1DyHafMG04ZWy65V1zyVjyHrPiUrHhl3vFK2XGLP+MSvXNQ4PwBvhMHuI3YOfUYWbnZ9gvu3sfFyMC8A4J2M0F7d0KsECTBf+Coptw5I5UzGiLXdYU+nFXyva7ueUHB8YKM2y3FN+eEbCwEvO7r+j8097l3OdbeNuiZfbS9U5D1e9/XPh6OWVfulR46Ua9wYUZQr+rwi2+f8nBZ1UOlIX59H6+v+hyfcVOchR2Yidw/Bz+wCD+4HM29HiGyGSqFD1LYilRdD5HeDBLYDhTEe4gvvZWftTKYf2EB0BEAk4/Pbh8pr/vSmdPZm1VVWYpNahyAmQ4hjo+nWc6VXd/sfE0d9werSYBQAEATAI0ANALQRAZNeNCySW1eo7SA7dz1pbTW5kQlZWM5pc9qh3NVTHMUjiMVtBPFtEJFDYI4lEOl9HOFFWKFpO1/o6cACADMrc+1fxsua+zFlrYmZLUiM7tQubmR8bmR8a1ZxZjg6KaMgtzI+JqUrIwQ+PjQ9Oz44trCFmmLBsg/TV8hUWm4bdL6FnWL8GfT/jaZsvlPV/vQaDQikfjzTio8Hr+wsACo2+kpyVcu/GGoq3/SxOjR3dMRYfaN9THRyI/J6f4Jyb7p2MjwSNeg0M8CQuzsB3bw8XKbHTextXllanLsuKkxHy+3qckxezubS2fOiQkI/ewa/OQyQII8HNwHd8lLC3xyti4uSELFB8GDPdHI8IzEqOSYkOSYkKzkmOwURAoi1NvLNiHer621cHV5BL81u7I4sbY8QyH+QwNpfxsUcBtkMpFEA7jvU182KFurBODinn7MzNknoqO+Bzy2Sy9vAX5RXWHx/Rkl61HJ3/OraO/da5OzV+1dKqJQE4jUGWiX2SFt+19B4aDkmwMS9gckbQ9K2XDK2HLJ2XDJveKUtT4g+vGA6AcO8bc8Etb8kk+FpO+KytwUl73GI2bCJ2lygF+baY8ExMzNxMa9g3UfxLATgpj27dnLw76Hl41BhW/XRU3RG7pCltK77h0TfHtZ8dVZsdM00uIAACAASURBVMemXLbnJN+eVf54+RjS/mnwC7tI2w++j1+7PXD49Czs9vlI4yMJp8/Uix8r1nnZ8yR51QXV72YPS37l1OTjVOX7fDhUdAwmMBfFvQw/sBHDtR4lsAaTXAmVJ8K1V4Okl/0EtnyFF98J9F/m7TQS/WKg3Cd/aMr4xOLtW7PvHi7BnQiVqfj2r4tN85R2b/DVF0yGgLUYQEQDWgGgVlEpDYCUBUg5gJwHKIWAWgZAJQA1ANQCUArIxcODeRqaJwXF7AWkY4TUkOKHYTLqSEHVALHDwUK6CLUTVZKqKFG5d0ER1b/LTsD8xnLnwFBpw3Bpw0hJw0Bu1Whxw1rj1/761sHGdvzk/GhbD1jD4yfnARGQ51Y2t7YJ25T/2VRNI5Ep20TKNvHve67/PRkfH09LS3N2dj5zyuzlk2cvn1pfv3zT9rVNUhIcjvR69Nz8zYfrYVEfYuLcg8KcLv5x7JipBsQIsR/YAUGMvHwCR4+Z8PDyC4uIQRCjgKCw6fETzx8+1tPQ4ty3n2MvO+9Bzv1se9h37ebn5N63i1lHXeXR3ZuP7l29efW0w5vHDm8eHjdWC/R4iwhzR8H9YkLdQrzfB3s50H/GRn+Cw1wQkW4JCB9UbFB2OvJLey1xY+EfOWH5bVCgEAGFRAYAT6CtbFJxLT2jD54GWpzzCovvT8yaDYD3JGbNRiV/h6eOxmVMxaDHolATsPjR9IKt8LiRlJy1T34tbFwXBKQf/AoKwofe8sva8ki94pV+LShvL6Twhl/WllvSmkvSgUfiLZ+knYCktZDkC1GpxxKSDySk7rHznjkgcHYPtxkzu94uDu2DQvr7BbWYD8ruYGbfsWM3A8TEBEH7dkAi+5j5maEDEKQpvOe8geSVo2JXjvA9sZCxOq3qdM0swfF1yCtnhIMr7OXb8KdvEFauvhcdnU2cw6/FBoR/D8AsBVUTnWJ7H9wLc7ztC3MM9/zg/iVAdyhYZRYmsQHn34rh3oDzLkeKzcGkQfKxrRg1AkIRoHRBkN78faVRE7XZI8bD3BILMgqzylID6hLDl08RQkNBXQf4MgUWcsBGAQDFABQBUAZALQXU40h1gJQEyKmAnAbIGYCcBci5gJwPyAUAlAFQOTNVoW9wVljiLb8UXFg9TsooSl4rQVA1QPxIiKQRSvdMo7R6spi8Q3hMw++yE9zg5GRT95fimi/FNQMVjaN17fMdfVsDEx01DV11TUtjU99aOsirmxszC4AMyKubf05kogLCNglPIBJJfwLiL4Yv/HtQIJPJX758CQsLO3PmjKioqI+329OnTy0tL129/sTdNyqruKqqraW8vTYJHeTlZ3/7nuXte+fOXTC9duMcxAAx7YT27Ofg4hOUlFXYtXe/lt5hXkERSVkFOUUVdUVl3oOc/9NN2M28g52NRVSAR1ZSwEBH8fPHV5Vl6TWVmU2VmZ0N+Z0N+bUl6HwMPC89uroopaM+LyPFPxHhCg93igx2DvZ5F+ztmIQIqShIn56eXlxc3Nra+jn2+bsTlt8ZPmysrdNPH4iAHApPVdW6cf6PgNT8pYc26G+TwNalEFu2mZK36BPRkYCdcXCraf4CEKkzGUV4ZNqchqGTiPyT3dwXf5lolLMWknzGJ/pIQPyZmOwrCTlbESlrftEXgjJPhaSfCkk+EZZ4KCJ6X0T4npjgbTHB2wqKb5VU38krv5ZSeCyn/kTN8IWi/j1RpQt793Ix7dgNQSzMO3fvZGJjgHYyQEwMENOBnSxywrzK4gc1pfZZ6opd0JW9rKP0+qz5hzu2gdaOMCvbVCvrChub4qs3i49f6L9utVlVv/B1cHhqPbug99OrmA+3g17d9TI99bjN648+v5MzoZpbUZLbCL4tBO8CXHAiWmwiUK7Pg388WHQ7Xns7QO/7Vbkv6gqjiocpx88DS3PiYbUhOak+Q4vlzyHE8vL1L3WbS1XEzWpAqwCgAoByAKoBqAOgEYCCv2khoOYDUiHAFwBcIaAUUgj5QwO5OrqWModcZNXRMgZo6aPR2sZYMa1QscPBogZx6ier6eFDJLL5d5kJcWpx4/vUZMfXb7XNg43ts9+G10anV8emAZ5Iw20DCsAvr/33IY30nn8KmbRNIhJo1D+rLH/mAIlC3iYRiWQSifIvZhonJiaSk5Pv3bunra2toqKip6f3ydtRWlleWEbFJxzdNULMrhkOSi5FFjclJkW8dXh+ysLw9p0r1q+eff7swsvLy8HBtY+Dh42dY+9Bbohhp4ikLMTIDDHshBh2/gyCfaxsAlw8fBxc7Lt2s7Ox8HLstzAzdnG0DQ/2yEiDl5egsRh4ITa6IDMqNx2WmRychPBKiHZPTwzIz4hMgDsnwD9mJPuV5sYWZ8ei44KR4d5xMJ+KiorW1taRkZGNjY2fz19/fne/EwqABmgAN7c6SgTk6WXS/ScBolI3PMNac6sIH7wqSxpp0Skj0SkjqOy5EOS3tPxN77CepKwVW+eyIPhAYHQ/G9cFeU3bX0FBVOwuv8ANbp4r/AK3xMWfSElZiYk9FxB4KCjxh6DEH4JiV0RErosI3RAXuC3Bd0eS946M1DtZmbciYi+4+G9xCV3nlbi6l88cYtXcATExQDshiIWNjZNh5wEI2gdB+/dwSTNAu1kYdzFDECsEiR/cIbqHgQOChBl2nDe48PL8XfcrNxNuX214dKXplH6bpuTScZ31wDtb+X6k4brBuka0ByroWeiD8+9EpI+1uD376nVtJvjoVqQCCSG4FcszFyswDhdZidedjDq0lqIFSs+ClEtrVkenjxqu6Z1tOqQyrKM8qirdJaUwcPz+Vkg6tad5ZaF8m9K3Tesi0+opoIRCy6VRcmjEfOp20QYo3ARFOFBKBNVUUA9ACwAdAHQDUAnIxV97MzQ0T8opfZZVR/Mrx+yRcTE5WyZjECWiH8inGSVvVMQlHs4n/joqruV3mQlteROs4ramFyb7hhbHpv5ME1D/S9cWlgAVrC8uAzJ1eXZ+bWGBsL4OSCRApf6pZDIFj6cPmP9zPhOgkakUKvjHJ7r8N1lZWUlPTz9x4gQEQRAEmZqaBgUFWVw9wS7IBbEeOHrheUxWb07Lmltc/YXXobJyYmfOnrB+9czFxfnMmTOGR4whaKe6mp6mwbFjJ89YXrwmLKWgqKEHMbBAO3cz7+XYCTFICovqaWgd1T9MH1dn9/LV/Zu3MSmoEH+fxNjo6vK80kJMXnZCQW5CRlpUdTGqsjChpiSppSajpSajqiiRzogMlGdSzMfUWNfizMj6ktSGkrTmcmx3fXF8fHxOTk57e/vc3NyP/rS/iyl+X06BDAgEAGhUQCMBCqitHzx3zd3A/LNjSB0yf9Y/8WtcwVx84XxQcj+qZMktug2JmXQLbkrNX0rKmY9ADdl/LhY5dJ9T7AqXyCNplbdKOh93sl/eyX5ZUdtZUsn+oOD9Q5qf93Dd27nvOp+4NY+oFePuK/t4HqgbePOIPZJUspVUsuUUvr+f/7ag9HNReWs+iSd88rd4pB/zStiLSLqISzsJid1l59JlYBNg/IXs3MHEQDcKBoiBZeeOPbsY9rBCbMwQpKDCfdxG+V6S5v12rT8W9U5t6+tua8g2aBzZdvcDjW3fa9uiY9NeOgSevWCjo/FHldvZoSj95TjOaX/oqyPU5SHQG6fdk20E8u/PYm4sNn4AKxjwLWHW5eagvvSynNCGsuaWgiowOLaspNmiqEELhIHp5Y3eocHVwkVQuwFqV0HuMkghAjSgZQICFoDKX2juJgVd0RwooaysZvBJwwhz6Eja4ctZuubh3GqvhU3cIa5XQofztC1q9/NbJ2NGfped/F6hXy30s4a/3TfV3dZz9OhDLlEjaD8nqwDLuVsWCiryj+zfS2kdPnL+ultMamhWFbKqN6N7FlbWi2nFXHl44Q+LU7cNT6V5h/l/cNjNDj11vp3TsYntWEa3jcXXtPokJNx5fl9BTpANgi4c13S0vpUIc0+P9U+K9ERFeKBjfDHIgCSETx4mqqEivbU2q64MXZAJz0gKSUsI7Kgraq3OH/3aXJSZkIIIrsxHV+SlDnXX15dii7GJ7bWFKYjgjrqi/HRkfSk2BREcH+Y73tfx6d1raRG+rbVlAAAOv00DAI/H/xiw/NugQN+hBQAJUAmABOobxy7d9DO09MltAN4x3+r7gUtou71XDbaG4uDXgK2hxKZPVHeAD16V2LLN6JQRzWMOR0+7Qww6jHvO8Yo/hlgtZdXequq7cAjdU9R23M9/m2nvFXbe+xKH3qrpe6jquYvK2bHz3mfZf30vzw1e8ceC0s/pPyUUbQSknu3iuMIje4tH8omAhJ2otLOkzDsB0Wt7D2hAzNy/ggIjIyMLC8vevXsP7j/AvncfKzMLAwQxQJAsJHJD0DBa60aDwa1xvYur+marmlrTilJTpyxWX9qQ0enkLwN9ncORsXk37n7SM7iPePZHjY/lbPKRLbTWFtqCWGJL+RJAmQyllXg3ed+qcL27ggkDKdGzj+5O6BrQDEzGNdXHlA4taGn2ysmVqiovBgWC0dGpL18mJkvXt+u3Qd0GKFgH6TSQS88a/EoJ5EwcNav1a6Ky7jFVPU9xxTh2sUAhrRAO8Y9sYq8VT8M5NCN0zrfrmVdDu66/c878XXbyG4VCofxcpESvcZyb7/Pxg+/nPg6xaimZXQ9IQdV+/eobkYSu7foQjvJKyk+s6wvKa/HJaQ0q63NEN2Q2FyDSojCoKNdn9zPCAuPD/LgFD2qbG7rFNQZmtkeX9yKrW6Nyc3wjgx3fv7R9fN3fxTol2rsYA89JCkuK9EyEudPRAAv4kBDtiU0JK8iEF2JjCrExZXnx1cXJaXFhOakxX1srS7OTsElRNUWY/HRkc2VuckxQHMynABMHD3avLc7IT0c2lmdjk6IG2mp7miqDPF0sTA1dPzomJyd3dvXgCUQ6FOhHKr8NClvU7bXNhT/nxlDB0jJw9amydqx58aEsuwq8925JzNmMzVhx8Gpu7gfIzNXCOrKzb01lGwiL7/eN7ESkjeuYOl6+H/3ENp+V45KE0isB6SeiClYyanYQZKRr4qGs+0lF77Og9EuI9SzEfJpL5LGU8lsxBVt6cMEn8YRb9CEdCvyST9k4r3JJ3uaTeCIkaSMu805c6gW/4Jlde+Uhxv2/IgLEADHsYNzFwsrGxMwKQXsh6CC0Q4CBzUtSBaNl0mt0flrHfEnFcFlNf0Zd67uq8pCyYpmsZPnFszOp6IWugaT4ojOXHERkL2ADogbyokBfKBgPBxNosNgI8J2A3EJpLip6+zrWxLL5wtP5K/Yj2he+yxsRDCxHjxsNGWiNG2j1aim3nDTeQMDA5NDieD9Y7AOU7wD0AtBAoBVRQAkA1YBa82suVAPQMDZXa2x+z8gsXlk3T1g5Xsks0diyQU4vQfF4IiO/m4BSioZhjpKma1bR6O+yk98l9JFwRCLxR7xNX1e5DcD4CqjoAh8jh14GliQ3jKZUD/vGNsFrhwMKOuH1IzFN05+zO93yv4U1zHuVj77xdXMPds3KjIj2sy5IC0pOgCnp6BpeuOUa1xSY0xNbMxhX1wUvLIlKTYyPj0iLg6FjfHOTw3OTw5MiPRFBH+PDXFERHnGhnzGo4IykELp3gI4PyEgKKcTGVBaiynNT6koyZ4a7OuqK6koy+9qrmypyBrvqhrrr+ztqxvtaG8qy+jtqWqryuhpKSrJQ2ISo7sYK3NL0aH9PVHjIwMDAwuJyNBxBIBCIROJvhgIR4ClgHYBlCnGBTNiurhk5edZDXtvJI7TPPeRbZimISl6ITJrPrgDhCTMJ2M3IpOHU/CX/6G50wTK2bDMq+TumeC00ri8tHxcQNSCjZnPrKfrSnTiIxUxOw45T5PYe7psHBe9ziTziFn0sIPVCTMFGSOYlh9ADRW1HWbW3wrJWnML3Dwre5RV/LCTzQkTuJbfIHX6JJyLSLyWkrURFb3ByGzKzCkHQrl9CYQcE7WBkgCAWCNoHQTzQjsM8kjfUjHrMTBYszMnGpoRDKsvCkgsyitPaut8PG+L0NLvlxZuMDZaC/UB333jbaGho/pX7Qe3lTWtjDYBaAUAJoLQC8jCZ3Ley3QAW+8fQqPobz5tUz/ZLmo1LHJ5W0JnT1Jk1NZ4zNFjU1Z7R1Zy/eBaE+IPq0tWmakpdLRjpBrgvgFCPx5dsb5eRCFXbG1W/ggKRXLKOL6tuwEopnFFUg8moZAsqIhXNYmWUSqRUkg+bZ8prIzX0sVr6iXKqNm7+ab/LTn6XbG9v/4gdfjgLZDL58hNH/TNudgHTl991m77MdEru8UobzOkAXsUDAZWjIbVTHkUDjpndXuWjsJbVwPr5+OxMzxC3uCTP9HTPrKww6zcv9wgeUjV9BCsci6maQjaOIWq7YPlFYaj4iOhQBMwPGfIJFeERH+YKD3CKD3PNSgzJT43AJgQXZ8cWZMKzUsPTE4PSEgKxKWFFWYjKQlRVQVpJFqq9thCNDI0N8yrAxGWiIutKMlNjQ7KSo0uzk/LTkXUlma3V+T1NZU0VOQvfv7TXlsRHBrs6vtHTUm9ubqYBsLK6Tq/dphPwN0Jhm0BeAmAZ0JYBhdjUMnrhurfOcdfCKoDKWCuqBpHxUxFxk9gisl94fwh8hE4B/+huJGYyMWs2PGEgpxIPTx0tbQSOXnV5VZSwuGHfiF7v8G4eidtSqlYKWu8OCN7ay3tNSsVGQesdr8RDTpG7ksqv+SWf0ikgKP2cU/g+h9A9YVmrQ1ofeEUeC4s/FZd6IiZxi4//xL69h5h2HIAgpl9BgYGNhZltF8tOZjoUZHZxnFPQeW12qVhZuV9PF6erTZWT3hYT2ZA/NK2t26dvSNHT2zqiN33CcOrpXWJSIvgyPtg+n4Lpaa0vnJrIJhFTqNQUMqmYRGvbAo1LoACAbkDoBdmoybOXh6RUcdq6FBOdOR2xZTV9gpo+XkZ5U1KecPjYypVrQ1Yve5ydS987f42LXGzOXB/L21gtolLqAGijkVp+7SnUE2kN9S0Fiqq39A3T1PTL+BVhwnpuPCIoPrEAJS1feWVXZSU/DU0vQ1N7J+/w32Unv0t+9EeTyeStra0fXBjFgWs2ZWYP2o497nwQOhTbAbyzpxCVtOQvOHQ/PrxuwjWr0yu/J7h80Keg+3Nmc25lbkCUd0CEW0RcICI1wck/+uxDtycumMDsEd/cPv+CntDydkRFfXx+XmwiIjI8IBHmngr3SYn2To7yykoMqcyJr8yJz0uBJUR7xkd5JMK9UuP8s9Gwsrz4+vK05urM8tyUAkxcU0VOCiKYDoX0+PCKvNTkmKBcNCInNSYXjcAkwIqxifnpyKzk6LrCzM76srrSvJXZ8e72FgDANpFMIlNJJNIP/P2+8IFC28LTx06uAoAfm1p18UXbe+RYXg4Mj+17YZ+ZUbBaUksJiupp6gYegU2p+UtOPtUVrcAjtMUrvK22C7iHNGdX4PyjeksbgX9Ub0ENpawJBCP6knOWbj9PSsxcefgqS/+4h66Jm4LWm12cF3dxXpRRs2E5cHk31zVe8ceSSrYSijZ8Ek/4JZ9KKNqIiL0Uk7ASl7gvKHj64AF1VhY+RgYWBgj6X8IHiAFi2cm8eyfLPkZmPuY9cgf5tYWkr0HsQbySPUqaRHUNoKYMNNVn1TW6D6mMCkkvq2hMaCg2KEvWX7QYhyMm676013+fG63CbeVRQeI2LRZHziaCejKoxIG0NZAJQCWYLln9+LTPUG3NWJNqpjavwUdQPwr0zIC0Kk1YlqqkNaioWqqu3fTH1Sovz+HM+K2+QuJyKZlcCUAjAG2A2vq/pBUAaBsebzc9+cbiXLH20RJOOY+Dqs8On8zXOhpsaOJ4xsL1/jWEt2tlTePU1r9f5fP/N6HvsAMAEInEzc1N+tVCIBCyaoDiMQSTSJjyxYr36OXscRBeNfE2pskqOOVVKPqGY/D9z2HBmPLYovrwjGJkYa170Cu/CI+PXoF3nnu+dEpFFc8UfwGpDUv+uWOe2QMeuV0h5R1x9e3oisr4tJTIiJCMuMDc5PBsVCg6xjcN4ZeVGJKG8IsNdkmEe8VFuiMj3BLhXhhUcE5aRB4mKg8TVYCJK8pMGOisbSjLoocPlfnohrKslqq84Z6GroaSvvbqspzkzvriynx0VUEaKiJgeXKwNCf97rWLd25cbW1tXV3bWFxa+blq+3cmGumbJXEb4/Ozg+W11S/ee75yQ5y+7G5s/j41a/STd9Fnn+LS2g1X35LCyhXPsNbqDvDRrzYpZz4lb9E9pLljCEQlf08vWvWP7k7JW/SN7AyL7y9rBvGZ08UN1KTs5YjE0YjE0di0GR9Yz4XbcAGZ+9BuM+2jHqLy1hxC9wSln0sq2QrLWtEPMqUk3khJWYuL3eThNmJjFWWA2BggiJnx11D4mzD8dxXfceiO0BGs1slZPSOgrQ10NNY01IYUlRaUTbZ0Tbb0dUe15dtMNHrsrWYLikkTq2C1H4BWAPIBwJLJlQB0AFBNoqVNU1AAlIC1si1s0ODT6/1G+nNqqutKhxb1joETZ4GaNlnuENA3+KaqXGWgM/PBfrO1Esx1AfAFgGYqqASgCtCqaYRfhg9zy1FLm9im9oJDqtcVVMLEFBGC6p80L3+8Y1Pm4JGbhq2dndgmrQAqDhABwIH/K4tM/5Plx3Hdj9HMq6urzc3NL97VXXrQeuRi251Pcx8x06G1fX6FVUfu2+4RleOQVtzFL6Z82Oidy2c3L8/Pbh/TMcmJmW/SC+O9Q3JPX03VOp705GMnvHTJA10fVr4YWjEXXDUSUv0VVlYfnZMXjUqMhsMwyAA6FFARHvRQAhXhERvsUpSFyEwORcV4x0W6o2K8U+P8U5B+qBhvevVBVUEaNimKnmhMQQRnJEbAg92LsYm5aERXQ0kxNnFyoH2gs3Z6qLMmHzPypbU8L+O8uelrq2fz8/M0AKg08POYqd8GhU0CwOMAoFEBWAdglQy2+2bmVwDo6gfj8yAe3fXaIe7oyVcGJs9D4TXZxWOJWbPw1NH8GmIQ4os3rB2VPecV3hYc+zU+czI2fSwE+QWVPYPKngmO7Y1Bj8SmjyHTZ1NyV5OylxHoaQR6Gp4y+dG38cYTlHvgl5MXIjmE7u3musYn8URI5gW/5FNe8cdyUu9lpV+LiV7lPKjLxMjDAO3cAUGsO38Jhf372Fl2Mv9JBUYIYt3JxL5754G9UqrPrxtaxxnf6dY2XlFUoqgpkXS0VnW1FtTPzSgYrKiorOor9hyWK7Q07Azxp42Mr3c1kyfLaWvZ22vZxI0mQBoCtE5AyiOCSgKoBIQG8L12BRbSaXr+u8wRoHGuTU1j6fjxORWlWXlpnIlBr6FmyxVLgEESR5vAVi8AXSRQvkHKJlLyAa0CkH8JBTwlAYCKofF6bYN72ocRZhfLX3l1ZPWuf98E35fBwsoyoFABDuBXABmA6e3B32Unv1fIZPKPUQgjIyNxcXE37hW8d1+3uN1/3ubrs7CG4KoG7GC3wZ0bEDMLA9suiBHi5eO4fN7s5FENIw3Jd8+vxWHu+YY7PbdPvf7wm8axer0LJV7oUVTrsHfuZEDpdFD1uH9Zlze2JCAlHYFOSc9IS4/1z0uB5aXA0DG+yVFeucnhFdlx1XmJeZio1Dh/RPjnmLBPKUi/PExUaW5ceX5CdWF6ASausTw7LS4sOSaoIi81IzGiGJs4PdRJ2ZgZ+9ayMPYlF41oqcpLjw/PSo6uL8KqyYpcP29elo8FNPLc3BwNABx++z8CCv+LUKnUra0tPB6Px+O/f/+OxWK9vb319WzPnfVOSR6tKMf7eNckJgzV1VL8/erRBQCRtg1Hb2SUgei0GT9Eb1LhPAI7iiqfcYbVJJUvPnHJQpWuokrXfeIG4gvX4Rm9CGzfy49pcMzge59SfvlbykfspTVfCElcEpc5o6RhwcrOw8a+G2KAmHdCDBC0e/duukfAxMQE/ZUc2M/FALFC0C5WZo5dLFwQJH+D71izsjlQ0gUK0kRlhU31I1tqFjQd028KqqUGWtSM5KEMbLI3wkLztqnSo972PgCmAKgkUtGAVgqojTRcCaDlAZC5TsSsUyuplA58Z9ag0/NeQ80xOQmgLAvMtVeNlftMT9Scs25wiNpoaqPMtwJSw18rwAKQDUAuAPkAFAFQAkAZoFUQQSUetKzh+pZX5pYX8WsrFPwWIP5/sFf1/7ps/0KpAFBptD83IxIAwAOwBQB9TROgkanbOAphC5AI9F9x+BUSFU8GVDwAM7jt/sX1junltqkVs/etcleTTG1y7RFdgdiv2NZxZEHd+UdWIqICLKw7GCCICWLk388nIyDDv0eADdotrWh04ar/U+vuE5f6pQ9Xa9+oe4UaiRkmJNY3hOXleiXG+sWFw1MjktPDExK8omEf0pDeyXB3ZJhzdKBDdKADMsw5Ge6ehvROjPBOgHnFh3smwLxQkT6pMQEZ8aFZKFhs6Kd4mFshJrq7Ia+zLqc8J66+JHX0S01lcXFuRkYaCpWelJSGQoUHBlo9fmxuaqqpIh/o4zYzPvTn2kfaNqDg15dmfm7x+o+DAn1G8N8NtJqYmMjPG35pFX7h/HvDI4+UFC/Z28WkpnTa28VEJE14wrrTijeCkN/CUP05NbjI1IGydnJo2reJbXDvHbqsBwSihoKTR1FFmzFZywWNmy7B5ejihei077CkYVTukkd4V9M3YHzSgZ1TD2LkhRhYIEZISVmGAYIE+Ll/XPzMzMx79+7l5OTk5eXl5+cXEhLYsYOBhYVlz+79EMQCQbsYoD1MjPv55G/ZHLH+cuolOHqBoqW9pqG+pH50Wdl8SlR+3fzMyKOHhOzs75WtYwPk4NC22/cxRTllC4ttBGruykYsmVQIaE2AXAVAGQDZOHL2GqWMAtrBXC0uPWT0wfkeXQWcnnq/vEiuIFe9z87rXQAAIABJREFU+eV1eBHonFsZHiyrTACU+r9WUA1ADQB1ADQA0AxAOwCdAHQC0AvAMAXMbxO3tglUCvn/QHfQf4KQiFt0JZNwFDIe0Ih/Lj6jkQDtb7vLwJ9rEAkALK0sb+K2fq53pNdB4wDYAmCBDHpn10p6RpKqOyMKmoJzagNLQVApiK2nwcvmQ7Cduc0jQ6ukiU2Sm4e7rb3dhYuXlZQ1du/jgqDdELQHgvZBTFzC6vfMruQcvdimal5n9KDucWSXd/VwXu/XIEzGS0/X15/fB8H9MdmIzIzIxHivFKQPOt4PgwrMSg3NTYflZ0QWZEYVZEalxYekJ4RmJsGwyRGZSbD0hNBUZFBSjH9rdX5CpN/ndy98XOySY4IKMHH0hGJUWHBhDraypDDYz/u85amTJkfdXZyaaquW58cAwNN1c3VmaW50ZLC7qa70PxoKAAAajfY/h3xSaGBtAxCIYGoGh8ksR6eXIOOzrt98YWD+xDe6+OxtF7vPSakFQyHI5vSiCfeQCuegqqCEnuwaPCp/saIDYCvJUehZdBExvXDRK6ypqJYcnz4TmzqTV07zC+8vrAI1zZtD4+Agn8KTVzbqOmoQA3RIQZqeaGRnZ2djY/tLNwGCIBbm3XQocHOK8XJLsopcuqb2qMjo0Yz+6QUt3QUdrVU9Y7zmKaCl+UVWsvSYHqivn/kylV4weeF59tmXDc217STyMACVBHIKoJUCWhPAlwJaHgD5ZFrhOrWUAJoA6AWTlRsIl5YbxtVykrU6h7tuvx4Lypgt6RvoHqnoacR05QFaw18rGAJgGIARAMYAmARgGoB5AOYBmAFgCYCtv/XYUwEgAfB/ZnHAbxXyXythDRA3AI0EaGRAv/JpAE8GG+C/dA2AsQ185/h03bdBTOtoQu230IIWX2yjD7bZJ7fTr+irf/G3gOxFWOGSO6rHFVGFqRn8OoNfIgMcAEQK2CKC3uHJwNgk0z/uCmsZSR21MLj28ElYvDWs/L57u+GNKnmzjGP3897EdiNbZ6Lz8u+9f3/I8LCMlvK5q6fffnjh5PjsldW102aal88cvn/j1MvHl+ysrts8v/ry8aVn98+9eXnX+c1TX9c3EYGfkRE+8VF+yAgfRLhXgNvnjMT46sL87JQkHxfnB9eumOrrqkhLmhoZyEqICPNxnTI9iogMGxvqw68vry/NLc19X5r7PvC1pbI0q6QgvbG2qLYyLwsT/58OhR9CIpHoiz2pVCqZuk0DZLqubSxv4tZogDy/OFNQ1zi2vLlOBeduWkmrmpmefi6ndiGzYKi0CecZWts1DKzeZWIKVxMzFtwD29PzNz96VSakT713rYAnTsQmz7r6dOWWgPCYqdTsHuZ9UoubNI3DeulZ6IRE+KOHd0tLiiAI2rNnDzs7Ox0B/Pz8QkJCzMzMe/awMTBABw4c4OURpEPhzy8HNrXToqapqpbfNAwntJXn9BVxuto0FT1wVKlxL5QkxgbqC1b6hwIiikR13sibRXS1fAFgEoBKCsAAUAGojZTNIkDEAlI+ABU4UL4Kqv78eu9Bfw23yT15sv7xp3XMxHjFVlZ2Z0AG1r0Inb3UD0DHL3QdgE1A2wI0PKCSAJUMKFRAAfRVwDRAolBIFOo2DRAA2ALgXx+m+B8iFED9WcmAsk0lEijbAL/6l1CgA3KICJpnN4q+jaMbe5DlTVGFNYmdG2E1U245X5wxXe75A+H1iwlfiOghkNdJQpVPX3sdeuS8lWckpr53bGKVQABggwRwAMyTQXnflEdawYvIJIe0osD6bueiusC6ydhWEFMFQnJAYMZyRN4Isnzg3P3HIkqqEBMTxAQxsjAIi/GKiHAd3M+koyZtpKdkcVzvj3OmNy6funbxxKUzxufMDU8Z6547ZXTrD8vnD67Zv3zgaP/c+a3Vx3cvH928oyZ3iBmCmCHI1MCwJDuPsLK+vbqxODsyOfptYuTr2tIk3S8g4pZmJwcLc1PKijBlRZiKksyutqq5qf6FmcHvA+3/0VD49fbxzaXl0emZ/rn5oS3cLACbdN2k4oiAWtHY8HV4ggjA0NhmUHg6F5/aZ5/sioZly4vOyRlDEYh2ZNJAYupoYFhbRS2ptx/A4F9T0udQqXN+gT3VdSAlbf2ZnX9n/7yilv7E0tQLmycfHO2cHN/ZvHoNg8ESExP9/PwuX76spaWlqqrKz88PQdDOnTvovNi39yAE/T/svWd4XeWZNsr5zjnXN3PlfDOZkpmQZEIIEMYQk1ATIMUQIPSQEJrBdIONwdgYY1zkXlUsWXKXLduSbMmSrF53lXbvvffee1t9PefHkmXZYAYnZIBB9/X+2FtaW1pr7/3e66n387//11Xf+sf/873/+//6x+u+f9vSnz04suAp6/0PuO+7I3Dfz1J3/qz0nzfDvH/I3/Xv5sdvgolm3KYKupPvrjo+7/bl/V3D4Yi0Qg7mSicpcgJADhgPYBzKYwBCHCYTxHARuAAqKEpyurO+ts6Ty060bHHvbQjX9ZmbFOI1I50tLjuA69MXTQBNMW1A06MTSAASaBIoEkiSJCmEpIskXaSgQMMVj3X7qiGPY0WSqACNnp+TXgG6TFNAM+2SQAPgADmEihewYLpyzhg7qw2dkrqOTpoPsHWN42pmres2VbNDp/RYnxc6zeTuEdfLtf33L2+6/t6Fa+q7uyZt+giRA8gDOJOov0Ae6WS39ItOsjXNPH0DV7eHp9stsFTLnUd0oaPq2DFp/gg3v78vtLfd2NAmOtgx9dxrbyx4+LF5t9x6/U033Xr7bffee/ddd90x/6f/eeP1/3HTjT+af9N1t95y4+0/n3f7z+fd9rP/vPWWG2+68YfzfvIfN17//Z9c970bfnz1DT+++ifXfe/G67/fUFtnNZqmZfVLZRLFmMc0ngUoAZn3OLSDvW3HDtd1tB1mj/XYzKKgT5uIWuIRczxiTkQt4YDeZZd9pUnhspPFqNKMLwRQofB8MuYNB+wIVmH8QJvdnUzlaRrC4SxNA0aBzpR9YdG6u3+16OHHli9fcaihkX2uz3b2nGPHnvExdrKz29fTF+FNErv2SE53hFZtql+2euMb77378pJFJ88cXfnBO62nTix/9/01a9bs3Llz165d69atW79+fW1tbV1d3caNG7/znX/5+7//39/61reuuur/YSyFq//9+m//ww9+ePX85266r/GuJ7ruebh3we9YDz2iX/BHzx1/yP/mHveD98hfehiUo7jX5LZ4Vq2qf+B3748NsJMpNQnjZew0AAdADhU2UEOA8ACmKOBlqcE0PojTU0BpAdFbphSLnjj88EPK3z6vXX5cf8Jh2T4+POZHAFKXWQQANdMeeIEXpqd+U9MbZzoU97VHBsUKJPXJMGOJgAxCh7OoLZxROKJ8vXdUbusXW+pGLY1s5+Ep/3FJ5LgkckQQaOK46sdtx6XZrT2GRTvOPrCk9pF3a1c2DvQoY5YSJAASAPIQ1jll7Zi0HB9VbTvWv7bxzJ42zp4O/t5++SGO9ajEv18c3Ml2rBvQdevSewe0K+p739zQsqTq2NZ9vecmjHpX4SJJh4uezOoApWc3hOKfsVCkgKFF5rHLaRkc6NEoOSODbe2nGseGT/s9WgpP4kgsGbOH/Jp4xBiPGL0uuUHLUcpG1IoxveYrH1NgwLSjVCqVfD6fyWRSkRjz5uClSi6RSoajQNJAAYEAUJBNlZlveblYAhpy2TRNg1xupimYmjSUCnCuW/jLO5+64ce/feWNnbf/4qVVa45v39Xf3KLs7fdt3Dxwri9Qfejkg0/9eWSS9eQLj61au4zHH1v85us1e/Zu3759x44d27Zt27Jly+bNmzdt2rRx48aqqqo1a1YvW7b0jTfeeOB3D3/336/5p3/83rf/4ftXXfX//a+r75/3oyeeuPbPf/7RU8/f/Oz7v16+/6HtPffX8Z5Ye+LBJY2LVvq0dp5Yu+twz72PvPvQkxtkAhVBugH4NPQCTAEtw/OjRLkbQE6SPJQeJWGUgDEcZQOmAso1MCa97d6jP78vcvMf/IsatM1qTXVnvyMK07Kcn7JKNFRoYJwv6qLvHg0AOEAJoARATfPF1xzIxStHUPFSJZTNi61hnt43JLOf4RuPj6sPDqv2D6sPjGiOC1LHBaljU8kjvNgBVqh+2FPdZ9/ZbX7uowNVR8f75VFDFJxpsMcoRxT1JPCjE+pNLYNrDvVsb2cfmjANmfPdmtSWdkGL0NMuj3Qokyelsf0sb3W/dfc5a/WAa/Gqo+9XnWxomeAq3PZwOZKFEgkoQDlXQYsYgZ5XMKaBJIEgLpADRQNJTX+ENEAFLSJYCSMqJI3N+NE0EDTkachjVCoQMfOFg129x8fYXTqT0KSfDHg12ZQzk3T43CqDlqeSj6sVE0G/IuCTM8vvlQV88kRMXyo4vwakgKLoTPH5NAgAAiophCxQzGOqSOM5AnDIRskLbfY0BWQZqBKGEUCD1eIC+jzhkoAjEIoBm+96/sV1739w4M23am+9/aUVK49v2txz+4KHWrq61mxbe+Bkw/LVi5e//3bryVPrPq7asWPH+vXr169fv2PHjh07dmzYsGHDhg07d+5cvXrVli2bjh07dqz55NYtezZV7f7owy1//MOi/3Nf1fX3bpp/05r/uPqtf/3+0nm3bP3T3Sfe/+W5F6/9aN+y4X3VvKazmrfqejaeUfzpg1N3Prmz50x/MCRGqKFCpRWAA6AAhAP0MIC2grCLWB8AC4ALOA+KMiDdbF3wP+9t//G9uXlPFVecjA06/bsPd6pF1CVjF2YWBRkKMhQUKChSgFCAUYBTQBI4UBRFQxkgD1ChaaBw+IIGlH6ZKAOUAXI0REqINRyTmKyjIuk5Nu/MlKWVa2geU+8fVjeN6A5zHS3iUKsyeZiV2Nvv23hSt7JJuLxh8sODkk2n9Lu7HIYouHLgzYLKnuoblZw6PdDdPcJmCfYOiOr6Ref00TPK8KqjYxs7pCeVmUaub1ufah/XcXjKv6NTs3jnwIvrOj+o5dactsUjEAlBrgAEDRhAAYMiBijARcIwjFlAA01BBSEwnCapC+xAUoATQAE5m+vLSCmZToSjIZF8sLWj4dCxHWOc01aX2OVXOH3yQFRnNQk9TkXIr/N71A6rxGGVhPy6TNIRDqq8bonHJQ4HVbGINhRQet0Sr1vyNSCFvx1mzxeOx+MsFmvPnj1Lly597JHnnv3z60ve+nDDut3Vuw/urT1avfvg9q0N1Xvqd2yvXvvxxqVLltfVNm7ZvHP9us3r120+19d+tLlpb331hg0bt22tXvTi0updRw/tP3u2G21uDra0eH7z283PvtLz/LvqO59R3fy0/Sd/0t70HKeeTdYMWR56q2rhyoZnX2/88U1L1GJhOecCMOL0cK7cRsMogIoiNQSoCdASYCLASUCAoOMElSWowpTRfOvdvFt+jf76Le1bzdwT4lJTl0nqMNGXwZf4Vn8qZvcXzQZj5E9PnQeSoFCcqGB4iQBqWn2ZxgEpQjkPWAnQEhAEEAQQJBAkhpMljMxiRAYjHBnwVkCfhC5lYk+/ekuffNeEoYZv3a3C1rOjq3qsVefMTaOekyzvsV5T0ylJ3a6xul0jtTv6muoGhnqUblu2nAOsAI4AMip2VJ8cW7739HuH+tcPKOsUkYPWYo1IWSfR1osMdVzj7mH97n5TTb9j35DvvRVDa9aPVzcIWrs0XJnLEozHkEIB0GKx+KlT6hlQFBAENXt2C2MjoBhVQQgEJRkzgQYAyAOdrRRDsbDFbpEqZRNTvD72+FmfW3NFy6QX2MwSj1MV9OlDfoPPrXHa5DbzN54UZmq8aZpGUTSfz6dSKaDAbPTV1x19+aWlT//x5TdeW75m9dZtW/Yue2dF9Z76Pbv39p4b+nhNVW3NvpUrPtq0cXtTU9PChQvr6uqXv/dBbc2+zRv3bNlU3d/L3rpD4XTBO8va1Vqo3u98fY1pwWum7y4Q3vyc4a7XpPs4sLpZcO1vX/zVU6sXLTn5wqIzCpEsn/ECuEgQFrEhABGAiSRtJFhJsJPgISFMQoKk8yRVJin0604Kl2BmEBNOUxiNoxRGUCg1y1u+ECOlCRqrUOUCIGUg8XA0lCsVCQAUoAzgTFXYGlc7S7a3S7vjlKSqmb/9tOyEMNxvRVuk0c1n5Wt7bYeUxbMWqnbYtnDDicff2rV8R/vRPs2ZTo3VDigJ6SJI9alhnpUlcYn10YbTk8eGdd3y8ICpcFpXqOcH13TrlrSIdo+Km6b0J5WeVpl334h27eGR1za2PL2ikS8siORFjQl1+IloDoo0479c+KZd8lkwolAzBh1J0gRB4finSM5iOFkolhXScYV0XCVnaVVcvYZv0gvMBqHFKLpSUvC61H6PNujThwPGkN/g92jdDqXTJv9GkwKDS1rlASAUSCfjJXy68g00KuvGDbvu++2jb7y+5Ne/un9j1bZXX1m8fdueFe+vFkxJOzvOXXvNT9VKy+pVG4cGx5979kUeb7KmpuYHP/gBX0RWbR7K5OFQs1JqgNU1vp88PProqvwdL1tvXzRVM4QeYoXWNo02nNKu3Sx64smTSrE2k4wAJABsOK0CcAAESSJCQYSCGAVJCvIUXaEogqKAIuF/DCkwckY4jjPz2mZighRVxvECQRRpugKAkAwtMIMqzycUUIAMQBQottW2f2Bi07GeTSdGa8+pjrCch7ihDkWhR4u0CVPN44FDg+7GLsuuE8oRI/ZeTd8vn1nz0tojLFspChAAGNRHCgCOBLQMKqoOnNvZzjshdLfJgk1cy84eXe2gpWHUWT3g2NFjre73HhMUewxwjGXaenz8pY/qH3lt7aurq08NSfMABYAyCWUSkE8EOBlQFIWiKDN4kvlJJpMpFoufrMfJ5zIkgc0EGoMBn1Aw2XuuWymbUCvYOjXPqJuymsROm9zjVHld6islhaBPH/TpA16d36P1utRuh9JlV8yRwjQoimICmcViMZ/PM7Scz6HxWK6Qx0gCaAoIHAb6Rz9eU7Xgtw9uWL/lP37w4/eXf/j0n57/2S136NSB996pOtsx8uLC1/fubTjecqRpf61SLVi7ufd0l2Hj1o7BMX/NIf1jrw3f8Puhn/xBedNTyluf5VX3lTvlpVaW58xw8M23u/7z+o+1Sns6mQOoAKQAogApgCJJligoUXSFojGKomZy7hTxP4cUGBth1hkWAZgEE0qRCIaXy0ghXykADTQNCAnJCunOlA3xrCqakUez7x87UNXV0cgVtqrdnYbkCUW6iRvdM+jb3G3ez4sd5Se3t+mX7xx9f8vQ5rqpuiPqhYt3nOrV5ADSAAkAjit/RunpUPuWbmuoOzt2VuHsUAf2Cxy7WNaNY+Y1g4aqXsuuMW8TL7Z/IrLnrG39IfkHe7jLt42v3d1xtFOssOQKODAT4hAcMvkKAigCKAIYCiQK9Iw3xICpxztPfwwuqq2iAceJCoIWAVAcyUmEnJbm/fv3VfecbTVoZdlUOBI0RYKmkN8Q9OmZ/exxqtwO5V9gKXicKpdd4bDKHFaZ0yZ32RUep+obTQozQnQzIAgCRdF8royh1KWmGw1Ag9cTAhp83nA2Uzrb2cvjCv/w5J+v+cGtf3zytf/9//7L1i17Vq1a/c6yt3bv2fLhR8teeG13Z69h/2G2QJo91hl4u8rws6em/vEXrGvuFyx4Xb1vENt9Wv3q6saXltb+4U+7Xl100m4PZrIlGiga0Jk0AUlTABefxvnM1P8YUrgEWDlB4XkAlAaCcQqyFCQQqkBBsICpvfExrbN9SntgQl47JNrVL2jW6A9INXt5qt1jyj0jhrox9wFe4piguLh26JUdPS9VnVm+Z/hon0tqBr0TJBpAKTB7iLYBVc0J1t4uwYExXcOEdteAtLaXdUKoP6307OeZtg1qdrMdR7TFdhccESc2dChe3HLmj8sPvlV1Zn+bRqBBfVFAaWCi/yQNKAKVEkZWKkBiBGRIyJNQJKFCAk4CRf4XyRwUACWpcjoT8fpsZotGo5UqVaKu9sO88R6nWV5M+7FiNB112o1ShWjcbpE6rDKXXeF2KGdcgKBPf6WkMGMaOG1yhlMYV+IbTQoMmHznJezAAMOITCaXzeaZDRUJJ9OpQiyaBho0aiPQkEzkopHUJE/Zd24cKPj3f/vB228tq63de/r06UWLFh05qVizoTWWgpWr29v78mtqEjc/Jvn5c8Fbn7Q9usRW25Vr6tcdG+SPTKn7h9UmAxJNZgoVhLw4Gk3CZecUfN1J4XKBRgCcBorpR4hhYElhEl+WbYsNGM2dct0xnqxpTLpvTFU/pqsbNdWOmPfx9IeFlhMyT4vQ0zCgW3to4uV1J55Y2tDK93fLEsOaPNuIKP3gzYO/CPYYrKturz0+cXLE0Cn0tYmCR7jufSzH3glnq8x7hGerH9Q0jhhPiUInBeG1zZOPL9//3Ad17+9pPT6kNIfpEsNVFOQLkM7jFWLWB0QBkBSQxGxLZ7palCZp+lNogSRJFEXDUZfHZzZbVUq1QCzliCRssZQjlfNifq3fIbPp+UYVy6bnh9zKYspBI2GPU8X4CzMug9+j9Xu0V0oKzAsDXh0TaAz5DeGAcY4UAM77eJVKBUEQJvRYqZToi2pFKJLECQKb2Y2pZB5oCAXjs4eIOBwuoEGl1O/Z1fj+ex+/suidfYclWiM8+PCqU+32lxb3//Kx4fmP6X/0oOfeZyIPvWbZfNw/pI3mABBACSBogDJZQgGdbUpeKMT9tJklX3dSmNH8YkAQRLFYzGQyeYJMlDFnqij3pkaNwTap+yDPtpdl3sHlbGdxdk0I6nm6wyL3MVH0EDfUOOzf26PbeIz37s6ON9cf/XB32+FOgUATcUdBZi150hAogsCSPzqoqj3Db+yVNI9p6wdUB8eNzTzXIbZ777C9esBRPxJo4iQax72nhPEDQ/alWzqeeGnbW+8f7OgxON1QJgAhACXPD0IGigaMwMsIlDCokIDSgFMkjlcQooxB5XyBAVA0hZEEgqFFFCkgSJaJXlUqlUKhkEqlIpGI3+/3eDy8ySH+1LBQPC5TcLV6kdmqcLp1Hp8x5JLGfMp0WJeNGpJBTcAhtmpZOtlQKu5IxuzxiDUSNDEGwl/sPjCkEPDqfG6Ny66wmsRG3dQ3mhQqlconiyYJgmBYoFQqlEoF4nykh6ZJigSgIZspEfj0/sxmSqUiBlDB8AJFYwCAoQAUFLIAJNi9cLLdxJvMn+tL8CSweE30h/fI730Z5t1n/90i0+Zm3ymO1prxFCHiiapoyGJQxKCCAYEBYAAVoBGgMKA+QQcUQxr/A0hh5qxomi4UCuFw2O12T8jUfQJ5K0tycEhcN6SoHTfXT/r3SWK1Rm2tRr1XYWiSOZom3TvPmVbum3x14+DmA6IjPVauquhOQLYC6QL4gwWrNSjXRsf4lsPtrG0Hzla3jxznqk6KDIe4ioNibx3LunvE1MDxHxGm60Yi7zVKn1zV9dz6c+/V8WrajH2cuM0JWAGgAEgAyCIKJABFAI3SeAarhEkiApBAIYVCGoM8CRWcREicmv5kZu4mNABNAo3RdImmS8ViMZVK+Xw+k8mkVCrFYrFQKBQKhTqDyGSROd1af9AcDFuDYasvYPL4DH7LpN8yGbQJQnZhxCmOuiQxtzTukdnMErtFysQX/R5tyG+IBE3RkPlKSWHGB3HZFRajSK1gCycHuKzubzQp/K2BkWWgAUigAQoUVB8Xz//d4O2P5m76PefWZwfqWflDEpsdyBhUUCBooJh4GxOC+jx7mKcz/OwXnPm/Qn79lvbtY7xT0sqBHovcZWESe4xUxt+CC8rnLWOmlIAEIGggScDIPE4VCLpMAX5RxSQOgABRpLESQWAkRVEEhWNEpQSQoiGMgb0IkjDeo00e5vv2Tbg/mhyoEk/sVkj2abQHVZYmkbmOpa8e0nZI0eqztverxxavb39txaElHxzYvbe/u19njyUTJMQpkPuT7VPag2OyIzx9i8i+/EzbmsH+nQLhPrV5n969W+7cwDN9MKreO1Y+wEWbRjPrDsoWfXDi5XebNu/uaeuUCQQCs9mcTqcvmZI0a4fPPCdg+ho/ZRGVHJCVGZECvJxNRf0Bt3V0qH1itIPPOScTj+o1fIdV5nNrQn6DzyO/opWIGaNhXcCn9LikbqfE45IGfMpQQO22q912tceh8Tq1PpfO59L53Xq/W+/0KF1eldun9ga0Hr/G7VM7PUqHW5HNxYIhl04vnxKwWOwhHn9MIuWrNReNBZwjhS8YlyOFBS9o73918hAPOSZxuQHiUCliZQq74lHoXxYpMLIE5PmqXOp8an2WL43TgBMEgWEEiuIECgQ+XcZXBigAZAHCFHWCI2jlSztEhh6l96wsdJwfaBp11Q+66sXuap5l+6h+17CxYdR5aNx/eCx4eMT//Ipjb23qrG1TcQyIKwtxHPIAeQA3CuMG747Wwff2ntrczjomch+XB2pZpq1Dxp1jtjqet1EQOyhM7Z9K7uMm9rLiy+rYjy47/MCruzc1jdtjgNCA0eDxFmeLssL5nBSO4xczAkw7doBT59fFtcbEjEKBw6IWT42PDXX197SdO3uSuS17nCrGmWc8+XDAeKWkYNCxLSa+xyUNBdTRsC4a1oUC6oBP6XXJPU6ZxylzO6Ruh9RllzhtYqdNHIwYA2GDP6R3+9Q2p8xgFqi0HLlqoqv7dG/f2fGJIalM4HJbi6XM+ZKQC5gjhS8YlyOFXz2puPfpsYb+9BGuNQjnuxE/bZQhTdOfGgFl8GWRwoxC0fS6EAMpnucFJsA27fgwNUUxkrAWK9JEZtAdOq627hWoz5j8x5WOepZ6Z7dk11lV05CrfTJ7To51iuDwYHbHceeGRtW6OumHO7hvfHD2mdePaL1giUEUhySAKQOdIsfWUyOrGts3nuHXDmsOTbqOyyPthmK86sm4AAAgAElEQVSHDTskT20ZcfRboVMDR9j4ntOhjxs0723iLl7V//ryrgPdQoElkwMoA0TTmN8fR8r4Z7SAYSiNY3B+1iTTj4Sev0YcACeJSiGfiseCAb/L47ZplZNyMWuKO8hj9YkmRwwaYdBrSsc9kaCJKRMKeHWz6wKulBQ8LqnPI/d7FQGf0u9VeFxSh01os0x5XEKvW+T3SoJ+WTioiEXU8agmEdMqNVylhqvW8dU6vkrLU6g5UsWERD6eySbyhXS5ksfwMk5UMLxcQQqlcm72tc+RwheMy5HCPY/I7np8cM+Z2MERQ4gCBKa/aYze/uw6y8/Gl0YKGAIEBiQOFCNhNL1oKFFQpgAhASUoHCcJDCdRjPKgWVUiMGgxHZXId/NkG1jyD0bly4bky9rHNo4oGkXu47JYmyR1ipfY3+3efkTz50WtL77Z8eFGdltP2OyFEgklCuJFONw2dbxbdnrU0MG3npo0H+JomrjqA5O6ZmX2tBlr0ZQ2D1rfa5F81KVvEKVarXD70w0LFh15cWXXlr3i7oGw1QhYDqACCAA2nSOkgEIBywNdBCrPFFBhGIaiKIZhM28dSQBJMu/kDCNUAEoUnkfLqVw6FA7YHVaNViWUCFkC/qhCwtIq+RaDxOPQBL3GSMASDVqjQavVJLaZJUxEgKkLYEoDrpQUknFTJKT1uKQ2y5TFxHfYhD6PPBRQ+30iv0/k8wo97im3a9Lp4DnsXLuNMzrezeENiKUsrV7kcGkDIWs07kqkvBd1YV60LmCOFL5gXI4UHnzWdt/zgsaB0iGWw41DDoDAL1S3kCQ5exrHZ+BLI4VCAUolQBEgMQCCBoIAAgUcAQoBKktggUzG5A3KjHaeTD8hVB+b5BzgsOsmONUcaZ3E2qCLN5gL9Ta0WRNvVsfqWPZVR7hv7+pdtq3v7Q3di94/4YuB2QMaG2nwUbYorfbk+qbUBzoG2obUHeOm0yxz85i2cVjdMKFt5FuapmzLmwVVXfqacW8jL7iPG9jSo31x59k7X93GMqT45rTSkbf7ivEIUklikCOgQAGg+UzYZlZFAlZGKxjoLBSDM9c3k6WmKGrWp0AB4CRVRrBUoRTJFQNywbhCOKEUsdQSjkbK1cn5esWkQTllM4s8TkU4oE9ELdGQ0eNUGHV8pWxstvsQ8OoY3yESNF0pKditArtV4LAJXQ6xzyOPhLTJuCmTstosXIuJbdCNqZWDUnGPYLKDx2njsE5Z7RqXxxiOuvLFGEEVZjQHEARD0ekhD5f7qOdI4QvG5Uhh/sPyW//E3jNQqWc5jCjEGEK4JLY1S1H3cvjSSAG/oMyAAZQAMgBxoNSRhDwQnXL4x7T2HqG+jaVoHpAcOic4KtIdEeqPiMxHpJ4jslCjMLRjzLWu17xoc8s7NV3v1XYvr+muP6uQ+yEJkAZQe8sTmmA7W908ImqeEB2emNw7MLalo2tby8ShQe1pge+MONQqjJwQRg+z/TUDtppeTX2/flvr1NJdbW9tbt7ZMjqiDBhikKEqJcAxIGhGXY4uAVUEsojm40BXmEWUEomgvZQOAl26/AVTFI2VK7lkKuQLmM1WuVrHl6smTCq+RTNl0wmdRonXqgg41GG3LuLRG7Qco45rMU46rCKvSx7ya2JhQzJmZqoAmEpEpriYyQteKSnYLFMelzQa1qUS5njU4PcqzEaeRjU2ye0VTg7IJWN6Dd9ukfrcmkjQFI9YLyu+cD4UTBKAVIhKGa+UcaRykbs6RwpfMC5HClf/lnfdk6MbB4pVg/rhcEoUibpzJeR8DfwlWdLP2NVfGimQACSgBKQq4M5i6lhWGIiyPYGmcdn+CfkBluogS3eIbT7CsR3lOo9y3a3qdLMoVD9q3dOt23VaufOEdPOhqQ37OANsjy0IBYA8QAQHSwp6RK6NB3t7VMETAlvjqKZmSFXLMjWKvIcU0UPqeLMocEabbZOn6wcdm1rU6w8qP6gRLt44tq62tX/S6stCOA9Wd9LjSxHT2rPFC7FPGqNIFMcQFCmTSIlCy0Cc16E6H0REEGR2SwIA4Diez+dtdpPVZjCZ1TqDVKWZlClZYtmQUDJQiDvyMXsuasuELamgKRkwJvyGuE+PVryFnD0W0XrdErt10mbh262TTrtgdqMBU1xsM0usJvGVkoLfq/B55F63zOUQ2yxTRj1Hqx5XKUYMarnVoPG7bOlYiKgUpvVpafySMmqSQlGsVEEK5RKOVEgcA5r69EIYmCOFLxyXtRSet932lmoHD1acUzRIVbWjw8dHWUMilVAo1Ov1kUhkdnDxM5yIL4sUomHKF8CMztykPtgtNh2aEO/qm9h4drBmQlczoatlGfaybfUcZwPHu48baOSF17Sql+3jLdrY/erH7R/vGTneaRZKSzY7RHyQjoPNjvaO6I/3CDu5ujOT2qY+7n6uu5Hr28cL7+Un9vAzO/j5zdzSRk55+6h1+7Dtw5PSRVsG3tw6XnvK1z8FfDXEc5BHACNmlRUSeCkcAHo6FcLIzpA0EDRgNAABNAZEhUTLJIoAhgFGAE5OpxuYbqVCoRAIBBQKxfj4OJc3PjnFlkj5aq3AbJO6vKpAWBeOG9x6occg8pkkQas84lDFXJqER5f06hkK8LolAZ88FFCGg6pwUBUKKJliZIYaZq8rJQW9liUV97PG20aGWvjcTqt5spBzAqQuCguQADgNGEWjJIpWCAK7pB7vggYXDUADRQKKQCGPZTMXCWnMkcIXDRrFkQwNFRTAGYMPNsvv/T33d096rrun6+l39dvbiod45UNi7z6ptFo8sJl/cnNz4vAQ3sEnuieTQmsuRUEJoAxoBZIIZAgo0UBMh7qyQMRApIerb9gz747+Z95IvLI6VddL7WW7DimUx+QjAy6lqhD1UGiQhDAGMRQyxPkeXQIABaoMVBnoMkAFSGQ6D0/TJQxPoWgKaAyAAhKjsQqGoBhO5xAIZVBXAnGliDZptHHCtr1fvXPc2KgI7jfEd8o8H7G0TSO2hkFr/YC1YcBR3+/e3Wld36xa0SB85r0dx4bEQQRKANEc4vIk/e5SPAAHegf3nh3cc2Z011lB9YChbjxYy0rVsHK7OnSNg85Tk6mzMuS0sLx/MLLpuHHlXsnazcNV2wePtUrUxmS+TJNA0VACyKbKpRJFzlR8FQi8TFPYrDsfSQFOUDNqJUCSQJLT78ashZezibBXr5LwJobGBnsm2SNahchp0V22/ucym9Zi4tqtkx6XNODVhHymkM8c8Jj9LovPrfJ71EGfNuTXhfy6gFfjc6u8LiXzwGWXOW1Sl13m96gjQUMiaglH7b6AyeZQ6QwiuZIrkbGYdaU3j78Gc6TwRYMmkFK6gmUwAKOv+PGuyTvvP/njW9pveYD3+GL7O7vSHx1JV52J7B6N1k4FawWuvaLWRtHZWnb3tu7unacnmrrVR/s8R7p8MrdF7XPZoqFovoDRQJ/viZqQwoLHx/+8KPLE84XvzZu8+Xf8+97gvF4t23LGua3DvvusqaFXd4JtHNF69LFcAKdLZbxcwREUx0lGjo2gAacBPa/8RdBQoqFEAUJQJE4ARkOZggIF0TKtD2YHZZYDfbzdrUOrjk5UD+hapOFmaah6zLRtRHdAGuhyo32a5Amee3uraOmu7pfXt72za2BHq+bYeDQK4EJA4k8NKPRn+YrTo4q9xzmrt3Qc5iiOT+nbpO4zysgpafIAP1oz6t854NGFoV+c23ZE8MrqlmffPfDO5o6aU7J2lj+cAU8UotnpoikaiAqaxvAUdol9fH5VEAxBcZyg6Eus4/PJVBIppWNhn9Nm0Wt0Spl4alwu5miVAqtR4bbrgl5LJGCPhZxXSgoel9jnkYYC6kjQEAlYwn5LwGP2Oc3xiDnk17kdcptZZDZMWU1Cp03qcSq8LmXQp42FTYmoJRY2Bbwap01qNkxJZGypnCNTcBUqvkYnNJikFpvS7tRcqZv512COFL5oUAAkguBZAvAEQo0Kgx9u4zzy3Mnr7xm45cGJWx/n/vwP7F+9Iv7Tx/ZXd0dfqY7s043skfZXi8b3S2UHRKZ6tq1xwneUnzo8qD42qj7N1w0qTEKb0xANeIuJGJ6pORG6/s7662/rmX+v9qZfWp54ufTIq6G7npL+eqHj0be9r22MrD2cqOmONPRba7ont7b3s2RhnioisUR0/pgtGfaWgiHCH6F8zD0WAxyDCgZoicKjmYo7mB8zeoa0zk6x8RhXtX9M0Tiu3MfSNLL1g06sTRE/zHEdZjuPsJw72sQvfnz07qc/uuXhV15bv/8032FKQ5AALwL2PNiysPHYcKvQMmQNH+IqVh3t/vD4xDFhiheBzX3K2gnLIaHvqDC4n+1qGLbsG7IcGLX/YsHSP724ddOenn623RYii+elIxmpRXSaESgAAsPyOJKb6RzDaaqIVPLlUgXHCKDhEjKgASgaR7FY0Bv2ubwOi92k06tkCvGUeJIj4E4opRyjVuR16uJhRyrmjoXsfrfBaVVdKSkweodBvyrk1wW9Rr/b4HHo3TbDTDLSZVd4XeqgTx8JmmJhCxNudDuUNrNEr+FLRSN8zjnWWKdKI9QbZXanLhCypzLBYjmB4lmCKlz0FfscAem/BnOk8EWDAgCKhgoJFRSIMoAtjPZxXG9X6V5eo3z0De5dT/X97PH+2//Em/8E55oFA7c8r5n3zOSvlokXH7Sv7XWs6RVuZvEO6FR13dHGgdjBscARtvUIV97M5x4Xjp6QDEnjRWkEggAcEyxc6fz5g+O3/Z51+6OsX73gn/eQ7Du3d3/nrlO3/KHn6Y+kqw95dnUlNjf5djX7ms4GT7GCvYrAhNU76XMKQ/YoRgXLZU8+6ciEzbGQ3Okdl9m6J4zbBmQ7h5XbB+Wb+iQ7RlSNIvdxbeyEPlF1RtQwZjkwal2zf/SF9xrf/uh497A7kQdTkgpikAYIEyBz4x0cZ32baMcRzjGe4/iU/YjA1CQwHVL6D2ryWzmJJW3OVgvVasIOS2JbumRLajpe3Xj4ne3Na+vP2CxEMACFwvRUigqOxbNhX8RRgmyOSOaxBAbF6dohZsrb+ZpCCnCSxkgaY35yobyKQCuFbDIa8rsdTqtpfLibPdY7yRmSClkaxZRJJ7WbVS6bNpv0pmKuSMDid+tdNpXdLLeZZDaT7EpJweUQuhxCt1PidsjddrXbrnHZtC6r3qQTO62qkM+cjLpSMXfYb3HZ1Ga9xGaS61RT4qlRHqtvkjOgkLCtRpnPpc/mYsVSCieKnyrX8vlT138N5kjhC0apUCZJnKIrCJEmoEIAjgHkcCKKgzsHIiu0TST3tgXW7rO/8IHg3mfOXvur4Ld/qvz2z6dufFT28xeEtywc+NW7w8/ukq9qim08kantKzayMo1cXwPf2ChUHJDKDstat/Xtr+o43q4wqrPgpkAZgYau4O6z+Lu1/gffnrzpsZ4f3df54/sHbnhg/PoH2E8utj/zruv19d5Ve8PbWxNNQ6mWyUy7NNsndp0TWbqF6i6hrGNSemJUcqBLvLdVuJPtOKCIt+hzB+WR+klPDde2oVv69sHB7Z2yJTXdr1SdqG6V6AJQoKFEgMML52T2k2xNXSd367Gh7S0Tjd3yNo6zTxrf1aHe3a3c1SerHtceVoVaHVSTmlg/ln7g/cZnN55a3ji44zTv+Lh6yhrOABQAAAcaA7QElRKGY2WAIqOHQkCKgDQNWZLOAVSAxoEiAEExLE+SpU/OjEyFvTG/02c32vRKvUKklkyqxHyVmG/WS6xGmd2scNnUXqcu4DGGfOaw3xINGRnT3WoSWk1Ct0Me8uvikcs3Gn0mKbgcYrdD7nFovE6d320KuK1hvy3kswY8ZpdNa9JJFRLuJGeINXrOpJPq1SKdSmjWy4JeC1ZOTc8uoC91jCgaw4nKlRa5/TWYI4W/BSgAAkFzhXICI/M0VGioMJ8wCoAAZAgIFUDpwPon/eekUHc6ubjK+PtFqlseUF57p+En98TveBhu/n3XrxeOP7Na9eYe+/KDzo9avdsGY7W87Nqzx1vU3GOysTP6yQPcwc2tbaeF6n61u1+bGjEio2boVcP+IVi6O3z384Lv/rLjpgdZ8x9m3/4H7q8XCh5eLH/mQ/0rG22Ld7g+blJsP6lr7DcdnTAfZekPjekOjZoPjTg391tqJtzb+40rmrkrD4/t6JLW9Cq2tvNrziqH9EUfBXEAcxIGxIkj3fr6U9LtHeydZ/m1vdLDLPPJKV8L39c4ZNl5RnWanxs3w6CxtOOs8Jn1jY+uqn+9undtm1pgyWoCuDsLgRIEcoQ/U4rki0kEuWQUBQ35XN4bjZtIKNJQBCjRdAkoBEgccJzI5i8MASGLOJLJZ8Ihv81p06qEHMUUS8Yfl/HH1SKuWSX2mDUhpykescbClmjIHA4YGfEiZpPbLUKnTex1yf0eZcCr8nuUXpfc7ZBeKSkw0uk+j9zrUnqdWr/bEPRaQl47462IJznc8WHu+LBkimtQy50WQyEdr+TTJFIECruQR6Q/pReGpulPJYLPLof/azBHCl8waMaIPa+xh6FFEisAVIrRKFUsAIEBOZ0lYjTWEMgn8JzMFj3ebauqti1fF3lzef651ws3/rr11od773l6/J7nuHe9wL/nNdmjq1zPb0u2CKB5Et7cPV59Tt6r9R0YFJxk6/adFXdw9J0c0xme7cyUp1sRH7OT0jQYCXhti2rhWvmT703e/yrr7mdG7/rj+F1/5Pzij/wn3ha9s9Ne2506xssc4QQahi31Q9bGEec7dWPrj4nXHZ1cubd/azPrnMArseaFxrQXAY4J3d+r39UuaRwynRQGj0369o2YD4pcB0We/VOefTz3Pq7voCB6XJ5r06DrGlQrd7Lf2dxR1Xiui2+yRAlHAhS2MlakaAIY33/WoFeSBoKgkUI5k87F86U0DSizKigCAEDRRLkMGAIEAQSOp5IAJayciAZtdrPCoBEqpRwhf5gzfs4onzQppqxqkcsgD9i0MY85HXTkIm63Q/6py++VBf2KSEgdDWtCAaXHJbaaeUY960pJ4bxcusxuEVsMErNeYtbLzDqFViHVyCUaucSgVrht5lQ0RFSKlzaS0ASJlPKpeCIc+LK/vwBzpPCFgwa0UM4Ui8ULGmoECjQ6fWNDAYoVupgFsgiQBzqdz6UACBooDCgEIA/gyKUnDJrVu5IrtydfWR24/0Xt9ffzvns354f3K+Y96fjuz9y/e6l051PilXW+2jPBxRv6mzpcfXz8SJv05Dl1x4S2nStqZg3vZ585IGhrVpwxIiAIQ7sY3dYafGub8Y/LZA++LF7wvOQn9w0/uUxfdTzXMFzY0e344MjkO42jyxonlm7vOzrkEjnAGAZ/BuIF0Fvz3X2yD3efq22VnpkMnlUkmwX+Opa1lmdvkvh3jJubJOFjmmyjKLq2y/DGfu7CmtEXayZWbJF0jBV82fOdUuQMB6BQKUMxR5dzNFGhACOAQAAjoERAiXG4CCAwIMoEUcSwmZkdjHwZEARUyvmA1+fQGFSTAk4/b7xHLhyzGSRBtz4WsEQd+rjLmPJa0j5r0mMO27Reg9ypEYcD+pBfF/RpfW6Vx6lw2WUOq8RuEfu9Mq9b4naKXA6h1y0J+hXxqC6dNF0pKURCar9XZrNMaVVsmWhcNDki4I0IuGPxYLCYTgNBzM6D0ig6/RjHAcMu+u15EASFYQSOk8zPrrTF/q/BHCl8RYFBCQM0WSxLVI6hMVPnWfPWreN/+mPdo8/I7/wta97tEz/9pWr+L70//WXqnt/DH16CJ1bJXt1lWXs6VM1NNCrC9RprjVq+SzNZK+OsHz7XJJGPBXMsL8Z3A98BfRJ005bwG2/znn+l7YOq7saT3LZB6TmOdkxi9+RwU6I86Yq1Skw7BwQfd3I+7hNVjamPCPX7eZp6lnIvV9sktO+XuPeJ3TVTzj3diU0nbB82TK7c1bOpvvNoe/84d0qt1VyR90vT8MkKgvMq6DjQOFrMxoJeq0EjE/I5Y0Mj/T2ciS6ZeNRmljANBUzJIKNKekXL67B47GaX1ei0GJwWg9tm8josfpct5TPE3dqwXRmwyHwmid8sDVhkIZtCZxBZ7Up/0BxLuCIxh9ur1xvFMgWnp6dncHCQz+drtVqfz5fL5T6p1Px1wRwpfEWRxzIE4ChNJ7N4vggECZkMqFWV9dvFSz4YW7h45M+v8R99VvCLB/l33C/9zWPWmx9i3/m08KG3dc+uc7xR519xMrFpsLiHizWKS1X97jpusE2XPSK0H+SqjvKlewdGnCVQRUAVRZ0IuFDgO7LHRox7TkkVcaJDZt/cNvbh0YHNXcJ6tq2e69k1bq8+Zz3ECrVL863ibMOAa83hqde39Tz38alXNnSu3889zfYZ/HQBB0ZIjiI+PYU++4fMsINZv7vUnE5FQwG3gzvRy2f3C3hDEsGYUsrRKicNGqFJJ9apeXaLNOQ3xCPWaMjM9CbP6A5+/hUPO6JBW9hvCXpNfrfB69R5HFqPQ2tSclxGUcStyUVtpaSrEHekQ+a4T19Bk6mM3+XRqzRTk4IRFqdvgt3L4vQlk8l0Op3P5yuVyt/I1f9vwxwpfEWBUgijCIzT59VcaSCZ0WMEuMIlkSbe0qX7cPPg82+2PPHi0XufUN79mPL2h6U//Z3wpgdldzxlfuD1yB9WlKvOwLsH6Koz9F4Wtq3PtHNYeFQmPipjN0z1bBtu2dTfXM3qOSAU7ucb9o17myYSrzX0bB/SnjbkO3XFxnFv9Tnrick0yw41nYnqM9GtR22rdwtWbhmp3i8d52XcfvDkIY5CGQADoBl3CQE8MzPxAJimwxk6mBn0cAlrFDOJSj6Nl/NoMZuJhz12s1omEnAn9Bq2Sc+zmQUep4wZjppOWHNph8uu8Hu0TK+R16WekSdm7IXPv4I+ddCnDvk1Ib8m6FP73ApGqiTs1kW9hrjfFPMZQy6t2ywzqye1UhaXP8zmDrI4A5OCMa1eEom5qWmNmYvAWPuXnZb81cYcKXxFMVN6UywXykiBBhynSol0CCAFkAYo0oATAOkSGUyi3hjW2kcdaC9X1YVffs/wm6d48341fO0dwz+6Y+y3r8Rue9ry8DL/K1tjz2/UL6k31AzHDgmyBzXuWrFuK2dy4zhr88TkninDQWWi1UIMZeCwprB92LFvPHhWVjnNTq+r5j2xcN+HdeI9Lcb24TBHnDMYKong9GCW84WGgKEUVaEBny6KmsEllTYYXr4k5Vau5NOZuNdpcFo1Zr1MpxKq5ZNq+aRWKdCrRbGIOhJShgJyn0fsckzZrTyLiW0yTMy0Ifs9WqbRyO1QMvOOrmw5BV63KOiXRULKaFgVDavCQUUoIM9E3SG30aIVywXjAvaAkDMoF4xrpFybXe/2WKIxX76QmF1NMDPbhpFmQBCkUqlUKl/L4ZxzpPBVBdOyQpCVch7D8gAlgCJFZ0opP5aLEpUcjSPMUUz8jhmsGimCzFpqH3Jt3id+e+3Yi8sH73h8/Jq7O25+cPTOJ0XX3jv6k9/yFrzoeeTN+OOrPUsPZKonqCMq4oAyupOn/aiX+277wIdnlbvHXXvHPR8f5r+4ovnN948daVaqFIQ1A548JCqA0cwU3woQecBTkZgzkwkRaB5oYvpU8ItI4ROY3kU4UUymQk6XSa2RiCU8q1Fm1kv0aoFONWXUihwWpd9tiASsXrfoU9eMcikzENHv0UaCplTccUnf0X+5/F5JwCcN+mWhgDzolwV8Up9H7HWLlDK+VMQWTY2LBRMapcDjNGRTQRzJfLK0uoIUMtnE5SygryPmSOGrihnhUIoEmrggB4ZPiyUSFSqfQ4tFIlfEY+kiBQEaIiSkMMgjgAYLaVMopHR7j/cGqhqUq3fp31lv/e0fp266lzv/15rr71Rf/TPhY29Et56AYzw4Ick3i90HpjR7WcK6ftUH+869UXV4S2MvXx4qV6bThmUgUMBxKOfLEaQSAIgChACCF0TKaAJoikSxfCqXCCcv2R5MKR6CIOlsyB+06Y0ygWiCzR3k8odFErZCNaXX8C1GkduhZHZ70Kf3OFUOq8znVjAVBOGANhrSJ6KmVNySTljtFikz2sjtUDKKRn6PNhoyM37E519uh9RhFZkNfJ2apZKPKqTDcsmQXDIklUzptAqP25ZJxwi8PKNHUCqVyuUyiqJf3zjif4k5UviqYnbDK3F+6xGAF6bFTgj8Qp4fBSgkw1gpwxzHFFljUMGgggL4E5gtQGid0DmerD/l33k4sGqn+f4nWa+v0H+0y/zOpvGFK5tfX9eyuq5vyxG20haPFKZ7DTAU8qkCUUCAAI/fli3E6WlVsulVqaQoEnCMLlfwUhlBCJIEIIAi4MJIOJqmEQRJp9OBQMDpdCrVk1I5RySZEIrH5Uqe0Szz+k2RmNPnVjENQqm4LRmzRoIGv0ftdshdNrXTqnJaVQ6L0m5W2Exyq1FmMUidNjkji8wMQfC61AGvLhwwXqnkuduusZnkBo1QLeepZFydaspikDosykwuWUYKl6izEtSFWAmGEaVSpVSqVCoogmDUZfDlfYH+csyRwlcUWC6P5wuAkNMGOTKtr06g03pNCIEXsDwCSB4yvrznggY7AmgJkApJ0hQJFABaKKfKZAkFIg94jKoEyYo2Ee4Y9MlMtD0CUlNpXByVGqlIDgr4NA1RKA04CRQOVAWoIqCp6bILGlCMjsQLkUS5RALKeBKMbMEMPUElSxZmSIEgiFwu5/P5tFqtSCSKxBzZfJCgsufVUIoVNJHNBwGyFB4v5X2ZpCOdsBdzXhyJAJVCi1m0mMVKOayUw8t5olIgkSKJFMuFII7EaCJF4UmsEi0XguVCECmFsUr0ilY6FkqE/WGfK+xzpaJBrJRjkqAXtNspHCcxnMRImqAuPwgOwzAMw/5neBBzpDCHOczhIsyRwhzmMIeLMEcKc6cnFzcAACAASURBVJjDHC7CHCnMYQ5zuAhzpDCHOczhIsyRwhzmMIeLMEcKc5jDHC7CHCnMYQ5zuAhzpDCHbzQup4w8U8VM0zTT4PTJw2YXLJbL5UwmUypNz6ErlUrFYvFvc8p/c8yRwhy+0ficM7VmuIMhC4YpmJ1fLBYLhWkJdhRFv6alzbMxRwpz+EbjcqSQy+VmWwczI/kIgiAI4pPHazSaQCDAUAZT2f3fcPJ/I8yRwhy+0aBn4XO+hCAIFEWZ41EUzWaz6XT6k4dhGOb3+7/Ic/3vwhwpzOEbjdmk8MnuRoIgKpUK0y5dqVQY26FUKn2qegpFUZVKJZfL5fP5r3Vj9RwpzOGbjhlGYNSTGAGlmV99xgtJkozH44lEgiTJcrk8+w9+npd/ZTFHCnP4poMhhdl6ahg2LR3FhBIYEyAej3s8HqfTKZPJJiYmurq6tm/fvnDhwueff37lypUPP/zwbbfddvPNNy9cuJDNZjMvz2azX95l/eWYI4U5fNMx20xgFBZRFJ2cnBwbG+vs7Dx48OCGDRueffbZ+fPnf/vb377hhhuuu+66O++88/HHH3/88ccfeeSRd999t6WlxWAwAACGYU1NTfPnz7/nnnsGBwe/7Cv7CzFHCnP4vGDESGeezgThSZJEUfQzlItnh/E+9bAZH57x2Gey/QCAougliunMXf2SvzBzDIIgjP8/+1UzeUQMw/L5fCwW83q9NpvNZDJJpdKWlpYVK1Y8/vjjN9988z/90z/98z//83XXXXf77bfPnz//N7/5zfLly9va2mQymc/n++w7P5Nx8Pv9bDb7hRdeuOqqqzQazewLz2QyyWTykzlL5py/OtLPc6QwhytAuVxmNtt/mY1nUnozT2cS+zNPmYmpMwdcUupD03Q6nfb5fJ8xYZmx7ZkHxWIRRdFLDojH41KptK2trbq6+sYbb/ze9773d3/3d1ddddVVV131rW9965prrpk/f/6yZcsaGxsVCkU8Hvd6vQqFwmQyZbPZZDLp8XjcbvclRIBcBsViMRgMAgBzjRqN5qabblqwYEE8Hp8dbmAuLZ/P5/P5UqmEIMiM4utnv5//nZgjhTl8LjBx9Uvu4SiKlstlDMM+I7SG4ziCILOPmT1PfcZuh1npvU+tBWRqBGbM+2w2a7fbORzO4cOHly5devfdd19zzTXf//73mQ1/4403PvLII4sXL161atWqVavef/99p9Ppcrk8Ho/f749EIslkMpvNFgqFfD4/8y9KpVI8Hp95yqQemP+Yz+eLxSJxeTDhRpIkmUImBEF27NjxL//yL06ns1Qq0TSdy+Xi8fgMczE+yyXatrNp9EvEHCnM4S/HJymAuWd+RoXvJ2+JzN0+nU7PvqOmUimRSNTb23vu3LkTJ07s3LlzyZIljz322G233Xbttdd+97vfvffeexcsWPDMM898+OGHdXV1J06cGBsb02q1jImeSCSy2SyCIAzvEAQRDodTqVSlUmFoqFQqJRIJ5t4+GyiKxmIxt9udTqcjkUgkEkkkEtFo1O/3x2Ix5uWfCiY2mcvlcrlcNpstl8tqtfraa69tbm6OxWIzbxdjHVxiO8z8do4U5vD1A0VR6XQ6Fovl83lmM8fj8Ww2+0nT3e/3JxKJmTA+ABAEkUqlcByvVCqZTMZqtXZ0dKxbt27lypWbNm1aunTpI488csstt8ybN2/+/Pm33377Aw888MILL7z11lvLly+vqqpqamrq7e2Vy+VerzeVSsVisXA4nEwmK5UKiqIzwY5EIhGLxeLx+MwZXnL+TLnBzE+y2Ww2m73E2Zl5zNz8y+VyIpHIZDI4jpcuAwCgadput8/8kXA4/MMf/nDLli1sNjuTycw+SQDAMKxSqZTLZYa5/orP5IvHHCnM4XMhHo9/MhJ2ifXLbPhcLpdIJHK5nMViGRwcbGxs3LBhwzvvvPPCCy888cQTV1999Xe/+90bbrjhrrvuuvfeex966KEPPvigvb19z549NTU13d3dTBUgTdPMbp8Bo5V8ucw/c3+ezUEMGMPe7Xbb7XaXyxUMBpPJZLFYnHFnZjZqPp/3er3RaHTmtSiKFgqFcrlcLBZTqVQ6nWa8iU8FE22ZqW6OxWKZTGbLli3z5s1bsGDBihUrhoaGMpkMAGAY9kkLZSY+8lXAHCnM4XNhtsWbyWQ8Ho9cLh8eHhaLxZ2dndu2bXv77befeeaZ+++/f968ed/5znduvfXWH/3oR//6r/96/fXXP/300/X19VNTU06nE8fxYDDocDjC4XAoFHK5XKlUivmz8Xjc6XSmUqkZHx5mjaJkvAAmilEqlSKRSDAYjEajTNAuk8kw25sx+C/xXxAE0el0Pp9vtjnApAP6+/u9Xu/sgzEMY/glkUiEw+FCofB5apBmvz82m81isTB/yufz1dbW3n333TfccMMDDzywefNmrVbLXOxsT4rJ7HxFJtPOkcIcPi8wDONwOEuWLLn55pv/7d/+7dvf/vbf//3fL1myZOHC/5+974yKKtu6PSaMrYKiohhaVBBERUVpUwsmEEUFM8EMZhQDmBpUDKAiKsGIghIEAyiIIkFAJEqQnAqqqKIoMkUGYb8fc7DHuWVr9w3fe98b4+4fjKLCOfvssMJcc629Zf369QcPHrxz505oaGh8fHxcXBwif1wuVygUIjQgFovLysqqqqoyMzOzs7PpBqDqvaamhsJ+5eXlSUlJnz9/rq2tZSt2wgpJgmsEj6CysrKmpoa9qX6keNmShcqO+vr60tJSmuzY0NBQXV2dn5//9etXLpcrFoth6mPf/mlDx+rr63k8Hr0O+oAH7Ozs/Pjx47Zt26ZPn66hoeHs7BwSElJaWgqcFWjFf2qm/s32X6HwH25AlajUhz35Ew3wj6ezd8JOBhgm8U2s5n+hSx0dHY2NjRJrjsLssGkJIRkZGXjBRsjhMkBLE0LevXvXt29fhmFGjx7t7e0dERGRnp5+/fr1O3fuEELA9gsJCSksLAQjANdpbm6mjwNAoba2trW1FQq/rKysubkZ8qKhoQE+QkdHR1tbG0gKCDo0NDQgjEclAn2W5ubm2tpaAIR4ovLycglnB4/f2dkpFotLS0uFQiEes7W19efhQIQM0SWcFodtDHNGJBJxudyCggI6dBUVFfTB6VZvb28vLi4uLy8nhDQ0NERHR69atUpWVnby5MkeHh5YA2xbAxeXYIXg1v8XZMd/hcJ/uGGP0axbzPRPUGWqBrHmmpqa6GoGpg1g7F9eChI/bGtrQ/5/R0cHuoqYPOkST21tbZWVlYg+1tbW0p9D3bm5uTEMM3fuXET79fT0CCG1tbX5+fmEEB6Phy8LBAI8Wn19fXV1dW5uLt6hOGVVVRVAeIQGOzo6ECasr69va2tDTyQkI46ipKcw5eTkUAce3GSUOWltbRWJRDD7W1tbxWJxTU0NO5KKjrHBUYw8Hfbm5maUS4EohKlCPwLSQdENBErZuRINDQ3037a2NrFYjFijUCisrKwEQYMO1Pv370eMGKGkpJSXl4d3JCRUZ2enSCTKycmhYY5/KqHzX2v/FQr/4Yb1JxaLocrw9ydCQWJ5fW9TwFr+l8ktbG0DS4TuOprwyzYNvr8Cdi869uzZM4ZhrKysFBUV+/Tpo6ioePHixYSEBMi16Ojo8vJysVjM4XBaWloEAkFZWVlpaWlWVhYNy4lEIoQGsLepSVVWVlZZWckWChCUeITKykpoYMB+1dXViYmJFBRkexb4MrrR2NgIGYQQCQ6Gramp4XK52dnZ2dnZkGUdHR2wQbDrgJjweLzm5mb6FLg+Ag1sw+f7xp5BidfoPNBKSOSGhoaTJ0/OmTPn6NGjaWlpWAONjY0IiHyPmxJW+tb/3FmV/xUK//nW2tqKxU0329/c0tj8dEtIfAps/5/tDL0OewHhTShAmL5lZWXu7u63b992cHCwtbW9efNmYmKiROe5XG5CQoKMjMyuXbvs7e29vLyWLFnSv39/fX39jx8/EkLa29szMzNTU1MrKytBBMCypnXKgO2BBSTRTyCLYPhRE72tra2mpqakpCQ/P5/L5dbV1YEKVV1dLRAI2KgEfToMO96BCQDsgP34uKxIJIJYwXzh7g0NDRUVFVwut7CwEIAFj8ejir22thbeBCQaTalkR0bYEgqPLxaLgZ62t7eLxWJoiNra2sTERNhod+/eHTRo0NatW7+fu7q6uqqqKjbDip3T+T/Eg/yvUPjPN+oc0rn8uUSHmYrVRkl+f6qR/mW7EfsErzMyMjw8PGA/v3z5csOGDWKx+MWLF5MmTdLS0tq3b5+dnZ2pqemKFSvu3buHFYz+l5SUxMbGSklJ6evre3p6BgcH79y5c/HixUOGDFFVVX3y5AmuX1lZKRFygw3f1NRUVlYmYbfTzc8G7bCxKbZXWVkJ6hGVAmzhKBaLKyoq6JizIcmfNMgLeByNjY0gWdbV1QGwbGhooGZIeXk5n8+HR1BbW8vGO6D5QYuU0NvUzKmrq0tNTY2NjRUIBHhYvA8bBF8ODAxUVFRUUlJycHCA6GdXiGR3+/vqD3/5pP9C+69Q+M83CjtRp/dP7UDaOn5QO5S27ymx/1SjKosQUl5ebmtrO2bMGPx76tQphmH4fL67u/vQoUPXrVsHKRARETFx4kRTU1OszpycHHz/xYsXPXr0OH/+/Pv37w8dOvT06VMvL681a9ZISUlJS0s/f/4ccrCqqqqzsxOcwubmZj6fD1elvb1dJBIBcKH6Gfxfdv4ymMVw4OER1NbWisViiDawBjBuFRUV+fn5xcXFlD4EL4AQguIobDkCd4BeGRZEaWkpFShisRhkBNLlBuKHAD4aGxuB10KC4Dpwx2j0gY45O2WjvLw8Pz+f5lCgDxgHvNPY2BgYGLhjxw4lJaW5c+du3rz5/v37XC63o6MD8CqG5b9A4/+vLSQkxNnZGYoFfiN7T/6dBv4ciDRshAyBq3+2P3Sz4V+BQHDgwAGGYZqamoRCoZWVVa9evcRisb+/v5qamoGBwatXr7Kzs8+dO6ehofHgwQP8ivb/4cOH/fv3P3LkCJ/PP3PmTHR0dHx8fGhoqLW1tby8vJGR0cWLFzMzMwkhPB4vNzcXvj2fz8dQtLS0CIVCXA0BhaamJrFYLBQK29raaC0DeBDYY3T7IYgIcxpWt1gsLigo+Pr1a0lJCQ3+1dfXwzOHhgfj4CdRG7brDt+ERjcQmEDAgs/nV1RUsOkSTU1NFHSE0obcAVACB4rehb2TgXTgNRtXbmhoyM/PT0hIcHR0XLt27dSpUydNmrRkyZLbt2+DYQEB9F+h8P9f271798qVK6FaadjvJ0qe+r1QU0VFRfHx8e/evduwYcOpU6fevHlDUS7yU8Dy542uvPr6ent7e3l5+VevXt29e/f48ePKyspNTU3e3t5KSkqDBg0C0VheXv706dP4CeX2VFRUuLq69urVq3fv3vX19e/evbt165aHh8enT58+fPigp6e3YsWK0aNH79+/PzY2FhAjHhy4QGFh4efPn7Gf0bD9Ojo6EOxA1bPm5mY24iDhDrC3RENDQ0FBQXZ2NlXCiDjgawKBID8/v6ysjOZitLa2IqNBKBQi7Yqdy8AeLmhmGrZoamoqLCwsLS1lTxlsHJgwcCJEIhECK0KhsKCgABwEgUAAGAWYBb1+WVkZvA9ENP+00GtycrK1tbW+vr6enh4EKGKi/9zc//Ptr4UCRb/ZpktbWxusqR8VroLfBUOR7UrRBp0gwUihUA21l+gXqMPJTlCXyJzHD/+OKKWue2NjI3JmKyoqnj17ZmVltWPHDnV19fHjx1tbW7N/gqoB9OeIORNCCgsLaai/ra3t8OHDOjo6YNqxs+46OzthpiYkJPD5fEJIcHDwo0ePoPz19PQUFBQKCwuNjIykpaXnzJnj5ORkYmIiLS3t7e1NusQBjXdSk4GqDokRBsWAxjKxiPFRdnb2pUuX+vXrp6ys7OrqimDYkydPhg4dmpiYiM1JhxQXoZwLf3//Pn366Onp1dXVffr0KTk5OT8/XyAQHDx4MDU11c/Pb968edLS0iNGjAgODsZMYV+h/58+fRIIBN+nA9XV1SEyUlVVxbarsQbwvLDS4UGw1wDdt1C/FPajF0cUlv0Odfgl5rexsbGurg5hC/hBkCz4QkVFBSx/GDVNTU319fWUN4Foa2VlJR1wxDJxKTTUcaCEcZARqD5AnLiqqgqkbDrF7u7uixYt2r59++fPnyX6nJ2dTV9jx8HI+jetiR8KBQkrjvxgKAkh7e3ttLLFjyQZjC6EmiFiSVeQBsoBk83eeH+zSeDYGOjq6mqKYGO5cLncrKys1NTUP/74Y/fu3fPnz5eRkUGwffjw4aqqqkpKSiitsX79+p07d65bt05LS+v333+H7Gf3ig5CQ0MDfR/c+M7OTn9/f4ZhsJPhwCspKQ0ZMuTAgQPh4eHt7e3bt29fvXp1cnLy2bNnZWVlPTw8Ll++/Msvv7i4uAiFwj179gwcODA5Obm9vf3mzZvjx49/+fIl+UcSFDuADyOWTtD3wpQ9ZfQ1hAuynnNzc2tqavz8/FRUVMBBQgN9AK+Li4tx9+3btzMMY2pq6uvru3r16vLy8rVr10ZFRUVHR8fGxvr6+j5//tzLy4thmBEjRhBCRCIRNmRLSwucCAD4CEOIRCKxWIzdXl9fz+fzeTweopUIBGATSqwoBP8rKiogsNjvk66oIVQF9kltbS2oSlSsUL1NzQTY/Ni6wPlwZR6Pl5mZCQeEy+XW1NRUVlYKhUI+n19eXg6JgLtgjqqqqvC6ubkZPEgaPgDlpKqqiuZosOu+sXVqc3Mzj8crKSnB6uJwOK9fv2YYxtzcHOoE3FB8GQDHz6Ok/2z7oVD4kcWLYO/3oCj7X7iLsKnYC/T79n1oSkKiY9FTewQQcVVVVW1tLdY03heLxRkZGQEBATdv3jx79uyxY8dGjhw5duzYiRMnTp48efLkyQoKCvLy8sOHDzcwMLC2tg4JCSkpKUEYTIJz3tbWVlVVlZaW9scff0yaNGnz5s1xcXH4qKamBj2Bo04t4YSEhAMHDixcuFBOTk5XV5dhGB6P9+bNm3Hjxu3YsePjx4+tra0HDhxYv359YGDgvXv3li9fPnPmzL59+44cOXLatGkDBgxQU1PDCjAxMWEYBhrA1tZWTk4OqD4Fw7Fhvh835Auy34HipRsbg0lHEtw79vc5HA4hJDExESIArby8HDoTiy8hIUFeXl5VVRUKPz09/ePHj/fv33dwcCCEIPKfn5+/YsWKSZMmMQwTFxeXm5tbWFhI78V2oZE7iH8bGxuhIXE7IJSEEJFIRAMEdA1QHnFjYyOfz8eSAApDtQt9hMbGRppeQbrSnBAzxr9szQ9ok36Zz+fn5OQgKTMvLw9bEQZgZWUllFl5eTmsLfALsCyxbr99+1ZXVwecEpdtb2+HzILUoI+PLcO2cehrgBrr169XUFDYsmULDKLy8nK2mSDR/s0U7P8YpgDn6ifcu46OjsbGRmSz/akHVVNTk5WV9ac/b21tjY+PDwsL8/Lyunz5spmZ2erVqzU1NefPnz98+PDRo0dPmjRp1qxZy5cv37Vr1/nz511cXMLCwj5//pyRkYEcXhBa4Mixr4xJqq+vT09Px6YqKyvD3H/79o3D4SgpKVlaWqakpEjwaulrV1dXFRUVU1PTmJiYN2/ezJ07F9Dd7du3GYZBob6ysrKHDx/26dPn4sWLhBBvb28YKT4+PrNnz1ZQUIiIiMDd//jjjxUrVgQEBBBCXr9+fezYMaTW/KkBhZIeeC46hnw+XygUSiQCs48wKi8vh3uM7wgEApQhoE4Q6QJH21kVgRA/c3BwYBhGQ0Pj8OHDmzdvTktLy83NDQ8PP3HiRFFR0a1btzIyMlJSUpycnGxtbQ0MDHr06OHn5xcYGMjhcGJjY0tLS/90vUIul5eXgwtMtyXF6mBXl5eXS4R729vbYccB2wNsybbgCCFtbW00Ntza2ookTrAn8XMIiO8j/9++fYNpAA41j8ejwoWOTFtbW0VFBejV8FOoA4IFg4tQCwLBZuwUNvcRxiyXy2UfIQFTAtZNWVmZqampgoLC6dOnqfRnf5lyK/99k+EvhAI69Kd18mC8SSSW0AYzvrKy8ufAe1tbG1BiLpebnJwcFBRkaWlpZma2bt26FStWLFmyZObMmbKysgzDaGtrb968+ciRI1euXHFzcwsMDIyPj4cUB0wF/4WOCOxACYwKnYEtIBQK2dtAotEfhoSErFmzRkND4/nz57TP3759y83NxdVu3LgxdepUanhnZGQoKioGBQUFBASoqKhcunTp8ePHDx482Ldvn4aGxrt37wgh4eHh+/fvd3V1bWhoePv2LbUFgHKzaTlUwUKNQJ4Cyvm53wgbGx4N3Dq8jyAcn893cHDYvn378ePHDx06pK2tvXTp0lWrVm3dutXGxiYuLk7CIqXIyOnTpxmGMTExefr0qZubGx7/1q1bFy9eDAgI8Pb2trS0vH79ekJCAiHE1dU1KytLUVHx7t27hJV90NHRwYZFxGJxdnZ2dXU1hFd5eTk4f0lJSY6OjlpaWtra2gsWLPj1119lZGRGjx6toqIyffr0uXPnXrlyJSYmhvYNlmlxcTGXyxUIBKjaAmehuroaTiW8+tzc3Ly8PB6PV15eXlBQgOoptGP0GDgKmQGhrKurQ5LFT5KXwJiEaUOXUHNzM8iaQJSR90WdDtp5oVBYWlqKN2n0BGgLIQSe16NHj2bPnr1+/XrKBEGVB9KVjkWl/7/T/kIofI8j/LPR8pqamvLy8tzc3Hfv3jk6Opqbm5uYmGzevFlFRWXmzJnKysqysrLDhg2bMmWKhoaGmpqanZ3d5cuXb968+fLly/T09IqKCswlPBF6WeqVhIWFpaam0kRU4FVYDRQTwQQgNP29HK2srMzLy2tsbCwpKSkqKpLgyRNCQkJCdu7cuWHDhsePH0sourq6uqtXr44ePXratGmnT5+2t7cfPHgwwzCenp6EEBcXl3379i1fvnz79u2XLl0KDw/Hr75+/UqNEUIIKP2EEDbnhy1n/47sp6qvqamJw+EEBwdfv37dwsJi06ZNu3bt2rZt2/z582mFQoZh0M/BgwevX79+z549mzdv1tHRmT9/PsqZbdmyBYxGONuYx8zMTFNTU4ZhFi9eXFxcXF1dbWdnx+FwLl686OXlBQ/C3Nz8yZMnpaWl79+/9/Ly2rVr15kzZxiG2blzZ319PTwUPDLSnzo6OsRicWFhIYfDgRXQ2NhYVFQUEBCwbds2WVnZXr16AejR19dfsWKFgYHB1q1bt23b9vvvv9vZ2YWEhKSmpoIQUVFRAVKzQCAQCARIoAY0BhUFn7+0tBQ6GUyq7OxsOJKw+aurqwEZEELKysowL3V1daWlpS0tLQiUsIMIVHzT5Ye7sNcJDDrozqqqKjw4RBWdZRjRjY2NyNqAzqd7rb6+HrKvs7PTx8dn06ZN69evv379enh4uMR5E81/dhDuP9v+rvuA+1E5BKopwk5CobCsrCw9PT0qKsrT0/PChQvbt29ftmzZrFmzlJWVlZSU1NXVlyxZoquru3LlSn19/e3bt5ubm/v6+n769CkpKSk0NDQ8PDwvLw/gLfum8Djq6uoQHELoobGxUSgUFhUVoWBGWloaj8djm4tAd2j2iMSDUBJIe1fiLf3o27dvpaWlmBWsJCguQkhVVdXZs2fXrl177949+D7sDNnU1FQ7OztjY+PVq1e/f//+y5cvCEnSohqtra0Sj0YfEIsJkAHkEWxFGl2nKw/Jf7W1tZWVlRkZGS9fvnR2dr527dq5c+eOHDmir6+/cOHCcePG9e7dm2EYKSkp1DJRUVHZsGGDpaWllZXV+fPnfX19s7KyYHY2NjYmJiZ+/fo1Ly8vPT0d5vG3b9+2bdvGMIyqqqq3t7dEt/X19aWlpQMCAu7evaupqens7FxcXBwWFgbaQnx8fHBwcGVlZXBwcHR0NJ/Pz83NPXHixKNHjxYuXDh37tzExETgiOQfYTZY9TDyOzs7Q0ND9fX1IcI2btzo7e2NMWeDWfhyQ0NDbm6uRCepCGCbilSLAESkuExlZSUCmeA4VFdXV1ZW4oK5ubkVFRXt7e0ZGRnJycmASOnEYYXAWGaHG7HzJZBp6mvA1gPEDgEBoB1So7OzMycnR6JU7Ldv37A8OBwOVkheXt6GDRvU1dUtLCxevHgRFhaWlZVFYQt4Md8vtr/ffigU2NZjY2NjcXFxYmJiWFhYVFSUu7v7wYMH586dKycnN2jQIFlZWXl5eTU1tTlz5sCrd3BwCA8Ph2zDBiOEoGpFSUkJ8mHgKtPrQ70LBAIul4vkPGykiooKCT0JJ626uppuFXhx8AhgflOTEuEMyjNhu5e4LxCEmpoagUBAg0ng2GMKQZKHYXn37t2lS5deuXKFXqG+vp5a+OgnlAyF67HcSZfxDAI/6UpkYFc3Rp9Bs8eSSk9PT0xMjImJCQoKunLlysKFCxUVFfv16zdkyJDBgwf37t178ODBysrKc+fO1dDQWLZsmamp6Z07dxITExF8gdUAUyslJeXOnTunT5+2sLDQ09MbPXo0wzBDhw7t27dvz549e/bsiXiBmpra06dP+Xy+j4/PoEGDevfuDZMHrCFCyPHjxxmGUVFRuXDhQlhYWEJCgrW19YYNG3x9fQkh+/btW7du3YULF4qKis6fP5+cnPzkyZOYmJinT58ePHhw7969EyZM8PPzy8jI+FOnEj52Z2fn48ePhwwZwjCMnJzc2rVrnz17BpgAln9hYSHljHK5XEgfjDA2A1ZIeXk5dDLccrbi7fizzHSoPXYd2pSUFDgX79+/f/v2rUAgwHwhnUnCUKdTCeo0NeklXG/4ufRf6lKx0zfo0mIDsXw+n43Xcrncjx8/vn37dty4cbNnzzY1NfXz86Nhcrj5sgAAIABJREFU8n/zeNufWQp4vNWrVysrK8vJyU2YMGH06NETJkyYP3/+3r17Hz9+/OXLF3jCgGGhySVY2RB7WVlZPj4+gKafPXv24sULLpcL8hnFXTFVqMYlFApLSkpaW1thz4M5jwtWV1dDS1OMAPL1zZs3YWFhIMxKFB2mv21vb09PT0dh39zc3OLiYnglwEfg8lH5TcEkiHCMtY+Pz6FDhwwNDQkhxcXFWIUSSD7Na4LyQSfxTawVsVgMI6KwsPDLly9paWmRkZGurq579+5dunSpoqKitLT0kCFDsGP79OkjLS09ceLEFStWHDx40MXF5fnz5ykpKZj4zs7O6urq4uJiJOSGh4e7urqam5svX758/Pjx/fr1GzhwIPY8LWquoqKCakhHjx719fXlcDjl5eXBwcGGhoYyMjIyMjJmZmZCofDLly+TJk0aMGCAs7MzTWcyNzfv16/fw4cPvb29Ozs7raysTExMCCGLFy++d+8eIaSgoAD1lFpaWpycnABP5ubmguaooqIyatQoW1tbDGxiYmJeXh507NevX4uKimJjY1tbWzMzM93c3BQVFWVlZYcOHcowzOrVqy0sLE6fPj1u3DgFBQU5Obnz589v3bp1586d7u7uubm5ZWVl3+8E5HQXFBRQQA5mwp07d9LS0rDfJNw0LEX6DrAVfFRQUEDp3qBmskvUsZUNpR4iDz0zM5PNQCNdEC/wOPoO7ste59AKcKywPju7MtlQnxLD+ObNGw0NjXnz5oFCSroYAP8yW+GHQgHTKRaLZ82atWXLFhyAg5xTfEEkEsXExNDw1Y88GcxHVVUVqlARVnIx5bEiFNTQ0IDYD+nS/6DNf/v2DWhiRUUFnTB4boQ1qdR+6+zsLCws/FOUG3wnyCw2lZ0y59lyHf4hXlMIMycn59SpU4qKirt27cJH1E+m0ufbt2+IQtH7tra2FhQUXLt2TVFRUU5Orn///gzDDBs2rFu3bgzD9OjRA37+qFGjtmzZcvfu3bCwsLKyMrBl0BPA4A0NDb6+vhcuXFi9erWSktKwYcOgz3EdXEpaWhpyxMjIKDAwMCkpKSMjg8PhAFhlx/baWYUASNcWWrVq1dSpU7W1tb98+dLY2Lh27doePXqcPHkSFqyZmRnDMG5ubtHR0UKhUF9fPyYmBmciRUdHgx+dl5e3cOFCb2/v6OhokUiko6MTEBCwYMGCgICA27dva2lpDR8+XEpKKj4+HrmV9DjWlpaW+Pj4Z8+ewWgqKChwc3PbsmVLr169AH+MHz++d+/e0tLSAwcO7Nu3r4yMjJSUFK3s8O7du87OztevX7PRRxQjgAIAxRAZlnQP43SW1tZWUA/oWsKOAnkR73A4nOLiYlj+paWlVKnAzRSJRHQ/Q5tSZ1AoFNJIBAxnMNlzcnKys7NxGmVeXl5BQQGKR9HsrIqKisrKSmCWPB4PjwDchMPhFBUVIYzy7t27X3/9ddq0aRKb7l9uf4Ep+Pn5MQzTvXv3S5cuIe5CCIEawa5rampCzO97yUQzyfAvzQlDo19GMhwcITpb7V1lCLAt8ZAdHR2ISAMrguNH7Ss25FNcXMyGlPF+Z2cnW5yTLkEGbBl3KS4uhrNAuvwdTH9kZGRUVBR+3tjY+Pr1a1VV1VOnTsFwJazsAPyWbraMjAwrK6slS5YMGjRo+PDhgwYN0tbWtrKyunHjRkhISEBAQEpKCtsQraysjIiIuH///oYNG3R1dbW0tObOnQvboV+/foMHD5aVlZWSkurevfu4ceM2bdp048aNV69ehYSEwHtC6nFoaOiJEyfs7e2/fv0qoT/BqKH/sqEyNA6HY21tPWjQoCVLlmRnZ8fGxqLz27Zti42N3bt3L8MwFy5csLW1ff369dmzZ69evVpdXW1jYxMcHCwSiUADBS03ICAAFVmgOc+cOaOvr3/jxo21a9fq6enp6+vfv3+fepGpqak8Hk8oFHp4eKAcU1tbW3Z2dmtra2Ji4ufPnxH8Q54iIaS0tBQJUTdu3Jg0adLAgQM3b97s7+9PuqgcSKkoLi5GzgKPx+Pz+TAVCSFIrMQdsYbDwsLS0tLQmfz8fJhylMXU1NREqZadXYc40LUNhJJ6DfX19bCYsBLoFIBzBWIuFhK9AjuNFRqLjUpAXaGcBHvuOjs7hUJhYWHhzJkzhw4dirwSKtrob//ZbLqfCQWxWHznzp2hQ4f27NlzzJgxpqamhBAQ7EiXk4PXyFeXuDceg2psjD4qcMFoh6NO+ert7e0VFRVCoZDD4WDhYhGQrgocuIinp+f9+/c/f/6cnJz8/PlzNoSDyzY1NZWWlvJ4PKC7QLBo4g1wZkhi4Jfgn7a1tfF4PATekf2OHmKyi4uL09LSOBwOfUBHR8fffvvNwsICqTI0b49tjvL5fBwf1qtXL3t7ew6Hw+Fw4uLikHfw8OHDM2fOGBoarlq1asqUKVB6ffv2lZeXnzBhwuLFixctWqSrq7tr1y5ra2tXV9e3b9+mpqaWlZXx+fzS0lJ6o/b2dspQrKysFIlEgYGB0PAMw4wcOVJGRqZ79+4Mw/Tp00dbW/vJkydCobCiooLtZNGoDSGkpqbGyclp+PDhgwcPfvv2bVVVlZmZWd++fWfOnKmgoDBq1CgrK6s9e/YEBQXFxMRYWlpGR0cTQpYuXXr79m2BQLBq1SpHR8cnT56EhIRwudzHjx9zuVzQe0xNTZ8+ffrw4cOXL18uWbJEXV19+vTpCMpQ4Ba9yszMLCwsxDKAtiesnYxnRwDyzZs3WlpaDMNMnjzZ19fX09MzLCwMKp10IYJsEuqXL18IISUlJdnZ2UVFRaBF83i8hISEvLw8mAZZWVmFhYWQZRgTYIp0uBC5pP9WV1eDYkTpjBkZGeBHi8VigUCADQJqEx1wOAX4lw27ku9IfVi9APWpvqEipra2dvPmzTIyMu7u7oDD2NP6Pcn1L9sPhQJYg+Hh4bq6uoMGDRo6dOjgwYM3bdpECMnLy2PTsBH++f4KlKdBHww8U3anITggFNvb2ysrKwsLC2NjYyELkOXW1taGDBP8pKCgIC8vDxlynp6eACbY9wXLDYV6QHEVCoVAfUUiEd4HyQfxi8rKSqid2tpaKuxpkgXMeDpJ5eXlIpGotbU1JycnNTXVxMRkxowZ79+/x6fshdLe3v7q1asRI0aMGjUqMjKSEFJXV2dhYaGkpDR27FhpaenRo0cPHz58zZo1hw8fdnV1DQ4O/vr1K4/HKygo+PLlC2zI70cVQxEbG/vs2TN7e/ujR4/u3r17+/btY8aMkZeXV1BQ0NLSMjc3t7a23rJli7Kycp8+fdTV1a2srN6+fcvhcCCCfxLjpIeyvHnzZsyYMaqqqi9evCgpKbG2tkYUs1+/fqdPn8ZZBt7e3nv37j179iw2LVKn4uLiDh8+XFVV9eDBg8+fP6empqalpYGO5e/v//79+2fPnq1bty4yMhKHNWpoaNBxQ+gHFhmN+9jb28+ZM+fUqVMuLi4Yf5FIlJWVdf369bVr16qrqw8aNKhv37779++vqKh49eoVipewVwWIPYQQ6AlsRaBXpIsiCTVA6U9FRUUYJeCOVKtDi4hEopKSEtA9BQIBTAx2DILH48ERrq+vLywshGFLrXqwm/AXqrSlqxIfbD12tynhUigUCgQCinFUVlYClubz+XZ2dvPnzzc1NWUPHemCVCnI9Tflwg+FAo614PF406dPZxhmy5Yturq6ffr00dDQCAkJwY1jYmK4XC5kFUQAqN1ATYAR/KWIQkQHIB+o8nT/t3YVrsH0IF5IfyjBTQZsg6mF2Ibqw7ZHCAoxCIw1BaiREEUBdrSWrgqc8JW+fv3a8o81y6DEUlNTt27dumnTpoCAAAkWXX19va+v7y+//DJp0iT8xMfHZ+DAgdCN39dfoXksQKdCQkIeP35sa2t75MgRQ0NDTU3NGTNmqKmpjR8/Xl1dXU9Pb8eOHRYWFnZ2dk+fPqVSiRACfk5+fv6bN2/Onj2LYZEg+bHvS7rABTiAMHmgYT5//qympjZw4MCrV68SQm7duqWsrMwwjI6OTlRUVGZm5vbt242Njf38/B4+fLhr1y7YTe7u7uXl5bdu3bp///7WrVtjY2MfPHhw9+5dPz8/QkhUVFRWVtbt27eFQqGDg4ODg8P06dPNzc2DgoIIIc3NzVwuNzg4+Nu3b6BmEkKcnZ3Hjx8PZOH71rt372XLlnl5eUn4hs3NzYjgYvCBBEPZwBiBCINdSbcrmK+EVc8WP4cgoFRxhOQRg8Cpk9SoxPfZVHTE1FB7HjuTVmT8vnG5XETWkKDFrhmFWjVsuie+WVdXV1hYaGVlNXz4cCcnJ4BZ2INs6f+j3KXv21/zFM6ePduzZ8+HDx+mpaUFBgZOnToVSLi7uzv74D145vDcUIQfMRWkvkC80V6ydSDyyWhqPfmO0ksh3/j4+NevX+fn59fV1XG5XAr4t7a2YmNzOBzKYoKnAHnMThmiSgnOS11dXUlJydevXysrKwsKCmjhLVTyAx0YC7SkpATyjjJJIbyam5t37ty5fPnyoKAg8E9IV/Iih8NBjdOjR48Cm9DX158/f763tzfOO6AB9o6ODrpvIdHs7e0tLS2h8x8+fBgWFlZUVASP8U+rKiAAIfEm0vjYphkhBJLuT1NoqKIrKysDkyoiImLhwoWjRo3y8fH59OnT0aNHu3fvPmLECBMTEzMzs1OnTp04ceLatWsYVRMTEx8fH0KIsrKypqZmeHi4v7//vHnzvnz5kpqaWlpa+vjxYzs7O9z90aNHYWFhfn5+SLJatWoV9BBKFWGjYjDz8vISExO9vLysra03bdq0f//+ffv2nTx50svLKyoqKjY2FrNWV1cXFhaGWtLsR0PFJ9RZwxC1tLRUV1fj5IiKigpaSBaUKigDCbZrc3MzMAW2KmLfBYAX/Fxq+aL/yLCmoE9zc/PXr19RNpLmQcAfAXWKRsQhzSEFysvLORxOYWEhSlTQ2pPUH/n48eOcOXMMDAwsLS1Bgvi+7N33KTN/2n4mFLKysurr63Nzc3v16tWvX7/Vq1f7+fmBjAghvW3bNkQl6LkdsNLZg1VSUoJzONj5fIRVs6y5uRmbDf9CGBNCkHJTWVn54sUL7H8wF9hLHzRE9vFkoPfW1dVlZGRgG7NZjB0dHcB4aXYK3JCYmJiGhobk5OSIiIj8/HzQRfFQf2qbtLa2gkOVlpZWVlYmFAovXLigp6fn4OAAOV1eXo4nun79eu/evSdOnOjl5UUIefPmTffu3fv3729tbS2x7NgmA5RV8z8e/c5uwGIkIixs4oMEoEi6gHT21MBckigHwk4fwhWKioq0tbXBSvz9998ZhpkwYcLEiRPl5eUTEhIuXry4Y8cOGxubcePGeXp6CgQCX19fgUCQkJCQnJzs4OBQWlpaXV0dERFx8+bNDx8+WFpaZmVlhYeHh4SEIJJ169YtTU3NCRMmbN++3d/f39/fH2E83L2wsPDt27dFRUXA7TAyJSUlPwq50Tfr6+vpLKDByMcXcB227wmvAcMiEAi+vwW+zOfzaUARG489cVBOOB0PJ1xgt8MxAbjQ0tKSl5dHj7qkHUAaDrXz4TLAMIHhRgtDfL8YsJZSU1Pt7e0Zhlm/fj1cZgl98O8KBexDcIG8vb1lZWX9/Pz8/PweP37s7+8vEonOnTsnLy/PMIyTkxOHw6EMJfwcekYC3Eb4FKMAuLWt6xxutosBMcEGWulsQZrCbAO1AYZfZ2dnVFTU48ePw8PD0XNKGsf4wnbCiqcTiQtSwwRRT9rVsrKy4uJidmQRZDVw1/FcQOxgQ4aGhg4ZMuTw4cPJycmEpUbc3NyAIAQGBhJCkpKSdHR0GIZZtmxZJ6smEnI38FpiLv83tN27dzMMIyMjIy0t7eLioqGhgciis7MzISQyMtLAwCAkJMTd3T0kJAQkV2Nj43fv3iFFpbi4+PDhw1FRUUhA9vf3j46OfvHiRXp6OqBlS0tLcBB2794NgxEWIvB/LAYejwf0Licnhy4k9r5lWzo0r7SRVb4RWFJxcTFgb8JasQh1IaMJIoMmWeEL2KsNDQ08Ho9dPwbXZ+sqLDZg6oQQeK+EEORWElZ1mYyMDHg9+It4GRKCCgoKuFwu7XxxcXFtbS2gB4nNgod99erVqVOnAgMDo6OjN2/ePHjw4MePH+M7FD2R4Er+qP2F+4C9FxQUJCUldfbsWRcXlxEjRqDINyrP4fBvKSmpc+fOxcfHw2eDmMQVaEUdWriqs+tABDSYT1RAsO/e1lWZ99u3b+Ccw1dHiRtICvDbvn79mpaWRp+5ubm5sLAQkhI7Fj8HUoCMIGq/AUnKzc1FqRWESCF6MCWlpaXR0dGRkZEcDqe2tjY9Pd3HxycgIIB+BzZnRkaGnp7eypUr9+7dC+GC6Bch5Pjx49LS0lOmTLly5Qqi3CYmJvLy8qtWrSJdOo0KAokyAf9LWlFR0Z07d3r16iUvL3/w4MH8/Hx9fX2GYaZOnYrz4O/cubNgwYJr166FhISIxeK7d+9GRUXNmTNnwoQJGRkZhYWF27ZtmzVrFiEEoKOXlxdgMx6PFx8ff+zYsS1bthgbG48cOdLPz8/X1xc4N+kCWQghPB4PlumfNmhj6gDC2RaJRIWFhTweD95iTU0NkiNKS0uBOlOVAFQLAghFYnHQC9wB4FOYl4aGBhR0AkpFXWPCMr4AclOyrISnBmALsXOKgBJWuvT37fuMRKR7gKT77du3qqoqJAFVVVX5+/srKioyDDNlypTvz638y/ZDoQBDBXs7PT1dVlb2wIEDb968iYyM3LlzJ9wHAwMDGxubnTt3gu88Z84cNtAAyATqF6NDuZ8gimH70SJcGBEqcdvb20tKSnCOSFNTE4gihJC2tjZgv/j3e6+pqqoKPgUMBAQUeTweldNIRkQajMRT19XV5efn5+bmStj2CGRiKDZs2IDwu5ubmwRLJDY2NjExccaMGVOnToVOq62thavs4eGhpqY2fPhwe3t7wN0omrp///6YmBj8/Odxgf/nTSwW49lnzZr14sWLiIiIJ0+e9OzZc968eYhKlpWVAUc0MzP78uULqDjXr18/deoUTn+wtrZ+8ODB06dPt2zZYmtru3fvXmdnZ4FA8OTJEyShhoeH29nZKSsr79+/n+33UY8GeS5QMBQcZXcSMArCT3iHz+fn5+dDcCNtDJYpNj+EAmLJyKGGIkGeIo/Hw09wZA66AaYT1g/gYcqMxq15PB4Y1sAmAOKIRCKkbGLVUXQDncSugQOCj2C5gMLT0tICb7qzKzuZGgsIxuPR2IlYMTExUVFRK1eu/OWXX+zs7HARNgj4k/ZDoYDuwgYLCgpiGEZBQeHSpUvv3r3DY3/9+pX65Hw+X1NTE1k0Fy5cyM/Pb29vT0hIQDmqiooKlOimVhOkLEQDLb7U1nUuIDqAbL/MzEwej4cQEbAA5NWB6UVYXEPSxfnFuNACFcggQriIHR+FQ0h/iGPR58yZM2TIEHV1dVtb2+jo6Ly8PMSTqLXZ1tYWFxeHWgmqqqouLi6IToOmDiJjXFzcxo0blyxZgq1Cu/fhw4d169ZJS0uvXr0aJtX58+fBxnv79m1TVxHhnyeb/79qKHmAlEfwCx0cHDo7O5ENMWzYsDVr1jx48OD27duJiYnIgqmtrbW2tr57925nZ2d2djas4idPnpSXl2tqasbHxx89ehS5FUj1cXV1nTt3bnFx8ZIlS2RlZVVUVF6+fEmZ5q1d1YpAgYfLDbiUrUsIIZmZma9evaJMUwhuxPPYtd6qqqpyc3MRtAObAAfYdXYdlgcIHBErpMAA5UXJSRAKcV82SRTxi+auQoSUapWamopsaODTEjgO6q8h3IAfwsYpKyuTcMCpoJEoWUClDK788ePHiIgIENgVFRVVVFQiIiL+5lz/rBwb6bIXvL29paWltbW1X79+7eXlFRYWdufOnQcPHoDjjPB+YmLi+vXrwZY3NjbOzMykbD/EJqmTjxAmBB6iLPDSJVhc8MpodRpgwhDJlJJB8+2oyAd0DzwS5mJVVRV7WPEvWAlwFqhjX1FRce7cuTFjxjAM07NnzylTpixbtiwnJ0ckEjU0NKA4B0rxxMfHm5qaDh06dPr06e7u7pBWENi0pB+OUUKRFRrQKikpMTIyomB7a2urk5PTmDFjunXr9scff1Cw+n8hpoC+aWhozJgxg2GYSZMm9ejRY926dWKx+M2bNzIyMoMHD+7evfvz589BNAQ2qa6uvnfvXh6PFxcXp6amhlz44ODg9+/fx8TE8Pl8LLDY2NiwsDBXV1f48+/fv7exsVm3bt38+fM9PDywvUExYHOEsAbg54PQBfQXdjt2JjAgQgiqeyCiAe2akZERFhZGCGlvbxcKhdnZ2YWFhextRnPtAX4D2UWoAmA20mQgzanqRigBrymDng5ga2srMhSgtGEdl5WVff36FRkxVVVVSJAVCAS5ubnQiBQdq66uRh4QpFhOTs7jx4+/fv0KbIv2HCZJTk7OlStXnJycXr58OX78eIZhXr169Xfm+i+EAraThYWFsrLy6dOn09LSbGxskOAhEAiQyg7LHA6Yk5OTlJTUkCFD/P39EfAjXdU1qc2DACweDBXvEMIFfEgzUiXS2igwQc1FmhDF7rNIJMrNzU1NTaUzARY6fDAwHfFQQA2pjK+vry8pKXn//v3BgweHDx8Ocvf06dOHDRs2bdq0DRs2XL58OTo6mhoyAoFg6tSpDMPMmzfv7du3tA/UahCLxc7OzjNmzDhw4AD9iBAiFAq3bdvWrVu333//HbTc58+fT5s2TUZGxsrKCuvp30x9/Z9rv/32m5SUlKGhoZ2dHbb9ypUrs7KyIiMj161bxzDM77//7ubm9ujRo7y8vEGDBjEMc/nyZQcHhzVr1jg6Or569So9Pd3b21tbW9vf3x+4T2Bg4KVLl/bv34+ydzdu3LCxsens7HRxcUE+yOHDh7GxMfXYqCKRCMFvMH/Kysrg8YHvQAhh50EhVRR8PJpEV1tbC73V3t5eWloKgiM7ewWnP1IyG+6OIDddQrTKM608yOYm0vp34BrBtIFTgCcCWC4Wi7lcblNTE9xeWpoB2wSlADo7O6uqqnCChlgsLikpSUpKCgsLu3v3roeHx507dywtLbdu3WpoaKijo6OkpEQNOhwIzDCMpqYmQmB/2f668lJ6ejpIssbGxiCxXLp0SV9fPzc3F6o4JCQkLi4uNjaWEBISEqKurj58+HAbG5vS0tKMjAwITooXdnSdkAlUGeoa6AiiaPD8YSCAOk1titau6t20jEpHRwdyh9BbWniP/GNRc4FAwOPxOBxOdnY2NUaotCb/iGCLRKKrV6+OHTsWvGBNTU1IWYZhpk2bduHChejo6MLCwoyMDAMDAzk5OYZhlJSUHj9+nJKSgvR+QkhJSQmOBnRycpo5cyaqsNGQoUAgOHXq1NSpU2fOnOnn59fZ2VlUVLRixQo5OTk7Ozv2GUr/exrkFGIQISEhwcHB4eHhysrK0tLS+/fvLy4uvnfvHgoxrFmzZsaMGVwu99ixYxi306dPv3371t/fv6GhIS4urrm5WVFRkXRxSdzd3QMDA/Pz8z08PAwNDf38/BITE8VisZ2d3R9//IGKezY2NklJSXBm4fxnZWWxsw9pHu3nz5/ht1OWdFtbm0AgANv9T70zhNJhYuAdJDghqkcDVXSRCAQCPp8PLzg1NRVREogbcBOopYAXLS0tcFW+fPnCzrkiXbVz6+rqcnJy0tPTPT09g4KCIiMjP3/+HBkZGRERERkZ+eHDB39//z179qxdu3bBggVqamq//vor8mjHjRuHumQDBw6cNm2aoqKiurr68uXL1dTUhg0bNmPGDEVFxR07dty/f3/atGmysrLwZ/+y/VAowMMhhGRmZnbr1k1LSwuPVFpaeu7cOaTl9e/fPyoqCoMIiq6lpSU6tGzZsszMTCDzsLsgQb/HBeEaUS4NcF32dygjjeKUyIli5xHV1NTQjImOjo64uLjk5GQoCghgpEKwq5Klp6dnZGQACoXNT69ZXl5+9uxZFRWVESNGfPr06dGjRyYmJmPHju3Zs+eAAQNGjhw5evRoyGk4bAzDLF261NPTs6Wl5evXrzB06fT7+vrOmDHD3Nwc/aGYmYODw+DBg4cNG4YzVzIzM8ECMDMz+18YfYA+1NbWHjduXHR0dH5+/s2bNwcOHAjSipKSUnNz89OnT7W0tMaMGdO7d+/jx4/zeLyPHz86OjrC3SCE3Lt3z8/Pz9PTMyoqCjswISFBQUHBx8dnyZIlAQEBYrE4KioqNTV13rx5QUFB9fX1lZWV0HVaWlouLi7UGgdURJcTj8eDnmdve6RXIRKMhlIIUBI4/YGwkG98p7OzE2gfG65ixwKTkpKioqKgyeLj4xFjQo02rGeJtCUKWtMCzfTILNSAysrK8vf3v3nzpp6e3tChQ5E1D3k6YMCAQYMG9enTZ/z48Xh/wIABcnJyixYtsre3T05OXrly5bBhw4yMjIKCghwdHQ0NDefPn9+7d+9evXpNmTLlwIEDUVFREREROjo6q1atkijV+6P2Q6GAUlnNzc1mZmZycnKLFy+uqanJzc318fEB4XTixImzZ88Gza6+vv7ChQt8Ph/PfOvWrQEDBlhYWEAQ8Hg8DBM8eZonixuxI5GgErC7AZySdMVj+Xw+TXPGdegeQzIC++d8Pv/Zs2eenp4JCQmBgYHPnz+nNUvpjgWWeePGDUtLS3zE4XAiIyO9vLyMjIxkZWXHjRvn4OBAkzWvXr06e/bsX3/9lWGYQYMGzZ49W0tLa+LEib169Ro0aND06dOpME5OTkaCjUAgCAoKUlNTs7CwQFkBtJqaGi8vLxRNOHXqFIZi2bJlDMP89ttviCQJhcKkpCTg7bTPYIuyxSsGgZ11h0xByvnHVNKfwEdj20cg4ZMly81WAAAgAElEQVQ/S4EHpAe+lrGxMcMwV69effHixaZNm/z8/AQCweHDh4E1bt68OTU1dceOHd27d588efKJEycIIVwud9++fb/++quUlNSePXsKCgqKioquXr168+ZNAwODjo6O0tJSCAtlZWV7e3sLC4usrKy+ffvCAS4uLu7bt6+5uTkiPkhnQgosJPjHjx+RWgLVYmdnR8PydI3BF8DgwDxEIR/gduyID2XZZ2Vl0eIXVEtRUj8tIABuG7x9vFNcXIwSDxEREdnZ2YmJiUlJSWfPnl2/fr2Ghgbi9wMGDGAYBuiVmpoaUumR/4o3x44dO3ToUE1NzRs3bsycOfPXX3+9devWkSNHTp8+HR4erqCgMHTo0Hnz5jEMA1W3ffv24cOHnzlzZu7cuSoqKihRM2DAgBEjRpiamq5cuRK8mL9pgf6F+1BYWDhv3rylS5f6+PjU1NQ8e/bM2Nh4wYIFQ4cO3b17N2Tk1atXt27dihyh2NjYmpoaT0/PUaNGbd++HRdhh0++N95gcQE1LS8vT0xMBG0D5YP4fH5qairQ5mZWYRwQfvPz8+G2Ie4oEomQMpiSkkLTmWicln3r2NjYtLQ0msoFcVBdXQ38HG9++PDByMhISkpq2rRpx44dy8jIIF0FXUpKStasWaOiokIlOsMw3bp1GzBgwIkTJ3A1RLYIITSkMnDgwN9++40QQoNDLS0t4eHhqIy4detWBG4tLS2lpKSWLl0KuDgvL+/33383NjZOTk4uKCiQiCqBJkRYqRNoErKVdJU8Q/EY6lvRgj/s3zY1NVFDml1HMD09fdu2bSNHjly8eLGenp6BgUFOTk5aWtq9e/fwCMOGDTtz5kxra6ulpeWAAQNkZWW3b98OmX7//n0glFFRUdhIISEhvr6+BQUF9fX11tbW/v7+FAbLy8sLDQ199eoVl8u1t7fX1NTMzMwMDAycOXPmyJEjL126RAipqqoqKChATIFGmpqbmykDVSwW5+bmfvr0KSwszNvbG+PGlqSFhYWgmdXX14Oej/dhVBJCcNgsrpySkgLHEGMCiZ+dnZ2UlBQeHn7y5Elvb++5c+cOHDhw9uzZWA+rV69mGAb7c9iwYWPHjp08eTISXhmGiY2N3bNnz/z58wMCAkD20dfXNzU1VVFRmTNnTq9evYYPH37q1ClPT89FixapqalduHBh586dTk5OCxYsyM/Pd3BwkJGRsbCwMDY2njNnzqFDh2JiYlauXKmpqWlnZ3fhwgV7e3tjY+N58+ZVVFQsWrRo3rx5ZmZmVFz+vP1QKED5lJWVaWhoGBkZffr0CcRV1CNOT0/PzMwMCgoKDg4ODQ2tra198+aNo6MjPb/8yJEjU6ZMuX79elFREeDG+vr6iIiI2NhY7BCwa2mlI/oaOVEU1MUcIFEHGhIniGBBc7lc0EiRHI0sLKFQmJ+fD/8TvHf6UJRDTZ0adtU90lV4t6Xr/HJCiIaGRv/+/fv162dlZUULEOHupaWlMTExrq6uhoaGCgoKvXv37tmzp46OTlBQEHQ74tvAkzs7O6Ojo7dt22ZsbJyUlES71NLSkpKSggWEgk6EEHNz81GjRikpKb1584YQcurUqZ49e06bNs3S0pLWJqT7FgQbFJ6jSo9ySSXKWLAbl8t98eLFjRs3Tp06ZWJioqWlNWvWrP79+48ZM8bc3Dw5OTk5Ofnw4cO//vrrwIEDx44dO3z48JEjR2LFjx07dtq0aatXr3ZxcZk3b9779++3bNmCj/bv319ZWXn06FFICmtr6/Ly8pCQEGtra9SAMjExKSoqcnFxAdZICHFzc3vw4IG7u/uhQ4fu3buHvbp27dr9+/f7+/sLhcI7d+7cvHkzNDTUyspKWlr65MmTtPYBZjMtLQ25DBLPCOudqnGRSJSXl0f3v0AgwAgTlp3V3NyMLzQ0NERFRbm4uPj4+ERHR1+5cmXSpEkg7ykqKqqqqqIcZu/evVVVVUeMGIHBmTdvHlK5d+7cOXv27MuXL/fq1UtLS8vf3z89PV1VVXX48OH79u1jGIbL5drZ2amqqi5btgx5Lrq6uuPGjYOxMGrUKDk5uY0bN65bt05GRmbTpk0vXrw4dOiQo6OjqanpzJkzDxw4oKWlFRsbe+HCBXV1dRgdhoaGM2bMkJWVffz4sZKSkq2tbUBAwMSJEyGGfrQSJNrPLIXi4uKrV6/+8ssvt2/fJoR8/PgxJibGzs7O1tbWysoqLi7u/PnzL1++bGtrCw4OPnPmzPXr11NTU9+9e/fo0aNjx44NGTJERUUFkZvGxka8wJURcUAkEpgwYkuAHhobG+EL4CAQyjhCOCo3N5fOfW1tbU5ODo/Hg7+HjFqJkkfA7aCuxWJxamoq21ykgczIyMiioiKkrMOVhW6Jjo7esWMH8hdu3ryJCmLsJFlCSEpKyr17906fPn306FGccUDZkIQQ8GHy8vIQ4j5x4sSUKVMAkvN4PDDwamtrDQwMevbsuXnzZtQdcXd3xyJ7+vQpIWTXrl1gGcvJyVH6KrtoH+mql0+97paWFj6fn5GRgVR3FxeX48ePX7lyJTw8vKys7N27dw8ePLh69er9+/ffvn37+fPnxMRE7EaU0gRUTuE3DFR5efm2bdtQJE5RUREkhQkTJoC1AUBaQ0OjV69eHh4e169fx0djx47dvn37kydPzp8/r66urqqqun//fj8/v1evXiUlJaEG0f79+yG+Hz165OLikpWVVVRU5OjouGfPnsTExIcPHx44cEBXV9fa2vr06dNwT96/f09rvdJCmFlZWYCKQE759u0bj8fjcrmUugars6qqKjs7+/z588HBwc+fPz906JCJicm2bdu0tLS0tLRWrFgxfvx4HCkyefLkYcOGMQwjLS2tqam5Z8+elStXbtq0aejQoTNmzHj27JmNjY2Ghoavr+/Nmzfnz5+/YMGCK1eurF+//sWLF76+vgzDODg4XLx48Zdffpk9e/Zvv/1mb2+/detWeBnr1q2zt7c/e/bsb7/9ZmRkdOvWrYMHD+bm5hobG6uqqurq6h44cGD+/PleXl5xcXEqKipGRkYvXryQk5NzdXV98eKFoaGhurr6uHHjampqkEQ/a9as+/fv29razpkzR1lZ+eDBgzk5OX379tXS0qLEjX9dKPD5/La2toKCglmzZuno6BQVFSHO197enpeXBy8OnDYHBwdaeDc/Pz88PNzPz8/d3V1dXX306NF2dnZUREEDf+uqTotGCWHgkACtwfG7KKCENBL6fTaBPD8/PyIiIi4uDuFcPp+fkpLCplRiBYD7RMtXgbYEkhnwJFCPy8vL4+Pj379/D/sfnkhFRYWXl9fMmTN79eq1fPnyR48eZWVlATFFeAUyghBSXV1N6wjxeLzs7GzKrocvExkZmZWVlZ2dvW3btsmTJzs5OeHLyL8SCAQWFhYAFFJSUurr60NDQ6dOnfrLL784OTlFR0fDmujevfuQIUOcnZ0RbcUVMjIy2IdBcblcV1dXTU1NaOYpU6bs3r373Llzrq6uUVFRP3cs2Xx7NBB+qZUUERFx9OjRvn37TpkyhRBSW1ublZWVkpJy7NgxR0dHZ2dn2AsLFy48efKkj4/P0qVL+/btq6en5+bm1tbW5uLiAtmxcePGEydOWFhYODs7v3//3sPDw9LS0tnZOTU19fbt2woKCtnZ2StWrNixYwchxNPTc8OGDR8/fsR5akj70dLS2rlzZ3x8POky38LCwvLz83k8Xmtra0hIiKenZ2RkpLOz86VLl9zc3E6dOrVgwQKo+pEjR44fPx49QTt48KCVlRXAMmi1TZs2zZs3b+LEiYMGDRo0aNCCBQuOHTt29uzZAQMGbNy48dGjRzieV0VF5ePHjw8fPjQ0NAwICLh8+fL06dNxxseDBw82b968evVqXV1df3//+/fvL1++PDY2Fojyjh07jhw5smzZMjMzsydPnjx58mTu3LlHjhw5duxYaGiog4PD+PHjIR3U1NRsbW319PRCQ0NhKfTv33/Xrl2FhYWOjo6TJ08ODQ3FSYWbNm3S0tIyMjKysLA4ceKEpqbm1q1bu3XrZm9vL1Ec4CftLzCFgoKCBQsWTJkyBbZoRkaGmZlZYGCgr69vQkICSgzLycnp6+uHhYXhlvn5+Z6enseOHZs/f762traMjIyJiUlCQgJS5XGoNswBiVqJEigjVcXgOLAXPRp4IFlZWXDwABlge5eWlhYXF4eGhlI/EE4j9GpjY6NIJMrOzoYbwuFwoqKiqEmJbJlG1pl0hJDq6urIyMjMzEyJPoDrhgwrJI8DCikuLo6MjAQ+AgXI5XLFYnFaWhpOTEBpYxcXF0IIylsTQiorK8+dO6esrDx48OAnT54gYX7p0qUMw9jY2Dx//nzgwIGwYEEKRo0gdn/KyspcXV11dHSmT5++cuXKgwcPmpmZPX36lPpQnZ2dOMUAybxgcMCrwoCzC/uw08wl3JCrV6/KycmdPHnS3Nzczs7u3Llzhw4dKigoUFRUNDc3P3HiBMMwcnJybm5utra2v//++5w5c5YtWxYbG+vp6YleDR482NjY+NWrV9++fXN0dHz06FF+fv7u3bvhBTAM4+XlVVtbe/HiRWtr61evXsXExJw9e9bU1LSiouLDhw9nzpzR0tIaNmzY6tWrjxw5snnz5l27dh08eLBHjx79+/dHERCGYWg4GQD+iBEjbty4MXHiREtLS6DFysrKRkZGW7Zs8fX19fLygvGvp6c3Y8aMefPmoa7M3LlzAwMDAwIC9PX1FyxYsGnTpmPHjuno6GzevNnHx8fKyqpfv349e/YcNWqUl5eXs7Ozrq6unp7eiRMn/vjjj4EDB6qqqjIMY2VlZWNjs2HDhidPnixcuHDatGnR0dFXr15lGGbWrFkHDhw4evTo6dOn7927d+vWLWdn5x49eowePdrCwmLNmjXv3r3T1dUtLCw8e/bsxo0bbWxstLS09u3bt379+mnTpu3cuXPmzJnjxo27evWqtra2rKxsSkrK06dPfXx8ANCOGjXKwsLi5zud3X4oFOjB24GBgQzDnDx5EsfXNTc3FxUVRUdHY1WlpaVdvHgxKSnp9u3b0dHRNAWooqIiPT09Pj7+3Llz06dPl5eX37dvH8XesWlBWGKTHdmLD+sVFHRwnIDDsbcl5AU9MgCtsrIyJycH9MHvn6uzsxN2CiVEJycnf/z4USQSCQSCzMxM/Kq+vj4tLS0lJSUpKYlSWcG8jomJiY+PDwoKYief0QLQ9KYIWcFlqK2tLS0tpaY+DoOJjIyE10dJkGju7u6jR4+eOXPmmTNnEN/W19cHgWr58uUuLi7GxsYbN25EWhEhRCwWZ2VlmZqaUt4OuDcwiGCnIHbzE+o7LfREoxVAVRCfZxsXRV0n03t4eGzYsOHSpUsXLlwghBw8ePDTp08pKSkI6E6fPl1GRmbkyJE42YlhmJ49e86ZM0dfX//p06cfPnwYP358z549Dx065OTkxDDMvn37CCE49KWpqQmwS2hoKOpQHDp06MqVKxEREampqc+ePUMluOPHj8OXlpKSmjp16oIFC4yMjCZOnDh69GgzM7O1a9eeOHEiJibGycnp8ePHWlpa/fr169evH3TppUuXbt26dfz48aNHj54/f75///4KCgrnzp17+PDhnTt35OXlz58/f+bMmaNHjx44cAC1rXbu3GlmZrZv374XL17goANTU9MtW7Zs2bJFWlr68OHD5ubm06ZN09bWNjU1NTY2Xrx4sYGBwblz5+Li4vT19eFJzZgxQ11d3dzcXE1NTVZW1tra2tjYeNKkScuWLbt+/frUqVMHDhzIMMyDBw/Mzc1XrVplZmbm7Oy8aNEiGRkZX1/fwsLC3bt3Dx06NDIycuvWrSh7uXHjxo0bNxoaGvbv39/IyOj169eXL1/evXu3v78/sktGjx6NLLUfzb5E+5mlQDHCESNGzJo16/379/7+/nw+H4DqokWLZs+e/ezZM0A+CFxdu3bN0dExNjYWAFJjY6OXlxcMyCFDhixcuPDatWsgR9OQBDu9GtUv8Bpl2uBN4B24uPAVUQCavV7xKQIKuAjlrqSnp0NVcjicp0+fouwvyiiAxE4fmUqcnJwcPALN2sZHNJcWySfwPujPISXxmgKBqampHh4emJL6+np6u+Li4o6OjqlTp165coV9pmtFRUVcXFyfPn1kZWW3bt0KiGTx4sUMw2zfvh35/MePH586derTp08/ffpkYmIyffp0UOtpXim92vfhnoaGBnosBbvzbKoofROhTboe8IIGRzMyMqZNmzZlyhQPD4+bN2+OGzduxIgRHh4e5ubmeXl59+7dA59lyJAhU6ZM2bx58/jx4ydMmGBqanr16tX4+Phhw4YBeB82bNi4ceOGDBlibm7++fNnPz8/BQWF/Px8W1tbxDXj4uJsbGyUlJRevXr1+vVrFGtMTExELcnZs2d7e3uvX78eYNvgwYMPHDhw5swZHx+ftLS0Y8eOnTlzpqioSEVFZcGCBQzD6OnpqaiovHv3ztbWdvr06TY2NjY2NjweD1vOysrq+PHjbm5uHz58OH/+vKysrKys7LFjx+zt7VEyc+vWrStWrLh8+fKJEycWLlxoZGQ0Z86cPXv2XL9+/dGjR4SQlStX9uzZ09bW1tXVtWfPnnPnzn306JGnp+eUKVMyMzOvXbt24MCB9vb2gICAyMhId3f358+fQ4jMnz+/b9++48ePv3LlyuzZs0ePHt2tW7cHDx5s3brV2Nj43r17pqamysrK5ubmU6dOnTFjxqRJk5ycnM6dO2dgYLBgwQJjY+MdO3YUFhZ++vTJ09Nz48aNI0eOBBoKL+w/UHmJlku2tbVFtf+oqKgHDx4oKCiAs5SSkhIbG3v//n03Nzd7e3tXV1dCiFAoDA4OnjVrFizb169fe3h4mJiYAK3BugkKCqLwIe6FXHHkRNHCOHw+n/JMCSFNTU0o0EirvIFSSQjp7OxEBi7q5FdWVuJoadSr6uyq2lxcXEwtEQij6urqwsJCWjkDz8vlcpFXJzEaWVlZFMhsbm7Ozs6mx9J++/ZNImEBQAbddQiRtHYdZoncO9KVdmlqakpPGafZOKjaZGJigj7DXV+yZAkhpKKiYu3atb179x4zZgy40rSxpcD/Bbo0h8MxMDCQl5eH5WJrawta98ePH21sbJYtWwa8qV+/fl5eXsinUlFRaW5u1tHRwZkOCNH3799fSUnp4sWLhoaGK1euxCiVlZXdunXrl19+sbe3hyeoq6vr6+sbHBwcGxvr5+e3c+dOBQWF5cuXBwcHa2pqDhgw4M2bNwiI9unTZ+nSpdra2rt37wYRU11dXUdHZ9euXQsXLnR1db1w4cLIkSOlpKTu3bu3aNGihQsXGhoaysvLg1p68OBBV1dXY2PjqqoqXV1dCuy9evUqPDxcSUlJT09vw4YN/fv3X7ZsmY6ODsSBr6/v0KFDFRQUNm3a5OXltXz58pUrVx46dOjQoUPu7u5nzpxxcnISiUSrVq3S1tZ2cnJSVVWdM2cOwzAXL14cNWrUzJkzr1279vLlS0NDwwULFujp6YH2unjxYn9/fyMjo9WrV0dERLx58+bRo0eLFy/W0dFJSkr68OGDnZ3djh07Vq9effXq1czMTH9/fz09PRz8PX78+IEDB8rJyYWGhhJCJKor0zQi9pz+UCjQJHY86uTJk+/evQtc7Y8//oCjKy0tLS8v361bNzc3Nzs7OwcHh/v37zs6OtKdYGVlxeFwgMwRQpKTkz09PadPnz5//vzk5OTOzs6KiormrhLahBVGhoICOQyxdFr3FZFLSk9kCz+xWEw3FYfDoSUeKfWN0t2qqqrY0gE+CE2vKi0tzc/PB/GhpaWltLQU1dO+H6WampqPHz9+/vwZaa2wrQCFcrnc1NRUiBuKXNJjrzs6OlBg68qVK8+fP9+xY8eKFStwNAaeCCyaEydOSElJaWhoFBQU1NXVgTg8ePDgpUuX2tnZXbt2TVVVdc2aNfj+jyqF/U+33NxcAwMDVVXVDx8+EEK4XO7Lly+fP3/+4cMHHCOmpqY2ceLEhQsX7tmzB1UeoR4cHR1VVFTg24PAY2lp+fz586ioqKioKH9/f1S40NHRuXTp0suXLxEbIoTcuXPHwMCgpqZGW1t7wIABAwYM0NDQePToUXp6+pAhQ54/f379+vXbt29PmDBh2bJlkydPnjJlyt69e2fNmsUwzP3794ODgy0tLT08PB4/frxq1Sp7e3vsn3PnzllYWPj5+fXo0ePEiRPOzs4hISG3b9/u37//jRs33NzcGIaZPXt2VFTU9evXR44ceeTIEV1dXSkpKUKIrq7u2LFjTUxMWv4Pb+8d1uTZ/o0HEGTvEfYmBAgzjDADgbAT9giBQAjIBiHsKXvIFGTJEgSRJQqCigtFcAt1UkfVOp5aV7VV22reP86j98FXu97n+/u91x89kIas+7rP6xyf8eEDkUj08/Pz9fWtrq4Gc8329vahoaG4uDg2m/369eu5uTl3d3c/Pz9LS8uoqKj4+Hg1NTUzMzMoV1EolLe3d2RkpI2NjYaGRlhYmJ+fn56e3tjYWHx8PIVCef78eXFxcWRk5K5du6qrq3fs2KGnpxcbG5uYmHjw4EFNTU1BQUEFBYWOjo4TJ050dnZ6eHhIS0tnZGRAcv0FPm1jMg7r7zIF5H5bXFyE0DgwMMDhcBgMhq+vr4eHh5ubW319fVlZGZvN7ujoOHPmDLTWTp48SafTHR0dzc3NIf27e/duY2PjyZMnnz9/TiAQNm3aBHgHoJcgr/gFvPfzHyZLoHL38x+uTcB9AOY8qLN/8c6RW+KXX35ZX1+/du0aWNSC2QyAnZAJyOc/XH2RSgRg7chUElkg8QKmdciDv/vuO0S38+jRo4DaBBwBiD7ArBSxYHj//v3p06cHBwcXFhZAgAB+mZmZ6eLiAn0BhAwGIvEiIiLm5ubAMh4eHlZQUNDT0+vp6eFwOEtLS/r6+pmZmUhXBZEG/H+z4HVv3rxJpVJ1dHRcXFzq6+ufPn06Pz9/9erVjcwRfn7+uLi47du3g584FxdXc3PzqVOnxsbGYOyCQqF0dXXpdDo45V28ePHHH3+8fPny0tLSzMxMTk4O5J6nTp1aWVm5devW2tra1q1bBQUFRUREYMoAkSUrKysgIACeU01NLSIi4vbt20VFRVgs1tTU1MrKKiYmxt/f38XFpbW11cjIKDAwUFhYWE1NLTY2tqmp6YcffoBew9TU1IcPHwoLC7u6umZmZiIjIwFH5ODgYG5urqGhoaenBxcFNApzcnI4HM7AwEBCQgLYox8/fjw+Pp5Go9XU1JDJZFlZWRMTEwwGQ6fT5+fnaTSaurq6j49PeXk5kUiMj483NTV1dna+dOnSrl27fv31VysrK1FR0cuXLz979szDw4NAIJw6dYrNZufk5CwvL4Ol6MzMDIFACA8Pd3FxgQ7CyMjI0NAQkUhsbm4GmTyAIONwuHfv3n2tQPHpKxO9fyZEcTic27dvm5ubCwkJJSUlffvttwAm//Dhw+zs7JkzZ65du/bkyRNoLsAWP3bsmJGRkaCgYEpKyu3bt6uqqiIiIurq6hITE7Ozs62srMTFxWH8DnqECNkJJogAjoa8ADTgoUX34sULEK6E9/bu3bubN29euXIFaOdI4/D3339H1G9evnz5/fffw/n89u3bJ0+enDhxYiNf5fHjxyDl/OTJE0SjAfmyfvnlF8jzQZADdLgQ7dlHjx4hJQbMvTe2Bjgb+iYQQaDpCH3H58+fgy7YxYsXoXA4cOCAhoYGmUwGTjHyDt+8edPZ2cnHxycrK3v8+PHLly/v3bs3LCxMUVGxu7ubw+HMzMzY2tqWlZUhHlzIp/h/kC9sjOMTExNqamo4HO7YsWPr6+sTExOVlZVZWVmCgoKysrKQEfDz8/f19WVlZUlKSoqKivLx8Z06dWp5ebm2tpbFYgkKCurp6e3cuXNqampsbGzv3r0QXF68eNHS0nL69OmxsTEikTg+Pj4xMXH16tXq6mo0Gu3g4FBeXq6mpjYxMSEhIQFjl/b29oaGBqAJWVhYjI2NLS4u6unpqaur79y5MzExcXBw0MDAQFBQkEKhWFhYPHv2zNfXl0wmA9QH+vyrq6v9/f15eXl1dXWAL7C3t29sbEShUKKiokNDQ/Ly8nJycunp6TQaLTs7Ozw8fNeuXSUlJZ2dndzc3Pr6+qC+XVtbm5qaGhcXFx4eLicnl5iYaGVlpa2tbWJiUlJSoqSkZG1tffbsWWdn5+jo6OjoaAMDg8TERLjip0+fBlug6enpqKio+vr6uLi4iIiImJgYfX19aWlpFRWVnp4eDw+P+/fvAyeNQqH4+PgQCAQ7OztdXV0PDw87OztxcXFQW/laYP2Lf/5lUIBwgHDFMzMzZWVl2Wz2zz//7O7uPjQ09Pr1a5AS4HA4MDDjcDjffvvtjRs3Wltbs7OzjY2NVVRUgFg5MzPT19cHm5XJZJqamlZXVwMtEu60V69e/f7777du3YJbEW4eqB2QZt7bt28BuYBsR9DzBPQBWI9DSwIR2PniQ7158+bMmTMIKvann366f//+rVu3gJQKY0toJSLUTA6H8+TJk9XVVTBrBt43lAMrKytLS0vwbDdu3ECU6ZESBqIJCG9w/rCc+vHHHz//IRL/4MGDFy9efP78+dq1a2fPnl1fX9+xY0dYWFhzczPybPDg6elp6LS7u7u/ePFiaWnJwMBg06ZN+fn5v/zyy82bNwkEQlxcHAgEcP7wMvhXt/X/em0kCx8+fDg1NTUkJKStrS04ODglJSUkJCQtLW1oaGhubs7Pz09DQ4Ofn//GjRt1dXWurq46OjqCgoL/+c9/ANTo7+8P1/fZs2eRkZGBgYFlZWX+/v7v37/v6uqqq6v79ttvb926FRcXV1ZW1tLSIiAgoKCgYGlpOTk5eeXKFXVfOScAACAASURBVG1t7ZKSkomJidTUVF1dXSwWa2Ji4u3tjcPhdHV1raystm3bZmJiYmNjIyYmJiUlVVhY+NNPP62vr2dmZv7666+Ojo5btmxhMBihoaFeXl7Ly8uVlZXW1taRkZGg71BTU5OTk1NcXPzNN99Aq6+srKyoqKigoIBGo7m7uycnJ3/48MHDw0NGRsbKysrHx4dGo92/fx9C9vz8PC8vL6jmq6qqWllZpaSkPHv2rKGhgYeHh0KhGBsb29vbe3l5MZlMPB6/uLgYGRlZU1OzuroKgPrw8HDAL1dVVaHRaFtbWw6HY2FhYWZm5uPjw2Qyjx49Cl4kLS0tVCo1MjLSzs7O0NDQ29vb0tIyMDAQjtu/7zj+XU+Bs8Hucs+ePerq6jExMd999x1w3QMDA9va2qqrq7dt2/brr78WFRVxOBzAFHZ3d09OTubn5+Px+KmpqfT0dBaLBezGlpYWPB4vKCi4bds2wC8DOhBeDhLsj3/4TSPyEpwN83MEU4QU55w/hFsgjiA8+Y2f5e3bt6DOCNMEcKmFAxxktqEVD9J6IOyLaDqD9g5o5oJV1MrKCpzzoNWDSPQD3wFu9Z9//vnevXsgJ/fgwYPHjx/Dy7169Qqxt33y5Mnly5eXl5eXl5chG7p27drWrVstLCxqamrgEEa0pycmJjAYDB8f3+7duwHaAHotbDYbTN+TkpLc3d3BXoHzr6V7/5cLyRQAfvry5cvOzk44bLFYbHR0tLm5+cTExMLCwuHDh1dXV0F2QVtbu6qqCgA/2traWCx2cnLy9u3b9fX1Z8+era2t/eWXX8bHx5eXl2/fvq2hodHb2wsxrqmpaefOnXfu3LG3t19bWwN5OOAU2NjYKCoqampqFhUV2dnZRUZGysnJBQQEsFisnp6eyMhIcOsKCQkBCk9lZaWrq6uLiwuLxSooKJiZmWGxWPn5+c3NzZ6envn5+dnZ2SwWa3h42N/fv7a2Nicnh8lkpqWlqampAYLbzc0tOjo6KSkpIiIiPj4+ODjY09NTT09v27ZtERERfX19cHV0dXWTk5ODg4P7+/vPnTtnZGSUkZFx4MCBgoICGRkZSUnJ1dVVMpnMZrNPnjyZnZ0tIiJCJpPBNFRVVXV1dTUzMzMsLAxgS1DjCAoKWltbUygUCAc5OTlmZmaqqqqGhoZ4PH5oaMjLy4tKpVZVVWVnZ9NoNNhUKBTq/Vd+EF+vf+gpwAnw+vXrQ4cOKSkpgbMtzLSAwd7U1GRqaorFYktKShobG5uamp48eYI08yYnJ48dO/b58+eGhob9+/c/fvz40KFDBAJBWFi4pqZmI7gAUWrj/GHEAiQIqCYQXxl45NOnT0FIG0574AJBtQ9STuAaAPz5169fP378GNyHEVXPly9f/g05BEQcoH4ZGhq6evUqjDBAdgnmnWtra1/0Mj5//gweys+ePQNlzvv370M7A/mkoEaD/Mna2hrQ7OGfoBf2+vXr7u5uc3PzvLw8cA0B2TtgTMrLy3NxcQUHB8PcJCAgwNzcHLhnS0tLaWlpQUFBHR0diJ7l31zf/6/WxuTzzp07sJUFBQVJJFJ1dXVZWdnIyEhZWZmrq+uOHTvm5uZUVVUtLS3l5eWpVOqPP/5YUVGBQqEgq793796jR48aGho4HE57ezuDwcjOzoZnbm5uPn78+MWLF6uqqvLz8zkcTmJioqurK8z/YZCxe/duQ0NDOp2urKy8detWIBfZ2Ni0tbWxWCxnZ2cPDw8WixUZGVlcXJyQkBAXF6ehoRESElJUVJSTk2NqahoUFDQ8PDwwMJCTkxMYGOjk5FRaWrpjx47p6Wl5eXkKheLt7X306NGRkREzM7OysrLIyMj6+npzc3MHB4fi4uKCgoKjR4/evn17165dNjY29vb2FRUVHR0dWlpaZWVl586da25uPnDgAGgcHDp0qL+/PzIy8sSJE66urgoKCvr6+uHh4e7u7rt3705LSyMQCNPT0xISEtnZ2SUlJYCA8vHxERAQ8PPzm5qa8vHxyc/Px+FwpaWlAQEBeDw+ICBgz5492tratbW1RUVFrq6urq6udDo9KCjIy8sLi8XCCfffBwVEH+3Zs2cXL140MDDA4/HT09MnTpxob2/fsmWLhoYGFxcXtBKhjIe5wPbt24lEorOzs7y8vKioKCgOgNJGW1ubk5PTpk2bqqurwTAHdhVYyyJq/Ag5ArSYgbgG6negnwn4/Lt374J6D0wEEbG2jx8/QtSAKAMAash6EBzE73+YUH7tQAMqfZBlXb9+fX19HZxmILKAgwjAqKAnAgqOIB/M2SC/9/jx45s3b8Ivkarn559/hpsfZiXXr1//7bffLl68mJOTA8MwUIKD5lBiYiL8FYxj3r59Oz4+vnnzZj4+PsAscDic/Px8KSkpHA6H6KAoKCgMDg5yNiR6//8t+N4+fvw4NDSkp6enqKiYl5d34cKFN2/eODg4yMrKenl52djYDA0Ngcf00NBQWVmZra2toKAgCoXq6el5+PAhFxeXkJAQLy9vQUFBX19fZWXl27dvDx8+vLKyoqmp2dXVVVpaOj8/f/HixVevXp0+fRqIsxwOh06ngxKctbW1g4ODkZERDB1xOJy4uLilpaWjo6ObmxsajXZxcbGyslJXVy8vLzcyMpKVlaXRaFVVVVJSUtbW1ng8vra2Vl9fPyEhoaam5vLly2trawkJCbW1tU5OTmQy+fXr1yEhIRoaGn5+fry8vHNzc9XV1UeOHKmpqaFQKMHBwfb29kBUSUxMzM/Pl5aWdnJyMjIyAlQ1TOVJJFJ+fr6cnFxDQ8ORI0eSk5NTUlLy8vKg+wAzCxQKRaPRUlNT0Wi0t7c3gC9IJJKysnJKSoqtra2Dg0NoaOjCwkJ+fr6kpKSurm5BQUFvb+/a2pqJiUlXV9fBgwdjYmJCQkKSkpIMDQ0LCgp6enoArUChUCAo/H0W+Q+EKPjh+fPnRkZGWlpaZ8+eZbFYCwsLw8PDZDKZl5cXi8VWVFQ0NzdzOJzp6emMjIy0tDQikQgUbmVlZT09PSaTOTQ09ODBg+np6ZWVlYKCAvBBGBgYgFvl+fPnIN0NhJwff/xxaWkJwflBHfHy5cv+/v76+npoQQOjgbMhfX3y5Mndu3ehJAE/iNLSUs4fdyOCJoS2LVAhkI/5/fffQxH++vXryclJYEa9fv16//79mZmZcLYjM38AR4B/AfwGibtQ/qyvryOOQO/evTM3N09ISJicnARhWENDQ2traygRwVUdZMug9w5fGgz2xcTEFBQUkJeG0La+vn7+/HnYPXZ2dvDShYWF/Pz8dDod+Cnd3d3S0tKBgYHIG37x4gVkDZD9ISXlL39YfoMi7p9qxiLcdnjwF9SJt2/ftrS02NvbBwUFIdKgCD8lLi4O9uKBAweOHj365MmTvLy8bdu24XA4BoOhpqYGg3QvL6+8vDzAJkMPv7GxMT8/f+/evdu3bz916hSUe+Pj4w4ODj/++COYSj19+jQxMVFPT09eXl5TU1NSUhKMSMhkcklJibi4uJeXF51OHxsbU1BQAOnQgICAM2fOGBsbS0lJWVpaBgQECAkJ7d+///r167q6usDrLSoqWllZycjIaG5uLi4u1tfXFxYWJpPJhw4dmp6eBuNvZWXl9vb2s2fPAsFRSEiIwWAoKSkJCgrOzc2dOHGitLQUqgwGg+Ho6DgwMGBtbW1oaHj27NknT54EBAQAckdFRQVSEkVFRSwWC7hPNTU1UVFRNzc3HA6XnJwsLCxsaGhYXl7+6dOnkJAQRUVFdXV1Li6usLCwyMhIS0tLKpX69OnTLVu2FBQUwAHj5OQElHwqlRoaGpqbmysqKioiIgI8kX9cfxcUoJ325s2bkZERNTU1ZWXl0dHRK1eukEgkHA4XHh7e29s7NDQEdE6Qnfj8+bOmpqaVlRVI91tZWV29evX8+fMHDhwYHBwMCAiAloyoqCiRSISDDsFTr62tQWV+5cqViYkJhF/8pzkwIpW9cW1Ubfv1D79gDodz8eJFkNl+9OgRMol89uzZp0+fHjx4gNwh0K2Ynp6+d+8eYs7B4XCAzQk/37lz54cffvj5559Pnz69trYG7l0XLlw4fvx4e3t7QECAiIhIbGysqampvb098G02bdoEwD5IkgkEgpaWFmD7+Pj4HBwcsrKyvL29USiUioqKqampuLi4mJgYLy+vgICAuro656tJLYfDWVhYoFAoXFxcCgoK27dvf/fuXWJiIvTzOzo6fvzxx87OTi8vry1btnzxhyAliiQ1G38PP0BLBW7+L5LM4eFhkAnh4eGRlJSEo/7o0aPXrl179eoVVHkAQoPHQwIF5KXMzMyPHz82NDTEx8dnZmY2NjaOjY0B3AgExZqbm0+ePMlkMkVERJhMZnx8fG1tbUxMzODg4HfffdfU1JSamrp9+3YCgcBisfLy8n744QcXFxcIK/r6+srKykJCQhgM5sOHD1u3blVVVeXh4cHj8VJSUi0tLceOHWMymU+ePImPjz927Fh0dDQGg/Hy8goNDQXAW2FhYWVlZVJSEgaDIZPJlpaWiYmJ27Zto1KpFRUVdDodULyRkZE4HK6iogKNRnd2dmZnZxcWFgKuGWRHnj59CkxQERGRkJCQ+vr6/Pz8lZUVIpGor6/Pzc2trKzMzc1dWlp68+bN1dXVhISEiIiIubm5Xbt2hYeHs9lsAwMDKpU6OTk5NTUlJCSUmJi4ffv2jIyM2dlZPB5vbW1dX18/Pj5ubm5OIBDCwsJgPo1CoQgEgqOjo4qKipaWlqqqanh4eH9/Pww7EhIS0Gi0h4fHn9zkf7b+MiggJLw7d+4EBgZaW1tDmXDjxg0lJSU5OTkzM7OBgYHffvsNHDtA9WlqakpeXt7f3x9i0k8//eTi4kIgELy9vQcGBiYmJt69e3fu3Ln09HRbW9vo6Gjw5IFUcH19HdmF9+7d2zjtA8mjxcVFxMkD4UqcPXv20qVL3333HexjBMMDxzv8F5ILwPMDJuqLD3v//v319fW1tbVr164dOHBgcXFxdnb2+PHjo6Oj4FB47Nix8vLyysrK6OjouLg4aKQJCwsbGRnp6enx8vJycXFtFFwxNTXF4XBcXFyGhob8/PyKior9/f0tLS3GxsZaWlrglIFCoYDKZm5u3tzc3Nzc7OzsXFZWFhcXR6VS+fj4Nm/ebGpq+vUNDMHu8+fPzc3NwsLCPDw8vr6+MTExUKYRicTFxUXQHdvouIFI4yOqKogi9tdqS8gLnTp1aseOHbm5uc7OzsbGxojxdEBAAEw6voBybHSyRYDhbDbb2dk5Li4uOzt7ZGSkt7d33759BQUFpaWl6enpzs7OOjo6kpKSR44cmZ+fl5GRgS7a2bNnX79+XVhYODEx0dDQcPPmzdnZ2eTk5M7Ozu7u7pCQkOzs7KtXr0J2ICIiYmRkhMfjFRQUuru7YXqnq6trZ2e3bdu2qKgoYWFhZ2dnYEDFxcUNDg66u7vX1dW1tLQYGhrq6+s3NzfT6fTAwMDJyUl7e/s9e/aUlZUlJiby8fGlp6e3tLTU1tZu2rTJ1NQ0Li5OWFiYm5s7NDQ0PDzczMystra2ra2NQCAcPHgQ4MaKiorOzs6Li4uAiYL/m52dbW9vPzQ0BPwxUVFRQUFBFovV1dUVGhqKwWAyMjJqa2vNzMy0tLR8fHxYLFZhYWF0dHRjYyNoNBQWFjY3NxOJxLy8vMzMzLy8PEFBQQ0NDchlRkdHd+zYAe0VCoWyfft2T09PSEhtbGz+PXrlH3AKb968qaysRKFQhoaGWVlZZ86csbS0lJaWjoiIyMzMnJ6efvHixdTU1NGjR3/44Yfk5GRNTc3y8nLgaQBMTVJSkslkAhWKzWabm5uDCExCQoKAgEBycvKFCxfOnTsH3ThQrb5+/fqFCxeQ4gVOZiT/30h2QFybANH05s0bZHAA+xVwExwOZ2lp6c6dOwgxAXgNR44cATsdaBczmcykpKSoqKjAwEALCwssFgvyrVJSUpDYA2rFxsZGRkaGRCKZmZkBLqWgoIBOp3t5eRGJRBAs8/b2ZjKZzs7Ofn5+mzZt0tHRMTMzI5PJYCrR3NwMjaXBwcH4+HgrK6vi4uKOjg4xMTEXFxczMzNubm51dXVFRUU6nY5EAURPDTJ5uDrDw8MA1MvLy5uamtq2bZu0tDQ3N7ednV1MTExSUtLu3bt7e3tbW1urqqoqKir6+vrW1tYgCpw/f76qqiolJSUnJyc3Nzc8PNzW1tbX17ewsHBubm59ff3OnTvnzp2bmZkZHR19//796urq3r17BwYGjh8/DhoWSBIHWslIzvX7779D1QZlFIfDaWpqkpKSio+PHxwcvHPnzsePHzs6On755ZfTp0/j8Xj4eslkcmFhIYVCgUTawcHh2LFjly5dAmT37OxsV1fXgwcPTE1NW1tbr169evXqVcDO6+jo6Onp4XA4Fou1e/fu48ePJyQk+Pn5ycnJQQ4fEhLi7u5+8uRJW1vb+vp6NputoKAAh62JiUlkZCSdTjc3N29oaABpubKyMm9vbwKBAKMcSUlJDw+PoqKiysrKw4cPl5aWFhYWamho9PX1BQYGysrKGhsbJyQkZGRkDA8Pt7e3z8/Pm5mZSUlJ3bt3z8fHB6RTXFxceHh4REVF/fz8EhMTo6KiyGQygUCQkJBwd3efm5ubmpravn377OxsVVUVIL6cnJxAWAWPx9vY2AgJCZWWlnZ3d6NQKJBdS09P19XVbWpq0tDQcHFxGRgYoNPpDQ0NgI53cHDAYrH8/Py2traItt3/KihA3+7ixYsxMTFiYmKzs7OwI5eXl8vLy62srLBYLJFIjImJ6e3tXVxcFBYWDgwMrK2tPXXqFEzUjYyMLl26BGqulZWVP//8M1SYioqKwEQaGBhQUVFxc3O7dOkSood37dq1L0BEiA4KGAcjRKMffvjh7NmzN2/ehP7i3bt3r1+/DoLuUBQ8evRoeHh4bW1tYWHB19c3KioqLS3N2dnZ1tYWoGkAGXZ3dw8JCREWFpaSkhITEwOaGgqF4ubmlpSU1NbWxuFwgoKCUlJSYBjDYDDGxsZSU1MB1e/o6JiQkMBkMiMiIhgMRk9PT01NjY+PT0VFRXBwMAqF8vHxgdNMUlISms8JCQljY2OPHj3KzMy0t7f//PlzbW2thoaGjo4Oi8VycnIiEAh4PF5fX7+2tnbjFdl4gRAnktnZWXDiqaqqAoerlJQUNBrt6uoK0Jf5+fmBgYGampqqqqo9e/Zcu3btl19+uXbt2ujoaEVFxY4dO86dOwclw9ej3I02tsBJ+YJb8VcDjq+LuzNnzgQHB/v4+FRXV3/48GFycvLEiRNjY2O1tbUdHR01NTWSkpK8vLxWVlYVFRUGBgaQi01OTi4tLXV2dnp6egKAur29fWFhITEx8dGjR11dXaqqqiADZWJiAiHb1tZWTEysubm5ra2toKCguLj44cOHY2NjYWFhBQUFu3btKisrg0oEsECmpqahoaGhoaGmpqaysrLKysr79u37/fffUSgUSCdjMBhlZeXc3Fw3N7ewsDAUCkWlUlNTUzMyMjIyMqytrZ2cnBobG8fHx+Pj442MjKKiohgMRltbW3R0tJOTk7u7O4lEsre3NzQ0dHJyEhAQgJwlKirKyMhITExseHh4ZmYGekmjo6OxsbHNzc3QYlRSUqLRaM7OzmpqakZGRj4+Pn5+fng8nk6nk8lkLS0tFosFqUpBQYG4uDgQzOh0OoVCgTbn5s2boVUHGsV/db9vXP+QKXz+/Dk7Oxu+neDg4OLi4uDg4JmZmVu3bkEBv7S0tH37dlVV1X379mVmZsKpZWxsbG5u3tbWtnPnzoCAABgEFhUVoVAoLS2t+vr67u7u8+fPHz16FGanfHx8UJtcuXIFWgyIWcu1a9fOnTt379496AiA2gfkFKDbvba2dvfu3RMnTuTm5pLJZACKCQgIiIiI+Pj4aGpqAk0DlqWlJVSwMGd2d3fH4/F9fX0tLS1CQkI4HA6Pxzs7O+vq6lpbWxsYGBgZGaWlpbW3t4NUWW9vb3Nzs66uromJSWxsLAaD0dXVpdFoLBYrNjZ2+/btBw4c8PX1ZTKZDg4OWlpaVlZWZmZmII7i5OSERqMpFAqdTtfT00tKSoIUTFRUdHx8nEqlqqurm5mZmZmZ2dnZmZqaysvLS0lJIUIsnD+GGgigE1nPnz+fnJw0MTFBo9FAQH758iUIIkZFRW3sC34hEsH5gygJHVZAGQA9BDIvAF/BIzdyq0Ck+x/3FjJwQd7zwsJCamqqvLx8UVFRfX09cA1fvny5srICEozQJN+2bdvIyAh0E7W0tLZs2bK8vNzV1fXmzZvp6Wngy/z666/m5uY9PT2ioqK+vr6AF4TgGBERoampqa6uLi0tTSKRmExmR0dHa2srk8lUU1Njs9lBQUEKCgoEAgF2BY1G8/X1bW9v379/v7W1tZiYGA8Pj7a2dm5urp+fn7i4uIaGxuLiIh6P5+HhuX79uqOj48TERHl5ubm5uba2NpR7kDMuLS1FR0fj8XgLCwsOhxMQEDAzM1NaWnrr1i09PT1paWl9fX0qlaqmpmZlZWVjY4NGo6Ojo0tLS+Xl5VVVVQsLCyHhd3JympqaCgkJQaFQaDR6ZmZGRkbG1dUVvDZKS0sTExPb29uhoeDl5YXBYJaWlhQUFAwNDZlMZkVFRUZGBrSxUSjUvn37Pn36tFGX8O/XXwYFEAvhcDggnonFYrW1tcvLy0ER8O7du11dXd3d3Y8ePQIqfmtrKzBGUSgUqEpA5KNQKJaWlgwGY3p6Ojw83NvbOzU1df/+/SDQdPPmTaDTQ56M+MRdvXr1xIkTFy5cuHTp0pUrVx4/fjw+Pr5v377u7u6srCwSiSQvL8/Pzw9nNdL6gqNeVVUV+IWARSssLMzMzMzMzKRSqV1dXQEBAXZ2ds7OzlpaWkVFRVFRUUFBQVpaWqKiohQKJSIiIisry8fHJz4+3sbGBpC5YWFh0DrW0tKqqqqC4RMKhZKTk/Px8aHT6dbW1lgsFj6vq6urt7c3m80GhYyZmZmCggILCwtRUVE0Go3FYlksVmdnJ5vNtrCwMDExKSwsdHFxKSoqGh8fj42NFRMTA5cteImdO3fCDQASCcgk6T//+c/Dhw/BCAt+A+0bFArl4uIC7Iz09HRNTc3c3Nz5+fmNseDXX38FN7Q/ve5fn/wA/eL8gSvfyDRH5i8ANkP+FhHsRoq+Fy9ewDzixo0bycnJvr6+u3fvLisrq6ysBDxCT09PXl5eWVmZkJCQlJQUiUQiEokSEhIoFEpNTa2zs/O3336bm5vz9vZ+/fp1f39/T0+Pqanp2toaLy9vfHz8+vo65NVBQUGpqan6+vrx8fHQpGhra9u9e7eMjAyRSOzq6goJCZGSkoLo4+jo2NTUNDIyEhoa6unp6ejoaGRkBPRqAwODlJSU0tJSXl7e7du319fXg39HcXGxjIxMVlYWgUAQFBRUV1dva2tzdnYGQOHY2NipU6cePXp05MiRmzdvCggIgAQ+Fou9deuWj48PgCk1NTVRKJSNjQ0M5lxcXKSlpRsbG0HLW0tLy8zMLDk5ubCwsLOz09nZubm5OTk5GY/Hq6mpmZiYpKWlSUlJOTg4ODg46OnpWVhYCAgIqKqqGhsb9/T0TExMVFdXZ2dnQ/OVm5s7PT39b4x5v15/lymA/x/8DKayjo6ODx48CAsL27lzJ6KnMjk5CfLEr169amlpGR0d9fDwgHELHo8/ePAgMr2Pj4+vqKgYGxubmZkxMTHR19cvLS1lsVggaI1CoczMzMLCwqhUKmRByIJYIyIiIiIiwsXFtWnTJgkJCRERERQKBd01ISEhIpFIJBJlZGTU1dXDw8PxeDwXF9fWrVsTEhKuXr0Kd7KsrKyenh6NRhMWFrazs9PQ0GAwGMLCwlDEmpubGxsbEwgEaWlpLy8v0NikUChAzp+bmzMzMwP39LW1NR8fH3t7e5hCq6urV1dX19fXQzaYkZFhaGgoLi7u7OwsLCxcUlLCZDL9/Px6e3vfvn177do1BoNhZGRkb28PnosSEhKpqamBgYEhISFqamo8PDxaWlowudi3bx9yOSD3+4INDahVIHpyOBxQ8rG2toY5bllZGdTq8/PziBsqTB85f3gQwTBi483M4XAQlzSkB/lFmwqZawJ47OvNs1EwGrFOgu7mhw8fLCwskpKSDh06VFdXl56e/ujRoz179vT39z99+jQuLg5iPZhuGhkZQU4XHBxcVla2uroKclUPHjyorq4mEolcXFyurq5WVlbm5uY0Gm3z5s2hoaFOTk7+/v55eXkkEkldXd3ExMTIyKiuri4zM9PGxobNZkdHR8MkmIuLi0wm6+vrm5ub//bbbxcuXACWMZ1OB7k3Nps9NDQEX6yjoyMWi/X09CSTyQcPHsThcGfPngURN1DZjY2NNTAwMDMzg16Sj49PSUnJ0NBQUFBQfHz8yZMnYbvKysp6e3sDHsnZ2RkyAgqFoq2tzc3NLSsrGxkZuWfPHkFBQQsLCwUFBUjAQasGvpC6urrIyEhoPURHR4NHyZ07d7y8vCYmJqBILy4ulpWV5eXlffjwIVyCr9PMP13/UD4g6+nTpxUVFaqqqnCpduzYcfny5YcPHw4ODjo5OYmJiYHbF4Dzrly58ubNm1evXnV0dHA4HGhTq6urNzQ0DA8Pi4mJSUpKLi8v0+n0vXv3vnv3rru7G2bUwHIDfRH4YPBLcDFH/SFlHxgY2NDQAP9dXl5WV1fX0dEBISp3d/eqqiplZeWWlhZgFsOWOnToEEQWRI948+bNVCrVy8tLRkampqamoqJCSkoKpHvu3bunr68PGofq6ur79++nUqlMJvP9+/deXl6qqqri4uJmZmZEIpHBYLS0tKipqVlaWubm5tJoNCgWMBhMSEiIpKSkj49PXV2duLj4gQMH8KRcrgAAIABJREFU3N3dubm5JSQkWCxWfHy8rq4ukUg0NDTk5uZ2cnIqKChgMpmKiopycnI1NTVAbmtra+P8T0b5X10gKBMePXpEo9G4uLhMTU1BZ6GiogIqEeDzcf5CZOHp06dfGG0jLG/Ohrpjo2QeOIN8/VQgUcXZEEcQx3dAi3M4nAcPHvj7++Px+NbW1jNnzvT09FhaWnp5eUE3CsK9uLg47Ie+vr7Lly8fOnTo/Pnzhw8f5nA4e/bsIZFIBw8ehATNw8MDdDRpNJqSkhLE0y1btvj5+dnb258+ffrIkSNQIWpoaIiLixOJRBUVFQkJCU9Pz+bm5v7+fnt7++Xl5YyMDCEhITk5ubi4OLDGCwoKevr06draWmRkJAaDERQUTEpKCgsLc3R0zMrKGhkZ0dPTO3jwoKioqK6u7ujoaEBAAIgpGRoajoyMwP2srKwsIyNjaGjo4uIyNDTU1tZ27NixHTt2mJiYKCkpQZ/Vy8sL1BaASR0XF4fFYpOSktTV1R0dHQUEBGZnZ83MzGxtbaH5XVxcbGtrGxYW9vLly8DAQFBPgDMVGo179+6FjnVsbCwyhv/f9hQQWS6kKH39+vWJEyciIiJUVFTExMSCgoKAUgpQXEQscO/eve7u7vPz86dPn758+bKVlZWvr+/Vq1f3798/NzcHcU5PT8/a2prJZBYWFt67dy8xMXF2dhYSLTBohFhQXV09MjICZZKbm9v27dvHx8cxGIySkpKnpycXFxekYdra2lJSUqqqqiIiIm5ubsrKyvz8/IB+VVJScnFxuXz5sp6eHplM3rVrl52dHYvFCgsLw2KxOBwOi8U6ODiAdjg4ppaWlvb19UVFRbHZbBkZmevXr9fU1EC/8P37925ubrKyshQKRVNT09HR0c/Pz8DAgI+PD4VCZWZmjo6O4nC49PT05ubmmpoa0LdwdXU9cuTIsWPHWltb9+zZ4+Pjg+x4mPDFxsZeuXKlsbHR39+fwWAQCAQFBQVTU1NJSUngQf5LDw9EDKqpqUlcXFxHR6ezs5PD4YDPiqysbG5uLuTzYIgE8+A/fRIk+jx+/BhkyCsrKxGOFrwlRBT/wYMHR44caWhoAKVjOzs7CwsLRUVFaWlpwGWqqamBwsfhw4czMzNtbW2VlJS0tLRgdgDfBvSt4OguLy8HpxMICsPDw1VVVWCs3tLSsnv37sjISFBt3L17Ny8vr7q6ura2tqenJwaDodFoQUFBMzMzLi4uQG0ODAwUExNTVlYOCgqKioqCVoKAgAAAGZFsNDc3d2FhAWjI9vb2rq6uRUVFxsbG+fn5Xl5esMHgovT19TGZTKgmAL9jb2/f1NQUHh5OpVKHhobKy8sJBIK7u7u4uHhhYWF/f7+AgICvr6+XlxdIwsBpp6OjY2BgUFZWVlZWtmnTppqaGhcXFxERkYKCgvX19djYWF9fXxQKFRoaisPh4E9cXV1ZLFZAQACNRisoKNizZw8ej09NTZ2ZmQG8louLS1JSkrS0NFgWkcnk8fHxvxo5/9X650zhi/rz+++/j42NFRUV5eXlFRISwmKxMTExzc3N3t7eV65cOXXqlLKy8pkzZ06fPr2ysrK4uNjS0tLU1FRVVXXnzp35+XkFBQUMBkMikWAKRafTYaC4fft2uDbQ/iUSiVC0l5SUoNFoWVlZGxub/v5++H6xWGxdXR0AOWNjY6FohyZTQkICm80GNSsTE5PExEQcDofBYOrq6vT19UkkEoDDq6qq6HS6r6+vgYGBpqYmRKK0tDTgk4AMOQ8Pz+TkZGZmpoWFhbCwMB6PLykpUVFR4ebmhggFJc+zZ89iY2OHh4ejo6NB5BYQPoKCggBAUlBQaG9vX19fB8Ls4OAgnU5XVFScmZkBUUMzMzNIYSCQoVAoe3t7R0dHAH1y/gy89KcLSePfvXvX0tJiamrKw8PT1tYGFjtWVlaysrI7d+4EyTZ4JChcQQvz48ePGw1Renp6vLy85OXlJSUlVVRUGAxGTU1Nfn6+h4eHtbW1paUlDoczMjIKDQ1NSEgoKytrb2/ftWtXS0tLSUlJenq6hYWFoaEhGCJALQANAh0dHRMTEwD2DA4OVlZWwik3NzeXkZERFxeXm5ubkJAAJtTwbczNzbW1tZ05c4ZAIACXpLm5+dy5c9PT052dnU5OTvz8/FFRURMTE6Ch4ObmVlRUZGRkZGVlBWKHEhISQUFBcXFxCgoKULcLCAgAdtjOzi4pKQmLxR44cMDGxiY+Pj4yMpJCoURFRZWWlmpqaoJOHOoP1ybgI7e0tFy4cMHLy8vDw4NKpdrZ2aWkpGhpac3Ozl6/ft3T01NAQEBUVBTIV/fu3dPS0srLywO1WAqFAuYuXFxcXl5eEhISDAaDSCTa2toCTBvoD9BZKCkpOXbsWFBQEHTBqVSqqakpdK8iIyPZbLaXlxeMSPLy8tzc3CIjI3V1dcEh2dPTc25uDtke/54I85dBAdlhQOkH5T9EUaO9vR3uWy4uLh0dHXV19dra2q6uLmVlZU9Pzxs3brx+/bq9vR1oi3Nzc+rq6mB61dDQcOXKlf379y8uLoJTxcjIyN27d9PT03E4HILNEhAQsLGxodFoc3Nzly5dampq4uXl1dbWdnd319bWdnZ2zsnJgVkDBoOBm3DTpk0aGhrws56eHgaDERAQkJWVFRISKiwstLW1XVpaCg0NNTExYTKZUlJS/Pz8WCzWzMwMCv6xsbH5+XkSiZSYmKivr19UVOTh4VFZWRkYGAg+X2g0Oj4+vrW11d3dHUaMoC/k7e2NRqPV1dUBQQSNH5AABfhDYWEhyFJ5eHhAH9HY2BhsThgMBuh50Wg0bm5u6DZ1dHSkpKTY2NgoKChAUNhoq/dX1wv5X48ePYLHQxNETEysqanp7du3i4uLJBIJjUZnZGR8oZoPa2VlpaamJioqColNgI2Fny0sLLKzs3fs2NHR0XHo0KHZ2VlolQPjAEZfvLy8UlJSoF8QFBQUHh5eWlo6Ojo6MzNz6tQpkLoCO1YOh/PixYtvv/12dXUVZNHweLylpSWiuW5lZbVp0yZubm4HB4fU1FRIEOrr62Hefvbs2aSkJETECW6AlJQUc3NzMGWIjIxksVgxMTE+Pj5eXl6ZmZlCQkKmpqYRERFjY2Oenp54PD43N7ehoUFWVtbBwSEoKCgkJERCQgKDwbDZbGNjY2BJbdmyRUtLi0ajGRoa+vr6iomJEQiEnp4ed3d3qHALCwsTExPd3NwYDAacKywWS0dHh81mg0RieHg4TIjJZLK3t7e9vb23t/fg4KCampqenp6enh4Wi4UOMZvNhqAGTdDIyEgVFZW8vLyMjAwDAwMeHh5TU1Mymaynpwf9OCaTCfkUHo9XVVWFPWljYwPB18LCoqurC9kVX+PT/5ugAEIAX/wSmUu/ffu2r6/PwsJCXl7ey8urqKgIGFOmpqYuLi4cDicvL6+3t3dpaenKlSugJ+vs7Ozs7Dw8PLy8vLywsDA5OdnR0cFkMul0uoaGBiRyampqgoKCcALX1NSEhoby8PDIy8vb2NgYGRlxc3PD3Q63vY+PD5lMTkpKgvq/tbW1r6+vubk5KipKTU0NEGBHjx5tbW3du3cvFouVkpLi5eUNCAhIS0vT0tKSlpYWExPj4+NzdnYmEol6enp+fn4YDCYiIsLX17e4uNje3p5CoUBXwtDQEI4LCwsLAwMDMpk8NTUVGBjY3t4Oya2Ojk5VVRWVSo2Pj2cwGMXFxerq6lZWVpqamsV/rKioqLKyMhUVFWtr6/b2dhMTEywWGxISoqWlZWtrS6FQHB0dgV/o5uamo6MjJCQE3rPI+puUAShhSAcRBrqvXr0CXH1UVNRvv/329u1bLy8vHh4ee3v7b775BlTqINy/f//+1q1bU1NThw8fPnHixJkzZ4aGhnx9feEuhaMJjUbDlwDxQlNT09LSMjMzs6mpaX5+/v79+2C4DMI2G8HOwKoGRXOgNgKIEOp/Hh4eBQUFgHiqqam1trbm5uZSqVQcDre2tjY0NARxHJS7rK2t6+rq9uzZs7q6CpgOaB/o6Oh4eHjo6OgkJSWhUKigoCAjIyN/f/+2tjY8Hv/NN9/IycmBjR18FmVlZS8vLxqNtr6+3tHRUV1d3d7e7uvrC2wFAoGgpqbm5eVVWVkJB56Li8u2bdusra3ZbHZLS4uCgkJkZKSBgQHoIAUHB6uqqiooKCQmJkJbJCwsrLOzE0oVbW1tY2NjkGDB4/EaGhrJycmOjo6FhYVRUVHp6ekBAQHy8vKFhYUDAwOenp4SEhKampp9fX3Jycl2dnZgVurt7e3t7W1lZaWsrAx2YTw8PCIiIu7u7gCi9/f3T09Ph46Djo7Ovn37ACgMHln/Vzz6f6BO/w2h6vXr142NjXCE9vb2dnZ26urqYjCY27dvgzzR4uJib2/v06dP9+7dGx0dXVRUxGaz29vbU1JS6uvrh4aGmExmVFSUs7OzpaWlra1tYmLi0tISoNlNTU1zcnJcXFwwGIyBgQFMa2RlZSGb5ePjCwkJaWlpiYqK8vHxcXFxIRKJeDw+JCQEVHGFhITMzMyKi4stLS1BB1lWVrajo4NGowkICMjLy0tISBgbG9Pp9PLy8uHh4fr6ehkZmZGRkV27dgGj3t3dXVBQsKCgYHx8nMVieXt7a2trGxgYzMzMsNlsCQmJqqqqqakpEonEz8+vr6+Px+NpNFpzczMgAmNjY7FY7P379ycnJ/39/aWkpKhUKqDldHR0GAyGnp5edHQ0AFRQKJSRkVFkZGRpaWl2djbojkAGCFq4yPp7pCowNZGrA+zPM2fO+Pv7S0hIREREAO+7sbFRX18fSPvbt28/dOjQ3NxcS0tLUFCQtra2np4ebDIBAQHgbllYWJibm0dGRjY1NU1MTCwvL3+dZbx69er7779HKhHO/1SdWlxc9Pf35+Xl5efn9/T0NDU1hfO/rKystLR0amrq7du3ly9fNjIyAlHPhYWFkydP7ty5c2ho6MqVK4ODg6Ojo3Nzc3fv3h0ZGZmamjpz5sz+/furq6vhLIG+vYqKSlBQEMwXSCTSpk2bMBhMWVkZiUTS09NbX19PSUnJyspSU1MLDw+Hij0hISE/P9/Hx8fd3Z3D4RQVFYHcA5FIxOFwKioq0AIDcGpISAgElKCgIE1NzfHx8Rs3bsTHx5uYmNDp9OTkZBKJRCKRCASCpKRkeHj43r17AwMDgf0tLS3t6uoKre6goKCioiIGg0GhUKKjo62trbW1taGANTExOX/+vLKysomJCYvFevz4MSAUoVODw+GEhIQgEbC3tzc3NweD4qioKNDyExAQ4OHhkZOTAwwoLCTB//frH3oKIOoIlqSg7oYA7zkczu+//+7n54dGowcHBzs6OjAYjKWlpYuLi7e3d3Jycm9vr4eHx+HDh2dmZuAWunTp0okTJ4aGhtbW1gYHB8PDw0GhGI1GGxoarq6uPnjwgMlkiouLw1DK1tYW5EmdnJz4+PjMzMzg9gPJKjjDLSwsvv32WyqVqqure/v27dHRURQKFRwcDJmVp6cn1HUWFhYUCsXc3JzBYHh7e9vZ2QHdCOjuubm50MhRUFAICQmhUql5eXmnTp3avXs3bF9gxQgICDAYjJCQEFNT04qKCi0tLYA59PT0oFAoBoPh5+dHIBAKCgpCQkL8/Pz6+voGBgYiIiKSk5O3bt16/fp1+FChoaHW1tYvX76EehiaxjAWkZKSkpWV1dXVVVRU5ObmhunDF7Juf782uuZBrv7gwQOIPiIiIlNTU58+ffruu+/YbLaPj4+Ojg7YH+nq6gYGBhYUFOTk5PT29q6urr558wZ4IpB9vHr16tq1a4ODgzt37pydnT1//jxg0kDtauMb+P3339+8efPrr7/ev3//zp0779+/n52dRaPRMjIy+/fv/9MNCoOPT58+DQ0NiYmJtba2Li8vOzk5RUVFHT9+HOQkVlZWIBjdu3fvhx9+YDKZZWVlwsLCGAxGVFSUxWLBQWJubh4UFIRGo62srKhUam5u7okTJ/B4vJOTU2hoaEpKSmFhYV9fH4PBsLCwKCgo+PDhQ1NTU0lJSXBwMOQdSkpKGRkZTk5OJBIJg8EYGhoaGhrC+BlaoSgUClCGAgICIAwtJyfHYrEoFEp2dnZSUhLgZeLi4kZHR9XV1VVUVLBYbF5eHvSqENHKioqKrKys/v7+trY2QUHB5ORkkGkEGgGDwTh8+DAOh4uOjgbu0+zsbFtbW3Z2dmxsLNAuoqKiXFxcyGSypKQkZCiQKQgLCx89evRr35N/mS/8ZVD4+kojgYDD4Tx//hz62KWlpSoqKvn5+XNzc3NzcxMTE4ODg0BTHRkZOXPmjIeHx8rKypEjR86fP//tt9+Ojo4uLS29fv362rVrFAoFaP+jo6NaWloqKirgpW1tbc3DwwNQLVVV1ZaWFklJSUVFxZKSEhcXF21t7ZCQEBUVFRERkdzc3OnpaXV1dWVl5aNHjwYHBw8ODtbX1+PxeGjA8PDwHDhwYN++fVQq1dXVNSwsTExMzMfHp7e3Fy4wlUqlUqnW1tbq6upoNJqfn19ERERcXBwqfKiZoSaCGZKsrCyo5enq6sbGxqLRaGiwS0hIgMKXoqKiuLi4oKBgYmKikJBQUFAQmUwmkUi1tbWCgoIODg5Q+sLhYGNjIykp6e7u3tHRAXbsCwsLsbGx0E7n5+eHoPAFxehPF9IMBjG7jY8EPHhJSQmk6IGBgQ8ePPjw4cMXcPI3b94AbOH7778HK6eKigoGg4HD4eAzbt68WVRUFEickpKSgYGBCFcaeXt/+g7v3r3r7u4O5xsiiv2Fixn4hnA4HDs7OyKRWFlZ2dPTc+PGjenp6YmJiUOHDvX09Dx58iQtLc3d3X1ycpLNZmdkZBCJRGjluru7g2NKRUUFHo9nMBiAODY0NDQxMdHT0wsPDz958qSmpiYfHx/YNMBe0tXV3bJlS2pq6oEDByYnJx88eODr66ugoCAhIdHY2DgwMHD//n04ukVFRY8cObK4uOju7l5fX5+enn7z5k0/Pz8bG5s7d+40NzfDN6OiomJlZRUaGmpraxsQELBt2zY4uqDs3bZtm7a2tqqqqp+fn5OTE3QTyGSyqqpqWFhYbW2tq6trVVVVdHQ04Ovk5eUhKllbW79+/bq3txeDwfj7+0dERBw/ftze3l5ISGhsbGxwcHDPnj0oFCorK8vCwkJcXFxSUnLLli0rKysIZf6vds7X69/iFDYuKETh51u3bqWnp8vKyoJ51Lt378bGxuCgA9UwEDidm5sDOzNIn169erVt27bGxkYOhxMZGSkvLy8gILBr1661tTUPDw/oX+rp6cHhGRERgUKhxMXF+fj4YmJi1NXVN2/ebGVllZSUJCYmBgEScB1Q8WIwmNHRURA4raqqunXr1tGjR0NDQ11cXNBotLCwMC8vL5PJVFVV1dXVXV5eBsC1sbFxVFTUuXPnnJycVFRUsrKyZGVl+fn5bWxsdHV109PT09LSNDU1BQQEwK5DWFi4paVlcnKSRCK5ublVVFR0d3e/ePHiyZMnP/30E2TsHh4ejo6ON27cePjw4eHDhwG1rq+vr6CgYGdn9+nTp8TERBQKxc/Pj0ajk5KSoHeLQqEmJiZaWlo2b978zTffwMn/N+ZO/7gQucrbt29HRETAHY5CoTQ1NYOCghITEwFstmnTJkTZgY+Pj4eHh4uLC4CALBbr0qVLBw8ehLdx6dKltLQ0GCEXFBTAqyAzaWDdIL1uEKF69uwZuNHGxsbCBoW+46dPn4ClhsxKORzO9PQ0YI0+fvwIEoYLCws7d+40MDBYWFiYm5sbGRk5fvy4oqKisLAwHx8fWGCkpaUdPnzY09NTR0cnLi4OuiFAPdy9e7eiomJdXd1PP/0UFRWlo6MjLy/v5ubGZDJ9fHy0tLTu37+PCECB1RoA4dFodEBAgL6+vr+/f2JiorKyMpPJzMjIOHr0qLKycmdnp6ur68zMDB6Pl5OTg2+vqKgoPj4etiLYVe3Zs6erq8vY2Bj2toiICCBooap1dHQ0MzMTFRXdvHmzuLi4lpYWtCr6+voIBIKGhkZRUVFcXNz+/fvV1NQ0NTX379+PRqPZbHZFRYW1tTVEalCakZGRMTc3j4+Pb2lpgSmvoqJiZWUlYJaAJvtvNsx/ExRgQdPr3bt3DQ0N8vLygoKCWVlZa2trFy9ezMjI4OPjExERqa6uvnXrFliwwdCRwWDAn+/evZtKpQ4PDwMNPjk5uaenZ3BwcGJiAtAHnp6eHR0dxsbGsPkMDAwMDAw8PDzy8vIgzUP9AWfs7e29fv061Hvq6uoyMjL29vY0Go3JZNJotJiYGBqNZmBgQCKReHh41NXV+fj4wI2HQCD4+voqKytDAU+lUs3NzdFodGtra0RExP79++Xl5Q0MDAgEQmZmJiSl0IuemJjIz88PCAjw9vbm4eERFBTs6urq7+83MDBITk729PRcWFjAYDDl5eV+fn6urq7m5uby8vJ2dnY9PT2SkpI8PDwAXkKj0XBvgOYlhUIZHR0F8CUURxshaGAD+V9cKWSo/Pvvv58/f35qaurQoUM4HE5ZWVlSUlJWVhaDwVAolKampgsXLoAkFFgBg+IePMnTp0+RHjPkpdevX6dQKIKCghERERsdgzkczoMHDyDV//XXX5H3vLq6WlNTo6mpKSIiAs4xN2/ehIT2yZMnIPHy6tUrgFEfPHhQR0fn4MGDDx8+BC0MmCZA5jI5OcnhcKBJJCIiEhoaCjLQZDI5Ly8Pg8Goq6vz8PCgUCjQINm0aZOIiMjWrVvxePymTZvk5OQADHLlypXJyUkKhUIgEAACGBsbW1tb6+joyMPDw2azgfhDo9GATFVUVKSkpCQsLAzaLeLi4lBmioqKFhYWVldXu7q6pqeng1QsdJFlZWVra2szMzMFBAR0dHTAbMbe3l5aWhpMEoyNjY2MjJSVlXE4XFZWloODg5qaGlAzQCoaupVZWVk0Gs3b2zsnJ0dXVzc1NTUxMdHBwUFaWhrySllZ2c2bN8vJycF7WFpaAiFcbW1tKpV66NChf79h/q+DAlKWIJSYEydOODs7QxFx9uzZqampI0eO5ObmKikp1dXV1dfX+/n57d279/z589evX+/o6Pj+++9LSkr6+/tra2u3bt0aFBS0uLgIu2pgYAAqLgqFkpOTA1Q5EokE4x/QJmhoaNi1axedTgdc9+zs7L59+wAQaWZmBkUBkUgEOT0PDw9xcXHoPJWVlRkaGgoKCkpISICSX2VlZUFBQXh4eHx8vIODw4kTJ44dO2ZjYwOkFBaLBdB3SUlJGxsbV1dXYBmbmZlpamoqKioCBlZJSUlcXNzW1hboPc7OzklJSTU1NSQSqaSkxNHR8fvvvx8YGEChUFgs9uXLl7q6ulQqlc1mP3v2jEgkgrb/8PAw8B1++uknSDJBnQn52qF2++8MHRCfyK9//6cDJsAjQ5v5T9W7kGdbW1vz9/cXERFJSEhA4g5ngyDdp0+fQNgW/vnmzZuamhoJCQkjI6MzZ85wOBzAaMPzQ2cB8c7q7e0lk8l2dnYeHh6wcwYHB/ft29fV1ZWdnX369Onx8fGcnBxxcXFwZPD39w8ODgYCtZiYmJqamrm5eXp6uouLi6Gh4a5du/T19aWkpJydnRUVFcPCwgApExwcDB5NYNlkamoK4CtJScnQ0FAPDw9+fv5z585lZWVt2bLl6NGjoAoNfcHc3FwKhQIQI35+fmhsaWtrS0hIqKioaGtrwxFFIBCsrKxMTU1pNJqjoyPkg5WVlTCcApcqUGFFoVBWVlYhISEkEgn87/j5+Y2NjdXU1CwsLIhEIo1GGxwcBEt3FAplbGysqqqKx+NJJBJQ+GxtbVNTU3t7e/v6+kpLS4EEhEKh6HT6qVOn/qVj2P91UECsnJCG1vPnz3t6emRkZAwMDEJCQrBYbFVV1crKiqGhIRqNZjAY9+/f7+/vX1hYKCoqGhoa6uzsXF9fHx4eBpXX0NBQNpu9srKysLBw7NgxfX19kDBBoVA7d+7cvXs3EFTc3NwaGxuNjY2RzxkUFNTW1qatrT03N1dTUwPUtB07dnh4eCAoQxsbGyKRCCodu3btgmYylUql0+lpaWmg5I/D4eCGtLe3t7KyIpFIjY2Ni4uL4BFuZmZmY2MDk6SkpKTu7u4tW7YkJiaCWZiNjY2Hh8eOHTsiIyMlJCRycnK++eab2NjYnJwcSB2LiopMTEy4ublbW1tbW1tXV1cbGxvt7e1nZmZ+++03FovV2trq4uKipKQETZAdO3ZoaGhs3bo1KSlJQ0ODw+EAu+m/yxE4/9OzEykvNxpDIJorIHj995d+o4AChIabN2+mp6fLy8sTicQjR45srF2/IFmAt/iLFy8OHjzIx8fHy8sLbabc3NzOzs4PHz4gJl0//fTTvXv3OBxOR0cH0I337dvX1NRUU1NTVFTU3t6+urq6f//+zs7O4uJiNBqNwWBwOBydTndwcAgLC/Pw8HBwcKirqwP/aDabDSJRZDJ5YGCAxWLBtNvMzMze3h6Hw9FotKKionfv3oWHhyspKcnIyGhoaJSWlgLJtaKiArIPPj4+CP10Oj01NdXe3h7a4dDA5ufnBxkOJSUlKSkpKSkp2IGQ8cFWBJSajY2Nv78/cNshRcXhcNAg1NLSUlJSqqyszMvLIxKJUALgcDjoE1tYWLi6uqJQKA0NDWVlZU1NTZBvtrCwwOPxKioqkByh0Wh4IShVnJycEhMTW1tbQUPk36z/pnwATwQk/EOAAAAvIP+NjIyOHDkCXJfx8XGwALK2tn716tXZs2fn5+cTEhKcnZ2fP38OJuhPnjwB24iVlRVInmE6ZWFhATN8oKyrqqpisdidO3c2NDQoKyuHhIRwc3NbWlpqaWnZ2dn19/fb2dkJCwu7uLhcvHhxbW0NVK41NDTg5JeVlYX7IBaTAAAgAElEQVSMg0gkYjAYaWlpZWVlUVFRDQ0N8EpfXl4GVw8QOLGzs5ufn8/Ly4OaELm6EKH+85//gNcYzMMZDAYMjWxtbb28vC5evFhXV6elpbV169asrKzTp09PTk46ODg8fPiQm5sbmDm2trYxMTHd3d3ffPNNXl7eixcvwLzQ29sbpmsoFAppy/3pUf9vFvhKbPwNaO3/9ttv4L716tWrjVJUoKoGQtgfP36E/tHbt2/hScD57unTp4BD5XA4r169evToUUZGxubNm4lEIpBfwBcLlGmRTbLRNGBwcFBBQUFHR2dkZGR6etrR0TEzMxMeCfkCPDkELxBQOnDgAHCcpqenu7u7b9y4kZKSAuNeFAolLy8fHBzMy8ubk5NTW1trbGzs7Ow8MzNDp9M9PDygHejs7JycnGxsbBwfH+/u7g63NOhlALYVhUKZmJj4+/sXFxe7uro2NTVB9xqFQllbW2/dulVISAi83nh4eMBkBVrRfHx8JiYmwH+DDpe4uLi6urqgoCD0wuzt7bu7u8lkMjc3d3h4+PDwcHJyspaWlpubW1paGtAf7OzspKWlJSQkmEwmCLrJycnx8/OLiYnJycnBHlZWVtbS0oJBLOjNQVAgkUiBgYGQog4PDx8+fBjuSgTY8uLFi68Fx/5q/Zc9BWSfAdgRfu7t7S0oKICOgJycHI1GGx8fT0hIKC0tzc/P//jx4+XLlx8/fgykMUjj7ezsyGQyyCLGxMRAv9Dc3NzPz8/d3V1NTQ2aN46OjoqKioqKiiwWCzikKBSqvLwcmguqqqqenp7BwcHKysqRkZHl5eViYmLwGLAhmZmZIZFIoLEJB7iioiIa/X/au+qwKNPu/YISgnR3I0NIKiGNSIsCIggosQgqoaKoKIqoK7bYioGKihiYi4Et1toLiqASokgNNcnE8/vjfDy/+dB13RVrv7mvvfYaZ4aJd97nvOc55z73rSwvLy8nJzd69Ojz589HRERMmjQpIiICppgmTJigr68fGBgI9ARvb29PT8/JkycvWrQIuHoCAgIGBgapqakpKSkhISEjRoxQVFS0traOiory9fUFSnxQUJC2tvbChQuHDx8+duxY8EcGpe3Q0FATE5NNmzatWrUqPDxcT08PFFBKSkoOHDgAMuQCAgJ4ggXcd/+B4xNcnxFP/wjwoSBCV1fXh00sAG+NisViXblyZebMmWvWrIFQ1dnZCRpQqqqqdnZ2d+7c4XXr+DPifVFRkYyMjK2tbWFhIZDEc3JyampqKioq4GvCJwQXD3t7e2tr6/Xr1z969Gj+/PnFxcUNDQ1A9wBlNB8fn+nTp4uIiGRnZ1tZWTk4OIwcOTIyMnLo0KHz5s375Zdf3NzclJSUoOhIEISmpuawYcPgJLG1td20aZOKisqGDRsg0/Tw8ID83N3dPTAwEMYZ7e3t9+3b5+7ubmRkNHbs2BMnTkydOtXT0xP49eD7YGxsbGVllZ6eHhcX9+uvv+JTMSIiYs+ePSEhIbhGFhQUBDmvrKxsZGQk6F9A4gD8xQEDBgwdOpREIg0ZMkRTU1NBQcHKyio3NzcnJ+fkyZNQeblx4wb+gYC6xuVyQfi7oaEBOATYhB199vbznxca4fzgVfgDmeM//vhjzZo1IOzv4eFRVVXV1NR09+7d6dOnHzx4EErToNt/584dgiDU1dWh733gwAEoyaqpqW3ZsgXGkIB9pKioOGfOnKCgIJhxFhUV9fHxiY6OFhYWNjIyWrFixYwZM+AaHhQUdPXq1fDwcBcXF11d3dWrVx85cgScv5KTk7dt2xYWFjZ69OgDBw5s2bIlKCgItirCwsJNTU1Lly6dOXOmiIiIl5cX6CNt2rTp+fPnU6ZMAckdqGgePHgwIyPDzc0tLS0NN64NDQ2HDRt27dq1iRMnKikpBQcHk0ik2NhYoE4JCQkFBARAJQJ8BwmCWLduXXh4+L59+w4fPuzh4TF+/HiQb3j8+PH79+9jY2NVVFRQr5jiF/pH44npPkb18Kt94lyBv4LSAP7DiooKV1dXPT29zZs3U6lU0NpDCOXk5KiqqoaGhpaWlvaRzEe9Jy7qVXZ5+/btmjVr1NTUYKDw+fPn8vLy4eHhsC0lk8llZWWIh3Yxf/58UBYrLCysqKg4f/78nj17xo4dKykpqa6uPnbsWC8vL+iVREVFQXHO1NQU8ggdHZ1t27adP39+x44da9asSU1NTUpKAmF1Ly+vBQsWAElZS0vL0NBQXl4eyg0jRoyAoWaQzHF0dBw6dGhiYmJFRYWgoODp06e3bt0KKowBAQHh4eFeXl4gOxIeHg5ubhISEtbW1lDwAp7u0KFDednZw4cPBykgExOT5OTkFStWnD17Fqx9IMXjZZ0AYRQOJt7owRr8sOP40Vjcz6PTGPjT8M7SgSIo3Alhqbi42MbGRlRUNCkpqbGx8fnz52Qy+eXLl2PGjFFRUVm+fPm2bduWLVumqKhoYmKSmZm5cOFCPz8/VVVVYLynpaXt2bNHVVWVRCIJCwtDqgkzc9AEjo+PBzb75MmTLS0txcTE/Pz8Nm/erKqq6u/vn5OT4+HhYWVllZqampCQEBYWNmvWLEtLSzjtgoODL126NGPGDCsrq5SUFDc3NxCASk5OJggCpLJkZGQSExOTk5N37tw5btw4WN4DBgwQFRXV1tZ2c3O7cOECTGSKiIiIi4sDb9fGxgbYUARBTJs2bfr06ba2tpqamrA5hNEgEBRMTk5WUFDw9PTEIlza2trCwsKurq7a2tqwuyEIAvV68MJv/JmTUX3AG7gxHQCvcN5KQXd3N0xJ4r/FdQFMYYLqRm1tLYx72tnZ3b9/H2sxHjhwQFlZWUlJqaSk5EO7HVDr5p2vO3/+vJeXl6Sk5KZNm1paWsaNG+fs7Ix1XCAUYgufbdu2GRkZZWdn5+bm6unpgZMKLGYQ0QJbY1dXV1NTU0NDw4CAgIMHD2KykKam5sGDB8En2sTEZM6cOdB31NfXFxISunjxIriqLFmyZMKECVZWVrNnz547d663tzcIPS5YsOD27dugjCYjI+Pm5gYbkODg4FWrVgHFEE5gSECwAhCInURHR48fP37p0qWnT59+9erVmzdvIEq2trZ+yEnD13Y8q4Z70jjFA3YZb4jncrkQ9LFnMi5FfXQi9s/wRZnCnwFozh0dHQEBAaqqqjExMSUlJeXl5Tk5OTBg4+zsfOHChSNHjmRmZqampsbExAwbNgw2/AICAr6+vg0NDRDpQ0NDV65cqaCgUFhYmJSU5OLioqCgsHjxYtjPT5kyZcGCBWZmZi4uLmpqalpaWqGhodbW1lBn8vX1xRo7SUlJO3fuXLp0aXx8fGZmZmJiYmZm5vLly6WlpWEOmkKhLFiwwMPDA2T8p02bNnbsWHt7e09PTxcXl9jY2Hv37kHs8PDwiImJcXd3nzVrVkpKyvjx48eNG5eXl3fx4kWw+gASq42NjZqamomJyebNmy9evHjq1CmQ91u4cGF8fLywsPCaNWsmTJgAhCJ5efmhQ4cGBwdHREQoKSkJCQkBRwMGnNG38oD7S1AoFHx27t69W01NDetNlZaW1tTUcLnc+/fvg4jAjh074Jm8ugyIh8IAN6qrq7H/XUlJyS+//OLo6AiJcXV1NX476ImePn0aqAcIIQ6H4+7ubmlpGR8f7+HhkZGRsXXr1gULFhQVFYFItLKycmxsLC4GzZw5MyYmxs7OLi0tDRiNGRkZhw8fTkxMtLOzMzU1VVZWFhMTc3JyWrVqlaenp62tra6urpSUFMR9sHsgCGLQoEEKCgqKiooyMjIwQmpiYhIRETF//vxt27bBlv758+dgXPTtfpv+Q78FBd50BSIfnU4PDg4eOHDgvHnzqFRqfn6+iIiIv7//3r17wbD81atXjx496urq2rhx49SpU+Xk5IDDA/oI4O0hLi4eFxe3atUqUJQHhoaWlpaSkhIMzw8cOFBFRQUmcw4cOLB9+/bJkydDwgZVRltb28GDB+vo6Pj4+Nja2srKyk6ePDkmJsbX1xfGFiMiItTV1YcMGQLTWbGxsbBtgeHl5OTke/fuBQYGFhUVwSCTt7f38OHDvb29/f39jY2NocOSlpaWmprq5eUFtvHAZR4/fjy4D4qJiQkICGhpaUE1y8bGBoi06enpSUlJSUlJQkJCMAlmbGx87ty5Z8+e2draKisr4wMLm/O/Oxjfj4CohCWeEEKPHz8G3U1BQUFpaenExERYA2D2Gx8fD8kXQohCoUBJgrd8iHjEXe/duweDTBEREU+ePImJiRkxYkRRUdHjx49B5Q2/aV1d3YsXL8Cy/cCBA25ubnCqEARhbW3t5+cHqtlOTk4BAQEDBw6UlJQcNmzYxo0bHRwcwElFWlp67ty52dnZ5ubmqqqq0tLSMFkE9EEIH7zCXzIyMiBQmpGRAdptZ8+evXXr1uPHj8vLy8GgDHo33/T3+Jro50yBNxHq7u6OjIw0MzOTkJCYNGlSfn5+VlbW7t27L126lJGRgRCqr68/d+5cc3Pz2bNnofELM/CQMigqKsKG0MvLa9y4cVOnTp0wYcKLFy+WLFkiJCSUlpYGU0apqalycnL79u1zc3ObNWsW7PcSExO9vb3d3d3Hjx8/bNiwOXPmKCgonDp1CoZVk5KSgoODgT1qYGCQnZ0dFxcXEhKSmZkJahmTJk1KSEgIDw+HQWzYTF67dg34bTBXD5LQmzdvNjc3FxMTi4qKAs8COJMMDAxAY9PKymrlypUSEhIwGGJlZWVhYQE6C87OzmD7RRDEnDlzHBwcdHV1oekNGjCDBw/Gh/QbmMp/Gh+2P0B/wcHBAQipcXFxtbW1ILSPEKqurobxk7S0NPAHBBo17ysA4RX/E9Tx3dzccnNzp06dSiKRdHV1Id2AnTN+5o4dOywtLeH5kFFqaWmNHDly1KhRgYGBcD3HjW0hIaHJkydD5QjusbS0BCMZ2Ayam5vDuFpWVtby5cu3bNlSWFgILuS1tbX19fXNzc04Kv2Z3hQvoNpHo9H6iFn9LPgqQQG7gMybN09GRmbnzp1nzpzJyMjYsmXL/fv3YYzy1KlT4MMlKirq6+urrKysoaEhISHh5eWVlpZ248aNtWvXHjhwIDg4+Pz588uXL4+JiZGQkBg9ejQoo1pbW48bN27MmDEwMbJq1aqFCxfu2bMnPT1dSEhIU1NTR0dHR0cnLi4O3AGGDBmyefPm5ORkPP+rpKQEhpcwqyctLT1lyhR9ff358+cHBQXJy8tbWVmFhIRArwhOppUrV44dO1ZXV3flypXAUIZz7tixY7NmzfL19QUByIMHD8KsJ2jb29jYBAUFJScnz5w5c9iwYevWrRs7dqyxsfHdu3fDw8MhOcrIyIARunnz5i1dutTX11dXV1dYWBhatuhvcte/AXBbYcWKFYcOHbp9+3ZmZuaoUaMePXqEEPr9998RQnV1dUFBQYMGDUpKSrp///6HuTSQJjFREiG0adMmUVFRMzMzqMYTBGFkZAT6UVQqFapu8P93797hPMXOzk5MTExEREReXt7Q0BAWv6SkJPjQe3l5AZFs//799+7dg6m8Bw8eNDY2tra2gqUVOOu1trb2USKB0iyMhFCpVN5qCMx9wRAQmUwGGigUdL/mgf8W6LegwDt3AZZtTCbz/PnzsIs+cOAAmIXl5eVlZGQsWrSoqqoKFEQA0FYYPXq0t7f3kCFDdu/ePWvWrIULF7q4uKSlpe3evRv8KaWkpFRUVN68eZOamgotX0VFxdmzZ0PHMSwszMDAYNSoUdOnT4ddQFhYmK+vr6Ojo6mpKbzOhAkTbG1tRURE7O3tk5OT582bFx4erqOj4+HhcfLkSVtbWxMTEzs7uwkTJhQUFOzfv3/69OmRkZE7d+4EWy44TR0cHB4/fjxgwICAgAArKytgW/v4+JiYmAwZMmTRokX5+fljxozBUwbq6uoREREbN2708vJSV1d3c3MbNWqUtbU1qDmIiYk5OjoWFRVt375dU1Nz4MCBoAimpaWFjw8UC7/vCcc77wSCsXAnXA8bGxt9fHx8fX3BZQBy/ra2tkWLFgkJCfn4+EDjCVuH87KqEE9h/OjRozh719HRAck2UIIDpz/8ea5duxYbG5uQkBAfH29paenu7j5jxowdO3Zcvnz51atXlZWVvMV28BPCezG486NiRGw2u62tDSp2H8biPinbvyAEfIh+CwqwaeT1ZUQI0Wi05cuXEwRhYmIC7YkLFy4UFhYCuerly5eVlZUnTpwYN24cXI319PT8/f3V1NQ8PT39/PxAt19LSysuLg64XKmpqdnZ2ZABgnSSlZVVZGRkRkZGWFhYQEAAVBOGDh26fPlyKI+7ubklJyc3NzeDgEdeXt7atWvBg3jSpEkXLlyABipBEN7e3iQSCTzFFi5cCDQqYWFhMClxc3Pr7u6+cOHCsGHD4DNoaGjApzp79uzr168h8wftptDQUBkZGWdn53nz5qWmpm7fvt3Ozs7Hx0dZWXnixImLFi2Ki4vLzMwcNmyYpqamoaHhkiVL7OzshIWFgeVhaWlpYWEhKyuLj+SPUGiE5uiH91MoFCA4tLe3jx8/3snJ6caNG3i1kMnklStXGhgYgDUW3nvjqy5+JrAhwFgQzDXhR7GysnJ3d4e3gAAEFuRw6W5ubq6vr8c1eRqNxvsh6+vr8cr/8Bh2dnbW1tYCsfqjqkL4g4EODbwj1PxZLFYf6gfEQVgCTCYTGOKfe3B/JPRbUIAf+8NfuqysbMSIEZKSkpGRkVu2bDl69ChE/a1bt9ra2mZkZLx9+xZGoWBQTE5ODlQ9oGhsY2NjZmZmZGSkqqra3t5ubGwM5lSwWe3o6Pj1118PHjyor6/v4uICrSBvb2/ocejq6m7dunXOnDmHDx/esGED8MO1tLSGDx8uIyMjJCSkpqZWUFBQVFS0detWJyen0aNH+/v7Q8+JIAgpKan4+Phly5bB4MPBgwezs7OzsrImTpwI6imhoaHh4eEiIiIwb0MQhK+vr729PfBM4JxOT08vLS198OBBamoqiUQyNDTMzc319vYWEBCAvENFRWXx4sXq6uqg+KSionLz5s0DBw7AFRLnzN+9pvBR8FqMgMMwQmjjxo1aWloXL15EvdQVhNCWLVsEBQX19fVB5x7xlJ+g64ZJuHB1KSkpMTExIZFI7u7uq1atcnJy+vXXXxFCbDb7E6wKuPCADjWkCbgW0Keb++H6BxF6Xm8+yIY+4bXJexzQn8+Y/HTo5+0DFn6CMep3796xWKzz589LSEiIi4tDOJgxYwaJRLK0tLS0tCwuLo6JibG0tDx79uyqVavk5eXFxMScnZ0DAwMdHR1NTEwkJSVzc3NXr14NQnegkGljYyMsLLxp0yYjIyOoUDo5OQUGBqanp+/btw+Md0xNTdXV1Tdt2pSeni4lJRUTE1NVVQVUIiUlJUNDQ0dHR2lpaTc3Nysrq4iICHl5eVdX12nTpllaWqqqqhoZGenp6WEjWQUFBUFBwUGDBvn7+1tYWKxevXr27NmLFi365ZdfhIWF3dzcEhMTZWVl4f4tW7bAgt+1a9fVq1fBZdzNzU1XV3f//v1KSkqKioqLFi0iCMLCwiIlJSUpKUlYWFhQUBDoXleuXLl9+7apqamkpCTqrfB9vurmVwKOSry9AFjPVVVVODFECFGp1LVr1xobG4PaAgw1IIRKS0utra01NDROnjwJKxBehJeKiydrEEIPHjwYP348iDU9ePDg+vXrsDGhUChwNPBoJlQH+hwiEKHldRuGTwifmcPhdHZ2QsmGl/PHZDIxBxTA5XJhZIvNZsP8CJPJ/KgiGXgyw/3wOj9mKP9LfBWeQh80Nzfn5eWRSCRNTc2TJ09evXpVSkpKXFw8IiJi27Zta9eurays9PPzmzdvXkREBHg3CwgIZGdnp6enh4eH37x5c9u2berq6gkJCTY2NtCVSElJ8fX1tbKyWrJkSXp6+uzZs2fNmuXj4wOsBAkJCRKJBLJrq1atgj2qmJiYsLDwwIED1dTUhISErK2tDQ0NBQUFQ0JCQD3BwMAAZuYCAgJ0dXXt7e1NTU1nzJgRGxsbFRW1dOlSZ2fn4cOHm5ubg1WMoqLitGnTcnNzdXR0QkJCYmNjw8LClJSUQGwP5LF8fHzS0tI8PT2XLVsWGxvb3t4uKCg4bdq027dvX7x4MSwsTFdXd+LEiSkpKeDIrKmpqaWlFRkZmZ2dra+vjxACl/dv8DP1L968ecO7UIGl8+bNGwkJCS0trenTp0PC/6FRFfgG4nzB2NhYWlpaQ0MDCCNKSkq6urogXQNaBvAnUMWEPB+/FF63/4z09T+Lrx4UgMSGELpy5YqVlZWampq3tzewUHV0dGDiFfYCjx49ys3N1dTU1NbWHjp06IYNG3755RclJSWgnY0cORL2mVpaWuPGjZszZ87EiRPPnDkD8tjAYoKCH9hyGRoagnpaXFycqqqqubn5sGHD1q9f7+/vP3z4cCMjIzc3txEjRoA2vKys7N69ezMyMrS1tUE81tvb28XFBeir1tbWYmJiJBIJzGbg7ITeuLS0NFCz3d3dly9fvnbtWnFx8ZiYGNjIKCgoGBkZycnJQavVxsZm/PjxPj4+mZmZJiYm3t7eJiYmfn5+a9asiYiI2Lp169u3b5cuXSorK6uiogKDbmDxig/mT1TWYjAYfa6T4A1FoVBgRjghIQErypPJZNBoqaioaGpq6ujoePTokYuLS2RkZEpKCngIXb58GawuoUq1fft20N1WUlKKioq6f/8+i8WCgIK+YH6MD/RtMgVcW8rNzbWxsTE2NtbT07t8+TKcImvXrr1+/fry5csnTJiQk5Ojq6sL683W1tbY2FhXV3fKlCkwnZKenj5u3Dg9PT2YLxo8eLCIiMiAAQOkpaWdnZ1nzJgB6trKysqurq4pKSkaGhpWVlYKCgrQ4rKystq+ffvGjRuBkRYYGAhVhqFDh+ro6IAbn6SkJAwmgKG7qqqqmJiYnp4eZAdKSkqmpqZQPlBUVPTx8bly5cq7d+9Wr15dXFwMClEEQYwYMQLczYODg4cMGaKsrOzv7w9NxwULFsyePTsnJweaI1evXg0NDYWRh5CQEFtbW9ACAv6MqKgoPoYglvnvONfv3r07btw4FRWVoKCgu3fv4vvJZDKNRjt+/PiYMWMyMjKam5vv3bsH67yjo+PIkSNgNYYQOnnyJIlEunTp0t69e+HoQYAuKSmBQSB42o/Wx/1Z8C2CAo1Go9FooDv+8uXLjRs3GhkZweR5SkoKQRDi4uKjR49eunRpcHCwvb29pqYmrDoVFRWslikoKCgnJwfeWDAeLycnFxMTAz6czs7OHh4emzdvBrmU3bt3m5qakkgkCQmJyMjICxcumJmZOTs7Y7rLjBkzRo0aZW5uDrUMgiCuXLkSGxtrYWExaNCgoKAgEKRXUFAwNDS0srIaOnQoJCza2tpGRkbW1tbe3t52dnZ+fn4w6xYYGBgfHz958uStW7eqqKioqanByFB4ePjatWu9vb1FRETmzJkzZcoUgiBkZGR0dXXV1dU1NDQGDx7s7u4uICAgIyOjo6NjbGwMdtXKysoGBgZwALlcLp1O/xlL2UDvx9rzCCFsQZqQkCAmJubh4XHo0CGEUG1t7eHDh4HPXl5ejhDasWMHlUrFrMe3b9+WlJRcvHixurq6o6Pj3r17MLpy9OhRc3NzLS0tYIslJCSAvhviaXN+pgwZH4CvHhQ+7Ed0dnbu3bvXx8dHTU0NqEcqKipTpkyxsLCYMGECCEgRBCEiImJmZjZy5EgvLy85OTkLCwtJSck5c+YUFxcHBwerq6s7OzsbGhoqKSmZmJiMGjVq1qxZy5cvhx4hbDfWr1+fmZm5dOlS8KSD7f3SpUsJghg4cCBEFnl5eVCRP3nyZEhICFQflJSUpKWlnZycHB0d165dGxUVZWpq6unpqaen5+LiYmhoCGwobW3tgICAmJgYGRkZY2NjdXV1BweHefPmkUgkuNbBAMzOnTuhhyIjIwO7IehoEgTh7+8vISGhrq5+4sSJpqamjRs3ZmZmvnjxAphR+vr6dXV12NDh57rugXxLH0APD6JbZWXl0qVLTU1NFRUVt2/fHhMT4+Hhcfjw4Y0bN6LeKsD8+fPBwKKlpaW2tvbUqVOpqamenp5OTk7gfQIJAuaDGBgYSEpKxsfH37hxgzcQ8IPC38JXDwp9Ml6o4sKNmpqa4OBgBQUFBQUFa2vrYcOG1dfXX758OTU1FTSqQF4GhO7t7e0HDhzo6OhIIpGkpaWTkpKePXs2d+7c8PBwUVFRUKoSFxf39fUtLCxMTEzU0dEZN27crFmzYJjSy8tLQEBAX18fBhYNDQ3Hjh07bdq0c+fOnThxYuLEibKysg4ODk5OTkFBQQRBDBo0CNiNU6dOjYmJCQwMTEhIsLe39/f3x5bQoqKi/v7+q1atiouLy87OXrx4cVlZ2bBhwzIyMpKSkiwtLYETuXnz5ra2NmdnZ319/fT0dOAygE7c8OHDg4KCcnNzT506tXr16s2bN1tYWECw09fXj4yM5NU+xO6sPwU+WnjHQgnY3v7YsWNKSkoODg7Tpk27du0aQujBgweJiYm3bt1CCHV2dh46dCgnJwekNEFZCAAziCC7JiYmBl1hAQEBKFTb2tpiVcIfgeLxc+FbbB8QT/kXfIp4H4KB5YEDB4ImApAaoINgbm4OlIGBAwdCN1FDQ8PBwcHLy2vQoEGgPAHjBpqamhYWFkZGRnPnzs3PzweZGjMzs9TU1EWLFl26dKmhoQFMGVasWAFOpD4+Pk5OTnp6eg4ODubm5ikpKTA0DQQBLLYLDs4mJiYwLRMdHb1kyZKZM2caGBgYGBjY2Ng4ODgICQmBgDVYicAQ9IABA8aPHx8ZGWlvbz9p0qQhQ4ZAfgv5AgQmCHaKioq6urqgB+Xo6Jifn798+fLCwicOYiMAACAASURBVEIgC2PQaLR/wdQNdqYFgkNbWxvInyOEtLW1V61a1dnZWVxcHB8fD+pVgwYNgn62mJgY1F9dXFxgK2dra2tvbx8SErJp0yYQLANXW4gao0aN2r9/f3V19c+47fq++BbdB7iBUzjo9MJe8erVqwihTZs2SUhICAkJFRUVHT58ODo6Wk9PT0hICE+wQPEPFK+gbSEkJDR48GBZWVlnZ+esrCyYmc/Jydm1axfMwxgaGoJC5owZM+Lj4/X09MTFxZWVlbOyst68ebNr1y4rKysREZGRI0fm5eWFh4eDN6GGhoagoCDYw8vLy0NNEYwDgFu1evVqCF7g8JuRkbF69WqQ/dbV1YVxWqiAyMjIwDiDqKgoNEq1tbX9/Py2bNmyceNGOp3+7t27pqYm6MyBcze1F7wHkMFgfKY2xg8I2Pv00YyC9iF8zaNHj8JGKSEhoaOjY8KECZMnT2YwGM+ePYP7ITrr6emtWLGirq4O+9zBNlBRUfHatWswp8jlcs+dOwceP7A3BHIab0WDj8/BN8oUPgSv4E9PT8+uXbugoBgWFrZp0ya4okZHR/v6+m7atAnOgPz8/IMHDyYmJnp4eISFhe3bt2/t2rVgOT1z5kwrKysxMbEHDx5AUQDkFeTl5aE6MHPmzClTpoClF8xTYwtJOO1gFhsGGWRkZISFhaHyt2TJkrCwMD09PchdRUREBg0aJCQkJCQkJCIiAqSjgQMHgpVDeHj4+vXr9+7dW1paWllZCVRcGKf5Xsf5a+NDpiBegdjKASIC8JThR3/79i2VSn369KmOjo66uvrx48fHjx8fEBBQU1Oza9cuqDTD/3V0dHbv3g0TR3gjAC+Yn58vLy+voKBQUFCA5xScnZ2HDBkC+aOurq6kpOT69esRQtw/wTc7UD8RvltQQL0+qHBWNTU1gfmqp6dnRESEiYmJlJTUkCFDDAwMtLW1YX8eGBgoJiYGpprR0dFRUVEKCgqQYoD/mrCwMBgEjxkzZuTIkQkJCYsWLVq2bNm6detguIAgCBKJBGoIwcHBQUFBHh4e5ubmWJxHXFwcruoEQUCzU0JCYvDgwaDD6erqmpCQsHr16r179x46dOjcuXP379+vrKx89epVQ0MD5Pbt7e2gko4NtWDM7jse568NBoMBk4K8d7a3t2MGNACHD6gXIISWLVsG/VdRUdHXr19PnjwZvGfBztfQ0BBcmPq8HX6dmpqa06dPw1Zx5syZCKGOjo6UlJTJkyc/ePBg5cqVBEEICAiABCs/KHw+vmdQQAh1d3fjWlpNTQ1oJUCaANcKGGd2dnZOTEz09/cfOHCgpqYm2D26uroaGhrKysra29unpKR4enqC8C6s8Pj4+Pj4eD8/P1NTU2tr67Fjx44ZMwY4RdDOhO6mvb29vb29ra2tt7f3uHHjpkyZkpmZuX79+oKCgnPnzt26dev58+fv3r2j0WhAjOftoXy/w/bDgbdjymKxsN4sjUZraWl5+/Yt3gHBz/3+/XsKhZKTk0MQhKOjo7e3t7i4+OLFi6FFTRCElpaWv78/SHj19PS8f/8evwL8BEB24nK5Bw8eHDlyJIjoVlVVubq6hoaGMhiMhoYGKSkpVVXVwYMHr1ixgh8UPh/fLSjgmhmTycQdivb29pycHCAXQaUwJycHBgfBBkdOTk5HR8fS0lJPT8/e3j4xMdHBwQEbzEH9KSIiwtXVFTr/sH0gkUjh4eFgprB///4jR46cO3fu7t27L168aGxs7OrqotPpXV1doEpMpVKxzFEfp63u7u7379/3sWDkcrkUCoVMJkOOACcxdAr+HVyjT6Ozs5P3a3Z3d0OeD4PSgJ6enidPnrx8+TI/Px9sx2NiYsLDwzds2LBr1y5bW1t1dXUw7JSQkIDODuzpioqKPiwTAucFB2UWi1VZWRkaGjpgwABHR0c/Pz8gRL1+/TojIwOquWPHjuUHhc/HdwsKHR0dvMP5WLX2/v37YWFhkpKSgwYNCggIgDFHa2trLS0tHR0dIDsKCAhADU9LS8vR0VFRUVFSUlJOTs7V1TUsLCwrKysvL2/Dhg1nzpz5448/6uvr8Zb+8wvRwBfCV7w/A/TePzH3gsdpPvN9f0ZQqdSXL18+ffr05s2bxcXF+/bt279/f0pKyrJlyxwdHY2MjNTV1UFRwt3dPSsry9raOjk5GYQtCgsLDx8+bGhoCNPrBEFAZQcqyiIiInv37u1TkYGfBvXORCKEGhsb6+rqtm7dChcG+JWbmpoePnwI3SuCIPhB4fPxPbcPcFWB23Q6HfuOPXjwYPTo0ebm5g4ODmB0IS0tjc18g4KCMjMzz5w5c+nSpebm5o6ODrx0YfwGtIDxQoW0/8N3B+JwTy8oFAqFQvlE1MBmRxAsuru78fA8ANb/RwvdP+m03OegvLw8KSlJWlp68ODBDg4OQUFBo0aNGjZsWEFBwfXr18vKyl6/ft3U1FRTU/Pq1auLFy/evHnz/fv3ZWVl79+/X7BggYqKSmFh4f379/X09AQFBbGvp5OTk7m5+YABA9LS0p49e8blchsaGnhddhkMRl1dHe+e4ty5c4mJiTIyMsOHD1+6dClCqLW1lei1e+EHhc/Hdy40gmQFvgfvKZqbm1+9esXhcD6s24OsE3CfeO+n0+lPnz7FE0QdHR19fnIwWQfx/E+3qdhsNpACsNUqbDE+/XWYTGZXVxfoatNotH93doBRW1sLWsyDBw9OT08vKyurrKx8/PhxQ0PDrVu3Hj58+PTp07dv31IoFFjDVCq1vLwcC8CeO3dOSEho1apVFAoF2g1QDHZycoqPj9+3b9+HyRq0tOE2l8sF4ZOcnJywsLAbN24sXbpUU1MTbOMvXboEPLRJkybxg8Ln47sFBbwnxDoiCCEGgwFLnUqlgh0zQqi+vh5Ogjdv3mBdYNQ7MA99L94SIOq1OUcI0Wi0jo6OTxf/wQrh765hkBWgUqlgtd7nUeD8g0rHn6UP/w60tbVhuUoXF5eZM2cuXLhwwYIFHR0dwCCABJBGo+Xn5xcUFDx+/BghRKfTW1paQOPwzJkzOjo6vr6+wsLCwHwvKyvr83PwettBgob9KS5fvjxq1KjQ0FDgetFotIcPH8rIyEhLSy9YsGD9+vXm5uZr1qzhB4XPx3fuPvDxbYDnDlCv6EBXVxeEKt6ZwsbGRvCnA42Q7u7uPsol3F5vmM7OzosXLy5duvS3336bPHkyTHZAocfb27u5ufnMmTMFBQU7d+68cePGgQMHUlJS0tLSwJVDXV0dGJ9SUlJQDxIUFHR1dQW9nIEDBxYUFHR1dfEKvXK5XEyFRL21oevXrwOTJTc3F9cX6urqaDTa+fPnHR0dwdEHRrDwRYi3S4JfHyZQ/8W7vL8FflD4XwfMsH70oWfPnoF4nLKyspaWlrGx8ZAhQ2C4QFhY2N/ff82aNbDknjx5AiqbUlJSMOtpYmICjlgaGhpQHsYzC7wjDBgWFhbR0dFAXdXR0YmNjd2zZw8Ueng/Ul1dXV5eXlRUlJKSUmBg4I4dO4AMihDq6up6+vQp3G5oaMjPz3dwcJCQkIiOjq6qqoKJLLzvaGlpgeZoU1NTn68P2WV/HuKfDfyg8C/Hn7VFsRUd+m+ptZaWltbWVlgnXC63rKxsypQp4JcrKSmpoKAwYsSIxMTE7du349UIKC0tjYqKAo45dIjwgocoAJQBuEdaWlpJSUlJSUlLSwt6DSEhIbt27UpLS8PcdrDVMzY2NjMzI5FIRkZGjo6OsbGxWVlZq1evrq6u/jMtZqhxuLu7Ayfd3t6eRCKBO94n9nFUKvX9+/dNTU38WQl+UPiXg3cZgB8xMIKbmpo+UWqhUql79+718/Ozt7efM2fO5cuXvb299fX1hw8fvn37dmxFATk5tpyvqalJTEwcOnQozIzo6OgoKCiQSCRXV1cvL68pU6YkJCTs3bv3t99+e/ToUXV19evXr9+9e8e7CP/44w+QqBs6dGh0dHR+fv4ff/yB41pbWxuvDTfk/FA2ptPpNTU1N27cwJK5kydPfvHiRUNDw+LFi9XU1EaOHLlnzx54KbxxoFKpra2tvARqPhA/KPzvAEaJPnp17erqamhoqKmpqamp2b17d2xsLHBAi4qKsBvt77//XlpaCmVCACxmeALc5nK5TU1NRUVFBEFER0ffvXu3qqqqvr6+q6sL15I7OjpoNBoOVdAYZrFYsE2gUCgHDx6ESTaCIOzt7fPz8x8/foz9RCAA9aGTdnR0lJaWxsTEwD5lzJgxp0+fxuHj6tWrCxYsIAjC1dX15s2bCCEqldrY2Mhb4UY86RL+MP+z4AeF/wmAVDnvPcC/hNtv3rzZvXt3aGioqalpamrq4cOHeTfVwO/kbQQihED4BPWGAzKZjPOO7u5uQUHBCRMm8L7IJ/J2MGLkTVva29vT09OB1TpgwACYiCWRSPHx8YWFhY8fP37x4sXVq1d37twZFhYGjHjoiSorK+/evbu0tBSrP6LeaLhu3TolJSUSiXT06NGmpiZeCemWlpa2tjbeD/A/njjwg8K/H0C4wsuSSqXCmnn69Gl4eLiCggJ4ZB47dqzPFRgr4qDeFmyfRAMvJN76AoVCAVMffPGH/3d0dIC+MxDVeBceVDcaGhpgkhK/ZkFBgba2trKyMi40iIqKYp0lMTExKSkpUVFRDQ2NuLi4y5cv885oIoQ6OzubmprgM7NYrFGjRhEEoaenp62traCgADItampqfn5+69atu3PnTh9vy/9Z8IPC/wRwUKDT6eXl5WfPnhUVFZWTk/Py8srPz/9Qr4G3gc9msykUCr6HSqXyzoPAJRdWfmdnJxBMZWVlw8LC4Am8+cKHnmuYJ44DEJfLxVl9c3MzPPrixYt169b5+PiYmZkNGzZs5MiR48eP37hxY0VFBYxCwPOBHoJ6uSfwjmvWrAEWvIeHx2+//fby5ctTp07h0YzIyMjAwEALC4vBgweLiYl5eXmdPHnySw71vwD8oPCTATu7gq8x75WNw+F8qO8KtogIIQaDsWXLFiMjI0lJSSsrq7Nnz5aXl8OShj/8Z58HDJQwlxw+nqam5sSJEzGzAFcc/uF3/hhg74NVOZhMJh63hbSlsrLSy8vLzs4uKysLbG87OzsheNXV1W3btu3IkSMQhnbv3r148eJLly55eXmZmZmB/3BBQQHsj3jrC1AB4f0M79+/x7swEH2A21wuFyIpHJkP1e778VD0O/hB4adHZ2dnZWVlnzvhUgmr8ciRI8OHD5eQkDAyMoqLizt69GhDQwMwvuHJEBT+2aKFRQKzoQghoJxKSkp+7aCAPzx8chhjQQi9ePECIZSYmKimprZ+/foHDx4ghOrr6wsLC2Fv0tPT8+rVq7q6OoinFy5cWLRokaGhobS09IYNG4yMjAiCsLS0NDQ0/PXXX/F+qr29nUwmw5+w2eyWlhbeYMHLdODlVkCjB3dJuru7P+SD/YDgB4WfD3BVBPYh7/1NTU2VlZWQrnO53DNnziQnJ2tra5uZmQUGBi5fvvz27dsf3TPjFfXlAO92WVnZrx0U8Adms9m8NPnu7m6CINavX79nz57JkyefO3cOIUQmk69cuYJp0VlZWVFRUaC7YWxsLCEhgZUdgZeFaxZTpkw5fPgw7/vy1lNh8bNYrKamps7OTt5qK+Lx18b/hLmbfjwIXwn8oPCToc9ZBXxE0C+AFUgmk0G6Fvpz4ILB+ycsFguTgkH64UuK7R9d6hoaGl87KCCe9YmDwvXr111cXKKjo0+cOEEmkzs6Onx9fXft2oUQevjwYXZ2trm5OV7zsOxhYkpaWjowMNDJycnDw0NMTExZWRmmswQFBS0sLEpLS1+/fo0Qampq4q2nfDTCMhiMtrY2nCx0d3d/2Hn5wWcu+EHhJ8Mnzqdnz57NmDEDTnRZWdmcnBzeWWOYPoLbMKPFa7IM+MeDW3CJRgjBRLmysvI3CAp4EBbepaGhYc6cOQICAjdv3pw7d66JiUlzc3NFRcWsWbNcXV1hX0AQhJGRUUJCQm5uLuwsdu3aBYertrYWWBj19fXTp08HZ0MpKSkjI6NFixZdvnwZvy+NRisvL7948eKlS5euXLmyY8eOqVOngi0QdDRGjRp1//59hBCWqIM0AWcNoNb7w4IfFH4+wLUIUgYWi1VRUXHq1Ck5OTkYMQoODj579iyu5IOVM6/V0ifwJQ05bDzNYDCUlJS+TaaAP3BXV9fu3bttbGzCwsJcXV3fvHlTUFCgqKg4duxYcBgF4vPx48f7HIeWlpanT5+6uLgQBFFdXY2/SGVlJbicYoAgqJiY2ODBg+Xl5fX19UeMGBEYGBgRETFp0iRco6mvr09LSzM3NwdNBwxc5kQ/gIf4p8EPCj8Z8MWcxWI9evRo8eLFJBIJcuAxY8YUFxfj/BaYgrxLETMC+9ExqaOjo4+XLJvN/jZBAfGsrps3b4aEhEhISNy9ezc/P59EIl2+fHnx4sWqqqpSUlIEQSxZsgSPS1EoFDzrCfeUlpZCNSEtLQ3G4TkcTnh4OEEQMNOtr6/v6OiYmpr64sWLV69evXv37tWrV6dOnVq3bl1BQQFMhZWVlRUUFLx9+7a1tfXXX381NTXV0NB48eIFRBlurzXWjw9+UPjJAFICJSUlUVFRMLCopqY2evToPtN+vOGAxWJ1dXX1aV5iTfRPCEZ9Di5evHj//v3Xr19DgRM0rAYPHvy1gwK8Gv7we/bsAbdBNTW1I0eOpKSkwMAlaDQeO3bsz/b/cIPD4bx8+ZJEIllZWeXm5iKEqqurp02bNm7cuDdv3mC938TERBaLVV1dXVFR0dbWRiaTX7x4AeId2LmnpqYGdg0FBQUKCgpz5869evUqHAes8f2DU6T4QeFzQSaTnzx5MnPmTEgy4ddtbm7Gbaquri5YGLxlvPr6erjNe92uq6tDCJ0+fTo3NxdURvGVFjJMJpMJ5Fy4DdfDhoaGrq6uOXPmYDlDKyur9evX42vRVwV8JPxd2tvbYf+yYsWKsWPHwiUXmvP37t0jCCI2NhZ/X8ir+7c5zzu2QKFQfvnlF2glpKSkiIuLBwQEwLymkZHRxYsXed33MGMKfhHUm25QKJTjx48HBgbq6uqSSKTi4uLbt2//9ttvZDJ57ty5kG4YGRkdPXr0yZMn3d3dra2t165d27ZtW05OzqpVq0JDQ93d3R0dHc3NzVVVVTU0NMBqDLxIEEJkMhne7sfX++cHhb8AuA/B7R07dtja2p44cQL+ibeILS0tfc54FouFi0lsNhuT7VtaWqCRjhAaOnSopqYmbpg3NjbC0gLbCNQrNokQ6urqampq2rJlC547dnFxyc7OvnPnzre85uD3wh2Q+vp6Z2dnS0tLCJQgZl1VVfUNggIAN1zAsE9eXl5cXBy4zCIiIgICAnv27PlohoKVlxgMBg7iCKFjx455eHhISEiQSCQdHR2wDoYNGsDOzs7R0dHOzs7Q0FBKSkpAQEBQUHDQoEFSUlJSUlJgJg50bCBBaWlpgc8FPmg/vjkAPyj8NfDPOWnSJDMzM0yDxbXl2tpauF1ZWYljAd63w0NsNhsq0gihhw8fPnv2LCgoyMjICPUmsUwmE6JMY2MjjUbDV0KQh7x3797u3btXr149f/78AwcOvHr1Ch6FaaJvIwoCK5BGo8F37O7uXrJkCUEQioqKV65cQb2L/927dzIyMt8gKHC5XMwmnD9/vqSkpJaWloyMjLa2NjgD6evrNzQ0fDiywQvsWNPa2go/RE9PD5QY7Ozs5s+fP3v27Hnz5snLy8NOBAyKeSEsLIx1IhQUFGA0Q1BQ0MPDw93dPS0tDRiWOKT++Aou/KDw14DWXUtLi5mZmY2NzbJlyw4ePHjz5k34sel0+sWLF9etW7d06VIg1R86dKiqqgpOsry8PPA4ev36dVFR0ZkzZ4BO8+jRI4IgLCwsli9fnpWVhQMNnU4/d+7cmTNnduzY8ebNGzwgVFJScuTIkZs3bzY2NvIOKX1Lk3V4XxDORQg9f/7c3NwcxhO3b9+On/b8+XM5ObmvHRTg1XAZ5dy5cyNHjpSXl9fT04MlOmjQoLlz5yIeNeBPA4+Ntra2lpSUODo6FhUVwUOlpaU6OjoQDgYMGCAgICAsLAxut6NGjRo9enRAQABo1V+4cGHhwoVDhw6dNWsWLH7YP/JKEPO3Dz89cJpw5coVAQGBESNGTJs2LSQkZOTIkR4eHrW1tRUVFfr6+gMGDAgODt69e3dVVZWCgkJhYWFbW9vjx4/19fVLSkoaGhqCg4NVVFQ8PDzy8vIQQnv27CEIIioqKjY21t3dXVdXt7Gx8bfffnNzc7O2tiaRSJGRkaqqqkeOHKHRaMC9Cw0NDQgIeP78+fv373FB+5vRYMAjh/eeY8eOgcWeqKhoQkIC3NnR0VFSUiIiIvJttg+oNxuvq6tLSkoiCEJHRwekIkVERCD+fppZzKsQAXoQOTk5CgoKJ0+e7OzshOO8YsUKiAiysrL79+8/efLknTt3ampq2tvbQaICJj4gZcvJyREVFQ0ODuYdMwOSGL79NY5DP4IfFP4COI3PzMwkCGL27NnQkV6/fr28vHxdXV13d7e2tvaiRYsQQmQy+ebNm4KCgnCq5efnEwRx9erVlpaWqVOniouLx8TEPHv2rLa21tPT08bGpqSkpLGxcf78+QRBXLt2DU5rLy+vjIwMkDxcsGDBjRs3PD097ezstmzZUllZ2adNAMnCNyDD4OyXwWAwGIwnT55Mnjx5wIABwsLC2traY8eOhfXz7t27wsLCb1BTwK+Gc6Xz5897eHgQBCEgIADmEceOHYOHeElcHxYa//jjj4cPHyKEHjx44ObmFhIS0tDQABd2YG2DXaWKisr8+fOhbvKJD7Zv3z7YPfHKzPIGAixv/8OCHxQ+CxwOB6zoMjMzoS6VmppqYGBw8uTJrKwsVVXVO3fuIIRevXp19epVNze3oqKi8vLyyMhIf39/8EEsLS0tKSlxdnZOSkpCCPn5+UlLSz958oRMJk+dOpUgiKqqqiVLljg6Om7YsAHeAvYdtbW1DAbjxo0bysrKkZGR8Hn6SJ58myOAEGKxWGQymcPhnD9/fsqUKdOnTx8yZMj06dMzMzMRQmCxDRvyrx0UPiq+fOvWLU1NTcgUCIKYOHFiZWVln9YMm82G/SDIVcOh7unp8fLyUlRU3L59O9iRAPvz5cuXGzduhMmImJgY6CMAWCxWd3c39hnEfmL79+9XUFCYNWsWPI3XlADjW276/gH4QeGv0dnZ2dDQYGhoKC4uTiKRSCSSpKSkmZnZ1atXEULgof769WvY/1dXV4eGhgoICBgZGeno6Dx79ozNZm/ZskVERGTIkCHKysppaWllZWUGBgZLlixBCJ08edLf33/06NEIocOHD0OCYGRkJC8vP3bsWDqdPn/+fBkZGehvXbt2DVqDvHJmTCbzz+SY+xGweDo6OuAS+u7dO/j6AQEBN27cKC0tRb279xcvXgwcOPAbbB9wsQAUXOB2U1NTWlraoEGDIDQEBAQkJSVBcwQhBBJSMLDY0dHR3t6+YMECQ0NDJSWlxYsXv337FtY2fNSXL1/OnTsX4ouOjg6uE8NQJu/Xga8Jv0JeXp6oqGhKSgr67+lJOIZY7qF/D0X/gh8U/ho9PT0wOAD+JZ/+Rf/MdOTP0OeKB+ZU4DRFoVBgwXd0dLS1tYFd1df/un8KXr4T3PPs2TM3NzcYFoILLEKourpaSEgoOjoaSz9AtvxtRAR6enrKyspmzpypr69PEISEhASYTamoqGhra+vp6ampqcnJyWlqajo4OAQHBxcXFz958qSlpQXHAtQ7Xp2cnAwRYfz48WVlZX2Im38G6BwnJydDXwOOCR4M+Zpfvd/ADwp/DehmY7PJT9f2vjwowHWMN/TAQP53t5nC3x3+z2aznz59GhoaCtQgzLZ6/fr1dwwK8C6NjY05OTlAGdDR0YmJiWluboZUv7Ozs7m5GQzsEEJkMpn3B6XT6b///vv+/fs1NDRkZGQ0NDTCwsKOHz/+OX1EeGuYsFq2bBlvIMB0T/R3XI6/F/hB4XPxmaX+vxsUwFcO//k32w78A+DyGFZ2e/DgQVxcXEtLCxZlRgjV1dWJi4t/r6CAKwhtbW1FRUXR0dEkEklKSkpTU9PPzy83N7eiogI/GUe36urqq1ev7tixIyoqSktLCxIEJyenzZs3Y0rIX34FqPLs379fUlJy+/btvPLQhYWFNTU1eBvFLzT+b+HvBoU+WqNcLhdUjPoEoM+JR18b+FSG051Kpd6/fz80NLS+vp73K7x9+1ZFReV7BQX4YJgUQCaTV65caWNjo6SkJC4uLiAgICYmZmBg4OPjk5CQMGfOnMDAQAMDAyEhISEhIVFRUVFRUWVlZSsrq3379oGIG/7Kf1kIgKCwd+9eMTGxzZs34+fX19e7u7uvXLny3bt3cA8vR/sHBD8o/AU4HM6H6/MTmfzfDQofHUaCh7CoKXwG+OdX+ZKfhz6ddrD5dnd3B6t4/LS3b98aGBh8x6DQB0Bkzs/PT09Pd3R0hCkGoCGJiIgoKioOGjRIRkbGxsYmPDx88eLF169f7/OLQ6viL+MyJCl5eXkEQSxevBjTmd+/f29iYjJ//nzMnuRrNP7cwGsS/vmXi/PvBgWMj75an5D0ffMFfOnDU4+vX78ODAzsM5FVV1enr6//3YMCg8HgnQ2FdilQBigUyuvXr69cuXLo0KE7d+6Ul5fDYBudTudVXoSmI4VCwVSxT7eB4Wnbt28nCCIzMxPo7fAnYWFhoBP7U9Qa+UHhs/CXq/ejz/zyuICtogHft9aIVzXeR7S2tmZlZZHJZN4iSFVVlby8/PcKCuCXTaVSeblDvJJTIHiNH/1wPInBYJDJZOAp9qkBf3pJQ6zcs2ePiIhIbm4u/BP+JCws7PTp0+i/5+t+WPCDwuficyICOBMf/QAACyxJREFU+vtBgfdP+rwUnMG8W9nvW7jGZzMOAVQqtbi4GCHU0dGBKf0VFRXfsfvACy6Xi98UaxkAgKpIoVB4JdJ4Wwy8SQH3kxtGDNBuOXjwoLq6eh+5VwMDg9WrV6Peg/CDxwV+UODjs8BkMiEksVgsvP7Ly8vHjx/PW8/ncDiHDh0SEBAAkRWs0fb1PljfeMpFiIu4CLEQYiBERYiCUBdCXQhREKIixECIhRC395n9BSzWvH79egkJCYiV8MVpNFp2dnZDQwMQwFpaWvgiK3z8G4DtXhBPofHSpUtxcXGgGQNUSyaTWVxcLC4uHhcXh/c+X28g6s82X7DemRw2lcnooFHaujtZCLEQYiPUw+X0sFmMHiadTv8arcGdO3cqKyvDLBZYeL5//97Dw6O8vByzm/mFRj7+DeBwOH1mft+/f3/48OGQkJCXL18ihLq6usBO+vTp07xzk6hXjeYzGYGfiT8rADN6mCwOG6HewMBBiI0Qi4vYCLER4vSmElwui8P+zzP7FUB8unDhAuJJkYYPH/7o0SPQxUP8oMDHvwa8IuUIoebm5uPHj7u5ucFIKK59FBcXEwQRHx+PVyxEkw/JF1+CP2sV03qYPWwWh8NBXAgHCPUgxESIwUVM7n+yBS5C6D+P9yOgUrBnzx4VFRUoK0JT4/nz51ZWVhs2bHj48CHUNfmzD3z8S4B96ABMJvP+/fspKSmgXIoBo9OTJk3CDO5vSdCE/IDNZjNodCaVxqLSEYOFejiI3oMYLMRkIRabw2JzOBw2l8Pm9lvBD4YvEUJ5eXkKCgpQU3j37t2SJUsCAwOFhIS0tLQyMzNBU6sfg+PXAD8o8PG5gD4/4sl+m5ub7927B7ehpkin0/fv3y8kJBQVFYWdZr5poZHD5bI5bDabyWEze2uN+D8GQkycIPRroRH1Zgq7du1SUlI6c+YMQqijoyM5OVlZWRnoUrNnz0YIYV7jDwt+UODjc4HtEjBVCff5sI5IR0dHXl7e4MGDY2Jienp6sKwj+gp9OO7HBtXY3TQuo4eLEB2hDoSaEPc1YlYiajnqfI666hCtBfXQEBhL9fP+AT5AXl6ekpJSSUkJQojJZN68edPb21tAQMDU1BQKDbz8qB8T/KDAx+eC12YG6wJAgMAa6l1dXRs3bhQREfmw0Njvg54fH2lnIcRGbIQ6Ebuc0lT8+uGaW6fnndu/7fn1vVW3T9Y+vt348nV7UxeNilhc1K/K+CCysHnzZllZ2bNnz6Le8daEhASCIIKDg7u7uzE5sj/fuL/BDwp89AMaGhow2+/IkSNQU2AwGG/fvsX3/6WQ2UcBcefDCREKpasedR9Bv3scjz5Gv9CImtgIcegIURGiM2pQcww6ZFqaUHj7AEKMCoQQF5E5jNPPf990t+RC+6s3iNWNOP24fcDrPCYmRlJS8sCBA/BPFou1ZcsWQUHB7Oxs1Etw/DGnYDH4QYGPL0IfmnB3d/f+/fsJgggPD6fT6ZiySSaTGxoa/sHrw0T2R8bGGPRG1L3kzf4JTxbH38yqR+20Hg5qQ4iBUA/jd1Tl377J9fe5V1+cRxzGK4QQB7EQetrWcP5NRSWitCHEQgj1X+ICKQCFQgkKCtLS0gJDWnDuuHXrVkBAwNGjR1GvtSw/U+Dj3wy4+PNqB5w5c0ZWVhaUbAGdnZ0cDuefMYV450R51xK3uaWa+jLtYa7/k4WWJ+JKUAUDsVAnYrARQoyCpgvm5XPD69e/6X6GGIw2hBCFibioG3HqWF1khKgIIS5C/doZhAmLVatWSUpKgmMQCMZyudzi4mKgePFKPP+w4AcFPvoBeGoA3J9BHBFbxX9okPP54HA4OCL8V1zood17ebOYe9vzfqbto4wpFdvJiIIoLDJCTMRY9sdexSuxKd372KgZURhUhFjNHYiNuAh1c3sYQGui0BG9n2ufra2tsbGxBEGEhISASh1UOkDtFv0MTjCIHxT4+ELw6oWQyeSSkpKsrCwZGRkTE5Nt27aBoCus5C8hL/EGBQgTbNRd1139CjVndhxxqFxifyX9KapDrLZWhKiItuD+dunzkSnd+xBqRl0MJkLsti6YefjPfp7D5XTR+jFTAJLC9OnTdXR0IiMjfXx8AgMD79+/DxoKOJx9A9fPLwc/KPDxRcCzPWw2+9ChQ7NmzTp9+vTDhw/r6uoyMzNHjBgBcma888v/DDgiwIbi9NvrlZ3l5W2PLqNKiyvTRzxe+OvrvXT0phOhLnbn8or9ajcTJr7ZQOe8gUyB28MCYkJ3ZxfiwMgUu395CjNmzBgxYgRUE54/f75161YLCwuQpQIJaXjaD05nRPygwEe/AEoGGzZsCAkJKSsrgzuXLVsmJycHiwT1h10ar4nLzMc7rzfeelZxtRq9nPRsg0Pl4pC7GU/RIwZCXdTW3e9LzJ9leD6Y/7LpAaIxWhCXzmGxEeIgLqQ2XIR6uJz+vWp7eXl5enrCbSqVWl5erqOj09bWBmwOHD1/cNMHxA8KfHwh6HQ6tjO4du2an59fenr6yZMns7OzJ0+eHB0djbfT6Iur7jgo9PT0rEX3KtArxGprIFeUoNekOykud1J2dx1gI9TV/v4E9Zbr2xXWpVPvVV1CTEYDYrcyKAyEuhi0ppZmGKzu4jAp/cdeqq+vr6qqMjU1dXJyOnXq1C+//OLp6blz584+GpyIp8Lyw4IfFPj4IjCZTFwsYDAYNTU1ly5dKigoyM/PLysrwxUHXrGjvwU2l4M4MNGEEBeRETrfVTP/9xOUHhpCPQhREGor77i3qXLXpPuZ7ndSe7hvWai5EzVeeXNl5aVNCy6v39tW+jtqrkCUCtT1jN1ezWxvYHZ1cpisfmY5IyqVWltb+/jx4wcPHlRWVr5///7HJy9+FPygwEc/o6urq6Ghoba2tl/slf8zgMVCiMZGHNSF0BPUcejdk+buLg6Hg7g9CFHeUKsvtl/L6zyzml78ovZhO6uRijrJqPMlelfa9uD4uxvHmsqOl9+++PLJo7Y371gUOuqlMvY3XQAk2zo7O39wEfdPgx8U+PgicLlc7PjwCQAx8R9sHzohLnARovUgNmIi1IbQK8RopbIZLJhf4NB7OhtR80vU8gy10jhUOmIwUA8V9XShnnbEqGW1Puusf9b2tqarlcxhMLHsEhsh5g8ti/a9wA8KfHwRQAeRyWT2MbkEwP4f2Ef/TKK+BXEoMLjEQYjFRVzERIiCEA0hNizsHoRYXA5iU1EPGTGYCDER6qL3tHVRqUw2ll1j9qqwcblcLqMHUZmIzkL0fqsp0Ol0GBXvo/vSX6//LcEPCnz0J6D9BnXHj6rR/l20op5uxGWhXhklFhtxuAgh+v9HCoR6EOr5z8hjO72H2sNl///z/yOywuFwWMyeHhqd0UVhd9MQrQexUD8ORGECxQ9OYf4c8IMCH1+EPuaa0B3oR7kxJkJMxMEKCD0MZg+NjtgcKpPdw+LRXIP1z+S0tHfR6Kz/0mJjIsRAne0dDBr9P/f/51Eum9GfAqrgnQcZUz++7LcHPyjw8UWAotp/9BEZDDqd/mFEwPuLf8LbYSPE5nJYbFjILM5/BI4Ql8nhMlgcBgv1sBGH/f+zTRyEOEwmnULrpjNpLMRmIw6r91FubzGBjRClh9HW3df04R+D+d/Aw5399frfEvygwMcXgXcLzWAwPhQvh/v/uWMFE6EexKLSUa/kYq/GIgUhChvRaIhGQ0wGYjERi4U4iMtAiMHh0tiIwUQMOmJQEaOR2cJFiIW4tB5mJ53azqB2shkUxO7HDsGHZVQowfbfO3w78IMCH3zw8V/gBwU++ODjv/B/kR3XuQ/my9gAAAAASUVORK5CYII=" style="margin-left: auto; margin-right: auto;" /></td></tr>
<tr style="color: red;"><td class="tr-caption" style="text-align: center;"><span style="font-size: large;">AC ജനറെറ്റര്</span></td></tr>
</tbody></table>
<span style="color: magenta;"> <span style="font-size: large;">ഒരു AC ജനറെറ്ററില് നിന്നും ഉണ്ടാകുന്ന പ്രേരിത emf ന്റെ ഗ്രാഫിക ചിത്രീകരണം താഴെ കൊടുക്കുന്നു. ആര്മേച്ചറിന്റെ ആദ്യ അര്ദ്ധ ഭ്രമണത്തില് ഉണ്ടാകുന്ന emf പോസിറ്റിവും അടുത്ത അര്ദ്ധ ഭ്രമണത്തിലേത് നെഗടിവും ആയിരിക്കും.</span></span><br />
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src="data:image/png;base64,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<span style="font-size: large;"><span style="color: magenta;">ഈ പാഠത്തിന്റെ കൂടുതല് വിശദീകരണങ്ങളുമായി ഞാന് ഉടനെ വരും.</span></span><br />
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</div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com3tag:blogger.com,1999:blog-1162317363101121003.post-47433725127732533322012-05-17T14:43:00.003+05:302012-05-17T14:59:58.336+05:30കേരള എന്ജിനീയറിംഗ് എന്ട്രന്സ് റാങ്ക് പ്രവചിക്കാം .......<div style="color: blue;">
<span style="font-size: large;">കുറേ നാളുകള്ക്ക് ശേഷം ഞാന് ബ്ലോഗിങ്ങില് വീണ്ടും സജീവമാവുകയാണ്. ഒരു സന്തോഷ വാര്ത്തയും കൊണ്ടാണ് ഞാന് ഇക്കുറി വന്നിരിക്കുന്നത്. പ്ളസ് ടു കഴിഞ്ഞ വിദ്യാര്ഥികളും അവരുടെ രക്ഷിതാക്കളും ഇപ്പോള് തിരക്കിട്ട ആലോചനകളില് ആയിരിക്കുമെന്നു കരുതുന്നു.ഏത് കോഴ്സിനു തുടര്ന്നു പഠിക്കണമെന്ന ചോദ്യത്തിന് ഉത്തരം തേടുകായിരിക്കും അവര് ഇപ്പോള്.സയന്സ് വിഷയം പഠിച്ച മിക്കപേരും എന്ട്രന്സ് റാങ്കറിയാന് കാത്ത്തിരിക്കുക-യായിരിക്കും. ഇപ്പോള് എന്ജിനീയറിംഗ് എന്ട്രന്സിനു പ്ളസ് ടു മാര്ക്കും കൂട്ടുന്നതിനാല് ഏകദേശം എത്ര റാങ്ക് കിട്ടുമെന്നു പ്രവചിക്കലും എളുപ്പമല്ല.എന്നാല് ഈയിടെ ഞാന് റാങ്ക് പ്രവചിക്കുന്ന ഒരു വെബ്സൈറ്റ് കണ്ടു.ഈ പ്രാവശ്യം ഒരു പ്രത്യേക ഫോര്മുല വച്ചാണ് റാങ്ക് കണക്കാക്കുന്നത്. ആ ഫോര്മുല വച്ച് നമുക്ക് റാങ്ക് കണ്ടെത്തല് അത്ര എളുപ്പവുമല്ല. അതുകൊണ്ട് ഈ വഴി വച്ച് നമുക്ക് ഏകദേശ റാങ്ക് കണ്ടെത്താം.</span></div>
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<span style="font-size: large;">ആദ്യം ചെയ്യേണ്ടത് എന്ട്രന്സ് കമ്മീഷണര് പ്രസിദ്ധീകരിച്ച ഉത്തര സൂചിക നോക്കി എന്ട്രന്സ് പരീക്ഷയില് എത്ര മാര്ക്ക് കിട്ടി എന്ന് കണക്കാകുകയാണ്.ഈ മാര്ക്ക് 960 ഇല് ആയിരിക്കുമല്ലോ.ഇതിനെ 300 ലേക്ക് മാറ്റണം. ഇതിനായി താഴെ പറയുന്ന സമവാക്യം ഉപയോഗിക്കാം.</span></div>
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<span style="font-size: large;"> (എന്ട്രന്സില് കിട്ടിയ മാര്ക്ക് /960) x 300 <span style="color: blue;"> ........................(1)</span></span></div>
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<span style="font-size: large;">അടുത്തതായി പ്ളസ് ടു പരീക്ഷയില് (രണ്ടാം വര്ഷം) ഫിസിക്സ് ,മാത്തമാറ്റിക്സ്,കെമിസ്ട്രി അല്ലെങ്കില് മൂന്നാമത്തെ വിഷയം (പ്രോസ്പെക്ടസില് നോക്കുക) എന്നിവയില് തിയറി പരീക്ഷക്ക് കിട്ടിയ മാര്ക്ക് കൂട്ടുക. ഫിസിക്സ്,കെമിസ്ട്രി എന്നിവയുടെ മാര്ക്ക് 60 ലും മാത്തമാറ്റിക്സ് 80 ലും ആകും ഉണ്ടാവുക.അതായത് മൂന്നു വിഷയങ്ങളുടെ മാര്ക്കും കൂട്ടിയാല് 200 ഇല് എത്ര മാര്ക്ക് കിട്ടി എന്നുകാണാം.ഈ മാര്ക്കിനെ 300 ലേക്ക് മാറ്റണം.ഇതിനു താഴെയുള്ള സമവാക്യം ഉപയോഗിക്കാം.</span></div>
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<span style="font-size: large;">(200 ഇല് കിട്ടിയ മാര്ക്ക് /200) x 300 <span style="color: blue;">................................(2)</span></span></div>
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<span style="font-size: large;">(1) , (2) എന്നിവ കൂട്ടിയാല് 600 ഇല് ഉളള മാര്ക്ക് കിട്ടും.അതിനുശേഷം താഴെയുള്ള ലിങ്കില് ക്ളിക്ക് ചെയ്ത് Total Marks എന്നതിന് നേരെ ഈ മാര്ക്ക് ടൈപ്പ് ചെയ്ത് Search ബട്ടണില് ക്ളിക്ക് ചെയ്താല് നിങ്ങളുടെ മാര്ക്കിന് കിട്ടാന് സാധ്യതയുള്ള റാങ്ക് കിട്ടും.ഒരു കാര്യം പ്രത്യേകം ശ്രദ്ധിക്കണേ ഈ രീതി മുന്വര്ഷങ്ങളിലെ മാര്ക്കും റാങ്കും താരതമ്യം ചെയ്ത് കണ്ടെത്തുന്നതാണ്.അതുകൊണ്ട് തന്നെ പൂര്ണമായും ശരി ആകണം എന്നില്ല.എങ്കിലും നമ്മുടെ മാര്ക്കിന് കിട്ടാവുന്ന ഏകദേശ റാങ്ക് കണ്ടെത്താം എന്നുമാത്രം.</span></div>
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<span style="font-size: large;"><a href="http://parinama.org/insights/index.php?exam_type=KEAMEN&rank_predictor=rank_predictor">എന്ജിനീയറിംഗ് റാങ്ക് കാണാന് ഈ ലിങ്കില് പോവുക </a></span><br />
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<span style="font-size: large;"><span style="color: blue;">മെഡിക്കല് എന്ട്രന്സില് എന്ട്രന്സ് സ്കോര് മാത്രമാണ് റാങ്ക് ലിസ്റ്റ് ഉണ്ടാക്കാന് ഉപയോഗിക്കുന്നത്. അതുകൊണ്ട് തന്നെ ഏകദേശ മെഡിക്കല് റാങ്ക് കാണാന് എന്ട്രന്സില് കിട്ടിയ സ്കോര് താഴെയുള്ള ലിങ്കില് ക്ളിക്ക് ചെയ്തതിനു ശേഷം നല്കിയാല് മതി</span>.</span><br />
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<span style="font-size: large;"><a href="http://parinama.org/insights/index.php?exam_type=KEAM&rank_predictor=rank_predictor">മെഡിക്കല് റാങ്ക് കാണാന് ഈ ലിങ്കില് പോവുക</a> </span><br />
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<br />അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com3tag:blogger.com,1999:blog-1162317363101121003.post-48339884908499424642012-01-03T06:03:00.000+05:302012-01-03T06:03:06.586+05:30ഒരുവശം മാത്രമുള്ള പ്രതലമോ ?<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>ML</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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" 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" width="200" /></a><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">പുസ്തകങ്ങളിലെ ഓരോ താളിനും രണ്ടു വശങ്ങള് ഇല്ലേ? നാം ഉപയോഗിക്കുന്ന പന്തുകള്,ബക്കറ്റുകള് അങ്ങനെ എല്ലാത്തിനും രണ്ടു വശങ്ങളുണ്ട്,ഒരു അകവശവും ഒരു പുറം വശവും.അപ്പോള് ഒരു വശം ഉള്ള എന്തെങ്കിലും ഉണ്ടോ?ഇങ്ങനെ ചിന്തിച്ചത് ഞാന് അല്ലാട്ടോ, ഗണിതശാസ്ത്രജ്ഞനായ<span> </span>അഗസ്റ്റസ് മോബിയസ് ആണ് എന്നെക്കാള് മുമ്പേ അങ്ങനെ ചിന്തിച്ചത്.ഒടുവില് ചങ്ങാതി അത് ഉണ്ടാക്കുകയും ചെയ്തു.കൂടാതെ അതിനൊരു പേരും കൊടുത്തു ‘മോബിയസ് പ്രതലം’<span> </span>അഥവാ ‘മോബിയസ് സര്ഫെസ്’.</span><span></span></span></div><div class="MsoNormal" style="color: purple;"><br />
</div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">മോബിയസ് പ്രതലം എങ്ങനെയായിരിക്കും? ഒന്ന് ചിന്തിച്ചു നോക്കിയെ? എന്തെങ്കിലും മനസ്സില് വരുന്നുന്ണ്ടോ? മോബിയസ് പ്രതലം ഉണ്ടാക്കാന് വളരെ എളുപ്പമാണ്.കുറച്ച് നീളമുള്ള (20-25 സെ.മീ.) കുറഞ്ഞ വീതിയുള്ള (3-5 സെ. മീ.) ഒരു കടലാസ് കഷ്ണം വെട്ടിയെടുക്കുക.ഈ കടലാസുകഷ്ണത്തിന്റെ <span> </span>അഗ്രങ്ങള് തമ്മില് വെറുതെ കൂട്ടി പശകൊണ്ട് ഒട്ടിച്ചാല് സിലിണ്ടര് പോലുള്ള ഒരു കടലാസ് വലയം കിട്ടും.ഈ വളയത്തിനു രണ്ടു വശങ്ങള് തന്നെ ഉണ്ട്.ഇതിനു വലിയ പ്രത്യേകതകള് ഒന്നും ഇല്ലല്ലോ?മോബിയസ് പ്രതലം ഉണ്ടാക്കാന് കടലാസിന്റെ ഒരഗ്രം പിരിച്ചുവച്ച് ഒട്ടിക്കണം.അപ്പോള് താഴെ ചിത്രത്തില് ഉള്ളതുപോലെ കിട്ടും.ഇതാണ് മോബിയസ് പ്രതലം. </span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> </span><span></span></span></div><div class="separator" style="clear: both; text-align: center;"><a 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" 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" 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" 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</div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> </span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഇപ്പോള് കിട്ടിയത് മോബിയസ് പ്രതലം ആണോ എന്ന് എങ്ങനെ പരിശോധിക്കും? ഒന്നുകില് പ്രതലത്തിലൂറെ കൈവിരല് കൊണ്ടു പോകൂ.എവിടെയും തടസം ഉണ്ടാകാതെ തുടങ്ങിയ സ്ഥലത്തു തന്നെ എത്തുന്നില്ലേ? <span> </span>എന്നിട്ടും സംശയം തീരുന്നില്ലാ എങ്കില് പ്രതലത്തിന്റെ ഒരു വശത്തുമാത്രം ചായം കൊടുത്തുനോക്കൂ.ഒരു വസത്ത് ചായം തേച്ചു കഴിയുമ്പോള് അറിയാതെ കടലാസിന്റെ മറ്റെ വശത്തും ചായം പുരണ്ടിരിക്കും.</span><span></span></span></div><div class="MsoNormal" style="color: purple;"><br />
</div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">മറ്റൊരു പ്രത്യേകത കൂടി പറയാം.മോബിയസ് പ്രതലത്തിലുടെ ഒരാള് നടന്നു തുടങ്ങിയാല് അയാള് ആദ്യസ്ഥാനത്ത്<span> </span>തിരിച്ചെത്തുമ്പോള് തലകീഴായി നില്ക്കും.ഒരു ഉറുമ്പിനെ പരീക്ഷണത്തിനു നിയോഗിച്ചു നോക്കൂ....ഇനി ഒരു ചോദ്യം,മോബിയസ് പ്രതലത്തിന് എത്ര വക്കുണ്ട്? പ്രതലത്തിന്റെ വക്കിലൂടെ വിരലോടിച്ചു നോക്കൂ......കിട്ടിയോ ?ഒന്ന് എന്നതാണ് ഉത്തരം.അതായത് ഒരു വക്കും ഒരു വശവും ഉള്ള പ്രതലമാണ് മോബിയസ് പ്രതലം. </span></span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com1tag:blogger.com,1999:blog-1162317363101121003.post-20015382897620637452012-01-01T05:16:00.001+05:302012-01-04T05:36:07.435+05:30ലീലാവതി; ഗണിതശാസ്ത്രത്തിലെ പൊന് മുത്ത്<div style="color: #741b47;"><span style="font-size: large;">ലീലാവതിയെക്കുറിച്ച് കേട്ടിട്ടുണ്ടോ ?ഭാരതീയ ഗണിതശാസ്ത്രത്തിലെ ഒരു വിലപ്പെട്ട സംഭാവനയാണ് ലീലാവതി.ഒരഛന്റെയും മകളുടെയും സ്നേഹ്ത്തിന്റെ കഥ ഈ ഗണിതശാസ്ത്ര ഗ്രന്ഥത്തിനു പിന്നിലുണ്ട്. പക്ഷെ ആ കഥയില് എനിക്ക് തന്നെ ചില സംശയങ്ങളുണ്ട്.കഥയില് ചോദ്യമില്ലാ എന്നാണെങ്കിലും മനസിലുദിച്ച സംശയം ചോദിക്കാതിരിക്കുന്നതെങ്ങനെ ? അവ കഥ പറഞ്ഞതിന് ശേഷം ചോദിക്കാം.</span></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><span style="font-size: large;"> ജ്യോതിഷത്തിലും ഗണിതത്തിലും അപാരമായ പാണ്ഡിത്യമുള്ള വ്യക്തിയായിരുന്നു ഭാസ്കരാചാര്യന്.അദ്ദേഹത്തിന്റെ ഏക മകളായിരുന്നു ലീലാവതി.ജാതകത്തില് നിന്ന് തന്റെ മകള് വിധവയാകുമെന്നു ഭാസ്കരാചാര്യന് ജ്യോതിഷത്ത്തിലൂടെ അദ്ദേഹം മനസിലാക്കി.എന്നാല് വിവാഹം ഒരു പ്രത്യേക ദിവസം നിശ്ചിത സമയത്ത് നടത്തിയാല് ഈ ജാതകദോഷം ഒഴിവാക്കാമെന്ന് അദ്ദേഹം കഠിന പ്രയത്നത്തിലുടെ കണക്കുകൂട്ടി കണ്ടുപിടിച്ചു. ഈ നേരത്ത് വിവാഹം നടത്തുന്നതിനായി അദ്ദേഹം എല്ലാ ഒരുക്കങ്ങളും ചെയ്തു തീര്ത്തു. അപ്പോഴാണ് ഒരു നാഴികമണി വില്ലനായ് എത്തിയത്. അക്കാലത്ത് സമയം അറിയാന് ഇന്നത്തെപോലെ വാച്ചുകളോ ഘടികാരങ്ങളോ ഒന്നും ഇല്ലായിരുന്നു.ഒരു നിശ്ചിത സമയ അളവില് ഒരു പാത്രത്തില് നിന്നും താഴെയുള്ള മറ്റൊരു പാത്രത്തിലേക്ക് ചോര്ന്നു വീഴുന്ന മണല്ത്തരികളെ ആധാരമാക്കിയാണ് സമയം നിശ്ചയിച്ചിരുന്നത്. ഇതിനെ നാഴികവട്ട (Hour Glass) എന്ന് പറയും.വിവാഹത്തിന്റെ തലേദിവസം ലീലാവതി പുതുതായി കൊണ്ടുവന്ന നാഴികവട്ടയില് നോക്കിയപ്പോള് യാദ്രിശ്ചികമായി അവളുടെ കണ്ഠാഭാരണങ്ങളില് നിന്ന് ഒരു ചെറിയ മുത്ത് അവളറിയാതെ നാഴികവട്ടയിലെ മണല്ത്തരികളില് വീഴാനിടയായി. മണല്ത്തരികളില് വീണ മുത്ത് നാഴികവട്ടയുടെ പ്രവര്ത്തനത്തെ അല്പ്പം തകരാറിലാക്കി. അതുകൊണ്ട് തന്നെ നേരത്തെ നിശ്ചയിച്ച സമയത്തായിരുന്നില്ല വിവാഹം നടന്നത്. വിവാഹം കഴിഞ്ഞ് ദിവസങ്ങള്ക്കകം ലീലാവതി വിധവയാ-കുകയും ചെയ്തു.ഭര്ത്താവിന്റെ വിയോഗത്തില് ദു:ഖിയതയായ മകളെ ഭാസ്കരാചാര്യന് അങ്കഗണിതം പഠിപ്പിച്ചു.അങ്ങനെ മകള്ക്ക് വേണ്ടി എഴുതിയ ഗ്രനഥമാണ് 'ലീലാവതി'.സ്വന്തം മകളുടെ പേരുതന്നെ ഭാസ്കരാചാര്യന് ഗ്രനഥത്തിനും നല്കി.</span></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><span style="font-size: large;">ലീലാവതിയുടെ കഥ കേട്ടില്ലേ ? ഇത് എല്ലാവരും കേട്ട ഒരു കഥയായിരിക്കു മെന്ന് എനിക്കറിയാം.പക്ഷെ ഒരു സംശയം ഉണ്ട്. അന്നെനാള് വരെ സ്വന്തം മകളെ അങ്കഗണിതം എന്തുകൊണ്ടാണ് ഭാസ്കരാചാര്യന് പഠിപ്പിക്കാതിരു ന്നത്? ഈ കഥ എത്രമാത്രം വിശ്വാസയോഗ്യമാണെന്നു നമുക്കറിയില്ല. വായ്മൊഴികളാല് പകര്ന്നുതന്ന ഇങ്ങനെയുള്ള ഒട്ടേറെ കഥകള് നാം കേട്ടിട്ടുണ്ട്. അങ്ങനെ ഒന്നുതന്നെയാണ് ഈ കഥയും.</span></div><div style="color: #741b47;"><span style="font-size: large;"><br />
</span></div><div style="color: #741b47;"><span style="font-size: large;"> ഭാസ്കരാചാര്യന് മകളെ അങ്കഗണിതമാണ് പഠിപ്പിച്ചത്.കവിതയുടെ രൂപത്ത്തിലായിരുന്നു പഠനം ,ലീലാവതി രചിച്ചതും കവിതാരൂപത്തില് തന്നെ. 'ലീലാവതിയിലെ' ഒരു ചോദ്യം നല്കാം.ഈ ചോദ്യം ഗദ്യ രൂപത്തിലാണ് ഞാന് എഴുതിയിട്ടുള്ളത്.മഹാഭാരതത്തിലെ കര്ണ്ണവധം ആണ് രംഗം.</span></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"><span style="font-size: large;">"യുദ്ധത്തില് പാര്ഥന് കോപാകുലനായി ശരകൂട്ടം എടുത്തു.അതിന്റെ പകുതികൊണ്ട് കര്ണന്റെ ശരങ്ങളെ തടഞ്ഞു. ശരക്കൂട്ടത്തിന്റെ വര്ഗമൂലത്ത്തിന്റെ നാല് മടങ്ങുകൊണ്ട് കുതിരകളെ തകര്ത്തു.6 ശരങ്ങള് കൊണ്ട് ശല്യരെ ഒഴിവാക്കി.ഓരോ ശരം കൊണ്ട് കര്ണന്റെ കുട,കൊടി,വില്ല് എന്നിവ തകര്ത്തു.ഒരു ശരംകൊണ്ട് കര്ണന്റെ ശിരസ് േഛദിച്ചു. എങ്കില് അര്ജുനന് എടുത്ത അമ്പുകളുടെ എണ്ണം എത്ര?" </span></div><div style="color: #741b47;"><span style="font-size: large;"><br />
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</span></div><div style="color: #741b47;"><span style="font-size: large;"> <u><span style="color: red;">ഉത്തരം</span></u> : അര്ജുനന് എടുത്ത അമ്പുകള് x ആയാല് </span></div><div style="color: #741b47;"><br />
</div><div style="color: #741b47;"></div><div class="MsoNormal" style="color: #741b47;"><span style="font-size: large;">X = x/2 + 4√x +6+3+1 ,ഇതില് നിന്നും ഒരു ദ്വിമാന സമവാക്യം ഉണ്ടാകാം. </span></div><div class="MsoNormal" style="color: #741b47;"><br />
</div><span style="color: #741b47; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #741b47;"><span style="font-size: large;">X<sup>2</sup>-104x+400 = 0</span></div><div class="MsoNormal" style="color: #741b47;"><br />
</div><span style="color: #741b47; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #741b47;"><span style="font-size: large;">(x-4)(x-100) = 0</span></div><div class="MsoNormal" style="color: #741b47;"><br />
</div><span style="color: #741b47; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #741b47;"><span style="font-size: large;">x= 4,x=100</span></div><span style="color: #741b47; font-size: large;"> </span><br />
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</span></div><div style="color: #741b47;"><span style="font-size: large;"> അതായത് അമ്പുകളുടെ എണ്ണം നാലോ,നൂറോ ആണ്. എന്നാല് 4 അസ്വീകാര്യമായതിനാല് അമ്പുകളുടെ എണ്ണം 100.</span></div><div style="color: #741b47;"><span style="font-size: large;"><br />
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</span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com3tag:blogger.com,1999:blog-1162317363101121003.post-5757132046302747702011-12-31T04:48:00.000+05:302011-12-31T04:48:23.486+05:30അറബിയും ഒട്ടകവും പിന്നെ രാസത്വരകങ്ങളും<div style="color: #351c75;"><span style="font-size: large;">അറബിയെയും ഒട്ടകത്തെയും പറ്റി ധാരാളം കഥകള് നാം കേട്ടിട്ടുണ്ട്. കണ്ണെത്താ ദൂരത്തില് നീണ്ടു പറന്നു കിടക്കുന്ന മണലാരണ്യത്തില് ദീര്ഘയാത്ര ചെയ്യുവാന് അറബികള് ഒട്ടകത്തെയാണ് ആശ്രയിച്ചിരുന്നത്. ഒട്ടകങ്ങള് അറബിയുടെ സന്തത സഹചാരിയായിരുന്നു.കൈവശമുള്ള ഭൂമിയുടെ അളവനുസരിച്ച് നാം സ്വത്ത് കണക്കാക്കുന്നതുപോലെ ഒരു കാലത്ത് ഒട്ടകങ്ങളുടെ എണ്ണംനോക്കി അറബികള് സ്വത്ത് നിര്ണ്ണയിചിരുന്നു. നമ്മുടെ കഥ ഇക്കാലത്ത് നടന്നതാണെ....</span></div><div style="color: #351c75;"><span style="font-size: large;"><br />
</span></div><div style="color: #351c75;"><span style="font-size: large;">ധനികനായ ഒരു അറബിയുടെ വില്പത്രമനുസരിച്ച് അയാളുടെ ഒട്ടകങ്ങളുടെ നേര് പകുതി മൂത്തമകനും , മൂന്നിലൊന്ന് രണ്ടാമത്തെ മകനും, ഒന്പതില് ഒരു ഭാഗം മൂന്നാമനും വിഭജിക്കണം.മരണസമയത്ത് അറബിക്ക് പതിനേഴ് ഒട്ടകങ്ങള് സ്വന്തമായുണ്ടായിരുന്നു.ഈ ഒട്ടകങ്ങളെ വില്പത്രമനുസരിച്ച് വിഭജിക്കുന്ന കാര്യമോര്ത്ത് പുത്രന്മാര് വിഷമത്തിലായി . ഒട്ടകങ്ങളെ മുറിച്ച് അച്ചന്റെ ഇംഗിതം നിറവേറ്റുന്നത് മൂഢത്വമാണെന്നു അവര്ക്കറിയാമായിരുന്നു.</span></div><div style="color: #351c75;"><span style="font-size: large;"><br />
</span></div><div style="color: #351c75;"><span style="font-size: large;">ഈ സമയത്ത് യാദൃശ്ചികമായി അച്ചന്റെ പഴയ സുഹൃത്തായ ഒരു വൃദ്ധന് അവിടെ എത്തിച്ചേര്ന്നു. പുത്രന്മാര് അവരുടെ പ്രശ്നം വൃദ്ധനെ അറിയിച്ചു . അയാള് അല്പനേരം ആലോചിച്ചിട്ടു പറഞ്ഞു:</span></div><div style="color: #351c75;"><span style="font-size: large;"><br />
</span></div><div style="color: #351c75;"><span style="font-size: large;">"കുട്ടികളെ ഞാന് എന്റെ ഒട്ടകത്തെക്കൂടി നിങ്ങളുടെ അച്ചന്റെ പതിനേഴ് ഒട്ടകത്തിനൊപ്പം നിങ്ങള്ക്ക് തരുന്നു. അപ്പോള് നിങ്ങള്ക്കിപ്പോ ആകെ പതിനെട്ട് ഒട്ടകങ്ങളുണ്ട്.ഇതിന്റെ പകുതിയായ ഒന്പത് ഒട്ടകങ്ങളെ മൂത്തമകന് എടുത്തോട്ടെ.രണ്ടാമന് മൂന്നിലൊരു ഭാഗമായ ആറ് ഒട്ടകങ്ങളെ സ്വന്തമാക്കുക , മൂന്നാമന് ഒന്പതിലൊരു ഭാഗമായ രണ്ടു ഒട്ടകങ്ങളെയും. അങ്ങനെ പതിനേഴ് ഒട്ടകങ്ങള് നിങ്ങള്ക്ക് കിട്ടി.ഒരെണ്ണം ബാക്കിയുണ്ട്.അത് എന്റേതും,നിങ്ങള്ക്ക് നന്ദി " </span></div><div style="color: #351c75;"><span style="font-size: large;"><br />
</span></div><div style="color: #351c75;"><span style="font-size: large;">ഒറ്റനോട്ടത്തില് അസാധ്യമെന്നു തോന്നിയ ഒരു പ്രശ്നത്തിന്റെ കുരുക്കുകളഴിച്ച സന്തോഷത്തോടെ വൃദ്ധന് തന്റെ ഒട്ടകത്തില് കയറി മടക്കയാത്ര തുടര്ന്നു.</span></div><div style="color: #351c75;"><span style="font-size: large;"><br />
</span></div><span style="color: #351c75; font-size: large;">ബുദ്ധിമാനായ വൃദ്ധന് അല്ലെ ?കഥ കഴിഞ്ഞു, ഇനി അല്പം കാര്യമാണ്.ഈ കഥയില് അറബിയുടെ റോള് എന്താണ് ? തന്റെ ഒട്ടകവുമായി വന്ന് പന്കുവെക്കലില് ഭാഗമായി.എന്നാല് പങ്കുവെക്കലിനുശേഷം യാതൊരു മാറ്റവും ഇല്ലാതെ പഴയപോലെ തന്നെ നില്ക്കുന്നു.രാസപ്രവര്ത്തനങ്ങളിലെ ഉല്പ്രേരകങ്ങളെ കുറിച്ച് കേട്ടിട്ടുണ്ടോ ?അതേ ധര്മം തന്നെ അല്ലേ അറബിയും ചെയ്തത്.രാസപ്രവര്ത്തങ്ങളില് ഏര്പ്പെടാതെ രാസപ്രവര്ത്തനത്ത്തിന്റെ വേഗത നിയന്ത്രിക്കുന്ന രാസവസ്തുക്കളാണ് ഉത്പ്രേരകങ്ങള്.ചില രാസ പ്രവര്ത്തങ്ങള് വളരെ സാവധാനമേ നടക്കുകയുള്ളൂ,എന്നാല് ഇവയുടെ വേഗത കൂട്ടണമെന്കില് ഉല്പ്രേരകങ്ങള് ഉപയോഗിച്ചാല് മതി. അവ രാസപ്രവര്ത്തനത്തില് ഏര്പ്പെടാതെ അതിന്റെ വേഗത വര്ധിപ്പിക്കും.എന്നാല് ചില സന്ദര്ഭങ്ങളില് വളരെ വേഗത്തില് നടക്കുന്ന രാസപ്രവര്ത്തനങ്ങലുടെ വേഗത കുറകക്കേണ്ടതായും വരും. ഈ സന്ദര്ഭങ്ങളിലും അനുയോജ്യമായ ഉളപ്രേരകങ്ങള് ഉപയോഗിക്കാം.രാസപ്രവര്ത്തനത്തിനു ശേഷം യാതൊരു മാറ്റവും ഇല്ലാതെ ഇവയെ നമുക്ക് പഴയ സ്ഥലത്തുതന്നെ വെക്കാം,ഇനി പറയൂ മുകളിലെ പ്രശനത്ത്തിലെ ഉല്പ്രേരകമല്ലേ ആ ബുദ്ധിമാനായ വൃദ്ധന് ?</span>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-29553648602721679822011-12-30T06:25:00.000+05:302011-12-30T06:25:59.042+05:30വിരോധാഭാസങ്ങള്<div style="color: #38761d;"><span style="font-size: large;">എന്താണ് വിരോധാഭാസങ്ങള് ? ഇതുവരെ കേട്ടിട്ടുണ്ടോ?ചില വിരുതന്മാര് ചോദ്യങ്ങള് ചോദിച്ച് നമ്മെ കുഴക്കാറില്ലേ ? (ഉദാ:മാങ്ങയാണോ അതോ അതിന്റെ അണ്ടിയാണോ (വിത്ത്) ആദ്യം ഉണ്ടായത്.) അതുതന്നെ പരിപാടി.സ്വീകാര്യം എന്ന് ബാഹ്യമായി തോന്നിക്കുന്ന പ്രസ്താവനകളില് നിന്ന്, എത്തിച്ചേരുന്ന അസ്വീകാര്യമായ നിഗമനങ്ങളെയാണ് വിരോധാഭാസം എന്ന് വിളിക്കുന്നത്.ഒരു പ്രശ്നത്തില് അസാധ്യമായ ഉത്തരങ്ങളെല്ലാം തള്ളിക്കളയുമ്പോള് മാത്രമാണ് നമുക്ക് ശരിയുത്തരങ്ങള് കിട്ടുക. വിരോധാധാസങ്ങളെ നമുക്ക് രണ്ടു രീതിയില് വിശകലനം ചെയ്യാം.പറഞ്ഞത് ശരിയാണ് എന്നംഗീകരിച്ച്ചുകൊണ്ട് വിശകലനം ചെയ്യുമ്പോള് തെറ്റാണ് എന്നാകും തോന്നിക്കുക.മറിച്ച് തെറ്റാണ് എന്ന വിശ്വാസത്തോടെ വിശകലനം ചെയ്യുമ്പോള് ,ശരിയാണ് എന്ന് തോന്നിക്കുകയും ചെയ്യും.എന്നാല് എവിടെയോ എന്തോ പാളിച്ചകള് മറഞ്ഞുകിടക്കുന്നു എന്നതാണ് യാഥാര്ത്ഥ്യം.</span></div><div style="color: #38761d;"><span style="font-size: large;"><br />
</span></div><div style="color: #38761d;"><span style="font-size: large;">നാം കളിയായി ഒരുപാട് വിരോധാഭാസങ്ങള്ക്ക് ഉത്തരം തേടി നടന്നിട്ടുണ്ട്. ചില വിരോധാഭാസങ്ങള് താഴെ നല്കാം. ചിന്തിച്ചു ഉത്തരം കണ്ടെത്തി കമന്റ് ചെയ്യു............</span></div><div style="color: #38761d;"><span style="font-size: large;"><br />
</span></div><ul style="color: #38761d;"><li><span style="font-size: large;">അതി മനോഹരമായ ഒരു രാജ്യത്തെ രാജാവ് ,വിദേശങ്ങളില് നിന്നും വരുന്നവരോട് ആഗമനോദ്ദേശം നിര്ബന്ധമായും അന്വേഷിക്കണമെന്ന് കല്പ്പന പുറപ്പെടുവിച്ചു.സത്യം പറയുന്നവര്ക്കും കളളം പറയുന്നവര്ക്കും പ്രവേശനം അനുവദിച്ചിട്ടുണ്ട്.സത്യം പറയുന്നവരെ ,സന്ദര്ശനത്തിനു ശേഷം അവരുടെ ആഗ്രഹം നിറവേറ്റി ആദരപൂര്വം പുറത്തുവിടും.അസത്യം പറയുന്നവരുടെ ആഗ്രഹം നിരവേററ്തെ പുറത്തെക്കിറങ്ങുമ്പോള് തലവെട്ടിക്കളയണം എന്നും ഉത്തരവുണ്ട്.ഒരിക്കല് ഒരു വിദ്വാനോട് അഗമനോദ്ദേശം ചോദിച്ചപ്പോള് ഇങ്ങനെ പറഞ്ഞു "എന്റെ തല വെട്ടിക്കളഞ്ഞു കിട്ടുവാനാണ് ഞാന് ഇവിടെക്ക് വരുന്നത് ".ആ വിദ്വാന് എന്താണ് സംഭവിക്കുക എന്ന് പറയാമോ? </span></li>
</ul><ul style="color: #38761d;"><li><span style="font-size: large;">ഒരിക്കല് ഒരാള് പറഞ്ഞു "ഞാന് പറയുന്നത് കള്ളമാണ്",എങ്കില് അദ്ദേഹം പറഞ്ഞത് കള്ളമാണോ അതോ സത്യമോ ?</span></li>
</ul><ul style="color: #38761d;"><li><span style="font-size: large;"> ഒരു ഗ്രാമത്തിലെ ഏക ബാര്ബര് സ്വയം ഷേവ് ചെയ്യാത്തവരെ മാത്രം,സ്വയം ഷേവ് ചെയ്യാത്ത എല്ലാവരെയും ഷേവ് ചെയ്യും എന്ന് ശപഥം ചെയ്തു.അപ്പോള് അയാള് സ്വയം ഷേവ് ചെയ്യുമോ?</span></li>
</ul><ul style="color: #38761d;"><li><span style="font-size: large;"> എല്ലാം സൃഷ്ടിക്കാന് കഴിവുള്ള സര്വശക്തനായ പോന്നു തമ്പുരാന് , സ്വയം തള്ളിനീക്കാന് പറ്റാത്ത ഒരു പാറ സൃഷ്ടിക്കാന് കഴിയുമോ?</span></li>
</ul><div style="color: #38761d;"><span style="font-size: large;">ഈ വിരോധാഭാസങ്ങളൊക്കെ പല ഗണിത്ജ്ഞ്രും കണ്ടെത്തി അവതരിപ്പിച്ചിട്ടുള്ളവയാണ്.ഇവ കൂടാതെ മറ്റൊരു തരത്തിലുള്ള വിരോധാഭാസങ്ങളുണ്ട്.അവ വഴിയാണ് നാം ചിലപ്പോള് 1=2 എന്നൊക്കെ തെളിയിക്കാറുള്ളത്.എന്നാല് ഇങ്ങനെയുള്ള ഫലങ്ങള് കിട്ടുന്നത് ഗണിതനിയമങ്ങള്ക്ക് വിരുദ്ധമായ ചില ക്രിയകള് ചെയ്യുമ്പോളാണ് (ഉദാ:പൂജ്യം കൊണ്ടുള്ള ഹരണം) .ആരെങ്കിലും ഇങ്ങനെയൊരു കളിയുമായി വന്നാല് വര്ഗമൂലം,ഹരണം എന്നിങ്ങനെയുള്ള ഭാഗങ്ങള് പരിശോധിക്കണം.കളിയിലെ കുഴപ്പം പലപ്പോഴും അവിടങ്ങളില് ആയിരിക്കും.</span></div><div style="color: #38761d;"><br />
</div><div style="color: #38761d;"><span style="font-size: large;">ഒരു ഉദാഹരണം നോക്കാം. x = 2 എന്നിരിക്കട്ടെ,രണ്ടുവശത്തും (x-1) കൊണ്ട് ഗുണിക്കുന്നു ,</span></div><div style="color: #38761d;"><br />
</div><div style="color: #38761d; text-align: justify;"><span style="font-size: large;">x (x-1) = 2 (x-1)</span></div><div style="color: #38761d;"><br />
</div><div style="color: #38761d;"><span style="font-size: large;">അതായത് ,</span></div><div style="color: #38761d;"><br />
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</div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;">രണ്ടു വശത്തുനിന്നും x കുറച്ചാല് ,</span></div><div class="MsoNormal" style="color: #38761d;"><br />
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/* Style Definitions */
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{mso-style-name:"Table Normal";
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mso-tstyle-colband-size:0;
mso-style-noshow:yes;
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mso-style-qformat:yes;
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mso-para-margin-right:0in;
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mso-para-margin-left:0in;
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mso-ascii-font-family:Calibri;
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mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
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</style> <![endif]--> </div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;">x<sup>2</sup>-2x = 2x-2-x</span></div><div class="MsoNormal" style="color: #38761d;"><br />
</div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;">x (x-2) = x-2</span></div><div class="MsoNormal" style="color: #38761d;"><br />
</div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;"> അതായത് x = (x-2) / (x-2) =1</span></div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;"><br />
</span></div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;">എന്നാല് x = 2 വന്നു തന്നിട്ടുണ്ട്,അതുകൊണ്ട് x =1 =2, ഇതെങ്ങനെ ?</span></div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;"><br />
</span></div><div class="MsoNormal" style="color: #38761d;"><span style="font-size: large;"><u><span style="color: red;">ഉത്തരം. </span></u>: നാം x-2 കൊണ്ട് ഹരിച്ചില്ലേ? x=2 ആയാല് x-2 =0 അല്ലേ ? പൂജ്യം കൊണ്ടുള്ള ഹരണം ഗണിതത്തില് നിര്വചിച്ചിട്ടില്ല.ഇപ്പൊ പിടികിട്ടിയോ?</span></div><div class="MsoNormal" style="color: #38761d;"><br />
</div><div class="MsoNormal"> </div><div class="MsoNormal"><br />
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UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
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mso-tstyle-rowband-size:0;
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mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
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mso-para-margin-left:0in;
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mso-pagination:widow-orphan;
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mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
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<div class="MsoNormal"><sup><br />
</sup></div><br />
<br />
<br />
അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com5tag:blogger.com,1999:blog-1162317363101121003.post-52187386466246778082011-12-29T06:12:00.000+05:302011-12-29T06:12:41.219+05:30ബേപ്പൂര് സുല്ത്താന് ഒരു ഗണിതശാസ്ത്രജ്ഞന് ?<div style="color: blue;"><a href="data:image/png;base64,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" 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" width="200" /></a><span style="font-size: large;">ബേപ്പൂര് സുല്ത്താനെ അറിയാത്ത മലയാളി-കള്ുണ്ടോ? ജീവിത ഗന്ധിയായ അനേകം കഥകളിലൂടെ നമ്മുടെ മനസുകളെയെല്ലാം കീഴടക്കിയ വൈക്കം മുഹമ്മദ് ബഷീര് എന്ന ആ സാഹിത്യകാരന് ഒരു ഗണിതശാസ്ത്രജ്ഞനാണോ? ഇതുവരെ അങ്ങനെയൊന്നും കേട്ടിട്ടില്ലേ?എങ്കില് കേട്ടോളൂ.......... </span></div><div style="color: blue;"><span style="font-size: large;">ബഷീറിന്റെ ബാല്യകാലസഖി എന്ന നോവലില് അദ്ദേഹത്തിന്റെ ഗണിതജ്ഞാനം വ്യക്തമാകുന്നുണ്ട്.എങ്ങനെ എന്നല്ലേ? ബഷീറിന്റെ നോവലില് നായികാ നായകന്മാരായ സുഹറയും മജീദും ഒരേ ക്ളാസ്സില് ആയിരുന്നു.സുഹറ കണക്കില് മിടുക്കിയായിരുന്നു.</span></div><div style="color: blue;"><br />
</div><div style="color: blue;"><span style="font-size: large;">ബഷീറിന്റെ ഭാഷയില് പറഞ്ഞാല് "വാധ്യാര് അവളെ പുകഴ്ത്തുകയും മജീദിനെ അടിക്കുകയുമായിരുന്നു പതിവ്. കണക്കുകളെ സംബന്ധിച്ചടത്തോളം മജീദിന് ആകപ്പാടെ കുഴപ്പമാണ്.എത്ര ശ്രമിച്ചാലും ഒന്നും ശരിയാകുന്നില്ല. മണ്ടശിരോമണി എന്നാണു മജീദിനെ വാധ്യാര് വിളിക്കുക"</span></div><div style="color: blue;"><br />
</div><div style="color: blue;"><span style="font-size: large;">"ഒന്നും ഒന്നും എത്ര?"</span></div><div style="color: blue;"><br />
</div><div style="color: blue;"><span style="font-size: large;">ഒരു ദിവസം അദ്ധ്യാപകന് മജീദിനോട് ചോദിച്ചു.</span></div><div style="color: blue;"><br />
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</div><div style="color: blue;"><span style="font-size: large;">"ഇമ്മിണി ബല്യ ഒന്ന്"</span></div><div style="color: blue;"><br />
</div><div style="color: blue;"><span style="font-size: large;">മജീദിന്റെ മറുപടി</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">ബഷീറിന്റെ ഭാഷയില് "അങ്ങനെ കണക്ക് ശാസ്ത്രത്തില് ഒരു പുതിയ തത്വം കണ്ടുപിടിച്ചതിനു മജീദിനെ അന്ന് വാധ്യാര് ബന്ചില് കയറ്റി നിര്ത്തി". എന്നാല് ആ ഉത്തരം പറയുന്നതിന് മുമ്പേ മജീദ് ആലോചിച്ചു.രണ്ടു ചെറിയ നദികള് ചേര്ന്ന് കുറച്ചുകൂടി വലിയ ഒരു നദിയായി ഒഴുകുന്നു. അതുകൊണ്ട് ഒന്നും ഒന്നും ചേര്ന്നാല് ഇമ്മിണി ബല്യ ഒന്ന് .മജീദ് ചിന്തിച്ചതില് എന്തെങ്കിലും തെറ്റുണ്ടോ?</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"> ഇനിയാണ് കഥയിലെ ട്വിസ്റ്റ് ,മജീദ് ചിന്തിച്ചതുപോലെ ചിന്തിച്ചാല് അത് കണക്ക് ശാസ്ത്രത്തിലെ ഒരു പുതിയ തത്വം തന്നെയാണ്.ബൂളിയന് ബീജഗണിതം (boolean Algebra) എന്ന ഗണിതശാസ്ത്രശാഖ ഇങ്ങനെയാണ്.ഇവിടെ 1+1=1 തന്നെയാണ്.രണ്ടു നദികള് ചേര്ന്ന് ഒരു വലിയ നദി ആകുന്നുവെന്ന ഭൌതിക സ്വഭാവം തന്നെയാണ് ഈ തത്വത്തിനു പിന്നിലെ അടിസ്ഥാന വസ്തുത.ഇതു വെറുതെ ഉണ്ടാക്കിയ ഒരു ഗണിതശാഖയാണെന്നു കരുതല്ലേ.... ഇന്ന് പല മേഖലകളിലും ഉപയോഗപ്പെടുത്തുന്ന ഇലക്ട്രോണിക് സര്ക്യൂട്ടുകളില് ഈ തത്വം പ്രയോജനപ്പെടുത്തുന്നുണ്ട് (ലോജിക് സ്വിച്ചിംഗ് സര്ക്യൂട്ടുകള്).</span></div><div style="color: blue;"><br />
</div><div style="color: blue;"><span style="font-size: large;">ഇനി പറയൂ,ബഷീര് ഒരു ഗണിതജ്ഞന് തന്നെയല്ലേ?</span></div><div style="color: blue;"><span style="font-size: large;"><br />
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</span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com1tag:blogger.com,1999:blog-1162317363101121003.post-8322501445457869632011-12-28T10:21:00.001+05:302011-12-28T10:25:38.584+05:30പ്രതിഭാശാലിയായ ബാലന്<div style="color: magenta;"><a 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" 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" width="174" /></a><span style="font-size: large;">പതിനൊന്നാം നൂറ്റാണ്ടില് ജര്മിനിയില് ബ്രൌന് സിക്ക് എന്ന സ്ഥലത്തെ പ്രൈമറി സ്കൂളില് നാലാം ക്ലാസ്സില് പഠിച്ചുകൊണ്ടിരുന്ന ഒരു കുട്ടിയുടെ പേരാണ് ഗാസ്സ്.അവന് ബാല്യം മുതലേ കണക്കുകള് ചെയ്യുന്നതില് മിടുക്കനായിരുന്നു.കൂടാതെ അവന് അല്പം കുസൃതി കൂടുതലുള്ളവനുമായിരുന്നു. കണക്കിന്റെ ക്ലാസ്സുകളില് അവന് പെട്ടന്നു കണക്കുകള് ചെയ്തു തീര്ത്തതിനുശേഷം മറ്റുകുട്ടികള്ുമായി ശണ്ഠ കൂടുക പതിവാണ്. പലപ്പോഴും അദ്ധ്യാപകന് ഗാസ്സിനെ ശിക്ഷിക്കാന് ഒരുമ്പെട്ടെന്കിലും കണക്കുകള് ശരിയായി ചെയ്തതിന്റെ പേരില് അവന് രക്ഷപ്പെട്ടിരുന്നു.ഒരു ദിവസം അദ്ധ്യാപകന് കുറെ കൂടുതല് സമയം സ്വസ്ഥമായിരുന്ന് തന്റെ സ്വന്തം ജോലി ചെയ്യേണ്ടതുണ്ടായിരുന്നു. കുട്ടികളെയെല്ലാം അടക്കിയിരുത്തുവാന് അവര്ക്ക് പെട്ടന്ന് ചെയ്തു തീര്ക്കാന് പറ്റാത്ത ഒരു കണക്ക് ഇട്ടുകൊടുത്തു. ചോദ്യം ഇതായിരുന്നു 'ഒന്നുമുതല് നൂറുവരെയുള്ള സംഖ്യകള് കൂട്ടി എഴുതുക'. ചോദ്യം ഇട്ടശേഷം അദ്ധ്യാപകന് തന്റെ സ്വന്തം ജോലിയില് പ്രവേശിച്ചു.</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">അല്പ്പസമയത്തിനുള്ളില് തന്നെ ഗാസ്സ് ക്ലാസ്സില് ബഹളം തുടങ്ങി. ഇന്നെങ്കിലും അവനിട്ട് രണ്ടുകൊടുത്ത് അവന്റെ കുസൃതിക്ക് അറുതി വരുത്തണമെന്ന് അദ്ധ്യാപകന് തീരുമാനിച്ചു.അദ്ധ്യാപകന് ഗാസ്സിനെ മേശക്ക് അരികിലേക്ക് വിളിച്ചു.</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">'കണക്ക് ചേയ്തോ ?'</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">'ചെയ്തു'</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">'ഉത്തരം കാണട്ടേ'</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">ഗാസ്സ് തന്റെ സ്ലേറ്റ് കൊടുത്തു.അദ്ധ്യാപകന് അത്ഭുതപ്പെട്ടു.തനിക്കുപോലും ഇത്രയും സമയംകൊണ്ട് ചെയ്തു തീര്ക്കാന് പറ്റാത്ത കണക്കിന്റെ ശരിയുത്തരം 5050 അതാ ഗാസ്സിന്റെ സ്ലേറ്റില്.</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">'ഇതെങ്ങനെ ചെയ്തു?' അദ്ധ്യാപകന് ചോദിച്ചു.</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">ഗാസ്സ് ചെയ്ത മാര്ഗം വിവരിച്ചു.ശരിയായ മാര്ഗ്ഗവും ശരിയായ ഉത്തരവും .അദ്ധ്യാപകന് അവനെ ശിക്ഷിക്കുന്നതിനു പകരം അഭിനന്ദിച്ചു. ഈ എളുപ്പ മാര്ഗം ഏതെന്നു നിങ്ങള്ക്ക് കണ്ടുപിടിക്കാമോ?</span></div><div style="color: magenta;"><span style="font-size: large;"><br />
</span></div><div style="color: red;"><u><b><span style="font-size: large;">ഉത്തരം</span></b></u></div><div style="color: magenta;"><span style="font-size: large;"><br />
</span></div><div style="color: magenta;"><span style="font-size: large;">തന്നിരിക്കുന്നചോദ്യം ഒന്നുമുതല് നൂറുവരെയുള്ള സംഖ്യകളുടെ തുക കാണാനാണ്.അഥവാ 1+2+3+................. +97+98+99+100 എത്രയെന്നു കാണാനാണ്.ഒന്നാമത്തെ സംഖ്യ ഒന്നും അവസാനത്തെ സംഖ്യ നൂറും കൂട്ടിയാല് 101.രണ്ടാമത്തെ സംഖ്യ രണ്ടും അവസാനതുനിന്നും രണ്ടാമത്തെ സംഖ്യ 99 ഉം തമ്മില് കൂട്ടിയാലും 101 (2+99).ഇതുപോലെ 3+98=101,4+97=101.........എന്നിങ്ങനെ സംഖ്യകള് മുറയ്ക്ക് ജോടികളായി കൂട്ടാം. ഇങ്ങനെ 50 ജോടി സംഖ്യകള് കിട്ടും.50 ജോടി സംഖ്യകളുടെ തുക 50 x 101 = 5050 .എങ്ങനെയുണ്ട് ഗാസ്സിന്റെ കണക്ക്?</span></div><div style="color: magenta;"><br />
</div><div style="color: magenta;"><span style="font-size: large;">ഈ ബാലനാണ് പിന്നീട് ഗണിതശാസ്ത്രത്തില് അല്ഭുതാവഹമായ പല കണ്ടുപിടിത്തങ്ങളും നടത്തി ശാസ്ത്രങ്ങളുടെ രാജ്ഞിയായ ഗണിതശാസ്ത്രത്തിന്റെ രാജകുമാരന് എന്നറിയപ്പെട്ടത്.</span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com0tag:blogger.com,1999:blog-1162317363101121003.post-9215412094371980552011-12-27T04:50:00.000+05:302011-12-27T04:50:06.100+05:30ബള്ബ് അഥവാ നിശ്ചയദാര്ഢ്യം<div style="color: purple;"><a 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" 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" width="122" /></a><span style="font-size: large;">ജീവിതം പരീക്ഷണങ്ങള്ക്കായി ഉഴിഞ്ഞുവെച്ച ഒരു മഹാനായ ശാസ്ത്രജ്ഞന്റെ കഠിനപ്രയത്നമാണ് 'ബള്ബ് എന്ന പേരില് നമുക്ക് മുന്നില് അവതരിപ്പിക്കപ്പെട്ടത്. പരീക്ഷണങ്ങളും നിരീക്ഷണങ്ങളും ഉള്പ്പെട്ട അദ്ദേഹത്തിന്റെ ജീവിതത്തില് നിരവധി പ്രതിസന്ധികള് ഉണ്ടായിട്ടും പതറാതെ മുന്നോട്ട് നീങ്ങുകയാണ് അദ്ദേഹം ചെയ്തത്.ഒരിക്കല് തന്റെ പരീക്ഷനശാലയെ അഗ്നി വിഴുങ്ങിയിട്ടും പരീക്ഷണങ്ങളില് നിന്നും പിന്തിരിഞ്ഞോടാന് കണ്ടുപിടുത്തങ്ങളുടെ ആ രാജാവ് തയ്യാറായിരുന്നില്ല. ബള്ബ് എന്ന മഹത്തരമായ കണ്ടുപിടിത്തത്തിന്റെ കഥ നമുക്ക് തുടര്ന്ന് വായിക്കാം.</span></div><div style="color: purple;"><a 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FtZaCstbBSITnaWnMMycovbyGlt5vZotLcYU1nKUhbgKPr6Wia0jImpFHFtFiZuAUgvZrVyqBY/W1yuGwvErUKwDTY+AyCEILXFfNIySWnSNICfg5CUswyipnOUfR3vY8r3kXeLrI7woGopfAgguDMGF79/CCFEY4Z5oJC6MwEZgqCCA8BHI8SLRUK1sUlaZIWD01oaEpFCFA2OGIpFr546+feXsZ+/edNs9DAxLRC+vLdSUkqvKCDIlz6jk6tVcrY6j0nJqdRxpA6/CXChpLRJ3FJV6SsTdJRVWbomawKnFcupp5YYipYqvFeKkRcS6Erq+kNYgFTn1ipRWHqspcaqrejkUMxLQNDRuCiZfWwuxwelxGC0JpaWhtCyMmgWoaQQljaQkkZQkgpIGqEuQA0UuHoH4QRGC8kGQATAqAEEGIOggFBWEYkL3ljtUcKn1LQpgUwA2DWDTADYFYFMANgFgE8B324nf5XL4HoQQihhCk6JIQgRAB5DoIIvdV1+/pa3tYElhj1YRJ2MqsRC2y+J4+eSJP3z6zjtXLjrNvlKmjouViZk6CbleSqpTszVaZr2RVWfhy+3CWkdJdWdZVXe52CMR91SU+8qKe0VFbmGRR1jqLa7oFFVaOZIGmlhJqVSxVFVUZRlFJSRpacg6DrlRWxtukgdqRTaJoFXIbuVzO4ymuQ7PyWfXGxC0CECLA9Q0jJYGvnP9OMsANZ0DQQYW9f2QCEYF8tGBXEwoHx3Kw4YLMME8bBCEDeXjQosxHxcqwIcL8GEQIQIiRCC4FBw9hEBOIFGTSNQ4Ej2KwgyjsIMobBaCiCHxKTy1D09LoUlROM6PwAdQFP86wE7iJWGEUB7MzRdNmizHtZpNBLy1utyPgVVR0dXNOu/ZAxe+/eSL88f2amqqeBSpgKIuoWkqGVolU2Vk1VtZ8g52TY+gKlBYHhUVp8qEGYmgT8rrq+T0V3ESEnpKysxWcLMVhZmyophQ6OcJ3aySdnqFlVajo8hl5DoJSV1GbSxjt0j4bQ3VHo2ko1nlrxJZ0LBSuazH7dkprU6g8B0YSgBDSQCk5AZUiCqaWQ3rhVGzMEoGTl6CnGWdPf1OdCAXE8jDBvOwwUW5f4EQXqSAGCkgRkCEBIDpR6KHFkFhB1HYfhS2H43ro3OmMKRsAeDPhfSAEX4EPowiRhHEIJmfysU4McwQv2xA07BDY9hMobazmbbSwg4aQQHP4yb94++/9tG5I2fl5VIOiS2g1hXTDFKGoY6l0XPqW7jyTl6lX1CWKC7OlvIHJezRSvqEjDpVR56qI00qSGP15HElbaKOOS5jDVcw+0tYmSJeslAU5JS52VU2ptxAU9RR1dV0YwW7WcprkRdZlaUtxmqHvqatXKARsFVKhc/t2UmlOyAIO44aA2NDACmNYAzl4RJI5vCTEb044ACjeyEYHwTjg2L9UEwAjA2AsQEwPgjGB8G4MBh3L51BhBiUGIaSemAkN4zkBsg9AKkXIPnhpAicFM0DesCoEByXRJP60aQBFGEQju2DYVJE5uBGoB1Ldzn9++r1aSiyprikS1jowCJqEBBhsDdz5vi5EwdPiDjlVGRhGUtXSjVU0Ex17EYtV2cR1HcIq33lFbGK4mwVd7iWPllPmddTtzZRtlnJ21tI21op2+3c7XbBdqtgzsCekNOGpNRBCXtQIkyVloVFld1Fta28egNHq2Dra9iN1WyThK7ViO2KYrNaYjXIXSyynMPQhQIHKqvSUHgrnh4FY0N49kgeLgHQBtHsURglsyQ5yzt+ivbfm+ahewBM77053r3dieC9vm1xZ5YQh+GTUGIYTPaCqF0QajeE6oFQeqBUH5QagFJCADkCJYYhuDAYE4Fg4wAhhSD1YSiZDWBXiXTEFz0jKOuAY6XS2jYKow6JKqHTq4YGt549/cr8zA4EiFjIrKkUtZQzLVKqWU43azlNJoHWLqxxiyUxmWhAzZ9u5GxqZix00Pa66YcCrCMR9rEY+0iMfyRcdDRccthfvMfB39RIm6gnjcjII9WcgSpRQlLuK6l0CWutAmUDX6ti6+QsXQVdaaxsl/F1ZUyFuqpNLDSxqDq5LNLWvovB8WMoASQlhmcPFeCScPoQkjkCUPoBavZRlicahvIjkD0opOf+3vziaOfeDBQbgWNjADYBxyVh+CQcl4YRsiBSNp+czSdnCyhZMCULpqSh1ASUGkOz01BqAIR3wyg9aFYAzfJBiK4NgIlX7EtlL1RWJSi05lKJA0sqo7H5wvLifYf3Hjx0LBoZA23ksCl6KkYlYluFJIOMYtHTLWZug62wvrNEEqwW9uk4k1b6Hg/nQIB+OE490U8/NcI8PcY+Nc4+Nc49Psg7OSg83Sc6Hhfs8zC2tZLmjMRpLX1UwcrWCMKSYk9JuUNUYy2UG3kKFbu+nqdRFRvlhYYKtqZSYJSV2coKW+mUJo/3UFXtKAzjwjMSACmOoPdDyH1w+tBjRS/rXBOADiBRvWiUF43qRaJ6UegAEhNAYUIIbASBicGxMTg2Acel4bgMgM8i8FkYfhBEHMknjhWQRwvII2DyEITSD6VkoNTEC4huEKkXzQqh6D4I0QEjOygCv7Ai5g8fpNIb+IJ2Lq8Vga6gsqQGs/nI6cObts81WlpA+fRCjplPs4nYXWiQQsq0qylmC93Yxtd2Fst6xKJ4PWusmbG1i3wgRjmYxh8dJByfIJ+coR2bZRyeZhyeZJ6c452dFZybLjw3Xniun3c8xjzkZex1seYaqaNqZrqGExIX9ZRJOourbIKaJq5MX6SS0mRKUUODtE3CNpRxGiuLHXyOralpSt+0CcB1oCh+MD6IYQ+DSdknKzqARPmRKP9iLj+oGMCm4LgMDJeB4fpghH4A3w8hDIKJg2DyEJg8ACYPQCn9UEofjJJZ7DpR1ASCGM6Dd+XBOonMuEK7y+N7USzx8bmNHLaaxqiBAExbe+jC5XcS6SkCWYRECyoqrDyWgUEwCFnOBvk4D2hsopqcLLVXWO8rF4erOVkdedZJ3h0mHsziDo9iTs6Szy2wX9wrfHF/+bn9lef2V7x8VPrSgZLLu4VXFgpf2Vr00kzh+QH2qTh7byd1q5U+pmFka7jxSlFQIvaIJHaBVM+vqaJXKQt1+vLWKl6jmG2qFLaXFTmEwu5W+06eKArFujCMOEBNQyn9cNoIQBsAaH2PsjzRsIc+RjDRxVoBYFNQXAqGT8NwGSi+D0boXwRK6oOSslByGiCl7387oclxNCWGJoXBiC4A4y6VjNs6znS6L9QpN9HpnVxWs6SsGY0ppFBLJ6b3Hj3+hqEhhEbXMBmNHLaZiFcI2E1iYUch3UZHNmsFvlaG3sutDZVIoxWCpJw83Ijb4sUeyOBPTJHPbKVd3l/02pmad15qfP/19htvum++1fn+qw1vXqq5erz0lYPC1/YVXdtZeGWGdX6QcTJC29dFmzdRx5S0fhkvJS2KlBZ3i8Q6tkQnUsk5Cgm5VsY11Zc4Kvg2Hs1MIhhd3fvqdVMglI0hGszHhRDUEYA6/FjRj5uAPLSB+d0gMgbHJQtQMTAmASf1wUl9IEwChEnACBkYIQPBpSC4FISYhZL6wIQMmJCBkzMwbJDISFLYGQwlBGDcALYTgXXC0TZhaVyhHLN37Grv2CmTJ2j0ZibLWlXpxqAlUDCrXtm2Z+/FrdsulYmdBQUKJt3NofdwaF1cmp1LtQgojSK6uYLtVHNtTq48yC+NlQnS1fRBDW7WjtsbI50cp55f4Lxzruaz68233uv8+pP4n76e+OrW1I13Ix++2/7hu41vXam9fKTw8j726wcFb+wufHmOfWGIeSJM39FOmtGTxhTMgUpOsozbIxTaS2oahPVqXr2crZFxmmp4tsrCDnGRs6y4SyZPeIInYHg7nOxD0NM49lQBvv+Hil7S8n3RAC4GI2TyMIl8bBJK6oOS+gpwyQJcEkbJgIlxDHsQx+qHEqIFmCCcEkOx0mhagkgNobBdEEgLALdyeD61dsLWttXevtnWNqnUBPlFRiq9ms6sZvNqKPQyJIZrbOzavefC2XMfdnfPkCkmPKGFzQrSSH4S2ssk9hbRfeVst5TbLuVYKjmNSpbcV1IZEtCDIlxfHX67k3kyU3R+WnB+M+ejy+rP3zDdftd562bgq0+H7n619ctbCx/cHLl5w3Pjfevbr2lfu1D52umya8eEr+xhX5qnXBqnnUpS9nYRNptxMxrKhJwxKGFFSwsdpdImkVzLUyrY2jqWWcaxVfEd4kKHWOSSVvq7ffsx9A4krRdJS2CYE2DiMEAb/D7Rj1p+8CTk/bk6DB+HELN5+EwePgUmZcGkDIiYhJBiAC2OpMVz0V25SCeWFWYUpfAsPxjbUYBoYdB7qisHWi0LnY7dtpZZlTIqFJrJ1EoaU1xTp2/r7Ez2JXbs23zl2pnX3zt/+dqLW3bva2mPEsj6vDw1AuEgEUMkkh+PdfPYUT49zCf6C7FdQpylgqatF1RbS4q7+eSgAJmWouetjDNp8etbaq/vq3n1gOTdc/XvXDLcuNbx+Y343dub//jNgW/vHL19a9eHn6Tf+8D93ju2998yv/eq+tqZ8st7WBe3kC/P0s/1Uw77CLvthG2NtDkVfbyama4o7CyXWErqDPx6JUtfx7DIWPYqboeY114u7CgudTg8C4wiD57lh1NiSNooQB2H0QZh9L5HyXm0Yjx03vTediUuisBFYfg4mJQtIGbyiSkQMQkiRcGkMEAJIGn+9bBmelGYWxIBoYy5UHVhaU+DZbrZNmttHjMaUlXSLgZdRcBXlpQ0OJzJkfGFXftO7j5wZM+hA4dOHjp27vD2g1u8sc4qZe06MBGElJIYdp4wwWCnMfgwFu9nMRMUQi+P0lPK8FWxuuVscz1bruYWNXKIwVLSWD11l0N0JlF5abTqpbmKl3eIX94vOber+PJR+buvdnz92fCff7/rj98c/PbOsd9/c/TWndmbnyRufBj49NPeT99ve+OC/PJ+3pWdrMub6BdGacej5P1d5F1W6hY9bUZOH6zhu8Xl1lKZka9UMfV1DEsto62S1SHmtJUX2bl8c5trtrgqTOT44ZQoQB5B0CcB+hDA6H+UnO+xfD+RFy0jcFEEIQEmJsGkFJgcAxGDEGIvQO5BkDuRpLbCsiCA0cJRdVU1XqdzzNaaraqycXm1VCq/rFxqtXcMj03vPXRi/+Ezm7YdHBjbFs3MJfq3hFLzZnuSwdesLeBuhBURWUYyp5MmCOBZrgJ0EwRro3KivMJRFqOfRYsJaN3FNKOEXl3HLjMJxV1Vini9bN5Ssc9ZcjJc+WK26tyQ+PS48NQ07+RmweWDldcvGb/8MPS/fj/952+23vl8+5df7PnD3aNf/WHfJ1/OfvLFyK0v+299Enj7asPVExVXDwovbWFdmKSfSlEP9VB326hb9JQZOXmgmu2pKLGV1jTy6zVMbT3duii6nG0vK2yls3StHRNV6jSe5YVTojDSMJI+/VjRj1/3/pVlJD6GxMcQhBgEH4FSogAlBCV4YQQXgtSBJDQjMNoaWVAobJaKmxu0nXKpgUsv1iuapsdmduzYPrtlbmxqcmh8Kjs4FYwPd/uHnN5RudpP5ZpAyHo40URidxHZXjzTQ2SHAWIEjA1g2EFORZomioAw9jxoO47Qy6H3FDFaxRxFnaDcVCLyyqr69MYZq3FLq3jeQp+x4Ld1Uo+kBefnxBcXxGd3lrx8XP7Btda7X8T/cGf49sfDn34w9vXt7f/852Nf/fH4598euPX1tjtfT395K/PBO843LypfPy69uI17YYZ9tp95LEDf00bdbCBPyon91QyvpNheWmXi1WkZ2nq6VU5vq2Z2lHNaSwubGQx1q2O8rmEARXMhaXE4ZRRBm4IzhuHMgUfJ+SGWHxAdAeN64eQAmupHELvg+DY0oRmF0QIwKTif16Bx9TqjjUpje6Nl98zMmb27Jvr6B/qmo/EZb++IuSVaXmnHUZQghAyMUhXA9WBMC4rqwbGiGLQ8nCQAACAASURBVEYcIEehhCiUnIaS+pD0YRglk4sJQEk+mijBF4e5IgeBICsW1Jtqzf5GW9JkjqkVfmmpR0TMKvBZBXRID2ztIp8ZLX9zn+q9U7q3z2pf3C957zXLN5+Fb38S+/hG9NOPsl/fnv722923vj12+w9nv/7Dka9/v/D1nfEvPgq9f9V87UTNpQXBpXneiyPc4xHWHgd1k4EwIcf1VdE9kiJbibSJK9cytEqatY7hqGE5Kji2Ur6FydTYnGPqpkEowY5mJJG0cYAyBWcMw1gDj5Lz3fbxvUOP977uFk/24aJIXBiJC6EIQRTBjyL40aReAN2GIznJVAeeYCHgNUSCDIcqBsDkClGVpkbV1mgJd/dM9Q1tHpnO+BMtDZ0VVS4S0wxG1kExajzdSmQ78IxOLM1D46Vo/EEUJZOLiOSjkijKGJI2DsZmkOQskpzG07NkTgbH7EFTrWSORliusjTbLQ0N5rq6pvIyk5DXWsToLqUHK4jxKshkI/KAn3NxrPKNnXXvn9B+dLnx42uWswfLb7xp/f2d2Ne3k198nLz1Wf8XnwzffH/qk1un7ty9+oc/X/zm7qFvvpn/+lb25vXWl05Wnd8luLhVcGGCdyLO2uukbTGQJ2X4gQqGt6zELqxp4iq0TLWSblIwWmWsVim3tYRnZjP1bc4pTdNoAboFw0yh6BNQyvg90cyhh2IOFBdbPNwGwSYBfBZJ6EPi+hHYDIEygCEmoHAvBO6kMnxkuhtPtGNxJgbRBOSKuSQ1Cy8tZoh11fWKcqGhtngk2TWW7Ql02Ub6Bgwau7NtEAqqxJNaMHQPjN4Do3vgTA+M3g0luwGKD81IQnEJPGOKIVjIhfajSbP80gMg5CCGOIBBezgcP43aQSAauYImUYmmqrqupcUY8DTv2pxKevVWOTtgLM+0VE+6lAci+qvD6osp0bk0/0CUcGSQ8vvrtldPSj9/z3zmRPmlC4obN5x37w784e7UF58Mf/bh+J1b+7/47KUvb7/59Vcv375z5LNbMzc/Cr9xzXT5bOWZfdwXt7PPTXCOx+j72+nbtOT5KvKYuDAsVjpEBjNXaWCptCxNPcdQy22qFpjLuGYe29LZvUfdMI+i+DYgPCTBDIw2DGcMw5hDMObDMQeMi4OwMRAmAcamAHw/Ej+AxPUjsWkIPIjC+gnkXh4/BIaoMHgtGquQShx4qMhQY6sV1TdWa9s0mn3T/Ue3ZI5ujb92Zmaqz+mw6gzqhiK+vry0B4DZsKQYjJKBUPsARhbN60NzMwAtBtDiaHofiTNBYo4j8FkibYTJHyPSUgRamMkNcKkONrGJS9VKS5sata02s7m3yzqcdV04MfbB6wuvnRl6/9LU9WMDuzPNe1KWwwnd0d7Cw278YR9+wQ3ak4B/dFF1YT//vdeUV6/UvvJy/Tvv2O58lbj7+/Hbn41+9uHkrY93fX371W+/fvubb1768ssDn3w6/s77Pa+8pDl3QnRqL/3sNvrZceaJGH1/O32HlrZJShstLfIXq9sLGy1cjZGrMvA0Sp5GztdXC0ylfCuHaXV7j0rrJrG0CIQQIgmmIZR+OGMYxlyCnHxsIg+TAGGSEFwaTuhDEfuQ+BQSFyaSwwikHYFsZLFtGzcWqdTeWnmLvaW3vko9OzTWFwqNxUPjsZ7NA76dY77BQFOtEMXB55nVylajS1sbZJKdVEKURh3DU6YRxEkYfhBGyEJxCQg2iiIlyKwsjhKlMCJghIXO7SAwtCCkgFcmZ/Ok5TytiFxXVaipK1OVc/mamtKRpOPU/r6P31j46r2dr59IfXJl4sqO3uH2si2++k2usp0O1n4n8ViQui+AOTVIu31R9/bJyq/fM185WXrmaMmFM7J332r/8vPEnVtDd74Y//LWwt1vz9+9e+Xu3ZNffrn1009SN97tuHZFcfG44MXdtPNbqWdH6cfC9H1t9K1a+oyU1l9a1FUoby00NgsMjXydnq9XFxoUwqYaYXMJv4XDsgXDZ7nFSQIzjmKl8fxJMLkPwRxZkpx8TDoPnQJh0lB8BknIookpFD6MwnnIlG4E0sDnWaUVtkK+fGRoPpnIhoL+wUwsHfHsmh+d7g8PBNqLKWBlCYmNXEWDrcJseK5FbQg6UjpZAFVgIMN7qPgUgZTBkjMkZpbG7aOyU0RqiEDyU6k+NsvP5blFxU57W192cGbT9vmRmXh1jVBWJK0XyL0mR5/X39frOrEwcuOV3ecPJqeS6uun0xd2dn9wNnvzZGZ/Wn+0z7TJVXY2UftiXHI2WbzLjdnlR5waoe1LA2c20a4cKDy3l3/+iPitq023Pw784ZuBf/7j9P/+37u+/mbfN98e+OrrbV98NvjJTe8H183XL1VdPcp7ZR/7ymbG2QHaoR7yDitlRkUdq6ClyoSOwrrmIqOJrzfwdJpCvVZkUpa21Ja2CbktRUVdkeRlIiuAY8Vx3EEMZwxGG3ys6DxsNh+TBWMzMEIGRUqhiBEUzoPE2olkC5PR0OsZzaYnXW3OUK87FfMM9fsCvTYmGdbrMLks6mo+teCZfyzEFVDBz+PWr1j/q5/Roag2bYdc1CIgNYuoXhE7iMUakDglCqvAElQ4vAaD1ZAIjSxaC49uqyn3Brpn26wheZWiraUh4DOlw7Zom33cHTw4Nj4b6Q1ZlQem/K8eG5oI121KKb+8Nv3e6eTtyyN/en3+1FjLdn/d1i5pVAbNKqCjetiAet12B/x4nHR+hHp9V/GVLeyLC5wr+4tfP1f3/rXmj290374V/frbkTvfTN35Zur2rb5PP+j58C3LzVfq3j5dfG0f6+29vKuz7JMJ8i4HYc5IHq2j9UvZEXFpu1BhFhmNAoOKo1YVGfQSm0bqqCl38Dkt1bKEP3oRQ/OhmXE0px/BGkZyx5GspckpwPcX4LNgQgYgpVGkGJLYi8C2IVENxoZ+WVW7x5WcGp7yOtpKucRGdWlfzFHMJz7325+W8RnaSsm63/6KmLuRAcnDrV+F3/A89oVVpLx8r6mjvlgjYWkFeK2QrlPIG01WWySanJyan57cloiOddpiVkNwbui4RenXVLQVUaRCqsgoqzPKK/w2o71a2lxW4qiVNpWyDSWkHf2Oj69sOb/Tf2DC9uHF0Q/ODd08PfD63mjKLLCVwlIGTlJJ6VMTR3S4jDxvaytqmw10wAs7FUe/NMW4up335iHxey8qbrza8PG7bbc+9379bfzun4a+/WPfV7eDn71v++hV9QcXK989UvjGDub1zZzLg/SDPYRNFtyIipKVMeMVfF+52FaibCw2qgW6Oo5aVWIyypza6i5pSUchv73JMtfccRBL96OZcRS7D2AMYgRTjxUNIvWDiBkIKQWnxFDkIJLQBcdY4Ailu2tOp+rikEV2Y7O6ohyb/7yIAjXWlsBzN4LW5hOgOAm75IVfriSsBxDPrdvwj7+APPUr/AsrMauf7tSrOg0NIbtrwJvaPja9d8fw9JQ3nbD4vZqebm3E3zLVn9wzv9Wmtusk5lqeTsbSaoRNhpImXbHOqTCPdfUYBDwtn5lo0W9Ndp/dmj23PT0bM7k07Img/tMr22+9vPPgUGesSeyQ0iOaks5yQrCKmFVSB1X4o72iQ13UKwnuK32sD7aUfnqg8s6L6q9fa/r2ffu3n3fe/cb3+7uh21/5bn/h/uxm642r6vfOSt49LHp7gf36FO1ShnzSR1ywESZ1pH4FK15d5JeUOEuk5mK1vqShXqCtFWj1lTaLxqeqcRcJrMWlnk7vYUndKJYVRrESaE4/wBhE8SaQrFHUUuSAKVkIJQklx+HUMIrSgyR2INCNcEBWXmxV19jXryioFlYIsHj8xhfI+S+QCzbC14OIMHLesyD0eixhPT7/1xup65HkF/IxK58jrVsJ/93POpTiiZBrOurp9zqjDlO4S+vvlPm7qntdUldrsVXPbqrnWhSlvpbmQW9cI1SV4irkTK2aZ3LIvC0V1pjZ2SAsDhgb9g73ZzttulKOy1CzYyTqbpL3eZv/eOPqq0e2t8pK3BpZ2taUbWkYbzdu6mrY5zcdCeo+nO96o1/16azu4+maG5MlH24Vf7y/8uMT8pvnle9eUV+7Un/5guz66/o3X9Nce1H28qHilxc4V+foLw9TLyXIJ934fXbipgbyiJKVrhOFayRusaSluEpfrFQV6+VF6tpiQ2Ods9UYVsrcLKZRUhUMxM/RC0N4ThjLTeP4QwCjH8keQbFGUawlYg6IFM3F+woIPjQjiKV5YGhzXkFtXm4pClq28Tk8roBOhdLIuShKLhyzcgNubT5qHQi5Dgp+toCaT4E8BUKvhLPyCQaRVMXhGURcFZcoZyEHu5pcylJtEblRLGiR11rldQ69PNimibjqeu3lbmuxt6VCL2Vm3R3depNGWKsWqORMZUtlR9Ke6TV2ZTrDEZtHL66rYAs14upWTUOrvjHU6Ql1dkc7vTGXN9nZk+70pzv9fS5vutWaNWszhpqMqniwnjmno+1tpp7ooJz1Us5HqFcGWK/MFb6ys+zlg+KLh8UvHi6/cKz83MHiF3cKLm3jX91ceHVC8FKGcyHIPtbBONhWuKO5LFxOjckkaa2ukStqrVAqhfL6Mp1SbJTw6x2WiFxqF/Ibi0RtHt9+rXleUJHG8yI4XoZYNIwTjCLZQ1juOJY7ej/ieGM43gSON5YDpUVBpF4YpQdJ9yJIHXkwzfqNFRs3CAkIKWgNDVhDhD6LhD0Ngz8DQfwOXAhQoc+tooDBmLV5utJaGUtskWhVXEnM3KFgsMRYJDv/eU7+c2Nua8au76yTWMrKFMwql6IjafcErE2dRqmvtSLTUz8SMTTVMiOOBlONtIolVBTKlYU6u7wrbMs6DT2NMnutUFcpUCkrGs1aZ7vF57AGDPV2vcKmrbVqqsxKsbGuVF8r0tQV1TVLFTaptF1S7irl+UooSTFuVIaZUyEP2UnHXKTTIeqL/ZwLU0UXthSfXyg9u7Pkwt6ycwvCs/OC81P8yyOFlzKF5/z8ky7eHjN7UIofrxcNq6u9YrG9WNxUJGksq1OXKauFdWWcanWNxaDqLBboa2VdwuJ2b/BQrW6UWhggCSLUkkGicAjHHyIUjuEFow9BKBwjFI7lALQIjOZH0HsRZGc+qnFNbs3qF4rXreMD+YX5z1PAK/GQFWjyRiY9l8XKZZvFmkoWsUHKEaDyO+prdcISU2kF8fl1Cjq3hkzlF+Rhnv4t8tf/1N/aMtLhCKgb9BypWWg1idqsYpOzviHS2pjxGKPOum5LadZnGku6WzVKWVGFolQrFxl1lR0mRW/Kt6VRGRALzNLiVnllV6W4o7zUXiV1ySo7ZZWdsgqHrMIhk7TJxW3ycpui3KyX6M2Vyraq+u6amnCNJF0rHFVwptXUTTr89ibcbjvhoJdyNMo61sc5MSI4Pl54ZlZ0cqLo2AD3eIp3KsI/7hUcsPN2N/G2G0Tz+vJ+WWlGIYvUK3sU2i6FXl1c2SAz1ImVaplxfGBLSaFSKm4uLm42WQe7vLvFNSkco5tWGONKRsnCQTx/gFE6TS4aW5IcKCWEpAdRdB8U3/YCSLlibdnK1bx167hrV5JyVxJga8iEXGY1UyGlyAqhwpZKnYKP15fjyOt/WUmByxmUahIp9yc/4ebnC0D57I3ryc+tQPzyFyGNYcTelTI6TLy6Rl6jiq42l+mjzY5Eu9Vjqou59FtGQ9P94c1jI+GuoKc9EvdNp0I7RrPHx/pPtTQN1VUFxKVdNZWBygpfkbCzuMRdK4+XlnnFZZ4Kiada6q2r7lHJfFq5z1DnUUnMDVKjtbrBUa3x1sgisop0rXCojjuqoEwq8XN6/NZmwkIHebeHvtfP3B9mH0nyDkRZ+/2Mvd3MvQ72rhbONiN3XsPvr2Rusyh9JTx3uSikUppLS02SyqZquVIiV1Zr5ie3b5rZI5M2VUosJaWW4fFzDaax4oowhetlCeM8yQijZIgmGmKUTVCLR+9DEY3cJwdCCCJoESTNX4BuWbWx9pnnRSvXcNatZ77wPD5/LQ5YTyCAaDU8uZgiQTyL4MMIlSSolLgO++w/YFf8XMEgiNEI/LNP8wtykb/+J9rqZ/DP/Ab16186KqrnPaGp9qBTrPVrW9qq6h0KVbTVEmw12lRVriZtXyjkafP6XVmTLqhTRtT1ycqKYFVVrKTEKynvlUr8VVWR6up4ZXWssiohq80oVUNVNfHq6qisOlJbHair8imqvIrKbmWlU1PtaJDZTTJrS42xo0rtrqoO1khStcWDCv5oPXNCRZ3RUzY1Ubc007a30re30Xc6qQsd5AU7ZbuVts3E2NLAndHyJ5TC/tqirLzMV1GUblC6asqUXIqnSR1y2CpFxSFv6NLZlxv1dnuzr1io8bgns/3HxNLe8qpYSUWSX57ilffxK0Z54lFm6TCjfIReNkwvG6aVDtFKh6glg4vkgHFhJCWOovjz4NaVG2Qr1ohWrmGvWUtevxaTuwYBWgOA10C5WJYAxwH9bgPsmTU1ZHQ1voC7YSX8lz+TEXACUD5uxe9gv/oJ9ul/FELWYJ/+KfI3/1CDQ815PKOtLluJ1FJe3FJT7NbLsl0tm/viC+Mjw7FsT3uohKutKnOJS7y1tRlZXb+kJlGnG6xUJOSKlErVV6/ql9Vm6pRDWsOkQjlSJolqtKMazZBO06/XpA3qmEEValD5GlQ+ky7UrAvZtD1taoer3uquN4SVypRG1q8UjyhFEyr+tIYzp2Vu1rO2GJhbGqjbTeStJsKWRvKmBsq8jjWj5U9phGPq0hmTwifhx9WVqaY6WzV/Nua8eGDaaZJ3tjS/8/qbowPjtdUarbKl2ewbGz2qb0iKSrtkdWm5ZrS0aqBI0l9aM1laM80VD3Mlo+yKEXbFKEsyzBQPM8oHGeVDjPLBHBg+jaZmUeRwLtCycoP82bXFz61mPLcKtWY1bPXKDXlr89Y9uxqZC+LhSdg8EOK5tbw8SDkIyXk+F/OrFSUgZBWGVJifh3nq55W4/G5FoRS/mlfwS9LKvx9q1/U3691y8Wyo9chs7Pzu8X2TfUMBn8/WbdV21UtdBmVfg25SpZrQN22q1Q2XKiJVxkSZokemStSrsvWqfqVqyNA402JfsLRs1RomleoBtaZPr0kbtQmTPmoxhFsaAi0NIYMqYNSEzFqfVd3VVm93KJp6FNqgQp5Ry4bUFRPqshmNaJNGuFUt2KriblUxtxsoWxtIW/SUTTr6rIYzqRaMq0tGtOI+tcRXLfDXl3ZUczIdyjdOzV04MOw0S08d3HXtpZfMDZbWZodaYR4d3hkOz1fXumV1YaVmUKmbqFVNVMjHKuqmK+pmy2unhbKpoprxwuqJwuoxQdU4v3KEJx3lSYdzkMQkjpZCU0K5QPPKDbLnXhCtWE196lnguVXgVSvXF+RB1jy7csPKVQwclgCFQp59ng9CSzF09noYbXUB84V8Hb+wioSjb3jWImEspDo8Wr6uCAb8Oqe/TTnlNs8FHduHIil3e5teY6xT6WubNLI2nSJk1A1pNRNq9bRMMaYzzSkbhmoNCZNrSN+SMDUnm5szrdaB5uaBpqZMQ0OyqSljtQ62tvTZrZk2a7LdGnVYA47mXlez19HstRg9LabeDouv0+Jxm1w9jfagwRwzGJLq+j517ai2ekpXNauVbtJI5lVlcyrhFr1gSwN33iCY0QvGtLwRTeGQTjRgKIuphP3W6pixLNNe+86p6Yt7swlXzeVjU3c+ebtJr2lrbjEZLMno8MTozo6OTEtLn8kypNENKDXDasOUUj9bqRivVEzI9fPl8tHSuvES+Vhx7ahINiKsGS2qHimqHslB4LxERpjI7AWhzCvWiX+7ivO71ZRnX8CvXIt6/gXo6tX5a1atf+Y3KwR0DgmOBdbnEfPAppraah5PRMDX8BjuRlWDlM9FrZPQIGWk3BLsWsLan+X9U46ChZnu7fAYDA21zSpZp1LmVtUHdfpsg2lcb5rWNs3qTZt1jbN642Sjaby1ZczeOmSzpqwmX0dLt8PmdNk6XW1drrYup93lbHU6Wtud1jZPu9Pv6vQ5Hd2tVlez2W01e+xWt83c024NuexxV3vC6Ui2t6da7VlrS5/J3N9kHGjQDerVQ1rlqK5uTFs3ZpAPqCr6NeJBg3TUXDllk43bpAOW4oSRn20V+fWM+bDm+rGh1w4P7BnpOLcQ++bG2aTf0WJqaLdaRwdG5qYXAr19VkvQ1pppsY00t46ZW6aNzVM682S9cVyuH6nVjVZrh6vUw1LlYEX9kFgxXF43Ui4fLZeP52CJXgLdR2B4ALzl+byq365i/WYl8dkX8E8/D/zm6XUrVqxbs2r98ytWVxaLq4rKSxlcIgjartfrK8QSJhX+/NOlVCQN8jxq7S/X/CwH9Nu/Qz/3U+Cp/4+89jc80KpZv7NNXm+UtzfqY1bLoMkypGnI1ukzmqaRBvukpWO6xTnp7Jro7h7xuDKe9lh3q6/L6gp0OgNdtrCnPR1yTwxEd24aPXVg66WTe9+4eOTswS27Zvvnh6Nzg8GJtDfjtwedDZFuQ9ClDnaoQ+36aIcx2dGcbLOmWi39ba0j7fZJR8eMs2PG0TrdZhlvaRyx6Iat+qFmXX9zfdZSnWmWDNglw52SMa90uLts12DDN29tu3lhbCamffvM2D9/cLKvtyHmaQm421Mh/9jA0Ej/WMiX6XImu10Drs5RR+dkm3OqtWPKbJ9saBnVWUZU5iFlw1Bdw2CdbrBGM1itGq5UjVQpxyqVEzl4WhBD7cXRvShq2waY8jcr2b94BrtiNXbFatgvfv3cyufWrl+9bu3Tz5SwWFIuV0xjIFasLsWQS1F46gvrc3/2D5S1z5HWPIVb+XPK2l9hnv6fwK/+W8FPciir/vGZnJyxDuNwp83RYGxuaG422uyt3Z3dkW5fyuGOtzj9Ll/c6Q26Oj0d7Xan3Rrstg8leuZHk1dO73/5xSPXLh57/dLxq+cPvnhs4diuyf1bhrZPJY7sHHvl9I4brx7//K1zn10/+9G14++/euj80YnDO9Lzw+7hSGum15zxWrIe60B3y4CredhlHeu0jrssY66m0Xb9kF3V36IYtCnHXIY5n2lTsHHapxrzVA97K4Z7JS/u7PropbFTO9xndvb+y52zN67Mpb2KgaAx2ts8NhDZMj08PtSfiiZj4Uw0PBgKjAaDk/7AnNc3290763BP27omrI5xc8eYwTKss4xom0ZUxuF6/ahcP6bQjct1kzk4ehRO7EFS3Fh6Vz7a8NtVvH98CvP0KvSzK0G/+fWzuevWF6xZ/cJvf0UsWEcDb2AWbIT//Nf5//MnjOeex/zyF+Rnfo399U8Kc1fUEnJLoc+Qnvnv5BX/L3vt34thT+X9j5zx9vrrB6Ym446o2+JqUbc1qzqdJk+Pvdvb5uxqsdr1vmDb9Gzi5PH5N1/d+/E7R25/cOzOh2dOHZo5sHNiy2RiJO3JRNpTIXtf2D4Y6xhJOsazzomMcyTRNhK1zQ92HV3IvHxy+p2r22+8ufuTtw99/NbBd1/afeno5OEtyV3jwelY+2TYNu4zj3qNo17DlN84F27aEm/enrLPhZuGu+uzDumIt3rnYOOl/T3vX+z7+LWxS4f9n7w+/dXNnYe2dE1lG+YHWxK96tFs57bZ7K7NY9Mjmb5krD/VN5AdyaTG06mpRHI2lpgPxmZ6QlNd/jGnd7TDPWZtH222j5tbxxuax/SmcW3juMY4oTZO5SApMTCuF0r0YOgeMLbpqTXCXzyF/d1z8BXPbHz618+A1q3duOI3uU/9DPL0T1HP/kxQsIq+4lfYn/2daPVTtfD13JU/w/5TDvWpnICc1sBYXZz7P8hP5RB+k0N5Jqek4H90VcLPTDr6u6qHQrqxeFM2ZAj1qGJh49Skd/+BgfdvnHjv3aPvXN/7xtUtl84MHlpwzw7q+0J1fRFLMtgS7TVHekwpv2Ugap/oc82NeKf7XeOZtvGkbba/Y/u4Z2HSPZO1DUb0/TH17IjlwELv+ePZaxdnP7m+94+fn/uX31997fTk5SNDp3fE9097tg3Z5tNNsynDXEI/HdVtyzQdnXVePZL46KWxL9+ev/P+3Jfvzb51OXP38x03r40fXHBsGbcMxFWZsGrbTPeebamF+cyW6eT8ZHpuvH9qdHBiZHh0eGx4aGJwcDrbP53MTkYT4/7ocE9ooNs/5Ogea3dN2TrGm+2j5tbxpubxRsukwTyRAyPGQDg/mNADp7rBeMvKXMnvVtJWPIda9Vz+mhVrclc++9xP/w6x8hf5P/9/8n+aIwaeLc/9ueC5/0b4WU67IF8G/JOFtYr9bM50R+HRtHohUOFXwHrkBX4l9MSwNmHEbg5WjfXW7BnvePXE8IfXdn7w5p63r+1669qed67vP3F0eGFrYKjPEg3UxX3VgzHFVJ9mbsi8cz50YMfAmSMzV85tfeXctvPHpo7s6tuzJbp3c3jTqGskbsr41f0h7XSfdfdM15HtvkML3fu3ORamW6cHDGNpzcxA075Nnaf3hf9868Sfb5345y+O/emzI7//eP9XN3d+8c7Wz9/c9KcP9nz77sKd65u+env+7o2tf/x4+92Pt3z14fynb4+f2t85PVA/O6zbPd++eaJ184T96N7EqYPDOzclN02EF+aze7ePLmwamZ8emp8Zn56amJycHBufHBydyA6OxDMDkWQ2GB3o9U+4e6Y73VMdrjF7+3hL21hz64SlZTIHRIiBCBEwKQQleyF42waYYvV6wcpV+JUrCjau3pi74pmVP/3vYgKI8PxPcv8+pwr9VJtwVRPtJxXgHF/N2lkX/cxwradm1YUZzScnPZ+f852aqr/7WvZfbk7+y52F3dnKIxMNfZ1VI37jlj7Xgdno4a2Z7VOR/nhHb5c+GmhORe2jg91b54IHd2XOHhm5dGL88unJUwdGju4bPrCzb99CS3lJ7QAAFJhJREFU6uBC+uievjOHh88fH33x6OAr5ybfvDj30qnhg9t65oaaJ1INkxndZLp+67Bu/+bWk7vdZ/f3ntztPbC5Y+eUdft40/9ft53/tJ3ndxznl1ZqpbZaddVOZ9rtTHcn2swkgQRIAjm5IUAChBtzGRww9w0GAzbYgM3l2/6en+/38/kePrA5jbHxgTEJmZncm5md7baz6qqqZqv+1FWrqqqq/sDM7CFVevwFz/frp4/0OXArHh9o3p6af/k582+/cP/6X7b/6+u9//zl5n//887/fr3/P1/v/vsvxK+eWz8NzYa9Q35Xv5OSBb2KPbeCNLYFfPM/eyUmDm3HQTy4Y/P7LAc7+KEfBHaAfxPsbXFbPuj1Io8HCSILEUUBHCNsVow0GPnVdadOL2gXuLk5blqFpqa5SSVKunjLlJJlvpJtSL67kHxrMvlG//mU+g9+lPMXf/7j8x9cuPiDDy699311R31LzuXMd/+gu+CHG0slbu3tA3MpUmf++tXKr55q47D1P35q/9Vnq4+dPX2Vf+Uy1IjG2rme1MbC7wF9I1odJXWTFvXw0kT33FjXytwEg69te2Fg1xkJehOx3ePYViQg+reoHY9jy23Z99n9Xtue17znNe9vmsO7tti+/TjoOI3gjw/tpxHsZYL6/BP27VP62ZHtSWAluqE84Ia2qe5dtj/iUTzZmzv1z5/szsa3p4+2JyO+8cON0aB7MOAZDHgGg+7B053pp9vTTzYVMfdwiO8LCn2xjZHEzmRsS+Gh5Tvc8NGe5iSw/DKBvX4MQluroW1T/IBIhJlogAjuYod+KhxgwwEU2EP+Pbi7zXl9jMtFId4BWBtJEzYrMpnc6+uiXs8tLvDzGqRW8yoVl3Tpru3SXUtKljElS5dyezY5c+jSVVlyam1yctGFD9NTzyVf/dGPGN38jk1fmfYhoWz8MjTz9bP5U3f7Pz1Rvz4Y+3lCyy5XMMvV8/23lF03a/L+5v3vJf1pUtKHf5l0N/V7hZnvr6snPBR+su9PBAOxgD96cBA+COztbjOAommSogiKxmiAQYjzPOUSiV0v5fcR+1t4YJsI7hKHe3jYj0X2saOAIxHCnkTxT2LEp3H8WQJ/+YT64pT+h8fY2/DaY+9skB3cI3sOmIGoc+xkczLunTjZVpzuz3wWmnt2OP/p4dzpwezp/syLgPrlvuqzHeWpbyLhHokIQ0HYF2D7I67xI9/M0/2lFxHT6xj2Iop/dog9CdpPw/STCHMSYRJhJh4GRyEmdgijITZ0gAL7rH8Pbm7Rbg/BCw6WtdIAxx28zeIyG8X1VX55CWm17PwcnFOjpOQse3KWNSXLmHJ3Ofn2/KWM8Y/Tuy6kNidfqTr/4e20j29e+uCjvnqJYWKkNf+ORl75r2/52MYQu1Y9P3QbrLVMyO+W3nrvnT9O+us/Sbp24d2y3KtVxVmShyVyqaSnvbWtqWG4q3dRrcXMdszisJodmIPCCWCzExjFYBRjJ4GdonAaUCzDcIgTmU0Ps7NB73op/ybY36aDOyC0R4f9RDRAHAXJRIQ6jVKnMeKTOPnsBLw5AZ9H7D+POb46xr86xr+MmJ7tLcRdiiAaTHinEj7FsU9x7FMcbZ6ZOvYp4uLIsTCSEEcTrokTtyLhmUp4po43pp8F9M+Cay/Dltcx7Cdx6nUcvDoCL2LMszj/NM49jfNP4tzjI5SIwUSMO47y0TAfDvHBA86/B32bwOUmeR5DkCYwDrO5LCbRsMat6KFuAWk1SDOPklKybSnZtpQsY3LW6oVb2o8ylB9dHTqf2pmS1nrhQtn1tAcf/d21tHPpNfn3H97NLbp6ZVnZ0dmYJa2+/bffT/rgnT/6sz9MKs3Jrq+svX01pyCnsqK0rbqiu75mRNqq6u1ZHhpakctHxyemVeqFaZV2dm5xYXl92WBZXDeZcNKEk0YCN5GEhabskCYEyAjQKaINkfW52a0NtONDgW3+YIcL7bJhP4wewPghSoRhIsycRJgnMfgizr6N0F9GwM/jzFcn7D8m6J8dY59HLW8O1098s0ceZcSpCPFjB2gkyI0GRUXEqThyTp64lKcbs59taV/u6V4frP8kbH4btX95TH1xDN4egTcx8CbGvj6Cb+L864Tz2bH4yYn49Nh5GhdP4+LjuHByJB4fibGIEA2LoaAY8As7W5zXzYoi4BFH4iJud1vNTuM6v7bCLS/xiwv8gpZPupJtv5JjvZxtSr67dvGW/nym6vy1ifPpg+dSZFeuylLTJRcvlJx7PzP1ozs3L2f/8J1z737/nR+8+15acnpednFayp2bGfez79TfyqgvLR4qLZkoK1dXVi9W1eiralclzZZH3da+Ef2YcmlStTKpXp7Rri+sO5YthN7sWLURq3ZszYGvE4SJpq0s6+A4kucQ4gVOFHlhwyluetzbPtfepsu/LQR2xUO/GAmI0SAfDfKxIDoOc6cR7k1UeBOCL/bp537s+QH2kxj990/QV5+hLxLE27j9VcT8PGR4FjQ+D5lehC2vItaXQcPrkPFNyPI2bPsiiv/0iP7imP0iAT8/hm/i6FUMPY+g5xH0LIpeHAnPjsUnR87HcefjmJiICYmYcBTlYxEhFnEeHvDBAyHgd+5uiZsbokfkeA4iViAwEbN5vgm9LOh0/NKiuLggJKXl2FJzLVdyzClZxou3Vy7cXDyfqfooQ/nBha60O+M/Tm67dKU144Y0JaXyckrZ5Uult242pFx+8P772VlZHRc+rrr/YDo7dzQjc+BO1uSdHFVhie5hnbVaglc02Kqb8ZZOrGvY1DuxMjxlGJsxTmmsczpCu0JqVjCdkdSbyWULsWqjDBhjJlkrjRyAp2knQ7sg4+Ghx8lvuJ1en8u76XFve917m67ArjuwKwZ2xdCeEN4XYgfOxwfOTwKuZ4eu52HnszD/aYh5EsBP/JZXcebVMXgZp1/G6ZdH4OUReHnEvoozr+PgTYx+HaVfRKnnYfqzMPg0xHxyyJwesk/C6EkYPY4IjyPCSVRIRPjjKB8PO2MR59GhGA2LkUPhMMSHgnwoKPp3Of+uuLvl8m44XaKTR06W5gEpOqyC1ew0GYT1VV6vF87mrNEISem51vRca1qO5XK2KSXLeOnO6sU7y5fuLF7IVGcULP3wUs+5y/I7+ZPJ6bLzFyW3s/svXm5Ju96ZlTueWzCTnjl07cZETsFC0f21B5WWonJDwYO1wor1e5Xr9+uMtW1Eay9oH3B0jdgHFPjINDmppmfmmVktUGtprZ5ZWAb6VUZvYFZMcM3CGWyc0S5abU6H3YVjHpLwAMrDgg0E3Tx0ibzTJTp9bnFzQ9zc4Le83O6m4N92BrdckV13POBNhDwnYddxiD8KgmiACO3aInvW2D52HCASB+TxPhn3E0d7+CdR+DTCnoaZx0FwcsAcH4AjP4jug/A+Ew6w0SAfDYvRsBj+pil3ljUUEA4C/EGAD+xz+360vydub6Itr7DhEV2ik4culnbRuItwuEwG3rDGrS6jpSWo1aD5OahWI5UKJl3Ps1zNt6Tnmc92fTn3jDEt35Sat/rxTfWPr02kZk8n3xg9d1mekTt5O095I2vqdu7Mlesj+SX6zGzVnYKF2/maGznq7FJtSc3qw2Zj3SOzpNvW2GNu7LK09wH5ADcw5hyd8kwoPZPT7hmVSzPvUav5uTlOq+EWFwTdkqjTO/XLLv2yuLbmXltzGgxuo9FlNTvtNqfDzuMOniQQTSHIIA4iDrECz7oF5HUJPrfo8wg+D7fpZfe2YXCfj4bF4yMxdAAiQTp2COOHKH6I4of8UVA4CgrhffrM4T4T8oODffbADwP7cGeX3fHDHT/c3ofb+8yWH2z5weYevb0Dt3fgzha7ucVsbjG+TeD1MV4vK4pA4FkeCRAIFOHE7U6b2WkxiCt6RqdjFxbo+XlKNUtPz1BKJaNUMt+GzrWm5VnT8uypefa0fEdavuNSluFchjaj2Jqav5x8V3vj3vLVfE1m4eLlm8q7RfrMHM31rLnc0rXs4pWbeQv3qsylNZayBvP9uvXCyoWiGk1l20pDl1Eit0o6qBY519nn7Bl09Q0KfYPcyJionPZOKZ0z06JqVpybc87PuzQat0bj1micS0vuJZ1Tp3fql8WVNXF1XVg3cAYjMpugzQYxDBEEokgIaARZgedcCIocLzqdTs+GuOHlN3zI4wWeDXxrG+xsg+0tenuL3tlkdjaZHR/c8cEtL7nlJTd95JYP+DaBb5Pd3IK+Lejb4bzbyL0FnT5G9ALeS4s+WvQCl4dxuaHTxYpORnQyggh4geEFFgBAU5AiOQzjrRbOZODXVqBezy0sorkFNDfPTqvA5DQ9MUWPK5hxBZOUluNI/T25ttTcb35sX85Zv5yzfiV3LS1vNT1/JT1/JaNw9Uxm0dqte4a7pcbsB+acclNxta2kxlpaZy2T2CqaHJWtjhqpo7YNa+ykm+RA2sPK+mH3kNA3Jg5MiMOTzpEp1/iUc2JaVMwIk7PilEpQqsXpeXFWK85qefWCMLfIzy/xGj23oOcX9GhpFenW2JV1Zs3IGM3QbIUWG7Lakc3B2XFEEIiiEcMixHOcwIpOKIisKIIzLoF18dDFQ1GAosAKIvi2F8MLLMcziGcQDxEPIceyiGERQyMAWBqwDMMihuUBw1M0winoIKAdZ+04MtuhyQYNZrhsZJdW2YVloNGB+UU4pUYTKl4xw41Oc8NTcHACDoyz/WMwKTUH/y2/CZ2aa0nNtVzJMV7JMabmGdPyTekFxvQCY0aRJeOeKeOeKbPYfLvEmvXAlltuz6uwFVZhRTWO0lr8QT1eLiEfNpHVLXR1C1XbRtS14w0dRFMXLe0Bsn7YMQg7h9meEdQ7ivrH4MA4GpyAQwo0PMmNKNHoNBydhmMzSDGLJlXclBop5+D0HDOrgbMadm6BnV9ktHpmcQXqV9jlVbiyDlcNrMGITBZktSM7jjCSJSmWoiFNMzQFv4UAiWgKkRRLUoCkWJJiCZIhSAYnvoFhLIaxDgdjt7M2G22zMWYbsNiQxcabrZzRgtZNaM3IrRqQfh0trjDaZXZex6oXwYyGnpojJ1X4xAw9oGAGJoS+Ma53FHUPs/JB0DkAOvrp/zd0er4tLc+almdOyzOn5ZvSC8xXCy3Xiqw3ih03im03S+w3S61379uzy+y5FVheJVZQiRdWYcXVjtJax7et6YdNZGUTVtXiqG7FatuIhkdkYyfdLKdbuqhHveyjPtDRT3cOgK5B0DPM9gyD3hGmdxSd+e4GgwpmRAFGJ5nRKTA+RStm6CkVrVSDGTUzO8eqNKxaCzVadlEHdcvM8hq7amDXjYzRzJjNwGxivgUtRmg2QZMRGEy0wQTWjfSZNQNYM4DVdXplFaysguUVWr8MdHpSp6d1elqnY5f0aFEHNUvs/CJUaxm1Fs5qoFINJlXMxAw9pqRHJun+cWJgDO8dJeWD4NEgkA3Q7f2UtIdq7Sab5XizHE9KyyV+C5aWi6Xl2dPy7FcL7FcL7On5tvR8S3q+5azy9Xu2G8XYjWLHzRLsZon97n0suwzLKcdzK7C8ciz/IVb00FFcfbZrsqyBKmsgKpvIqmayuoWqaaVrpaCujW5opyQyUipn2rqY9m5W1sN09LKdfYy8n5X3s539qGNQkA8IXYNi1yDfPcx1D3M9Q7B3BPYPMwMj7NA4OzzBjCjAmAKOT6LxSTShhJMzSKlCs3NIrYXzi1CzxC7p2SU9q9OdQTod0ul4nQ4tLTGLum8sLLELS6x2kdEuMvOaM3BunlXPMSo1UKnBrArMzrLTKqSchZMz7KQSKqbhhBKOTaERBRqcgIOjsHeE6R5iOgfojl7qUR8l7QHSHtDaTbd0UU2dVGMHKXlESB4RSb+T+LdCXyvEv2t9tcB+rdB2vciecc+RcQ/PuIdnFuGZ9xw3irFbpXjWfTK7jMgtw3PLHHnlWEElfq+SKKkmSmvI0hqyXEJXNIKKRvCwia5qAlXNVE0zVdNCNLQDiYxuloGWDrq1E0jloF3OtHdDabfQ2u2Udjnbul1tPWJbD9/Ww8t6kKwHdvSynX1Q3s92DcDuQbZvkOsb5PqH+P4hfnCUHx4XRif48UmkmEaKaTitQtMqNDt7hv+OchYqZ+HUDDs1w05No0klPDMxyZ4ZVzBjE+zoODM6zgyPscNjaGgUDo1wAyNocJjrH0Z9g1zPEHf2nN/Rw7V3wzY5au5km2Wg8RFofAQkMrqhnapvI+ukVG0rWdNC1LQQSel5ZHoemZ6H/0a+Iz3fcbUAu1qApec70vNtZ62vF2HXi7DrRcT1IuJ6AZ5RiGUW4TeKsdvF+J0SPPs+nvMAy3mA5ZVjhRV40UPiXiVZXEWWVFMl1VRpDV1aQz+opcrq6PJasrwOr2okqxrJ2iayrpmqbyEbWqlGKdnYBhpkqF7GN7SL9TK+oZ1vkKEGGZK0Q4mMkciYZhn47jZtnYxUzrTLUZscybq4jh4k70ddA7B7iOkbAgMj7OAI+BY7NPyN/iHQN0z1DVN9Q6B3kD7TMwDOdPfT3f2gq4+W91Kd3XRnN93RBWTd4JGcaZczsg6mrZNp64TSTtgsYyXtsFEK61qZ2ha2qglUNdKVEqqqkayU4JUS/GEDVlGPldc5yuscZbX2pN9J/HvyHen5jrQ8+1n3a4X49SLieiF1vZC6VkBeKyAzCqnMIvJmMXmzBL9bSt4tJbJLyZwHRG4ZmVdO5FeQ+RVkYTlZVEEVVVD3HtLFVVRxFVVaRZVWE2U1xFnxhw1kdQNRIyFrG6nqJqpGylW1cTWtQqUUVbei6la2upWtaWGrW+jqFrq2ha5toeukVH0bLZHS9VKmUQob2mBTO2x5BFs72LYupr0byLqpjl4g76W+0QO6ekBXD5D3AFk30d6Ft3fh7V1km5w4I+0k27voNjnVJqekHXTrI6r1EdUio1pkVFMb0dhGNUmBREo3tjISKSNpZeulbE0zU9UEqiTMQwlbXsc+qGMe1ID7NeT9Gvx+jeN+jaO02l5S5SipchRXYsWV2P8BQ8uGW8g9AdUAAAAASUVORK5CYII=" 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tZaCstbBSITnaWnMMycovbyGlt5vZotLcYU1nKUhbgKPr6Wia0jImpFHFtFiZuAUgvZrVyqBY/W1yuGwvErUKwDTY+AyCEILXFfNIySWnSNICfg5CUswyipnOUfR3vY8r3kXeLrI7woGopfAgguDMGF79/CCFEY4Z5oJC6MwEZgqCCA8BHI8SLRUK1sUlaZIWD01oaEpFCFA2OGIpFr546+feXsZ+/edNs9DAxLRC+vLdSUkqvKCDIlz6jk6tVcrY6j0nJqdRxpA6/CXChpLRJ3FJV6SsTdJRVWbomawKnFcupp5YYipYqvFeKkRcS6Erq+kNYgFTn1ipRWHqspcaqrejkUMxLQNDRuCiZfWwuxwelxGC0JpaWhtCyMmgWoaQQljaQkkZQkgpIGqEuQA0UuHoH4QRGC8kGQATAqAEEGIOggFBWEYkL3ljtUcKn1LQpgUwA2DWDTADYFYFMANgFgE8B324nf5XL4HoQQihhCk6JIQgRAB5DoIIvdV1+/pa3tYElhj1YRJ2MqsRC2y+J4+eSJP3z6zjtXLjrNvlKmjouViZk6CbleSqpTszVaZr2RVWfhy+3CWkdJdWdZVXe52CMR91SU+8qKe0VFbmGRR1jqLa7oFFVaOZIGmlhJqVSxVFVUZRlFJSRpacg6DrlRWxtukgdqRTaJoFXIbuVzO4ymuQ7PyWfXGxC0CECLA9Q0jJYGvnP9OMsANZ0DQQYW9f2QCEYF8tGBXEwoHx3Kw4YLMME8bBCEDeXjQosxHxcqwIcL8GEQIQIiRCC4FBw9hEBOIFGTSNQ4Ej2KwgyjsIMobBaCiCHxKTy1D09LoUlROM6PwAdQFP86wE7iJWGEUB7MzRdNmizHtZpNBLy1utyPgVVR0dXNOu/ZAxe+/eSL88f2amqqeBSpgKIuoWkqGVolU2Vk1VtZ8g52TY+gKlBYHhUVp8qEGYmgT8rrq+T0V3ESEnpKysxWcLMVhZmyophQ6OcJ3aySdnqFlVajo8hl5DoJSV1GbSxjt0j4bQ3VHo2ko1nlrxJZ0LBSuazH7dkprU6g8B0YSgBDSQCk5AZUiCqaWQ3rhVGzMEoGTl6CnGWdPf1OdCAXE8jDBvOwwUW5f4EQXqSAGCkgRkCEBIDpR6KHFkFhB1HYfhS2H43ro3OmMKRsAeDPhfSAEX4EPowiRhHEIJmfysU4McwQv2xA07BDY9hMobazmbbSwg4aQQHP4yb94++/9tG5I2fl5VIOiS2g1hXTDFKGoY6l0XPqW7jyTl6lX1CWKC7OlvIHJezRSvqEjDpVR56qI00qSGP15HElbaKOOS5jDVcw+0tYmSJeslAU5JS52VU2ptxAU9RR1dV0YwW7WcprkRdZlaUtxmqHvqatXKARsFVKhc/t2UmlOyAIO44aA2NDACmNYAzl4RJI5vCTEb044ACjeyEYHwTjg2L9UEwAjA2AsQEwPgjGB8G4MBh3L51BhBiUGIaSemAkN4zkBsg9AKkXIPnhpAicFM0DesCoEByXRJP60aQBFGEQju2DYVJE5uBGoB1Ldzn9++r1aSiyprikS1jowCJqEBBhsDdz5vi5EwdPiDjlVGRhGUtXSjVU0Ex17EYtV2cR1HcIq33lFbGK4mwVd7iWPllPmddTtzZRtlnJ21tI21op2+3c7XbBdqtgzsCekNOGpNRBCXtQIkyVloVFld1Fta28egNHq2Dra9iN1WyThK7ViO2KYrNaYjXIXSyynMPQhQIHKqvSUHgrnh4FY0N49kgeLgHQBtHsURglsyQ5yzt+ivbfm+ahewBM77053r3dieC9vm1xZ5YQh+GTUGIYTPaCqF0QajeE6oFQeqBUH5QagFJCADkCJYYhuDAYE4Fg4wAhhSD1YSiZDWBXiXTEFz0jKOuAY6XS2jYKow6JKqHTq4YGt549/cr8zA4EiFjIrKkUtZQzLVKqWU43azlNJoHWLqxxiyUxmWhAzZ9u5GxqZix00Pa66YcCrCMR9rEY+0iMfyRcdDRccthfvMfB39RIm6gnjcjII9WcgSpRQlLuK6l0CWutAmUDX6ti6+QsXQVdaaxsl/F1ZUyFuqpNLDSxqDq5LNLWvovB8WMoASQlhmcPFeCScPoQkjkCUPoBavZRlicahvIjkD0opOf+3vziaOfeDBQbgWNjADYBxyVh+CQcl4YRsiBSNp+czSdnCyhZMCULpqSh1ASUGkOz01BqAIR3wyg9aFYAzfJBiK4NgIlX7EtlL1RWJSi05lKJA0sqo7H5wvLifYf3Hjx0LBoZA23ksCl6KkYlYluFJIOMYtHTLWZug62wvrNEEqwW9uk4k1b6Hg/nQIB+OE490U8/NcI8PcY+Nc4+Nc49Psg7OSg83Sc6Hhfs8zC2tZLmjMRpLX1UwcrWCMKSYk9JuUNUYy2UG3kKFbu+nqdRFRvlhYYKtqZSYJSV2coKW+mUJo/3UFXtKAzjwjMSACmOoPdDyH1w+tBjRS/rXBOADiBRvWiUF43qRaJ6UegAEhNAYUIIbASBicGxMTg2Acel4bgMgM8i8FkYfhBEHMknjhWQRwvII2DyEITSD6VkoNTEC4huEKkXzQqh6D4I0QEjOygCv7Ai5g8fpNIb+IJ2Lq8Vga6gsqQGs/nI6cObts81WlpA+fRCjplPs4nYXWiQQsq0qylmC93Yxtd2Fst6xKJ4PWusmbG1i3wgRjmYxh8dJByfIJ+coR2bZRyeZhyeZJ6c452dFZybLjw3Xniun3c8xjzkZex1seYaqaNqZrqGExIX9ZRJOourbIKaJq5MX6SS0mRKUUODtE3CNpRxGiuLHXyOralpSt+0CcB1oCh+MD6IYQ+DSdknKzqARPmRKP9iLj+oGMCm4LgMDJeB4fpghH4A3w8hDIKJg2DyEJg8ACYPQCn9UEofjJJZ7DpR1ASCGM6Dd+XBOonMuEK7y+N7USzx8bmNHLaaxqiBAExbe+jC5XcS6SkCWYRECyoqrDyWgUEwCFnOBvk4D2hsopqcLLVXWO8rF4erOVkdedZJ3h0mHsziDo9iTs6Szy2wX9wrfHF/+bn9lef2V7x8VPrSgZLLu4VXFgpf2Vr00kzh+QH2qTh7byd1q5U+pmFka7jxSlFQIvaIJHaBVM+vqaJXKQt1+vLWKl6jmG2qFLaXFTmEwu5W+06eKArFujCMOEBNQyn9cNoIQBsAaH2PsjzRsIc+RjDRxVoBYFNQXAqGT8NwGSi+D0boXwRK6oOSslByGiCl7387oclxNCWGJoXBiC4A4y6VjNs6znS6L9QpN9HpnVxWs6SsGY0ppFBLJ6b3Hj3+hqEhhEbXMBmNHLaZiFcI2E1iYUch3UZHNmsFvlaG3sutDZVIoxWCpJw83Ijb4sUeyOBPTJHPbKVd3l/02pmad15qfP/19htvum++1fn+qw1vXqq5erz0lYPC1/YVXdtZeGWGdX6QcTJC29dFmzdRx5S0fhkvJS2KlBZ3i8Q6tkQnUsk5Cgm5VsY11Zc4Kvg2Hs1MIhhd3fvqdVMglI0hGszHhRDUEYA6/FjRj5uAPLSB+d0gMgbHJQtQMTAmASf1wUl9IEwChEnACBkYIQPBpSC4FISYhZL6wIQMmJCBkzMwbJDISFLYGQwlBGDcALYTgXXC0TZhaVyhHLN37Grv2CmTJ2j0ZibLWlXpxqAlUDCrXtm2Z+/FrdsulYmdBQUKJt3NofdwaF1cmp1LtQgojSK6uYLtVHNtTq48yC+NlQnS1fRBDW7WjtsbI50cp55f4Lxzruaz68233uv8+pP4n76e+OrW1I13Ix++2/7hu41vXam9fKTw8j726wcFb+wufHmOfWGIeSJM39FOmtGTxhTMgUpOsozbIxTaS2oahPVqXr2crZFxmmp4tsrCDnGRs6y4SyZPeIInYHg7nOxD0NM49lQBvv+Hil7S8n3RAC4GI2TyMIl8bBJK6oOS+gpwyQJcEkbJgIlxDHsQx+qHEqIFmCCcEkOx0mhagkgNobBdEEgLALdyeD61dsLWttXevtnWNqnUBPlFRiq9ms6sZvNqKPQyJIZrbOzavefC2XMfdnfPkCkmPKGFzQrSSH4S2ssk9hbRfeVst5TbLuVYKjmNSpbcV1IZEtCDIlxfHX67k3kyU3R+WnB+M+ejy+rP3zDdftd562bgq0+H7n619ctbCx/cHLl5w3Pjfevbr2lfu1D52umya8eEr+xhX5qnXBqnnUpS9nYRNptxMxrKhJwxKGFFSwsdpdImkVzLUyrY2jqWWcaxVfEd4kKHWOSSVvq7ffsx9A4krRdJS2CYE2DiMEAb/D7Rj1p+8CTk/bk6DB+HELN5+EwePgUmZcGkDIiYhJBiAC2OpMVz0V25SCeWFWYUpfAsPxjbUYBoYdB7qisHWi0LnY7dtpZZlTIqFJrJ1EoaU1xTp2/r7Ez2JXbs23zl2pnX3zt/+dqLW3bva2mPEsj6vDw1AuEgEUMkkh+PdfPYUT49zCf6C7FdQpylgqatF1RbS4q7+eSgAJmWouetjDNp8etbaq/vq3n1gOTdc/XvXDLcuNbx+Y343dub//jNgW/vHL19a9eHn6Tf+8D93ju2998yv/eq+tqZ8st7WBe3kC/P0s/1Uw77CLvthG2NtDkVfbyama4o7CyXWErqDPx6JUtfx7DIWPYqboeY114u7CgudTg8C4wiD57lh1NiSNooQB2H0QZh9L5HyXm0Yjx03vTediUuisBFYfg4mJQtIGbyiSkQMQkiRcGkMEAJIGn+9bBmelGYWxIBoYy5UHVhaU+DZbrZNmttHjMaUlXSLgZdRcBXlpQ0OJzJkfGFXftO7j5wZM+hA4dOHjp27vD2g1u8sc4qZe06MBGElJIYdp4wwWCnMfgwFu9nMRMUQi+P0lPK8FWxuuVscz1bruYWNXKIwVLSWD11l0N0JlF5abTqpbmKl3eIX94vOber+PJR+buvdnz92fCff7/rj98c/PbOsd9/c/TWndmbnyRufBj49NPeT99ve+OC/PJ+3pWdrMub6BdGacej5P1d5F1W6hY9bUZOH6zhu8Xl1lKZka9UMfV1DEsto62S1SHmtJUX2bl8c5trtrgqTOT44ZQoQB5B0CcB+hDA6H+UnO+xfD+RFy0jcFEEIQEmJsGkFJgcAxGDEGIvQO5BkDuRpLbCsiCA0cJRdVU1XqdzzNaaraqycXm1VCq/rFxqtXcMj03vPXRi/+Ezm7YdHBjbFs3MJfq3hFLzZnuSwdesLeBuhBURWUYyp5MmCOBZrgJ0EwRro3KivMJRFqOfRYsJaN3FNKOEXl3HLjMJxV1Vini9bN5Ssc9ZcjJc+WK26tyQ+PS48NQ07+RmweWDldcvGb/8MPS/fj/952+23vl8+5df7PnD3aNf/WHfJ1/OfvLFyK0v+299Enj7asPVExVXDwovbWFdmKSfSlEP9VB326hb9JQZOXmgmu2pKLGV1jTy6zVMbT3duii6nG0vK2yls3StHRNV6jSe5YVTojDSMJI+/VjRj1/3/pVlJD6GxMcQhBgEH4FSogAlBCV4YQQXgtSBJDQjMNoaWVAobJaKmxu0nXKpgUsv1iuapsdmduzYPrtlbmxqcmh8Kjs4FYwPd/uHnN5RudpP5ZpAyHo40URidxHZXjzTQ2SHAWIEjA1g2EFORZomioAw9jxoO47Qy6H3FDFaxRxFnaDcVCLyyqr69MYZq3FLq3jeQp+x4Ld1Uo+kBefnxBcXxGd3lrx8XP7Btda7X8T/cGf49sfDn34w9vXt7f/852Nf/fH4598euPX1tjtfT395K/PBO843LypfPy69uI17YYZ9tp95LEDf00bdbCBPyon91QyvpNheWmXi1WkZ2nq6VU5vq2Z2lHNaSwubGQx1q2O8rmEARXMhaXE4ZRRBm4IzhuHMgUfJ+SGWHxAdAeN64eQAmupHELvg+DY0oRmF0QIwKTif16Bx9TqjjUpje6Nl98zMmb27Jvr6B/qmo/EZb++IuSVaXmnHUZQghAyMUhXA9WBMC4rqwbGiGLQ8nCQAACAASURBVEYcIEehhCiUnIaS+pD0YRglk4sJQEk+mijBF4e5IgeBICsW1Jtqzf5GW9JkjqkVfmmpR0TMKvBZBXRID2ztIp8ZLX9zn+q9U7q3z2pf3C957zXLN5+Fb38S+/hG9NOPsl/fnv722923vj12+w9nv/7Dka9/v/D1nfEvPgq9f9V87UTNpQXBpXneiyPc4xHWHgd1k4EwIcf1VdE9kiJbibSJK9cytEqatY7hqGE5Kji2Ur6FydTYnGPqpkEowY5mJJG0cYAyBWcMw1gDj5Lz3fbxvUOP977uFk/24aJIXBiJC6EIQRTBjyL40aReAN2GIznJVAeeYCHgNUSCDIcqBsDkClGVpkbV1mgJd/dM9Q1tHpnO+BMtDZ0VVS4S0wxG1kExajzdSmQ78IxOLM1D46Vo/EEUJZOLiOSjkijKGJI2DsZmkOQskpzG07NkTgbH7EFTrWSORliusjTbLQ0N5rq6pvIyk5DXWsToLqUHK4jxKshkI/KAn3NxrPKNnXXvn9B+dLnx42uWswfLb7xp/f2d2Ne3k198nLz1Wf8XnwzffH/qk1un7ty9+oc/X/zm7qFvvpn/+lb25vXWl05Wnd8luLhVcGGCdyLO2uukbTGQJ2X4gQqGt6zELqxp4iq0TLWSblIwWmWsVim3tYRnZjP1bc4pTdNoAboFw0yh6BNQyvg90cyhh2IOFBdbPNwGwSYBfBZJ6EPi+hHYDIEygCEmoHAvBO6kMnxkuhtPtGNxJgbRBOSKuSQ1Cy8tZoh11fWKcqGhtngk2TWW7Ql02Ub6Bgwau7NtEAqqxJNaMHQPjN4Do3vgTA+M3g0luwGKD81IQnEJPGOKIVjIhfajSbP80gMg5CCGOIBBezgcP43aQSAauYImUYmmqrqupcUY8DTv2pxKevVWOTtgLM+0VE+6lAci+qvD6osp0bk0/0CUcGSQ8vvrtldPSj9/z3zmRPmlC4obN5x37w784e7UF58Mf/bh+J1b+7/47KUvb7/59Vcv375z5LNbMzc/Cr9xzXT5bOWZfdwXt7PPTXCOx+j72+nbtOT5KvKYuDAsVjpEBjNXaWCptCxNPcdQy22qFpjLuGYe29LZvUfdMI+i+DYgPCTBDIw2DGcMw5hDMObDMQeMi4OwMRAmAcamAHw/Ej+AxPUjsWkIPIjC+gnkXh4/BIaoMHgtGquQShx4qMhQY6sV1TdWa9s0mn3T/Ue3ZI5ujb92Zmaqz+mw6gzqhiK+vry0B4DZsKQYjJKBUPsARhbN60NzMwAtBtDiaHofiTNBYo4j8FkibYTJHyPSUgRamMkNcKkONrGJS9VKS5sata02s7m3yzqcdV04MfbB6wuvnRl6/9LU9WMDuzPNe1KWwwnd0d7Cw278YR9+wQ3ak4B/dFF1YT//vdeUV6/UvvJy/Tvv2O58lbj7+/Hbn41+9uHkrY93fX371W+/fvubb1768ssDn3w6/s77Pa+8pDl3QnRqL/3sNvrZceaJGH1/O32HlrZJShstLfIXq9sLGy1cjZGrMvA0Sp5GztdXC0ylfCuHaXV7j0rrJrG0CIQQIgmmIZR+OGMYxlyCnHxsIg+TAGGSEFwaTuhDEfuQ+BQSFyaSwwikHYFsZLFtGzcWqdTeWnmLvaW3vko9OzTWFwqNxUPjsZ7NA76dY77BQFOtEMXB55nVylajS1sbZJKdVEKURh3DU6YRxEkYfhBGyEJxCQg2iiIlyKwsjhKlMCJghIXO7SAwtCCkgFcmZ/Ok5TytiFxXVaipK1OVc/mamtKRpOPU/r6P31j46r2dr59IfXJl4sqO3uH2si2++k2usp0O1n4n8ViQui+AOTVIu31R9/bJyq/fM185WXrmaMmFM7J332r/8vPEnVtDd74Y//LWwt1vz9+9e+Xu3ZNffrn1009SN97tuHZFcfG44MXdtPNbqWdH6cfC9H1t9K1a+oyU1l9a1FUoby00NgsMjXydnq9XFxoUwqYaYXMJv4XDsgXDZ7nFSQIzjmKl8fxJMLkPwRxZkpx8TDoPnQJh0lB8BknIookpFD6MwnnIlG4E0sDnWaUVtkK+fGRoPpnIhoL+wUwsHfHsmh+d7g8PBNqLKWBlCYmNXEWDrcJseK5FbQg6UjpZAFVgIMN7qPgUgZTBkjMkZpbG7aOyU0RqiEDyU6k+NsvP5blFxU57W192cGbT9vmRmXh1jVBWJK0XyL0mR5/X39frOrEwcuOV3ecPJqeS6uun0xd2dn9wNnvzZGZ/Wn+0z7TJVXY2UftiXHI2WbzLjdnlR5waoe1LA2c20a4cKDy3l3/+iPitq023Pw784ZuBf/7j9P/+37u+/mbfN98e+OrrbV98NvjJTe8H183XL1VdPcp7ZR/7ymbG2QHaoR7yDitlRkUdq6ClyoSOwrrmIqOJrzfwdJpCvVZkUpa21Ja2CbktRUVdkeRlIiuAY8Vx3EEMZwxGG3ys6DxsNh+TBWMzMEIGRUqhiBEUzoPE2olkC5PR0OsZzaYnXW3OUK87FfMM9fsCvTYmGdbrMLks6mo+teCZfyzEFVDBz+PWr1j/q5/Roag2bYdc1CIgNYuoXhE7iMUakDglCqvAElQ4vAaD1ZAIjSxaC49uqyn3Brpn26wheZWiraUh4DOlw7Zom33cHTw4Nj4b6Q1ZlQem/K8eG5oI121KKb+8Nv3e6eTtyyN/en3+1FjLdn/d1i5pVAbNKqCjetiAet12B/x4nHR+hHp9V/GVLeyLC5wr+4tfP1f3/rXmj290374V/frbkTvfTN35Zur2rb5PP+j58C3LzVfq3j5dfG0f6+29vKuz7JMJ8i4HYc5IHq2j9UvZEXFpu1BhFhmNAoOKo1YVGfQSm0bqqCl38Dkt1bKEP3oRQ/OhmXE0px/BGkZyx5GspckpwPcX4LNgQgYgpVGkGJLYi8C2IVENxoZ+WVW7x5WcGp7yOtpKucRGdWlfzFHMJz7325+W8RnaSsm63/6KmLuRAcnDrV+F3/A89oVVpLx8r6mjvlgjYWkFeK2QrlPIG01WWySanJyan57cloiOddpiVkNwbui4RenXVLQVUaRCqsgoqzPKK/w2o71a2lxW4qiVNpWyDSWkHf2Oj69sOb/Tf2DC9uHF0Q/ODd08PfD63mjKLLCVwlIGTlJJ6VMTR3S4jDxvaytqmw10wAs7FUe/NMW4up335iHxey8qbrza8PG7bbc+9379bfzun4a+/WPfV7eDn71v++hV9QcXK989UvjGDub1zZzLg/SDPYRNFtyIipKVMeMVfF+52FaibCw2qgW6Oo5aVWIyypza6i5pSUchv73JMtfccRBL96OZcRS7D2AMYgRTjxUNIvWDiBkIKQWnxFDkIJLQBcdY4Ailu2tOp+rikEV2Y7O6ohyb/7yIAjXWlsBzN4LW5hOgOAm75IVfriSsBxDPrdvwj7+APPUr/AsrMauf7tSrOg0NIbtrwJvaPja9d8fw9JQ3nbD4vZqebm3E3zLVn9wzv9Wmtusk5lqeTsbSaoRNhpImXbHOqTCPdfUYBDwtn5lo0W9Ndp/dmj23PT0bM7k07Img/tMr22+9vPPgUGesSeyQ0iOaks5yQrCKmFVSB1X4o72iQ13UKwnuK32sD7aUfnqg8s6L6q9fa/r2ffu3n3fe/cb3+7uh21/5bn/h/uxm642r6vfOSt49LHp7gf36FO1ShnzSR1ywESZ1pH4FK15d5JeUOEuk5mK1vqShXqCtFWj1lTaLxqeqcRcJrMWlnk7vYUndKJYVRrESaE4/wBhE8SaQrFHUUuSAKVkIJQklx+HUMIrSgyR2INCNcEBWXmxV19jXryioFlYIsHj8xhfI+S+QCzbC14OIMHLesyD0eixhPT7/1xup65HkF/IxK58jrVsJ/93POpTiiZBrOurp9zqjDlO4S+vvlPm7qntdUldrsVXPbqrnWhSlvpbmQW9cI1SV4irkTK2aZ3LIvC0V1pjZ2SAsDhgb9g73ZzttulKOy1CzYyTqbpL3eZv/eOPqq0e2t8pK3BpZ2taUbWkYbzdu6mrY5zcdCeo+nO96o1/16azu4+maG5MlH24Vf7y/8uMT8pvnle9eUV+7Un/5guz66/o3X9Nce1H28qHilxc4V+foLw9TLyXIJ934fXbipgbyiJKVrhOFayRusaSluEpfrFQV6+VF6tpiQ2Ods9UYVsrcLKZRUhUMxM/RC0N4ThjLTeP4QwCjH8keQbFGUawlYg6IFM3F+woIPjQjiKV5YGhzXkFtXm4pClq28Tk8roBOhdLIuShKLhyzcgNubT5qHQi5Dgp+toCaT4E8BUKvhLPyCQaRVMXhGURcFZcoZyEHu5pcylJtEblRLGiR11rldQ69PNimibjqeu3lbmuxt6VCL2Vm3R3depNGWKsWqORMZUtlR9Ke6TV2ZTrDEZtHL66rYAs14upWTUOrvjHU6Ql1dkc7vTGXN9nZk+70pzv9fS5vutWaNWszhpqMqniwnjmno+1tpp7ooJz1Us5HqFcGWK/MFb6ys+zlg+KLh8UvHi6/cKz83MHiF3cKLm3jX91ceHVC8FKGcyHIPtbBONhWuKO5LFxOjckkaa2ukStqrVAqhfL6Mp1SbJTw6x2WiFxqF/Ibi0RtHt9+rXleUJHG8yI4XoZYNIwTjCLZQ1juOJY7ej/ieGM43gSON5YDpUVBpF4YpQdJ9yJIHXkwzfqNFRs3CAkIKWgNDVhDhD6LhD0Ngz8DQfwOXAhQoc+tooDBmLV5utJaGUtskWhVXEnM3KFgsMRYJDv/eU7+c2Nua8au76yTWMrKFMwql6IjafcErE2dRqmvtSLTUz8SMTTVMiOOBlONtIolVBTKlYU6u7wrbMs6DT2NMnutUFcpUCkrGs1aZ7vF57AGDPV2vcKmrbVqqsxKsbGuVF8r0tQV1TVLFTaptF1S7irl+UooSTFuVIaZUyEP2UnHXKTTIeqL/ZwLU0UXthSfXyg9u7Pkwt6ycwvCs/OC81P8yyOFlzKF5/z8ky7eHjN7UIofrxcNq6u9YrG9WNxUJGksq1OXKauFdWWcanWNxaDqLBboa2VdwuJ2b/BQrW6UWhggCSLUkkGicAjHHyIUjuEFow9BKBwjFI7lALQIjOZH0HsRZGc+qnFNbs3qF4rXreMD+YX5z1PAK/GQFWjyRiY9l8XKZZvFmkoWsUHKEaDyO+prdcISU2kF8fl1Cjq3hkzlF+Rhnv4t8tf/1N/aMtLhCKgb9BypWWg1idqsYpOzviHS2pjxGKPOum5LadZnGku6WzVKWVGFolQrFxl1lR0mRW/Kt6VRGRALzNLiVnllV6W4o7zUXiV1ySo7ZZWdsgqHrMIhk7TJxW3ycpui3KyX6M2Vyraq+u6amnCNJF0rHFVwptXUTTr89ibcbjvhoJdyNMo61sc5MSI4Pl54ZlZ0cqLo2AD3eIp3KsI/7hUcsPN2N/G2G0Tz+vJ+WWlGIYvUK3sU2i6FXl1c2SAz1ImVaplxfGBLSaFSKm4uLm42WQe7vLvFNSkco5tWGONKRsnCQTx/gFE6TS4aW5IcKCWEpAdRdB8U3/YCSLlibdnK1bx167hrV5JyVxJga8iEXGY1UyGlyAqhwpZKnYKP15fjyOt/WUmByxmUahIp9yc/4ebnC0D57I3ryc+tQPzyFyGNYcTelTI6TLy6Rl6jiq42l+mjzY5Eu9Vjqou59FtGQ9P94c1jI+GuoKc9EvdNp0I7RrPHx/pPtTQN1VUFxKVdNZWBygpfkbCzuMRdK4+XlnnFZZ4Kiada6q2r7lHJfFq5z1DnUUnMDVKjtbrBUa3x1sgisop0rXCojjuqoEwq8XN6/NZmwkIHebeHvtfP3B9mH0nyDkRZ+/2Mvd3MvQ72rhbONiN3XsPvr2Rusyh9JTx3uSikUppLS02SyqZquVIiV1Zr5ie3b5rZI5M2VUosJaWW4fFzDaax4oowhetlCeM8yQijZIgmGmKUTVCLR+9DEY3cJwdCCCJoESTNX4BuWbWx9pnnRSvXcNatZ77wPD5/LQ5YTyCAaDU8uZgiQTyL4MMIlSSolLgO++w/YFf8XMEgiNEI/LNP8wtykb/+J9rqZ/DP/Ab16186KqrnPaGp9qBTrPVrW9qq6h0KVbTVEmw12lRVriZtXyjkafP6XVmTLqhTRtT1ycqKYFVVrKTEKynvlUr8VVWR6up4ZXWssiohq80oVUNVNfHq6qisOlJbHair8imqvIrKbmWlU1PtaJDZTTJrS42xo0rtrqoO1khStcWDCv5oPXNCRZ3RUzY1Ubc007a30re30Xc6qQsd5AU7ZbuVts3E2NLAndHyJ5TC/tqirLzMV1GUblC6asqUXIqnSR1y2CpFxSFv6NLZlxv1dnuzr1io8bgns/3HxNLe8qpYSUWSX57ilffxK0Z54lFm6TCjfIReNkwvG6aVDtFKh6glg4vkgHFhJCWOovjz4NaVG2Qr1ohWrmGvWUtevxaTuwYBWgOA10C5WJYAxwH9bgPsmTU1ZHQ1voC7YSX8lz+TEXACUD5uxe9gv/oJ9ul/FELWYJ/+KfI3/1CDQ815PKOtLluJ1FJe3FJT7NbLsl0tm/viC+Mjw7FsT3uohKutKnOJS7y1tRlZXb+kJlGnG6xUJOSKlErVV6/ql9Vm6pRDWsOkQjlSJolqtKMazZBO06/XpA3qmEEValD5GlQ+ky7UrAvZtD1taoer3uquN4SVypRG1q8UjyhFEyr+tIYzp2Vu1rO2GJhbGqjbTeStJsKWRvKmBsq8jjWj5U9phGPq0hmTwifhx9WVqaY6WzV/Nua8eGDaaZJ3tjS/8/qbowPjtdUarbKl2ewbGz2qb0iKSrtkdWm5ZrS0aqBI0l9aM1laM80VD3Mlo+yKEXbFKEsyzBQPM8oHGeVDjPLBHBg+jaZmUeRwLtCycoP82bXFz61mPLcKtWY1bPXKDXlr89Y9uxqZC+LhSdg8EOK5tbw8SDkIyXk+F/OrFSUgZBWGVJifh3nq55W4/G5FoRS/mlfwS9LKvx9q1/U3691y8Wyo9chs7Pzu8X2TfUMBn8/WbdV21UtdBmVfg25SpZrQN22q1Q2XKiJVxkSZokemStSrsvWqfqVqyNA402JfsLRs1RomleoBtaZPr0kbtQmTPmoxhFsaAi0NIYMqYNSEzFqfVd3VVm93KJp6FNqgQp5Ry4bUFRPqshmNaJNGuFUt2KriblUxtxsoWxtIW/SUTTr6rIYzqRaMq0tGtOI+tcRXLfDXl3ZUczIdyjdOzV04MOw0S08d3HXtpZfMDZbWZodaYR4d3hkOz1fXumV1YaVmUKmbqFVNVMjHKuqmK+pmy2unhbKpoprxwuqJwuoxQdU4v3KEJx3lSYdzkMQkjpZCU0K5QPPKDbLnXhCtWE196lnguVXgVSvXF+RB1jy7csPKVQwclgCFQp59ng9CSzF09noYbXUB84V8Hb+wioSjb3jWImEspDo8Wr6uCAb8Oqe/TTnlNs8FHduHIil3e5teY6xT6WubNLI2nSJk1A1pNRNq9bRMMaYzzSkbhmoNCZNrSN+SMDUnm5szrdaB5uaBpqZMQ0OyqSljtQ62tvTZrZk2a7LdGnVYA47mXlez19HstRg9LabeDouv0+Jxm1w9jfagwRwzGJLq+j517ai2ekpXNauVbtJI5lVlcyrhFr1gSwN33iCY0QvGtLwRTeGQTjRgKIuphP3W6pixLNNe+86p6Yt7swlXzeVjU3c+ebtJr2lrbjEZLMno8MTozo6OTEtLn8kypNENKDXDasOUUj9bqRivVEzI9fPl8tHSuvES+Vhx7ahINiKsGS2qHimqHslB4LxERpjI7AWhzCvWiX+7ivO71ZRnX8CvXIt6/gXo6tX5a1atf+Y3KwR0DgmOBdbnEfPAppraah5PRMDX8BjuRlWDlM9FrZPQIGWk3BLsWsLan+X9U46ChZnu7fAYDA21zSpZp1LmVtUHdfpsg2lcb5rWNs3qTZt1jbN642Sjaby1ZczeOmSzpqwmX0dLt8PmdNk6XW1drrYup93lbHU6Wtud1jZPu9Pv6vQ5Hd2tVlez2W01e+xWt83c024NuexxV3vC6Ui2t6da7VlrS5/J3N9kHGjQDerVQ1rlqK5uTFs3ZpAPqCr6NeJBg3TUXDllk43bpAOW4oSRn20V+fWM+bDm+rGh1w4P7BnpOLcQ++bG2aTf0WJqaLdaRwdG5qYXAr19VkvQ1pppsY00t46ZW6aNzVM682S9cVyuH6nVjVZrh6vUw1LlYEX9kFgxXF43Ui4fLZeP52CJXgLdR2B4ALzl+byq365i/WYl8dkX8E8/D/zm6XUrVqxbs2r98ytWVxaLq4rKSxlcIgjartfrK8QSJhX+/NOlVCQN8jxq7S/X/CwH9Nu/Qz/3U+Cp/4+89jc80KpZv7NNXm+UtzfqY1bLoMkypGnI1ukzmqaRBvukpWO6xTnp7Jro7h7xuDKe9lh3q6/L6gp0OgNdtrCnPR1yTwxEd24aPXVg66WTe9+4eOTswS27Zvvnh6Nzg8GJtDfjtwedDZFuQ9ClDnaoQ+36aIcx2dGcbLOmWi39ba0j7fZJR8eMs2PG0TrdZhlvaRyx6Iat+qFmXX9zfdZSnWmWDNglw52SMa90uLts12DDN29tu3lhbCamffvM2D9/cLKvtyHmaQm421Mh/9jA0Ej/WMiX6XImu10Drs5RR+dkm3OqtWPKbJ9saBnVWUZU5iFlw1Bdw2CdbrBGM1itGq5UjVQpxyqVEzl4WhBD7cXRvShq2waY8jcr2b94BrtiNXbFatgvfv3cyufWrl+9bu3Tz5SwWFIuV0xjIFasLsWQS1F46gvrc3/2D5S1z5HWPIVb+XPK2l9hnv6fwK/+W8FPciir/vGZnJyxDuNwp83RYGxuaG422uyt3Z3dkW5fyuGOtzj9Ll/c6Q26Oj0d7Xan3Rrstg8leuZHk1dO73/5xSPXLh57/dLxq+cPvnhs4diuyf1bhrZPJY7sHHvl9I4brx7//K1zn10/+9G14++/euj80YnDO9Lzw+7hSGum15zxWrIe60B3y4CredhlHeu0jrssY66m0Xb9kF3V36IYtCnHXIY5n2lTsHHapxrzVA97K4Z7JS/u7PropbFTO9xndvb+y52zN67Mpb2KgaAx2ts8NhDZMj08PtSfiiZj4Uw0PBgKjAaDk/7AnNc3290763BP27omrI5xc8eYwTKss4xom0ZUxuF6/ahcP6bQjct1kzk4ehRO7EFS3Fh6Vz7a8NtVvH98CvP0KvSzK0G/+fWzuevWF6xZ/cJvf0UsWEcDb2AWbIT//Nf5//MnjOeex/zyF+Rnfo399U8Kc1fUEnJLoc+Qnvnv5BX/L3vt34thT+X9j5zx9vrrB6Ym446o2+JqUbc1qzqdJk+Pvdvb5uxqsdr1vmDb9Gzi5PH5N1/d+/E7R25/cOzOh2dOHZo5sHNiy2RiJO3JRNpTIXtf2D4Y6xhJOsazzomMcyTRNhK1zQ92HV3IvHxy+p2r22+8ufuTtw99/NbBd1/afeno5OEtyV3jwelY+2TYNu4zj3qNo17DlN84F27aEm/enrLPhZuGu+uzDumIt3rnYOOl/T3vX+z7+LWxS4f9n7w+/dXNnYe2dE1lG+YHWxK96tFs57bZ7K7NY9Mjmb5krD/VN5AdyaTG06mpRHI2lpgPxmZ6QlNd/jGnd7TDPWZtH222j5tbxxuax/SmcW3juMY4oTZO5SApMTCuF0r0YOgeMLbpqTXCXzyF/d1z8BXPbHz618+A1q3duOI3uU/9DPL0T1HP/kxQsIq+4lfYn/2daPVTtfD13JU/w/5TDvWpnICc1sBYXZz7P8hP5RB+k0N5Jqek4H90VcLPTDr6u6qHQrqxeFM2ZAj1qGJh49Skd/+BgfdvnHjv3aPvXN/7xtUtl84MHlpwzw7q+0J1fRFLMtgS7TVHekwpv2Ugap/oc82NeKf7XeOZtvGkbba/Y/u4Z2HSPZO1DUb0/TH17IjlwELv+ePZaxdnP7m+94+fn/uX31997fTk5SNDp3fE9097tg3Z5tNNsynDXEI/HdVtyzQdnXVePZL46KWxL9+ev/P+3Jfvzb51OXP38x03r40fXHBsGbcMxFWZsGrbTPeebamF+cyW6eT8ZHpuvH9qdHBiZHh0eGx4aGJwcDrbP53MTkYT4/7ocE9ooNs/5Ogea3dN2TrGm+2j5tbxpubxRsukwTyRAyPGQDg/mNADp7rBeMvKXMnvVtJWPIda9Vz+mhVrclc++9xP/w6x8hf5P/9/8n+aIwaeLc/9ueC5/0b4WU67IF8G/JOFtYr9bM50R+HRtHohUOFXwHrkBX4l9MSwNmHEbg5WjfXW7BnvePXE8IfXdn7w5p63r+1669qed67vP3F0eGFrYKjPEg3UxX3VgzHFVJ9mbsi8cz50YMfAmSMzV85tfeXctvPHpo7s6tuzJbp3c3jTqGskbsr41f0h7XSfdfdM15HtvkML3fu3ORamW6cHDGNpzcxA075Nnaf3hf9868Sfb5345y+O/emzI7//eP9XN3d+8c7Wz9/c9KcP9nz77sKd65u+env+7o2tf/x4+92Pt3z14fynb4+f2t85PVA/O6zbPd++eaJ184T96N7EqYPDOzclN02EF+aze7ePLmwamZ8emp8Zn56amJycHBufHBydyA6OxDMDkWQ2GB3o9U+4e6Y73VMdrjF7+3hL21hz64SlZTIHRIiBCBEwKQQleyF42waYYvV6wcpV+JUrCjau3pi74pmVP/3vYgKI8PxPcv8+pwr9VJtwVRPtJxXgHF/N2lkX/cxwradm1YUZzScnPZ+f852aqr/7WvZfbk7+y52F3dnKIxMNfZ1VI37jlj7Xgdno4a2Z7VOR/nhHb5c+GmhORe2jg91b54IHd2XOHhm5dGL88unJUwdGju4bPrCzb99CS3lJ7QAAFJhJREFU6uBC+uievjOHh88fH33x6OAr5ybfvDj30qnhg9t65oaaJ1INkxndZLp+67Bu/+bWk7vdZ/f3ntztPbC5Y+eUdft40/9ft53/tJ3ndxznl1ZqpbZaddVOZ9rtTHcn2swkgQRIAjm5IUAChBtzGRww9w0GAzbYgM3l2/6en+/38/kePrA5jbHxgTEJmZncm5md7baz6qqqZqv+1FWrqqqq/sDM7CFVevwFz/frp4/0OXArHh9o3p6af/k582+/cP/6X7b/6+u9//zl5n//887/fr3/P1/v/vsvxK+eWz8NzYa9Q35Xv5OSBb2KPbeCNLYFfPM/eyUmDm3HQTy4Y/P7LAc7+KEfBHaAfxPsbXFbPuj1Io8HCSILEUUBHCNsVow0GPnVdadOL2gXuLk5blqFpqa5SSVKunjLlJJlvpJtSL67kHxrMvlG//mU+g9+lPMXf/7j8x9cuPiDDy699311R31LzuXMd/+gu+CHG0slbu3tA3MpUmf++tXKr55q47D1P35q/9Vnq4+dPX2Vf+Uy1IjG2rme1MbC7wF9I1odJXWTFvXw0kT33FjXytwEg69te2Fg1xkJehOx3ePYViQg+reoHY9jy23Z99n9Xtue17znNe9vmsO7tti+/TjoOI3gjw/tpxHsZYL6/BP27VP62ZHtSWAluqE84Ia2qe5dtj/iUTzZmzv1z5/szsa3p4+2JyO+8cON0aB7MOAZDHgGg+7B053pp9vTTzYVMfdwiO8LCn2xjZHEzmRsS+Gh5Tvc8NGe5iSw/DKBvX4MQluroW1T/IBIhJlogAjuYod+KhxgwwEU2EP+Pbi7zXl9jMtFId4BWBtJEzYrMpnc6+uiXs8tLvDzGqRW8yoVl3Tpru3SXUtKljElS5dyezY5c+jSVVlyam1yctGFD9NTzyVf/dGPGN38jk1fmfYhoWz8MjTz9bP5U3f7Pz1Rvz4Y+3lCyy5XMMvV8/23lF03a/L+5v3vJf1pUtKHf5l0N/V7hZnvr6snPBR+su9PBAOxgD96cBA+COztbjOAommSogiKxmiAQYjzPOUSiV0v5fcR+1t4YJsI7hKHe3jYj0X2saOAIxHCnkTxT2LEp3H8WQJ/+YT64pT+h8fY2/DaY+9skB3cI3sOmIGoc+xkczLunTjZVpzuz3wWmnt2OP/p4dzpwezp/syLgPrlvuqzHeWpbyLhHokIQ0HYF2D7I67xI9/M0/2lFxHT6xj2Iop/dog9CdpPw/STCHMSYRJhJh4GRyEmdgijITZ0gAL7rH8Pbm7Rbg/BCw6WtdIAxx28zeIyG8X1VX55CWm17PwcnFOjpOQse3KWNSXLmHJ3Ofn2/KWM8Y/Tuy6kNidfqTr/4e20j29e+uCjvnqJYWKkNf+ORl75r2/52MYQu1Y9P3QbrLVMyO+W3nrvnT9O+us/Sbp24d2y3KtVxVmShyVyqaSnvbWtqWG4q3dRrcXMdszisJodmIPCCWCzExjFYBRjJ4GdonAaUCzDcIgTmU0Ps7NB73op/ybY36aDOyC0R4f9RDRAHAXJRIQ6jVKnMeKTOPnsBLw5AZ9H7D+POb46xr86xr+MmJ7tLcRdiiAaTHinEj7FsU9x7FMcbZ6ZOvYp4uLIsTCSEEcTrokTtyLhmUp4po43pp8F9M+Cay/Dltcx7Cdx6nUcvDoCL2LMszj/NM49jfNP4tzjI5SIwUSMO47y0TAfDvHBA86/B32bwOUmeR5DkCYwDrO5LCbRsMat6KFuAWk1SDOPklKybSnZtpQsY3LW6oVb2o8ylB9dHTqf2pmS1nrhQtn1tAcf/d21tHPpNfn3H97NLbp6ZVnZ0dmYJa2+/bffT/rgnT/6sz9MKs3Jrq+svX01pyCnsqK0rbqiu75mRNqq6u1ZHhpakctHxyemVeqFaZV2dm5xYXl92WBZXDeZcNKEk0YCN5GEhabskCYEyAjQKaINkfW52a0NtONDgW3+YIcL7bJhP4wewPghSoRhIsycRJgnMfgizr6N0F9GwM/jzFcn7D8m6J8dY59HLW8O1098s0ceZcSpCPFjB2gkyI0GRUXEqThyTp64lKcbs59taV/u6V4frP8kbH4btX95TH1xDN4egTcx8CbGvj6Cb+L864Tz2bH4yYn49Nh5GhdP4+LjuHByJB4fibGIEA2LoaAY8As7W5zXzYoi4BFH4iJud1vNTuM6v7bCLS/xiwv8gpZPupJtv5JjvZxtSr67dvGW/nym6vy1ifPpg+dSZFeuylLTJRcvlJx7PzP1ozs3L2f/8J1z737/nR+8+15acnpednFayp2bGfez79TfyqgvLR4qLZkoK1dXVi9W1eiralclzZZH3da+Ef2YcmlStTKpXp7Rri+sO5YthN7sWLURq3ZszYGvE4SJpq0s6+A4kucQ4gVOFHlhwyluetzbPtfepsu/LQR2xUO/GAmI0SAfDfKxIDoOc6cR7k1UeBOCL/bp537s+QH2kxj990/QV5+hLxLE27j9VcT8PGR4FjQ+D5lehC2vItaXQcPrkPFNyPI2bPsiiv/0iP7imP0iAT8/hm/i6FUMPY+g5xH0LIpeHAnPjsUnR87HcefjmJiICYmYcBTlYxEhFnEeHvDBAyHgd+5uiZsbokfkeA4iViAwEbN5vgm9LOh0/NKiuLggJKXl2FJzLVdyzClZxou3Vy7cXDyfqfooQ/nBha60O+M/Tm67dKU144Y0JaXyckrZ5Uult242pFx+8P772VlZHRc+rrr/YDo7dzQjc+BO1uSdHFVhie5hnbVaglc02Kqb8ZZOrGvY1DuxMjxlGJsxTmmsczpCu0JqVjCdkdSbyWULsWqjDBhjJlkrjRyAp2knQ7sg4+Ghx8lvuJ1en8u76XFve917m67ArjuwKwZ2xdCeEN4XYgfOxwfOTwKuZ4eu52HnszD/aYh5EsBP/JZXcebVMXgZp1/G6ZdH4OUReHnEvoozr+PgTYx+HaVfRKnnYfqzMPg0xHxyyJwesk/C6EkYPY4IjyPCSVRIRPjjKB8PO2MR59GhGA2LkUPhMMSHgnwoKPp3Of+uuLvl8m44XaKTR06W5gEpOqyC1ew0GYT1VV6vF87mrNEISem51vRca1qO5XK2KSXLeOnO6sU7y5fuLF7IVGcULP3wUs+5y/I7+ZPJ6bLzFyW3s/svXm5Ju96ZlTueWzCTnjl07cZETsFC0f21B5WWonJDwYO1wor1e5Xr9+uMtW1Eay9oH3B0jdgHFPjINDmppmfmmVktUGtprZ5ZWAb6VUZvYFZMcM3CGWyc0S5abU6H3YVjHpLwAMrDgg0E3Tx0ibzTJTp9bnFzQ9zc4Le83O6m4N92BrdckV13POBNhDwnYddxiD8KgmiACO3aInvW2D52HCASB+TxPhn3E0d7+CdR+DTCnoaZx0FwcsAcH4AjP4jug/A+Ew6w0SAfDYvRsBj+pil3ljUUEA4C/EGAD+xz+360vydub6Itr7DhEV2ik4culnbRuItwuEwG3rDGrS6jpSWo1aD5OahWI5UKJl3Ps1zNt6Tnmc92fTn3jDEt35Sat/rxTfWPr02kZk8n3xg9d1mekTt5O095I2vqdu7Mlesj+SX6zGzVnYKF2/maGznq7FJtSc3qw2Zj3SOzpNvW2GNu7LK09wH5ADcw5hyd8kwoPZPT7hmVSzPvUav5uTlOq+EWFwTdkqjTO/XLLv2yuLbmXltzGgxuo9FlNTvtNqfDzuMOniQQTSHIIA4iDrECz7oF5HUJPrfo8wg+D7fpZfe2YXCfj4bF4yMxdAAiQTp2COOHKH6I4of8UVA4CgrhffrM4T4T8oODffbADwP7cGeX3fHDHT/c3ofb+8yWH2z5weYevb0Dt3fgzha7ucVsbjG+TeD1MV4vK4pA4FkeCRAIFOHE7U6b2WkxiCt6RqdjFxbo+XlKNUtPz1BKJaNUMt+GzrWm5VnT8uypefa0fEdavuNSluFchjaj2Jqav5x8V3vj3vLVfE1m4eLlm8q7RfrMHM31rLnc0rXs4pWbeQv3qsylNZayBvP9uvXCyoWiGk1l20pDl1Eit0o6qBY519nn7Bl09Q0KfYPcyJionPZOKZ0z06JqVpybc87PuzQat0bj1micS0vuJZ1Tp3fql8WVNXF1XVg3cAYjMpugzQYxDBEEokgIaARZgedcCIocLzqdTs+GuOHlN3zI4wWeDXxrG+xsg+0tenuL3tlkdjaZHR/c8cEtL7nlJTd95JYP+DaBb5Pd3IK+Lejb4bzbyL0FnT5G9ALeS4s+WvQCl4dxuaHTxYpORnQyggh4geEFFgBAU5AiOQzjrRbOZODXVqBezy0sorkFNDfPTqvA5DQ9MUWPK5hxBZOUluNI/T25ttTcb35sX85Zv5yzfiV3LS1vNT1/JT1/JaNw9Uxm0dqte4a7pcbsB+acclNxta2kxlpaZy2T2CqaHJWtjhqpo7YNa+ykm+RA2sPK+mH3kNA3Jg5MiMOTzpEp1/iUc2JaVMwIk7PilEpQqsXpeXFWK85qefWCMLfIzy/xGj23oOcX9GhpFenW2JV1Zs3IGM3QbIUWG7Lakc3B2XFEEIiiEcMixHOcwIpOKIisKIIzLoF18dDFQ1GAosAKIvi2F8MLLMcziGcQDxEPIceyiGERQyMAWBqwDMMihuUBw1M0winoIKAdZ+04MtuhyQYNZrhsZJdW2YVloNGB+UU4pUYTKl4xw41Oc8NTcHACDoyz/WMwKTUH/y2/CZ2aa0nNtVzJMV7JMabmGdPyTekFxvQCY0aRJeOeKeOeKbPYfLvEmvXAlltuz6uwFVZhRTWO0lr8QT1eLiEfNpHVLXR1C1XbRtS14w0dRFMXLe0Bsn7YMQg7h9meEdQ7ivrH4MA4GpyAQwo0PMmNKNHoNBydhmMzSDGLJlXclBop5+D0HDOrgbMadm6BnV9ktHpmcQXqV9jlVbiyDlcNrMGITBZktSM7jjCSJSmWoiFNMzQFv4UAiWgKkRRLUoCkWJJiCZIhSAYnvoFhLIaxDgdjt7M2G22zMWYbsNiQxcabrZzRgtZNaM3IrRqQfh0trjDaZXZex6oXwYyGnpojJ1X4xAw9oGAGJoS+Ma53FHUPs/JB0DkAOvrp/zd0er4tLc+almdOyzOn5ZvSC8xXCy3Xiqw3ih03im03S+w3S61379uzy+y5FVheJVZQiRdWYcXVjtJax7et6YdNZGUTVtXiqG7FatuIhkdkYyfdLKdbuqhHveyjPtDRT3cOgK5B0DPM9gyD3hGmdxSd+e4GgwpmRAFGJ5nRKTA+RStm6CkVrVSDGTUzO8eqNKxaCzVadlEHdcvM8hq7amDXjYzRzJjNwGxivgUtRmg2QZMRGEy0wQTWjfSZNQNYM4DVdXplFaysguUVWr8MdHpSp6d1elqnY5f0aFEHNUvs/CJUaxm1Fs5qoFINJlXMxAw9pqRHJun+cWJgDO8dJeWD4NEgkA3Q7f2UtIdq7Sab5XizHE9KyyV+C5aWi6Xl2dPy7FcL7FcL7On5tvR8S3q+5azy9Xu2G8XYjWLHzRLsZon97n0suwzLKcdzK7C8ciz/IVb00FFcfbZrsqyBKmsgKpvIqmayuoWqaaVrpaCujW5opyQyUipn2rqY9m5W1sN09LKdfYy8n5X3s539qGNQkA8IXYNi1yDfPcx1D3M9Q7B3BPYPMwMj7NA4OzzBjCjAmAKOT6LxSTShhJMzSKlCs3NIrYXzi1CzxC7p2SU9q9OdQTod0ul4nQ4tLTGLum8sLLELS6x2kdEuMvOaM3BunlXPMSo1UKnBrArMzrLTKqSchZMz7KQSKqbhhBKOTaERBRqcgIOjsHeE6R5iOgfojl7qUR8l7QHSHtDaTbd0UU2dVGMHKXlESB4RSb+T+LdCXyvEv2t9tcB+rdB2vciecc+RcQ/PuIdnFuGZ9xw3irFbpXjWfTK7jMgtw3PLHHnlWEElfq+SKKkmSmvI0hqyXEJXNIKKRvCwia5qAlXNVE0zVdNCNLQDiYxuloGWDrq1E0jloF3OtHdDabfQ2u2Udjnbul1tPWJbD9/Ww8t6kKwHdvSynX1Q3s92DcDuQbZvkOsb5PqH+P4hfnCUHx4XRif48UmkmEaKaTitQtMqNDt7hv+OchYqZ+HUDDs1w05No0klPDMxyZ4ZVzBjE+zoODM6zgyPscNjaGgUDo1wAyNocJjrH0Z9g1zPEHf2nN/Rw7V3wzY5au5km2Wg8RFofAQkMrqhnapvI+ukVG0rWdNC1LQQSel5ZHoemZ6H/0a+Iz3fcbUAu1qApec70vNtZ62vF2HXi7DrRcT1IuJ6AZ5RiGUW4TeKsdvF+J0SPPs+nvMAy3mA5ZVjhRV40UPiXiVZXEWWVFMl1VRpDV1aQz+opcrq6PJasrwOr2okqxrJ2iayrpmqbyEbWqlGKdnYBhpkqF7GN7SL9TK+oZ1vkKEGGZK0Q4mMkciYZhn47jZtnYxUzrTLUZscybq4jh4k70ddA7B7iOkbAgMj7OAI+BY7NPyN/iHQN0z1DVN9Q6B3kD7TMwDOdPfT3f2gq4+W91Kd3XRnN93RBWTd4JGcaZczsg6mrZNp64TSTtgsYyXtsFEK61qZ2ha2qglUNdKVEqqqkayU4JUS/GEDVlGPldc5yuscZbX2pN9J/HvyHen5jrQ8+1n3a4X49SLieiF1vZC6VkBeKyAzCqnMIvJmMXmzBL9bSt4tJbJLyZwHRG4ZmVdO5FeQ+RVkYTlZVEEVVVD3HtLFVVRxFVVaRZVWE2U1xFnxhw1kdQNRIyFrG6nqJqpGylW1cTWtQqUUVbei6la2upWtaWGrW+jqFrq2ha5toeukVH0bLZHS9VKmUQob2mBTO2x5BFs72LYupr0byLqpjl4g76W+0QO6ekBXD5D3AFk30d6Ft3fh7V1km5w4I+0k27voNjnVJqekHXTrI6r1EdUio1pkVFMb0dhGNUmBREo3tjISKSNpZeulbE0zU9UEqiTMQwlbXsc+qGMe1ID7NeT9Gvx+jeN+jaO02l5S5SipchRXYsWV2P8BQ8uGW8g9AdUAAAAASUVORK5CYII=" /></a><span style="font-size: large;">എണ്ണമറ്റ പരീക്ഷണങ്ങളുടെ പരിണിതഫലമായാണ് 1879 ഇല് എഡിസണ് വൈദ്യുത ബള്ബിനെ സൃഷ്ടിച്ചത്.പല ലോഹങ്ങളും ഉപയോഗിച്ചുള്ള പരീക്ഷണങ്ങളിലൂടെ ഏറ്റവും അനുയോജ്യമായ വസ്തുവിനെ അദ്ദേഹം ബള്ബിനായി തിരഞ്ഞെടുത്തു.ബള്ബിനെ കുറിച്ചുള്ള ചിന്തകള് അക്കാലത്ത് സജീവമായിരുന്നു.1812 ഇല് ഹംഫ്രീ ഡേവി അല്പ്പനേരം മാത്രം പ്രകാശം നല്കുന്ന വൈദ്യുത ആര്ക്കിനെ സൃഷ്ടിച്ചു.ഈ കണ്ടെത്തല് ശാസ്തജ്ഞരില് പുത്തനുണര്വ് ഉണ്ടാക്കി.1860 ഇല് ജോസഫ് വിന്സന് സ്വാന് കാര്ബണ് പേപ്പര് ഉപയോഗിച്ച് ഫിലമെന്റുണ്ടാക്കിയെങ്കിലും നിര്ഭാഗ്യവശാല് അത് വേഗം കത്തിപ്പോയി.എന്നാല് ഈ കണ്ടുപിടിത്തം എഡിസണില് ഫിലമെന്റ് എന്ന ആശയത്തെ ജനിപ്പിച്ചു.പല ലോഹങ്ങളും തിരഞ്ഞെടുത്ത് ഫിലമെന്റുണ്ടാക്കി അദ്ദേഹം പരീക്ഷണങ്ങള് നടത്തി.ഓക്സിജന്റെ അഭാവത്തില് കാര്ബണ് ഫിലമെന്റിന് കൂടുതല് സമയം പ്രകാശം നല്കാന് സാധിക്കുമെന്ന കണ്ടെത്തല് അദ്ദേഹത്തെ 40 മണിക്കൂര് വരെ പ്രകാശിക്കുന്ന ബള്ബ് ഉണ്ടാക്കുന്നതിലെക്ക് നയിച്ചു.ഈ കണ്ടെത്തല് നല്കിയ ആത്മവിശ്വാസം 1500 മണിക്കൂര് വരെ കത്തുന്ന വൈദ്യുത ബള്ബ് ഉണ്ടാക്കാന് എഡിസണ് പ്രചോദനമായി.എന്നാല് കാര്ബണ് ഫിലമെന്റ് കത്തുമ്പോള് ഉണ്ടാകുന്ന കരിയും പുകയും ബള്ബിനെ ഇരുണ്ടതാക്കുന്നു എന്നത് വീണ്ടും ഒരു പ്രശ്നമായി നിലകൊണ്ടു. 1903 ഇല് വെറ്റ്നീ ഏന്ന ശാസ്തജ്ഞ്ജന് രൂപപ്പെടുത്തിയ ഫിലമെന്റ് ഈ കടമ്പയും മറികടന്നു.1910 ലാണ് നാം ഇന്ന് ഉപയോഗിക്കുന്ന ടാങ്ങ്സ്ടണ് ഫിലമെന്റ് വില്യം കൂളിഡ്ജ് കണ്ടെത്തിയത്.ഇതോടെയാണ് വൈദ്യുത ബള്ബിന് വന് പ്രചാരം ലഭിച്ചതും.</span></div><div style="color: purple;"><a 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" 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qaWrILiykYio0c0ubyqHhqZWl0fmZ3v0WjZMrlxZrbPZOpRqno16k4elyeTNtOoTGFPYzupsqmxrKamsbW1sLw8Ky+vtLIqISU1PjklNDwsKf5JcmrS+dsPPjrhG1rFSefNxQk2nor24iWeBCkSK7TF9FhjeqxR3J0UGVY/By0LKHMbFbmhaWa7aXq3YnS9cc5eNrZdbNqi2iGrf5Vsg9IZtHQGzTHZ8mYhcQoO1O9+VLW9r8H5Rqnl3Wrk9QrsV0Uuny6pVDQwQOLz2SqVQKuVDg4qTSb91JRqxMSWyRtpne0cbk0rqY5EpvEE4fEJwWHh0U+flFWUZ2ZnRT99UlJWWlJWyuXztHqdvt8wNTPN4XE/3b8vryD/b/7ub/vU2sxnee0UOpPbk19S8bywtKOLJVKqG9rIpfWNRGonU9S7tLs3PL+gGR1jy+TasTGhqo8nk3awWXQBn0DpYPQIiJSO1k5afmlpLYHwvKgoLScnNTMrLik5JCLyrt+d2zcvRUSGnPP1P3orJI2iqRv05GrcmWrsuQEy1ZAgssUKLNGcrQftM48oi5lya3BLb2ynJIWtCaxjJLI1pboF6go0TTmDycrQLt3RDOLlKt7VGuGVOtHXGaTvSsWnOrbfK54/THAcbkXfLre8Xmp/pdTzZi340Hp7BXp9A53eYzAoTSbd5KTKbJYODuZW11S1kdo5XI5CWVzXkFtRFZOe6fP//LnPL/4sMzNzb29vc3MTACwWi8PhAAC32+1yuVwul91uX1hY+OUvf/k3f/M3qWkZKIAbBVJHF6WTRWNyniak3H8clpT1LCErh9LNbaLQ6khkllQ2sbauGR2TGY2a4RECpaO7V6wdGWb0CBg9ghYalcxkdLLZrRQKgUQqKCvLyctPSEl9HB7hd//ezWvnQ8OCvj1z6bUvz3z3OPf7OOI/XUj7xdGnPp8F+XwR8T9+Snndv/rrZPbJXElA62SBFuOtA3MWmgesce3aWLIhqk0X32UOJmgCG9Xx7Nm47vkw2kQweexR+2gIdZKwAV9UzXxYtnCEaN9fb3+/wvpupeelIue7deDDUal6BwZqOjqEer18eFg+OEQX9zbSOju6ua10JoHa2cHhNLSTdSazWK3x+cu/KCwuAEAAMADweDyAA+Bg2dnDENTtdAGGA8D8/Hxvr7SwsNjH58+CHgejAIbBEaXa4AFAAGZX13v7NEU1dZdv+xfXEFgilbx/hMYTiLXq9MLcj44c8vnzP/vxwoWskqKgp09v3Pf//szZL3784e2PP/23V17+5viJH06evHHH79yVKyfPXTz20/GL504+Cgo4evbyZ+fuhVVzK/X2HJUjRweZOsjQQJrckyb3JIlsYZ2rT7i7NWbgbwF7HroXoM0M7GWgzQPfAt27QJyGlnmgbUL9FHRsQeMcpCmxFgucpboOE2yf1Oy+Xrj6QbVrHxF+U+R8pQL3YctkArW6gUqVDgz0mcx9QyMl9QTVoIkvV6bm5jeSO8gs5uLW+qpl+19f/lUHg4yDAwerw2nxuJ2AA2AAKIAHAAVAcUARHENwFHAMAAccYGxyaGF5anpmbnZh1eYGuwfbtO+5ADYdztG51bjU0uSMKgpDqjOaA0L8olPC/u31l//sb//2xLXrzQxGK4vdymCwxJIWOr2RTKltbStraCqoqMoqKE7IyIqISwyJiPS755uVlXX07LWPTtwpFEzk9K6lyOwJcs+TXmeMBImXoLFiT2yPK16EJMkgqw/aZqBzERhrQN+AjnVoW4XmNSBsQLJ2o24DqtcgfwbKViBrFBL6oXgNjjRa99W7P6hxvFftfKfK82Y19mol9lI55tPVw5cPGOrJZJ5CMTg1I1D2tXWxu8XyrIJipWFAaRhQ9utWtze3bFukTtKeZ2fXuWJ3rwO4ADDAwLnndu95AAVAcEBRwDw45gYMxzHAccABPKjFal9dXV/b2nV6x5Q91GYHlwtgfsNmnrC1UzUPHqZIFQY6q11hEKpHjG0cDluhkA8Pk7m8ZgaTwhdUk9rr2zuqmltL6xtzyyvT8wtj0zPD4hKCw6P87t3Jyn529NzNT07dy+dNPJNtpytd8TIkTobHyPEYCRrd4wnnOkLZjggu8kTgiWZuxrDXYrlrMbyVCO58MHsqkDVxnz15oa3fv2flGmP2dPvUVdbW6faVbxtmzzOxQ42ujxvQD2qRt2uQt6qQ16uxVyvhpXLMhyLgSo2GuvZ2nkJhmlsg0rqYPRK+rK+igWBD8fn1zZHpCZvHhQCCAIKACwUHDg4AxO12Yx4ADAADQABQFHA3gBMHJwZuBFAEAAEcwLWxubi4tGZ1gBfODYgTXAtbm3sIOBFY34KExGoyRaBSy9VGZf/EmHx4WGI0shUKUjeHKujpEonrKdTatvZKYktJXcPzsoq0vIKYtIyQmLigsMh79+5kZT/77vytA+cfPO8eLVTu5fRh8TIkXg4xMngqxiIF7pBux0OW/SHT+ZjlDmM4wrrsIV17QV2WB50796ib19tXLrYuXaFs3mTbf2pe/apm/gTJ+gNx93DV2tFm18FG9Ge4t6vR38HRe4V8tbKRQlEODhrGJupI5NZOllw/SGFxhiam7BiMzc8srK0sbS5t27fd4FrbWbK6LDhgAAA44Ah4yxxgHgAngA0HGwJOD3jcgHlwDACZn5tZXNhAEEBwL5zHDrZtt90F0NM7UdcoS00jtJKENAZbM6BjiER8jYajUlGFwi6RmNEraedw6ynUOhK5qrm1pK7h54gLjY0PCov087ublpV99NzNb26GP+8eLdU4nmsgToLGyfCnUngqxiKEaJgADeFjwXw8lA/hHAhhQWAXHtCF3WfA3U7sWofnQpvzGh2uMuCnVve3DbbjJPi+Ffui3v51Mxwk4J80Yh/UIu/Uom9Xo2/U4K9VwcsVuE+XuKdbIW1lsVQjI1J9f69WX97U0kpnCxSqls6ukamZgTHT2t7OrmfPAS43eBDwuDDn9p7Fy+V24Q67BwAAdwM4cLCiYEXA4QK3AzxODMEwbG1l02rBcQxQHBwI7gKnBd22gXttD3mW33HydNSTJ3XE5l4SuXtodKJ/fFI/NSUyGJgyWbdcQRX0ELrobezuBjKluqWtrKEpr6Iqo6AoPjM7PD4xKDLaP+B+Ylrm12dvnX6Uks+brNAjz9R4ghSLl+IxvXh0L0SJIUwMoWJ4LILgHvBnwV063KLgNyhwgwZXKHCeBCdb4EQLnCTBD83wTRP2NRE/0ogcrHUebPJ44T6sQ9+pRd+pwX4H18Hn8PoUHTyeWK8Xa3SrVntjR2d6QUlNS1tFE6GdzuTLegfGTENTI25A1m0bxomBHcc2AtiuzW6xuXEAAHA4bDg4cbChYEXAhoDDBR4bIA4U3dzY3Vzb9TgAUMBxcGHgAacTbDse26rFExZZkpvPITRpT50K1WinVAaTzDgs1OtZcjlboeAqVR08PqGL3sHjN5ApNa2ksoam/MrqzMJiL1xw1BP/wAdRCcmHT127HV9c1rtQpUezFUiSHBLlECuBKDFEiCBMBMFCCBDAPR7c48FtLtxiw00WXGfBVTpc6oTzNDjeBj+R4QQNjtHgWxJ80YocaUOOtGEHmuHTJvxnuDdr4fVqeKUSfMh8DrdPQeruFuv1iqHhibV1iW6guZMZmZRSUFNTSSA2UUhF1RWZhdk9SlFTR+Pf//pviVSCGxAEsOX1DTeG4wAujx0DJw4OFGwIOBBAXIDbcLB7YHZq0brldNvBZQcMAwQAAYcbbC5AXAD5JfTmtsE2kunXv/lhZQ2GxpbkgyMig0Go14v7+/l9alqPkEhnNFBp9e0d1S1tpfWN3oiLy8gKi0sIiowOCA4Ojo777PiVoGeEGuVapQ5JlzjTFJAshzgpRPdChAhCxRAkBj8+3OLBDb7nusB1jYdcZiMXGOhZGn6aBqc74UcyHCXhP1DhaCccbrMfaLUcbLd82rx7oBn9tAn/qB57tw57txb/HVxXr5AllxC6uvpMpoHpGZZUNrO+vWyxKwYG86urw+MTckoLO1j07l5ubnn+oR8OXfY7X0OqmNuY9dqhgOGA4ODGwe4tcDi4UEA8AE4U7C7YWt3xatksgOOAAtixXQdYlnZXrShsWyEimlhcIouIqjeZrfqhOe3otMRoFOr1bIWCwhd0CkV0cW8bu7uORP795uCtcYERUQEhYf7hTz85djmytKNRu12pd6eK9jJVkCKDOAk8FUN0L0RIIUQKAWK4LYSbQvfNXufNXuQK332O6TpFc53uRM8y4AwTfqDg33ViR7uQg+2Wgx2WA9TdD5u3Pmv5E3A0kaCrV0hg0FVmk8ps1oyP90/NmhZX5ja3V6xWw/h4WVNdeEJMdsnz9IKsS3cv0ATtLayGNceSC5wIePbs2wAup3MDwApgAbDi+J4HcXhbx/LC5tL0kmPHASi4bOCwYygAAg4n7G06LS6ADQuYxuF//tWRTsbE6KRToZtUDI5KjMYenY6jUrGkMlqPkNTNIdIZNa2k2rb2iiZiTklZ8rPcuIys8PjE+6HhkUkpN4Mi9p248bSSThtDS5TWPJU7R4llyiFbA08Ermgh9kQBgT0QKIEgNdzocdzotV3lWa/yHL4iuNKNn6a4z3bB922uYxTseyp6hOQ41GH/ku76jGp9t3FjfzOyjwCfNr1YG3rhXqsGH6qQ3ynuaaJ3/Se48aWVqbW12c1NG6ATy/NSvYIj5b938J3rDy/ShK1O2NtFNlCw4WCbmNS5nAsKGUWjpGpVNH0fq18nXJw1u63W3fV1wDzgcmAOHDAAHFAAB26x4rsuwBY3nRsWGB4Fn198tLQGSs2CcWz5T8HVtrV7a1xOSVlqbn58ZnZobPzd4JAH0THn7we/9+PVvE5No2b3uWijUOHOlrjSxc4cJSSK3bEi5IkEHnDcvkz3VbbDt8d5V4Jc59ovdFku0exn262nSI4rTDjfCWfpcJwGX7WjB1tdB9rd+zs8+0ju/UT8j8O193ApYkE9vVNuHlGaTOqxMf3kzPDC8uDs3JLVuu5wOAGcAKv2zW23xeeXPv/21j9Mbgzvwcama1Fl6CkpT7l589ub1w499PsqwPdAsN+hYL8jATcOh/n/lBZ9Lyvu0ZCG57auAIYBBh4XhgOGgMuK7VkQz5YT5lZAqXHGJVGWNkA3tKQzTymGTF44bl/f78PVkcjVLW3FtfU5JWVpeQXxmdnBT2J8Hz6OyMg5dT/0yxuPOwzrZZLlPOFGhRYr6cNT2NvpAmu62JkidiXIIE4FkQoIkcM9LvJQDPd54NcNgQLw74abNPClw/l2ONUGx0jwfTscaYH9RPi0BT7vgP1E+ONwbfxuspBX10WTjgwpRkb6Rkd1E9PDC8vmpeVlm21xd3dxd3PLbd9G9lyA/P1L/yAZ7B1fM40tD1cRCo4e+yQq6mpa8s3c7OsF2eeyE7+uLjhdX3i2MOX77Jhv0sO/yog+GRX0k5DTtLM6CzjmsNk9qBsBlxs8G3aHE8A8BQeOBAyMYFzx5OjshmF8XDE03Dsw4D2I9sK1sbu9cBWE5sLq2pySMu8c9yjqyfXAIL+nSW98e+pmYhF3ylWn3q7ROIrl9lyRtVID+RJHoQJJEljCGOvhfFsA2+rHsgawXEHd2D2q7RZpJ6DTfb8LudGyd7XZfrnFdbze8X2D22t3mAj7m+DzNthP+BNwLVwWScCpoVF6h4ySoSGF2aybmB6aX5rd3hmen1/c29tCnU4AC263gzu1IIPIbF2yLt96eOOS74myquTMTL/66kfN9Xezkz5Njf5Ne/URPvk4t+X7buJ3rUUH2sp+Sor6JjnuemlBvMe5DYC4EceOfcMNyKrFseOC+XX4i7/6bGwORmYdQ9OzsgG1zGgU9/d7922MXgmFL2hlsZs6u2rb2ssaCfmV1dnFpam5+U9S0gIjom48Cn2SX/5/Dh9PaeZWiCaKhPMNBk+haKdK5S6V2lK75ssUjjypLZG/narwRAmdkWJ3tADN6oMUKbhlF4kAACAASURBVITQtx+SVx9S1sKZ1iQpJCjBj4GdItpOtMAJMnzbCgea4AARPvtTcMRuRiuPXUUhiwcHegcH5SaTdnxqcG5xfHXNtLi4i+NLth0ngBWca44t1bC2rLmupLEqISepsCKrpj6NRsngseLL8r4Jvf+Xwb4+Dfn/Qm94iUN4RdbxHqP6193EzzsIN/Oe+UaFXZmd7gdwYeC2uiwO8Oy6YXYVqWiQFVX1Ti7B/BaMzE3xNcLeAb1Qr+f29TFlsi6R2Pu52kClVTW3Ftc15JZXZhWVJOU8D49PfBAeeSc06lZM6lvHr5INi/WqJeoYsGYhl7v2nLPql9976ikpkTxWILXkSPYKDJAod6Wq4XbDSLEB6OtAmofyAfx5n61yBDp3oMsKz01wj+U41bJ3rAX9jgRftsDB/wKuqZtO5DIrO9pFxn6x0SgbGdGMTQ7OLQ4tLExsrG8hyPja4vT68jayt4vZxlemf/3e27Wk1ojEpyw+hStoJLfFM2lB0UH/GBXo8+SBT1fD33Fb/ien8c9VnX/HrvMRkF6jNJ8ltUZlpN4bN8u3thZw8KDgsaJuF8DEguO9fVdnV0GiWRFpTP0zw7oprahfLdBqu5VKukTiLXCELnpdB6WC0FxUW++Fi8vICn4S8yA8MiA67siVe+eiM/mzzkb1Sj5/7tYzzi/eu+Hzl5/5/ONRn7/Y98v3b/zmdMLfH3vy1yfifA4+9Pkm7Fg6LUM4T18F9hZ0LHgax7Yax7fbV3AeCtUL8Fi8faZ15nvi2o/trqPt8DkR/9NwLEYzh11BJgkHDBKjUTEyohmbNM4ujK+va8bHJ9fX7QAWzL2DOJ2AWcHt8+d/1tXDDU8MbyKXqbRdY2ZaWcHZQN//EXjdJ9LPh9v657w2H1a9j4L2t8w6H0HHq8TaE2Wl96OjLq+vmQFcKGBODLFjMLtuG5re/f500MIm6Mxbc9sOkUGmGu0T6jW8Pi1LpqSLe6mCnnZWN4HaWd/eUd5IKKqpyyurzCoojklJfxQRHRgW+Sg25dD1h7FEXotxs0qxWquzNQ9BgXA7i71865ngo5u5j2v1BTJrumg7TWoPZi4nKRwhtLF8naVhAqsbdzfMeBpmXJXjttJxW+0SPBuHR+Ltk6S575pXj1OcR8noZ03uz4i4d7f/QSO8Ww9ve+FqwKeOSm3jcEqIRL5GIx0wqs2jiqHhgemZwdk589Ly9ObWktW67nLtYJgVwAlwN9ifIaaVNWcFx12jssrUGtKDO58E3vr3SL9fRt7xoTX4yJg+YvK/8tteJ5b9NbX10/LSy61t2VMzart7Y9e+4wJwAKxZsR0EskpbSOy+kXmrfGByeG6lf2JMbFALNHqOUsvsVXYKeykcQVsXm0Cm1rWQiiuqy6rrcgtLktOzomLiYxNTzly4HJKQfehWbIVqo3kEK5Rv1hqxIpUjV2KtHIBnMleWzJkucSb1umJEzugeZ4TAESKwB3H3ArmWgO4df9bWHcb6ra7Va52rV2hrFygbZ6nbJzssP5LtR0mOr1tdX7Z4DrVg+5rhYyJ8RID3X8Bhr1djr1djPrXkjlYWu6SJwFEovXeT5INDhskp48ysaXFpamNzcc+65nRtoy/gOFJ+E6VmG5um9dRcvXP86vXvb10+FO5/4PG1v3vq58No8eFTfTqrX2E1fdNJOCwTBgz0N42MSR3uVRQcbkBcAHYc1h2wsAOffn3WvGib3nTqx+f7TGP60XF+n5qv0rPlarpIThWIOli8lk56Uyu5jtBSUVNfWFqRnVuQmJoR/SQu4NHj+w+DT958eDO9pbbfUz8EBQpL9QDk97lyFM48DWQqkFQFmihDY6XoExEaIfSE9niCepAAPnqPj93hYrc4yHUmconpvtCFnOlCT1I9x6n4jx34d+34NyTsq1bkSAt6sAX2EeEjInz4+3A1yOs1iE9VG4lIZ5Q0EejiXrHe8PMCf2B6Znh+YXJ9Y37XsmJ3bCHoHoATQKrT+gbecYPFjm8srS/wuKy48EfxQRejb3+Q8OBvuhr+jkn4J07TiTHFszljyd4GC0fGMdgAsKDg8gBqw2EPgQ0nyAdmf7zov4uBaXFHY57h92l15jGRTs9VqplSRaewl8wVtDPZBAq1obmturGxvLY2Ky8vNetZfEp6eFTspeu+sUlpR07fzGWPEE1Q3Y+UahwVejS/z5WnRjKkrj8F90CA+Qnwuzzcl4veYKGXWZ6LdPQsHfvPcC3YkRb8v4KraGltpHWWEogdPL73apdyeERtHjVMTg3Ozo2trM5sbS9ZbRtujwXAOwz/y0u/nl4bQ8Cx53B6nDi4YXNiuDjuRnbY+80lv2qvfF3HTgLHBOAzAAuALQPseNBtB7rnQD27HtSOw6YLIpMLuYoR89KeamRWOzor1BrUwyaRTsdRKBkSOa1H3M7httEZjeT2WgKhsr6+oKwsNTs7KT0rJiX9YXjUhet3wmKTboYmtRttBDNU6Fw1RijRenKVjmIDpEoc6QokVY4nyvBYKfaHcPf44MtFb7KxKyzsEgM7x8BPUtDfwbXB/x2ujNhc10EpIza3MFkinb5Ho+0zmVUjJt34xMD0jHlpeWpjc37XsuZ07eLgBNhDPPuP7DdO6hBwoAAoAuAB68Jic0F8Qex3DYXvNBR+ouNUgtsFqAO1b7gcKwAWN7LtAZcLx60ouAAmVuyHf7yyYgOZcVo5PGVaWFONjCoGBrvl8m65gi6RUPiCNja7pZNW395S3VhfVlOVnpebnJMdm5oeHp9480HQNf9HV/yDi0jcDpO7bhAv17gbRqBE63kmt5UOQLrM9QdwaKgADRJg/7/BFTU0VrWRSgnEug5Kj0bLVar6TGb54JBmdMwwOTU8vzC+uja7vbNid+xguAPADVh9a1UTtWJmw4wAhgNsLm051tcrs6Kex/zQWPJJffFhKaMKXAAo4B63y7UNYEMxOwqIEwUrChY3tDJE8dnlxpnNoblNxdCkfny219Av6+/nKBRMiYQmEpK53FZGVxOFVNtCKK+tLqooS8rOSszOiUxM9g+NPOPrd/Nx9NWHkV3a6eYBa60RK9O660agTI9nyx0lRshSIukKLFmBJ8jwWCkWJcbDRS/gAnp+m6oc/AYLvcxEL9Lxs3QvHPzYAd+1w38LLre6ppRALG5sKiM2c5UqRq9EOTwi1hvU5lH9xOTg7Nzo8sr05tayzb6NYg7AbegOX05JKQhyw/Li1qQbtQOO7K3PlGQ8SH96uK783frKA73sMnA5vcsIDLMDuNweGwpgcbgtHljcdAZEJA1MruvGVybWbLLBMYlhmN+n7tXpOEpZp0hA5nNaWPQmansdqbmisaaooiS3uDA+Iz0mLf1RTPyVgKBTdx74x6RnN1KYgyuNhr0mE5RqXBX9eEU/PFe5Cw2QpnCnKf843H0Bfo8Pd7hwqxu7zkQuMZALXdiZLuwP4OBIM/xXcDkVlYX1DQV19QV19d1yBa1HKDMOehNWNz5hnJn1ZuuS1eaFs2Pba9bxwz++uoWYN2wzKNgAbPNTmvrS0MyEA+Wlr1RXfiTmFwOyh4HTDXYAD4a77XYrCrBrd9txmF21fnPq2tDM1viqVW2e7TNPK4fGZMZBgUrVzmVTBNw2Dqu5i1JPbq0m1pfUVuSXFmYWPItJSw1PTPSPjDlz7+G5BxGBaYU9Y2tkw3LjgKN1Eko17mKNu8II+Ro0TwPJEmeaEktSQLwcnkohshcPFaGPe9AgAebPx+7y8Nsc/CYbu8ZAL9LR853oaRp+koIfp8KP5P82XEZJaU5FZXZ5RVJevnc5wlP1CdQamXFQbR4dmJ4ZWVj0Zuua07WHo07cse1c/Py71wamhQhYULDt7Cw49yZLcu+mxH3U3PJefuHLvaJ8j2vNgW2gYENQBwBgGLgxsHvABVBa21ZLYpkXdowz69qxeeXIuHRgqEej5crlDImIzOtu53UTOzvKCfVF1WX5lYXZBdnxGclhcbEhCYmXH4Z+fyPgXlJevbCfPbrZrF+r73dWD+CVBqxUhxRpkTw18rwPz+rDUxVoovwFXJQEwsQQIoQgIfjz4C4PbnfDTTZ2nYldpKMXurAznXCKCn8Erhn2N8NHRHi/Ed5rgPca4N16eKMWfbXK7ZNWVJxTUZlRUppWVEzq5jAlUo5C2aPReturfmJyaG7eOwkv2+w7CIIAWD1798Nv9Q2L7NgeCojLtbu3M1mW9yDuyfv1DW/mF7+i19YAWLxbGwBsb8/mcqIowPK61QVw/3HM4PT68Oxm/9SyenRGNmgW6wd4KhVbIu4UCWrIbQ2dlCZqR1VzY3FNeW55fkZuRmxacmRy8uX7gUev+F4JT0pv4bZq5mmm3dYhW+2Aq2IAKzdgJXqsQIvlarBnajyrD1LleKL39FwKkWIIFeGP/wDuGh2/SMfP07DTNPwk5b8F904d/gIu/tnzjJLS+GfPM0vLqkntdHEvo1ciUGuEWp3MOKgZHfMOdOOrawuWvU0n4gZweKCZSmrubF/fs6MAgMP22kJVYURK3BEicd+zvNdF/FKHY9vqsnjADTggHsAxQAG2LKiqfzwgJHbVjhunV3TjC8qRyd7+QYFa0y2X04WCDj6nrqOjnkatJ5NKG2qeleSn5WQ8TYkPiXkaFBt39OKNr6/eiylvJenmqaa9ZuMuccRVM4BW9OPlBvgZLqcPy+iDJDmWIMN/Dw4eCyGo57+CO0b5D3CHif8Z7t16eKcOf70GebXK7ROenJLwPDciJdWbs+0cbgePz1EoBWqNpH+gz2T2DnSjyytzO7vrdsTmBpsHBien74eGbeyhLhQAg+3lxZLs8KToI8Smz4uKPlLLmwHHvPtDmxXxLq0dLkAA4tLyGXzF4Mxq/+SSZmxWNmgW6vp5qj6mRELjc0nd3UQ6o5bcUdLQkFNSnPIsKz41OTzu6cPIqAt3/U/deRCQkl/FM7AmHWSzq9ZgqTW6q/qxin681IAX6tF8Df5MjWf14Rl9kCQH7046WgrhvRAiguAeeCQAPy5+hwu+bPwGC79Gxy90Yedp2GkanKTAsQ74oR2OtsHXrfBlMxwmwgEi7G+GDwleNfxnuFcqXT5BsXGRqWmhiUmphUUJz3MbaZ1kLq9bruD3qXsN/d6BztsiZrd31myeTStYEdiwOz4/+u22HXNjABjsra9W5T1JjDhUV/1JUf5HRhUFUHA7sN0dp8sGgIHDBjYHrGw4b/iFbVhx1fCUYWJBPTojNZp6tAaOQtklElG43S1MZi25o7C+IaukJD0/Ly03JzE9NeTpE7/HoUdOnH2cmtfA19IG1khDVuKQu34IqxjAKvrxcgP2+3CZKiyjDxJl+O8XuMdCCO6BwB7w48IdDviy4QYLv9qFXejCzlHRU1Q40QE/kn8PjgiHCHCACPuIv4N7pw5/uxZ7rdrzSqXLJyAq+lFMbFhScvyz508zs8qIzRS+gCWVcZUqkU6vGBr2DnQjC4vTm1tLVse6Fd1DcRs4j10+Pr64gAAABu691bJnj9OeHGpu+Cw36y0Rs8KzY0eduPdKjscFLjugOHQxpSk55XNrtoGpZd3YnMo00ds/zFOrWVIZraennc0kdHVVtZEL6hqzS8qyiooznj+PiovzDQg8e8335I17xS1M6dQee9RWp96sH/Q0jUPVEHjhvHmap8Zy+rBMFZaqggQZ7l3mR/wW7lEP/kAA9zhwuxtuseA6E7vaBedp2Dkq/jPci5dxzfAFAQ4R4DMC7CPCB01eNew/wN0JCb0VFByWlByWlOy9nN/B49N6hGyZnN+nlg4YVSMm7dj44OzcxNr63M7OhmN3B91wwnpubRKVT0LAgeN7Htt0bvKV+PB3SIQPK0ve0/fWg81m297d23HsbWNOG9j3wOmG1IxSgWxgcHzJOL2iNk3LBs1CnbFbqaSLe8lcbgu9s55CqWgh5dc0ZRWXpjzPfZqQ7P8w+NKt22ev+T6vItAkA9JpG8Nsa9BZ64egfhQqhqCsH8r0eIke/ijcEwmE9+KhIgjuwf8Q7konfp6GnaVgJyn4T2T8j8J9SvgPcG/VoK9Ve16ucPrcDAi8eOdOaGz8g8jIkNj4uMzsdlZ3O6ubJZZwlSqx3iAfHOkzjxumZs3LazNbW+v2rTXXkg1WFROc9KIEF76LYDu2vYmG8uC4sLdry16pK/twcpC2sTD7LD39i4NfNla1ry265mf2RszLoRGp4/NbM2t7quFJ5ci4ZGCEr9YxZS8WCwQara69Pa+yOqOwOD4zKyIhyT8k7Jp/4I1H4f5PUiTmJd7wWtfgFmXEThpBG4egegDK+qHcAKWGF3AvOoMSTVVBvBTzwkX+Fi5I8ALOlwO3WHCdAZe68PM07AwVO0nBj5Phh/b/0Bk+b8L/E9zbtdhbNeirVe6XK5w+5y5dvX7nTuTTOP9Hjx6FRjyOiK5qIrZQOzt5Ap5c2aPR9/YP941P941Pa6cXJzd2l3Z2tzyWeXxpzDp++tJpFEURzLNjWSgvDomP/KSjfl9N/vtqJREAWZqbbWls/l9/8Q+/8PlrZpekrZVVXd++tG0fnJobmltUDJt5Wn2PTifQajt4PY0dnbUtlLK6xrLq8ueFz6IS4x7Hxl4Pivjs5JVLYal04zLTbKGZ7eQRZ9uQq9noahxwNRhcNQZ3qd5TqPcU6JBcDfKsD8lSImlyT7ICj5disVIsuhcixFhYDwQLsCAeFsjDb3fDjW64yYKrTLjEgPNd+GkafpIGP5Dhu3b4lgRftsGRZviciB8kYPub4ONG+OD3nie9WY29UYW+UYX6XLh4+dK167d879wLePDwcUj406dJ6VkdTDaVw+NI5Vylukc7oDBPqMZnNdNLY+uWxa29JdvOMuws4Bu37t6x7NgcTvfO3kpmxv2EqM86Gw9W5b4rkzWggAAgO2tbhFryse8uZaWXfXf03MDwzNy6RdinUwwNC/V65egoUyar66A0dzIJHYyKxraGZlJBUW7289S49KR7YeE/+T64HJGS3SFmTNo7Rt1tZqTVhBJHPIRBT+OAo8ngrDM4vXB5Ws9ztSdb5UlXelIVniQ5FidBvZduIkTwe3DghbvGgstMuEB/8a7rJxr8QIajZC8cfrgFPifi+wnoPgL2M9y7tfjPcK9XIj5Hvj7605nzF69euxMQ4OvvHxkb6//oURO5ncxis8QSllTGUaqlw6Oq8Wn19IJ5dWdh0zKzvbEGe9vgiE9OMuiMTpdn27KcnfUgLe4wpX5fYeZrYkk1Ch4AD+Bg3cG3N/ClRdsn+77JyC3vFivHFlc1o2PSQSNTJu0SibtEYjKbR6TQy+uIadm56ZlpsUkx4XGx5+/6f3vVL7mOypuydo7ayGZXmxkhmLDGYaTR6Knvd9YZnFUGV4nOXaBD8rToz3ApcneSHIvtRWJ68SgxHi7EQwV4EA97xMUfcMGXDdfZcJX9OzjvN4MX7ps2+KIVO9QMBwnYfgL2aRP+kffNdAO8U4e/VYO/WY29VoW+Won4vL//4Gdffn3trp9vQOC569ceRUbceRiY+vxZM41KFwrZEglboRAbhxSjk31Ts0NLazOrOzNbWwuwuw0OMo1aXlqBAqxtzRQVhaQmHGoqeysv7SWtvgUF1+7uKu5BAAMUg+Ky1mYyd2Zlr6S++W5ohFhvkA0NdvB4nUIhT65sJFOel5QXlFYXlVclpqYFR0Rc9w845RvgF5tNkIxIl6FtaLfd7Caa0cYRrG4YqzUi1f3uKoOrQu8u0rrztJ5cDZLTh2SokFSFJ1HmSZCjMRI0uhd7EW58/CEPDeRi/lz8JhuuseAKCy7R4XwXnKbhJ6j4cSp8145/245/RYIvWuFQM3xG/B3c+/UvRt+3avA3qtBXK5FXKxGfaw8evfrxvmMXrlzwvXPhlu8Nf7+HEeEBocGVxAYKt5stEbPkMmF/v8w8qhifMMwujs5vzO9aJjzrS7BrnpoI8H+AArawPv487378k0/qi18tznl52ExBwWGzbeIo5kZgaHTzxr2o2RXn4OTy4MxKB1cUlZb+OD5eqNXyFIqimtoWamcLmZqWnZuW/TwuOf3ew9CfLt66G5lM4GkFE3t0k4VsdrWY0SYTXj+CVw/hFYNo2YCntN9dYvDkaz25GuS5Gv053BKk7ngZ8rQXiRKjP4dbIBd70I37dcMNJlxlwmUGXOyCc51wior9RMGOUV7AfdmGf9EKnxPxz4jYvib04ybs/foX3wxv18LrL8INe6UC9WnnSw4eP/vG/kPfnDl/IyDw1JWrDyMjfB/4p+blNFFIDFEPWy4R6nWSoSGZeVQ7NTc8vTq3azU5VqY8qzaP69at27uOveWtiYys27HRH7TVvFOW+4pSXesBqxvZBQA3gGZwJS6tfHh2e2RuSzc2pxubkQ4YyVzemRs3gp9Ed4tFTa3t+SXlpZU14U/iAkOfXrkbdOpGYGpZq3LOIZzx1KuWKOMowYQ1mKB6BCqGoWQQKzaihf1IgcGTq0GeaTz/IdykSJwEjRKj3rbwWAAPefgDLna/G7vbjV9nwGWmN9zwF4ciZPzHDjhKwr9pgy/b4HArfqAZ309AP/0t3Lv1L57ov16NvVqJvFKBvlKB+mjnNlPLG9489M0nR386f9f/2OUrfo+Dbz8KCAwPLqotp/LYTKlYoNWIBwckI8OaydnByeWJ9Z0x9/oMsukCSExMVunVu66FnOf3YqLepRI+KC94jSsqtCKbHtTiQRE7CqEJhVyFaXYLM0yuKIYnhmaXO4WiVjpTotfHpKV+8cP3TxISqhsbk9MzYpPSrtwNung3PDSlpLVnSD7joQ/vNWq32segcQSrHYHKESgdhsIhPN+I5vajuf1ojhbJ1qCZfejP4RYnQWMkaKQICRehIUIIEuAPeXgAB/dn43e74Rodv8z0hht2ioqd6MCOk/EfyL8H1wIHmmEfAfukEfu48UWevlXnfe4Lr1ZiL1fgL5VjPsKxFeXs1jfX7r/71bGvzl45cf3WzcBA34f3L9++nlX4nMymM8UCvlop7jdIh4c1k7PGiZXhhfVp3LIIFhuGNjURm8mtHtjKKwiIDH+T3PhedclbQlmZGxwArl2LdXEXP3s7YmID0Y6uDkyv9U8vcRVamXGQr1BROdxusaiFRn3w+PHxM2d8/f3Dniae8w25GZxeSZHLphzsYQvZsN01CaQxaDBBjQnKR6BoGAoGIXcAe96PPzNg2Ro0S41l9qFpSiRJjsTLkFgp9kSCR4ixUBEe3AMP+fCAC34c7B4b92XjVxj4JQZcoHvzFH6iYD+Q4XsyfEuCr0hwpBU+b4X9RNwL91ED/l7d7+Beq8J/B9dtXmcNLbXKht76+uTH35/+5sKVqwEPrvnd8wt+eMP/dhO5hcTs5Krk4n6DbGREMTxmGF00L2+Ne7ZWwbVq2TWbx2KT4+34WlbuvZgn77XVvVte8IZAWm4HGwCCAjB69c9qqFPb+MDslnxwSmWa4il1/D51t0TW0E6ua2mrbW7NyCsIi4m7eufevi9/PHs3OqWc3jtubxROyFegaxTpMKMVfZYilbXciNVOQMU45PVDep8zTe3J6YdMNZapxtNVaLICTZSh3nCL7sXChXiIELxw93lwjwN32PgtFlxjwUUGnO8C713MkzTvqa833PAjrXCwBfYT8U+b8I8a8Pcb4O1aeNP7OxpVuJfsN2Xo/ylFfOimXfEC0qIYD0wv+83+b7+/evvMrTuX79y9HXg/KPxxTGoCvYfLEPWIdDqRwaAyTQyMrQ4ubGg35+bAsuNy7lrsdx76r+xOlVSGRES801D2emXheypDixswu8O1uePwC0+i9vZPbqOG6Q2hdlgxPCHUGjhSOVMobu2i15PayxubnpWWJ2Tl+D+OOHru5qufn/WNreCZHNIFaNPu1KrWmwx2yhR0zEFpP5Iu28lRO8vMUD4Oz/shWebMVONpaixVhScpXxyUR/diUZIX50iPBBDABz8u3O2GO2z8JvvFL0Kc64TTNPxUJxynwg8d8KKfkuDzVm+ewsdN2O/DvV79B3DtwzbRCtAGN5tlox+fuP75qcvHrtz8/+g666io/uf/Xwu7E7s7sONtBwa2oogYqICEQXf3drPLEssuuyzd3R0CYouIrSgoSGzfe+f3x6Lvz/fz+37PmcPh78eZufOamefMGt4wvXHX4qGTw/U7t4SJ0uzSkszy8uKmppoXbx69+vrsy8+ajrevlT9+KeQ4gKmV2YuPTVTOPTu7tdLIzVzGpqoGqQoAx6GrR33axPL1T0Xzh85Hb79UPm2tePyiuK4xs6QsPjNbmpHFFcaGMNkBVKaLf7DpfYdztx+QpGX8oraNF5x8Yuuy2yG1FZJagVvfF1rSGfECot8CqUHlXyEjNQP1CfhVqwLrML9a3LcGvKox90rMuWIwLWjbltaFYJEPd/IG61OTTDD6j+fbqWQ4kQz6CaDNp3vi/hvcumhYGQHLI2BZOCzlweIwfCEbnc/G5rMxRNSiSG3Dc99hWS97nOixK/caHD5/9fJNM1NLa3MbqztWd938/XLLK5IKCkubn1Q8eV3z9MOzb7+aur++lHd86e6RqVAyh55RnERh3Xew35QWt5dN2VxRk/hLjqE4cPlJ/PisThQqn7+tf/3+2YdvxY+a8yqrM0vKxKnp4tR0Gj/Sm0xzDSKZPnS+aHbPzD00ufF7dqumqhP8Ex9vMvELTH9NK/6W/A6SPgK1ujew9FfYc+C9goAKmWdRb+gjCKjFfWqx/6Km/bpZF8LdAjDLB9NcuJ4DJplgnAWXM+BcGpxJAe3z7XjSYH26L27wA7c9FraIYFMMtj4aWxuFr+DjWnBLuLCIgy3goPPZ2DwWikS2aOJeQfJrTfrL/vTHHVtPXt9y5MwlUwtTc6tb5hZ2Li63bayj4xPzKmsLapvKH7+ufvKx+eP3x787Xim+f/vd+/1nT/3TFyUQzwAAIABJREFUxzbOFrxodwf7zUnC/eTgjU1Pi3oU0NkFK1ft/dqLtXfLmt5/Lm951vLuY3FdQ0FVTVpBoTQjS5CQROFF+tM4tn6Ec3esje87h4oy6n6BsOm3uKVf1NQvfa7yiG/ZaUmnlv0Ib1JGPQP+E6DVqQhVckqdmlSHBlep/apRr2rMsxJ3q0CdyjUOJRrbYs2DYsymELcq+NfdrmXB1YzBOD37Jy0cTwLtQ+SABN8rgb8fuM3CwQ/c2qjBK0FLebCECwvDQEttDgtFIlog8R1E1P/OaFVXfMSsfNh6+8+cNjI1MbWwsL7/0NHFxtbBzTe4tKElrbi6oqW1/sXXmtYPVd/fvZR39KjU33/2/FT0b92vxwp3cXTcmRR7kOC/qbGlVAnQ2iq7ds35uwx/1P7+4+/+4keN2oNAhdU1CVnZsSlpbEFsEJPnRWaZu/idM3v4MIieUNsaWfUx/T0wy7+mvIWsj0Au+JjwBs54x10ISA7I/RTzApj1ytCS38xHOKcJAssVvlUaj2rUvRJzrtA4lqJ2f6ZZVgVg8dfdssEkE4wy4HIGXEwfrBYMkrBjiaCfAIfisL0SbK8Edg2C094dwddF4Wsica2oSxunCzj4fDY2h4XOZmqQ8McgeQP8hoHEZ4rCNwph4ZPT1+8fPHnJ+IbZXeuH1vftHd28Hjh5iFKyssrry5pbG15+q3r1rvRz67P+Lz9ksu4+WT+GnjA8GkS2cXTcmRZ3gk7YVVaVo8SBTEp6+rT7zZfu5nfvXn/rqGhpKa6vL2t4lJ5fmJCRFSVNoPAi/ahhD31DL1k5XrX1Ioozcl51cqs+JrzBs74As7Ij9rma/6iXXv4jsQ18095cCEg975dBKPoV3w70GrV3VmdQhdKnUu1epXEt1ziVq+2L1bbFmnuFGusC1DIf16aFf90t42+ZBQZJ2IlEVJtPD8Vhe8SoFtzgB04A66Oxv+CW8mAxDxZxB8HNZqKzmSjCaYawJo2kFSLqejJfqUrbFXbBEdsOXTAytTI1t7n30NHO2d3dL8QjmFz2+GXBo2c1z9/XtX2s/tz2oudb29eO7n7FL3W/D9UjiGb9wGGLRHAwnHG0srJQpoLpM7a2tsvf/ehp6+wobWpqfPOm+tnz0obGmMSk5Ny8mPhEVkR0CDPM2tXv1M37Fr606JKn2W8Gkt+B4KVa8FwV3twf/UwtbgVu4wCvURH9FCOX/bob8ei0X8ZNdi2htJ/1CHyKBzwrMJdKzLkCdShT25Wo7xcrbYpUVoVqywKNdoR6Ixe/lj3YRDLMgHNpcCoZDBLheDx2PB70pXBQgu6LRffEwm4x7BANNuDWRMPqKFgZOXhY6S+4OSx0EBy1rj/mDbAa5ILnaEyzTPqkN7Lo9dqDl49dum143czWye2+vZOdh6dTQHBqeXVWbVP5y9bq1teP379t7/j+9sOPnwOK7+ru2KKIK9Y7A2jH+OF72BT9p3W1Txp/+pFFH3vUb799ffmxtaH1ZemTJ7mPGlPLK+Oyc4RJiZHCqEBCkH9o6JU7VmfNHUhJ5eLmn7EvVfynqrCn6rAnKk6Lkt2sYjUpGU0qRqM6tLKX+xR4z8A9u+M8peJYQIFZzCv/KtyzClxqwDJXYVuKOVbB/WL5w3KVaWbX3YKBa5ndpvnKO8VgmKE4kyw7n4Gfy4BzmXAkHo7Ewdk0OJkEuyP6d4X3HpbAgVjYwJFtjoSNAlgZAeslsFQAS6JhMR8W82EhDxZwYR4Hn8PBZrMxXRaKUOt7BW+A1aSMfgH8xwrJc2XK0z5jJ9L2Y0aGN+6a37d94Oho6+7hHkogRYtyHjXnP31c/uLZ0zdvP33tbH//s7Nf2QuK8racjccm+VAOMTjbg312933+7uMa/uKT7HnHr7ZvH168f1n/+lnxk5bshqak8ipJTk5MYkJ4NI9MJbh5eV67a3PloQ+36GVUc5/gFYQ9RdnPUNZTDfOJmt6spjWpKY0ayp/GEbEepTYBqR6cszoNGfXbnNNvx33xqASXEvX97F8WKV/u53z3rlXYF/+0yfthmv7pVmbnzexuo+RfxukD17LRi2mqE9K+45J+g7i+U9LeM3G9J2N/Ho/5cVTYdSj6556I7l1RA9sF6LY4WMhRz2NiM2mqxfzBw3sLuDA3DJ/NRnVZqC4LRWiPZBGvgNms5j+HsEa5qEVR8BEoSVVbj105e838hoXVQxc3e08vHwr1vo9fbuPj7OZHJU9bHr9q/fjlR1t75+efvX2gfCt/NmcT4ui3S5Jwks8621xaNX/mjvZO7HnHr9ef25+1P699+aSo5XFWfUNSWXlsVpYgIZ7FY5Po5PsODletbO8Fc6VN36Mf94c/R1lPNYwnKL1FQ3uspjarKU0q8iM1+RFKbgTfsn6X3J8ehb+Da1BiA/iVqVyyf260ir7GrnNL/ciok3Oa5IzGvqjXGPuJzKfks3vhR/eib04FHQ+yv9sV/rbM+nU++pVVQde9sp/WRR3m2e/MM9utc97dSW01FDZfjX91J/fH1exO4zzZvRbYGvXpH0n3RmHf0nC19njcPC7M4eCz2dgMlmYGS4Mwm5XcZ0BvVHKfAbNexmvoz24HSfXHsxauB84YX7ewsXPzcPT28aXSrD29UyprCh63lD1/1vj81ftPP9raf7753NkF/R9UrdtPz75uvYwXcSCSfZFPojOISb/U8KZn4PmHty1tz6qfPylsasqqq08oKY1JT+fHiclMegAhxMLW3sjSniApTHjSLXyuYjUpGY81tMdq2mMNpUlFblSSGlTEejWhHg2qVhLqcXIjhNSDb4XSq1ThU64KrlIzaxWW4dVnvKQheR/Ke6GiHzK/AK+xK+UzJH+FlO8g/QYxHyDyPQTVoSbCZ7HdIPwF0d8h+hsIvkL0F2C/URGe9PK/QKIc6J/A9xUwu2E7p3lP9NvV7PalPLn2ctzcMFwbpDNYmulMNcJsVjOb1eQGBfspsJvQsAaZ5KlCUt/hwU7ceOjc1bsP7zm72nv5uAaHeFLpvJT0oidPK16+anjy6t3Hzg8f+998+vVZ0d028PLY9XUmlksFohMMgoHJqYuYHDoV8PjLjycf2ppbn1U9aylobMysrpUWFEUmJ4eJRIFUip2Hp5mdi8kDT3Flm/BRl+gVkOsGaE1qarOa3KQhNaoJDcrQelVIrTqoDg2qQwNr0MAaNLAO/Gswz1KVfXbP/eTP1Mr+kNzPgVnvkt5CfgfEPO1PfIvlfIeUz5DyBdK/Q8LXv+DUJsJnUR3AaAPGGxB8hbguiPoEvHbgfwDmGxD9gqCXYF8HwR9gI7nxn/B3q2jtS7iKv+42k43OYGmmM9BpdA1Ce6QgNyhIDSpGC4Q9h/AWPLJJFvvoZ3Thsy3Hjc/duHvHzvGhu6ett08wjx/IjchtbKp63Vrf8rKt/cfXb+r3HQOf5b/f9L+8Zn/4tPGsqJhjYdSzZpeufXyjaW77+eRb1+P3bxtfP698+rjwUUNmZWVcbm64NJ4WFe1DJJvZudy083gQGp765Ce3qkPwAsi1MsojNakRJT7622VTBdSoA6o1/jUazzKFU16fbU6PQ/6Aa6nauxqC6sAx/atr+ienlHbOYzSrE1K+AO+Zxi75hW/RN9e8z24F3x3yftzL+m5b0Hs38+e5yFdW+X1XEz5flX6wzOm+l9dzM/HTNel788yu05GvTZJ/nhV/PyLoMCmAjYyP+4SyzZGyRWGqeVyYGwbaIJ3OVE+ja6bS1Ai5QUF+pCY3YcQGjPEE2E+B3SAXPR6If9Rx3tr74MWbpg8d77l72fn4+jBY3kxWUnlF5avXdY9fvXj15eMnxbuvsk+y3rb+1qCI+xv+QXwD1oT4HChKzuj/CR0D8Pr3QNP79w2tLyuePiloqE8vLxNnZnFixURehDuBesPW3dDGjZFeE9f8i13dxW1W05rUpAYNoR4l1KNBderAWk1Atca/Su1XjbqVKn3rIKQZAh+Bezlmmz/wMK/fLl/hUgHe9WCbJ7+f02uV8cs85bt1Ts+1hE/mGT+vJn4zSem8ktJ9Ttp1LqnPMEN5KrH/XAp6XCLXF/Ueje07IujZy/u+h9uxP/LXbn7P7ijZzij1Wlb/+nB0KUu5jIPPJMnmh8HcMNANw2ey0RlMbBpdM4WunkxTIaRHCupjjNICftXq4AagNAG5ekDQokxo7n5IEm47aXzL3v2Bl69TUJBTUJAfJyw2v0ALrrmlvfVNz+v3Pe2/f7b2tvqGWe45Pjo57fIDi+Vl6TkDv+BrP5S+amv88LHuzZuKp08K6+vTS0slGRmcGFFoWLhLKP26g+8Jc/eklk5+bSenoY9aJ2M/BWI9GtKAB9fhQbVYQDXmV436VmJaBY1bBaZtiDuW4g4lmF2R5l4hZlEIprlgnCK3KgHLYriY+PtalupGHnopXXE6sfdCuupCNugnyPdJZAcT0f2J2J447GAS7E+A7TGqrdGKXbHobjHsEsGmaHR9BLZJCMt4MI+JrY2FhZEwjQ6z/wOcNkgHwQXXygJrFYF1aEA9BDZCaCNQGoHdIBc2/ebmPlu27+xF84fmLh6eZLIfg+FBofDTU4ufPK1pevH85edXr3pevO3+ppK19rY+CLiyS18nIfni9UvTn9fU/OqA55+6at9/rH7TVvHyVXFTU2Z5eWp+niQtlSUQ+NLYd5z8jOz8bShxksc9rKpORm0/oaqPUKfSjuIDa3D/GsyvCveuwrwqcY8KXNtlcyzF7Uu1vTbsfhFqWQQ38uFqIZj8uVx7OWvwBuvZdDiVASfSQD8dDqbC/hTYmwL/JMPORNieCNsSYGs8vjkO3STR6MVq1seia2I0K2PwZQJYHAXzo2BOBMziw8xwmMmBWWyYycJnMLFpTHQqQzOFjk6maZCgmoHAWpVfHerXAL6NENAIoY1Aa1BHPRrgl7UfvuGgb2J5x9HDOSjUm0rxYdIJgsiC5qZHT18/e/HpdWv36/e9zR/bBXmC+/5Gp67o8iIO0UKPOJib/ezAm9u/NH77WtnWXvnyTVFjY3Z5aWpetjglkRkZ5UVm3XIJOvcw0CmyIOZxP7Wqm1orJ1YrQmvQkBoIqIGAGvCpBu8q8KwEjwrcvQKcyjCHMlwr2NJ2KG0K8btFcL0AjAvgah5cyRk8+XshE85lwNl0OJkOJ9LgSCocTIW9KbAnGXYlwY4k2J6Ib0uALVJscxy6UYyuj0XXibBVAvRfcBEwNwJm80H3/wM3ha4eBOdfLfOrUfjUglc9eDWATyMEPgJiA8au64+q7bAhCLcYXLlp72br4+9BIARxmJ4sSnZ9bdOL143Nb16++vn2c3/eo9r7QffZiZ57T4wSSQy4dIPLx/Wz06rednXXfnxX+fZDxau3RY2NmaXFSdlpovg4CpfnEkq77UY6eT80JOsVr1FBquon1CgJNergGjSgGvyrwa8KvCvBqwI8KsCtHJzLwb4EbEvhQQncKwGbYrAsgruFYF4ApnlwI1d7ehU1ycCM0zRGaWrDVM3FFPW5FM1p7fXVJPRgkvpAgmZfAronDtsTB/+OnGPQzQJsUzS+IRLXjpyXh8MyHiwOg0UcmMeBWWyYwcZnsPFpTHQqA5tCRyfRsEk0DPGt7PeqUnhWg3stuNWDewP4NEBQPZAreyPqughJ1SsOnDV54HTf08ctJCQ4jOXFpiZXFNe1PK1tePbs+ff2LwPpVWVWfncrXies2oZIEk4SAna53TPz9SR96ustf/ui8u2H0pdvCxuaMooKE9OTo8UxoUyWnT/xhhv5vDOLW/ebXq8MrVYFVatDa9DAStS/EnwrwasCPMvBvRxcy8Cp7D+Ugf+BzCwf7uThptka02zNzSz19QzltVSlSYrCOEVxJVlumCg/n6Q8k6g0SFQci5cfTpAdksoPxKn2xeJ7hbAnBnYLYEcUbI+ELXzYwgc9HqznwbowWM2BVWxYxoSlDFjIBF0WPoONT2dp4xSbTEcn0bCJVBTxquj3rJS7VmHOteBYB0714F4PvrUQVPabU/OTU/B8jf5lQ0u7B16+rsHBgWxGAJ8pzE2ramp81Pzi1eufrz/8khZmO1EcMurCdxxBOOH/0In7fOytfD2JLzs+1n1+U/b2Q8mL9vy6R2kF+fEp0oiYyCAK7Z5XyBVHwi1iIr9FHVqtCK5BfSvUQVWYbwXqUwGe5eBRBu6l4FoCziXgUAL2f2SBf5HdygfTPDDNg5tZ6puZihsZyuvpCpMUhXGS7EqizChRcTFBcT5efiZeYSCVHY0fOCjtOxDXt0+s2CeEvdGwJwp2RcL2CNgaDpt5sIkLG8JgXRisZcNqJqxiwHIaLKPCIhroMmEGG6az4A81zUQqOp6GIh5lvW7lMudKzKEa7GrBvg6c68CrBnxKelnVv1j5z/VN7U6ZWt3z8HYJCgpgUgLD6WFJoopHdU9fvGl/9/v52x/8FKkD+aE32/z4pUmC2EPBvps9Ht7x9Qpu+/ml7tubkrb3hc/ac2vqU3JzpAlifmS4H4Fk5R549kGAR3wDq0HpX6EIrAOvMrVvBepTrvEqHaTmUow7FYN9MW5bBA+KwLpgkNqtfNw0D27k4tdzcG2EXs3UGGeojdLURikqwyTVxUT1hQT1Gan6VIL6RLzmiFR1QKrYK5XvjpP9I1btjIGdMbAjGrZFwiY+6PFhAw/W8WAtF1aFwUoOLGfDMiYspsNiGiyggy4TprNgGhP/C248DR1H1SDuJX0upf2O5Rq7SrCthoe14FAL7tXgVdzHru+l5zyzDgk/dPmmhZOrS4BfAJMSyKcypBFl9TXNT16+be959b6THS+4F2R5P8Dw6MUJiWknPV1W+DtbOti6fFf1VHx4XtTanv+kLbuqNik7SyIV8fgcnxCChYufvrknr/p7QMlPz5KBgHpwK1V7lii9S1HPEnArBpdicC4Cx0KwK4SHhVoNA26eD3fyBj9qJrn41Ry4kg2G2XAhC85nwtl0OPvnBvzxRNCPhyMJcDAB9sTDznjYJsW3SLHNcfhGMbpRjOqJ0LVCdJUAXSHAlkdhS6LwxRGwOAIWhsP8cHxeGDonTDOHrdZlaWYwseksmMrEpzAwbZCOo2rGUTWIU6ncsUxlX4HZV4JtFdhVg2MNuFaDW6mc1YyG5Lz2iS3acf7GTTsnZ1+fECYxOJLGjIsorqmuqm15+aqr/XMvL0liE2jhzbx53HA8l7ebRd7nZWfi4eL6qbez/O2LwldteU9eZlVVJWSni6QxHD7bKyTUzDVgn6lbYivmmvPVrUge0AAupZhLkca9FHctAedicC4G+yLQzuFtCsGmEO7mgVku3BqkBlpqRtlwLhvOZMHpTDiVDgapcDwZjibBkWQ4lAD7EmFPAvyTANvjYUscbIyDjXGwQYyuE2vWxqpXiVTLheqlAuXiaM2iKPWCKM38SHReBDaHj+ry1DPDlDM4ihkczTQ2No0Fk1kwiQkT6JjW3cZSNYhVMdwrgfsl2MNStX2pxqFMbVeO2ldgzpWYQ2FvQGVPSEH7osNGl6xsvQN9g6l+oXwiIYpZUllfW/O69WXvh8/ymPQUG587PvSr+08MSRBfDHTZ4mN7NtTf+d33H3VtH6vb32fW1+TUlmeW5fLEfEIYzZVIvGznaU2X+mW1kurUbqXqB/lql0pwrwbbQrAthAeDvHCtdMEsDzfLhdu5YJr7h1o2GGmFM5lwJg1OpcHJVDBIgWPJcDQRjiTCoUQ4EA/7E2C3FHZJYbsEtonxrbH4plhMLwbbIIT1MfgaAbYyGlsRhS6LxJdF4gt46HyuZh4P0w3TzOKgM9maGSzNdBY2kYGPp2PjaNhYKjqGohlNVo8iqXTIKsS8BCxK4F4RblusciyROZXK7UtVtuWoXRXcL5Z7VikDSr6tPGt5wdLB0987mOxNiCSQBKzC0rr62vbXL/ref5IJ05NsfG/5Mq8cMhiaKDIKdtnu72BADLB939FZ/+ZL5evWzIaqrOripKIMjig8KIxuH0I8c8/FMTLXP/ddSI3KtVTzoACzKwW7MrApgHuFg3lgcGiQh2vlzoPUcgZFWkZZcDkDDDPgTBqcTMMNUuB4Cn4sGfST8COJcDAB9ifAvnjYLYWdcfgOCWyLxbaK0M1CVE+7JB4Na6PwVVG4dvq3lA+LuPh87uA57lkcbLDAYuITGPhYBj6Gjo2moaOompEUtQ5JM4KoRu4UgVkR2BRiD4uUtkUyu+IBuxLlg1L1/Qq4V6z0qFYGlHb8c9vzrLm9m49XEMmHFE2kiTk5heWPGt6+evHr7affwsxEG9+bfiyjg6eGJIovh7hvD3A2IAU9/PDje/2bTyXPnmfX12ZUFsflpLKF/CAO28Y/VN/cMSC53j/vg2+ZzLVUY1sE9wrBpgAsc8G6cJCaNjbv5MCtHLiZAzey4Xo2XNWKtDLhUjpcTIfzGXA6VUvtX3c7nAAH4vF98bBXiv8TBzsGJ37YZiG6KQbbIMD/biysjIAVfHwZH5aE4wvDsHkcXFvM/1snMPHxdOxfcBRMh6QZBHerAG4XgGWBxrpA9qBg4GHhwL0ihU2J2roUrItVLlVKv7If59w4J0wf2Lt7+hN9iDEkRjwvKSu3sbn92fPvbZ9+CrOkVv4m/mFGh04jSRKjUI8dgS4G5NCH7zu/1bS2Fz5uyX3UkF5eIkxPYQqj/dlhFt6h+hZu5II2v7wvLvk9TsWah8VglQd3c+BuHljmg2U+3M0Dszz8djZumo1fz8KuZQ9ORa9kDmqNLqbDhTT8bCqcTMa11PST8MMJ+IEEbL8U2xcPe+KwQWpi/A81zQYBujYK1wrvV0Ziy8OxpeHoYh62MHywLT7YO/pbXTGw8XRsDB0bQ8dGUTUjyaiW2giiGrmWBzfz4E6u6m6ezCZvwCavz6pAYVGosSjC7hap7cuU3iWdd+hp+02sbJxdvUN9CDFkZiI/JjGp6XFby9OPrz58FWTHWvlfDeAZHTyDxEsuB3vuCHI/RSE8aO/8XPW6tfBxS/6jR6nFJdp1Yi962C0P4inbUHLxZ4+cbw+yfj0o0Nwrgrt5YJ4DlvlgkfvX0XDTbPxaJnotE7+a8V/ItBJU/FQKHE+Co4mgnwCHE7TKQGxfHL5Xiu+W4DvFsF2MbxVim4X4RgG6PlqzLgpdE4mt1P5KQzi2jIcv4WGLuPgCHj6XjWnnCTNZ+HQGri0SJjLQMXR0NB0bRcNHUjEdCjqcpB5OQocRNYhxDlzNwUxzVObZCsvs/rs5AxZ5qjv56luFmHkheq9I5lrY5Syu2X7R/I6ts0eoX3A0lZUUxREIm1veNra8ffH+oyBbaBlw1Z9ndODUEGmscZD7P0Hup0nEB29/fCh/8bL48ZP8ukdJufmCxFSmMN6JwL7uRjXxFwblf3HJ7rLO7LbIUVoU4OZ5YJYLZrlwOxvXIruehV3LRK9mYsbp+OV00EqMtF6mRXYqCT+ZBPoJ/4bnfim2V4rvicN2SfAdsfj22D/TZQG6PhrTUlsRgf75fQZ0CQ9bxEW1n7bZbHQWB5vJwqezsL9PtglaX6Oho2i4DgUdQdYMJ6mHETXDiBrkchYYZ+M3MjW3s+TmWQPmObLbOcqbueiNArhdAHfzZA65Xb6ZL9efvn3tvpNrSKBfBJWZICCF8ZuevK1van3W/l6QK7IKNPHjGu87qSMRXQ9w2xPkdp5EsH3T8a7k6ZPS5id5lbXitKxIaQpDkGjtQ7/iTLdi5/nkfHXI+W2VLTfNUppmY7dz4XYu3MxCTbPxG9n49SwwycKNM9DL6dilNNwwDS6m4lpHO50KWkczSBxcLz38R6Sl1X9ofW2bCN8aC1tEoBcDWjHDmkhsdQS6PBxbxoel4fhiHqZNCNog1WWhg9SY+BQGTGTgE+jYOJoW3KC7jSBjWncbSlAjlzLBKAtMMjQ3M1V3MuV3shWm2Zobufi1fLhZCLdy5PezuwILP64wuH3lnotLSIgPj8mIF4XQuY0tb+saXz99+06QK7IKuOYXdn3viVHiGNMA10OBrheIoQ6t39qLn7SUNjXnlFUIE9Mi4pJpUYl33KgXHVl20XVumZ32+QrLPOx6huZquvpmDtzMxY3TldezQPtFu5IJWi2bYRpcSIO/1AxS4EQyHEsC7Rz+cDwciAet1kirmtkphh1i+Hv2YkOMVvqMrY7AVkZi2lSwmIct4KF/06huGD6Thc9g49NYMJmFa6mNp2LjaNhoKv6/g7uYCZcywTgDvZ6hvpEhv5mpuJalMc7GjXPBOAeuZyutc3q8c94ffRB63dHf2sPfk82miSVRkvTq2pe1j141vnwVlSk08zb2Zd/cc3RsvMjS1/4g0cuEzfB+8u5VcUtzRXNjfkW5NC0zXJzoRgi7Hxx54j7DRfrSLq3LMkN+KwvT5sqrOWCSpTHJQo3T8cvp2OV0MEzHL6Zh51Ox86mDao+TSYOqLP0EOJwAh6W4di1hrxT2SAYbHttF+DYhpp3G/315aFPBCj6+PAJfGo5rB8wLePj8MNAmhFlsmM7CprFgKhMmMWEiHcbRsHE0GE3FR1JBhwYjqPhwCjaMjA4laYYQ0CEEFDmfARcywCgDv5quvpauuJ6hvpqJXc4CwxwwyoNr2ahFTq9r1ofzXvzTFu7W3iGBkdGhEYJQKj81vaS88vGz9rfiPLG1/40grvnhU9PSJLb+jscI7iYMstvjt8+qXzzNKMpKzUkVpyRHSpO8aBH3Q6JP2XMdpG/upf68naHQ6q4uZ8HlTNwoU22Uqb6cjv3xMvx8KqbdQzidMkjtWBLoJ8GRRDigXYGRwh7JILWdYtgRO3i1bHMM6MUM7kqu1uopIwffa0vCYWE4LODh2sGVbhiubRxpy4PJLJjAgPF0fBwNxlJxLbgRVPx/AXc6Hc6ng2E6bpSmNklTGqepLqdjFzLhbCYY5sPVXLiT1W+X9t6clb3T0NrKh+gXHkWKEnIsLQoZAAAgAElEQVTCxbm5lTW1jU/evAhP4lj5XAlgmx4+OTVdbBvocIzscZ0a4tjwsqG+9XFFQ3F+aWZ8WjxLILD1p970YJ1zj3FO+WKe/OtaqupSOpxPh/PpcDEdv5imMkxTGabjF9Lw/8ybp1JAq8c6mgj6SXAwAQ7Ew7542BcHe7WdNQnsFMP2WNgmgi1/qG34s9C8KvJfjZuW2vzBcR9ofU1LbSoTJrNgEkMLDkZTYRQF/psaERtKxIYQ8CEEHDmZAqdT4EIKdjFFfTlZfjlVdTENO5sOJ9PgYj5cyYHrGX02ie9cpI0rjl6/60NypbNZsbGS+LT0tOy4uLi4VKFrqI2l97kApskRg4nJAmt/20NktyteztekWQJJlqi4Oi2nIF6aJmJEhT/wJxm70K6GpDpn/riV/NsoRXMuDU6nw6k0OJuGXUhVn09RnE/FzqQMrgn9lbAd02bPhMGS4N/YlMBOMeyMHaS2WbtBJPizP//H1/7qP7QTUi01ra/9iVB8EhMmMmECA8bSYQwNRlIHqQ2nYFpq/w3ueDKcSIYzSej5JPXFJPn5JOW5FPRkKpxIg7M5cDELjFP7LKTvArLbF+vfNHUPcaGQKJHcMB4nKNDXzs7c1dfSxOaIffB5Iu/q8dPjEiNM/R/sIrmesTLd7x5oZettFkKxozBcudFktpDnQQu74c0x55TcT/58PbnPMAU/kwon0+BkOpxOxc+lqs6nqE4nY1pkBomgFdIPipvj8cEkEPdvYG7/g0x7cGuTAP5jn+OPdvdfuZFWxgC6YbguR9sNh2lMfAoDpjBgIn3Q18bQYDQVRlJAhwzDyTCMhCMk7F8joggRR4g4cjQRjiXAqXj0dILibIL8TKL8ZKLmeAocS4Pj6XAmDYyS+syk7wPyPqw5a33F3scu1D+AEUgk+7m72tjZmngH3blsud2ZeJLEu2BwZkRC5JUQh528wAv37vxj72lk5WJo62zo6HLFN+ihF9H3vn/IOYcQ64iqu/Efryb2nUvBtXd3j6fCiWT8TJLqTLLiZKLGIEkroceOJsCRePyw9M/qxh9V+E4xbBfh2uuVW4X/g5pWJL4mElbw/w1PLTXtoG8OB//7XpvGxKcwsMl0fAIdG0/HtdRG0f43akT0PwxHiDhyOB6OxMNxqfqUVHFaKj8VLzdIQI8mwrE0OJwEBkmYYVL/belHr8z23aZeZ21crLydfKhuTI4/IcQ2KNCczLpraLHGiXQ4hHPU4DQSzz8f6rAxmnDO3nKbR+AlL+JN36DrLh5XnDxuWTndvWJrf9DM1UZQayZ9f0naezIRO5YIh5NAPxGOJuEnEuQn4+UGCejxeOxoAqYfjx6RYofi0ENx2ME42CuBPYNLCPh2Eb5ViG2JwbfE4JtjBiN0YzToRcHaCPzPMsd/+FoYzA+DeRyYw4HZbPhD7d9W+HgqNp4O47S+Rv1LDYaR4H9BprX98XAgHo7GYQZSpYFUdiJBfjxBo58ABmlwSApHEtAzyf0miZ+d0luP2xDOmNnfdXf0pbmz+b7efrftnS67+10xMF7gTjpC5OqfOovE8S/43lvP8D5sZrzU2fWEb4iJf9AVD09Dd+/rtp6Wt12dj1h635M8MxF9Phs3cDwe04/HjySg+gnKo/EDx6QDx6SyE/HYCSkck+JH47DDWmoS9IAE3yNGd0vQnRLtD91ptghVW4SaTTGaLQLYJIBNUaAXCRsiYG0ErAmHVeGwnAdLebCYC4vCYD4H5rFhLgvmsEGXCTOYMIMJU+kwhQaTaPhECoynwjgqjKPCaAqMpMAIMgwnwTAiDCXAkBBsSIhmaCj+14YQ8KFEQHYkwG4pHJLA0TiNfoJcP0mun6g5lgCnE+GoFI5mwf7kvrPpX8xSnmy9aHvtrputV4B7qAcp3JUYZu/kZXnZ5MiStYiT7x4y6/Chw0iK2MrjwS4u+czBrciFo4uCvIw93E4EBJz3dD/v4WduFxSwzvCBlfSzoURmEA/HEuFkQt/phK6zCd9OxX8/Ht9/LF59TIQeF+JHhZqjQs1hofqgULUvRrlXqNgtVu4SK7aJZFtFfZuFvZtEvZtEvZuEyo2RoMeHjeGwngtrubCKCys5sCIMlnJgMRsWsmEBC+YwYDYdZtFgJnXQZlBgGhWmUmAyBSaSYTwFxpJhLBlGkUCHBMOJMIwAQ0NhWCiMDIbRf2xkCIwMAZ1QTCcUQzbFwfY42C+GQxLNwfiBA0kDhxJU+lI4JoRDMXAwDXYl9elnfL4a/3i9gbXRdQdHnyAPgjs12iWU+8DGwczY9Nyeg7ohlLNc/mkDgyHSGCsHq63R7LM3zk26c2GZt+3hQO9Dgb4HAryPeHobOQV7LzG4YxzVrh/df0QKh+PheHz/qfjO09IOA+mvw1JsfxwcFMFhERwWwQEh7BNie4ToPyJ0p0jraKotsUo9kXy9ULZWJFsXK98gUutF4Bv5oBcO63mwlgerObAyDJZzYAkHFrFhAQvmM2EOE3TpMJMGM2kwiwqzqDCDCtMpMIUCkykwiQzjKTCODGPIMIoMI0kwgjjobsNCQSfk/wcHOqGA6IlhSyzsFcGBWNWeuN690r4DcapDYvxwJOyNwPenwK6kfv20L0bix6v1rS9dtXX08fAgPGTGOpMjH1rb3XR0vevgdCY1wzUi4tLli+MThZYOVmvTxBfIvusCnTYGOOpRQ/QCfZZRgnf6+pzwpLgvOGZ8if/ySLRsXxzslsLBODgk0RwRo/tjYacYtklghxh2SmCHGLbFwrZY2BwLG0WwIRY2iGGdGFbFwgoRLBfCUhEsFcEKIayNUmyIHFgf0b+OP7AmvH8Vt28Fd2AZV7Y4bGBhmGw+RzaPLZ/NUugy5TOZiplMxQyGfAZDPp0um06XTaHJJ9FkEymycTTZWIp8DFU+kqLQIctHUOTDybKhZPlQkmooAYaGDtqwUBgWCkMJMJQAyAYxbI6FPUJ0r1CxW9K3W9q/N055QIwdFsCeSNiXArtTFEfTOq+Kn+sdc7p+y93Jx9k91JwpsmPFODq53+GGBySnBD17Gk4MPnr14qRkkZmT1eLsxBOpsf9IwnZzgtYzg5cFOOsyg3b4eRzzo/gsOX7zYvjLY7EaLaZdYtgthn9iYbsY9MSwVgwbJKAXBxsksEEC62NhbSysioVVIlglhpUiWCqEJQJY9MeWCWBFlHJV5O9Vkb+XRfxeyu9ZHP57Yfjv+eF9c7m/53D7ZnH7Z4b1Tef0TWP3TmX3T2H1TWb2Tmb2TmL8nsToG8/oHUf/PYbWO4req0PrG0HvG07rG0rrG0LtRWi9CLUPoSgQMiAkQIj/00iArBPDJjHsEmr2iBT/SAZ2SWW74lT7xXBEBLsjYE8S7EhSHUn+eUXYuvmEj6VVqEeAqw/JnBltyxM6e/qYicWhxUW0+hrqQ+s1hidHpwpNnO9OTxFuyknQyxRtkrDXhQeuDLVfwfM/Huhs7B1AWGVge5b55ogI2y4GvTjYIkG3xSm2SuR6cZoV8bA0HlbHwbo4bK0YXyvG18TCShGsFMGKGFgphBUCWCaAJVGgnUgt5sOSKFgYjS+IVs6LVsyNVM6JUOhGKGbwldPCVVN5ykk81cRw1QSuejxPM46rHsvRjOVoRrNUo1kqHZZSh6UezlQNYyiHMNUIQ4UwlAhTidCVCOOP0VUIDUMogJD/GOnPXxIga8WwPhbfIVTvEsl3SGTbJbIdEs0/sXBQCDvCYbsUNkvk+yRd57iv1x30tzCn+QT4E5hOLL4bL9rT09OUw7SL4t8NZ12yvrXIyGBEjuSKz8PJiZGLs+MW58QuzxasS2ZvFAZvi6dcZvjcdXUP2XE58Ay19ahQs00MGySwWaLaKpFvEcvWx6mXx8MSKayWoGvFyrVi5RqRarVQtVqgXh2NrorCVkf/KZ7CYXk4LOPCSi4sC4f5ETAvEp8Tic2OQGeEo9N5mqk8dCoXmxiGTeBiE8JgXBg+LgwfzYGxHBjNAR0mprXhTHQYHUPoKEJHEboGoaGD/zP+GA1DqP8T3H/aylh0rVC9TaDcHj2wRTSwJVa+VazZLoT9QtjKxbfEwSax8p+YrmOU50u2+l4zYnh5kllsKo9PixbQfLxv+3lfdHfeYWu9yNZigfEpJFt0iuA8KS1qfn7cvFzRwjLp2kLRqpzIbZm8MxEE84cPXfRvk08SW/QF8m2x2CYxbIvFdgjVO2KwLUJYLYJVYlgvVG2K6dso6N0o6NOL7tWL7NsQ0buB378pYmAjv18vrH8Dp289u3c9u1eP1bc2TLGUi2mVzfPDBjW6uixc28WdxsSnMUBbGEz683c8FcZS8bFUfAwFG03CR5JxHRI2gowNI2DaimrwxUvGEAo+hKIeRhoYTuobTuobRhoYRpIPJSkQsgohq5DlQuWqGMXGSNmWKPnGGNkGkVJPqNkSA/uEsDkctsXD5jh0V0z34dBXc9b4XT7JdXrA47ISo3jJ8bHSkABrd5cjNpZzza7rOFrOvKSPJIXvIDiNyIjSLZLMy4mcXy5dnSPQzY1Zncw6zA26efPm3eN3qIf9a/bzunaKFNtiNbtjVHui1Xui0H+iYbMA9GJAL1qjF63cGK3Ui1JsiJRv4Pdv4Pfrhf/eFN67kde9iftLj9O1kd2px/qxkd25nvNrNUe5nIMuY2uWstSLmZpFDPVCumoBTT2HopxDUc2hqGZTVbOpKl2qajZFo0vFphNVU4mqKQT1ZKJycqhqYqhyYqhyXKhiTLBsdLBsTIh8TIh8dKh8dKh8DEExltA7IfTbBMKn8YQvYwkdYwhdI4k9OsS+4cQBZEmMfEW0fH2ETC9CviZKsSpatTYa3RCJb4+AjXxYJ4T1sZr1rO/XhYodhyV3Lmce/cf/hiGdTahIFJQE+9yzNl9rc3e89W3kvumIW+eRZP6GLMGKDP7M/Kg5pYI1xYKVRZIFxfF6UsqhU7vmkoj8IzdoF+nPD/G+/SPoXkFpPxGv2c/7dSJKvpPetY3bvyFMuS4KVkXD6mhYHQ2romBVJKzio6siVAvpvxZSv88nfV5C/7aG2zU3tG2m39PF5PdLiF/WMbpXU7t0vd4sCf6q69mmFzawgSM7nAgryD0zPd9PdH49L/DbQmLXNI/3Syi/J7q/W0jqWUqTreNjE9zeT/b6PJ/4e1rA98m+n0e7to1xezvB5+MQ++c7E2GE8+tJ3q2jHapWsd+Nda2ZTWxbyPk1MeQz4vh8epgKWSyQLYuWrYtQrucrV0VpVkZjK6PwNZGwgQc7xTCf3b9aoDRIg5PUzqHjnW6dL76kLz29L9z0dNzDW2F3Tc/dNVv80GaUtRliexuxMEQyo9cWiJfnRM0qiJxTHLEmj7siJ3pOlmBdZZw5w9PG/LbflpMhF6iv9jDfHU8c2Bf781BUxz5621a/FsPY3qNRXbsju/W4qnVcWMeFdTx8HVe9niNbx/q9ltVlkA5GpXAyA7NoBMM89FoZGKT03K2FWwVwWvzTKGngWpbmVg7spL4ObgebCgh6C+ZFcC0Tv5UHVhVgkoUf4n+9mKK2qoFd7C+uz8GmFpb5PDaQyCyqYKlvs0k+XM2D6yVgWg6nU9Qeb+F0itq4EM6l9ZmUwOUiOJKm9OmBif5v5nFl40ldyIJo+dJI+Wq+am04uiISlkfC8khYGQHruLAhAlYJsXVidCPn90lK97T5ZP3N8ZaXGs/vyzy9PfHSEdJ1w5NWFgttHwy1MkNs7yCWl5Bc0epS6dLCmFlF0fNK+WvyOCtzopYmcfRq4lxjidQ712jrDlHOEtt2M97repRNdMxGDvsj2xwR3csrnTMWu6as8ClY4/FonXvLBvfH692bNrjXr3OtWu9Sus4l36kMY74Dj2ql5De4VXaz34Nr5XfBd5B0QFBtj/AjxH0Hp+x3S83IUe/Bt6IzpQdoT1SUx4qo95DQBZxX4FXawXoF9BeQD+BdM2Cb921vYLrkFxgwSlxKuxitwGgF5hsgv8Ds8j+z3oJ9wRfvRjX5E5B/wJm0AcNCuPMUhrs0TSR0jAz6isyPUiyKUK3kqlfxYCkfFkfCkghYzod14bCSq14tgTUi9aKgDxeYijWb4o5uSr92rP7ywWrjQ/W3z0ju3jCysVp43waxNkce3EIsLiI5MUvL4hcUiaaWiXSrYlaVRq8sjVuUyF6eSr/hetM8wDNz84nwk0Gv94d9m+NXPdmtENEnIrt8kNm3VrsXr/Ap2ER6tMSlbrlzywrnxhUuDSud6lY4VS5zLFnmkG9bDsQ2cKjUsL/CvcKuwGdglf+F1AZ+z8CyoIPQBozPYJL8ZpFdtHcL5lQ7QGgDh+o+x8pet0dKYisEvACnqj7iW+B2gU2FzL0Z7lfJFtqLXR+D91MwSmojvIPgNvB5Dk4NyptZnzxaUJuybvdn4PYKHJ6BdQuczAG3Thjn374wGh8Z2oXMiVAsiFAtD8OWh8GicJjPh4V8WBoOq7iwMQZmMn8t4fcdkMCx4O5ho32vHas/taPw4t5q4wMtN08m3r15zfruIktzxNoMsb8z2tIQyRYsKY6bUSgcUyaeUCOZVy2ZVZUyJo0/Lomm73HHyMdNstmAfTToxYGIrp3i7g3RP/QYP7ZQuhc7th0Oh82M7g3cgaVsbCEHBo2NL2Bp5rOU85n9s6ndyyPkc6mdy3i/Z5E+zqV9nuj/ci77uy7vN+LfPpr0bTKrexTx6zjqj4mMzomMzqmc7nHUjrHkr4jP61GETxMZnUMD3oylfEMC3o1mdo+idg0hfhsS8mUkvVOH3IEEvJ3A6R7L7BpJ7dChfEGC26fye8azu+ZE9MwKbV1AeKMX1T/ep3WFANMJ+D4kqAcJ7kNm8xXzeKplHFjGhgVhMC8c5oXDQh4sYWhW8dF5/L7lAtkWXv9h/85ho/0Prkk1Pd145+wL40NPLx+MM79uYmW11MIMsbqNuFhMt76M5MasKJJMyRMgRSKkSjyuXKxTnoDkCUaVCS6kcAhXDf3X6jMPBr7cxf+5OqprLvPrVgHsigA9CmygwSKSfD5TPS8SdKNhTjTMiYbZUTArAmbyYUY4TOHANB5MC4MxZIVuBEygqybQVePYMDEadCJgKBcQOiBMmJkMiG8vQsUQKjaUAzrhgATLEDKqEw5IsBwJkSM+vQgLEH/ZKCEgVEAYgJBxhAFIqBIJVSLBMoSiQSgqhI4ioQOIf9fIoK+6tO7RAV90AjoR8+bZMYB4/54qAGRWuHI2T72YDYtZMI8Dc3gwhwfzubCQrlpA71spwVbHqub6tp0k9i1eLtoyL/r6ySproxe3DFqNjyVZ3bppbbXC7NYQmztDHW/PsTLUyY1ZVRI/pSAWKZYgFRKkVISUxSIV4jnFYUbxJNqNy8xtZ+L/8WnbzP29Mub3TE7H8kjNKi4sJGlWhMHCcGyFBGawB2awB2axBmaxBmYyZTMYA1Ppsik0+Uy2RjcMnx0G4wny+XyYRsdmMGE6E4YFKsbTYAobxpBhNAkms0AnFJsVDjoh6nEUmMqGUQR0Mg1mcGFkkGIsGaZyAXHonMYHxGtgDB0Ql18zIkCHBKOpMJYOY6n4OAZMYMCIUPnQoH7E59fQwN4hgb2zomAIAZ3AB4QKCBEQPw0yg6/U5aEL2bCICQvZMI8D8zgwnwsLWNjSCGwqrXNRWM+eKPQUqX+8Lv3mueY18yhnD+SYnnh583SW9S2zu7dX3TYZ62g+3fbyXEuDoQVRSyqlE8tjkYo4pCYeqYhFqkXDHsWtE3kcunf2Yoh/8Yk7hTvdW7dyBlZEDszm9yyOVC+PhKkhPcsFMIPdpxsum8+TL+TJF3IVC7mKBWHyuWGKOWylLls1g66czYWZLJhAVM1gwCQKTCBhU6gwkw0TaTCeCONJMI0OiGfvTCaMCpBPJcHYYNWkUHykv2JsEDY6CEVcuscQYRQBED/leAYgAWrEXzWLD4j911EkjU6IcmSoYmhA3/Dgfp1Q2RDf7vFk9ViyZgQZ02EA4vprBAsQIiBUQGiA0AGZGK6YGqaazUQXMGARHRbRYAET5rJgVhjM4KjmcGWLGL+3kH5doMsR3eDjZ4pNjcsPbhEdXpd/7Vi6ufGd+7e3uZitczRaSLu73XwXUi9YXBM54ol0Sq1gWJUIeZYysjZyfH305mL+9Wiiz20z4ip9kiGtc0NQx3qeahFXrsvumc74OYv5ew6nf27YwNww2VymZlk4rIiEBWyYQhyYENo7maKczoLxZPW8aBhPgzFkQAI141kwnACj6TA1CpAQGE6CKTyYyIBhfv1jQhRT6TCFgo/wH5jOAsSjf2gwDCPCECIMYwBCBoTyx6jYYGBSFAhFjlDkCHnQhmqNpBhKxAaL0/+y8TzlRK5yJhudR8cXUQeFr7NZMDcaZkfDrDDlYmb/Gv+vh/w7kPkhK/+JvW/ZEuzw3fz0m7Pbox+amrvY7LK8NMfxyizvq/PuHkIeJc4tikAqBVMa4+c0JIwpjhiSSRprcQiZPRQZOQRBdOYjs87r+zw/SOtbQ/q1kj2wKkK2InJgGe/3IubPpfTfS+nyOTT1VKJmcqhiFg1fEgXLRTCfD1Po6vEU+WQ6OoGOjSQqp3FhEhNGUWBIiGYsC0YxYARZM4aiGR7QM5WhmUpXjgz8OZEkn0zFhgXKxjJgOBUQAiAkQEK1vLSGIVQMoWoQquoPuz/lFEmDkP5WYP8bNRIg47iqCRzVDJZmLg1bQIGFVJhLh5ksmMGHmdEwmSlbylOtDOjYF/Bj8sHEpbvij+3PD7Lu9rvZb2mQ6mJ23dF6iYUJ4mg1xM4MuXkZKSuakpqESMLHpAvmliYvKUpYnCdemyU54mS3ee7y8YjOTGSq/mwjEfIPG7mUPtKqeq5v6yry53Wkb3qhHTtIPTuY6EImPocLc7gwi4NNocnHEbrHBneMDfk6N2xgGvXn3LCBiYSOOazekd7vJgZ/GxfcMcLv/UTSj3HBX+Zxekd4vJ7L/DUp+PNInzbEtXU8sQexezOBAwgFEAIg2lgjA0LChpI0WtMqaIYTsOGhoBMCOiEwMhhGBg2aTjAMJfwf4MaGqcazVVMZmtk0fC4F5lJAlw7TWDCGiU3mw0jy76UR2LLQrt3E3xusnq44mrdzc/qJ9bl3j7xyv5L34OrZe3em29mOtLBBHngOPWqCMNOHiUqnizI2CyS74yX70uMPZyUdT5ZeorNvOYU6nXMI2ftQdI79bi/t21Zm1zLCl/GOjYhRGnJQgOyPRc4WjrzTPNH3y0Ri1wzm7+n0rsnEj7PoXzbFq06VwxiP6lGupZN9qmcFNkz3qpjtX7sj6tvZfGxbzNe5oY0j7bP2Jf7cI+k8nY8tojwb71E1PfTlPE7HZPr3EaTvSEgnQpIN4QLCgKEkzXCCSoeg+GOqkaGqkaGakSHYYKc3CEYHDppOEAwL/T/AjWapxjHRKTR8OgV0KaBLgWk0mMSAMSyYEAHDKb1zw/G5IV0bQro3un1eaFB41eTNmR1F5zcVmh7im188cd9iwV27yWcskLMuI+ZdRA4HIbdjZvkkXQiMMfcgXHbzPCaMuC6KsmBy3QJ5XBMf4R6H5N2BT3ewuqb5vJlB+raQN7A0Gl0cAfOZmG6IZnpgL2JVjtxKQUxikZti5EHK7JDKg8mfTRvUQV3g9R6s6rq9XmOGCY9tyr4+rOgIeo2ZZrd6PZdRvkAigHVlh3V1p2VND6ELbtVqzpcqzdpgbHDT8JBnI2kfhzO+D6H9HE7q0yHIdYgD/20E+chQhRaizh/vGx76f3vcaAY6ho5OpGJTKDCdBNMpMIUK4xgwlgtjw0GHpZzGRWdT+ldS+vUCe1bfaTl6tdHd/ucDk1Zj/UgbU4s7FrsMTBedcd3wj9fGDf7rtrD0/l/zZhoc1XXl8aNeX79+3a2W1BJIFiAwxoIwzoxxtok9k1Q5U05wSBzbSTG2RTBOwFIAO4CAVkvq9fVb+3VrQ8gmTvAYYzy28dhZ8DJmMbshQkKAQPu+Sy31+vr1mQ+IJDNl8nmqfp/vrfrXuff8zzn3Fnu/+rC75Elv1YbK6h2097myZ711rOvV1zdxb3196xsPOc6s9LQXMv1F+2M5dTNEYETLjeqFaYsUzwnhghplacNcQaA3l76W5bqY4zy9Qmr+4YfTu28gO4xV7bj54+GGEdx5YvxQGBv7sLEPXZfC4i2kr8psO277dIjvQroDK65jVReWnEFvFI3uyxR3yygOqvghjTit5mJqLqHmEmoupuajan5Ozc+phbBaCKuEsEqYU83nh9hfLru7CCelDIG0WUhnCmgV0CqiOYBkCIl61NSliQbFWJPIr0str5OL+bmH3MPLf/zexl3Xyrbf+vnP/1C6VXhy06ZHNm74keB7uF5ae+w///XYb5c1iMWeg6u3/8dDJY3P+Y49zXzw3aq3V20/8g3fnx8UBtbsT+WLkXsPoqkmaqidMdRNUPVTWQ3hnLrZLDFspsN5rJIvzP/PyKenC7wj33wNS45j6TnccAyfeFPeeRafODhXcQ5/dQzXH4ps/j3uOIk7T+Ev/4Q/eSO6+RPcdhY3ncB17+OaJvzJCSQckxYWCT9m0KjhENi/aX8LCIICgQQEYiDNQTAMof9NMAqC/OXCEaJiDKQpEc0CZgpoEZEKoCGE5D7MCClkI6q4WWsovlCKZzlHv8JOfq3iSuG6N1Y9fnTd5lNPvPjG935Z++ieI49wxxcxnyw7eMXS9N85Tef/oWlCv/4YZJbBigp4qGpxxYk1dYP3CsMmR899v0FSiAEzS9TE9TVzuuCkQRo3ByayxOlcLmxj4gsDaPIg5Uov4LFAxCxP1FwxllU5ml0xYN3dUVDZd59/TPvCuWXOvtXcRKG9Y2l1d97ua0uc3Us9AwWOTtvujgLn4ALn6EJvWL9nzMaj1qmYAwheBA8CjSo/AoPA3JHvdjtXVCCQACkGwRiEYhCKQU0MajGNrlMAAAkjSURBVGIQTIBwl4gjBSQFpASkBDQLSAlIiKgLoCaEhgYkG9FQq5hCsq1WWRBM3sOO3+vrWlVxdWVp8+qNZ79VdvJRe8u3PYPLvWOFjTLZGIH94xl1Ewtr8CsBzCu5AEur4Z5fwM+a7uHb7ts/kRsaNwmTVChC1SYtDQoZilvrkhYxQnnCZOXUilrMcicoRjGHkBLTBBvPrFFMYtTATlkCYUsgbGTHKG48rz6mruoxeEd0rkELN5Hh6LBKU2Zh3OAfygpOq119mWLYJIQJZsq2D8EXBud01gEEOgmsAhxqvEh40cQi4UeVBzN8aAyiikXgUHXbtUi3a4M0BBCCd7ngeASCTRk4xcAiySHJoYFHvYA6Ma0RFX0tGmrSWiGhE+LmoGyVEhZ2Jl+aW8qHV7gm7t8z8EB535rq6VVezPejmkeoQziAsA91Ai4J4gP0bMH2C+Zff6R96X3Y8h5s/kBbcSm/dnRhfdjIjpDMKMVOZnJhKz1TIMpFASzwJXNcszlCJCsY1rj7SWY4OzSTt29OR/fq6F4N3WMURxY0RaG6A7z9tqaUMTin5caNwWlT7TT4es11M0ZpQssOGbiRDHcPJY6bQlMa/ygpzaiZcX0gDL5RixS1+qYWBRLGisGFfLRASi4IpnJEGexjJJOC6piORTKAGTSCH8GP4LlzqL8k4pjUvHacYuDTtwOQEBVCVEgJyaCiExIEH6ekFBVMkqJCiWgLYpGERUzqXnesyCMX0GjhEYIJaIjAbxKwLwr0rIWdW1k/s6a2p3D3p1+TLv/zvo5FVaeh5C149m1i59lCrtdGd9v8fVnuHptvMNczsOZ3aNpzq9A/nG1vXSkNFHrb7w/257lal4f6lwS6v3E4oSk/S1Y2k86ravsVjaPtwXcwo6I9t2Zq1SG0cD2w47yqslVbdZXytBc1TGb5bpqqW/LYjjz65hKpX7frfAHTaa1qXcxez3N88p3Xu8wvv1NEf55j/9Sy90S+92q+v+vrb6Jhb/9CHm0c6h2Yw6PBheD4O3bElyToJEEn9YysZ1MELxuEFMknKTFNiSmjIBu4hIGPk2LSIMlEAIFGHYuZAtpYOdcv23ypTD8a+DTxqgx1Y9AwCY0RECM6diqH7831tj5YP1Lsv1Vgby6obCnme4qFPtOvz8KTR/Kq2lbXja+Q+so7cGWgIxTHf3l9/IXTuMp38ZkPY5uPIzOAW87g1i9w3dHpDafwudP4oz8l//GV7q038LEP09WTmO1q3ngFHRP4b39Mv3gDi/d1/eoGfvvwpG8Gv/fubKHr9KNvjm08iV8NtZRdwO+81r3tC/zpBxPP/LGrbhrXHj5femGm5LOxn340sf54av1J3NGFNldHPjtto2O63eE8HqlqpP6OjzPSssGX1PtiWjqmZeI6NkawcSMXp9gExcSM/ijFxEg2rmdiWj6u5VHDoJpGnT9q5KatXNzKJU1cihCihsYpEDsgNKrZL2vq0nopTkoDen8f2KcoPy6owTwRza4ZU+WwzTW0mB7WbDkJ64/svor2qyj2Y+0IHowj15niO1HqwdKPR+yX4qWfjTCduPOLWU8nckNYdi782OEWYRw3fDbt7EOy9EDJ8XDZJdneidubU54BLPlsrKobX25WHmk6Yy6tr53GJ45crbyG5Zdjr8yg0I1CL754qqtmCr//5nF3LwZn0TuGz19MfetQF5NAm++Kxd2ezYzoqoatYkrnilokVN/Nx2WJaBXQzCsUnyT5pFFMmkU5U0xZuWSmP57tT+TwKaugkHxSJyT0IlIBJFjUcaOUNJAphi18nGJlio8RgRHg+zShqK4WwY9AJ9WhsLomejv9qwRUs6ilkaRlGysXivE850BB9a1//xidnfjku/3Odqy+EdvbMvvshwNlnyvPfxLe3Ypbzys7/oxPHe1+6oNedy+WXkxsPhvf1YZbL+Oua/hPNeef/sN4yfHw5vMJ/yhuOh2p7MYtF1KeAfzuwbZ8+ztVXfj8yci6d3uYISw9k6y+hS8cD79was7Zgz/+r969negZx71D+Nxl/Oa7UyXXkXA3q51tJmlMz00QUhToGW0gdVcfl8WlzWzKyCT1dERLR7T+OdIfNfsjVjpicYezfLE8XskRFZKNqZiInovrPBGte4TgWkxSm0kYJrwzlCdlZdDEzpH+KMWjzo/gQHAhBBCEONQiSAgCQgA1Emp51HiT6uqovjpickUNjvFM5xCUfW52NptcZ7PpK/DSRat70Oruz/b0U44bRkebwd5SwPVku68Z7Zfz6JtGe7PN3X4P20PubjaUXyL3XLBWN2e7WlUvn7J5b1CVrUvrJ4yV12DbeRs3kEX3q8pbc7lhY+VN0tEOLzWTO64v8o5Su9qznb3E3pvqPTcMnl5wdhW8hsCNAjcBtVEIxqAmAaEU8NG/ju7/b1atGNPaR2BPP5T3wK5O2NkB5V3q8k5yTy9Z3m229+e6JrM9k4RjMGNvn9rRC9uuqHZcNLpOZzFfmNwdOvuAsTJiY9DKJAlPnPCgxosZNOpDqKpH8EZBQhBkYKLAxYFLAJfScEgICG7MfwXBEYeKGVsDZtYmVPSgMTBrCaJFQr1fUXmimQE0CbKRiZmFuFmIGv1hwjtlFePa6tHcoGzl4hZ2zsqG82sTYO+18nNGf5igwxrPjIGJLWxCeLnXwMkmCWHPmCWEUDlt8CuUK212pjN9aPahwSMb/LIpiEBHoHJU14DqBgQpAVwEginYj8BE7iqcemsblDXDL87BhhPwzEfws9/D0+/DU0c1Wz6Hp96DtYfgB4fhsUPww7dh7VvwcBM8egAe/y08fgC+/yqsPQxrj8LTJ2Fbl4WJEmxSzSIwCOwdg357D0GZh1eAV1Qc/gU1i2pWUXPyfA3ExdScrGaVeTj5Dgk1l9CwXwYXm4dNaNjbtZT8t6i4+Sn9/Jr+tI5BLTuPhkurOCWDTQErAycDJwOfAj4137C7m2o8wlJ2oogZXewdKvT0LHJ3FbraFzvbl7ivPyD0F1W3LnO03O+6XuxsX+3tXO3qWLLz8rKKS8Wu1uKqtuWOa/dVdhXauxZUDS6tUUxsVMvHgb+98bwvv1MhK/+P4NLAY4bwV4BH4NLAKvPcfql6N73u8D9vhC5Per95MwAAAABJRU5ErkJggg==" width="160" /></a><span style="font-size: large;"> </span></div><div style="color: purple;"><span style="font-size: large;">പ്രതിസന്ധീകളെയും നഷ്ടങ്ങളെയും ചെറുത്ത് തോല്പ്പിച്ച് വിജയ- തീരമണിഞ്ഞവരില് മുന്പന്തിയില് തന്നെയാണ് എഡിസനിന്റെ സ്ഥാനം.ആ ജീവിതം വളര്ന്നുവരുന്ന തലമുറകള്ക്ക് ഊര്ജമാകട്ടെ....</span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com0tag:blogger.com,1999:blog-1162317363101121003.post-36379492036149326272011-12-22T09:37:00.000+05:302011-12-22T09:37:28.015+05:30നിത്യ ജീവിതത്തിലെ രസതന്ത്രം.......<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/AVvXsEiF_J5ASgUSTEDD7OsPY5gF6kg7BX0wv6z5DWi9wh4CzzgjVJ1X_QGikW9JQNFY42eTWJr6pE12gVaJL7zYh9KehOjddHysv_gRHfAbK2HL0C2ZUx7GofWwzeSzz7U69pjuqRYbMZp8ZLk/s1600/asid+covr.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiF_J5ASgUSTEDD7OsPY5gF6kg7BX0wv6z5DWi9wh4CzzgjVJ1X_QGikW9JQNFY42eTWJr6pE12gVaJL7zYh9KehOjddHysv_gRHfAbK2HL0C2ZUx7GofWwzeSzz7U69pjuqRYbMZp8ZLk/s200/asid+covr.jpg" width="200" /></a></div><div style="color: magenta;"><span style="font-size: large;">നാം എന്തിനാണ് രസതന്ത്രം പഠിക്കുന്നത് ?നീണ്ട പേരുള്ള കുറെ രാസവസ്തുക്കള്,അവയുടെ പലതരം രാസപ്രവര്ത്തനങ്ങള്, അവയുടെ ഓരോ സ്വഭാവങ്ങള്,രാസപവര്ത്തങ്ങല്ക്കിടയിലെ ഘട്ടങ്ങള് തുടങ്ങി നമുക്ക് ഒട്ടും താല്പര്യം ജനിപ്പിക്കാത്ത ഒരുപാട് കാര്യങ്ങള്........ഇങ്ങനെ എന്തിനാണ് നമ്മെ ഇവയൊക്കെ പാഠഭാഗത്തില് ഉള്പ്പെടുത്തി കഷ്ടപ്പെടുത്തുന്നത് ?രസതന്ത്രം പഠിക്കുമ്പോള് ഇങ്ങനെ ചിന്തിക്കാത്ത്തവര് അപൂര്വമാണ്.രാസവസ്തുക്കളുടെ നീണ്ട പേരുകളും ആറ്റം ഘടനയുമോക്കെയാണ് രസതന്ത്രം എന്ന വാക്ക് നമ്മെ ഓര്മിപ്പിക്കുക.എന്നാല് നമ്മുടെ നിത്യജീവിതത്തില് രസതന്ത്രത്തിന്റെ സ്വാധീനം എത്രമാത്രമാണെന്ന് നാം ഇതുവരെ ചിന്തിച്ചിട്ടില്ല. രാവിലെ മുതല് രാത്രി ഉറങ്ങുന്നതുവരെയുള്ള സമയത്ത് ഉപയോഗിക്കുന്ന ഓരോ വസ്തുവിലും രസതന്ത്രം എന്ന ശാസ്ത്രശാഖയുടെ സാന്നിധ്യം കാണാം.നാം ഉപയോഗിക്കുന്ന പേസ്റ്റുകള്,ചീപ്പുകള്,തുടങ്ങി ഇന്ന് വസ്ത്രങ്ങള് വരെ പോളിമറുകളാല് ഉണ്ടാക്കുന്നു.ഈ പോളിമറുകള് ആകട്ടെ രസതന്ത്രത്തിന്റെ സംഭാവനയാണ് താനും.ഈ സംശയങ്ങള്-ക്കെല്ലാം മറുപടി നല്കാനാണ് എന്ന് തോന്നുന്നു പത്താം തരത്തില് "രസതന്തം നിത്യജീവിതത്തില് "എന്ന പാഠം ഉള്പ്പെടു- ത്തിയിരിക്കുന്നത്. രസതന്തപഠനം കൂടുതല് എളുപ്പമാക്കുവാനും അവയില് കുട്ടികളുടെ താല്പര്യം ജനിപ്പിക്കുവാനും നൂതന മാര്ഗങ്ങള് അവലംബിക്കേണ്ടത് അത്യാവശ്യമാണ്.രാസപ്രവര്ത്തനങ്ങളെ ബ്ലാക്ക് ബോര്ഡില് ഒതുക്കാതെ ക്ളാസ്റൂമുകളില് കഴിയാവുന്നവയൊക്കെ നടത്തുകയാണ് എങ്കില് അവ കൂടുതല് വ്യക്തവും താല്പര്യമുണര്ത്തുന്നവയും ആയിരിക്കും.എന്നാല് സമയം എന്നത് ഒരു വന്പ്രശ്നമാണ്.ഇവയെ മറികടക്കാന് ഡിജിറ്റ്ല് ക്ളാസ് റുമുകളിലൂടെ സാധിക്കും എന്ന് കരുതാം......</span></div><div style="color: magenta;"><a href="http://www.blogger.com/goog_1728158807"><span style="font-size: large;"><br />
</span></a></div><span style="color: magenta; font-size: large;">നാം പറഞ്ഞുവന്നത് നിത്യജീവിതത്തിലെ രസതന്ത്രത്തെ കുറിച്ചായിരുന്നു. പാഠഭാഗത്തെ ആശയങ്ങളെ വളരെ ചുരുക്കി ആശയവ്യക്തതയോടെ പുതിയ പോസ്റ്റുകളുമായി ഞാന് ഉടനെ എത്തും.അതുവരെ കാത്തിരിക്കൂ........</span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com1tag:blogger.com,1999:blog-1162317363101121003.post-81036626721940076872011-12-15T12:09:00.000+05:302011-12-15T12:09:23.355+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 8<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: magenta;"><b><span style="font-size: large;">ഡയോഡുകള് </span></b></div><div style="color: blue;"><br />
</div><div style="color: blue;"><span style="font-size: large;">വസ്തുക്കളെ അവയുടെ വിദ്യുത് ചാലകത അഥവാ ഇലക്ട്രിക് കണ്ടക്ടിവിടിയുടെ അടിസ്ഥാനത്തില് മൂന്നായി തിരിച്ചിരിക്കുന്നു, ചാലകങ്ങളും അര്ദ്ധചാലകങ്ങളും,പിന്നെ കുചാലകം (ഇന്സുലെറ്റ്ര്). ചാലകങ്ങള്ക്ക് ഉയര്ന്ന ചാലകതയും കുചാലകങ്ങള്ക്ക് തീരെ കുറഞ്ഞ ചാലകതയുമാണ്ുള്ളത്.എന്നാല് ഇവയ്ക്കിടയില് ചാലകതയുള്ള വസ്തുക്കളാണ് അര്ദ്ധചാലകങ്ങള്.ഇവയുടെ ചാലകത നമുക്ക് എളുപ്പത്തില് നിയന്ത്രിക്കാം എന്നര്ത്ഥം. അതുകൊണ്ടുതന്നെ ഇന്ന് അര്ദ്ധചാലകങ്ങളായ വസ്തുക്കള് കൊണ്ടുള്ള ഉപകരണങ്ങള് ഇലക്ട്രോണിക് സര്ക്യൂട്ടുകളില് സര്വ്വസാധാരണമാണ്.ഇവയില് ഏറ്റവും ലളിതമായ ഉപകരണമാണ് ഡയോഡുകള്.ജര്മനിയം ,സിലിക്കണ് എന്നിങ്ങനെ രണ്ട് അര്ദ്ധചാലകങ്ങള് കൊണ്ടുള്ള ഡയോഡുകള് ലഭ്യമാണ്.കൂടാതെ പലതരത്തിലുള്ള ഉപകരണങ്ങള് ഈ ഡയോഡ് ഉപയോഗിച്ച് ഉണ്ടാക്കുവാനും സാധിക്കും.അവയില് ചിലത് താഴെ നല്കാം.</span></div><ul style="color: blue; text-align: left;"><li><span style="font-size: large;"> റക്ടിഫയര്. - ഇവ AC(Alternating Current) യെ DC(Direct Current) ആക്കുവാന് ഉപയോഗിക്കുന്നു.ഇവ മൂന്നു തരത്തിലുണ്ട്.</span></li>
<li><span style="font-size: large;">സെനര് ഡയോഡ് - വോല്ടജിനെ ഒരു പ്രത്യേക പരിധിവരെ നിയന്ത്രിക്കാന് ഇവ ഉപയോഗിക്കാം.</span></li>
<li><span style="font-size: large;">എല് ഇ ഡി - പ്രകാശം പുറപ്പെടുവിക്കുന്ന ഡയോഡ്.ബള്ബിനെ പോലെ.</span></li>
<li><span style="font-size: large;">തൈറിസ്ടര് - സ്വിച്ച് ആയി ഉപയോഗിക്കുന്നു. </span></li>
</ul><div style="color: blue;"><span style="font-size: large;">ഡയോഡിനെ ഒരു പ്രത്യേക ആവശ്യത്തിനായി തിരഞ്ഞെടുക്കുന്നത് അവയുടെ പീക്ക് ഇന്വേഴ്സ് വോലടീജ് (PIV),കറന്റ് (PIC) എന്നിവ നോക്കിയാണ്.ഇവ ഡയോഡിന് പരമാവധി താങ്ങാന് പറ്റുന്ന കറന്റ് ,വോലടീജ് എന്നിവയെ സൂചിപ്പിക്കുന്നു.ഒരു ഡയോഡ് സര്ക്യൂട്ടില് ഉപയോഗിക്കുമ്പോള് അവയിലൂടെ കടന്നു പോകുന്ന കറന്റ് അവയുടെ PIC യെക്കാള് കുറവാണ് എന്ന് നാം ഉറപ്പു വരുത്തണം.കൂടുതല് കറന്റ് ഡയോഡിനെ കേടാക്കും.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">ഡയോഡിനു ഒരു ആനോഡും കാതോഡും ഉണ്ട്.ഇവ യഥാക്രമം ബാറ്ററിയുടെ പോസിടിവ് , നെഗടിവ് ടര്മിനലുകള്ക്ക് ഘടിപ്പിക്കണം. ഇതിനെ ഫോര്വേഡ് ബയാസിംഗ് എന്ന് പറയുന്നു.ഡയോഡിന്റെ കാതോഡ് വശത്തിനു സമീപത്തായി ഒരു വര കാണാം.ഇത് കാതോഡിനെ മനസിലാക്കാന് സഹായിക്കുന്നു.ഡയോഡിന്റെ ചിഹ്നവും ചിത്രവും താഴെ നല്കാം.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"><img alt="" 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" /> </span></div><div style="color: blue;"><span style="font-size: large;">ഡയോഡിലൂടെ വൈദ്യുതി കടന്നു പോകുമ്പോള് അവ ഇന്ഫ്രാറെഡ് വികിരണം പുറത്തുവിടുന്നു.ഈ ഡയോഡില് കുറച്ചുമാറ്റ്ങ്ങള് വരുത്തിയാല് പുറത്തുവിടുന്നത് ദ്രിശ്യ പ്രകാശമാക്കി മാറ്റാന് പറ്റും. ഇത്തരം ഡയോഡുകളെ നാം എല് ഇ ഡി അഥവാ ലൈറ്റ് എമിറ്റിങ്ങ് ഡയോഡ് എന്ന് വിളിക്കുന്നു.സാധാരണയായി ഇവയ്ക്ക് കുറുകെ 12V യില് കുറഞ്ഞ വോല്ടീജും കുറഞ്ഞ കറന്റും മാത്രമേ പ്രയോഗിക്കാറുള്ളൂ.ഇവയുടെ ചിഹ്നം ഡയോഡിനെ പോലെ തന്നെയാണ്.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"><img alt="" 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ID1AXORWCx+8uTJsmXLnJ2dmUymp6enh4eHm5ubs7MzyPFZs2ZNmTLF0NBw8eLFZ8+e5fF4BEEMDg4+ePBg586dXl5eoKHDasOsWbP09PRg2cHKygr0dNBnduzYUVNTA18dBh+mLrwN1RNXWUYfGzdZsUORFaqPRq9XnR8oRSqVQoiBtbV1XFwcsiopmgwqlFUegiBkMplIJGKz2cjnNTQ0tGfPntDQUBaL5eDg4ODg4Ozs7ObmBqTMzc1NTU0ZDEZaWtrvv//e3d19//797777LjEx8ZNPPqHT6RYWFhYWFoB75syZ+vr6JiYmoD5aWlpaW1szGIzY2NjLly8jX6uq6qXKBFOJU9QJN6BEzgTVXgxuSYiMBjpIdKjF19zcfODAAWtr6/j4eOQRRCOU7GiGOZbSj3AcR7IevjSO49euXVu/fr23tzeYNg4ODu7u7s7OzqDGubm5zZ8/Pycn57fffsvLy9uwYYOjo6OpqamZmZmdnR3MpRYWFuABB9eVo6OjhYWFiYmJubm5u7v70aNHq6ur0fwx5mjGRm8o+T/c2okjkxTCB1RHENmeBl8aOTpJ1fjmcDi1tbX79u2zsbGJi4tDuEdGRrhc7sDAQG9vL6aMTpLL5QMDAzwej6wFokfBRAdei6tXr6akpID4hv7o5ubm6urq7u4+f/78wMDAqKiokydPpqenL1iwwN7e/sMPP5wxY4a5ubmrq6urq6uTk5O9vb25uTnoM/b29iwWC/q7hYXFokWLGhoadF+1IUirUWT/mq64yWoZBTdS7NWqQegyJI56enpu3Lixfv16Gxub+Pj4/Pz8pqamV69evXz5EjyZoIrw+XxQEHFlACqGYWKxGGxlsrbLZrMPHz788ccfg2a9aNEiFosFarKZmZmZmZmjo+PcuXP9/f1DQ0OdnJz++7//e+bMmSBwwCZClidMqiYmJjY2Nu7u7iYmJgwGIzAw8MSJE+3t7WTcWrgh8TsR3ITSRCT7nSmfUVXTBC8V/I5hWH19/c2bN0+fPn3gwIH09PT4+PiFCxc6OzsvWrQoOTl53bp1a9asSUpKSktLy8jIOHfu3B9//NHY2DgwMACdGgYQj8fr7+/v7e3lcrlQ55GRkb6+vpKSkqCgIGtraycnp2XLlh09ejQ1NXXevHmGhobTp0+fPn06CG5vb293d3dzc/MpU6bMnDnT0tKSTqeD+QN+WqStw8K8i4uLubn5Rx99tGXLlvr6+vb2dphjyUy1EyNLEl1xK0iaiapyAhMX5QNgGCaRSIaGhjo7OxsaGkpKSg4fPrx27drAwEAWi2VpaWlra+vk5MRisby8vDw9PcEdMWvWLEtLS3d3d39//7S0tBMnTty9e/fFixdcLhf8zmw2u7e3t7u7m8PhQB04HE5dXd2lS5fc3NwcHBxCQ0MPHz7c1NR05syZ+Ph4a2vr999/f/r06Ug+IGvTwMDAyMjIxMQExLeJiQmsFBsYGIDCbmJiYm9v7+jouHz58nPnzmEY1tnZyeFwKCa7Kj3U2yhLrOPArf1LqDpaxWIxh8Oprq4+fPhwWFiYqampubk5k8l0dna2tbU1MjJisVjz5s3z9vaeP39+WFhYZGRkQECAl5cXg8GwsLDQ19cHZxOLxVq3bl1hYWFrayubzYaZACP5uDs6OkpKSi5evJiUlLR+/frTp083NjYqFIrq6uqsrKyAgIApU6bATGhmZobmPZgVwfsBCrWJskBVDQ0NYYFtyZIlmZmZlZWVCoWCx+OBJUnR8Mgjm+I2Ub3mjXCjyQr86yB2+Xx+ZWVlRkYGg8Gg0WjW1tZubm6xsbH//Oc/L168WF5e3t7e/vTp04yMDEdHx+jo6MePHw8PD0OgaVNTU2Fh4blz5z7//PNFixZ5eHg4OjqyWKyVK1ceOHAAdDgQLziOQ4QCGPf9/f1tbW3d3d0QbgkemMbGxoiIiPDwcJgbwfvq6urKYrHQihosDZuamsLiA2g1xsbGM2fONDQ0TE9Pf/ToEWgjSELCS2EOk2vdLq76PSaCmyygQZ0AlzyHwykpKTl37tw//vEPPz8/PT09Hx+fVatWgfr18OHDurq64eFhPp/f1NR08OBBW1vbyMjIiooK5HkAz2dra2txcfH169ezsrJSU1N9fX1hoktMTDx//vzz589B40ZKJ9KdyB59giD4fP7Vq1dv37594sSJNWvW0Ol0Ozs7R0dHZ2dnBoMBfRzcT7DABv8LrhU6ne7t7X3kyJG6ujqyAJFKpRDzBRqanLQ5nhwxoBa3YgKrOYTSAwANFggE/f39EOjf0NCwb9++yMjI2bNnM5nM+fPnp6en5+Xl9fT0cDicvr6+oaEhCKGqq6vbt2+flZVVSEhIUVERbNegTAlisfjly5fXr1/fsGHDkiVLWCyWs7NzQkLC8ePHHz9+3NvbixBoMu0wDBscHITwh4sXL7q6ujIYDFBC6HQ6WSEB0Kampkhq+/r6rlix4tq1a21tbeiBgJvSu1Vxk+MGKLPd+HAjyqAXCgQCNpvd2tpaVFT0888/79u3b+HChUwm09vbOzU1taio6PXr16A8SSQS2AzA4/H6+vrKy8t37txpbm6+ZMmSO3fuDAwMQANQTWQyGYgXDofT09Nz5coVGDFgvKxevTovLw8x1e67wDBsYGDg8ePHgYGBHh4eVlZW+vr65ubmYP44ODggC97Y2Hj69Ol6enoeHh5xcXFHjhyprKwcHBxEPQCECXRtAArCRG0Hx9StZevqoiJIpjza5AKlp6fnwoULiYmJtra28+fPT01NzcnJKSsrQyoz3A4RwBKJpLu7u6ysbPv27WZmZsHBwQ8fPuTz+arVQJMP7JeBRbIVK1ZYW1vb2NgEBgYWFhZC+CT5evi3XC4HZQb1Ei6Xe/369Xnz5pmams6YMWPq1KmgIDEYDEdHR+SkhbCITz75ZOfOnc+fP4fZCPUAaDsYH6j/IvE9ObjRhEseKXCXWCzu6Oi4fv36119/HRwczGQy09LS8vLyGhsbh4aGYMkVSVJwwIKZA7jNzc1DQ0NLSkpULUby28G8EgqFPT09OTk5kZGR3t7ebm5uu3fvLi4uRk4M8KdDjCSsrA8ODgoEAvB8yeXyjo6OxYsXg4dk+vTp4FC1s7NzcnICN4udnR1oh2FhYadOnYK4EWAKQRDI0FON51KdLdEF5H4wBm7UqcHjTF7MJwiir6/v3r1769evj4qKCg4ODg0NvXr1amdnJ9wL5h8IVrBT4Pb+/n4QJjQaLSoq6unTp6peAfL/IiEjk8nKy8uPHz+emJjIYrGCgoIOHjwIqxMKhYLD4XA4HFjwFAgEQ0NDfX19ZJ29paXl448/hh5taGhoZWVFp9NtbGzs7e1BqoAh6uLi8uWXX965cweNDJlypw8igJMKpY+rqtujcGvv2vA4mB/IIwsaX19fv2fPHoiMTk1N/fHHH1taWgQCAepuZNxoJV4gENTW1n7//fd0Op0ctIZYY+r82vBvDMN6enquX7+emppqYWHh6+u7e/du0LW5XC6XywUoEC/I5XLhrp6enocPH6anp0MQBLhHXFxcHBwcrKysDAwMQJ6AsRMdHX3mzBkU9keQQvRBZFOmdDJxtZYk+Xr1uAnl6hcUGJugV6AL2tvb8/Ly1q9f7+jouH79+vz8fLDaoSvBLAdxBGiSkSuD1pqbmw8ePMhgMBITE+vq6hBKVG+0TQ+mZdgAOTQ0JBKJuFxuR0dHaWlpUlKSg4ODn59fRkaGQqGAfSGgmMJnhnby+fy8vLzly5f/7W9/CwgIOHTo0P37948cORIeHu7j42Nvb29gYODm5mZpaTlr1ix7e/ucnJz6+nqZTEbZS4k6rFpcFBtHreDWiBtYgxoL0yO48xHu4eHhGzdubNu2LSQkJDIy8syZMyikUabcEUz21iL1Ef7d1tZ25MgRJpNJxk2xzchDEp4JMUrgfezt7T1+/Pinn346Z86c2NjYioqK4eFh9G2gDxIEIRKJGhoaTp06FR0dbWJismXLlnv37vX39zc2Nl69enXXrl3R0dGgnJibm9vZ2aWkpDx48KCnpwfDMA6Hg432+mrR4lDNKYVyi3rcyOMKvDAME4lE0B64oKGh4dtvvw0ICJg7d+6BAwfKy8th7y350ZQPi3BjGNbW1nb06FEnJ6eVK1fW1NTAZaqqN7muZH0fwzCJRFJWVpaSkuLr6+vl5XXw4MGOjg4Yi8ipgOM4n89/+vTppUuXduzYsXLlyl9++aWpqQkG2cDAQHFxcU5OTlxcHPgFFyxY8PPPP7969QpiAgA3uQJqWalWmMJ6bNwwEfP5fGS2wVYaqTLLx61btwICAszNzVksVm1tLWyw6O7ulo/ezEJ+E0yVCoVCJBK9fPkyOzvb2dkZoqjgSspaJRqS5PaAYxZklFAoPHbsWGBgoKmp6WeffQa+f4rDEmT969evOzo6+vr6BgYGhoaGeDwe/FUoFHZ2dhYWFkZERCxYsGDFihX9/f1I4lH25uhYyMRVR4PG3g2Dl6yHwFQpkUi6urogMtHT03P37t3wVeRyOUySYP7AHifU0eRyOYSz4jgOq7HffvuttbX1mjVrKioqwK/N4/FQ4BWhjKJC8oHD4QwODqJYd2jS06dPDx48GBAQYGxsnJGRAbHLOCnaYmRkBMJT4RZkBKILYLhUVlY+fvy4qqqKGO1PJjPBtC7VUnATpOQ1Y+NGczH5aoFAIJPJ2Gx2aWmpj4+Po6NjVFRUWVmZXC5/8eLF77//fv78+cLCwry8vKtXr167du3GjRu3b9++d+9eQUHBvXv3bt68eevWrfv379+4cePUqVMpKSk0Gi0mJuaHH364efPm3bt34a+FhYWPHj0qLCy8d+/e3bt34b83bty4cuXKTz/99L//+7/5+fn5+fk3btz45ZdfHjx4cPXq1Z07d+rp6cXGxubl5cG0TCj9OTDlol2zuNLrT26pQCDo6urq7Ozs6+sjX0wmiBQHTIfF63HjRtoP+UfA3dnZeeHCBRAj27Ztgx59586db775JigoaNOmTcnJyQkJCatXr/7yyy83bty4efPmtLS0jRs3rl+/fv369Rs3bly7dm1KSoq/v7+FhYWfn19CQsL69es3b968efPm9PT0r7/+etu2bV9//fXWrVvT09PT09P/8Y9/rFu3bvXq1YmJiatXr163bt26devWrl27du3avLy84uLi/Px8KysrHx+fw4cPIwkAY4JiKCDlATVKLpfDfkOwYsiJqMjzNlrM0r76TgGoK250D/l/YcHw+fPnmzZtMjQ0DA0NPXfuHIzcS5cuLV269N1334XAAX19fQsLCxcXFyaTaWdnB4E1VspCo9GcnJyYTCaE/0IgB9gazs7OLi4urq6ubsoCq4iOjo729vZ0Oh081HQ63cvLKyYm5saNGy0tLW1tbbAjZN26dRC+TCh36yATiSwlUItwpSsRXYOpLEBLlTlPQKNX7fuThptSuFwuj8e7d+/e7NmzbW1tv/vuu4qKCg6Ho1Aonjx5snfv3rlz5zo5OYFv3tzc3NPTk8FgmJubQygBuJWBF6wi0mg08C/b2NjY2dnZ29tD+KS9vb2DgwOTyXR0dAQfnqOjI3wDWN9asGDBzp0729vbYXblcrm7du2ys7NbsGBBZmYmtBMmVdRmuVyOEmnA/8IEA3Y/ikdEjcUwDOwmHo+H9taD4aYd90Rkt9rC4/G6u7t/+eUXCJ05c+YMLN/JZLLu7u7S0tJz58599NFHDg4OKDYDFlv19PQgFhLWU/T19YE+cjfDCgv4ieh0OjhIwVFnamoKi4ewXczLyys4ODg9Pf2XX37p7+8HcScSia5cuQLRPF988QXq3QKBALUWx3FQ2wEBrIoAPpy0LkjGzefzgTV8GPC7kjezasE9Ps1EbREKhY2NjTk5OTY2NgsXLszPzwcPH5h/HA6nvb19zZo1fn5+7u7u7u7uEOgPi4E2NjYMBsPOzo5GowFuIGhqagq9HgSLnZ0duKEh5MzU1HTWrFkffDU8nIEAACAASURBVPDB1KlTDQwM7O3t4+PjDx8+nJ+fX11dTY6ievr0qZ+fn6OjY2hoKExooFmRKVCy9aBNm2obC6YGfBIkScjZnDQRnzhuyqVgWezatYtOp8fExJSUlMDvfD4fxiOXy71582ZqauqiRYuCg4MhBMnGxobJZHp5efn4+Hh7ezOZTPQNYP0bpIqdnR1IbRcXF2dnZ3AYoXizqVOnmpqaenl5HT169NWrV2CvDg8Pg5oB2xiioqIYDMbcuXNRrAslhJNis8jVJQMjt53sy4YHwr8pmiKhrozPzCFIEcPkq69fv56cnGxpafntt98i4xs1BlZqmpubc3NzWSzW/PnznZ2dIUmInZ2dl5fX7NmznZ2dAbSVlRUKnATpQZ4tkWFtYGBgYmKyePHitLS0Cxcu1NXVcTgcaDZalgS1PSUlBYLeW1paIEie0ii17o4xCzHaqUBepqEUteY7hbhGvVuujPkj4z579mxISAiNRjtx4kRjYyN5JIKdAmuyNTU12dnZoFRYWFi8//77NBrN3d3dy8vL2dkZJLWtrS3oG0h6gMBxcnKCG5lMJsgfFou1devW69evt7W1QaYulJkDU+ZalMvl69atgzDMiooKmFRUwWnqy1q8HIrR8kHV+afWC6iKG4o2M4fsV4Ny9OhRPz8/MzOzq1evtra2kqdyuVyOWsjj8err66OiombPnm1lZQUxNBAjiSZS2JIEQIE4aISgmcBaoouLy/z585OSki5dutTU1AQP53K5w8PD4GtFSjGO45s3b/b09HRycnr48GFbW5vqCpF23JpcpuTbEXG5uuzhb4pbtXcfOnRo7ty5+vr6v//+e1dXl3x0Ain0v2CyP3r0KDw8HMKXEFlQ+yB8ydraGq3S2tvbw+q4qampnp7e3//+9+nTp7u4uKxYseLy5cu1tbVDQ0PwcJTgZ0SZjQ7eu2XLFi8vL0dHx9u3b/f09FB2dSp08DFpL2Tc5PVJynKwFtYacSPZTXYU4Dh+6NAhX1/fqVOnFhQU9PX1we/khoH4hm5OEERDQ0N2djZIbXt7e1hAYTAY1tbWsBRrbGwMGwwYDIaLiwsI+mnTpjk7O0dGRu7du7egoAC0iMHBwba2NhRkTBCETLkpDd4OuJlM5q1bt8DljRY6JqWQhbguuNU+RKNmgisDeaEoFAqxWJydnf3xxx9Pmzbt/v374BRWKBQy2aiN4FLSJnI+n19VVXX06FEvLy8rKyvQ+WD7BdrraGRkBMRBGwEVJSUl5eTJk48ePerq6lKQIrOQzwvhBmFCEMSWLVtmz57t6ur68OFDSEWne8CqjqwpXRvpKpOAm1CGh6EOzuVyc3Jy/P39Z8yYkZ+f39HRgXyVlPmXUObfAmOhsbExPj7e1dUVgmZAhsB+XiMjI9hEbWRkBKZ5QEDA6tWrf/75Z8i/hQINkBKGxCVQBs1ELpenpaXNmTOHxWKVl5fD5l9NWRsmwFq1a5NVQwpuLZOENtw4KdIXx/GBgYEzZ85ERETo6eldunSpubmZ4slEIgVM5N7eXnBHEARx8+bNqKgoMMSR+U6n042NjWfNmjVt2rSpU6eamZktW7bsu+++u3fvHniaFAoFjuNdXV2QQVEul8M6JI/HA18SjuPgGxGLxRs2bJgzZ46vr29jYyPsbifP5JPFmoJ7RHnahUy3BKVj9G7yL2w2+86dOxs2bJgxY8a6desqKioIpZ7P5XIbGhquX79+586dgoKCoqKiioqK58+fP3/+vK6urqam5tatW8eOHUtMTKTRaGDcow10+vr6M2fOnDFjBmxZzM7OLioqampqampqqqqqevDgwaVLl3799debN28WFBQUFhaCYxqCNKVSKYRx8Xi8uLg4Z2fnBQsWwF72yerdqrilpGybk4ObUPrdyT/y+fyKiordu3fr6+svWrTo/v37uHLpYGho6PHjx9u3b1+zZs2KFStiYmLi4uJWrVq1evXqNWvWrFmzJjIycuHChV5eXnZ2djBDQqwpLH6D/wSC3gMCAmJjY+HGpKSkiIiIhQsXLlmyJCQkJDY2dvny5ampqfv27bt169bQ0BCo+d3d3V1dXQEBAQwGY8mSJSB8QIF5c9yIuFrcYNZPAm6MtEcTikgkam5u/uGHH2DfypUrV8Byk0qlw8PD9+7dS0hI8PDwgA3SsF0XYpQcHR1hXwFsop4xYwa4qAA3hOWhvdMQKQkmD2yKnj59OmxrBA3Szc1txYoVZ86cAS1FLBb39PQUFxf7+PgwmcwVK1Ygf/fkTpUUwY1wj5BOz5kgbjR2yD9KJJLe3t5ff/3V29vb1NT02LFj3d3dCoUCVK6CgoLw8HCY9yApjrGyoPnQ0NDQyMho+vTpEM6LIqlnzZoFW07hSvgrfInp06e/995706dPhx3XEI4TGhp64sQJMHNwHGez2ceOHQMFf9u2bZgyFYl23Nq5aMeNHHOTjJt8JyxClpaWJicnGxgYbNq06fHjxwplhrSqqqqUlBTINenu7g7eD/BZOzg4gCMbDEhYcADvK2zyRS5vZAGBg9vV1RXcVR4eHr6+vgsWLHBzc/Pw8EhISLh48SKq2+DgYGBgoJmZWVhY2LVr1yAvCqxuayFINv8mBbcui5njcFHB3rK6urqsrCwajRYeHn769Glw8Mvl8qqqqo0bNzo6Orq4uICPydnZ2cnJycnJyVlZYHGHTqfD77ALGhRwGAQQtweeE3gOPMTT09PHx2f+/PmwkywhIeGnn36CurHZ7LKystmzZ7u5uaWlpVVWVsIGbFhr1RH3mMQ1CROyLjgJuJFODYEAEF589+5dV1fXuXPnbtmypb29Hf7a0tJy+vTptWvXrlq1auXKlfHx8UlJScnJySkpKWjCTElJSUxMjIyMjIqKWrRoEYPBmD9/PkyDYWFh4eHhMTExK1asSEpKSlSWpKSkVatWff7557DOuXr16tTU1P379xcUFEAvbm5uPnv2rJOTU2BgYE5OTnd39/DwMAo40U5QR9zkqZKsBVIkyZviRuGHGIZJJJLh4eGBgYGenp729vbFixc7ODgEBwcXFBQgU767u7uhoaGioqK4uLi4uLisrKyysvLZs2e1tbX19fW1tbU1NTU1NTUPHjw4e/bsmjVrIGrpzJkzBQUFT58+Ba2xurq6oqKitLS0qKgIHlJVVVVdXV1TUwNPqK2tbW1tHRwchN06RUVFmzZtcnBw+OKLL37//Xe5XA771YD4mBB1ZK2qCJKVbuSiGnOUaMONPILg7evu7oaAjZGRkezs7NmzZ1taWkZEREC2CTDf5XI5h8Pp7+8fGBiAfSHgHYWVQ0jR9+rVq4KCgq1bt9JotLi4uPz8/NbW1t7e3p6eHoAIm1l7enr6+/vBcAc5xmazwfsKueKlUmlpaek333zj4eGxaNEiCAjFcZzL5UqV4e664NYOSJOZQzZ0kS9wcnDLZDIOh/P69Wsw9nAcLyoqCg8PB/X55s2bbW1tQJwgHa2AqoK0eOgIHA6nsrJyx44dpqamoaGhhYWFbDYbAjlRTswRZUYNFDVH9nnCMwUCQW5ubkhIiIWFxapVq0pLS2EjHnxgTEP4pO4FgcZV3NwyUkG4dflyOgkTWDro7u6GbegYhvX09OzcudPb23vKlCkbNmyAOEftRjNydY2MjECkspmZWWho6JMnT+DDQDQW+XpNDRCLxbDjZOvWrX5+fk5OTt9//31bW5uMtBMQvW4CBXV8Mmu1uJEY0aVrj4FbpozdB38ThKaDGiSTyR48eJCWlmZpaWlkZJSRkVFXV8dms7W8Evq7QqGQy+VNTU379++3traOjo6urq6GN5JTfym0JsiGeO1du3bFxcUtW7YsNjb2ypUrw8PD5GvIPpxxFUSZDFrTIs6YixKUon73ApJW6HHwO/iDBgcH4a7a2tovv/zy3XffZTAYX331FZfLhb1PaECgk3H4fD64MgiCGBkZaWpqOnToEJPJTE5OhjVPwI18uRiGgbyGLLqQ5gfqwOPxHj58uHXrVnt7++Dg4O3bt0NwD0UPgTqMt4NTGq5KllJ0VyX/D7emS8mzBK5cpoIkAHBBZ2fnjz/+OG/ePBaLtXjx4i1btiCXNK6MDIZ74TtBoiyJRNLY2Ai4k5KSEG5yIi7ATU5cDzUZHh6urKzMycmJiIgwMDCIjo4+ffo0bJmghJMhYai76UjGrakjkynjpFUbHZ//zpjfB72e7P2CmkGqjMzMzPDwcNjafu3atRcvXqg6PzHlgSIKhUIoFEKGNEdHR3J8NyVLJpx+gBytCoVCKpUWFRVlZmYmJycvXLjQx8dn165df/zxB0S3ghaMkfamqK61jsl6Yrh1fL6CfEyRpjuRlgIRjoiIXHmCaUdHx549e+bOnfv+++97eHjk5OQ8f/4cLS2iApVWKBSQtjEzM9PBwSE+Pr6qqgpTSUoKnR22f4OmIZfL2Wz2999/P3v2bCcnp4ULF+7Zs4e8nxVincCSxJRZUXXHrVbhU1U/yKzGBVpX3ApSQCxZn0fXw2aZvLy8yMhISE2xcOHCjIwM6egsmaiIxeKmpqasrCwmkxkTE1NaWqrF2oYxVFxcnJubu3nz5o8//tjV1TUgIAACXchnrcDnIS/9jEuYaMJN7t3jcrOoLe+MyZpcG7kySxKlm/P5/NevXxcXFy9ZssTKysrExITFYu3ateu3335raWmBy1D7h4eHnz9/fvDgQSaTGRYW9uDBA9iGIleJvRMIBK2trb/88svGjRv9/f2dnZ2XLFmSnp5+8eLFqqoqtLkCcKi6MuQ6H1VC1vzIuDVpIJOAW5eroY+jPM+IuEwmg/zXR44cCQ4OhvQKXl5eq1atys7OfvjwIWTiAecRm82urq7eu3evvb09mDkwwaKUuwRBQFbyO3fuZGVlhYeH+/r6enh4+Pj4fP3113fu3GlpaSHvCCYPdjCRdPcZ/Wtw634DmG0QpQh7n6DXC4VC2PV+6tSplStX+vj4TJs2zdTU1M3NbdmyZcePHy8uLgZzn8PhlJWV/fOf/6TRaKGhoZA+e2RkZHBwECQ1n88vLCzMzMyMjo62s7P7r//6Lysrq+Dg4N27d5eUlEDKHDIgisJHmdN0oaMWN2WGfHNJokDHFOl+A9QJKcWQVAQdcQWr70NDQyUlJevWrfP392cymQYGBpCPyMHBISgoaMuWLZs2bQLj29fX98iRI7du3frtt99OnTr1zTffLF++fN68ecbGxlOmTJk+fTqdTg8LCzt69Gh5eTlohHw+H94Lyaq0RLESo3feaZnfKLi169dvFbdCGbwLKQVQzDlZaQMfy7Nnz27fvp2bm7tjx44FCxZAfCWkYF28eLGPjw+sKvj7+4eHhwcGBs6fP9/d3d3R0RHiN4OCgtauXZuVlfXo0aOXL19Cqn2clFKLvEldUz3x0UW7OkCoWO2Ty1pBPoRrXLfJSWdrohhJ8sF5kFaxu7u7sbHxyZMnx48fT0tLS0xMjI2NhWViT09PCMycM2fORx99NH/+fPB9x8TErF27du/evefOnbt79y6EvAqUBWkaBGkbmVTd0UyqrHXHjY+2qCcZN/lZlKLpNiQ0ASsKSYWRPjg42NfX193dDRn+YNYSCoWwuTonJycpKcnX1xeOYwoNDU1KSvriiy+2b99+4cKFoqKijo4O0PGhI8Muv+HhYVg3INcKU5cGXztr7bjV3kjh80a4yR9Q7Wu03Ewok6qJlUWiPAMVZAtZqkI3hH8XFRVt3rzZ2Ng4MTGxuLgY/LoS5bl7sMUNvRrZU5QksUiwUHBrYq0LDk3d7s1BQ3kHG6to7xcEyZc9Qjp5ANaRyUmEkJCVSqV1dXXfffcdjUaLjY2FwwDkcjnEUSKDArYtozwOUmVWQjJl1SVw1R46AVh/Buhx4B6zgxDKpTzUPLlcjjYOoQ8AvVsmk6EcsDExMWDE4ziOUgfAA+GDQYga2PHwLpw0W8pUIvMmBbdChfgbEB5V3sE1qD7jwq1QdnPyL+SBL5fLwThSKDM+ZGVl0en0+Pj42tpa9ATy7bhyBwXFFkdAKWJQrQyZMG7V+kxKGQM3pdITfg2O4yDNFQqFWCyur69HKXfRIVyafCy6FE2sVaH/GRB1L++Q66SJ9Zhde8xCEAQsYCoUCpFI9Pz583379tHpdJQuHR99kMsEinbcfxHo71AqpIk1pX5jVppQxiujX+CxCoVCIBDU1dXt3buXTqdHRERAMimpVErJ+ICqoWNLdMH9LydOxa2lfgoV5VRTjQmVk0XIhc/n19bWAu6wsLBHjx6B7jE8PIzODMNGH2iuS0t0xK0K/W1yHwduQoPRpfpQQt0xRahA5FtGRgYkJS0qKoJwFMhBgymdgjLlwUo6toRSQ9Widsi+Ze5qcKvlS6FMdpip1lJt90ft4fP5z58/379/v729fXR0NJwKBdajfHSyH7nKqUpainbcqhJSLfHJQKqtTAJu8l2UxpPfBJcpFAqBQFBfX4/OPKuoqACRTV48U6hLjqS9TAC3KvHJQKqtjOEzUStA5Bo2cZKha8FNPtFvxYoVVVVVIDEoiiBOOo5SdxyaoGvCjU/25Kn9UWMffkuuruqaqer6Ka60OCivRJqJSCRqbGw8fPiwi4tLYmIiWomnyCW1jHQkrqmP/9m4xxwrE8GtukpN6eDoevIrUcSESCSqr6/PyMiwsbEhn8ZKmVrR8hWZuO5t/k/ArbaDqy7l4eo2P6CgNZFIVFtb+91331lYWEAOWOBIURzRqiP5yeNq81tmrVDBrfpMXXHjmmU3prLegSu9SGR8sPICuGtqanbu3GliYhIeHl5RUYEp8+uQr5cqs22hQTOBZusIelJYK9Thpjx8bNzkelM6uFpFkFB3tDNBEMhFxefzwQFrYmISEhJSXl4O44CcthAnHe0s1zl+QcfGa8Hx5kX7i3TFrZa4Wr0Y4VaN+UNpG5uamo4cOeLi4hIfH19ZWQkSA+L8cFKaR+QxnxjuMRs/uaA1vZE8pMaNGyeFBqjViwl1vRt6K+zZlkgk1dXV33//PZPJTElJqaqqAqDkoDhYlkOnHPxJuN+QrC5vpEiw8QkTHXHjyuwz6K8EQaCpUqFQlJSUbN++3dPTMz09va6uDhwjaMlGoUxCC19owsLkX1K0sNYJNwU0WZhomsQI5WxJjNajEf2Ojo4nT57cvHmzuroa8kaBexZJJ7kyCA2tLfzb4VY7J4+Bm/JxMJWipd9pAcTlcjs7O5ubmyETBtooJldmUKFMD/92uMnQUM0nB/cERrpUeboAysiu+mRs8taS3mbRglsxpiKonTWmwT81gSpSXoH/K9x1k1LG6N0KrdO3LrgnBQQx+swIXMXb9e+Lm8x9HLjHK7vHW0tMxa/7n9G7yZrFXwI3QXKzaMI9GSjeRqFwQ+P1L4dbTtqfMVmzwtsvZG6IEmrXXwi3Wtf5ZAmrt1bI6FDXRrvn/1q4yWF/kzs3vLWiCTfYFn9p3P9Jvfv/4/5Tilrc4KL4q+P+jxEm/4dbbXuI0ZqZTJnvCiUqUSgUGIZVVlauWrXK1dX1zp07GIahAFeCtNQrk8l4PN6zZ8+Cg4PhAAAvLy8vLy8Wi+Xu7u7k5MRgMOh0urm5OYPB2L1795MnT6BKcXFxkEMdEoBB+ioXF5dPP/00PDx806ZNAwMDMg27ckZGRuC8SsiUojbYU5evOGYXHG9XGAM3+j4yZVIYcp6MiooKMm5IJIfqgSkz/QiFwrKysqVLl8J5yZBeKikpacWKFbGxsVFRUaGhoUFBQXBUHfLHxsbG2tnZubu7R0VFxcXFxcfHx8fHR0REREZGhoeHR0VFHT169OHDhx0dHaqtkkqlcEIAig1X28YxYY056N8GblhylMvl5eXlycnJgFuuPIQLU1rhmDJPz8jISEFBwbJly1gsVlxc3MWLFy9duvTjjz+ePXv21KlTJ06cOHbsWHZ2Nuy97OjogJQCsbGxjo6OH3/8cVZW1unTpy9cuHD+/PkjR47s2rVr7dq1ISEhc+fO/eqrrwoKCmQqO1blcjlsRUSn5GlB+VZxq71BLW60zQtwy2SyJ0+eJCUlubi43LlzB4SGQnkmL3lpGMOwGzduhIWFBQUFZWVlwStwZao/2EAFBcQcm83GcTw6Otrd3T0mJgbOhkf1FAqFL1++vHbtGmyjOn78eGdnJ+TkRVvQCGXGB7X9GlVAF2SacOvytcaNG82QctKuOsAtlUpLS0tXrlzp5OR0+/ZtqVQKWR5gNxTEr8LtUqn0/v37UVFRISEhJ06coLQE7BrUcolEAsldo6KivLy8UlJSKMgwDBscHKyqqvr222/9/PxWr15948YN2FNCziCDoGhqOepPOrLT1NPHQ3ushNJknQS4UHAnJCQ4OjreunVLIpH09/fjyjwksIgO7RGLxSUlJTExMUuXLs3JyYEqgkwfHh6Gcw0h8xJIHshIEBER4e3tvXbtWtX6QC6qkpKSRYsW+fv779u3DzK56Z7SmFB6xFSJayL4lnCjno4sbJgqAfeKFSvs7e3z8/MlEsnAwACmzLID6+7QGKFQWFVVFRsb6+/vn5GRASKVw+F0dna+ePGipqbm+fPnLS0t/f39MDHA/BYSEsJisdatWwf1wTAMra6h+ixdupTFYq1atQrH8XFlkCaUZx/r7g57e7gJpQsJiXJof3l5eXx8vLW1dX5+PpoqR5RnFsJKPOCurq6Ojo6eO3fu559//uDBg9LS0vLy8rKyssePHz98+LCwsLC0tLS2tpbD4aAvGhAQ4OTklJqaCvUBIYOiZAmCEIvFiYmJHh4en332mUKhGBduXJmWY1zexz8dN3ooEuXkd1RWVsbFxZmZmd24cYNQpldHwWYINwQFxsbGMhgMV1dXf3//hQsXLliwwNfX19vb28fHx8/PLywsbMuWLQ8ePOjt7YVXLF682NbWNjExEZ7JZrNfv34NmfUUCgWGYZ2dnZs2bfL19Z0zZ45CoYBsEZT6q9VJtOMeE9mbEB/jEC4ybtWZB3Dr6en9+uuvUHWFMjMvl8uFjFQymUwoFNbU1MTExLi7uwcFBe3atWvPnj27d+/esWPHjh07du3atXfv3qysrAsXLtTX16NTSSD9eWJiIky2IHwQbhzHORzO2rVrWSyWj48PCH2y1YNpPtATDVa1slsXapoEy5hfYmzcitGCRRX3hx9+eOnSJdhETRAEh8OBDKNdXV2wyi4QCJ4+fRodHf3JJ5989dVXdXV1zc3Nra2tzc3N7cry6tWr1tZWdKotQRAhISEuLi5JSUkgW/h8/sDAAPk8YhzH4+PjnZycPv30U6CGqkcoz9qApWcKcWK0bPxTcVMe+Ka4Y2Nj33vvvbNnz0KOEZlM1tvb29LS8vLly8bGxoGBAVCr4cqQkJDc3Fzy89G/cRyHnguYFApFTEwM5PsBKxw2EVOSO3z22WcODg6xsbEyldQEkJACUqwAcfJ7KW6fCejRqlhxlTI+3OSH4qP9U/DXioqKqKgoGo2Wl5cnl8shEy7YF3AECNg7Eomkrq4uISFh6dKlhw8fhlEvFovh1FlyNjqFQgE7/mQyWVhYmKenZ2pqKrkOqPYYhrW1tUVHR4eGhkKaMQjCQn9FTh7VQEZKcyYLtypx1WeOfV4lehBYOmDFINwRERFgVY6MjAwMDCCbSCaTwdErBEHIZLL6+vqVK1cuXbo0KysL4R4aGoLMmPBk+DwSiQT+ERIS4ubmBkoepUo4jnO53OPHj4eEhKxfv/63337DMAwOQoNujpOOyFNr7JA7OAWN7tDVEtdSxo0bRjSXy0W4o6Oj582bd/fuXYFA0NHRQTb6YZMk3FhdXb18+fLAwMCDBw9CjwOnnUyZJFckEnV1dYF2Afbh0qVLXV1dV61aRREUcrmczWbX1NQsW7YsMDBw7969jY2NCoUCzCWQ/qj/agJHwa2JzqQT1wk3MivAxYFwP3v2LDk5OSAg4NatWyAZKPfKZDKJRCIUCu/evRsUFLRgwYJdu3aBb4QgHUmH47hMJuvs7ASBALGvgYGBHh4eX375JSTpQc8cGBi4f//+tm3bbG1to6KiLl26BI7fwcFBSB5GrraWdqkd9dr75sQKQRIyOuFGPhOU3gX+VF1dvXr1amtraziHwtXV1cvLa86cObNnz/b09PTz81u3bt3ly5fFYnFpaeny5ctdXFw8PT2XLFni5+c3f/58Hx+fBQsWLF68+NNPP/X19Z07d252djZkJCAIIikpydnZ2d3d/dNPP120aNGSJUuCgoL8/f2XLl0aEBAQFBR0+vTpsrKynp4eqCGkxEKq95iMxot7wtwJ0lQxNm7UtaWkEzXgTy0tLQcPHgwODo6Ojo6NjQ0LCwN/dERERGhoaEJCwo4dO/Ly8rhcblVV1e7duxMSEpYvX56cnAye7ujo6OXLlycmJq5YsSIyMjI6OvrcuXMNDQ3w8EOHDsGR8/Hx8StXrkxJSVm7du2XX375z3/+c9euXQcOHHj58iUcJYfqRt5lPCaacSF+w26OOrhOuCkOWKQAwLjOzMw8evRobm7uhQsXLly4cO7cuTNnzuTm5l68eDEvL+/Jkyf9/f0NDQ03btw4e/bsmTNnwHN97ty58+fPX7x48aeffrpw4UJubm5ubm5xcXF3dzf01ocPH/78888XL148e/bsjz/+ePnyZTjk69GjR2VlZbA9EFMmp6VsgSU0aK7/QtxQpbEVQTJutIoIf5XJZFwut76+vr29nc1mw49yZeookUgEK1hdXV2dnZ29vb1wIAOPxwN1GLlzUcY28OqBVgO5CeH0cOSDlclkHA4Hjl+Ay4aHhwcHByn6OLBGto8mRpqAapczE8CN3qXrVKlW74b+hc6zUG0GjuMQW8zhcNA566rKAJJXKBgT/C2ozeQnI4hy0gY4XGW7saqepwsOVdyq0MeHeXTR6Zx4ciWw0Tk78dGniKJryIsGcmXSQZQ8f29zbAAAAW5JREFUVj46oBtp9Eh1I6OkvBGt5CFFE3V8TaHiFGoTwI2P3w6aOG5UITI+cPvhpN03FHyqe3MAt5R01gwUYE2Rv8izKB+dVw2xpiiIyPGrlviYPV07638lblwZz4e9QS6jCRRyU0GYkH8h7+WZdNxvVZgoRo81hQ5q1tsvFGmmlrUWZH9F2f0XpIzKmMJXe/213D5ZrBW6+0zGi3uy6kd52pgPnHTck8haMS4XlSapp3o9PjqmQMdbtFyMKz18WuJGNNVZR2p/Ldzj7ddj9ia1N2r6E046Mk2XT6hahzFrQoxVdGyF9jIO3Lo/dNJriSv1fUxDpjFNb9eR2pis3x5uxV9AD4F+qlY6qdbt3wP3n/eONywEyaAli1SFiso0YWRvh7UC4f6zXzOuQqgsjWo3WzTNbGO25Q0/0gTKvzduVeLjrf/bZK34D8M9sfq/NdaKv6bs1h33m7NW+/Y/r+1/LdzovWhu/JNkyL+q/D9LsT6e4P9VHwAAAABJRU5ErkJggg==" /> </span></div><div style="color: blue;"><span style="font-size: large;">എല് ഇ ഡി യിലൂടെ ഉള്ള കറന്റ് നിയന്ത്രിക്കാന് അവയ്ക്ക് മുന്നില് ഒരു രസിസ്ടര് ഘടിപ്പിച്ചാല് മതി.ഡയോഡിനെ കുറിച്ചുള്ള പോസ്റ്റ് ഇവിടെ മതിയാക്കുന്നു.അടുത്ത പോസ്റ്റില് ട്രാന്സിസ്ടരിനെ പരിചയപ്പെടാം......</span></div><br />
</div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-37140820380366165362011-12-15T09:24:00.000+05:302011-12-15T09:24:51.859+05:30കേരള എസ് എല് എസ് സി പരീക്ഷ പഠനസഹായി<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/AVvXsEgyI3SQ2h893hT3n0BRsHQoKtN5O76lwK2X5qu4AZ2FQU24MoDaO1hhmfXJ6iNPGiYESxP1j-N3RiU6PxRauwmVKcWYSxubSWjmTxzlxKJBkSn181RF_UKrV3TlXNNeKIp9wzpRX4xAvAA/s1600/ss.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyI3SQ2h893hT3n0BRsHQoKtN5O76lwK2X5qu4AZ2FQU24MoDaO1hhmfXJ6iNPGiYESxP1j-N3RiU6PxRauwmVKcWYSxubSWjmTxzlxKJBkSn181RF_UKrV3TlXNNeKIp9wzpRX4xAvAA/s1600/ss.jpg" /></a></div><div style="color: blue;"><span style="font-size: large;">എസ് എസ്എല് സി പരീക്ഷയ്ക്ക് തയ്യാറെടുക്കുന്ന വിദ്യാര്ഥികളെ പഠനത്തില് സഹായിക്കാനും പഠനം കൂടുതല് സുഗമവും ആസ്വദ്യകരമാക്കുവാനുമായി വിദ്യാഭാസവകുപ്പു തന്നെ പലപ്രവര്ത്തനങ്ങളും നടത്തിവരുന്നുണ്ട്. ഈയിടെയാണ് ഞാന് ഐ ടി സ്കൂള് വെബ്സൈറ്റില് അത്തരം ഒരു പ്രവര്ത്തനം കണ്ടത്. ഓരോ വിഷയത്തിന്റെയും പഠന ഭാഗങ്ങള് ചിത്രങ്ങള് വീഡിയോ തുടങ്ങിയവ ഉപയോഗിച്ച് ലളിതമായി അവതരിപ്പിച്ചിരിക്കുന്നു. കുറെ കൂട്ടുകാരെന്കിലും ഈ കാര്യം അറിഞ്ഞിരിക്കുമെന്നും അവ ഫലപ്രദമായി ഉപയോഗിക്കുന്നുണ്ടാവും എന്നും ഞാന് കരുതുന്നു.ഈ കാര്യം ഇതുവരെ ശ്രദ്ധയില് പെടാത്ത കൂട്ടുകാര്ക്ക് വേണ്ടിയാണ്, അവരെ ഈ വിവരം അറിയിക്കാന് വേണ്ടിയാണ് ഈ പോസ്റ്റ് എഴുതിയത്.ഈ പോസ്റ്റിനു താഴെ ഓരോ വിഷയത്ത്തിലെക്കുമുള്ള ലിങ്ക് തരം തിരിച്ചു നല്കിയിരിക്കുന്നു.അവയില് ക്ലിക്ക് ചെയ്താല് വിജ്ഞാനത്തിന്റെ ആ ലോകത്തേക്ക് എത്താം.എന്നാല് വേഗം പഠനം തുടങ്ങികൊള്ളൂ.....</span></div><ul style="color: magenta; text-align: left;"><li><span style="font-size: large;"><a href="http://resource.itschool.gov.in/chemistry-web-new/index.html">രസതന്ത്ര പഠന വിഭവങ്ങള്</a></span></li>
<li><span style="font-size: large;"><a href="http://resource.itschool.gov.in/physics-web/index.html">ഭൗതികശാസ്ത്ര പഠന വിഭവങ്ങള്</a></span></li>
<li><span style="font-size: large;"><a href="http://resource.itschool.gov.in/biology_web/index.html">ജീവശാസ്ത്ര പഠന വിഭവങ്ങള് </a> </span></li>
<li><span style="font-size: large;"><a href="http://resource.itschool.gov.in/social-web/index.html">സാമൂഹ്യശാസ്ത്ര പഠന വിഭവങ്ങള്</a> </span></li>
<li><span style="font-size: large;"><a href="http://resource.itschool.gov.in/maths-web-new/index.html">ഗണിതശാസ്ത്ര പഠന വിഭവങ്ങള് </a> </span></li>
</ul><span id="goog_1343296013"></span><span id="goog_1343296014"></span><a href="http://www.blogger.com/"></a></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com0tag:blogger.com,1999:blog-1162317363101121003.post-71040592518454373962011-12-14T10:12:00.000+05:302011-12-14T10:12:33.711+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 7<div dir="ltr" style="text-align: left;" trbidi="on"><div class="separator" style="clear: both; text-align: center;"></div><div class="MsoNormal" style="margin-left: 1em; margin-right: 1em;"><span style="mso-bidi-font-family: Kartika; mso-bidi-language: ML; mso-no-proof: yes;"></span><span lang="ML" style="font-family: "Kartika","serif";"><span style="mso-spacerun: yes;"> </span><span> </span></span><span lang="ML" style="font-family: "Kartika","serif"; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Kartika; mso-bidi-language: ML; mso-bidi-theme-font: minor-bidi; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin;"><span style="mso-spacerun: yes;"> </span></span><span style="mso-bidi-font-family: Kartika; mso-bidi-language: ML; mso-no-proof: yes;"></span><span style="mso-bidi-language: ML;"></span></div><br />
<br />
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<div class="MsoNormal" style="color: red;"><b><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കപ്പസിറ്റ്രുകള് (capasitors)</span></span></b></div><div class="MsoNormal" style="color: magenta;"><br />
</div><span style="color: magenta;"> </span><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">രസിസ്ടരുകള് കഴിഞ്ഞാല് സര്ക്യൂട്ടുകളില് ഉപയോഗിക്കുന്ന പ്രധാനപ്പെട്ട ഒരു ഭാഗമാണ് കപ്പാസിറ്ററുകള്.ഇവയുടെ ഉപയോഗങ്ങള് താഴെ പറയുന്നവയാണ്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><span style="color: magenta;"> </span><ul style="text-align: left;"><li style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കരന്റില് ഉണ്ടാകാവുന്ന വ്യതിയാനങ്ങള് ഒഴിവാക്കാന്.</span><span></span></span></li>
<li><span style="font-size: large;"><span lang="ML" style="color: magenta; font-family: "Kartika","serif";">സര്ക്യൂട്ടിലെ ചില ഭാഗങ്ങളുടെ പ്രവര്ത്തനം വൈകിപ്പിക്കാന് (delay)</span><span></span></span></li>
</ul><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കപ്പസിറ്റ്രുകള് ചാര്ജ് സംഭരിക്കുന്ന ഇലക്ട്രോണിക് ഉപകരണങ്ങളാണ്, മുകളില് പറഞ്ഞ ഓരോ പ്രവര്ത്തനവും അവയുടെ ചാര്ജ് സംഭരണ ശേഷിയെ ആശ്രയിച്ചിരിക്കുന്നു.അതുകൊണ്ട് തന്നെ സര്ക്യൂട്ടിലെക്ക് കപ്പസിറ്റ്രുകള് തിരഞ്ഞെടുക്കുമ്പോള് നാം ഈ കാര്യങ്ങളൊക്കെ ശ്രദ്ധിക്കണം. കപ്പസിറ്റ്രുകളുടെ ചാര്ജ് സംഭരിക്കാനുള്ള കഴിവാണ് കപ്പാസിറ്റ്ന്സ്.ഇതിന്റെ യൂണിറ്റാണ് ഫാരഡ്.ഇതിനെ F എന്ന അക്ഷരം കൊണ്ട് നാം സൂചിപ്പിക്കുന്നു. സാധാരണയായി കപ്പസിറ്റ്ന്സ് മൈക്രോ ഫാരഡിലും (1 മൈക്രോ ഫാരഡ്=10<sup>-6</sup> F)മറ്റുമാണ് പറയാറുള്ളത്. അതായത് വളരെ ചെറിയ കപ്പസിറ്റ്ന്സ് മാത്രമേ ഉണ്ടാവുകയുള്ളൂ എന്നര്ത്ഥം.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><span style="color: magenta;"> </span><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കപ്പാസിറ്റരുകളില് രണ്ടു ലോഹ പ്ലെറ്റുകളാണ് <span> </span>ഉണ്ടാവുക. അവയ്ക്കിടയില് ഒരു dielectric വസ്തുകൂടി ഉണ്ടാകും.ഈ ലോഹ പ്ലേറ്റുകള്ക്കിടയിലാണ് ചാര്ജ് സംഭരിച്ചുവയ്ക്കുന്നത്.അവ കുറച്ച് സമയം സംഭരിക്കുകയും പിന്നെ ചാര്ജ് ഡിസ്ചാര്ജ് ചെയ്തു കളയുകയും ചെയ്യുന്നു.ഈ പ്രത്യേകതയാണ് നാം സര്ക്യൂട്ടുകളില് പ്രയോജനപ്പെടുത്തുന്നത്. കപ്പസിറ്റ്രുകളുടെ ചിഹ്നവും ഏകദേശ ചിത്രവും താഴെ കൊടുക്കുന്നു.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span></span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span> </span><img alt="" height="101" src="data:image/png;base64,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" width="200" /><img alt="" height="142" 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" width="200" /></span></div><span style="color: magenta; font-size: large;"> </span><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">രസിസ്ടരുകളെ പോലെ തന്നെ കപ്പസിറ്റര്കളും പലതരത്തിലുണ്ട്. പ്രധാനമായും രണ്ടുതരത്തില്. േപാളൈറസ്ഡ്(polarised), അണ്േപാളൈറസ്ഡ്(unpolarised) എന്നിങ്ങനെ. അണ്പാളൈറസ്ഡ് കപ്പസിട്ടരുകള് സര്ക്യൂട്ടില് ഘടിപ്പിക്കുമ്പോള് ബാറ്ററിയുടെ പോസിടിവിനു തന്നെ കപ്പസിട്ടരിന്റെ പ്രത്യേക ഒരുവശം ഘടിപ്പിക്കണം എന്ന് നിര്ബന്ധമില്ല. എങ്ങനെ വേണമെങ്കിലും ഘടിപ്പിക്കാം. എന്നാല് േപാളൈറസ്ഡ് കപ്പസിട്ടരുകള്ക്ക് ഈ നിര്ബന്ധമുണ്ട്. മറിച്ചാണ് നാം ഘടിപ്പിക്കുന്നത് എങ്കില് േപാളൈറസ്ഡ് കപ്പാസിറ്റര് കേടായി പോകും.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അണ്േപാളൈറസ്ഡ് കപ്പസിട്ടരുകള്ക്ക് ഉദാഹരണമാണ് സെറാമിക് അല്ലെങ്കില് പോളിസ്ടര് കപ്പസിട്ടരുകള്. അതിന്റെ ചിത്രം താഴെ നല്കുന്നു.ഇതൊരു സര്ക്യൂട്റ്റ് എടുത്ത്തുനോക്കിയാലും ഇവയെ നമുക്ക് കാണാന് പറ്റും.അവയില് തന്നെ അവയുടെ കപ്പസിട്ടന്സ് എഴുതിട്ടുമുണ്ടാകും.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><span style="color: magenta; font-size: large;"> </span> <div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><img alt="" height="200" 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width="105" /><span> </span><img alt="" height="195" 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" width="200" /><span> </span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">േപാളൈറസ്ഡ് കപ്പസിട്ടരുകള്ക്ക് ഉദാഹരണങ്ങളാണ് ടാന്റാലം (tantalum), ഇലക്ട്രോലൈടിക് (electrolytic) എന്നീ കപ്പസിട്ടരുകള്. അവയുടെ ചിത്രം മുകളില് കൊടുത്തിരിക്കുന്നു. അവയിലെ പോസിടിവ് ഭാഗത്തോടും നെഗടിവ് ഭാഗത്തോടും ഘടിപ്പികേണ്ട കാലുകള് കാണിച്ചിരിക്കുന്നു.ചിത്രം തന്നെ അവയെ കുറിച്ച് ഏറെ കാര്യങ്ങള് പറയുന്നു.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഏതൊരു ഉപകരണത്തിനും എന്നതുപോലെ കപ്പസിട്ടരുകള്ക്കും താങ്ങാന് പറ്റുന്ന ഒരു കറന്റും വോല്ടജും ഉണ്ട്.നാം സര്ക്യൂട്ടില് കപ്പാസിറ്റര് ഘടിപ്പിക്കുംപോഴും അവ തിരഞ്ഞെടുക്കുമ്പോഴും ഈ കാര്യങ്ങള് ശ്രദ്ധിക്കണം.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><br />
</div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-36223122455696476762011-12-13T10:17:00.001+05:302011-12-13T10:59:34.126+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 6<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: purple;"><span style="font-size: large;"><span style="color: red;">പലതരം രസിസ്ടരുകള്</span></span><br />
<span style="font-size: large;"><span style="color: red;"> </span>കഴിഞ്ഞ പോസ്റ്റില് നാം രസിസ്ടറുകളെ കുറിച്ചാണ് പറഞ്ഞിരുന്നത്. എന്താണ് അവയുടെ ഉപയോഗമെന്നും അവയെ എങ്ങനെയൊക്കെ ഘടിപ്പിക്കാമെന്നും ആ പോസ്റ്റില് ഞാന് വ്യക്തമാക്കിയിട്ടുണ്ട്.ഇന്ന് ഞാന് പലതരത്തിലുള്ള രസിസ്ടരുകളെ കുറിച്ചാണ് പറയാന് ഉദ്ദേശിക്കുന്നത്. രസിസ്ടറുകളെ നമുക്ക് രണ്ടായി തരം തിരിക്കാം , സ്ഥിരമായ രസിസ്ടറുകളെന്നും (fixed resistors) മാറ്റാവുന്ന രസിസ്ടറുകളെന്നും (variable resistors) . അവയുടെ പേരുകളില് നിന്ന് തന്നെ അവ എന്താണെന്ന് വ്യക്തമാകും.സ്ഥിര രസിസ്ടറുകളില് അവയുടെ രസിസ്ടന്സ് ഒരു സ്ഥിരസംഖ്യ ആയിരിക്കും.അതായത് അതിന്റെ രസിസ്സ്ടന്സ് നമുക്ക് മാറ്റാന് പറ്റില്ല എന്നര്ത്ഥം.എന്നാല് നമ്മുടെ ആവശ്യാനുസരണം രസിസ്ടന്സ് മാറ്റാന് പറ്റുന്ന രസിസ്ടരുകളാണ് വാരിയബിള് രസിസ്ടരുകള്.ഇവയെ കുറിച്ച് നമുക്ക് വിശദമായി മനസിലാക്കാം.</span></div><div style="color: purple;"><br />
</div><div style="color: blue;"><span style="font-size: large;">ഫിക്സഡ് രസിസ്ടറുകള്</span></div><div style="color: purple;"><span style="font-size: large;">മുകളില് പറഞ്ഞതുപോലെ ഇവയ്ക്ക് ഒരു സ്ഥിരമായ രസിസ്ടന്സ് ആണ് ഉണ്ടാവുക.ഇവയെ നാം സര്ക്യൂട്ടുകളില് താഴെ കാണിച്ച ചിഹ്നം ഉപയോഗിച്ചാണ് സൂചിപ്പിക്കാറ്.</span></div><div style="color: purple;"><span style="font-size: large;"><img alt="" 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" /> </span></div><div style="color: purple;"><span style="font-size: large;">രസിസ്ടന്സിന്റെ യൂണിറ്റാണ് ഓംസ് (ohms).അതായത് ഒരു ഫിക്സഡ് രസിസ്ടരിന്റെ രസിസ്ടന്സ് നമുക്ക് ഇത്ര ഓം ആണെന്ന് പറയാം.ഇനി എങ്ങനെ ഒരു രസിസ്ടര് കിട്ടിയാല് അതിന്റെ രസിസ്റ്ന്സ് കണ്ടുപിടിക്കാം എന്ന് പറയാം.ഇത്തരം രസിസ്ടരുകളില് അവയുടെ രസിസ്ടന്സ് ഒരു കോഡ് രൂപത്തിലാണ് നല്കാറു,അതും വ്യത്യസ്ത് നിറത്തിലുള്ള വലയങ്ങള് ഉപയോഗിച്ച്.അവയിലെ ഓരോ നിറത്തിലുള്ള വലയവും ഒരു പ്രത്യേക സംഖ്യയെ കാണിക്കുന്നു.ഈ കോഡ് മനസിലാക്കിയാല് മാത്രമേ നമുക്ക് രസിസ്ടന്സ് കണ്ടുപിടിക്കാന് പറ്റുകയുള്ളൂ.ആ കളര് കോഡിന്റെ പട്ടിക താഴെ നല്കാം.</span></div><div style="color: purple;"><span style="font-size: large;"><img alt="" src="data:image/png;base64,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" /> </span></div><span style="color: purple; font-size: large;">മുകളിലെ പട്ടികയില് band color value എന്ന് എഴുതിയതാണ് നമുക്ക് ആവശ്യമായുള്ള പ്രധാന വില.ഇതാണ് ഓരോ നിറത്തിലുള്ള വളയത്തിന്റെയും വില.പിന്നെയുള്ള tolerans എന്നത് രസിസ്ടന്സില് ഉണ്ടാകാവുന്ന വ്യതിയാനത്തെ സൂചിപ്പിക്കുന്നു.ഇനി എങ്ങനെ നമുക്ക് രസിസ്റ്ന്സ് കാണാം എന്ന് നോക്കാം.രസിസ്ടരിനു നാല് വളയങ്ങളാണ് ഉണ്ടാവുക,ഇവയെ ഒന്നാമത്തെ വില(1st significant figure), രണ്ടാമത്തെ വില (</span><span style="color: purple; font-size: large;">2nd significant figure),ഗുണകം(multiplier),tolerans എന്നിങ്ങനെ വിളിക്കാം.</span><br />
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PKogSCMrzE8OoR5iuoWwgXeR8ALPF5fW1vb3XffPXXqVFmWtTqFagaeGFzQwt9ZXOi4DarvoeFv3LjRYDB8/PHHwWAQuYyCIMBcpCuZsngmJCSQ8GNVh5xAgLGEQgLtdnvv3r3tdjvell/J+QNPsiNKSkri4uIIBYwK8ZqIzWaLj4+Hzg9cwApGuACfOThXV1fDC2g2m1W4QIFP4ILVakVYUVZWOfhBBEEgXKiqqjIajQAaAAQUIsAB/sL1AJsC3gfCBRpDSoumkH63QEMUWkOHuCArqwgewfsOaQph5rS1td1zzz1lZWUstGbEzzepZ7IYwkPDqYgL2kafeKToEBc2bdpkMpk+/fRTQdmAgPVT0uwRrKioSExMBBwQLoB4XIAwAxfS09OZEriCQwvcyI6YOnUqQgOUE0EEpAAuAI+QklBTUyMqubcACExucK6trUX+Qoe4YLPZoDvI3DIIAUA7ZVmurq42mUwpKSnwMmpxAUS4gA+fffYZGEqco44XyKhnBSjCed/hfAhzi8zlPosaryH0BZ/Pd++99yJOGdTsN1M9lG9wh9M1zAWd6k4kFPmzeOrBPOgebbfuU1Tf4+1u3rzZYrHs3LkTM4B+1bKqqqpKTk42m83QEbS4QKoEDPi4uDhEARljWN5pVSExLisrS05O5iMOWlywWq2JiYlmsxmZAqtWraImSUo4kFq+atUqg8EAL0B8fHxqair5PggXAFvQ//lIqtQ+BMMYq6mpgfmQnp6OjCY+TkkfAAfp6ekIppJ/oeuv79QkjHYwGLz//vunT5/OugkXekiwe0K+ThAu6Kp8YToQ3biovoeUbtmyBXlNeGgYPlDRKRgJ0dXiAoyLzMzM+Pj4rKwsul3k3P70Yfr06ViNCRfgX9DigsViKSgosNlsq1ev5ruGD9TyVatWIZ3JarUmJCSkpqaieSAoNYQL8EpquRF+8biAPAXK2giFCxjMDl/KaU0YbUEQCBfC+BeYpmyX7qSNDhQ6KwJR3KtL0eBChw/j4SCMMRneVtT+FKbzWqiWFX1h69atNpvt888/5+VWtwtVVVUQM8IFshqQdwSRgyTzuCAre5lpHYbDX5bl6dOnQ9jIl8m7HvHXYrGQvmCz2RCPILayEpgA59raWugLwAWyI0CR6AuyLFPz4F/Q4gIfmkUwldcXCBdoGKOef6cmQV8IBAL33XefNt+RJ5nbjU6zmkcHfn5G4nbRFYouokMUIxAlLoR/mBYUIklr1fUYhYEPFS6ImvIBmP3AhV27dkF0JWV/tLYLK1asSElJAS7w8QgIcBhckCQpEAggQwas4NgTRRG4AFsdPPl0KRCPC1artba2lhqJ6AmSc8C5uro6LS0NuAD/AtQEgALyDhBfBC5YLBbqoCAIGCu0UxTFFStWAEp4XAAikNsCcQ1dO4KWUNXriGJSnSzSbTD0Kb/fD/+CLMu0J1V1saQpUaGCBh4UwrhaQ62aqqkeeY9OY1wIFYWKULnoEBd4fQG4QNkpgp7fsbKyMgpckLl4BGoiMMaw00YQhGnTpuniAu2bgkFBuGCxWOB3lJRCDIhK+Hw+cIZSgwyLDnEB6g9TZnNQKazi9XoZY4IgABdSUlIIFyhOyeMC8jK1uEBLqNg+xSiKSXXiiRda1U/kd0Q8InJc0KoMvP57YnCBdQc0dBoXOvU8FWRqSduBSCjUs1TfYIJu3boVKXoQMxI57QuuqKhAwB9rJp+/0KG+AFxoa2sDW9QmEQShrKwM/gXgAvEJpS9ocUFQtu6BM+EC/I5aXKD8BfgFzGYzDZqg5C8AF3T1BV1cCKUvEASAMwF356bUSSJ+Wqp+ovyF+fPnl5aWyrIcxu/IT/JQUzS6eR5mtnfYtS6yigYXOmXznHTaunWrxWL57LPPBCVOKWvK7zDGRFEELvB+R208Av9q/QuIU5K2T4o6xSOIZ6h4BPyOsCNExa0AOwJhdnCGc1SFC8QTuEDbn+B9oJ5CYiVJQgRXUvIXUlNTKT+SNoCg13Ax4CkZGRkd6gu6YnZqEi/Pqp9gR3i9Xto3dbp0SkvRoUPncIHGkaAhqqaeUNq6davZbObzF5hiD+MCwoXly5cTLtB+R1o/aW3ncYF2K2JVV/kdRVEsLS1NSkoiXNCWdQAuJCUl6eIC5S+o8pq0uEBxSuACYgoqXJAUvyNwQVbyF+CwMJvNwAWt35FwAch4xuMCTAav1ztv3rypU6eejNZ1J/U4LrD2CSFabfwkUqjXvHnzZuRBw1An2eBvZMr+COjzFFakQB2JNEBBlb9Aa7sqD1oUReQ18XmTBAr8XiweF1R5TXL7eASf74hSLrzCz+MC4gh8XpOkiUcQLiAPmnABRJ2FzyIMLpCFchrZEWGADKPtdrvnzJkzefLkUwTsojYNorgrGr8j72vROvBCNauzHhTdUQhzr6hECrExmb7fuHFjcnLyhx9+yHvveCaSsp9y6dKliYmJZJzT7gCCCdo3pc1rggwL7fMXJEkqKSmJj4+nXCkoCKR04K/NZoNfQ4sLghJBoB7V1NRocYHfbUEbpc1mc1JSEvKgaUjxQZXXZDAYCBew84LPX+D3RyCDg/Id+f52i38h6qkfxYPC4AK64HK5brvttvHjx/O4LIbYxNmhZS13MoVZ1vgs+cRtcnNGLUrhb+m0HaEakQ57GGoQIyRRQ1KI890E5QRa7F+SJAmr96uvvpqSkvLhhx8CMjqFC3aFQuFCRkYGMQmFC3FxcTwukPVOrOx2O3wQhAuCstWfcIHmLuGCyWRS4YJZ2TcFXEAcIXJcgKsVnaUMaMqP6hAX+HfUqSnYoXhEwqRDttpf+dmluoDXFyZOnCi2j2SFCh+EWvZIEDorBbgM/IPt601RmanwIxP1eHYOFySlUo1qTRDbn54SpomRP6srU0SWZUGpB/3aa69hKqPlspJtwneKaewIXl8IhQuxsbHdggu8voB4RIe4gO2SWlzAJija4tF1faHruNDFd90pPqHY6v4ktc+d46/E+FD+AmOMFptQwn8iSfvobh/ATuCCrFi82twveOOxXS/IVcuTo8304pGSD+eq4JY+qJoqSVJbW1tLS4skSa+99lp6evru3btJg2Dt/Y6Sss+6vLwc+6xhO3RoR/C4IIa2I04KLqDBSUlJuv6FMLigzYPm7Qh8iBAXOjW1egIXWOjVSNaLndO8JbfxQw89NGvWLMaYy+XCCQCkGvAYEXU3I79e9b32Sq10RNFCos7hApZc7UEDbW1tLpcL9bD4lK/wFkEogRcjSG3ilSutj0OSJJ/P19TUFAwGX3311czMzD179gAXMEaSJh4hCALFIygNSeV3RIQCIs3jAiGmat+UFIF/QeV3DIULogLE1dXVSIgIhQvYywDmoXCB4qlhcIHQwWazYSMp4pQmk6lDXIh8UmnnWHchQoekmpOCcoiWKIoUx33kkUduvvlmxpjT6fR6vWTVq6Suw3ZGAnwdkpanrsWha910dnA67V8QlIAc//pxnkpXJkR0JOsFmYhgNbz44osWi+XTTz8NBoOEaNqRkiSpoqIC+Y4qXKBQAh+nTE9PV+ECH48IjwtmZfOVChcor4lwAUDWWVyAi6TDeARTcCF8PAL5UTwufPrpp3w3WffhwokkHhcgRX7lAC7oU9gfMWPGDBZB/YUTT8Fg0Ol04oBFjDlNFT6fOAwuhIGzTscjJEmC5wPICgui50C9K4RWvfnmm0lJSajjhnpNusMhSRLlQcPGhtXAGxF8ppMKF2i1ATfChSlTpsTHx/N5EDw0EMrwuFBdXa3CBV7YQuECJVmEwQWaPVHHKc9sXAgoJ3ry+yNKSkoCp+oJWi6Xy+FwEC6AaDZq61CpqDtxAaMWVMqxO53OQ4cOvfTSSxUVFTjCCKcz1ShUqxAd3BQ5qTiA/+rVq/mn4Ogn/ISjlsrLy6urq9esWVNbW7t27do777yzd+/e0BdaW1sRkogQF0gwVHlNPC5gcIX2eU2YWMAFPn8hDC6YlTzoqHHBopSQNCn1mnTzHeWO8ppUYVTChfT0dHwgXOBxkATstMYFSdlhjb/z5s0bO3bsv//973Xr1lVVVa1cuZJOG1MdPoaJGmaGk0Tg+K+a0KR7e3V1NQ7OqqioWLFixZo1a1544YVdu3bV19e3trZqcYEW7xOEC4xbJZxOp9PpPHz48PDhwy+44ALKrje1L1jGp/fhs1GPwvxEF6C8Ouqgx8XFxcbGxsTExMbGxsXFxcfHx8bG9urV68ILL7zooovi4uIsFgvSe+Pi4vbu3SsIgsfjCSqVlLSzhLcjuh0XSO/Q2hEqfaFDO4LPX0CDze3rRJCLhPZNgcLgQiT6whmGCzLnFMcHmthknM6ePXvKlCnr16/v27dvYmIiNrbQ5jccQUQbXkwc0Yumb/gb6RZd0k57ZLinpqbGxcVdfPHFvXr1uuSSS6ZPn/7yyy9/++23x44dU+ECWbVh9IUwngsWNS6IoijLMp2MqvuAUI+M1M2iSYWKwlqRZfnpp59OTEz8+OOPBUFAa1mITVa0b4q3I3oCF0L5HSPBBT6vCXnQwAVqJ5IX0tPTI8SFDv0LkeBCUKnpiIW3s6/ppJDcPiQhc74qUdlIctddd40ePfrQoUN0C81MsT2F8XOBJCWfXbfIQBgfPA0sEnCwPQ88XS7X0aNHnU6nFhf4xKdIxFD1azT+BbJe4OGnY5pFTSoYdTjUPmueIrmSFKRIziPBpsZt27bZbDbkL1AqJD8QshKPoDgl7Y/g/QvhcSGoHEwGnoQLU6dOTUxM5Pnw5kOHuKCNRwAX0tPTeVxQ6TVoHm1/pD5qcaGmpqZDfYH8jsAFo9H46aefysrGbeov/7o7O6lOCvFCrhIMdMHv9y9YsGDKlCl4syKX14TZGGhP/DRWiTTdxV8ZHiNUFORCb5IkeTyepqYmrHMqVJKVk0eE0ClFHS7J0fgX+D5T2DLMei7rxYp1Iz38q9K9ErKtPVAIOEqE04RcLhdjbPPmzVSvifKaVOPI2ucvqPZHRIgL/H7KIFf3lccFC0fRxSl5XEAdN35ht1gsRuX8iPT0dIPBYOXqNalwgUUcpzwjcYFIO29Fpb7jAw88UFxcTP5I7SxVqQySXr5AGNHoIkEvEDVZj3J7XVt7Y4/gAq8UAMk6VKJkjc6mpUharNtbmVOcQGgYX68JuBDUy1+Q2uc7ktMuclyA3hQeF2CbRI0LNMK1tbUwOG02G+q+gg+fZ2Gz2XCOptFoRCV73KvCBUmSampqkJ4QIS5APfn444/5brLTHBe0JHJ13KZOnSoqG1uZRtPUXb1OWDslLheL/15XsnR/6k5ckLmadh0iAt2lBYVIHhSmhyrikZspXlkWor5jeFyASGj9C/y5Mj2BC5HYEbW1tVarNT4+Pj09HXaEChd4fcFoNKanp+NekljCBUEQqquroQVEmL+QnJxst9s/+ugjvpvs9PQvEGnnFeHCPffcgzxoStjRilmEuEAvlLcywujR/OqrtUfIRoi8j52iKOtB4+bIW6aLC2HuDd9o3VtExRlONlVQOc/abrercEHUnDelwgUsvBYuvqjFhZiYmPT0dDxLaO93JAkMY0fwAKGq1ySE9TtaLJaEhAS73Y54RCg7Avsa7Ha7ChckpS4L4QKdN9Vh/gJwgfQFfjz52RzJlOhpinA50b2AxwWcK4M6brLeOXSR6wuRTONIehSFVhIBFLSj6OvER9e+niPViMvt9QWq+4oLIsEFY+jzIxAIVOGCNq9JVs6VsWjilGal/gI+ABdwrgzyFyQlcU3W5C8gQmmz2XCYtUUTj6A4JeRcUKLxhAtwaAuCUFVVhVOkENCluq8giqdSXRZUgiRcoFYR3J/0KaE7y8NcqQtkonI+5T333IM6bqHqQZ/i1Fk46AZcYHoK2EkkWaPg6eKCpPgvVbgQDAZ5XICCQNJLuEDRaTpvioAGujR40gceFyzt85oouI3132QyhcEFWpmRcRAXF2e1WmNjY+EoJQFGcAHNwzpvtVqBVkFlW8XiqHUAACAASURBVJcKF7Bri3CBV2rMmnpNwAU6h466qR38kzI3wkx03YtJV1f9pIsLQogI96lJEYJjKOrBc2W6lzrsHm+kMG7XIM6V4eu+AhdolZC4/ZQ4h45feHVxAb49Op9SViJDYXCBbBOCA/6DCheCXPk2cuWAYVVVlclkio2NtVgsMTExPC5Y2uc7Qp4tFgvGQRcXVqxYAVzQ1n0lS4rHBVSCpPyFUEtodHOxKxTJGqi6hTfgVb8SLsyfP3/q1KmSJHm9XiwqKj9fV2SvR6mLDeseXOjwlej6VCK5UtSQrhUnK4sqXSMqpzC+9tprFqXuK/IXpPZ14rW4AMEwaM6zpnNrIXi9evUib7+KJ48L/L4pU3tCjAOZCEbNubWCkpmrwgWj0RgTE2OxWHr37g0Fx6QUhuP3U5rNZmRJh8KFYDC4YsUKq9WalJQEJyW8Fbw6gw+hcCGUK6FbpCVCJpHMOi0TmQu388ojCAPl8/nmz58/ZcoUURTdbjcOPQ623y6sOzO1raX2aK/UpQ572qmhi+IVdAMu6L6AUG+oU1dqQYGGVdazGnhcELi6LIQLuudHyNw+a2xMJn3BpOxHMilVVbW4IHFHJKtwQZZl1f4IVaos2HYWF3h9gccFM7fPGs/qOi5o9YXMzEztubXaKRH1jOwihRE2uWu4gNIsUeACTWzdFS6MLITpWqfGIYph7GZcCI+CkVN4aIhEX+gsLoiiqMUF0s/5eASPCzabjXCB50m2aIe4QP4FXVwgO0LU+B2tVivsCF1cIH3BYrHAv0BmjtTejuBxQWVHkNuC4hGdxYWuz67oqEMxk8PWccOIES5IkuTxeOBiIFBQTVTV/Ne2RzWfw8hL945AdLd31e8YZmgiJN3OaNnyuKDbYRVwEC7Qedah/AuyYgjQ+RG6uEBru1kp3ARcELnazSS9mFiiKCJOGQYX8Aj4FwgXoCYAF+T28QjEKePj4xGPCI8LWP8pHkFajMq/oMUFPoYaBhdETTyiJ6Z4dBS+JXJYXODPldH6F3iG2omq22u5PS6EkpSeGYloqKu4ECEKdpZtGHQINfSR4IJuPALE44KNO1eGIvlmrswBsOPiiy+2Wq30uCBXxw0JToIghMIF1YIMcyA3N9doNK5YsQL17AWlICX6Ds4rV6602WyJiYnp6ekd1mtC3BGtEhUzR+bymkL5HVX5jlTHLZTfkaQljGycasTPLtVPmDler5fOm6Jz6HT58B0P1ffwy2f3dq3r1KX8BS0uiO3zW7oXF0IZESBqAHSB8LigXSIkzTl0hAuUksSHJwgX6HHIogc3WpB1cYGPIFiUfEfChcrKSug12CpD4wDOK1eutNvtSUlJGRkZ8fHxkeACmQ+yEqnhcYHsCF1cUNV9BS5QnPJUzmvqkEKJpSzLOKfP4/EQLoTPX+gQF3T1hVNWWWBR4wJNVhLFUAme3Y4LYewINID+dgoXRG6fNY8LWDAJF6xcAdiLL74Y1ruoHDlNeU0ej0eW5UAgMHXqVOQ4a3GBTzQmXDAYDBUVFYib6OLCqlWrUFceB15p68QDF9Dm6HCB1xS0uMDnNQX16i+c7nnQkiS53W7GmNvtxjl0eJVh8K5DXUkXF05lleFUxAXGQUMofUGL8SqdRVSqd27evBn5C2KIvCbiwJ9nbeX2WatwgRb5Xr16kb6AvfGUB41z7oPBYGlpKX8+pan98XO0JkO88/LydP0L/CK8atWq9PR04EJiYiIkmbweKOBhVvId+TxojAx6SvWOq6urKd/RzNWJtymE/dqo6RBGX1Btk+/s6z4pxM8x1U9YUTweD51PGR7siE/U+kK39aqbqKu4IIUOGXSLKSHpkS4u8NEjptShZIxt2bKFz3dE87RHYDDGqqqqeFww69WDJmFOT09HXhMeiv3mVDBDdW4tgYuZI54V9JT8/Hyr1VpbW0tKDQUmaF7Cv5CUlARcgOST1wPQYOX2WRMuBJVj+AgXJElauXIlqr/z58oAU/AXuADVKSsry2AwZGVlaf2O2BtCdTHkENTh6w713kMx7PDGUEyk9gfPq6CBj1OGx4UI+6jbsOhE48RQN+CCFhq63vnwr1nLUFZwgb6XlXxHVR40ZoOuGwmlE83tz5WxcXVfeQ0CdeKRBw1cQOkHsMKjZVmeNm1aSkoKCZsKFyxKaWkEDgoLC+12++rVq/lOSZIU5M6zrqmpgZ8Su5gQJiB1Bu202+1ZWVkZGRnYT0mznCplUPNWr16dnZ1tNBqzs7OhIgFQqMGEC1arNSsrC1fu2rULjSFxoqIYWlyIRLD5l6u7zISaXSrSXqzKauGfKHBFgFS4gFkUCATuvvvuqVOnyiHKjut2MMyUPvNxgYVQGboLFMPjgqSx4qT2aUUsNC7gdl19obKyEiuwlTtVhWwKOuce39P5EYQLvL5Agkf6AtWG4+MR4Ebn0KlwQVJyIlS4gDglvI8mkykzM1MV7LDb7ZmZmcAFu91O0XhdXCAtAC4VFG7gtQacKwN9AZqFNt8Re8aoUk5n33KHrzs64qelahLK7a1g7TKDEZs3b15JSYnuOqQr5+E7q7r4lAUF1l24EIb4t95Z5uFxgXjSO5ba4wK0Zfgd6Rw6SUlDkjnNgjEmiuLSpUspU4j3vVF+MY5yQrSS6i/g0agZRfUXAtx51ohHUHIUVbilAAfijhaLpaioyGazYZ+1pMCBqDggwbm6upryoJElCVwg5sA1LPtpaWlWqxV+FpSxAmfyL9TW1tJuKHAALgAayJlC+Y6wdz788EM0RuTyNQSOujipdKkrTDq8UvW9yJ1bO2nSpFCYonKoncWF/58igfkuvt0I2UpKwgl/O2Y/zqdEnXg6554nSTm3dvHixb169aKtUxau2AnOg01OTka5Xjj2YEeQYYI8WfCEGAuCgPMjKMCpxQUYFKjRUFRUZLFYVqxYAQEG1qiceVVVVQaDoVevXiaTSYsLpNSg/gJ8kLBugAuYwbr7KQkXyJQg84QMFgzOe++9JymbStAqgTuCSTvCpx2hXw6H49Zbb50wYYKksTJEja+9w17zk/kUBwXWXbgQRoajBv4wbLU86Xv+drzdzZs3AxcEpU68qg1Y37xe7+LFi+Pi4ggU+OxGxP+Q9gcrQLWfUqWO0pqpwgXcztf/xlMQUMzPzzcajciDVg0XfaitrTUYDL1794a+YDAYMjIyeNBBkBLLPupB0z5rqX1ekyRJNTU1uIz3L1AJBj4PGnFK2ERUr0lri50ZhBXF6/XeeeedkydP5mUeM43HBT4zOgxPLS70eDe6QN2JC5Ev75EMShjhD0/0FvFh8+bNBoPh448/DgaDDofD4/EI7YvqY21vbW1dsmQJNink5uaazebExMSUlJS0tDS+kr+NowsvvNBsNktK7IDHBRKY0tLS+Ph4OBF4eaO1HWS1WjMzM7Ozs5OTkysqKrQWL1FNTY3BYIiPj8/MzMRx1enp6aq0q/T09JycHKQtWywWynekYUEYVVLiESaTqaioKDs7G/YR9CNsHoWrAvpRTk5OWlpadnb2559/rupmhy+Rnwxh/IiRuBvD/xr5DJRDRxYJNx988MEpU6YQpEqSpK3gHMqFoR2KbsGFzspRdNTNuKCdBKHeTVf4a4lukbhDq0GbNm1KTk7+8MMPfT5fc3MzjqLjBQ+Lg9PpXL58eWZm5oABA4qKikwmU2xsLKCBCrRgHSbP3IUXXmgwGOBWcLvdOLkXPCkwAf8COQJhulPgE+kGaWlpWVlZubm5WVlZCQkJixcvdjqdglIACh0UlWyuZcuWGQyG5OTkgoICmAlgSJ5CQExeXl52djZkm+wITGKPx3P06FG4IVesWAEF4dJLLy0sLExPT6dEBugIWVlZeXl56enp2dnZhYWFFoslLy/viy++QO+Q/8P06rKoxFg4IRQGVsKTauKRN+eRRx6ZOnUqbbcTufNatMDUIS7I7de2SERAl0k3QkMogeoRXJAj8xd25RGMG2hZYz6QascYe/31161W66effsr7BbUUDAbXrl2bnZ1dUFCAJTQlJQX6ApVv43OisW3JaDTKnNdTbq8veL3eqVOnwjins4aABfBW0FmSdrvdqBxRX1tbS/NS1tgRa9euLSgogCPw4osvjo+PB7fU1FToHVlZWZmZmUhqQsKSpNlR7nA4gsGg1+sFLkAXgH8RdyUmJiYkJMAFa+PqvtpsNuACsYrwPZ6OJAjC4sWLb7zxRkmS6EBWXj05wbgQRtyi6F0YbnIkuNBhU0Jd0C3Q0OGjJY1PCDMeegFj7I033sjKyvrggw9cLhfceIT61B7GmN/vX758ObL6gAXkF+R3SWAtRWAPmwvb2tpcLhd0EJJn5Pm0tLRMmTIlOTkZMg8goKgB+QgzMzONRmNiYiKilWvXrsUChdgnHZAB58hTTz1VVFSUlJSUlJR0wQUXxMTEJCcnEy6YzeacnBybzQZQw4YonKMBTQoN83g8bW1tjY2NFRUVhYWFaEZKSgoOpADDtLQ0+gB3I3Kf+vfv/+9//9vj8dDZQoJS85ZId03u3hU+QiYq6dV9Oj858frw2eVyLViw4MYbb2SMYT+lzMG0pBeeDzOxeaGITph5yQojFJ1iFYq6ARfCXNktKoOWOf+lpPEDC4LgdrtbW1shpa+//npRUdGCBQvKy8uXLFlSWVlZVVW1ZMmS8vLyFStW4DjQJ554YtWqVcOGDTMajXl5efAyWiwW6P85OTm5ubk5OTmZmZl2ux1RzEsuuQSL59NPP/3kk0+uWbNmzZo169evX79+/ZNPPrl27doNGzY89dRTV111ldVqhc8iLy8vPz+/sLCwT58+/fr169evX35+PhgaDIbs7GzwLC4uRquWLVu2dOnSiooKnHRaWVm5evXq0tJSBFMLCgrsdntGRkZOTg7Y5uXlUZaE0WiEXWAwGJYvX/73v//9pZdeWrlyZXV19apVq2pqap566qmKiooJEyYUFBQkJiYWFhbm5+fn5OTk5eXZbLbs7Oy+ffvm5eVB+8jOzu7fv/9f//pXeCJmzpz57LPPPvvss2vXrn3iiSdWr16tOoi1WqGqjqi6B0h7ACyaVFVVtaI90YnHNTU1K1aswPTAv+vWrVu1atWECRNmzJghimJbW5tqppGSqJ3bYSZw1POftccFLTREwecE4YL24m7EBS1/ics256+RlN0K+GnHjh3Dhg274YYb5syZM3z48BEjRowePfr6668fM2bM+PHjJ06cWFxcPHHixAkTJtx8881AhNjYWJwBCXubHHtwH6ampkJ7j4+PT0hImDlz5rRp02688cbZs2ePHz9+9OjREyZMGD9+fHFx8ZQpU6688kpUVaAwJ9ITsbaDPzYsUdLU5ZdfPn78+LKysunTp0+bNq20tHTcuHEjR46cOHHijBkzSkpKLrroItSPRv2FtLS0pKSkhIQEg8EAaEhJScGRM7AI0MfJkyePHj161KhRY8eOHTt2bGlp6Q033DB69OiBAweaTCZwwBYvaiG/oxSbshCdHTFiRGlpaXFx8aRJk6ZNm1ZcXDx69GgwHzlyJJqKIY2EVFdO7DJN0hC1Z/z48ePHjx83btz48ePxrEmTJk2ePLmkpKSkpGSKQmPHji0rK7v11ltHjhxZVVWFCm6qqRhqYoefut2FCxHKY3g+3Y8LnbpFFxSiwwXWXh8TlV3VWm64wO/3ezwel8vldDpJyde9njF28ODBe++9d9KkSWVlZaWlpWPHjh03btzo0aPHjx8/a9asKVOmFBcX33777TfddNO0adNmzZpVXFx81113HTx4ELc7nU6PxyNyTqympqZ33nkHZxzOnDlz5syZU6dOHTVqVHFxcUlJydChQ8eOHXvjjTfOnDkTsnTLLbfMnDlz06ZNTqfT4XDAK97S0tLa2koNrqur+9vf/jZt2rTRo0ffcMMNN99884033jh58uTi4uLp06fPmjVr+vTpM2bMmDFjxuTJk+fMmVNRUfHtt9/CIarqtSzL9fX1GzZsKCkpmTZtGjo1Z86cmTNnYgQmTJgwbdq0GTNm3HzzzWVlZVg8b7/9dv78CNLLmJKgeSY5HTB5vF6vpDFXO7vIdUWSQ3GIjlV4RACdCFzoek+0zCUuhiyGiB7Tm2OKEoFzKz0eDwxsWMVgKIpiMBjEcaCqxYGf/WBC/su2trbjx483NzfD/mxtbUUcFL8CI9ra2pqbmyWuYLQkSW63G8FCxlhTUxMxpAb7fL5jx44dPHjQ4XBA/UGbnU7n4cOHeTkXBKG5ubmpqQk44nK5XC6XIAgulwteAExuzG9K34D7o6WlpaGhAV2mR8uy7Ha7W1paIAxNTU147tGjR8EELcegUU/hvMAmEbwXhPQC7Yk/LpC+9LenQGjib9d1WAQ1pPsUPqyAV4ODjvFeMNpOpzOonD8sR1yyLfy87YoIdKModSiePYILkTw7is7wbKX2uSWiEsZTMccrZ4rXDa9T63YSlewD+CZoesmyTDnIu3fv3rhxI5xq5J0OBoMtLS2QNyHEqXySJAEsiG1ra2tdXd2BAwc++eSTvXv3CkqyoMxJGmMsEAi43W4VSMmyDB8nuEEUW1tb6+vr33///ffffx+LGwU4BUGArAZCVBAAGgrtj2CXZdnn833xxRcbN27ECHi9XhygDFSN8B2FsSJlTukT2+cUa+32MExUpLoyjD+S56b6lzEmiiJqOra1tdExv1r+kc/kbhGB7pKj8LIpR4cLXWlEVL3QYSi1D4zzL1tsH47Gr1TjROLc8rSewOGP2yEY/CYoNPuXX35ZvHhxnz59qqur8TjGmCRJWJxxJbnoVZNG5KLfdOh2Q0PDO++8M2rUqNWrVx87doxaS3dBAUHDVN0XlXN6gQuoVrx58+aEhISqqqrvv//+0KFDkpLdSMs4djpqx1NQSk5BDGRFYdm/f//w4cMLCgp27tzJGEOChhYX5PZwxr8jKUQwD0SvT6URhI8ySHoLtQoX+DUjlH6hhQkVTwwvn97ONNAQ4ZTWlb1IbgzDLerbQ7WnS7jQldZ0F2lfP71g/MsLEpZ3Wi1l5cw4Ip9CJN6SJOEbYgJpef/997OzszMzMx988MGAsiWRFzaPx+NwOLRKO1EwGOTZMsbGjh2bn59fWVlZX1/PGKMgItb55uZmSCNpKMSQXoes7I9saWm54447YmNjb7/99p07d7a2ttKVwCMoyVgAA3o7SqFOU1ODweDSpUtNJtO11167cePG5uZmp9OJADCBKVRufClxiRKR4wLEj4hkOPxSzw8sDwr8TNDaFLqmhxDaFNX9hoeGk4ILXaczHxdCTR3+YtVblxRTAhdDZQhym/BlWYYAQwBoDT948OB99913xRVXmEymYcOGPfbYY1999RVjDKaBw+FwK0Rag0qMIQNov8vlkiRp+/btaWlpF1544eWXX/63v/3txx9/pAZATggmxBAF7OgbQRB27949dOhQo9HYt2/fOXPmvP3224cPHyZR93g8LS0tHo9Hd8lljEGjoc9tbW379u275ZZbUlNT8/Lyxo0bt2HDhiNHjjAlxxzt5IeXZxteGFTQQOqboMks1oqi7jzkrwyFJlorIIqJHZ1EhBmKk0K6b4eoc7hwApobCakmiqSJJHexqbKCC/BTkqgIgrB///577rknLi7OYrEkJCT07du3pqYGosKU1AmHw8GrHpj6WGChh4vcpkaXy3XPPfcgTzE2NvbSSy99+umnGxsbqQt+vx95U2GGAp8hAOvXr0dSk8lkKigoGD58+FtvvcUbO7zPQuawUuLiO5IkBYNBtPDbb78dMmQIqsukpKQUFxd/8MEHuKuhoYGsLeKjUogiHPDwMn8G0CkFCkRnFC6w0J6tbhl9ScmAIM2WHsoYe/HFF/v06ZOVlWUymZAguHjxYkQrfT5fU1MTH9GAFQNEgCbvcrlU9urXX38dExNjtVp79ep1wQUX9O/ff+7cud988w0uQCyAd3bwveM/YOHdt29fv379cnJykHlts9mGDRu2YcOGuro6cEDUFhEQ/l5egUKbCUpmz56dm5t72WWXIWlq7NixmzZtAsOWlhYeGkRR7NAreTpSt4jAKShHoej0xgVdYu3XnzB3hWFOPggot2SQi6LY0tJSVVUVExMTFxeHPUvJyclZWVkjR47cvn07thIRHOAWMsXxpdR+325ra+vs2bNNJlNMTAwSnEwm0+WXX15ZWblnzx6IGeQNPjBd1wAIysULL7xQVFSUmJiYlJT0l7/8JSYmxmAwFBYWLl68eN++fYwxr9fLuzP5gIjMxXokpeTM7t27Bw0ahASqjIwMOFlGjBixYcMGMCHnLpWQDD9b+Lcg6YWcI59suitEKA7RTWY5bE3XM5I6gQsnoDXdRTTbVLZGhzYnDys0R6E+UPCCMfbDDz9MnTr13HPPpaoEMTExMTExF1100W233bZz506V2g+1XFeY4TX49NNPhwwZ8uc//5nfLvHHP/7x/PPPX7t27ZEjR7AnknR7pucSY4qEt7S0PPnkk9jBkZGRYTAYEhMTY2Njzz333Ly8vOrqaknxDuCuoF65B1EJuCCKuXLlSuytstlsJpOpd+/evXv3zsrKmjlz5vbt22VZDnL1HchNoMVlDKwqv4Bcvyq/o+qN6L5HylCgkll4WdqnEwBp+fOPUE2PUGvMmU2R4sIJaEp3Eb8KiXrxqlB+aX4qaHsNUaH5t3PnziFDhlCNBrvdjgKqSEAuLS19/fXX6+rqyNhGY/hZKHCZmm63e82aNdiURWVaUAfBYDCMHTv2pZdewiZx2sGtfSk0rRljgiDcfvvtBoOhqKgI+6+zsrKysrJQZnbIkCELFy788ssvcTF8q3zHJS7cC1isr69/6KGHcnJykpKSoNQgZ9xgMGBPx3vvvXfs2DFSMUg4VcoR72iE9gREQJRElXHEkza+QK+V+CC6TJlLKujnpwH/ulWIowptEkacXlLQReqec+5PKdIqliqkCKU1aJVMUiDpXwQIYJwfOHCgT58+F1544cUXX2w0GlG5AOUPLBYLSj+9+eabTPHeY2FUNRU/HT9+XJblhx56KD09HVsVEhMT+fIKVqu1f//+K1ascDqd/ASVubM2+UWbMfbVV1/l5ORceOGFJpMpPz8fZRSwx2Hw4MGZmZlFRUUVFRU7d+6k7aeykjSlkmePx4PsqQEDBiQkJMCUyM7Oxl5vnIiTlZV14403ItNBBbW670hSDunSooDqSl1ZldqHnGRN6Fol1fwrjmQKaRXJ026B7AqdsbigfZHal93hRCEo4b+k6YvziC666KL4+Hj+aAnUeoqLi0tNTR04cODs2bPJ5+fz+VSPQ8pAc3MzY2zXrl0DBgzAjdiahXKsKSkpF1100XnnnTdgwIDq6urGxkZ+MceuHkk5L4echQ6H47HHHoM1kZ2dDVCA4YOqbb169TrvvPNyc3O3b99+/PhxiChQT6WEw73i8XgWLlz4pz/9iQpAwvOKjeSobTds2LBNmzaptPFQIwz9SwhdnIpx/lRd+yLULbyeGMktYViFmk5nNp05uKB9hbpvMfLXTGuaoNmaJUmS2+1ua2v75JNPLrvsMqqtgiPbcAgtSrYlJSWNHDnyu+++gwBQpXZi5ff7nU4nWQd33XVXYmJiVlZWXFycwWDIyckxGo0oozBo0KD4+PhRo0bBPAkqqfuoyyAq2Q30ORgMHj16dNGiRTiuBsdVotw7FXfCYXYItUK3RxoVr2bDhm9razt69Oi3336bm5uLqARqzKAAjMFgQPE7q9V67733oiWixomoGnNJyS4NL+RRqPQqLaOLhoDu1Dqz8eKMxYVILo6EJy192okVDAYbGhpWrlyJOgWo5hwfHx8bG2u321HQZciQIdgNeeTIkWPHjrlcLpX2gU0QklKTeteuXUVFRX379kUENDMzE04Bo9GYk5OTmpq6detWpGYi8CErtgMve/gA8fZ4PDNnzkQhNhxgk5aWNmDAgKysrJSUlL59+1ZVVTU0NLjdbqAJf0IMqR6CILS2tkKpeeGFF3CYZXJyMirQAWVQ5a24uJgyyrUjBpDlmwrRFUPXiRQEAc5Iub3qF+aVgSRlv0mHuKD9SaUnynqaZnhv1OlOZyAuRLieRPgiZeXkS0HZDUnfIwX4q6++mjBhAhWVR2wCR8slJCS89tprjLFgMNjc3OxwOJAcTVo6pJqvCnns2LEHH3wQpaJQAAI1GlA0adiwYd9++y3t3cJdWoNc9f2GDRvg9cARMtBHkpOTCwsLq6ur9+3bB/UnoJx5EVA2nlLQkXGhkIMHD1555ZUpKSko1oCja7Kzs/Pz8zMzM2tqapgSFtFCFTKmKRHb5/O5XC5s7uC7AHnDZ3gTg5rNY9r3SDoCr6cAF7QaH88KOgU9UeKKu9Jr0oKCoMnLDD+RTi8603BBd5nSvbhTnEUltEbqOvnMGGPPP/98dnY2zozEMVBJSUlTp0594403nE4nY4xyH3jNlp+4eAqsie+++2706NEojoIi1Ciplp+f/9RTT8HugI+QDw1SU1V+PkmSfvnll+LiYqo6m5yc3Lt3b6vV+tBDD1HhVqgJkISgkutJmzKIGzSIioqKiy++GGoRSsuaTKb09PRLL730xx9/xJ50PvYpK2ndPp8PqRP4jAwrWC6Uii7LMoBDUg4f5je2q941xhNdFpWcET62IilndmnXDJotpFAQQxoN7dSS2gc7BS71QzttTl+8ONNwoYdehtw+IYLn7/V6nU5ncXExfPKFhYW5ublpaWnjxo2rq6sjxwFrr/PLelqxoBR0//7773Nycv7yl78kJCSkpaXFxsbGx8dfd911r7/+OmPs8OHDXq9XFMWmpibKeuJXNp45IGnPnj0DBgwwGo1ZWVkFBQVIc1qzZk1DQwMklinbq/jVldwrxBAQdujQobi4uIsvvhh8UDmqoKAgNzf3119/raurg7qBGyG0ra2thw4d4tM6mseF+wAAIABJREFUXC7XsWPHIP+8PoVkBLQczfD7/TBztO9FFEUADWRVmzbGuMPyJEmiBFaVmUBjBd0E7htdUdfigq6R0nNT8cTQWVyI5hH8l5j9W7ZsmTJlCuq7olCa0Wh84IEHvv/+e1yGORfh3gGXyzV79uzf/e53vXr1io2NHTdu3L333tuvX7+hQ4f+85//xDV+vx8ZDZjihAsqVzwk2eVyPfHEEzhTs3///lOmTBk1atS11167Z88euDxoeyhkjFoiceVkmJLp4PF4Fi9ejJpuMTExaWlp11xzTXl5+VVXXbV48WIIFbwbxOc///nPokWLFi5ceN999y1duvTxxx+/8847Fy5c+M477/z4449+5ThsKFMul+vpp5/G2AIpqNoNj6EBpeqs1+vFBhBEkdFauX3Uln9fgBJBSeikn9ra2txuN5LWQ02AULggaeKmpzU0nDm4wE4GSNP6LMvym2++eckllwwbNmzbtm1Hjhy57bbbTCbTggULfvzxR0mSUDSJKh2FaiFmpCiKH330UVxcXFxcXFlZ2X/+8x+v1/vcc89dfvnlQ4cO3b17d3NzMy195LojLRcqADZi8mr2vHnzDAbDokWLvF7v8ePHR48ePWDAgAULFjgcDlIZVCd9y4rFpNoKHQgEHnzwwb59+w4dOrS2tvbQoUMNDQ0VFRUDBgx44IEH+A2gYPLRRx8tW7bs0UcfnTdvnslkuu666+67776qqqp///vfP/30E+1Vh+7g8/msVitT9qGhfgQZJoxzggCUsYUETwT4YkBQrkrmDAc8AlgjKLnbdAEd7UtfhlcZVLighYPTFxrOKFxgnTHquuXNie0rBW/durWlpcXtdv/0009ut3v58uUGg+HWW29tampiigeBSrOoGoMPCDoyxoLB4Lp165566inUUxNF0el0NjQ0DBs2rKioaN26dfy9kFvK8JM5y5kvD1FfX//www8fP368sbGRMXbgwIGbbrrJZDJVVFTgApSZgFMQYyJxkVpJkqjIAsTyiSeegCkOafT5fJs2bYqJifn5558xOGSDeDyen3/+GeMwaNCgv/3tb4wxBG5pZFpbW8mV0Lt3b/KDHj9+HPtQm5qagFPg43a7Dx8+7HK5ECvByu/z+erq6oC/LpersbGRhhp4BxBhynlC9HSv10vAgdGmspqykhhCI0lqVISgcBYXThuiF8a/187ejqmPbyTuPFjsvJZl+YEHHhg8eDC89EzR8xHIgCQLSq0kqNAwy8EEs5+0Yszjf/zjH/Hx8VdcccWBAwfA0+12y0pRJlFvUwC/HmLvBsQAnOfPn19QUPDss89+/fXX5MXENbSoElu6AI1pbW1F4+kRv/766y233PLMM8+gugS1AXKFf4cMGfLoo4/6fD5g6Ny5cwcNGpSSkjJt2rSffvoJ1yQmJiK9avfu3QsWLEhJSbFYLA888MC3336Lyotr1qxZvnz57bff/vnnn9fV1T377LOZmZnnn3/+jBkzYKy99dZb5eXl995775gxY84///xrr70W1Tfx04ABA/7f//t/M2fObG1txTi8+eabhYWF5557rtVqfeGFF5iyIV1SMrt5zUJWolSRIMJZXDiFqMM3pMKFSKIYPHOV4S2KIkJuiLrh5GjG2C+//PLQQw8NHjz41Vdfra+v9ysHzNNGAAo6Uqk1UalECs6kCcNDHggE/v73vw8cOPDyyy/fvXv3kSNH6NgYLN1aixpyrnIcOByOo0ePer3exsbG1atX5+bmTp8+nQ6Yg+EDaNBijcztN0UogR4qy/Kvv/66bNmypqYm+pLMmUAgcOjQoT59+tx///2MsWPHjl199dUFBQXr1q3bvn37nXfeWVpayhgTBMFgMGBI586dO2nSpDfeeKOqqmrWrFn33Xef0+kURTExMXHOnDl33XXXnj17HnzwwZiYmFdeeWXjxo2jRo164IEH/H7/iy+++Kc//WncuHEvv/zyli1b8vLyKioqnE7nG2+8cfXVV7/00ksbNmwYPHjw5Zdf3tTU9MQTTyQlJT355JMbN26sqKi44oor9u3bh6wNWCjaWCk/bbQTSatERDi1IqETADf/53BBe00UuMC4KBf/DT5g/cSSyxg7cODAAw88cOGFF44bN+7XX38Ntt8oDSYUjaMlWtuYYDCIaRoIBFpaWoYPHz5o0KANGzbwDYCnQNUwai3/L9yWdXV1fr//yJEjS5Ysufzyy0eMGEGRS6aUq9TtuzY6QJqFIAhHjx5likIOECGGjDGDwbBw4ULG2BtvvPHb3/52//79gUDA6XTu37/fYDBg0GJjYxljPp/vsssua2pqqq+vr6urO3LkyCWXXAJWF1100f79+xljbW1tmzZt+uijj5qamhwOR3V1dd++faFQ/OY3v3nvvfcaGxt9Pt/cuXPLysoYY0OGDJk/fz5jrKmpadu2bfPnz/d4PGaz+aabbhKVbRd33333vHnz/H4/anBhuFRdVs0ZXSzoIentUeag/1u40OE1UTyC/qXUOvoGE0UQhIaGhnXr1g0aNGjixIkHDx6EostnzlB+BB9HIBc9BQ756Nr+/fvHjBmTkZHx4osvwn6heUwOAlVrRWVXMnnm8Cws+O++++6kSZP69u37zjvvSEpVBUHvMAis/DyKUd/9fn9LSwt5+/k2yLIcDAYPHDhgt9sXLFjAGHv++ef/9Kc/oeWwvK6++mqUxktJScFdf/nLX2bMmDFmzJipU6fOmTMH5sCxY8fMZnNdXR2CKatWrZo7d+6IESMmTpw4ePDgUaNGMcbWrFnz29/+FhtSJEl66KGHZs+ezRjr3bv3s88+SwpdIBD49ddff/Ob3/z1r3+94YYbrr/++nHjxk2ePPmBBx6Ad4ZQXgu1/AQItQ51u+ieANxhZzAuRE7dNbiyZlUh/dPr9ba0tOzbt+/KK6+cMGHCq6++KinnptOR6rx/G7KKEAYUde36LIpiY2Pjww8/nJ+fv2TJks8//1wURRS5h5Rq5zEQAYqJzGk3sEQYY9999x2O5HrppZfoS+3gUNQAhg8Vp0CYADs+deP/yPUoLCzEiv3uu++ec845b731liAIcFv26dOnrq4uEAiYzWZgotlsPn78OErpMsZQQq6urs5oNNbX1zc3N+/YsSM1NXXRokUYyccffzw+Pr6+vn716tXnnHMOU3wiCxYsuPPOOxljQ4YMeeSRRxhjgUDgmWeeeeSRR3744YfExMSpU6fC++D3+/fs2XP06FHYEfBHCmE3cbAI7NZuoRPwCNAZiAs9MUwsstRpla5OHgfoz62trS+++OK5555bWloKTZsxhs0RMpdASdCApECKhPEPcrvdDQ0NDoejtbV17NixBQUFjz/+uNPp5Ms9CO3rYsuKU11on9AdCATAhzHm8/l27Nhht9vHjBnzySefwKKGxKpYSdwu6aBSGYUgibV/C/QZsn3ppZdCRA8cOHDOOefccMMNgM7PP/88Pz8fl6Wnpx89ejQQCPTr12/Hjh0wnY4cOTJ8+HDEegwGw6FDh1wu11dfffU///M/69evZ4zV1dVNnDgxLy+vtbW1pqbmnHPOwXgyxu677z7oC5WVldOnT2eMNTY2FhUV/f73vz927FhRUVG/fv2gs/z0008333wztsA6HA46EyiS6dHTEnsWF6KkngPpTvkgZOWgCqyEFBJzOp0vvfQSjqLbv38/VnUKpJGfjyeVyYo5yqdIff3119OmTcvJyVm9ejVTTnlgSqF3vv2qzDxZ2bbEGyxtbW2vv/76iBEjLBbLxo0bGWM+n49HHH5MKFcChgkWVVmpW09EWZ5wrw4bNgz+BZ/Pt3Hjxnnz5o0cObKsrOz6669ft26dKIoOhyM1NdXj8ciy/NRTT/Xv37+srOyaa6659NJLn3nmGZgqOTk5zc3Nsiw3NzdPmDDBYDCUlZXNmTPn+uuv79ev34YNG5CsXVdXh1jyggULpk2bxhj74osvrrvuuqFDh1599dXFxcXr16+XJOmdd94ZMWLENddcM3bs2EmTJs2dO/fHH3/kd0no+l+1A3JSQOEsLnRMPYQLnfJNQt5okYdFQN5st9v93XffDRw4MD093ePxHDp0iG6E2ASUGvPaNhBS8BqEIAhffvnlTTfdZDQan3766ePHj9NdsFMo90mlDEvKGVz0dMizIAhvvvnm7Nmzc3Jyqqur6XpdWyaoEA86KlygIgu06vJpoPX19Xv37t27d+/u3bsZYwAgZEAwJUPkyy+//Pbbb5HIgNRGXAAjqLGx8csvv/zss8+OHz/u9/u/+eYbhFqw/re0tBw7duzIkSMNDQ1oXn19/aeffvrll18iZRv9OnLkyO7du3/++efGxsbDhw/z1WvphYZ/+z0npSr+Z3Ghc9RDI0XrbeS4QKLCGKOiBnRBfX19eXn5BRdcYDAYcJwM+Rew3VCLC/iGhwO0BGXpoWYPGzZs0KBBe/fu5W/EUo/UI63Nr/KG8KE4h8MxbNgwg8Gwbds2WBl8ViLfZj4yR9kWqtEgSCKvJ35ta2tzOBxNTU04WQvAQXYN9Z0pkWCHw0HNO3LkSCAQgBuyvr6+paUF7XE4HPChAA5aWlqampqOHDly/PhxKEStra0ulwsoA/5NTU2wSmgoqPHUu54T+AjpLC5ESacILkiSRNmHuJfkWZZlyKfH41m3bt211147ZsyYr776inL7dBd2WYlEaA0BPpSICMXw4cMPHDgAjwC8gMi/hiYSvv0IKOARwWDwgw8+uOOOO0wm0/Llyw8fPswYQ3o1X2RV1GymUAkVH2qRlRNxKWkKSzHc/pRTCKcMccZuC7ge8WigISKIolI2BroPGW5+vx+JTBhVj8eDLCzANNKrA0rJWZzEhXQM/KT16Zx0OosLUVLPjVSnONMKqZ1YgUCgoaEB087lcu3bt++qq64aM2YMLfKU9s/Lm9z+fAcVZPAxxYaGhpEjRw4ZMmTZsmXQROhMWiyhWluAJ0mSUDoV4ufxeH788cfFixcXFhaWlZUhGTGoFMVGN8OPA4VCqeV+vx/aE797mnpEkV3aw06/om2wjFpaWviTclh7DQVIocrywggQcNA+bnhqBGXrJ3qt2nB5itBZXIiSem6wOstTV7OQJMntdh87doxs1+bm5ueee+43v/nNk08+CWFDJC/YvnaLJLWrWKvSXETlWO2jR482NTX961//SklJKSwsfOedd7AU4zI+Gh+mm9DMsXgiR1gUxfnz5//5z38eNWoUUrNJQwm/olKztbkMolLZUbcNYZjLSikHsmVCtUHkMsfIKaON+IaSf+3r7lE5jITO4kL0dIrggi5hOUKKgSAIODa+paVl48aNgwcPfvDBB3/66SfMXZfLhWdRAhJPZGvQ6oqQgdPphJC8+OKL06dPHz169Pvvv88Yg8+CMUblCXhSdZP3I+LLQCBw7Nixe++9t3///jfffDOKwVM1J6anOGCseFxQDR00AopfiEr5I7m9icSngZJs84EPuE5hTFGDZaWiv6Qkg6kMH1nZpaLK4FZVo6FIEO/xPYnocBYXoqeeG6yu8JTbW9qYl3zi0IoVK0aMGDF+/Pi3336bKeVPGGNIbeLrqclcnSI+1xC6MaHJl19+OWjQoNzc3GeeeaahoYFaIii1Z1WmShgi5gcOHLjkkkvuuOMOxPBYR6kiYd4FxoFghQwHHhcodYosIFnxs/AMBaUcC49NvBYgc+FYQihgtEphAXYEQpymQWraqYYLPfGss7jQOc7R3UvLGq3DsuIXkGUZfsHVq1cPGjRo1KhRH3zwAZ0u5fF4UMVI9Wjy8NE6Ritwc3MzFs/vv/9+9OjRBQUF69evD3LnZTocDm2dMl3DhyQQpdkCgcB//vOfqVOnDhs27Ouvv8ZuZRXpelX4MYR0qXyrsuKalTQ7Duh7+lLWU+95oaXvtZdFAmShmJ9cUGBncaGL1HOg0CHbUNdgTeO1VkFJkfb5fMeOHUNBBMZYcXFxv379PvvsM8TtsNlB1ynAJy/SxBW5fd+MMZ/Pt2jRotzc3A8++ABhPK/X63A44Pmjxkihj8ljCgbB8YFkgWuuuSYpKenhhx8OKGUm4cWQlPL5ocZH4E6CkDS7J3h1Pfw46xJxiOLe04JOGCiwMxIXeoI6fA2hVi2QdoXE8g4xQFgO3//973/HaU6fffYZYwx+e3Il8Dx1PZFYePEU6AiNjY0jR44cPHjwkiVLDh8+LMsyKi/wmrbUPjNC2zWURaHEzU2bNmVmZmZmZj777LNIQyJWsNt1B0rmoipavwbhmtg+Fqsd/1Avgpjo9qJH6YTpEScGFNhZXIiQwr+JTk1r/hvGWQTItAkEAs8///xVV1113XXX7dy5E/umgSCq7ANRQxKXbhQIBBobG5Ep8NNPP1155ZUZGRnr1q2Db5LyBVQRilB9pGwrr9eLWu/79+8vKyu78sor169f/8033/D9UmlGjCtVoDsyErdnTKv+8PYX+RH5eE2ol6VS/vXfa3eQ7jLe0wDR03QWFyKiSHBBbH+mQIRsqTahx+NpaGiAZ8HhcFxzzTWXXXbZkiVLUPhIy5CaxFsQkrIFCzYIBSl/+umnp59+2maz1dbWiqL4yy+/IMkH1grxlNpnRtOD+CAIfenz+bBn8bbbbiPrAJWgqRgU42IcumMiKjss+OpVkuJYRUgCZVopLqPapqWVfFnJlfJrzraW9ZyIuu8lctk+iwv/d6lTuKBdFUORKIpQ0SEJ+ICfnnnmmaFDh/bv3/+7775jyjoM5traQYyzBWgF5tON/X4/RSj++c9/8kY4ba9imkO3td2kzAXcsmvXrgkTJlx22WW33347TqOCWaQKB5Dkq4wIGlJZOeeKD8oSNIhc2ihTqj+gm3zsQDUUPIjQ9xgZ3TwOmXO+dkqwVQB9ZkDDWVyIiCLBhTB2hJZU6x4/7wkCnn/++REjRkyYMGHHjh3BYBDKPIqv6Pr2VAtgUKny0tLSAun64YcfRo8eff311+/du5ewQBCE1tZWPnLJL6qqjsBACAaDjY2NCKDW1dVVVlZee+21VVVVe/fuhYQz7sgpmStpCbRyuVxoGx9cRCYyDw1au4N8NIQsGBPeiym3345Bm8Ho7UAB0SZcoG3a+ivhSQUKKmjoLJNTR+84iwvdQzQ5InmXWHgh5OQUwDcSl+eLi6dPnz5gwIB9+/Yhqx8JRboRCn75pfbwSzdjLBAIjB8/fuDAgR9++CFSgFFGFTIpcQkFfs2pkDwTj8eDG48cOdLW1rZt27Y//vGPQ4cO/fLLL3ELH0alMARTToLBiQ8tLS0ImgaDQeyVonP6tMKJkXE4HGTL4C5smuB1EEpDoC0SZATB0uG3txJzdEp7sHCHrzIMLkTCJzwonCxoOIsL3UadmgqIUNKElpQEB8wwvmTD5s2b8/Pzp0+fjpgFbcSWuW3LuqQ1ofHh7bffNhgMQ4YMeeWVV7Cqe71eHkHkjnx7fEo1bjlw4MDcuXMHDBgwcuTIXbt2ETTQaQ7oJirfkikkSZLf78e+ZoqbAlAkLobq8XhaWlro6A1UlMcuzKamJjIT5PamxKFDh44ePRoMBuvr6+G1QVPhlNUdMew65YtZdUhaUOiUyqCLAipkOYsLZzKpXrzYfteAzFmnpMP7fL7W1tZgMLhx48aRI0dOnDjxnXfeoROxRVGkM+l1Vd8gdwom2GIPot/v/+ijj6666qqrrrpqz549DocD2jVFKPi7mF5So9S+NjxT3Apbt25FcUTIcCAQgIIDlPnxxx9nzZq1du1axhW/P3To0COPPHLPPfcQN0mpFot/3W73999///zzzyM3fM+ePT6fr7Gx8dVXX33iiSdwuAaNMN/aF1988a233nK5XM8999yWLVsQiAFnwmJV1yRJcrvdqDdNPMOrAF3BBS0cRAcuYZhHcSPoLC6cIFK9+1DvDH4Eqk3e3NyMSgS7du0aOHBgWlrae++9JyvpCdhtAUVay1DrvOAv++WXX8rKyrKzs2tqakRR/PnnnwEQeLSq5dp2SorPj67BIrx3795BgwZt27aNj19AzP71r3/16tUrJSWFkjWOHj1aU1Nz/vnn22w2arMK45qamr744ou//vWvjLH6+vq8vDzcvm7duuHDh+MoGho6KBEYkHHjxt1///1Hjx5dtGjRhg0b0Lzm5mbgFE6poXQsaCuyLDudzsbGxtMdF0K1NnI6iws9S6Hefajpxe90kJXE/mAw2NraumfPnjlz5gwbNuz9998n5RyX0WGQcntdWvUgUjRQcvKzzz677rrrLBbLypUreWkkdyB/r6zJlQZ/1n5pamlpee+99x577LEjR47wYQ7G2D/+8Y+0tLRevXrV1NTgJ5R1Li4uTk5ORi+ee+45WbFBvv766w0bNjgcjnfffXfIkCEtLS2ffvrpRRddtH379qNHj3777bdff/21z+fbs2fPf//7X5/P98orr6xcuRKFW44cOTJr1iwc57Njx459+/YdP35cluWjR49+9NFH27Zt++yzzxwOB2y3Xbt2ud3unTt3vvfee0xJzfJzJ2jz6BDqFUcn0mGmR9SyLetRpziws7jQo6T7hnTflsRtcFBJI1OCF4yxgwcP3nHHHQaD4Y477uBDhnT+sszlO4aiYDBISoHX633ssccyMjKeeeYZ2v2N5CVVxoEYYme0qJyRQx1BIdnGxkb6Eriwffv2oqKi2bNnW61WrPk7duz4/e9/v2vXLpPJxBhzu91XXHEF7vL5fCtXrszNzf3pp5/eeOONa6+99qWXXsrNzT3vvPPOO++8l19+ecGCBTNnzmSMPfzwwwUFBaNGjUpKSkpOTr7ssssg0rNmzUKyxsMPPzx//vz9+/d/9NFHeXl5AwYMMJvNBoPhpptuwkPvu+++yZMn5+bmlpSUHDt2jCkmGN/N8Foe0+RuRSGKXZTkUHyiY3gWF3qEtItA+LclKnuBVZkFtGp5vV4kCOzZs2fgwIG/+93vtm7dypRq8XxlkTA7HUC0zoN8Pt/YsWMvu+yyDz74AF435GVT4UOQboRClmUkULlcLlQ6kWUZuduq3kmS9Oabbw4dOvS9994755xzcCTMqlWrMjIyGGM4pdbj8cTExACePB7P3LlzzznnnL17927btq2wsLClpWX//v0WiwVx0IULF/br1w8fjEbjzTffjLpsKSkpH374IWNs0qRJjz76aENDw6xZs5YvX84YW7t2bWZmJn79+uuvs7Ky6uvrW1tbR40aZbfby8vLaZeK9m2GBwWmZ3GEubjnKJJFKBI6iwvdTDwWhFIste9MUnKBZY3qzpTAIb5saWn54osvZsyYccUVV7zxxhvwRwBQoAjgvDndeUxPl5RKbU6ns62t7b///e+4cePy8vIee+wxHMpIfkEVuqnYykpgBfEFXlXh46PAlM2bNw8ZMuTQoUODBw9evXp1MBi8/vrr33rrrdbW1tTUVMaY0+lMTU0FHnk8noULF/7v//7vN998s3Xr1v79+/t8vkOHDmVkZGBMFi5cmJGREQgEHnnkEbvdjohGMBicP3/+mDFjZFm+7bbbHn744WPHjpWWls6aNaupqamsrGzBggVPP/30W2+99fLLL+fm5q5ataq1tfWGG26YOXPmwYMHVVCofVPh3/tZXDhL+qSVIj7TiX89nXptorJLMqCcbXfo0CFUXly4cCF2YUPjQJ2lUF4MQal9ghZ6vV546fDrnDlzCgoK3n77bToMGs/VlRbVvxKX7kltJv9CMBj0er2vvvrqoEGD/H7/li1bJkyYIAhCUVERApnABbfbDfWBMebz+R5++OE//OEPP/zww/vvv3/NNdcwxpqamrKyssBw4cKFBQUFXq/34YcfTktLY0o9+8cee2zo0KGNjY033njjkiVL6urqSktL77nnHo/HM2zYsOuuu2769OnXX3+90WgsLCx86qmnJEmaPXv2o48+Cg7wvMjK1hU4dzo0zbTvtMOLe4LCgMJZXDiZpMIFysbVtTn5K8O8NpmrUIKkQMjbnj17+vfvn5CQsH37drjTgQh8CjBvL8jt9ylQ5h9pIgcPHrzhhhvy8vJ27doliuLBgwepDqXKrSDphUWl9nUZZe7IKeDCxo0bBw4cyBhzOp0DBw5saGgYNmwYUAmC7ff7c3JywM3v98+bN++cc8757rvvdu7cOXLkSNyYnZ0dDAZdLtfixYsvvfTStra2v/3tbwkJCXjur7/+euedd86bN+/nn3+eMWPG8uXL6+rqZs2atXr1ao/Hc8MNN6CAFeNgS5bladOm4Rxdv9+PslfkoKX07U69/Ugu7gk6iwunKKlwQdKr8/P/tXfdcVEd+35RY0MwelXejV3jjS2IXRQCggYVOxiDghUVoyYmSiQGpIlgxTyNRK79RonGhkhsKOoTEESUEqUoKCCwC9sLu3vKvD9+78wbzllWLPGW7O8PP3h2zpyZOWe+8+s/ky3NvDaay1zGcw3W6XTp6el+fn6Ojo7JycngKQheQ3BymoyhwLcDiwE7n6IoEB+ysrKmT58+bdq0lJQUckhCCwUGIFYg+GDZh9SMgn5h6NChcGXy5MkjRowIDw8H9qddu3aQ5WXMmDE3b95kWTYzM9Pe3h7kiOPHj8ONDMN07949JyentrY2MjLSwcFBKpVGRkZ+8MEHCQkJL168SE9P9/DwuH//vkQi8fLygqpWCxYsiIyMZFl2x44do0aN2rdvn8FgSE9Pnz59+pMnTxBCixcvXr58OdgvKSKdHECtUBls/u2/tNkfShZc+Bcl3ssQ6hea/s5YQdoyXmOGYR49euTv729nZ7dhwwYcsAQCv8lTndc/jA3SycMhqdfr58yZM3LkyMOHD+ONDbHVhoZluCHY0cye4fEm+fn5a9asgZ/27dvn5uaWl5cHvLqXlxfUgAkNDW3btq1IJPrggw/i4+P9/f2fP39+7dq15cuXw429evWaMGHCgwcPvvrqq2nTpqlUqqhreUykAAAgAElEQVSoqA4dOvj4+Nja2trY2MydOxdaxsTEHDt2DCG0ZMmSgICAx48f5+Xl+fj42NjYiEQiW1vb2NhYhBBFUT/88MOBAwfohiltgGhB4sl/cbLgwr80mUeBJr4w7IwM/2UYhgw0ggAqhND9+/dHjhzZqVOnxMREXJfhlYbKi0dITU3t27evs7Pz77//zjAMFGLBwQvkYOBKYwCEhXOapqVSaV1d3ZUrV2DMT58+PX36NDQDR0nINC2TyQ4fPhwXFwcM/8GDB+VyeWVl5aVLl8C0ef78+WXLlrEsK5FI7t+/r1arN23aNHv2bJVKdfjw4XPnzmELTkZGRlFRETwLcTYRmqavX7++Y8eOq1ev1tTUgNY2Pz+/pKQEcXWxyCkwRPzYvzs0vFInFlz4w4l8N0ILhZkbmYZplBgu6RPihHnoXC6X37t378svv/Tw8EhMTASGHDqHMCEz/AgeBrZQQC2my5cve3t7T5w4MSEhAcI3sR2UIUK5G3PBBqK54hEMwyiVSij6hGtG47LXarVaKpWCghPMsXV1dSDXQIUomqbr6urgRoZhZDIZloAYhomOju7fvz/4OJIcCqSlIZEUrwNFURBwBbYbcDZHDUPO8Zq/YyvDm2xmsgchi/pKnVhw4V1QY7jwGp1gGwEcjPA3QshoNO7YscPW1vbvf/87tMchm7gHLPzj/xob5lzX6XTYOxgh5OHhMW7cuAsXLkBuGIhlBCWo+UHyZs1yUcyYIScNHEIPIpMmW7IxuXrr1q2bPn06IhI9AC+DM76bHCfUj4EKOthbFKPYS+W+PwgjWFOC52t0wprymnmlTiy48I4Ivy3aVGaBJt4OGwwihSHhIrC+YFqrqKjYunXr8OHDjx49ClmhyYAI4fEOOgIsqmCVAd6oDx48cHd379279759+168eFFbWws9CKuz4EE2kRUyErVhkMDhmm484RX4XJHcfnl5OfgjAa7hLA9YwwLXyRhK3koCnwI3MoRp+R2jA7mfm7iML+3Hggv/6vRKuGDyJ5aoK49PQnILwWcdGRlpa2u7fPlykORxlhSTAVG874/hoqGUSmVVVZVer5fJZCEhIUOGDDl8+DB5L/D5rzR+k9Mx75rZlE6gwISxYcopAEHcjGkYownESwxDE9muGIH71h+EBSZn9IZPeSvgZcGFd0TC08B8M+HrZBqWk2EJ10ncBpwC582bZ2tr+/PPP5PdmjEckB8Q7CioWwGD1Ol03t7eI0aMwBYK0BeY0Vw0ZTUYzmvIjIZCeBfvD4QQj3mBtcV2HNaUzxWQ8OlmNtKbI8IfCitkzxZc+Lch/HrMKxd4HzHPnZnllAuNvWaGYRQKhVarLS8vj4iIGDZsWHx8/OPHjzE7jfsRDgw/mvTFwm1KSkq8vLwcHBwOHTpUWVkJiRVIQeBVVwMmghkfPELYq3j6vPEwDbWkeNaNLTVNpIoyNswrDddN3mtywK+9wcj3Ts7lrUAM2T9pNxEKI6/6OAsuvAvi4YLJ98QSSn7SkelV36hEIgFROSgoyM7ObunSpeXl5ZBzDZ6O1YoMUbQKPx1nQIDnarVaiUQCUv2OHTsGDhwYExOjVCrJToQOTi9dDYbIAY/z08AAMASQcPBSyUv4K0uksRbiAs3lxWn6gF9pdwnRlhyJyRUjbzHzLJaTv8iV4aGnkF4VGiy48C7olXDBKKiY0PSnIKJKbWVl5ZQpU+zs7OLj4xFCcLzzDJ+4lCtq6KqEO4Q0rfjK1KlTXVxcHjx4AP/VaDQsF1JJmSoY09g48c7EwIS/b/Jbb+Khx7KsMIoU4wIsJkn4uU1cXnKDmZkUj/As4FmgBsbp8MmXK+QpGhsYeXiQXJXwihApXolxsODCuyDhRyN8PeQRCp9y0z9cxDkL4A8RkhSmpaWFh4cPHTr00KFDFRUVWORGHChA2BL2iQBcIA3+vM1QUFDg4eHh5uaWk5NTVVUFvhIQsAAuVeahgTw/ye+VYV6u+TfTp5HIQIEastZUIyTkuk1ubKEU80qvmOwEv1ny5eLpMw2lHpPconBUPFxoCihYcOFfiJrylbMEv/B6cgS0xAY5zOrv2LGjffv2Pj4+MpkMIQQooNPpoGIluZNNctcsIVCAqWL69OkuLi4HDhzAbRiGgRBvVlDznuyHpumXek+/KsFRTBanpxoWniAHYH5v4MVnG+bOeiXlaGNkBm6AsMKFrLIjFDdM0mtICubJggt/OJk8Rkw24x1xLz2j8I3kf3E6Y8y+1tbWent79+rVKyEhAdpQFAVfvPBzb+xxkIQWfr1+/XqvXr3s7e1v374NvzIMA6IEy7KkJxVJDJcLH6e0Nj+vxiYLhGUEvIXwaQx54k3OzjwBZmGBC5Low2jf4pZjTTFNNGGBBj4OkK7pSpC3SxZceJvUGDPZRFwQfjEvPQRYosgK4vYejg6GDOsMwzx58uT48eNjxoxZv359bW0tePjRRBWZl84LCxQsy1IUdfHiRU9Pz1mzZv3222/l5eVwtMJoqUaiM/BJ3lj9i8YezQrMb1jkEVavgxQV4Mj0SjuKYRhsH4H1NxqNgAtvhV/gTYoh9JGkAIi5Raxmem0N9JuQBRfeAr0JHJjpqulPJ//GJwxFpHiCb+vAgQNdu3bds2cPQANEIhmNRgh2RoKIDJawjLKcG6JSqZRIJFKpVCqVzpw5c+jQodHR0eDO8BqbB2MfT3mGJ0UT+V3IaZJpERguWgRx9SbIohIkr44IAwp5keZyvbINZTHsM0oTDiNY2uL1afKNmJ84wykRyXvx7QB5GCOEEd9CQYnUnuCZ4ifi9/vSEVpw4Y3oLSLC2yL8weFTDhdxkkqlS5cuHTBgQHp6OggFPIUC0zD7O3QCOxAfyCqVSi6Xw4ySk5P79Okzbty47OxsuAUctBtjGchB4j9ILhqkDBDp4fuG67QgLAKKVgkfxHKF8IBAo0GaIYDRAILNRtM0xIaSceWYOQKxCGsESLMC3qtYnUEqDlgBK0cuNXwVvIs8gvHQXO5P8HzHU6YaliCFK7wavxSXTBgrPmGRzfiqAllw4ZWp6VjQFFx4i6iB+4GdhrlQ+Lgh9kmn061Zs8be3j4wMBDqRJKHHmbLcT+wi7AOj26Y/Vmj0Vy6dGnixInjx4+/d++eRqORSqVQ5amxcwzL/wA32IqBtyt8uBCmQXOR5gqFoq6uDu8llmUNBgNUi4CS3FCQymg0QhIKvFGBG8KBJFjQgMUBSR6YBdCb1tbWgq4EJAiIyISAMUwwfrzNjFzdbZxlExf7YQifToZTZFJEwSuWiyitra0F8Qcq8SCEqqurIXxDIpHAmGEiwNTAKwZxiSV4KwA4WAocPIYxAizKUMrQ/FdnwYVXpreICy9FjdceHiJgAu9S+OC0Wu3q1avt7Oy2bdsGDaB0jU6nw4wAJiHniTe5TCaTSqWAJt7e3iNHjkxJSYEvG/YtPgaNXDC1QqE4duzYihUrLl68CB/6ixcvIICaJhLPUVyQKOLOzAMHDnz33XeIS4oPyKXX658+fTp16tQOHTq0bdvW398/PT29srISIZSQkBAWFmbgUs6TJyRLMBQ0TePs+EqlMiMjw9/f/x//+AdC6NChQ46OjqtXr6Zpevbs2Xg1oAcDkRcfEUZf+JUMRampqamsrMQq2/r6ehDByBWuqKhYtmzZ5MmThw8fPmrUqHHjxs2aNevjjz9+8OBBcHAwVOjCVTYhnSceP82lnMOrDeim0+kUCgXEpONnQVlQRCTCZwk5i3zvFlx4HXrruNB0aIDG+F3y7mUF9SNYlsXqNOx0rNVqT58+PXTo0O+++w78GnBJuyaOAXRycDizLPv48ePPPvts6NChf//732FXk0W3YfvJ5XI3N7fp06eHhoZ+/vnnQ4YMyc/Phw2GT1dgHFQqlVKpZLianTRNb968ecaMGXDcQcgWRVFRUVHt27ePjY1NTU29c+fO2rVre/XqlZGRgRC6c+fOvn37sPQBkhRFUVChVyaTsVxlTUTEaFZUVKxcufK3335TqVQdOnTo1q1bSUlJbW1taGgobEvMQQDXAHIEHM4sF+UNvUmlUpg+rBI0EIvFBQUFixYtMnBZMBGHMmPHjp0zZ86uXbuOHj0aHx+/e/fukydPVlZW7tq169KlSxQXBg45+PGjgcWora2Vy+UgZWCGDizKgM44oQ6wGGBngSHRhNcp+YotuPD69Ia40BTgEN5C6pMwNPDa8O7Cmm2eU+CRI0e6dOkye/bszMxMuILrsr10GJidho8VDJChoaEODg6xsbHQD1YNglYiPj5++fLlBQUFcOY7ODjs3r1bo9HcunWLpulnz55lZ2cXFhbCI+B7vXPnTmFhYXFx8caNGwcNGkRxEeUIIbVaPX369IEDB+IDXyaTeXp6xsTEwH9Bqwq7MSsrq7CwENw3oKhUcXGxTCZ7+vRpSkrKs2fPkKAEXqdOnZydneFvsViMV7KiouLRo0c5OTmYU6itra2qqnr+/HlhYaFEIkEI1dTUlJWV6fX6urq6Bw8ePHz4sLa2Vq/X371795dfflm9enVGRoZUKpXJZJhzGTRoEB45IiqDMQwD+abAeSw/Pz87O1ssFkOAHEwHpCSEUHV1NWSsrK+vh5Gkp6fD4KurqxFCUqn0999/Byc0jUaDzS48PQWy4MKb09vChaZAA9vQvtVE3TJug7lfUDpUVVUtW7bsww8/hEyHCCEIzeaVtxH2BgPAwrlarYaICYVC4eXlNWzYMEiIAOIxBhFfX9+wsDAsBQwfPjwkJKS2ttbe3n7p0qUdOnSwsrJydnbOysqCb/TQoUM2Njbt2rVzdXX18vIaPHgwIlBPrVZ/8MEHvXr1qq6uZhimqqqKoiiJRFJeXk5R1JYtW3x8fKDl0aNHRSKRSCQaO3bs1q1b+/XrJ5VK/fz8AgICnJ2dRSJR586dIRNkfn5+69atN2zY8Pnnn3fr1q1ly5ZBQUEMw3Tt2hW22d27d7t27SoSiWxsbM6dO4cQoml67969M2fOtLa2fu+999avX48QkkgkgYGBq1atCggI6NSpU8uWLWfMmFFUVLRz586//OUvtra2Hh4eUqm0vLwcJDiE0N/+9rewsDCYnUwmg+t6vd7T03PdunUqlUomky1YsAAm4uPjs2rVqgkTJjx8+LBjx44gYTEMExwcPGjQIIVCkZWV1aJFi+Tk5BEjRgDcrFy5EhJnfvjhhwcOHAB2BrQMgOwWfuFd0Ev3/GvgCBLEAlGvkpKUVCviI0Kj0Wzfvn306NFRUVHAgbMEg4041oC0dQG3jH2oYbSgoWRZtri42M/P79ChQwyXtx5xrPLTp0/h6EMIZWVlde/e/ZdffqEoysrKytPTMy0t7datW0uXLh0/fnx1dXVWVpZIJIqJiUlLSzt16tTgwYNHjx6NkyyB3BESEjJgwIBhw4b5+flFRUWdPn26pqYGvu/w8PCFCxdSFHXr1q0xY8acPXv29u3bBw8ebNWqVbNmzXQ63aBBg4YNG5acnFxTU7Np06ZBgwZJpdIXL160a9duy5Yt2dnZzZs3HzhwYHZ2tsFg6NmzJzDwkydPPn78eGpq6oULF6ytrePj49PS0lq3br19+/bc3Nxbt24NGDDgwYMHFEVBAtvw8PDc3NyEhAQ7O7t9+/aBXDBmzJjc3FwDV16MoiixWOzo6Ojh4REZGRkWFrZhw4Zdu3bdvXu3rq5u5syZ3333HU3T+/fvd3FxSU1NzcrKCgsLs7GxmTVrVklJibW19bfffgvfQGhoqJubm1qtTklJadasmZeX16FDh8Ri8ZEjR7y8vK5evfrw4cMLFy60bt368uXLAOhYf2nhF/759Hr8BSJi6WBvN5FfAMLiOtaiw6aVyWSxsbGDBw+ePXv28+fPyVtgMwg9GrDrFPkxAQqwLJuWlrZ48WKWcHCiaVoulwPPfP/+/SNHjnz88cczZsyAkYtEIijrghCKiYmxtraWy+VxcXHdunUrLS2Fhy5cuNDLywsqaIDiDWsok5OTv/76azc3t+bNm3fs2DEvLw8hFBUVtXLlSpVKtXz58qVLlwKuqdXqnj17tm7dWqPRDB482N/fH67fuHHD2to6Nze3srKyVatWmzdvhlF98sknsNp9+/ZlGOb06dNubm54vpmZmc+fP4dhQKxaSUnJkCFDQE4JDQ3t3Lkz8PAMw4waNSooKAie5eLigjjvElglhULh6Og4bdq0r776KiQkZMOGDeHh4VlZWUqlcsKECeHh4QihkSNHhoaGGgwGyHb70UcfTZs2raio6L333lu2bBkIbpGRkZ6enmq1OjU1tU2bNtu2bdNoNHq93tXVdceOHTDUqqqqSZMmHT9+HLQMMBfS/AlkwYV3TU0BBTO48BpyBL4XbgF7FdwFujGtVhsWFta1a9cvv/wScZvfaDSKxWKIzuZ1xZjKdAIMAng3XLp0CSFk5LLUqtVquVwuk8lUKpWDg4NIJPryyy+fPn0KsNK2bdu4uLiysjKWZX/44QeRSKTT6b7//vuZM2eCiY6m6cjISG9vbyOR/Q06J5UCx48fF4lEu3btMhqNW7duXb16tVKpHD58+K5du2pra6urqymKmjlzZseOHbVarZubW2hoKEJIoVDcvXvX1tb2zp07ZWVlIpHo+++/ZximTZs2rq6usEp9+vShaXrDhg2QihohVFNTAxVuKYpKTEzs27dvhw4devTo0aFDhzt37rAsu2nTpsGDB+O9N2nSpG+//Var1Z47d27UqFE0EUYFSzRo0KCoqCgwpoCnCUJIpVKNHDkyIiICIdSmTZu4uDjEGXesra0nT55cXFxsZWXl4+MDVobIyEjgF9LT021sbNLT0+G6SCRq0aJFs2bNWrZs2bx58/fff3/nzp2oYSiNBRf+mdREUDCz1VlTvtLmH0raGhkiaBIehF16bt686erqumLFCuD2tVqtQqEg67KZnAvPykVRFNSPx1nkEUIGgwF0EOPGjYuIiLhx4wYkiUMI0TTdsmXLvXv3AveRkJAgEolomt69e3f37t0Rh1zr1q0bMGAAIqpaqVSqRYsWrV+/HhoAHs2ZM+err75CCMXExMyZM0ev169duxbEbzjSR48e3aZNG4qiPvnkk++//x4hZDQar1271q5du0ePHpWWlopEosDAQKPRaG1t7eHhAUxW165dtVptUlKSn5+fTqeTSqUsy547d+7cuXO7d+/u1KnT+fPn09LSlEqls7Nzeno6y7KRkZFQIws0Ba6urqGhoSzLnj592snJCXHFNYD0er2bm9umTZvAx0SpVILSVKVSOTk5bd682WAwuLu7gxoI1rZt27aenp4lJSWdOnXavHkzy7JarTYwMHDEiBFyufzWrVtWVlZ3794F4Lazs/v222/FYnFhYeHz58+TkpKys7PJdFtYIMVkwYV3Sm+CCCY7acpDSfjA0gT2qK2vr8cp265evfrXv/512bJlv//+O44sRJyesrHOSU9elvMOAM9FfLG0tHT16tXbtm0zGAxgF4A/ysvLRSLR9u3boeXhw4dFIhFCKCMjo0uXLseOHSsrK8vLy3NxcenSpQu0gaTV9fX1ixcv7ty5M5R+qKurKyoqmjhxImj+goOD/fz8EEInT56ErYIQys7ObteuHeBO//79oRoVQujy5csikSg9Pb2oqEgkEoWEhNA0LRKJ3N3dwaWqc+fOCoXi3r17Tk5OIKc8ffq0f//+//3f/71t27aPPvro0aNHOp3u6dOnH3/8cUpKikajCQsLGzNmDFh/WZYdN27cxo0bFQrFzZs3XVxc8vPzQXELy15XVzdgwICNGzcWFxeDZQcGplQqHR0dN23aRNN0YmLirFmz7t+/jxDav39/s2bNpk6dWlNT06VLl/Hjx4vF4uvXr48cOXL48OEsy0LR8LS0NDgGoqOjvb29oc/79++3b98+PT0d1Aq87wpDlQUX3im9FVx4w4fSDZPBgQEMDGlarTYiIgJsjWKx2EjUsAGeUzhCYYdAoJvA/62rq+vZs2fv3r2nTJkyZ86cCRMmODk5xcXFPX78WCQS/fjjj3CyxcXFWVlZIYTUavW4cePat2+/YMGC2bNn9+vXb9iwYYBTGo1GLBazLHvjxo1u3bpNnDgxODh469ato0ePbtu2LSDaxo0b165dC6o1Z2fnRYsWLVmyZMSIESKRqHXr1jRNDxkyBDgLhNCtW7dEItHFixfz8vK6d+++d+9eiqJAb6fVamtra3v37g0SjZ+fn5OT0/r1652cnFq1apWXl3fixAlbW1tHR8d169YNGjRozJgxt2/f1ul00dHRAwcOrKyshHmB+rCioqK4uLhnz54gGsjlcuDFJBJJjx49oqKisrOzSSduUr+g1+tHjBjh6uoaFhbWr1+/1q1bf/bZZzqdzt7e3tra+osvvvjss8969OgBKfNv377drFmzzMxM8Guoqqrq2LHj8uXLAwICJk+e3K1btydPnkCpDt5bw3yoBRfeKf1TcMHkoxku4J/igvng35qamvDwcHt7+6CgoPLycoSQXC6XSqVg7sbuzGTPWNeApRWhq4xUKv3ll18OHjy4f//+H3/8MS4u7siRI9nZ2RqN5vTp07du3YJmz549S0hIqKmpAZ/fEydObNu2LSUlJSkpKTU1FTJHMVxyZ61WW1RUdPr06dDQ0KCgoJ9//jkrKwvkkYyMjMuXLwNDXlpaeurUqe3bt0OdS3t7e51Od/To0YcPH+KHnj9/vqKiQqVSpaSkpKena7XaS5cugWvA8+fPIe8+OFkcPXo0NjZ23759EomEYZi6urrMzMy9e/fu2bPn7t27qampERER1dXV2dnZ165dA2ZBIpEkJSU9fvwYmKmdO3ceP34cPKywSSI1NTUvLw8Mh1qtFviI+vr61NTUnJwcKKtTWFi4e/fudevW3b5928rKau7cuQaDoaCg4JdffomJiTlz5kxubu61a9fkcnl1dfX58+ehKg+4SN6+fXvfvn2xsbEnTpwoKysDA4RRUEQHv0oLLrxT+ifiAmp42mNBnfdEcPv78ssvBwwYsHbt2uLiYnChM3IVmcCLRmihwHZTxHlAkD0biPINZLwTtCH9ghFCYrEYFGaI0y/AyMm8kohQ6QOnw9OP0jQtkUj+8Y9/zJw5E2IW8vLyrK2tsbUfD4/l5CnoEMI08E8KhQKMMrhn8kG8TiiKgvJ2MGxgo8C5kOHCzMl7sWoWEXl0IGqL5WwuWq02JSVl+fLla9euBb1DUlJSy5Ytz5w5A6uq1+uxHwTiNCkMl8gTvwgyaMWkfwpLZI604MK7pj8aFEiOgCESeOEGwuss4bPAcvHU6enpn376aUBAQE5ODg6sgFAc0g0GQIHMI8I2zMsGzcB5BjoHHwQcjgXWR7gLPnEIYcI3wpdNURQcsORWhK1l0kETtqhUKg0ICHBycho1atTYsWOXLl1aXV2N3ToxdwMuWIAIAFs0F2nKO1dpjnAUFiwIICww5xKJBALPcUgY/C08olmWxW3wkjJc6De8FEiWV1ZW5uHh4e3t7eTk5OnpGRYWVlVVBRX0wNMZ7iXTuuD4NPgJGAeYHSYexuE1seDCP5P+CDaBbZhxQGizMHkFb2mEkEKhAI4gOTm5W7duLi4u9+7dU6lUjx8/BhMDhEXAvTQXw4dxgYQY8inQkkx8Qhoy4Fe1Wg26OnydbGAgKlDy5ksR+V3hKTAMsj0+fgGhSIsv2GgAGsilMLm80D95EcJVwa0DYI4EAqphnk7eyhuIkl/kT2BO1mq1crlcLpdjtMK/KpVKHheDQZkiQtRhSFB5GIdFYJEBj403Xwsu/KcRbDa6IZEvXvgR4C8JrsM3ZDQalUrlhg0bunbtumzZsszMTNKXgSGyPMC5hEUJUkYgHwQnM+wB+In0mML4AmedkAXAXDcP1DBzhA95k/DBmy8SOIPgU51cCiE64FmQF4EbgqlhUcvkmYwaih40l9CB5lL142awIBAWibknCEiDp1OCEp4YXEhcgPFAXgwYJHwh5PCE07Tgwn8aMYKMYC91f2KJcCw4piAKUKfTqVSqK1eujBs3LjAwMDc3F5sYMNtPsglY+4jb8AbGO6CwIYNtmn83+RGTcICfS3aFe4O4QyMXPoga7kzcD2wkvKNIUYJsw1tPsgdyXuR1YUtysgYiaS3v/DdyAZp4wGAfgZhORGS7wppjxCEXdprC8A0yBcZuvG4mPwwLLvynEf7syAPcPC4A0TQN2ROMgmQ+v/766/jx4/v06XP16lU44uA6RB+T24wUDYQDwx8rNn+QX6dw5zR20iLCPgpcBvahQtyOwoc2zWWUwdsGu3s2tnoGgjBUGbn00Dy1q5D/Mkl4XhDlQcoaBi4BFG++WD7icUCY7cL4whsVvoIHRnGZfkkcJ/k1Hllw4T+NXoNfAKK5DMhCZbVOp9u6dau9vf3cuXNv3rxJ3iLUXSFT7DdqJPugySML73kzsgAiNAuwtci9ShH5EaiGHr4sy5qUU3jjNHJEohh5CJsZmJmeaS4zFamRwY8zOUEs7OCH0lwaK5IzIt8aT5GJGq/xZ8GFPwuRMjO5D80fa5iRNnB5CimupD3I/DKZrLi4eMqUKUuWLMnPz2e4IAWTPTcGQ2xDauzTJH9q4mnMI5rQupEmUvzTSwUrnmhArtLrgQLugdzqWE3TFODGRHGVCklWSzj+xi6Ss7Pgwp+FeIcMTYRRNPbl8fahkUt8aCRqwMMf165d+/TTT6dNmwZuzpCVAAns4U38yhv7LnlTMM81NNYzRVSXIFmJxpiUfyPCWhXz6lXzZF7os+DCvwE1XYhFAk0YCQpmcIE8sigitSk0IDnS2NjYvn37QviTkPUFMrnrXmkWb4ILJO/DY6dZLlS0ibLAKx3jr0ev0T9LWFLeZHhmXocFF/7Vicf+vd5dL+2Exy1jTpWnqkAIyeXy+Pj43r17L1iwALsS80io6WQ5JbnJPb9aKl4AABP6SURBVElzLpUMYQflKSNYQquPTHlhkA8iDSW8YVBc6nTcIcZBMvM1/onUL5CiTWPLiIV/PDWDoBowqSAQanOaTuQ7ZQQRcYhTKzQGrBZc+Dem18MFkz28krjOcgIFWdANm+hPnz7t5eU1bdo0uI797RBhP+fpI0EPD/o23pcKcdOkfzRPT2ZSC0iaWjBMMFwgeb2pKpgYF8h9W19fD2HakCECz5fhLIWkeYI08jEC84HRaAQJC88R0tvJZDIyupT0gBSKYK/EH7GEWxfv0YgzTBgbpu1vCllw4V+d3hwXhJ28lIMgvzYDkY6tniviKpVKz5w5M3fuXDc3t/3791OmfHh5pyt5drGEYR+Z4hdwb6S1FfY5VItQqVQ0l+7ZwBW5oIi80iYlBbahMxVFUeCeCCCiVCohABG2FivIgoO5JyEDz3A2SMx3kCZSuI7HQOp3sREUuoWW+OlmGBMSCmnCa5PUpzANPVmbThZc+DegN0EEYT9sQ9WDSYacIVK5sBzfC188uXufPHni7Ozs7u6+f/9+uEJqOrEwgrcEDkmiaRqnaTQDeQaDAbz0gBvHAUWkXkOtVmM/H0iUbmb65ExZloUxYBGJ5QKoeJ2whCci6WRNEs25hNVzZax4IQ/YdZo3DB5hzzEjV59G2JLmUumR9iDeayXbM4QzaBN1rhZc+HMR+QHxTnWyDdPQIEdRFLg84bAlhkuvePDgQVdXV0dHx4qKChDUoYYKFneNRP1LhUIBJU8goKCeq5hmknNmGAYeCnBgMBiUSmVtba1EIoHMLgghlUpVXl5eW1sLxkiTlelwb7yZsiwLDIKBy0wJnAJlKswUj7CeK3jN65/mnKyw3EHKCFTDGlPwLy7YxzAMhGYgLjgNcbKV0NkJxBChNkT4lsn/Yi1sE/0vLLjwpyOS08ZCu0loYAn1lYHLX4y40w9OnsrKyuzs7EWLFnl7e8fFxVVVVdXV1SFCBMB7A6rCIISePXt25swZhmFevHhBjgr/rVari4uLS0tLEVG7FdokJyevWLHCy8tr/Pjxc+fOjYyMrKysBMli0aJFiNuBgDuQ7xgRBybi8tAoFAqaprVabWxs7MmTJ2GmAQEB8+fPV6lUR48ePXnyJObSseGWdIXgiSrGhnVicLOysrKMjAxI0IZb6nS6hISEuXPnrl27dsmSJYsWLVq0aNGKFSv+53/+x2g0rlq1CoZnNBqhHg8ZpgX9Y0UPqeZgGAawG/6r1+slEgmOaiEdN1+qwrDgwp+OSFAwEHkTXnqGkCetkSvKCHzvw4cPPTw8nJycwsLCgDvAmxkIti7DMLm5ucuXL1+/fn1dXR2UmRBSdXW1v7//zp07IXyL3JCdO3fet28fuE4EBQW1adNm2bJlCCGlUrly5UoAGowFPA2c8EHFxcVRUVGXLl2qr6+/ePGiq6vr1atXGYaJjIz86aefhJuHbZhE/6XEsuzPP//ctWvXhIQEA5fwCjQIW7ZscXFxOXfu3I0bN65fv37lypWUlBQYkq+vL6yqcAD6hoV/qIZpLISk1WppLiSEJYJQLPyChfiEvw8yBEAoTTSlk/r6eoVCIZfLlUrlkydPfH19hw8fDomSSQscbAmDwbBx40Z3d/cuXboEBAQUFhYCyy2Xy2tqamia1mg0kJEJIeTr6xsXFwcJWuDAVKlUYrF47Nixcrm8rKwMssXDZkbcBgAnbkhXybIsVLvFbDmEGxu5imyI21cAZImJibjAFJCeK/2MlwV7f/JUffgW3o6tr69PTEwUiURnzpzBT4TViIiIGDNmTFFREdyuUqmqq6vr6+shRQ2AGpS0g+dC2gicPQGPh2EYbEDBqhxYVeAd6rlSwHBLYxpZHllw4U9HPA32K8VQkATfrkqlgt1oNBqzs7NXr17t5uaG61bBdsU757fffjt27Jijo+P8+fNBVaFSqXbu3Onp6fnJJ594eHhs2bKlvr7+119/7du3b9++fX19fWUyGUVRUPG5oqLC3t4eClsbufxR58+fh2xFM2bMAN3k0aNHXV1dx48f7+fnt2nTJsj7XFNTM2/evNDQ0BUrVri5uc2fP//Zs2cURa1aterHH388fPiws7Nz+/btlyxZArV2fv75Z4RQTk5OYGCgs7Ozo6PjypUrIQe8WCxevHjxqFGjBgwYMGXKFPDvKiwsnDRp0rZt2xYtWuTu7u7r6wv9+/j4tG7d2snJ6fLlywghDMRhYWGTJk2qra3FB7jRaJRIJFqt1tfXF5YrMTHR09NzypQpa9as+emnn77++muGYU6dOhUVFQWsVkVFxaRJk86ePWswGCIiIiBP/MiRIw0Gw5YtWz7//PNJkyZNnDjR19e3tLQU53Sy6B0tZJpIaBD6DjWdjFyEP80FWebl5fn7+0OlAzjuSFMf3BUUFDR//nyEUH19fVJSkoODw927dxFCaWlpzs7OOTk5Dx8+DA4ODg4OzsnJQQTrUVdX5+Tk9NFHH3Xv3j0qKqq4uBi0d/DFQ8LoS5cuQQ0IjUaTm5sbERHRrl07o9GoVqttbGy+//77mpqaZ8+e2dra7tu3j2EYZ2fnwMDAZ8+eXbhwYcGCBVB0a+nSpVDqZtasWYsXLy4pKdFoNIGBgZD6PTY2dubMmTCdmJiYdu3aQXFKkUjk6+tbUFCg0WgWLly4fv16o9EYHx/v4uJy9uzZ8vJyUCUCokH61l27dgUHB0dFRUVHRyclJQHn8te//hUWZ86cORs2bCgrK0tNTZ07dy54i4SHh3/++edw/hcWFlpZWUVERNTX1w8cOHDixIlXrly5ePHi9evX33///WPHjmk0mpycnJUrV65cuZKnPzJv5LLgwp+USOP8a+MCNokZjUapVApbJT8/38/PTy6XQ2ZEaKnRaCQSCWzviIiIJUuWIIQUCsXOnTtFIlFeXh6UZjp79ixCiKZpb2/vDRs2MAwjFouxPKJQKNLS0mbOnNmjR49WrVq1b9/ewcEBatjQNA0FJo4cOdKjR4+ioiKof3Hr1q0PP/xQIpHo9fpu3bpBQIfRaPzkk0+gvtu8efMg4fKNGzfGjRuHEKqsrJw3bx5UXpk+ffpPP/0E8zpy5Mi6devgD1yy5aeffmrWrBlCqKSkpHnz5j/88ANCSCKR7Ny5083NTafTXbt2TSQSJSUlwRSkUingQmhoaIsWLdzd3d977z0bGxs7O7vAwEBo89FHHyGEysrKBgwYABaHqqqq0NDQUaNG6XS6qKiogIAAhJBWq3306FHHjh1DQkJkMtm0adMWLFgAqXpDQkL8/f0pipLL5SzLJiYmenl5QefAu7ENPd+FZMGFPy815sjwGr4SFEXBSQhOAVeuXEEIQTQx9AlVKqDnkJCQr7/+GnGVICIiIiZMmODo6Lhw4cK4uDg4M1esWLF9+3axWIztdojT5AMbnJubu2vXrlWrVjk7O8NO69evH03TYWFho0aNQghBmjOdTtejRw9IbdK7d29QWGo0Gnd397CwMJ1OB5WgKIq6du3a+PHjQYBfvHhxcHCwXq8fOHCgUqkEX0zMfqempq5bt27hwoV+fn6jR4+2srJSq9WFhYW2trbnz58HqT4qKmrcuHGgzmzZsiXGBSgkrdfrN2/ePGPGjIqKCtB6gK0HbLe9evVCCD1+/Bgq0NA0LRaL8/Lypk6dCvLC6tWry8rKFArF77//bmdnt23bNq1WO2zYsKCgoOrqao1G88UXXwwdOnTZsmXe3t7Lli2bMmXK3LlzYQB0w1QXjb1QCy5YyETSocZaYhZDeN3IpTyGpCO8/rG1DyEUFBS0Zs0aKKmsUCiKiooQQmq1eu/evT179kxOTqZpesGCBdHR0WDahFJuBQUFQUFBUAxGo9HIZDJIuNqpUydwZ4DttGfPns6dO2OfoqKiot69e8MwunXrBhtPr9ePHz8+JCREr9dPnz7922+/RQjduHHDw8MD9KkBAQEREREGg8HBwQFiQADa8vPzy8vLx44diwvhxMfHt2jRgmGY0tJSKyur69evQ82bqKgoKGaZmprasmXL1NRUvBqgLNyyZcuUKVPAposJ1K4ffPABQujp06cODg4IIYlEUlFRcfjw4ZkzZ+r1+m+++Wb58uXQvrS0dODAgdHR0cAubd68ubq6WqfTbdiwYcmSJYCwUMMCRC2wcZJu4I2RBRcshFBDfyczxm2aC1VorAFFUWAwNzbMoQx/QFWIkJCQhQsXVlVVabXaNWvWDBo06OzZsxqNprKycurUqfHx8S9evFixYkVgYGBlZSU4KUMPBQUFvXr1SklJgTqOjx8/PnnypKurK3z0AwcORAilp6eLRKI9e/ZUV1cXFBTs2rXrb3/7G0ytW7du0FKr1To6OgYHBxsMhilTpoSEhBgMhoyMDHd3d+B3Vq5cuW3bNpAyAgICysvLKyoqwsPDZ82alZeX9/777584cYJhmPLycn9//1atWlVVVVVUVDRr1uy3334DncvmzZvd3d0RQpmZme+///758+dVKhXLhavSNB0ZGTllyhSoxwd2E6yL6dWrF+SVnjp16vHjx8Vi8dOnT11cXCZMmEBRVGxsrKenJxh9IiIi2rRps27dOp1ON3bs2KioKNDyHD169L/+678uX76s1+vz8vJ++OGHL774At4IeF415v2FyYILFkKoybhAOgi9tEN8C+nnI5PJ9uzZ4+/vjxCCOleRkZHW1tadOnVq1aqVl5cX5D7evn27tbX1kCFDQPEOxguNRhMZGWlnZ9exY8e//OUvHTp06NOnD+SPMhqNs2fPxjJ/hw4drKysmjdvPmPGjP79+4PRZMyYMcB6MAwzduzY3bt363Q6BweHLVu2VFRUZGRkODs7V1dXI4S++OKL0NBQuVx+8+ZNHx+fNm3aiESi9957786dOwihb775BurZffjhh76+vi1atIiOji4tLe3fv/+5c+dgMOHh4Z9++ilCKCcnx8bGplOnTgkJCcCLqdVqqVQaFRUVFBQE8pfBYIBSoAghqVTq4uLy4sULhmGuXr0qEonatm0LZbVA7yiXy0eNGiUSiezs7BYvXtynT5/58+fX19cHBASAdgMhRFHUpk2bunTp0r59eysrK1dX1xs3bgCUNJEsuGCh/6OmyBG4zUt7I53wSFyor6/Pysq6ePGi0Wisqampq6sTi8XJycnBwcEHDx4sLy8HMeTevXuRkZG7d++GmlGwc0B9mJmZmZCQEBMTk5ycLBaLNRqNQqEwGo1g1ADMKioqio2NLSgoKCoqmjRpEig1r1y5gkeSmpoKAkJaWlpubm5NTc3z58+hRD1C6P79+zk5OZDq8sGDBwcPHjx06BDoCAwGQ2Fh4YULF+Li4vLz89Vq9TfffHP69Gmj0Xjjxg3w0WQYpri4+MKFC6BwOXToUHh4+P379ymu+pNOp7t58+avv/6qVqvBYRHnlZLL5QcPHiwrK0MIlZeXl5SUHDp0qKCgID8/f+7cuU+ePKEo6t69eydOnPj1119LS0tzcnJKSkoMBkNSUlJmZiYiuLNTp07FxMQcO3bs3r17wMc13SnLggsW+j9qijrKzI3kFQOR+Jzmcg3w2qjVasAF4AUorsAcjk2AfzUaTXV1NbgPyWQyuVxOVpcAdSYOmjIajQ8fPhwxYgTs6oqKip07d06dOlUsFkMlG+gWqlRgD2LSlxl7OsEuBYdOmiuiBSYV8JIAfQqObgL/Iiw9gY8meGrh6CaKyzqJEKJpury8nCy0BX7Z4KMpFoslEsnixYuvXbumVqsrKyt9fHy2bt0KMhqoSCD4Er8Ccm1Jno5tSOZfHCYLLljo/+n1oIFtWPgAIUQTmQtNhmYhrhYL3nKgbiD7hNAgCJ3CUcmI29hKpZJMDIGIsnTz5s3r169f8+bNu3btKhKJHj58WFFRQW4h2MZksCMPtlgusR38DQZX8llGo1Emk0EDXMQJTxy3AXMM6GJB3YhRElwqePVpcPgJ9BkdHQ0ijI2NjbOzMzBEuHNeOQ+T7wUqX8F/DYIUuGbIggsW+n9iTdFLb2G4UEW8+YXmT6EFFPRzDOfAi/PTY2YB51wQRnBQgtwqmMugKEomk508eTI6Ojo9PT0xMREhBLYPcrQsUaWGF9+Fp0D6cfN+RcRWNHJJ2VFDV0I4z+G/tCCbM064IFxh7CFaXl5+/fr1kJCQU6dOAcdkJDLrkZhCm4pJZYgwKpZlgVVpirMjsuCChYTUdHRgG/pNYhLCAfxNNUxSThM5l1DDBO0UV28Gw4TJYUCfarVaLpfD1oVgSngilt7phhW3scACHhbAvVNEZje2EVULCA48zoJpWK4CD7WxSAQMeawpZQ1mVWgu5wXLshBjTvpxkOYeGACpO2C59DMY43A4TBNj5Cy4YCE+kXAgPOd5LXm7jtx7DJEyhCVKxZH/hU8c7w1yR5lRgvKug5BPXqEoqq6uDqdpEDIyiNgtOJGBmQXBcyE3Ff4vzeWe50GPsE/hYpp0BsFx5QqFoqamBsK0MQkZDTzBxt4Ub2wWXLDQK9Nr4AIPEcjvj+yKd4gZueyJ5JmJIYNqpK4M2zAXGyJKtpLNIPsLvoW8lxQK6EbK4fKeSEaRMETEB+ZHaE7Pipkmk7ggVGQIZX6MCyzL6nQ6KI1NEUlfTI7WJPchbGPmbZJkwQUL8Yncya+EC7gxGaBpBhf0XCFs3teMWQmTZ7iQbUZmz0lGoBMltyJLKBrMLAiZwAbLIJjR4IEd5tiFMgJPDBEKJshUxTBYKJVKBY4YjSVQaExyeQ2y4IKF+MTDBTNs5x+ECyynaGgMF5riyYsI/p+8yDvGWU7aN48L5FYHXADDJ8YFPLa3iwvQFehBIAPVu8GF/wWYSiYxPOH3agAAAABJRU5ErkJggg==" /><span style="color: purple; font-size: large;"> </span><br />
<span style="color: purple; font-size: large;">രസിസ്ടര് കിട്ടിയാല് ഓരോ വളയവും അതിന്റെ നമ്പരും അല്ലെങ്കില് കോഡും അറിയാമല്ലോ.ഇനി വളരെ എളുപ്പത്തില് രസിസ്ടന്സ് കാണാം. അതിനു താഴെ പറയുന്ന സമവാക്യം ഉപയോഗിച്ചാല് മതി. </span><br />
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src="data:image/png;base64,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" /><span style="color: purple; font-size: large;"> </span><br />
<span style="color: purple; font-size: large;">അതായത്.</span><br />
<div class="MsoNormal" style="color: purple;"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>ML</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
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UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
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UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
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UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
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</style> <![endif]--><span style="font-size: large;"><span style="color: red;">രസിസ്സ്റ്ന്സ് = (ഒന്നാമത്തെ വളയത്തിന്റെ വില X 10 )+ രണ്ടാമത്തെ വളയത്തിന്റെ വിലX 10</span><span lang="ML" style="font-family: "Kartika","serif";"><span style="color: red;"> </span><sup><span style="color: red;">(മൂന്നാമത്തെ വളയത്തിന്റെ വില )</span></sup></span></span></div><span style="color: purple; font-size: large;"><br />
</span><br />
<span style="color: purple; font-size: large;">അതായത് അത്രയും ohms ആയിരിക്കും ആ രസിസ്ടരിന്റെ രസിസ്ടന്സ്.</span><br />
<span style="color: purple; font-size: large;">ഇങ്ങനെ അല്ലാതെ ഡിജിറ്റല് മള് ടിമീററ്ര് ഉപയോഗിച്ചും നമുക്ക് രസിസ്ടന്സ് കണ്ടെത്താം.</span><br />
<span style="color: purple; font-size: large;"><br />
</span><br />
<span style="color: purple; font-size: large;"><span style="color: blue;">വാരിയബിള് രസിസ്ടരുകള്</span></span><br />
<div style="color: purple;"><span style="font-size: large;">ഇവയുടെ രസിസ്ടന്സ് നമ്മുടെ ആവശ്യത്തിന് അനുസരിച്ച് മാറ്റുവാന് പറ്റും.ഇവ പറയുന്നത് അവയുടെ കൂടിയ രസിസ്ടന്സ് വിലയിലാണ്. അതായത് 50K എന്ന് പറഞ്ഞാല് ആ രസിസ്ടരിനു 0 മുതല് 50,000(K എന്നാല് കിലോ ആണ്)ohms വരെ രസിസ്ടന്സ് ഉണ്ടാക്കാന് പറ്റും എന്നര്ത്ഥം.ഇനി എങ്ങനെ അവയുടെ രസിസ്ടന്സ് മാറ്റാം എന്ന് പറയാം. വാരിയബിള് രസിസ്ടരുകള് രണ്ടു തരത്തിലുണ്ട്-റോട്ടറി ,സ്ലൈഡ് എന്നിങ്ങനെ.റോട്ടറിയില് തിരിച്ച്ചുകൊണ്ടാണ് നാം രസിസ്ടന്സ് മാറ്റുന്നത്, എന്നാല് സ്ലൈഡില് നമുക്ക് വ്യത്യസ്ത ദിശയിലേക്ക് നീക്കി രസിസ്ടന്സ് മാറ്റാം.താഴെ കൊടുത്ത ചിത്രങ്ങളില് നിന്നും നമുക്ക് ഇത് വ്യക്താമാകും.</span></div><div style="color: purple;"><img alt="" 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" /><span style="font-size: large;"> </span></div><div style="color: purple;"><span style="font-size: large;">potentiometer എന്നത് ഒരു വാരിയബിള് രസിസ്ടരാണ്.അവ റോട്ടറി തരത്തില് സുലഭവുമാണ്.നാം റേഡിയോവിലും മറ്റും തിരിച്ചുകൊണ്ടു ശബ്ദം നിയന്ത്രിക്കാറില്ലേ? അവിടെ ഉപയോഗിക്കുന്നത് റോട്ടറി തരത്തിലുള്ള പോടന്ഷ്യോ മീറ്റര് ആണ്.</span></div><span style="color: purple; font-size: large;"><span style="color: blue;"><span style="color: purple;">രസിസ്ടരുകളെ കുറിച്ചുള്ള പോസ്റ്റ് ഇവിടെ അവസാനിക്കുന്നു.അടുത്ത പോസ്റ്റില് നമുക്ക് കപ്പാസിടരുകളെ പരിചയപ്പെടാം.</span></span></span><br />
<span style="color: purple; font-size: large;"><span style="color: blue;"> </span></span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com0tag:blogger.com,1999:blog-1162317363101121003.post-22583856327791911452011-12-09T06:56:00.003+05:302011-12-10T04:51:40.717+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 5<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: blue;"><span style="font-size: large;">കഴിഞ്ഞ പോസ്റ്റില് നമ്മള് ഇലക്ട്രോണിക് സര്ക്യ്യൂട്ടുകളെ പറ്റിയാണ് പറഞ്ഞു തുടങ്ങിയത്,അവയിലെ ഓരോ ഭാഗങ്ങളെയും നമുക്ക് വിശദമായി പരിചയപ്പെടാം.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: red;"><b><span style="font-size: large;">റസിസ്ടരുകള് (Resistors)</span></b></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">കഴിഞ്ഞ പോസ്റ്റില് നാം റസിസ്ടരുകളെ പരിചയപ്പെട്ടതാണ്.ഒരു സര്ക്യൂട്ടില് റസിസ്ടരുകള് ഘടിപ്പിച്ചാല് കറന്റ് അതിലൂടെ കടന്നു പോകുമ്പോള് കുറച്ച് വോള്ട്ടേജ് (voltage) താപത്തിന്റെ രൂപത്തില് നഷ്ടപ്പെടുന്നു.അത് വഴി വോള്ട്ടേജ് കുറയുന്നു .അതായത് വോള്ട്ടേജ് കുറയ്ക്കേണ്ട സന്ദര്ഭങ്ങളില് നമുക്ക് രേസിസ്ടരുകള് ഉപയോഗിക്കാം. ഒരു ഇലക്ട്രോണിക് ഉപകരണത്തിന് കുറുകെയുള്ള വോള്ട്ടേജ് അളക്കുന്നതിന് നമുക്ക് വോള്ട്ട് മീറ്ററോ മള്ടി മീറ്ററോ ഉപയോഗിക്കാം. അവ ഉപകരണത്തിന് സമാന്തരമായി ഘടിപ്പിച്ചാല് മതി</span></div><div style="color: blue;"><span style="font-size: large;"><br />
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" /></span></div><div style="color: blue;"><span style="font-size: large;">അതുപോലെ ഒരു ഉപകരണത്തില് കൂടിയുള്ള കറന്റ് അളക്കുന്നതിന് ഉപകരണത്തിന് ശേഷം അമ്മീട്ടരോ മള്ട്ടി മീറ്ററോ ഘടിപ്പിച്ചാല് മതി.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
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" /></span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"> ഒരു രേസിസ്ടരിലൂടെ കടന്നു പോകുന്ന കറന്റും വോള്ട്ടേജും രേസിസ്ടരിന്റെ രേസിസ്ടന്സുംR (resistance) തമ്മില് ഒരു ബന്ധമുണ്ട്. ഇതിനെ ഓംസ് നിയമം (Ohms law) എന്ന് വിളിക്കുന്നു.ഒരു രേസിസ്ടരിനു കുറുകെ ഉള്ള വോള്ട്ടേജ് V ഉം കറന്റ് I ഉം ആയാല് രേസിസ്ടന്സ് R=V/I ആയിരിക്കും.</span></div><div style="color: blue;"><span style="font-size: large;">അതായത്,</span></div><div style="color: blue;"><span style="font-size: large;"><img alt="" src="data:image/png;base64,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" /> </span></div><div style="color: blue;"><span style="font-size: large;">ഈ സമവാക്യം ഉപയോഗിച്ച് നമുക്ക് ആവശ്യമുള്ള രേസിസ്ടന്സ് സര്ക്യൂട്ടില് ഉപയോഗിക്കാം.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">ഉദാഹരണം:ഒരു സര്ക്യൂട്ട്ടില് 9V ബാറ്ററിയില് നിന്നും 1A കറന്റ് സര്ക്യൂട്ടിലൂടെ ഒഴുകുന്നു.പക്ഷെ നമുക്ക് ഒരു എല് ഇ ഡി ബള്ബ് സര്ക്യൂട്ടില് ഘടിപ്പിക്കണം.എന്നാല് ബള്ബിനു കൂടിയത് .5A മാത്രേ പരമാവധി സാധിക്കു.അപ്പോള് നാം സര്ക്യൂട്ടിലെ </span><span style="font-size: large;">കറന്റ്</span><span style="font-size: large;"> കുറക്കണം. അതിനു രേസ്ടര് ഉപയോഗിക്കാം.അതായത് നമുക്ക് ആവശ്യമുള്ള .5A ഒഴിച്ച് ബാക്കിയുള്ള .5A രേസിസ്ടരിനു കുറുകെ നഷ്ടപ്പെടണം.അപ്പോള് ആവശ്യമായ രസിസ്ടര് ഇങ്ങനെ കാണാം.</span><br />
<span style="font-size: large;"> </span><span style="font-size: large;">R=V/I </span><br />
<span style="font-size: large;"> = 9V / .5A</span><br />
<span style="font-size: large;"> = 18 ohm</span></div><div style="color: blue;"><span style="font-size: large;">ഒന്നില് കൂടുതല് രസിസ്ടരുകള് ഉണ്ടെങ്കില് നമുക്ക് അവയെ രണ്ടു തരത്തില് ഘടിപ്പിക്കാം.സമാന്തരമായും ശ്രേണിയിലും.ഈ സന്ദര്ഭങ്ങളില് അവ ഒരു രസിസ്ടരിനെ പോലെ പ്രവര്ത്തിക്കുന്നു.അതായത് പുതിയ ഒരു രേസിസ്ടരിനെ പോലെ,പുതിയ രസിസ്ടന്സുള്ള ഒരു പുതിയ രസിസ്ടര്.</span></div><div style="color: blue;"><span style="font-size: large;">രസിസ്ടരുകളെ ശ്രേണിയില്(series) ഘടിപ്പിക്കുമ്പോള് അവയുടെ ആകെ രസിസ്ടന്സ് (R</span><span style="font-size: large;"><span style="font-size: xx-small;">T</span>)കാണുന്നതിനു സമവാക്യമുണ്ട്.താഴത്തെ ചിത്രം അത് വ്യക്തമാക്കും കൂടാതെ ഓരോ രസിസ്ടരിനു കുറുകെയുള്ള വോള്ട്ടേജും കാണിച്ചിരിക്കുന്നു.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;"><img alt="" height="178" src="data:image/png;base64,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" width="400" /></span></div><div style="color: blue;"><span style="font-size: large;">അതായത് രസിസ്ടരുകളെ ശ്രേണിയില് ഘടിപ്പികുംപോള് അവയുടെ ആകെ രസിസ്ടന്സ് എന്നത് അവയുടെ രസിസ്ടന്സുകളുടെ തുകയാണ്.അതായത് രസിസ്ടന്സ് കൂട്ടുവാന് ഈ രീതിയില് രസിസ്ടരുകളെ ഘടിപ്പിക്കാം.</span></div><div style="color: blue;"><span style="font-size: large;">ഇതുപോലെ രസിസ്ടരുകളെ സമാന്തരമായി ഘടിപ്പിക്കുമ്പോള് ആകെ രസിസ്ടന്സ് കുറയുകയാണ് ചെയ്യുന്നത്. താഴെ കൊടുത്ത ചിത്രം ഈ കാര്യം വ്യക്തമാക്കുന്നു.</span></div><div style="color: blue;"><span style="font-size: large;"><img alt="" height="155" src="data:image/png;base64,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" width="400" /></span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">രസിരുകളെ കുറിച്ച് കൂടുതല് കാര്യങ്ങള് അടുത്ത പോസ്റ്റില് പറയാം,ടാറ്റ .......</span></div><div style="color: blue;"><span style="font-size: large;"> </span></div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-50270709814871162962011-12-09T05:49:00.001+05:302011-12-09T05:57:01.427+05:30ത്രികോണമിതി പഠിക്കാം - ചോദ്യങ്ങള്<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: blue;"><span style="font-size: large;">"ത്രികോണമിതി പഠിക്കാം" എന്ന പോസ്റ്റില് കൂടുതല് ചോദ്യങ്ങള് സമയക്കുറവുമൂലം ഉള്പ്പെടുത്താന് പറ്റിടിയിട്ടുണ്ടായിരുന്നില്ല.ആ പോസ്റ്റില് വിശദീകരിച്ച ആശയങ്ങള് പ്രയോഗത്തില് വരുത്തേണ്ട ചില സന്ദര്ഭങ്ങളാണ് താഴെ തന്നിരിക്കുന്ന ചോദ്യങ്ങളില് ഉള്പ്പെടുത്തിയിരിക്കുന്നത്. ഈ ചോദ്യങ്ങള് ചെയ്യുക വഴി പാഠഭാഗം നന്നായി മനസ്സില് ഉറക്കും.ത്രികൊണമിതിപോലുള്ള ഒരു പാഠം ഡൈനാമിക് ആയ്യി ചെയ്യുന്നതിനെക്കാള് നല്ലത് മനസ്സില് ഉറച്ച ആശയങ്ങള് ഉപയോഗിച്ചു ചെയ്യുന്നതാണ്.ആ കാര്യങ്ങള് മനസ്സില് ഉറക്കണമെങ്കില് അത്രയും കണക്കുകള് നാം ചെയ്യേണ്ടതായിട്ടുണ്ട്.</span></div><div style="color: blue;"><span style="font-size: large;">കൂടാതെ കഴിഞ്ഞ പോസ്റ്റില് മേല്കൊണ് കീഴ്കൊണ് തുടങ്ങിയ ആശയങ്ങള് പറഞ്ഞിരുന്നില്ല.അവ അടുത്ത് പോസ്റ്റില് വ്യക്തമാക്കാം.</span></div><div style="color: purple;"><span style="font-size: large;">ചോദ്യങ്ങള് ചെയ്തു നോക്കിയിട്ട് അഭിപ്രായം പറയണേ.എന്നിട്ട് വേണം എനിക്ക് ചോദ്യങ്ങള് മെച്ചപ്പെടുത്താന്.</span></div><div style="color: blue;"><span style="font-size: large;">ചോദ്യങ്ങള് പി ഡി എഫ് രൂപത്തില് ഇവിടെ നിന്നും <a href="https://docs.google.com/open?id=0BwuSUh_u68u6NjcyNjFjMjMtZTFiMy00ZTJlLWEyYzctNzkzZWNhYjVmZTYw">ഡൌണ് ലോഡ് </a>ചെയ്യാം.താഴെയും ചോദ്യങ്ങള് നല്കിയിട്ടുണ്ട്.</span></div><br />
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<div class="MsoNormal"><span style="height: 141px; margin-left: 28px; margin-top: 47px; position: absolute; width: 227px; z-index: 251658240;"></span><span style="color: #20124d; font-size: large;">1.<span lang="ML" style="font-family: "Kartika","serif";">ഒരു ത്രികോണത്തിന്റെ രണ്ടു വശങ്ങള് 5 സെ മി ,6 സെ മി എന്നിങ്ങനെയും അവയ്ക്കിടയിലെ ഉള്ക്കൊണ് 50<sup>0</sup> ഉം ആയാല് ത്രികോണത്തിന്റെ വിസ്തീര്ണം എന്തായിരിക്കും ?(cos50=.7660)</span></span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><img alt="" height="256" src="data:image/png;base64,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" width="400" /><span lang="ML" style="font-family: "Kartika","serif";"> </span></span></div><div class="MsoNormal" style="color: #20124d;"></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">2.ആരം 2 cm ആയ ഒരു വൃത്തത്തിന് ഒരു ബിന്ദുവില് നിന്നും വരയ്ക്കുന്ന സ്പര്ശരെഖകളുടെ ഇടയിലുള്ള കോണ് 40<sup>0</sup> ആകണമെങ്കില് ഈ ബിന്ദു വൃത്തകെന്ദ്രത്ത്തില് നിന്നും എത്ര അകലത്തില് ആയിരിക്കണം ?(sin20=.3420)</span></span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><img alt="" height="189" src="data:image/png;base64,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" width="400" /><span lang="ML" style="font-family: "Kartika","serif";"> </span></span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"> </span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">3.ത്രികോണം ABC യില് AB = AC , <B = 37<sup>0</sup> ,BC = 6 cm ആയാല് A യില് നിന്നും BC യിലേക്കുള്ള ലംബദൂരം കാണുക.(sin37=.6018,cos37=.7986) </span></span></div><div style="color: #20124d;"><span style="font-size: large;"> <img alt="" height="273" src="data:image/png;base64,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" width="320" /> </span></div><div style="color: #20124d;"><span style="font-size: large;"> </span></div><div class="MsoNormal" style="color: #20124d;"><br />
</div><span style="color: #20124d; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">4.ഒരു മതിലില് 6 മീറ്റര് നീളമുള്ള ഒരു ഏണി ചാരി വച്ച്ചിരിക്കുന്നു. ഏണിയുടെ താഴത്തെ അറ്റവും മതിലുമായും ഉള്ള അകലം മതിലിന്റെ ഉയരത്തിന് തുല്യമാണ് എങ്കില് ഏണി തറയുമായി ഉണ്ടാകുന്ന കോണ് എന്തായിരിക്കും?മതിലിന്റെ ഉയരമോ?</span></span></div><div style="color: #20124d;"><br />
</div><div style="color: #20124d;"><span style="font-size: large;"> </span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">5.സമപാര്ശ്വ ത്രികോണം PQR ഇല് PQ = PR, <Q = 65<sup>0</sup> P യില് നിന്നും QR ലേക്കുള്ള ലംബദൂരം 12cm ആയാല് PQ,QR എന്നിവയുടെ നീളം കാണുക.( sin65=.9063,cos65=.4226,tan65=2.1445)</span></span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQIAAAEQCAIAAADUM+2XAAAQUklEQVR4nO2dv2sbWxbH9W+4dvu6Rb0rNS6cZpsULowgxRZbacBFSrOFQ2BJ2oH1a5fpnwPq3AQMWdhCTLdg4yaYRQgUXAznFTeRpdHM6M7cX+fc+/108cszEx19Zu4995wzIwIgeUahLwCA8EADAKABANAAAIIGABA0AICgAQAEDQAgaAAAQQMACBoAQNDABtVyfnk02uboJPv9/ukl9IUBXaCBOdVyfnmczZevP1mWxeXkoniswl0U6AM0MGdfA6JqkU/e5uWPUNcEegENzGnR4PT9fInHgQyggTkti6JdMdSm4eHhwfvlgcNAA3P2t8iTLJ+Xq51HgfoPnz59CnWVoANoYE7TomiX9Xq9UeT5+dnfpQE9oIE5hzW4u7vbaFAUhb9LA3pAA3MOazCdTpUDs9lsPB77uzSgBzQw54AGZVluHgXqsXB3d+f1AsEhoIFzPn36tNGAiMbj8Ww2C31RYAdo4Jbn52eVINpoUBQFMqfcgAZu2XzpNxpsxAh9aeAVaOCWs7Oz6XRKv84N1A/Vw2G9Xge9NPAKNHDI9oZ4WwO1aUbmlA/QwCHb6dFtDYjo7Ozs7Ows0HWBOtDAFWo/sLnl1zRQD4pv374FujqwAzRwhdoAbEonahqs12tkTvkADZygvuVXV1ebn9Q0IKKbmxuUGDEBGjjh9vZ2NBqVZbn5yb4GyJzyARo4YX8HvK8BEV1dXY3HY2ROgwMN7PPt27fRaHR7e7v9w0YN1N9EiVFwoIF9Gu/xjRoQMqc8gAaWaVvxt2mwv4sA/oEGlmnL/7RpsJ9TAv6BBpZpOw1o04D2ThiAf6CBTTq6ajo0UOuom5sbx1cHWoEGNplOp2373Q4NaLf6CPgHGliju260WwM0Z4YFGliju4ugWwPa6kwA/oEGdlCTiDoqIw5qoPrUkDkNAjSww8Ev8UENDooE3AEN7HBwSXNQA0JzZjiggQV0Nrg6GqA5MxTQwAI66U4dDagz5QrcAQ1M0Tz80tQAmdMgQANTNEshNDUgjLULATQwQr8wTl8DjLXzDzQwQn/AhL4GaM70DzQwQr9pRl8DQnOmd6DBcFR+s9Zs2UYvDXr9ZmAONBhOr3t2Lw0IzZl+gQYD6buC76sBxtr5BBoMpG8+p68GGGvnE2gwkL7f0b4aEJozPQINhjDgrHeABmjO9AY0GMKAyp8BGtCvaiVkTl0DDXpTm9iuyTANMNbOD9CgN8OW7MM0IGROvQAN+jG4R2ywBhhr5wFo0I/BHcODNUBzpgegQT8Gz48YrAEhc+oeaNADkw2riQbDNuVAH2jQA5P0pYkGhLF2joEGuhgeZhlqgOZMp0ADXQzf2GeoAWGsnUuggRbmhW7mGqA50x3QQAvzsmdzDdCc6Q5ooIX5Ua65BoSxds6ABoex0hJpRQOMtXMENDiMlXuwFQ0IY+3cAA0OYGtFbksDNGe6ABocwFZ+xpYGaM50ATQ4gK3vnC0NyPgEA+wDDbqweHZrUQNkTq0DDbqwWMljUQPCWDvbQINW7NZ12tUAY+3sAg1asVvlb1cDQnOmVaBBM9Z7vqxrgOZMi0CDZqx/yaxroP9qBXAQaNCM9SWHdQ0IzZn2gAYNuJgO5EIDjLWzBTRowEU60oUGhOZMS0CDOo4OpxxpgOZMK0CDOo5KFRxpQGjOtAE02MFd4Zo7DQZPEAMboMEO7sqY3WmAsXbmQIMd3DW1uNOAkDk1Bhq84rTF0akGGGtnCDR4xWnDu1MNCM2ZZkCDn7gu4netATKnJkCDn7gehuVaA7LXKJcg0OAnrrPvHjTAWLvBQAMiLysKDxqgOXMw0IDIS2WOBw0IY+2GAg08ZRv9aIDmzGFAA09nT340IDRnDiJ1Dbz1cHnTAGPtBpC6Bt46er1pgLF2A0hdA29LCG8aEMba9SdpDXxuKH1qgObMviStgc/Zbz41ILOXdiZIuhp4PmzyrIGLqQIRk64GnhfQnjUgZE77kK4GntMp/jXAWDt9EtXAf1myfw0w1k6fRDXw36TiXwNCc6Y2KWoQ5H2SQTRAc6YmKWoQpAwziAaEsXZ6JKdBqHEmoTRAc6YOyWkQarhVKA0IY+00SE6DUN+JgBqgOfMgaWkQcIUQUAM0Zx4kLQ0C7hcDakBozjxEQhqErbsMq0GQHLEgEtIg7FlSWA0IY+06SUWD4JUFwTVA5rSDVDQI3qEbXAPCWLt2UtEgeNUxBw3QnNlGEhpwmN7DQQNkTttIQgOfzZZtcNCAeHwUDAkfGNcwuQUy0YDDg5Eh4QPjGialBEw0IAbbJIawCIxTmKRH+GgQPGnGEBaBcQefZDkfDYIfoTCERWDcwefolI8GFPpAnSFcAuMCVi2IrDTAWLsaXALjAlb3PFYaEMba7cIoMHbh9u54bhpgrN02jAJjl1DNlm1w04DQnLkFr8BYhFt2nKEG3O4UAeEVGFswfOIz1IDbujEgvAJjC4b7P4YaELMsQkDYBcYcntlAnhqwyikHhF1gzOFZVc9TA8JYOyKKTwO2L8BjqwGfepOAcAyMCWzrxthqQGyqDwPCNDCD4ZYn3cBZAya16AFhGphhcO4p4awBk86kgDANzDA4z2bjrAHx/ug8wDcwfWF+S2OuAecHqQf4BqYvzBe4zDUgxtsqD7AOTC+Ypzv4a8A2yeYB1oHRh3/ym78GbI9cPMA6MPrwPwrlrwFxPYD3APfA6CCiMEaEBszTDO7gHhgdRJRJitCAUh1rJyAw3aiief7jRqRowLBVwwMCAtPN7e2tiBYqKRpQkplTGYHpQErMBGkg5c5iERmBaUPQE1yQBgmOtZMRmDYE7ecEaUBCsg4WEROYfWRl92RpwLOR1R1iArOPrLMeWRqQhBNJi0gKzDbiTv7FacC/PsUikgKzjbg6MHEaUEpj7YQFZgOfie2aSNQgnbF2wgKjUD0izIuIakjUIJ2xdsICo5DYMShRA5L5UQ9AXmBk5Uk3CNVA4oN3APICw7zZsg2hGpDAbdgA5AVGaPpCrgYpZE6FBUZuSORqQOz7vM0RFhi5R5uiNRC6ENVHUmBEF7qI1kBoWkIfSYERXfYoWgMSVcw7ADGBkV4EL12DuMfaiQmM9JYo6RqQnEa/AYgJjPQYRKCBuHJGfWQEJoIncgQaSF+XdiAjMBHszyLQgIRnKToQEJg4snVxaCA6Z92BgMDIarZsIw4NiOU7p80REJg4TvKj0UDQUBx9uAdGbhFRjWg0IPlZu324ByaaKt+YNJB+hrMP68DE1PMRkwbxNWeyDkxMHYAxaUDRZU75BiayW05kGoh4tYo+fAMT2XSQyDQgyb0f+/ANjNBmyzbi0yCaJB6x1SC+5HR8GlBEtyqmgYnvqDJKDaJpzuQYmCgLV6LUII5yL+KpQWTJOEWUGlAsSW12gYm1qD1WDeI44mQXmFhbnGLVgKIoeGEXmPjKthQRaxDBnYtXYCJotmwjYg3EvXloH16BiaDZso2INSD5rVGMAhNN9q2RuDWQHjtGgYnmLKaRuDUg4U9yRoGRvr7sJnoNRO/ruAQmpjqtRqLXgCRn+bgEJoLcczcpaCC3OZNFYCLr4WgkBQ3kVgCwCEyURUQ1UtCAxIYyfGAia7ZsIxENhFYHhw+M3AVlLxLRgGQ2Z4YPjNz0Qi/S0UBi0i9wYOJrtmwjHQ1IYHNm4MDE12zZRlIaiJsqEjIwQrdTw0hKA3Fpj5CBMStLrFblH9fnv41Go9HJZVEuf/14kU+ORq8cTfJFZe+aB5OUBiQtcxosMKZF6st5Nvn57a+evlye//N+VRERVYv89P18yeGbv0NqGsg6Eg0WGLOWpR9l/i6bf2/443KeneYlOwuS04BEFcgEC4xZnvT7PLu4Lgq1KDo6//jl16KoKvPJyd8ytVg6Or/+Uq5sXbEZCWogKHMaJjCmRbnVIp8cn2S/3z+9EFWrssgmPxdCVZmfnn/++vRCRLRaFNlfL4r/cXg2JKgBySmeDxMY0+E21SKfvM3LH5s/L+fvTxu3wmzWSGlqIKWVKkBgbDTsfZ9n73Y1uDzO5sv9v7icZ8eXHHbMaWogpTkzQGBs3CF+lPnbrUxo69Ogeiwu8DQIioixdgECY2W9WD0WF8cX+WK5uzeolvP3k6woVxURVU93H89PsDcIi4jmTN+BsZc9qFZlkZ0c1TJFRMvyy8dzdYCGTBEP+FdP+g6MxCpcK6SsAf+xdl4DI+tk0S4pa8B/rJ3XwMiqM7FLyhoQ+7F2/gIjt1/bColrwLya2F9gEmm2bCNxDYh3b4m/wPBPFzgFGnDuNPQUmNpHcHt7Ox6P+Z+xWwQaEONboafA1Oa8Pjw8jMfj8XjM897gAmhAjBfGPgLTWFjy8PAwnU7TyZ9CA2KcJvERmLZk2Xq9ns1mIkqvzIEGCp5Jc+eBOXh0oj6X2WzGM4dgC2ig4HmE6jwwOgfpquZ0Op1GbAI02MCwoMZ5YDQbUpUtEZsADTYwbM50G5he745Wnw7D/ZMVoME23MbauQ1M35YL9fe5LRytAA224dac6TAwwxrwVO6IYWrZEGiwDbfmTIeBGWa8yiyxemJaARrUYNWc6TAwg9d/yh/OXRoDgAY1eu0bXeMqMCbZAPVA4PPEtAI02IfPWDtXgTHMDV9dXTH5gGwBDfbhkzl1EhjzHgu1LrJ4ScGBBo0wac50EhjzuhFokAhMmjPtB8ZKFeFsNossWQQNGmGSObUfGPOacuZ9q8OABm3UelGCYD8w5h1G3I4YrQAN2uAw1s5yYMz/Sfxn2gwDGnQQvDnTcmDMH3Bqe41iiqQIPtbOZmDMtzvqYRJlkSk06CB4c6bNwBgmv9br9dnZWfDdkiOgQTdhmzNtBsZwTX91dRVfKdEGaNBN2PSgtcAYHoyrNGvw/LE7oMFBAo61sxYYkzIp1aYdcQcmQQMNAo61sxOYxqJZtchpY7Mfen5+VqO7gp+oOwUa6BCqOdNOYBr3Nw8PD0U76nRsvV6roV3xZUhrQAMd1Mmp/y+DhcCs1+vBy3r1xOBQausaaKCDyXfJBAuBGWxwxA34+0ADTYJkTi0EZth6TskTcWqoBjTQJMhYu8bAvDzdF9fnv6nIHZ1fF/dPbe9UVbv72WzWsQ3Y58OHD6PR6M2bN73+L9GoDzP0VchApUw0vr3f59lfdjMvRydZPi8b3hPfV4PlIn83ef1d1ar847r97cIq3w+AXbQ1OM3m37d+8vL09fN5/xfC1zWoyvz0onis/ZbV1+vJ34vHl36/GwC37GtAVC3yydu8/NHrF9U0aPq9ROrt86f5gsPr5gH4RcvTYPLxftXvq7qrQbtJVZmfZvPeay4AHLK/NxiNTi4L070BNACSqD0NXp6+fr64+Nei56OA9hZFP8r8Xcui6PIYGgBeNCyKHovsXUs6p4NDW+TV1+vz98XiP8XF2+v7/w++XgAc0LSVXc4z80wR0XKRXxyff/yiFljV4/xyMhqNjvbTRwAEpjGj832evTPMFCnqx2f/zrOTQTsPAFzSqEG1nP/jsmFh34Xm8f7L0/w6y/+76vW7ARACqlwAgAYAQAMACBoAQNAAAIIGABA0AICgAQAEDQAgoj8BH5378tACNuoAAAAASUVORK5CYII=" /><span lang="ML" style="font-family: "Kartika","serif";"> </span></span></div><div class="MsoNormal" style="color: #20124d;"><br />
</div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"> </span></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">6.ചിത്രത്തില് <ABC 70<sup>0 </sup>ഉം <ACB = 84<sup>0 </sup>ഉം ആണ്.ചിത്രത്തിലെ വൃത്തത്തിന്റെ ആരം 6.3 സെ മീ ആയാല് BC എന്ന വശത്തിന്റെ നീളം എന്തായിരിക്കും.(tan42=.900a,tan35=.7002)</span></span></div><div style="color: #20124d;"><br />
</div><div style="color: #20124d;"><span style="font-size: large;"><img alt="" height="269" src="data:image/png;base64,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" width="320" /> </span></div><div style="color: #20124d;"></div><div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">7. 6 cm വശമായുള്ള ഒരു സമഭുജ ത്രികോണത്തിന്റെ അന്തര്വൃത്തത്തിന്റെ ആരം എന്തായിരിക്കും?</span></span></div><span style="color: #20124d; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">8.sinX = 3/5 ആയാല് X ന്റെ മറ്റ് എല്ലാ ത്രികോണമിതി വിലകളും കാണുക.</span></span></div><span style="color: #20124d; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">9.tanA = 20/21 ആയാല് A യുടെ എല്ലാ ത്രികോണമിതി വിലകളും കാണുക.sin<sup>2</sup>A+cos<sup>2</sup>A=1 എന്ന് തെളിയിക്കുക.</span></span></div><span style="color: #20124d; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: #20124d;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">10.secX = 37/35 ആയാല് X ന്റെ മറ്റ് എല്ലാ ത്രികോണമിതി വിലകളും കാണുക.</span></span></div><span style="color: #20124d; font-size: large;"> </span><br />
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</div><span style="color: #20124d; font-size: large;"> </span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-87372151674363784482011-12-04T06:29:00.000+05:302011-12-04T06:29:19.700+05:30ത്രികോണമിതി പഠിക്കാം<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഭൂമിയിലെ വൃക്ഷങ്ങളുടെയും മലകളുടെയും ഉയരവും നദികളുടെ വീതിയും വിദൂര നക്ഷത്രങ്ങളിലേക്കുള്ള ദൂരങ്ങള് വരെ അളക്കെണ്ടി വരുന്ന സന്ദര്ഭങ്ങളിലെല്ലാം ഉപയോഗിക്കപ്പെടുന്ന ഗണിതശാസ്ത്ര ശാഖയാണ് ത്രികോണമിതി.ഇത്രയേറെ നിത്യജീവിതത്തില് ഉപയോഗങ്ങളുള്ള ഈ പാഠം തുടക്കക്കാര്ക്ക് ഒരു കീറാമുട്ടിയാണ് (അനുഭവം ഗുരു).എന്നാല് 10 ആം ക്ലാസ്സ് കഴിഞ്ഞു ഇനി അങ്ങോട്ടുള്ള ഗണിതത്തില് മുഴുവന് ത്രികോണമിതി നിറഞ്ഞു നില്ക്കുന്നു.അതുകൊണ്ട് തന്നെ ഈ ആറുതലയന് ഭൂതത്തെ ഇവിടെ വച്ചുതന്നെ കൈപ്പിടിയില് ഒതുക്കേണം.ത്രികോണമിതിയിലെ അടിസ്ഥാന ആശയങ്ങള് മാത്രമേ പത്താം തരത്തില് പഠിക്കുന്നുള്ള്ു.അവ നന്നായി മനസിലാക്കിയാല് തന്നെ പരീക്ഷക്ക് നല്ല മാര്ക്ക് കിട്ടുന്നതിനോപ്പം ഭാവിയിലേക്ക് നല്ലൊരു മുതല്ക്കൂട്ടുമാകും.</span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ത്രികോണമിതി എന്നാല് ത്രികോണത്തിന്റെ അളവുകള് എന്നാണര്ത്ഥം, അതായത് ത്രികോണത്തിന്റെ വശങ്ങളും അവയുടെ കോണുകളും തമ്മിലുള്ള ബന്ധം വിവരിക്കുന്ന ഗണിതശാസ്ത്രശാഖ.ത്രികോണമിതി പ്രധാനമായും മട്ടത്രികോണങ്ങളില് ആണ് നാം ഉപയോഗിക്കുന്നത്.ഒരു മട്ടത്രികോണത്തില് ഒരു കോണ് 90<sup>0 </sup>ആണെന്നും അവയിലെ മറ്റൊരു കോണ് കൂടി ലഭിച്ചാല് മൂന്നാമത്തെ കോണ് കാണാനും നമുക്കറിയാം, ഇല്ലേ?ഒരു ഉദാഹരണം നോക്കാം.</span></span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഒരു മട്ടത്രികോണത്തിലെ ഒരു കോണ് 30<sup>0</sup> ആണെങ്കില് ത്രികോണത്തിലെ കോണുകള് കാണുക.</span></span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഉത്തരം: മട്ടത്രികോണങ്ങളില് ഒരു കോണ് 90<sup>0</sup> ആയിരിക്കും. രണ്ടാമത്തെ കോണ് 30<sup>0</sup> എന്ന് തന്നിട്ടുണ്ട്.പക്ഷെ ഏതൊരു ത്രികോണത്തിലെയും ആന്തരകോണ്ളുടെ തുക 180<sup>0</sup> ആയിരിക്കും.</span></span></div><div class="MsoListParagraphCxSpFirst" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">മൂന്നാമത്തെ കോണ് X ആയാല് ,</span></span></div><div class="MsoListParagraphCxSpMiddle" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">90 + 30 + X = 180</span></span></div><div class="MsoListParagraphCxSpMiddle" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">120 + X = 180</span></span></div><div class="MsoListParagraphCxSpMiddle" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">X = 180 – 120</span></span></div><div class="MsoListParagraphCxSpMiddle" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> = 60</span></span></div><div class="MsoListParagraphCxSpMiddle" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="color: blue; font-family: "Kartika","serif";">അതായത് ത്രികോണത്തിലെ കോണുകള് 90<sup>0</sup>,60<sup>0</sup>,30<sup>0</sup></span></span></div><div class="MsoListParagraphCxSpLast" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span style="height: 190px; margin-left: 381px; margin-top: 42px; position: absolute; width: 171px; z-index: 251658240;"></span><span lang="ML" style="font-family: "Kartika","serif";">ത്രികോണമിതിയില് ത്രികോണങ്ങളുടെ വശങ്ങളും അവയുടെ കോണുകളും തമ്മിലുള്ള ബന്ധമാണ് പഠിക്കുന്നത്.ഒരു മട്ട ത്രികോണത്തില് ത്രികോണം PQR യില് </span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><img alt="" height="200" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWYAAAFpCAIAAAAgEhWUAAAPXklEQVR4nO3dsWtbWRrG4ftnZCBgzPYuvE5jSKdM4WDcxGWaQZDKzYINKTbVhC1CAosgnfCmciXSRoW7NGsGUqQIFzcDchfEYgbusIXRFhdrFUmW79G995z3fOf3lMGeHJ3v/V5s+WacTQCgsiz0AQDEhMoA4IDKAOCAygDggMoA4IDKAOCAygDggMoA4IDKAOCAygDggMoA4IDKAOCAygDggMoA4IDKAOCAygDggMoA4ECuMrIsyzK5UwEoyS1ndiv0QQAsIbeZ2YzQZwEwT24tsx+FPg6AH8jt5LQpaA1AkNxCLlYGrQHokNvG2Y6gNQA1cqs4VxBUBiBFbhUXC4LWAHTI7eHSdqA1ABG1lnA0GuUzRqNRAwe6oxpoDUBBrQ3c29ube4yi0+lcXl7WOtDdvUBrAMHVWr+Dg4PDw8PhrXfv3m1sbDx58qTWgVaWAq0BhFW3Mo6Pj2f/5PXr19vb27UOdF8j0BpAQA1XxtHR0YMHD2odqHJl0BqAf3Uro9vtlu99np2dHR0dbW5udjqdWgeq0AW0BhBK3cqYe/vz8PDw6uqq1oGqFQGVAQTR2NufeZ6Px+MGDlS5CGgNwL+G38uoz6kFaA3As7grY0JrAH7VfZQreGVMaA3Ao7oPjDfy/sWs9Zaf1gD8kNuxtTef1gA8kFuwOmtPawBtk9uuRiqD1gBaIrdaNRee1gBaJbdX9bedygDaI7dXjWw7rQG0RG6pmlp1WgNog9xGNbjntAbQOLl1anbJaQ2gWXK71PiG0xpAg+QWqY31pjWApshtUauVQWsANcmtUEuLTWsAjZDbn/a2msoA6pPbn1a3mtYAapJbnrZXmtYA6pDbHA/7TGsAa5NbGz/LTGsA65HbGW+bTGsAa5BbGJ9rTGsAruS2JUhl0BpARXKr4nmBaQ3Aidye+N9eKgOoTm5PgmwvrQFUJLckoVaX1gCqkNuQgHtLawD3kluPsEtLawCrye1G8I2lNYAV5BZDYV1pDeAucluhsKs8rAHcRW4lRBaV1gCWktsHnS2lNYBFcssgtaJUBjBHbhnUVpTWAGbJbYLgftIawJTcGmguJ60BlOR2QHYzaQ1gQmU4oTUAufSL7yStgcTJRV98IXlYA4mTy73+NtIaSJlc6KNYRSoDyZILfSyrSGsgTXKJj2gPaQ0kSC7ucS0hrYHUyGU9ug2kNZAUuaDHuH60BtIhl/JId4/WQCLkIh7p4vGwBhIhl+94t47WQArkwh31ylEZME8u3LGvHK0B2+SSbWDfaA0YJhdrG8tGa8AquUyb2TRaAybJBdrSmtEasEcuzcZ2jNaAMXJRNrZgPKwBY+RybG+7aA1YIhdik6tFZcAMuRBbXS1aAzbIJdjwXtEaMEAuvraXitZA7OSya36jaA1ETS64KawTrYF4yaU2kV2iNRApucims0i0BmIkl9d0tohHvBAjubAmtUK0BqIjl9TU9ofKQFzkkprg/tAaiIhcTNNcHloDsZDLaLKbQ2sgCnIBTXltaA3ok0tn4jtDa0CcXDRZGFoDyuRyybbwsAaUyYWSVZnQGhAml0j2pERlQJNcItmTKVoDguTiyJLMojWgRi6LbMgcWgNS5ILIeiyiNaBDLoXsxlK0BkTIRZDFuAutAQVy+WMr7sLDGlAgFz5WYgVaA8HJJY99WI3KQFhyyWMf7kVrICC52LEMVdAaCEUuc2xCRbQGgpALHGtQHa0B/+TSxg44oTXgmVzUWABXtAZ8kssZ6V8DrQFv5EJG9NfAI17wRi5h5H49tAb8kIsXoV8blQEP5OJF6OugNdA2uWyR+JpoDbRKLljEvT5aA+2RSxVZbwStgZbIRYqgN4XWQBvk8kTKG0RroHFyYSLiDeJhDTROLknku1m0BpolFyPC3TgqAw2SixHhbgOtgabIZYhkt4TWQCPkAkSs20NroD659JDpVtEaqEkuOgS6bbQG6pDLDWn2gNbA2uRCQ5Q94GENrE0uMeTYD1oD65GLCyH2hsrAGuTiQoh9ojXgSi4rJNgzWgNO5IJCfP2jNVCdXErIbhC0BiqSiwjBDYXWQBVy+SC1AdEauJdcOIhsQDysgXvJJYO8hkVrYDW5WBDW4GgNrCCXCZKqgMrAXeQyQVJF0BpYSi4QxFQHrYFFcmkgo1JoDcyRiwIBVUNrYJZcDkinIFoDU3IhIJqaaA2U5BJALjXxsAZKcuMnlLJoDUyoDDihMiA3exIpjtZInNzgiaM+WiNlclMni1GgNZIlN3KCGAtaI01y8yaFEaE1EiQ3bCIYF1ojNXKTJn9x4WGN1MiNmfBFh9ZIityMSV6MqIx0yM2Y5EWK1kiE3ICJXbxojRTITZfMRY3WME9utAQudrSGbXJzJW0G0BqGyQ2VqNlAa1glN1FyZgMPa1glN05CZgatYZLcLEmYJVSGPXKzJGHG0BrGyA2SeNlDa1giN0WyZRKtYYbcCAmWVbSGDXLzI1WG0RoGyA2PSNlGa8RObnLkyTxaI2pyYyNM5vGIV9TkZkaSUkBrxEtuYMQoEVRGpOQGRozSQWvESG5aZCgptEZ05EZFgFJDa8RFbk6kJ0G0RkTkhkR00kRrxEJuQuQmWbRGFOTGQ2iSxcMaUZCbDYlJGa2hT24wxCVxVIY4ucEQF9AayuSmQlYwoTWEyY2EoKBEa2iSmwcpwRStIUhuGEQEs2gNNXKTIB+YQ2tIkRsD4cAcHtaQIjcDkoFFtIYOuQEQCyxFZYiQGwCxwF1oDQVyt08msAKtEZzc1RMIrEZrhCV376QB96I1ApK7dKKAKmiNUORunBygIlojCLnrJgSojtbwT+6uSQCq4xEv/+QumvHDCa3hmdwtM3u4ojJ8krtlZo810BreyF0xg8d6aA0/5O6XqWNttIYHcpfLyFEHrdE2uZtl3qiJ1miV3LUybNRHa7RH7k6ZNOrjYY32yF0oY0YjaI2WyN0mM0ZTqIw2yN0mM0aDaI3GyV0lA0azaI1myd0j00XjaI0GyV0io0UbaI2myN0gc0VLaI1GyF0fQ0V7aI365O6OiaI9PKxRn9zFMU60itaoSe7WmCXaRmXUIXdrzBIe0Bprk7syBgk/aI31yN0XU4Q3tMYa5C6LEcInWsOV3E0xP3hGaziRuyaGB/9ojerk7ojJwT8e1qhO7oIYG4KgNSqSux1mhlBojSrkroaBISAq415yV8PAEBatsZrcvTAtBEdrrCB3KYwKCmiNu8jdCHOCCFpjKbnrYEjQQWsskrsLJgQptMYcuYtgPJDCwxpz5G6B2UANrTFL7goYDARRGVNyV8BgoInWKMm9fqYCWbTGhMoAnNAacq888XlAX+KtIfeyUx4GYpFya8i95mQngbgk2xpyLzjNMSA6yT6sIfdqE5wBIpVma8i91NQGgKhRGeGlNgDELrXWkHudSd0+bEiqNeReZDpXD0vSaQ25V5jIvcOeRFpD7uWlcOmwKoXWkHtt5m8ctplvDbkXZvu6YUlRFHmeD4fDwWBwfMv8wxpyr8rwXcOAoig+f/7c6/UODg5m22FaGR8+fLDdGnIvyepFI2plU3S73dmOGAwGeZ6Px+PFj6cy/LF60YhUnue9Xq+M5cHBwYcPH758+VLlE622htzrMXnLiFGe59P3Jnq9XsWmmGWyNeRejL0rRnSKoph+ZdHr9ZZ+61GRvdaQeyXG7hfR+fLly6NHj+qXxZSx1pB7GZYuF9H5/Plz+Z5FnucN/mcttYbcazBzs4jOYDDIsqzb7RZF0fh/3ExryL0AG9eK6JRfX/R6vfb+ChutIXd6A3cKDTfX5y9/+rmf39z/oePx+NGjRy19fTFl4xEvuaPHfqFQcfP74MXJm3/87c1v/7n3Y8ufj4xGo7YPZaA15M4d9W1Cx03ef3pyfn19/vLl+fXKjyyKou1vSWZRGQ2L+jYh48+8/+Lk/Ptk8v385EU//3PFh+Z5nmXZGk9qrS3q1pA7dLxXCSE33/pP/35+fTOZTG7yf/3y5t9/3P2x5Q9KWn0XY1G8rSF34kjvEUpurs9f/uXk9vuRm98HL34t62OpsjJ8ne3/Im0NuePGeIkQ8/385K/ZD376uf/trs54/fr1wcGB1wPeirE15M4a3Q1CzvX5ydMff7Z6863/yz9/+2N5aZT/nws/R1sUXWvIHTSu64Oem+vzX18Mfv+xHv57NXj58vz70k8IWxmT2FpD7pQR3R0Uzbzx+YPFLz1udbtdkcqIIvlyR4zl4mBGlmWDwSD4GWJpDbnzRXFrsEShMibxfHsid74obg2WiFTGJJLWkDuc/pXBGJ3KmMTQGnInE78v2CNVGRP51pA7lvJlwSS1yphot4bcmWRvClYJVsZEuDX0DiR5TTBMszImqq2hdZoJlQHv9CtDaiOEjlJSuyCYJ1sZE8nWUDnHlNTtwDz//38dV1TGPaRuB+aVldHsby1pnFRrSBxils7VIAVRVMZEqTXCn2BOBmClwBsa9q9fFHocgLrAGxr2rwcQFyoDgAMqA4ADKgOAAyoDgAMqA4ADKgOAAyoDgAMqA4ADKgOAAyoDgAMqA4ADKgOAAyoDgAMqA4ADKgOAAyoDgAMqA4ADKgOAAyoDgAMqA4ADKgOAA4nKKIoiz/PxeBz6IIB95brNGo1G1T89cGV8/fp1f39/c3Oz/AUNnU7n06dPYY8E2DYcDhd/N0qn07m4uKjy6SEr4+LiYmNjY3d39+3bt8PhsN/v7+/vZ1n29u3bgKcCbCsro9/vD2+dnZ3t7Ozs7+9X+fSQlfH48eOdnZ2iKGb/sNvtbm5uXl1dhToVYFtZGXO/hrbX61X8PWzBKmM0GmVZdnp6OvfnV1dXZQWGOBRgX1kZw+GwfCNjOByenp5ubW3t7u5W+fRglXF2dpZl2dL3Xfb29o6OjvwfCUjB0vcyHj58+PHjxyqfLloZx8fH/o8EpGDuvYzyS4ytra25twjuIvSNSVEU4/G4KIrt7W2+ygBasvhexuXl5cbGxrt376p8esi3Pzudzs7OzvRxjOfPn29tbT179izLMn7UCrRk6dufz58/j+AnJhcXFw8fPtza2ip/yLq9vV1+W/XkyZOApwJsW1oZp6enWZZVeZwy8KNcl5eXh4eH5aNcGxsbe3t7nU5nc3Pz7Ows7MEAq5ZWxng8fvDgwfv37+/9dKEHxst3Xy4vL3d3d1+9ehX6UIBNs+s2q+I/2pCojDn8YxNAlmJlAJBFZQBwQGUAcEBlAHBAZQBwQGUAcEBlAHBAZQBw8D/rHDmxBMbcswAAAABJRU5ErkJggg==" width="198" /><span lang="ML" style="font-family: "Kartika","serif";"> </span></span></div><div class="MsoNormal" style="color: magenta;"></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഒരു ആന്തരകോണ് A ആണെങ്കില് അതിനെതിരയുള്ള വശമാണ് PQ ഇതിനെ നാം A യുടെ എതിര് വശം എന്ന് വിളിക്കുന്നു.അതുപോലെ A യുടെ സമീപവശമാണ് QR.ത്രികോണത്തിലെ 90<sup>0</sup> ക്ക് എതിരായുള്ള വശത്തെ കര്ണ്ണം എന്നും വിളിക്കുന്നു.ഈ വശങ്ങളും കോണ് A യും തമ്മില് നമുക്ക് ചില ബന്ധങ്ങള് ഉണ്ടാക്കാന് പറ്റും.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">A യുടെ എതിര് വശത്തെ കര്ണ്ണം കൊണ്ട് ഹരിക്കുമ്പോള് കിട്ടുന്ന ബന്ധത്തെ നാം A യുടെ സൈന് (sine) എന്ന് വിളിക്കുന്നു.ഇതിനെ sinA എന്ന് എഴുതാം.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അതായത്, <b><span style="color: red;">sinA = Aയുടെ എതിര്വശം / കര്ണ്ണം = PQ / PR</span></b></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഇതുപോലെ A യുടെ സമീപവശത്തെ കര്ണ്ണം കൊണ്ട് ഹരിച്ചാല് കിട്ടുന്ന ബന്ധത്തെ A യുടെ കൊസൈന് (cosine) എന്ന് വിളിക്കുന്നു.ഇതിനെ cosA എന്ന് എഴുതാം.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അതായത്, <b style="color: red;">cosA = Aയുടെ സമീപവശം / കര്ണ്ണം = QR / PR</b></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">A യുടെ എതിര്വശത്തെ സമീപവശം കൊണ്ട് ഹരിക്കുംപോഴും നമുക്ക് ഒരു ബന്ധം കിട്ടും.ഇതിനെ A യുടെ ടാന്ജന്റ് (tangent) എന്ന് വിളിക്കുന്നു.ഇതിനെ tanA എന്ന് എഴുതുന്നു.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അതായത്, <b><span style="color: red;">tanA = Aയുടെ എതിര്വശം / Aയുടെ സമീപവശം = PQ / QR</span></b></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">നമുക്ക് ഇനി sinA, cosA, tanA എന്നിവ തമ്മിലുള്ള ബന്ധം പരിശോധിക്കാം.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> sinA / cosA = (Aയുടെ എതിര്വശം / കര്ണ്ണം) / (Aയുടെ സമീപവശം / കര്ണ്ണം)</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> = Aയുടെ എതിര്വശം / Aയുടെ സമീപവശം</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> = tanA</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അതായത് <b><span style="color: red;">tanA = sinA / cosA</span></b></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഇതുപോലെ sinA, cosA, tanA എന്നിവയുടെ വ്യൂല്ക്രമം കണ്ടാല് യഥാക്രമം cosecA , secA , cotA എന്നിവ ലഭിക്കും അതായത്</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">cosecA = 1 / sinA = കര്ണ്ണം / Aയുടെ എതിര്വശം = PR / PQ</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">secA = 1 / cosA = കര്ണ്ണം / Aയുടെ സമീപവശം = PR / QR</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">tanA = 1 / tan A = Aയുടെ സമീപവശം / Aയുടെ എതിര്വശം = QR / PQ</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഈ ബന്ധങ്ങള് കൂടാതെ ഇവയെ എല്ലാം പരസ്പരം ബന്ധിപ്പിച്ചുകൊണ്ട് 3 സമവാക്യങ്ങള് കൂടി ഉണ്ട്. അവയും ഇവിടെ നല്കുന്നു.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">(sinA)<sup>2 </sup>നെ നമുക്ക് sin<sup>2</sup>A എന്ന് എഴുതാം,അതായത് (sinA)<sup>2 </sup>= <sup> </sup>sin<sup>2</sup>A</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">1) <b><span style="color: red;">sin</span><sup style="color: red;">2</sup><span style="color: red;">A + cos</span><sup style="color: red;">2</sup><span style="color: red;">A = 1 </span></b></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഇത് ഇങ്ങനെ തെളിയിക്കാം. sinA = (Aയുടെ എതിര്വശം / കര്ണ്ണം)</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> sin<sup>2</sup>A = (Aയുടെ എതിര്വശം / കര്ണ്ണം)<sup>2</sup> </span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> cosA = (Aയുടെ സമീപവശം / കര്ണ്ണം)</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> cos<sup>2</sup>A = (Aയുടെ സമീപവശം / കര്ണ്ണം)<sup>2</sup></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അതുകൊണ്ട് sin<sup>2</sup>A + cos<sup>2</sup>A = (Aയുടെ എതിര്വശം / കര്ണ്ണം)<sup>2 </sup>+ Aയുടെ സമീപവശം / കര്ണ്ണം)<sup>2</sup></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> = (Aയുടെ എതിര്വശം<sup>2 </sup>+ Aയുടെ സമീപവശം<sup>2</sup>)<sup> </sup>/ (കര്ണ്ണം)<sup>2</sup></span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഒരു മട്ടത്രികോണത്തില് (Aയുടെ എതിര്വശം<sup>2 </sup>+ Aയുടെ സമീപവശം<sup>2</sup>) = (കര്ണ്ണം)<sup>2</sup> ആണല്ലോ ,</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><sup><span lang="ML" style="font-family: "Kartika","serif";"> </span></sup><span lang="ML" style="font-family: "Kartika","serif";">= (കര്ണ്ണം)<sup>2</sup> / (കര്ണ്ണം)<sup>2</sup></span><sup></sup></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> = 1</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഇതുപോലെ 2 ബന്ധങ്ങള് കൂടിയുണ്ട്.അവ താഴെ നല്കാം,മുകളില് ചെയ്തതുപോലെ തെളിയിക്കാന് ശമിച്ചു നോക്കൂ.....</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: red;"><b><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">1 + tan<sup>2</sup>A = sec<sup>2</sup>A</span></span></b></div><b style="color: red;"><span style="color: magenta; font-size: large;"> </span></b><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><b style="color: red;"><span lang="ML" style="font-family: "Kartika","serif";">1+cot<sup>2</sup>A = cosec<sup>2</sup>A</span></b></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഈ കാര്യങ്ങള് കൂടി ഓര്മിച്ചാല് നമുക്ക് വളരെ വേഗത്തില് കണക്കുകള് ചെയ്യാന് പറ്റും.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: red;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഒരു 90<sup>0</sup>,45<sup>0</sup>.45<sup>0</sup> മട്ടത്രികോണത്തിന്റെ വശങ്ങള് തമ്മിലുള്ള അനുപാതം </span><span lang="ML" style="font-family: "Times New Roman","serif";">√</span><span lang="ML" style="font-family: "Kartika","serif";">2 : 1 : 1 ആയിരിക്കും.അതായത് അവയിലെ 2 വശങ്ങള് തുല്യവും കര്ണ്ണം അവയുടെ </span><span lang="ML" style="font-family: "Times New Roman","serif";">√</span><span lang="ML" style="font-family: "Kartika","serif";">2 മടങ്ങും ആയിരിക്കും.</span></span></div><span style="color: red; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="color: red; font-family: "Kartika","serif";">ഒരു 90<sup>0</sup>,60<sup>0</sup>.30<sup>0 </sup>മട്ടത്രികോണത്തിന്റെ വശങ്ങള് തമ്മിലുള്ള അനുപാതം 2 : </span><span lang="ML" style="color: red; font-family: "Times New Roman","serif";">√</span><span lang="ML" style="color: red; font-family: "Kartika","serif";">3 : 1 ആയിരിക്കും.അതായത് ചെറിയ വശത്തിന്റെ </span><span lang="ML" style="color: red; font-family: "Times New Roman","serif";">√</span><span lang="ML" style="color: red; font-family: "Kartika","serif";">3 മടങ്ങായിരിക്കും രണ്ടാമത്തെ വശം.എന്നാല് കര്ണ്ണം ചെറിയ വശത്തിന്റെ 2 മടങ്ങായിരിക്കും.</span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ത്രികോണമിതിയുമായി ബന്ധപ്പെട്ട കുറച്ച് ചോദ്യങ്ങളാണ് ഇവിടെ.ഇവ പരിശീലിച്ചു നോക്കൂ...കൂടുതല് ചോദ്യങ്ങളുമായി ഞാന് ഉടനെ എത്താം.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"><span style="color: purple;">ചോദ്യങ്ങള് </span> </span></span></div><span style="color: magenta; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">1.ചിത്രത്തില് < ABD = < BDC = 90<sup>0</sup>,<C =45<sup>0</sup>,<A = 30<sup>0 </sup>,CD = 10 സെ മി ആയാല് BD എന്ന വിക്ര്ന്നത്ത്തിന്റെ നീളം എന്ത്?BC,AB എന്നീ വശങ്ങളുടെ നീളങ്ങള് എഴുതുക. SSLC 2010</span></span></div><div class="MsoNormal" style="color: blue;"><br />
</div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><img alt="" src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAggAAAC5CAIAAADCl1DNAAALsklEQVR4nO3dPWvc2B6AcX2MpN6PsHi7QMBgCC4mzTYpUgSBywsXNODC3Q63MCws7m4YiD6A4LazoE6NwaBiC3O6wAQ3RlwGg0KK4WyhxKujGY/1rvPy/Lo1tjMLIz+jc/5zxpMAAJR4Uz8AAIBeCAMAQEEYAAAKwgAAUBAGAICCMAAAFIQBAKAgDAAABWEAACgIAwBAQRgAAArCAABQEAYAgIIwAAAUhAEAoCAMAAAFYQAAKAgDAEBBGGCZ+3j+s/ePl6/n//3fzd126ocFGIQwwDL38fx0Ht//+M9vdzfR5ftfz+MvtAGoiTDAMpUwSCmlfLi+PLmIN6QBqIUwwDL7wiC/iuXZzhcB7EcYYJmnwvDuZHnLLQNQB2GAZQgD0BVhgGX2hmHvFwHsRxhgmSc2n9//cfPADQNQC2GAZRhXBboiDLDM7hvclrHYTP2oAJMQBgCAgjAAABSEAQCgIAwAAAVhAAAoCAMAQEEYAAAKwgAAUBAGAICCMAAAFIQBAKAgDAAABWEAACgIAwBAQRgAAArCAABQEAYAgIIwAAAUhAEAoCAMAAAFYQAAKAgDAEBBGAAACsIAAFAQBgCAgjAAABSEAQCgIAwAAAVhAAAoCAMAQEEYAAAKwgAAUBAGAICCMAAAFIQB+C7LslevXr1588YDNCaEGPpaIAyAlFImSXJ8fOx53vHxcRiGEaCNq6urxyoEQZDn+dCXA2GA0/I8T5JkNpsVSRjn5RhQU5Zlj1UIgmC0JydhgKPyPI+i6OjoyPO82WyWJIkQ4tkwpGnq+/5oDxLOKifh6upqvV6P+a8TBjinnATf95MkKb5eJwxRFHkeVw0GJIRYLBaPSciyrN7PbR9EvJyffF9yej1fxuKh7WPgKQ6HZFn2mITdG3PCgGkJIYIgaJ4EKeX24eb316/nn27utsV/311/mv/6fvlXuzbwFIcT6qzVEgZM5TEJR0dHURQ13l7e3i5P/xV9+bbzxYt4s23xeHiKw3LlJCwWiwN/9wkDxvc4+9AyCVJKKbdieTqPN/09Kp7isNZ6vS5v3z17Y16EIU3TA99DGNCXxyTMZrPWSZBSSvlVLN+dLG/b3Bo8gac4LNR6rdbzvCiKDnzDarXyPK/J4i+gKE9IF+NwnX8lYQAOKq/VNty+k7JGGOosNwF77U5I9/WbWUoC9kvTtNP2nZSyRhiKpSTCgEaempDuDZvPQEUv23eF3TDkeS5KivZ0fshwRZZlYRg+NSHdn+q4qnwQf15+OLm8ZlwVzimv1a5Wq45nyOR57nne27dvDx9h1v/LPdho9NMseIMb3DbA9t33X1uEoXKIXvmOgW1nPKtymoWJC4+EASYZbvuu8OweA3BA29MstEMYYIZyEoIgGGg9hzCgnQ6nWeiIMEB3Y23fSUkY0FzlNAvTk1AgDNDX+IfREwbUlySJ7/u9jMPphjBAR1Nt3xEG1NHjhLSeCAP0IoRodMBRvwgDDhtiHE5DhAG60GH7jjBgr6HH4XRDGDC98vZdGIYTbt8RBlQMfpqFlggDppQkSfcDjnpEGPDo8Of92Y0wYBp6bt8RBsgpxuF0Qxgwtn4POOoXYXBc/c/7sxthwEjyPF+tVppPdBSf4jD1o8AEph2H0w1hwOAMmugIgiAIgqkfBUalwzicbggDBjTOAUc9IgxO0WccTjeEAYMY84CjHhEGR+g2DqcbwoCeGT3RQRisp+c4nG4IA3pTOeBovV5P/YgaIwwWq5xmQRIOIAzogTUTHYTBPsVGl+bjcLohDOjEsokOwmATg8bhdEMY0JKVn09CGOxQGYcza6NLB4QBjVk80UEYTGf07IM+CAMasH6igzCYi9MsekQYUIsjEx2EwUTr9dqO2Qd9EAYc4tpEB2Ewi2WzD/ogDNjPzYkOwmCK8uwDSegdYUBVZaIjTdOpH9F4CIP+LJ590AdhwD+K7TuXh/wIg86sn33QB2GAlAz5/UAY9KTzhztZiTC4zoIDjnpEGLRixIc7WYkwuEsIsVgsmOgoK1bSpn4UcHT2QR+EwUUM+T0liiLP46KYksuzD/rgGnCLlQcc9YgwTIjZB31wDbgiSRLf95noOIwwTILZB91wDdiPIb/6CMPIKrMP3MJqgmvAZpUDjqZ+OAYgDKNho0tnXAMWcu2Aox4RhhGQBP1xDViFIb+OCMOg0jTlNAsjcA1Ygo+s6gVhGAgbXWbhGjAeQ349Igy9K290kQRTcA0YjCG/3hGGvnCahdG4BozEkN9ACEN3bHRZgGvAMEx0DIowdFHZ6CIJ5uIaMAZJGAFhaCfLsjAM2eiyBteAASoHHLF9NxzC0BQbXVbiGtAaQ34jIwz18UkeFuMa0BRJmARhqINP8rAe14B2OOBoQoThMDa6HME1oAuG/HSQpqnneSyU72KjyymEYXokQR9CCMJQwaqmgwjDlDjgSDeEoYwkOIswTIMhPz0RBillnudsdDmOMIytnITFYuH43yDdOB4GVjVRIAzj4YAj/TkbhnISfN8nCY4jDGNgyM8UDoYhyzI2ulBBGIZVHvIjCfpzKgxsdOEphGEozH2byJEwVFY1rf//RVOEoX8M+ZnL+jAIIdjowrMIQ5/4FEPTWRwGNrpQH2HoAXPf1rAyDJVVTZKAZxGGTpj7toxlYUiSxPd9VjXRFGFoiblvK1kTBja60AVhaIy5b4tZEAZWNdEdYWiAuW/rmRsGVjXRI8JQCwccOcLEMJAE9I4wPGO9XjP37Y4iDGmaTv1AamFVEwMhDE9i7ttNnudFUTT1o3gGq5oYFGHYgwOOXKZ5GFjVxAgIgyJNUw44cpy2YWBVE6MhDN8x942ChmFgVRMjIwzK3PdqtSIJjtMqDOVVzTAMSQLG4W4YOOAIe2kShiRJWNXEVFwMA3PfOGDyMLCqicm5FYZyEoIgIAnYNWEYKrewJAFTcSUMvBUINY0fhuL1Cqua0If9YeCtQGhkzDCwqgk92RwGPtgWLYwThsqqpimHcMARdoaBD7ZFa0OHgVtY6M+2MPBWIHQ0XBhIAkxhTxh4KxB6MUQYOM0CZrEhDLwVCB1lWSaESNM0iqLicLq+fjO3sDCR2WHgrUBoRAixWq2iKAqCIAiCYu9318XFRS//Fmf0wlCmhoEDjlBfkiSLxaL8p9/3/SAIFotFFEVRFK1WKyFEsejffSmJM3phOsPCkOf5arXirUCoKc9z3/cfX7YnSfLsK/fiO9v9c9zCwg7GhIG3AqGFYs9gtVrV/5FilanpP8QtLGxiQBg44Ait+b7v+36jH2kUBm5hYSWtw5BlWRiGHHCE1lpsGNQMA7ewsJimYeCtQOjFEGHgNAtYT7swVA44Wq/XUz8imCrP837DUDw5uYWF9TQKAwccoV9CCM/zmi7y7A0Dt7BwihZh4N2hGEIRhqZ/xCth4BYWDpo4DOV3h0ZRRBLQo45h4PUKnNU9DNtNfP7yZCm2zX6MA44wtNZhKN4X3TwJ2018/rL8BuvX82UsHlo8dGBSncOw/RydzS//8+/Lm//X/AneHYpxtAhDmqa//PJL2yfndhOf/zSPN49fePhr+f5kHt83+SXA9LqGYSuWp/N4s4nPz0vXwxPSNC2SUIx+h2EYAYMJw7DYK675/cWT88WLF2/fvm31emUnDPKrWL47Wd42vJ0GJtYxDF/F8mwe30t5H8/PluLr4e+uHGQGaGU2m0VR9PHjxzAMW10Oe+8Y3tW/mQY00S0M29vl6UW82Uopt+LTh8trllOhFW+UD3D+YWePwfNevv90+8ANAwzTJQzq66Pt5+jstyISgCbSNB1xE2vnjmF7d/37hxNeMME0XcJwH89/rrw8YjkVDtvdY5ByE89/OucFE8zSIQybeH6qTqlub5cf/rjhxhmOIgywROswbDfxb2fRZ/X5/u1LdH7OcB4ctbv5LP68ZCkJ5mkbhtK2s2L3NgJwxe7m88n80/UdlwNMo8VZSQAAfRAGAICCMAAAFIQBAKAgDAAABWEAACj+BpwlWFdgSZERAAAAAElFTkSuQmCC" /><span lang="ML" style="font-family: "Kartika","serif";"> </span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"> </span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">2.മട്ടത്രികോണം ABC യില് <B = 90<sup>0</sup>,tanA = 5/12 sinA , cosA , sin<sup>2</sup>A + cos<sup>2</sup>A എന്നിവയുടെ വില കാണുക </span></span></div><span style="color: blue; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> SSLC 2010</span></span></div><div class="MsoNormal" style="color: blue;"><br />
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<div class="MsoNormal" style="tab-stops: 262.85pt;"><span style="color: blue; font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">3.sinX = 12 /13 ആയാല് ,cosX , tanX , sec X എന്നിവയുടെ വിലകാണുക.</span></span></div><div class="MsoNormal"><span lang="ML" style="font-family: "Kartika","serif";"> </span></div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-90028442549366905122011-12-03T05:40:00.001+05:302011-12-03T05:42:45.186+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 4<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: purple;"><b><span style="font-size: large;">ഇലക്ട്രോണിക്സിനെ പരിചയപ്പെടാം</span></b></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">റോബോട്ടുകളുടെ നാഡികളാണ് അവയിലെ ഇലക്ട്രോണിക്സ് സര്ക്യൂട്ടുകള്,റോബോട്ടില് നടക്കുന്ന ഓരോ പ്രവര്ത്തനത്തിനും ഈ സര്ക്യൂട്ടുകള് ആവശ്യമാണ്.അവ നിര്മിക്കാന് അല്ലെങ്കില് ഡിസൈന് ചെയ്യണമെങ്കില് നമുക്ക് ഇലക്ട്രോണിക്സില് ആവശ്യത്തിന് അറിവുണ്ടായിരിക്കണം.ഈ പോസ്ടിലൂടെ ഇലക്ട്രോണിക്സിന്റെ ആദ്യപാഠങ്ങള് ഞാന് വിശദമാക്കാം.റോബോട്ടില് പ്രധാനമായും ഉപയോഗിക്കുന്ന ഇലക്ട്രോണിക്സ് ഉപകരണങ്ങള് അല്ലെങ്കില് ഭാഗങ്ങള് എന്നത് റസിസ്ടരുകള്(resistors), കപ്പാസിടരുകള്(capasitors), ഇന്റഗ്രേറ്റഡ് സര്ക്യൂട്ടുകള് (integrated circuits), എല് ഇ ഡി (LED) തുടങ്ങിയവയാണ്.നമുക്ക് ഈ ഉപകരണങ്ങളെയും അവയുടെ ഉപയോഗവും കൂടാതെ അവ എങ്ങനെയാണ് ഘടിപ്പിക്കുന്നത് എന്നും പഠിക്കാം.</span></div><div style="color: blue;"><br />
</div><div style="color: purple;"><b><span style="font-size: large;">ഇലക്ട്രോണിക്സ് സര്ക്യൂട്ടുകള്</span></b></div><div style="color: blue;"><span style="font-size: large;"> ഒരു ഇലക്ട്രോണിക്സ് സര്ക്യൂട്ട് നിര്മിക്കുന്നതിനു വെറുതെ ഒരു ബാറ്ററിയുടെ രണ്ട് അഗ്രങ്ങളും വയര് കൊണ്ട് ബന്ധിപ്പിച്ചാല് മതി.ഈ സമയത്ത് ബാറ്ററിയുടെ പോസിറ്റീവ്ഭാഗത്തുനിന്നും (+ve എന്ന് ബാടരിയില് എഴുതിയിടുണ്ടാകും) നെഗടിവ് (-ve) ഭാഗത്തേക്ക് കറന്റ് ഒഴുകുന്നു (കറന്റ് പ്രവാഹത്തിന്റെ ദിശ ഇപ്പോഴും പോസിടിവില് നിന്നും നെഗടിവിലെക്ക് ആയിരിക്കും).ഇവിടെ വയറില് ഒന്നും ഘടിപ്പിച്ച്ചിട്ടില്ലത്തതിനാല് കറന്റ് ഇങ്ങനെ ഒഴുകി കൊണ്ടിരിക്കും.ഈ സമയത്ത് വയറിന്റെ ഏതെങ്കിലും ഒരു അഗ്രം ബാടരിയില് നിന്നും മാറ്റിയാല് കറന്റ് ഒഴുക്ക് നിലയ്കുന്നു.അതായത് ബാടരിയുടെ രണ്ട് അഗ്രങ്ങളിലും ബന്ധിപ്പിക്കുമ്പോള് മാത്രമേ കറന്റ് ഒഴുകുകയുള്ളൂ.</span></div><div style="color: blue;"><span style="font-size: large;">ഈ സര്ക്യൂട്ടില് ഒരു എല് ഇ ഡി (പ്രകാശം പുറത്തുവിടുന്ന ഒരു ചെറിയ ബള്ബ്,കൂടുതല് പിന്നീട് വിശദമാക്കാം) കൂടി ഘടിപ്പിച്ചാല് എല് ഇ ഡി യില് കൂടിയും വൈദ്യുതി ഒഴുകുന്നു.അതുകൊണ്ട് തന്നെ ബള്ബ് കത്തുകയും ചെയ്യും.ഇനി നമുക്ക് ഈ ബള്ബിന്റെ പ്രകാശത്തെ നിയന്ത്രിക്കണം എങ്കിലോ ? അതായത് ബള്ബ് നമുക്ക് ആവശ്യമുള്ളപ്പോള് മാത്രം പ്രകാശിച്ചാല് മതിയല്ലോ?അതായത് എല്ലാ സമയത്തും വൈദ്യുതി ബള്ബിന് അകത്തേക്ക് ഒഴുകെണ്ടതില്ല.അതായത് ബള്ബില് എത്തുന്നതിനു മുമ്പ് നാം വൈദ്യുതിയുടെ പ്രവാഹത്തെ തടയണം.ഇങ്ങനെ വൈദ്യുതിയുടെ പ്രവാഹത്തെ തടയാന് നമുക്ക് സ്വിച്ച് ഉപയോഗിക്കാം.സ്വിച്ച് ഓണ് ചെയ്യുമ്പോള് വൈദ്യുതി പ്രവാഹം ഉണ്ടാകുകയും ബള്ബ് കത്തുകയും ചെയ്യുന്നു.എന്നാല് ഓഫ് ചെയ്യുമ്പോള് വൈദ്യുത പ്രവാഹം നിലയ്ക്കുന്നു.ഓരോ ഉപകരണങ്ങള്ക്കും പരമാവധി താങ്ങാന് കഴിയുന്ന ഒരു വൈദ്യുതിയും വോല്ടജും (voltage) ഉണ്ട്.അതില് കൂടുതല് അവയിലൂടെ കടന്നു പോകുമ്പോള് അവയ്ക്ക് കെട് പാടുകള് പറ്റും. അതായത് നാം ഓരോ ഭാഗങ്ങള് സര്ക്യൂട്ടില് ഘടിപ്പിക്കുംപോഴും അവയിലൂടെ എത്ര വൈദ്യുതി കടന്നു പോകുന്നുവെന്നു പരിശോധിക്കണം.കടന്നു പോകുന്ന വൈദ്യുതി കൂടുതലാണ് എങ്കില് അതിന്റെ അളവ കുറയ്ക്കുവാന് നമുക്ക് രെസിസ്ടരുകള് (resistors) ഉപയോഗിക്കാം. രെസിസ്ടരുകളെ കുറിച്ച് ഇവിടെ വിശദമായി പറയുന്നുണ്ട്.</span></div><div style="color: blue;"><br />
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" width="400" /> </span></div><div style="color: blue;"><span style="font-size: large;">മുകളില് തന്ന സര്ക്യൂട്ടില് ഒരു ബാടരിയുടെ പോസിറ്റീവ് അഗ്രത്തില് നിന്നും വരുന്ന വയറില് സ്വിച്ച്, രസിസ്ടര് ,എല് ഇ ഡി എന്നിവ ഘടിപ്പിച്ചിരിക്കുന്നു. ബാറ്ററി 9V (9 വോള്ട്ട്) എന്ന് കാണിച്ചിരിക്കുന്നു .ബാറ്ററിക്ക് ശേഷം കറന്റ് പ്രവാഹത്തെ നിയന്ത്രിക്കുവാന് ഒരു സ്വിച്ചും അധികമുള്ള കറന്റ് കുറയ്ക്കുവാന് രസിസ്ടരും ഘടിപ്പിച്ചിരിക്കുന്നു. രസിസ്ടരിനു ശേഷം ഒരു എല് ഇ ഡി യും ഘടിപ്പിച്ചു.പിന്നീട് വയറിന്റെ അഗ്രം ബാറ്റ്രിയുടെ നെഗടിവുമായി ബന്ടിപ്പിച്ചു.</span></div><div style="color: blue;"><span style="font-size: large;">ഈ സര്ക്യൂട്ടില് സ്വിച്ച് ഓണ് ചെയുമ്പോള് വൈദ്യുതി ഒഴുകുകയും അത് രസിസ്ടരില്ലുടെ കടന്ന് അധികമുള്ള കറന്റ് കുറച്ച് എല് ഇ ഡി യിലൂടെ ഒഴുകുന്നു.അപ്പോള് എല് ഇ ഡി പ്രകാശിക്കുകയും ചെയ്യും.അങ്ങനെ നമ്മുടെ ആദ്യത്തെ സര്ക്യൂട്ട് തയ്യാറായി കഴിഞ്ഞു.ഇതുപോലെയുള്ള അല്ലെങ്കില് ഇതിനെക്കാള് വലുതും ഒട്ടനവധി ഉപകരണങ്ങള് ഉള്ളതുമായ സര്ക്യൂട്ടുകലുമാണ് നാം റോബോട്ടില് ഉപയോഗിക്കുന്നത്.അതിനാല് തന്നെ സര്ക്യൂട്ടുകളെ കുറിച്ചും അവയില് ഉപയോഗിക്കേണ്ട ഉപകരണങ്ങളെ കുറിച്ചും നല്ല അറിവ് അത്യാവശ്യമാണ്.ഈ വിവരങ്ങള് നമുക്ക് വരുന്ന പോസ്റ്റുകളില് പരിചയപ്പെടാം.</span></div><div style="color: blue;"><br />
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</div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com2tag:blogger.com,1999:blog-1162317363101121003.post-82599303125531154112011-11-29T05:51:00.000+05:302011-11-29T05:51:23.693+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 3<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: magenta;"><span style="font-size: x-large;">റോബോട്ടിന്റെ ചലനം</span></div><div style="color: blue;"><span style="font-size: large;">കഴിഞ്ഞ പോസ്റ്റുകളില് പറഞ്ഞത് പോലെ നമുക്ക് ചലനത്തെ അടിസ്ഥാനമാക്കി രണ്ടു തരത്തിലുള്ള റോബോട്ടുകളെ ഉണ്ടാക്കാന് പറ്റും.ചലിക്കാന് സാധിക്കുന്നവയും ചലനം സാധ്യമല്ലാത്തവയും. ചലിക്കുന്നതിനു നമുക്ക് കാലുകളുണ്ട്. അതുപോലെ വാഹനങ്ങള്ക്ക് ടയറുകളും.നാം ഉണ്ടാക്കുന്ന റോബോട്ടിന് ഏതു രീതിയാണോ അനുയോജ്യം നമുക്ക് ആ രീതി തന്നെ തിരഞ്ഞെടുക്കാവുന്നതാണ്. രോബോട്ടുകല്ക് ചലനം സാധ്യമാക്കുന്നതിനായി നമുക്ക് മോട്ടോറുകള് ഉപയോഗിക്കാവുന്നതാണ്,ഇത് റോബോട്ടിന്റെ ടായരുകലുമായി ബന്ധിപ്പിച്ചാല് റോബോട്ടിന് മുന്നിലോട്ടും പിറകോട്ടും ചലിക്കാം.നമുക്ക് ഓരോ ചലനച്ചല്ന രീതികളും പരിശോധിക്കാം.</span></div><div style="color: purple;"><span style="font-size: large;">വീലുകള് (wheels)</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0G79C7eELhjpah4z0eyk0sBPu-oy0PMceyN3njQGsbSzYExLxKDXHMx0m7_5_3eQxuGXzWX0TfsSD7oPqNeazbSJvNP0tuf6YcrB8Rh1b16wCqHflKVsvgtA6TTKPgUJEcpanyySWl2E/s1600/wheeled+robot.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi0G79C7eELhjpah4z0eyk0sBPu-oy0PMceyN3njQGsbSzYExLxKDXHMx0m7_5_3eQxuGXzWX0TfsSD7oPqNeazbSJvNP0tuf6YcrB8Rh1b16wCqHflKVsvgtA6TTKPgUJEcpanyySWl2E/s1600/wheeled+robot.jpeg" /></a></span></div><span style="font-size: large;"> <span style="color: blue;">റോബോട്ടിന്റെ ചലനത്തിനായി ഏറ്റവും കൂടുതലായി ഉപയോഗിക്കുന്നത് വീലുകളാണ്.റോബോട്ടിന് എത്ര വീലുകള് വേണമെങ്കിലും നമുക്ക് ഉപയോഗിക്കാവുന്നതാണ്.കൂടാതെ ഏതു വലിപ്പത്തിലും ഉള്ളവയും ഉപയോഗിക്കാം,പക്ഷെ റോബോട്ടിന്റെ വലിപ്പത്തിന് അനുസൃതമായിരിക്കണം എന്നാവും വലിപ്പവും എന്ന് മാത്രം.വീലുകള് ഉണ്ടാക്കുന്നതിനെ കുറിച്ചും അവയുടെ മറ്റ് പ്രത്യേകതളും നമുക്ക് തുടര്ന്നു വരുന്ന അധ്യായങ്ങളില് പഠിക്കാം.</span></span><br />
<div style="color: purple;"><span style="font-size: large;">കാലുകള് (legs)</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfw2lL3nzAIKQPNfe2rVt920mFsqNi_ujAVsR0pG9tCQr9fbSUI9j1EhST4LnsJT6AZFQT0pTo2WoMIeX6xbx1xOLXXxm4LeK_n-p1i93CNpKJ7lHKkCeVl-m3Ieqhf4FANLFAjQvqUsI/s1600/legged+rbt.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgfw2lL3nzAIKQPNfe2rVt920mFsqNi_ujAVsR0pG9tCQr9fbSUI9j1EhST4LnsJT6AZFQT0pTo2WoMIeX6xbx1xOLXXxm4LeK_n-p1i93CNpKJ7lHKkCeVl-m3Ieqhf4FANLFAjQvqUsI/s1600/legged+rbt.jpeg" /></a></span></div><div style="color: blue;"><span style="font-size: large;">കാലുകളുള്ള റോബോട്ടുകളെ നിര്മിക്കുവാന് വീലുകള് ഉള്ളവയെക്കള് ഏറെ പ്രയാസമാണ്.അവ ഉപയോഗിക്കുമ്പോള് എത്ര കാലുകള് റോബോട്ടിന് സ്ഥിരത നല്കുമെന്ന് കാണണം.ഈ കാലുകള് റോബോട്ട് ചാലിക്കുമ്പോഴും സ്ഥിരത നല്കണം അല്ലെങ്കില് റോബോട്ട് ചലിക്കുമ്പോള് തകര്ന്നു വീഴും.എങ്ങനെ ഈ കാലുകള് മുന്നോട്ടും പിന്നോട്ടും ചലിപ്പിക്കും എങ്ങനെ ഒരു വശത്തേക്ക് നീങ്ങും തുടങ്ങിയ കാര്യങ്ങളൊക്കെ പ്രശനങ്ങലാണ്.ഇവയെ ഒക്കെ അതിജീവിക്കുവാനുള്ള ശ്രനത്തിലാണ് ഇന്ന് ശാസ്തജ്ഞര്.ഈ വിഷമതകള് ഒക്കെ ഉണ്ടെങ്കിലും കാലുകള് ഉപയോഗിച്ചുള്ള ചലനം റോബോട്ടിന് പല പ്രത്യേകതകളും നല്കുന്നു.പെട്ടന്ന് തന്നെ ഏതു വശത്തേക്കും നീങ്ങാം,വളരെ വേഗം പുറകോട്ടു നീങ്ങാം തുടങ്ങിയ നമുടെ പ്രത്യേകതകള് രോബോട്ടിനും ലഭിക്കും.പക്ഷെ അത് അത്ര എളുപ്പമല്ല എന്ന് മാത്രം.</span></div><div style="color: purple;"><span style="font-size: large;">ട്രാക്കുകള് (tracks)</span></div><div class="separator" style="clear: both; text-align: center;"><span style="font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq4ARJANrGagmwi1moIe3pykACJv0gQ5INOPXb4uZqiS65x7lc_0FN5vUVjJeORv3qokivL8KOAqTDqC2ribOT0G9BwCtDUeyN-sTTVEsZUIebqCV0D4y-UwZYrYjXs2-qlZtKQSYXpdA/s1600/trakkd+rbt.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhq4ARJANrGagmwi1moIe3pykACJv0gQ5INOPXb4uZqiS65x7lc_0FN5vUVjJeORv3qokivL8KOAqTDqC2ribOT0G9BwCtDUeyN-sTTVEsZUIebqCV0D4y-UwZYrYjXs2-qlZtKQSYXpdA/s1600/trakkd+rbt.jpeg" /></a></span></div><div style="color: blue;"><span style="font-size: large;">ചില രോബോട്ടുകല്ക് അവയുടെ വീലുകള്ക്ക് പുറമേ ട്രാക്കുകള് കാണാറുണ്ട്.(യുദ്ധസമയത്ത് ഉപയോഗിക്കുന്ന പട്ടാള ട്രക്കുകള്ക്കും ഇത് കാണാം.).ഇവയും വീലുകള് പോലെ തന്നെ പ്രവര്ത്തിക്കുന്നു.അവ തിരിയുമ്പോള് റോബോട്ടിന് മുന്നിലോട്ടും പിരകിലോട്ടും ചലനം സാധ്യമാകുന്നു.പരമാവധി ചലനം ലഭിക്കുന്നതിനു ട്രാക്കുകളുടെ നീളം റോബോട്ടിന്റെ നീളത്തിന്തുല്യമായി എടുക്കുന്നു.എപ്പോഴാണ് നാം ട്രാക്കുകള് തിരഞ്ഞെടുക്കുന്നത് ? ഇവ ഉപയോഗിക്കുമ്പോള് വളരെ പരുപരുത്ത പ്രതലങ്ങള്,പാറകള് തുടങ്ങിയ പ്രതലങ്ങളിലൂടെയും ചലനം സാധ്യമാകുന്നു,അത്തരം പ്രതലങ്ങളിലൂടെ സന്ജരിക്കുന്ന രോബോട്ടുകല്ക്കാന് ഇവ അനുയോജ്യം.</span></div><div style="color: blue;"><span style="font-size: large;"><br />
</span></div><div style="color: blue;"><span style="font-size: large;">റോബോട്ടിന്റെ മറ്റു പ്രധാന ഭാഗങ്ങളാണ് കൈകള്,ഗ്രാഹികള് (സെന്സറുകള് ),ഔട്പുട്ട് ഉപകരണങ്ങള് എന്നിവ. നമുക്കറിയുന്നതു പോലെ കൈകള് വസ്തുക്കളെ എടുക്കുവാനും അവയെ ഉപയോഗിക്കുവാനുമാണ് റോബോട്ടില് ഉള്പ്പെടുത്തുന്നത്.സെന്സറുകള് അവയുടെ ചുറ്റുപാടുകളെ കുറിച്ച് റോബോട്ടിന് വ്യക്തമായ ധാരണ നല്കുന്നു. കൂടാതെ ഔട്പുട്ട് ഉപകരണങ്ങള് റോബോട്ടില് നിന്നും പുറത്തേക്ക് സന്ദേശങ്ങള് വരുവാനുള്ള മാര്ഗങ്ങളാണ്. അതായത് സംസാര ശേഷിയുള്ള രോബോട്ടനെന്കില് സംസാരിക്കുവാനും ശബ്ദം പുറത്ത് വിടാനുമുള്ള ഉപകരണങ്ങള് എന്നിവയാണിവ.</span></div><div style="color: blue;"><span style="font-size: large;">ഈ ഭാഗങ്ങളെ കുറിച്ചെല്ലാം നാം വിശദമായി വരുന്ന അധ്യായങ്ങളില് പഠിക്കും.അതിനു മുമ്പ് നമുക്ക് ഇലക്രോനിക്സിന്റെ കുറച്ച് അടിസ്ഥാനം അറിയേണ്ടതുണ്ട്.അടുത്ത പോസ്റ്റില് എലെക്ട്രോനിക്സിനെയും അതിലെ ഉപകരങ്ങളെയും പരിചയപ്പെടാം.....</span></div><div style="color: blue;"><span style="font-size: large;"><br />
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</div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com0tag:blogger.com,1999:blog-1162317363101121003.post-9698942305797141522011-11-29T04:48:00.000+05:302011-11-29T04:48:51.480+05:30കേരള എസ് എസ് എല് സി പരീക്ഷ 2012- മാതൃകാ ചോദ്യങ്ങള്<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div style="color: red;"><span style="font-size: large;">എല്ലാവരും എസ് എസ് എല് സി പരീക്ഷക്ക് വേണ്ടിയിടുള്ള ഊര്ജിതമായ പഠനം തുടങ്ങിക്കാണ്ുമെന്നു കരുതുന്നു. ഇത്തവണ ഞാന്ന് വന്നിരിക്കുന്നത് കുറച്ചു ചോദ്യ പേപ്പറുകലുമായാണ്.ഞാന് തയ്യാറാക്കിയ ചോദ്യങ്ങള് ഒന്ന്നുമല്ല ,എസ് സി ആര് ടി യുടെ വെബ്സൈറ്റില് നിന്നും ലഭിച്ച ചോദ്യ പേപ്പറുകളുടെ ലിങ്ക് നിങ്ങള്ക്ക് തരുന്നു എന്ന് മാത്രം.എനിക്ക് ഇപ്പോള് രണ്ടാം വര്ഷ യൂനിവേഴ്സിറ്റി പരീക്ഷ നടക്കുകയാണ് (നവംബര് 28-ഡിസംബര് 12 വരെ).അതുകൊണ്ട് തന്നെ ചോദ്യങ്ങള് തയ്യാറാക്കുക എന്ന സാഹസത്തിനു ഞാന് ഇപ്പോള് മുതിരുന്നില്ല.ഈ ചോദ്യപേപ്പരുകളില് ചോദ്യങ്ങള്ക്ക് പുറമേ അവയുടെ മൂല്യനിര്ണ്ണയ സൂചകങ്ങളും കൊടുത്തിട്ടുണ്ട്.അവ നന്നായി മനസിലാക്കി ഉത്തരം എഴുതാന് പഠിക്കണം.അപ്പോള് മാത്രമേ നമുക്ക് അര്ഹമായ മാര്ക്ക് ലഭിക്കുകയുള്ളൂ.ഇംഗ്ലീഷ് ,ഹിന്ദി,മലയാളം ,സാമൂഹ്യ ശാസ്ത്രം തുടങ്ങിയ വിഷയങ്ങള്ക്ക് പല കൂട്ടുകാരും പറയുന്ന കാര്യമാണ്,ഒരുപാട് എഴുതിയിട്ടും മാര്ക്ക് കിട്ടിയില്ല എന്ന്.ഒരുപാട് എഴുതുക എന്നതിലുപരി പ്രധാനപ്പെട്ട കാര്യങ്ങള് നാം പേപ്പറില് ഉള്പ്പെടുത്തണം.ഈ പ്രധാനപ്പെട്ട കാര്യങ്ങള് അറിയുവാന് നമുക്ക് പരീക്ഷാ മൂല്യനിര്ണയ സൂചകങ്ങളെ കുറിച്ച് അല്പമെങ്കിലും ധാരണ വേണം.കൂടാതെ ആവശ്യത്തിന് സമയം ലഭിച്ചില്ല എന്ന പരാതിയും ഇതുവഴി നമുക്ക് ഒഴിവാകാവുന്നതാണ്.അതായത് പരീക്ഷയ്ക്ക് പഠിക്കുമ്പോള് ചോദ്യങ്ങള്ക്ക് ഉത്തരം മാത്രമല്ല നാം അറിയേണ്ടത്,കുറഞ്ഞ സമയത്തിനുള്ളില് അവ എങ്ങനെ ഉത്തര പേപ്പ്പരില് എഴുതാം എന്ന് കൂടി അറിയണം.ഓരോ വിഷയത്തിലേയും സൂചകങ്ങള് മനസിലാക്കി പ്രധാനപ്പെട്ട ഭാഗങ്ങള് വ്യക്തമായി മനസിലായി എന്ന് നാം ഉറപ്പു വരുത്തണം.</span></div><div style="color: red;"><span style="font-size: large;">ചോദ്യ പേപ്പരുകള് താഴെ നല്കിയിടുണ്ട്.</span></div><div style="color: red;"><br />
</div><ul style="text-align: left;"><li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/01mal_gq1.pdf">മലയാളം 1</a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/02mal_gq2.pdf">മലയാളം 2</a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/03eng_gq.pdf">ഇംഗ്ലീഷ് </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/04_hindi_gq.pdf">ഹിന്ദി </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/05_ss_gq.pdf">സാമൂഹ്യ ശാസ്ത്രം</a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/06_phu_gq.pdf">ഊര്ജതന്ത്രം </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/07_che_gq.pdf">രസതന്ത്രം </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/08_bio_gq.pdf">ജീവശാസ്ത്രം </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/09_maths_gq.pdf">ഗണിത ശാസ്ത്രം </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/10_it_gq.pdf">ഇന്ഫര്മേഷന് ടെക്നോളജി </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/11_sans_gq.pdf">സംസ്കൃതം </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/12_ara_gq.pdf">അറബി </a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/14_tam_gq1.pdf">തമിള് 1</a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/14_tam_gq2.pdf">തമിള് 2</a></span></li>
<li><span style="font-size: large;"><a href="http://www.scert.kerala.gov.in/question%20papers/15_ur_gq.pdf">ഉര്ദു </a></span></li>
</ul><br />
</div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com0tag:blogger.com,1999:blog-1162317363101121003.post-56944404151832659792011-11-27T05:18:00.002+05:302011-11-29T04:05:00.479+05:30കേരള എസ് എസ് എല് സി പരീക്ഷ 2012<div dir="ltr" style="text-align: left;" trbidi="on"><div style="color: blue;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3PIuPbhd_tYq8Q9DJp3SdGiWd5H5BnF1vJIoGG7XNmbwWkltEevoy9AcIDID0OaLTDbX7bxJypsIfJKJjQ2T4pz_mFMoPLDkXcixlYgIxqvYfJN_fdapITU0NFAMIjk-P0GFmVJWkhTs/s1600/ss.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="120" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg3PIuPbhd_tYq8Q9DJp3SdGiWd5H5BnF1vJIoGG7XNmbwWkltEevoy9AcIDID0OaLTDbX7bxJypsIfJKJjQ2T4pz_mFMoPLDkXcixlYgIxqvYfJN_fdapITU0NFAMIjk-P0GFmVJWkhTs/s200/ss.jpg" width="200" /></a></div><span style="font-size: large;"> എസ് എസ് എല് സി പരീക്ഷ നമ്മുടെ ജീവിതത്തിന്റെ വഴിത്തിരിവാണ്. ഇനി നാം ഏതു പഠനമെഖലയിലെക്ക് തിരിയണം എന്ന് നിര്ണയിക്കുന്ന പരീക്ഷ. ഗ്രേഡിംഗ് സമ്പ്രദായം വന്നതുമുതല് പരീക്ഷ കൂടുതല് എളുപ്പമായി മാറുകയാണുണ്ടായത്,ഇന്ന് വിഷയത്തെ കുറിച്ച് ആവ്ശ്യത്ത്തിനു അറിവുണ്ടെങ്കില് പരീക്ഷയെ നാം ഒട്ടും ഭയക്കേണ്ടതില്ല.കഴിഞ്ഞ വര്ഷം പാഠപുസ്തകങ്ങള് മാറി എങ്കിലും മുന്പ് ഉണ്ടായിരുന്ന പാഠപുസ്തകത്തില് നിന്നും വലിയൊരു വ്യത്യാസം ഉണ്ടായിട്ടില്ല.എല്ലാ വര്ഷവും ഒരേ പുസ്തകത്തിനെ അടിസ്ഥാനമാക്കിയാണ്ല്ലോ പരീക്ഷയ്ക്ക് ചോദ്യങ്ങള് ഇടുന്നത്.ഈ ചോദ്യങ്ങള് പരിശോധിച്ച്ചാല് സ്ഥിരമായ് പരീക്ഷക്ക് ചോദിക്കുന്ന പ്രധാനപ്പെട്ട പാഠഭാഗങ്ങള് ഏതൊക്കെയെന്നു മനസിലാവും.ഈ പാഠഭാഗങ്ങള് തന്നെ നന്നായി പഠിച്ചാല് പരീക്ഷയ്ക്ക് ഉന്നത മാര്ക്ക് നേടാന് പറ്റും.അതിനായി നമുക്ക് വേണ്ടത് പഴയ ചോദ്യ പേപ്പറുകളാണ്. കുറെ ചോദ്യ പേപ്പറുകള് കൂട്ടുകാര്ക്ക് സംഘടിപ്പിക്കുവാന് കഴിന്ഞേക്കും,കൂടുതല് ചോദ്യങ്ങള് ഞാന് ഇവിടെയും ചേര്ക്കാം. കൂടാതെ അവയിലെ പ്രധാനപ്പെട്ട ചോദ്യങ്ങള്,പഠന ഭാഗങ്ങള് എന്നിവയ്ക്ക് വിശദീകരണങ്ങളും നല്കാം.അല്പ്പം ശ്രദ്ധിച്ചാല് തന്നെ നമുക്ക് എസ് എല് എസ് സി പരീക്ഷയില് ഉന്നത മാര്ക്കോടുകൂടി വിജയം കൈവരിക്കവുന്നതാണ്.ഇനി മൂന്നു മാസത്തോളം മാത്രമേ അവശേഷിക്കുന്നുള്ളു. ഊര്ജിതമായി പഠനം തുടങ്ങിക്കോളൂ,വിജയം നമ്മുടെ തൊട്ടടുത്ത് തന്നെ നില്പ്പുണ്ട്,നാം അതിനെ ഒന്ന് കൈ എത്തി പിടിക്കുക മാത്രമേ ചെയ്യേണ്ടൂ.....</span></div><span style="color: blue; font-size: large;"> വരുന്ന വര്ഷം മാര്ച്ചില് നടക്കുന്ന എസ് എല് എസ് സി പരീക്ഷയ്ക്ക് വേണ്ടിയുള്ള പഠനസഹായികള്, ചോദ്യ പേപ്പറുകള് , പ്രധാന പഠന ഭാഗങ്ങള് എന്നിവ അടുത്തുള്ള ദിവസങ്ങളില് തന്നെ ഈ ബ്ലോഗില് നിന്നും ഡൌണ്ലോഡ് ചെയ്തെടുക്കാവുന്നതാണ്.</span><br />
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<span style="color: blue; font-size: large;">2012 മാര്ച്ചിലെ എസ് എല് എസ് സി പരീക്ഷയെ കുറിച്ചുള്ള മുഴുവന് വിവരങ്ങളും (ടൈം ടേബിള്,ഗ്രേസ് മാര്ക്ക്,തുടങ്ങിയ കാര്യങ്ങള് ) ലഭിക്കുവാന് <a href="http://www.keralapareekshabhavan.in/images/stories/download/notification_2012_mal.pdf">ഇവിടെ ക്ലിക്ക് ചെയ്യുക</a> </span></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com4tag:blogger.com,1999:blog-1162317363101121003.post-85214067333234275512011-11-26T05:54:00.000+05:302011-11-26T05:54:32.964+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം-അധ്യായം 2<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>ML</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Table Normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0in 5.4pt 0in 5.4pt;
mso-para-margin-top:0in;
mso-para-margin-right:0in;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0in;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;}
</style> <![endif]--> <br />
<div class="MsoNormal"><span style="color: red; font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ ആന്തരികഘടന</span></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">മനുഷ്യന്റെ ശരീരം പരിശോധിച്ചാല് നാം ഒരു സമ്പൂര്ണ്ണ യന്ത്രമാനെന്നു പറയാം.ബുദ്ധിയുള്ളതും വളരെയധികം ഭാരം ഉയര്ത്താന് പറ്റുന്നതും ചുറ്റുപാടുകളെ തിരിച്ച്ചരിന്ജ് അവയോട് പ്രതികരിക്കാനും കഴിവുള്ള ഒരു യന്ത്രം.രോബോട്ടുകലുണ്ടാക്കുമ്പോള് നമ്മുടെ മാതൃക എന്നത് നമ്മള് തന്നെയാണ്.പല നൂറ്റാണ്ടുകളായി ശാസ്ത്രജ്ഞര് മനുഷ്യന്റെ പകര്പ്പ് ഉണ്ടാക്കാനുള്ള ശ്രമത്തിലാണ്. അതായത് ബുദ്ധിയും ശക്തിയും പൂര്ണ്ണ ചലനവും ചുറ്റുപാടുകളെ തിരിച്ച്ചരിന്ജ് പ്രവര്ത്തിക്കാനുള്ള കഴിവുള്ള യന്ത്രങ്ങളെ.പക്ഷെ ഇതുവരെ ഈ ലക്ഷ്യം പൂര്ണ്ണതയില് എത്തിയിട്ടില്ല.എത്തുമെന്ന് നമുക്ക് പ്രത്യാശിക്കാം.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ആന്തരികഘടന എന്ന ഈ അധ്യായത്തില് റോബോട്ടിന്റെ ഭാഗങ്ങളെ കുറിച്ചും അവ നിര്മിക്കുന്നതിനെ കുറിച്ചുമാണ് പറയുന്നത്.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടുകളെ നമുക്ക് രണ്ടായി തിരിക്കാം.ചലിക്കാന് സാധിക്കുന്നവയും ചലനം സാധ്യമല്ലാത്തവയും.ചലനം അസാധ്യമായ റോബോട്ടുകള് ഒരു സ്ഥലത്ത് നിന്ന് കൊണ്ട അതിനു മുന്പിലുള്ള വസ്തുക്കളെ എടുക്കുകയും വയ്ക്കുകയും ഒക്കെ ചെയുന്നു.ഇത്തരം റോബോട്ടുകളെ പ്രധാനമായും ഫാക്ടറികളിലും മറ്റ് ഉല്പ്പാദന കേന്ദ്രങ്ങളിലുമാണ് ഉപയോഗിക്കുന്നത്.കൂടാതെ അപകടം പിടിച്ച ജോലികള്,ഉദാഹരണം:ആണവവികിരണം ഉള്ള സ്ഥലംഗളില്,,ചെയ്യാന് ഇത്തരം റോബോട്ടുകള് നമ്മളെ സഹായിക്കുന്നു.എന്നാല് ചലനം സാധ്യമായ റോബോട്ടുകള്ക്ക് ഒരു സ്തലത്തുനിന്നും മറ്റൊരിടത്തേക്ക് ചലനം സാധ്യമാണ്.നാം ഇവിടെ സംസാരിക്കുന്നത് ചലിക്കാന് കഴിവുള്ള റോബോട്ടുകളെ കുറിച്ചാണ്.</span></span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpTg_QJ8QFudq6LSfEW4EkT2tdeMfJd3W7wz3ib4szv0q3bLgWQARmLF0Hd-4BqZpRViHHh3Yq2MktBjzU0g20ffqxA87uX5l1C5ZZhFw_FIRz6i9k2aeW4vB3RWDTavW0vMvUarxtHsc/s1600/aaa+robo.jpeg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhpTg_QJ8QFudq6LSfEW4EkT2tdeMfJd3W7wz3ib4szv0q3bLgWQARmLF0Hd-4BqZpRViHHh3Yq2MktBjzU0g20ffqxA87uX5l1C5ZZhFw_FIRz6i9k2aeW4vB3RWDTavW0vMvUarxtHsc/s1600/aaa+robo.jpeg" /></a></td></tr>
<tr style="color: red;"><td class="tr-caption" style="text-align: center;">ചലനം ഇല്ലാത്ത റോബോട്ട്</td></tr>
</tbody></table><div style="color: red;"><br />
</div><div class="MsoNormal" style="color: red;"><br />
</div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="color: red; float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtniGjN7wQy8PQphxsYu0dCpd8BSMSEmeVWY5VNT3lqvtmWJ-CBXMQWM2sZRp_Rvy0UgcSzHZWVKQCwAhgp6rXWPn3_lgjoJtFjUMYInBeRWiaALC_JdlqexAshViJnmXKU1nd628wN2U/s1600/aaaaaaaaa+robot.jpeg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtniGjN7wQy8PQphxsYu0dCpd8BSMSEmeVWY5VNT3lqvtmWJ-CBXMQWM2sZRp_Rvy0UgcSzHZWVKQCwAhgp6rXWPn3_lgjoJtFjUMYInBeRWiaALC_JdlqexAshViJnmXKU1nd628wN2U/s1600/aaaaaaaaa+robot.jpeg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ചലിക്കുന്ന റോബോട്ട്</td></tr>
</tbody></table><div class="MsoNormal" style="color: red;"><br />
</div><span style="color: red;"> </span><div class="MsoNormal" style="color: red;"><br />
</div><div class="MsoNormal" style="color: red;"><br />
</div><div class="MsoNormal" style="color: red;"><br />
</div><div class="MsoNormal" style="color: red;"><br />
</div><div class="MsoNormal" style="color: red;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="color: blue; font-family: "Kartika","serif";">റോബോട്ടിന്റെ ശരീരം</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ ശരീരത്തെ രണ്ടായി തിരിക്കാം,പുറം ഭാഗവും, അകത്തുള്ള ഇലക്ര്ട്രോനിക്-മെക്കാനിക്കല് ഭാഗങ്ങളും.പുറം ഭാഗം <span></span><span></span>റോബോട്ടിന്റെ ഏറ്റവും പുറമെയുള്ള ഭാഗമാണ്്.രോബോട്ടിന് അകത്തുള്ള ഇലെക്ട്രോനിക് സര്ക്യൂട്ടുകളെയും മറ്റ് ഭാഗങ്ങളെയും സംരക്ഷിക്കുന്നത് ഈ പുറം ഭാഗമാണ്.ഇവിടെ ആദ്യം പറയുന്നത് പുറംഭാഗത്തെ കുറിച്ചാണ്.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">നമ്മുടെ ശരീരത്തിനു കൃത്യമായ ആകൃതി കൈവന്നത് എല്ലുകള് ഉണ്ടായതിനാലാണ്.അതുപോലെ രോബോട്ടുകള്ക്കും കൃത്യമായ ആകൃതി വേണമെങ്കില് നാം എല്ലുകള് ചെയ്യുന്ന അതെ ധര്മമുള്ള ഭാഗങ്ങള് റോബോട്ടില് ഉണ്ടാക്കണം.ഇതിനെ നാം ഫ്രെയ്മുകള് എന്ന് പറയുന്നു.റോബോട്ടില് ഫ്രെയ്മുകള് ഉണ്ടാക്കാന് നമുക്ക് മരമോ,പ്ളാസ്ടിക്കോ ലോഹങ്ങളോ ഉപയോഗിക്കാം.ഈ ഫ്രെയ്മിനോടാണ് റോബോട്ടിന്റെ ആന്തരിക ഘടകങ്ങള് നാം ഘടിപ്പിക്കുന്നത്.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ ആകൃതിയും വലിപ്പവും നാം ഏതെല്ലാം പ്രവര്ത്തികള്ക്കാണ്ു നാം റോബോട്ടിനെ ഉപയോഗിക്കുന്നത്,അവയില് ഏതെല്ലാം ഭാഗങ്ങള് ഉണ്ട എന്നതിനെയൊക്കെ ആശ്രയിക്കുന്നു.റോബോട്ടിനെ നിര്മിക്കാന് നമുക്ക് താഴെ പറയുന്ന വസ്തുക്കള് ഉപയോഗിക്കാം.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">1.അലുമിനിയം ഷീറ്റ് - റോബോട്ടിന്റെ എല്ലാ ഭാഗങ്ങളും നമുക്ക് അലുമിനിയംകൊണ്ട് ഉണ്ടാക്കാം. റോബോട്ടിന്റെ ഭാഗങ്ങള് നിര്മിക്കാന് ഏറ്റവും കൂടുതലായി ഉപയോഗിക്കുന്നതും,ഏറ്റവും ഉചിതവും <span> </span>അലുമിനിയം തന്നെയാണ്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">2.സ്റീല്(steel) - സ്റീല് പ്രധാനമായും ഉപയോഗിക്കുന്നത് നല്ല ശക്തി വേണ്ട ഭാഗങ്ങളിലാണ്.അതായത് ഭാരങ്ങള് എടുക്കുന്ന കൈകള്,ഗ്രിപ്പരുകള് തുടങ്ങിയ ഭാഗങ്ങളില്.അത്തരം ഭാഗങ്ങളില് അലുമിനീയം ഉപയോഗിക്കുന്നതിനേക്കാള് നല്ലത് സ്ടീലാണ്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">3.ടിന്(tin),ഇരുമ്പ്.ചെമ്പ്(brass) – ഈ ലോഹങ്ങള് അലുമിനീയത്തെക്കള് ഭാരം കൂടിയവയാണ്.ഇവ പ്രധാനമായും സന്ധികളില്(joints) ആണ് ഉപയോഗിക്കുന്നത്.</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">4.മരം – റോബോട്ടുകളെ നിര്മിക്കാന് നമുക്ക് മരവും ഉപയോഗിക്കാം.ഇവ ശക്തവും വൈദ്യുതിയെ കടത്തി വിടാത്തവയും ആണ്അതിനാല് തന്നെ ഷോര്ട്ട് സര്ക്യുട്ടുകള് </span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കുറവായിരിക്കും.എന്നാല് മരം ഉപയോഗിക്കുമ്പോള് ഉണ്ടാകുന്ന ഒരു പ്രധാന പ്രശ്നം എന്നത് അവയുടെ ഭാരമാണ്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">5.പ്ളാസ്റിക് – പ്ലാസ്റ്റിക്കുകളും നമുക്ക് റോബോട്ടിന്റെ ഭാഗങ്ങള് നിര്മിക്കാന് ഉപയോഗിക്കാം.ഇവയെ ആവശ്യമുള്ള രൂപത്തില് <span> </span>മുറിക്കാനും,മറ്റും വളരെ എളുപ്പമാണല്ലോ.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="color: blue; font-family: "Kartika","serif";">പവര് സിസ്റ്റം </span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടുകളുടെ മറ്റൊരു പ്രധാന ഭാഗം എന്നത് അവയിലെ പവര് സിസ്റ്റം (ഊര്ജ ശ്രോതസ്) ആണ്.ഇതിനായി നാം പ്രധാനമായും ബാട്ടരികളെയാണ് (battery) ആശ്രയിക്കുന്നത്.ഈ ബാറ്ററിയില് നിന്നുമാണ് റോബോട്ടിന് ആവശ്യമായ ഡി സി കരണ്ട് ലഭിക്കുന്നത്.ബാറ്ററികള് രണ്ടു തരത്തില് ഉണ്ട്.റീചാര്ജ് ചെയ്യാന് പറ്റുന്നവയും പറ്റാത്തവയും.റീചാര്ജ് ചെയ്യാന് പറ്റുന്നവയാണ് നമുക്ക് ഉപയോഗിക്കുവാന് നല്ലത്.ബാറ്ററികള് കൂടാതെ മറ്റ് ഊര്ജ ശ്രോതസുകളെയും ഉദാ:സൗരോര്ജം നമുക്ക് ഉപയോഗിക്കാവുന്നതാണ്.പക്ഷെ ഇതിനു കുറച്ച് കുഴപ്പങ്ങളും ഉണ്ടെന്നു മാത്രം.ഇപ്പോള് നമുക്ക് ബാടരികളെ മാത്രം ആശ്രയിക്കാം.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="color: blue; font-family: "Kartika","serif";">പ്രഷര് സിസ്റ്റം</span><span></span></span></div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന് പവര് നല്കുന്നതിനായി നാം പ്രധാനമായും രണ്ടു രീതികളാണ് അവലംബിക്കുന്നത്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">1ഹൈഡ്രോളിക് പവര്(hydraulic power) – ഇവിടെ ഓയിലോ മറ്റ് ദ്രാവകങ്ങലോ നല്കുന്ന ഉന്നത മര്ദ്ദം(pressure) ആണ് ഉപയോഗിക്കുന്നത്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">2.ന്യൂമാട്ടിക് പവര് (pneumatic power) – ഇവിടെ ഉന്നത മര്ദ്ദം നല്കുന്നത് വായുവാണ്.</span></span></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal" style="color: magenta;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഇവിടെ രോബോട്ടിനുന്പവാര് നല്കുന്നതിന് അവലംബിക്കുന്ന ഈ മാര്ഗം ഇങ്ങനെയാണ്.അവയില് ഉപയോഗിക്കുന്ന വസ്തുവിനെ(ഓയിലോ,ദ്രാവകമോ,വായുവോ) പമ്പ് ഉപയോഗിച്ച് ഉന്നത മര്ദ്ദത്തില് ആക്കുന്നു.പിന്നീട് ഈ മര്ദ്ദം നാം കുറച്ചു കുറച്ചായി ഉപയോഗിക്കുന്നു.പുപ്മു പ്രവര്ത്തിക്കുന്നത് വൈദ്യുത മോട്ടോരിനാല് ആണ്.അത്കൊണ്ട് ഇതിനെ ഇളക്ട്രിക്കല് പ്രഷര് സിസ്റ്റം എന്ന് പറയുന്നു.ഈ പ്രഷര് സ്യ്സ്ടങ്ങള് ഉപയോഗിക്കാന് കുറച്ച് വിഷമാമാണ് എങ്കിലും ഇവ മോട്ടോരുകലെക്കള് കൂടുതല് പവര് നല്കും.ഇവയ്ക്ക് പകരമായി നമുക്ക് വേണമെങ്കില് മോട്ടോറുകളും ഉപയോഗിക്കാവുന്നതാണ്.</span><span></span></span></div><div class="MsoNormal"><span style="font-size: large;"><span lang="ML" style="color: magenta; font-family: "Kartika","serif";"><span> </span>(തുടരും.......)</span></span><span style="mso-bidi-language: ML;"></span></div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com1tag:blogger.com,1999:blog-1162317363101121003.post-71563028964763432462011-11-25T06:17:00.000+05:302011-11-25T06:17:53.058+05:30വാതകാവസ്ഥ<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal" style="color: red;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">പത്താം തരം രസതന്ത്രം ടെക്സ്റ്റ് ബുക്കിലെ വാതകാവസ്ഥ എന്ന പാഠഭാഗത്തിനെ കുറിച്ചാണ് ഈ പോസ്റ്റ്.പാഠഭാഗത്തിലെ ആശയങ്ങള് കൂടുതല് വ്യക്തമായി ഞാന് ഇവിടെ അവതരിപ്പിക്കാം. </span></span></div><div class="MsoNormal"><br />
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<div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">നമുക്ക് ചുറ്റുമുള്ള വസ്തുക്കളെ പ്രധാനമായും ഖരം,ദ്രാവകം ,വാതകം എന്നിങ്ങനെ മൂന്നായി തരം തിരിച്ചിരിക്കുന്നു.എന്താണ് ഈ തരം തിരിക്കലിന്റെ അടിസ്ഥാനം എന്ന് നമുക്കാദ്യം പരിശോധിക്കാം.ഒരു പദാര്ത്ഥത്തിന്റെ ഏറ്റവും ചെറിയ കണികയാണ് ആറ്റ്ങ്ങള്( </span></span><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ആറ്റത്തിനുള്ളിലെക്ക് </span></span><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">എന്ന പോസ്റ്റ് കാണുക) എന്ന് നമുക്കറിയാം.ഇങ്ങനെയുള്ള ഒട്ടേറെ ആറ്റങ്ങള് കൂടിചെര്നാല് നമുക്ക് ആ പദാര്ത്ഥം കിട്ടുമല്ലോ?ഇങ്ങനെ ആറ്റങ്ങള് കൂടിച്ചേരുമ്പോള് ആറ്റങ്ങള് തമ്മിലുള്ള അകലത്തെ ആശ്രയിച്ചാണ് പദാര്ത്ഥം ഖരമോ,ദ്രാവകമോ അതോ വാതകമോ എന്ന് പറയുന്നത്.ആറ്റങ്ങള് തമ്മിലുള്ള അകലം കൂടുന്തോറും അവ തമ്മിലുള്ള ആകര്ഷണ ബലം കുറയുന്നു (ന്വൂട്ടനും ചലനനിയമങ്ങളും 4 എന്ന പോസ്റ്റ് കാണുക).</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ആറ്റ്ങ്ങളെ വളരെ അടുത്തായാണ് പദാര്ത്ഥത്തില് ക്രമീകരിച്ചിട്ടുള്ളത് എങ്കില് അതിനെ നാം ഖരാവസ്ഥ എന്ന് വിളിക്കുന്നു.അതായത് ഖരാവസ്ഥയില് ആറ്റങ്ങള് പരസ്പരം മുട്ടി നില്ക്കുന്നു.അപ്പോള് ആറ്റങ്ങള് തമ്മിലുള്ള ബലം വളരെ കൂടുതല് ആയിരിക്കുമല്ലോ? പരസ്പരം മുട്ടി നില്ക്കുന്നതിനാല് ഖരവസ്തുക്കളിലെ ആറ്റങ്ങള്ക്ക് ചലന സ്വാതന്ത്രവുമില്ല.ഖരവ്സ്തുക്കള്ക്ക് ആകൃതി ഉണ്ടാകുമോ? കല്ലിനു ആകൃതി ഇല്ലേ,ലോഹങ്ങല്ക്കോ? ആറ്റ്ങ്ങള് പരസ്പരം മുട്ടി നില്ക്കുന്നതിനാല് ഖര വസ്തുക്കള്ക്ക് ഒരു പ്രത്യേക ആകൃതി ഉണ്ടായിരിക്കും.</span></span></div><div class="MsoNormal" style="color: purple;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFGDTi2jvJwHQk_8odVDWnbrfQLa2JrEs5l8c3HLwNIQJMkqEpC7g0tJs2vygZwZ6SN-tgy7TwrnCKQBj1muiOry1VjBhqNzc_QmPuEfPS_P1WvWkN3AiYnL5bMdSRKNxu0kxIwp50W5A/s1600/thanmaathra+chalanam.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="129" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFGDTi2jvJwHQk_8odVDWnbrfQLa2JrEs5l8c3HLwNIQJMkqEpC7g0tJs2vygZwZ6SN-tgy7TwrnCKQBj1muiOry1VjBhqNzc_QmPuEfPS_P1WvWkN3AiYnL5bMdSRKNxu0kxIwp50W5A/s320/thanmaathra+chalanam.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: red;">1.ഖരം 2.ദ്രാവകം 3.വാതകം </span> </td></tr>
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</div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ദ്രാവകങ്ങളുടെ കാര്യത്തിലോ? ആറ്റങ്ങള് തമ്മിലുള്ള അകലം ഖര വസ്തുക്കളില് ഉള്ളതിനേക്കാള് കൂടുതല് ആയിരിക്കും.അതായത് ആറ്റങ്ങള് തമിലുള്ള ആകര്ഷണ ബലം കുറവായിരിക്കും.അങ്ങനെ വരുമ്പോള് ആറ്റങ്ങള്ക്ക് ചെറിയ തോതിലുള്ള ചലന സ്വാതന്ത്രം ലഭിക്കുന്നു.ചലന സ്വാതന്തം ഉള്ളയ്തിനാല് ദ്രാവകങ്ങള്ക്ക് പ്രത്യേക ആക്രിതിയോന്നുമില്ല.അവ സ്ഥിതി ചെയുന്ന പാത്രത്തിന്റെ ആകൃതി സ്വീകരിക്കുന്നു.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">വാതക്കാവസ്ഥയില് ആറ്റങ്ങള് വളരെ അകലത്തായാണ് സ്ഥിതി ചെയ്യുന്നത്,അതുകൊണ്ട് തന്നെ അവ തമ്മിലുലുള്ള ആകര്ഷണ ബലം വളരെ കുറവയിരിക്കും,അല്ലെങ്കില് ഇല്ല എന്ന് തന്നെ പറയാം. അതിനാല് വാതക ആറ്റങ്ങള്ക്ക് പരമാവാധി ചലന സ്വാതന്ത്രം ലഭിക്കുന്നു.വാതകങ്ങക് പ്രത്യേക ആക്രിതിയോന്നു ഇല്ല.കൂടാതെ വാതകങ്ങള് അവ നിറച്ചിരിക്കുന്ന പാത്രത്തില് നിറഞ്ഞു നില്ക്കുന്നു.അത്കൊണ്ട് തന്നെ അവയുടെ വ്യാപ്തം എന്നത് സ്ഥിതി ചെയ്യുന്ന പാത്രത്തിന്റെ വ്യാപ്തത്തിന് തുല്യമായി എടുക്കുന്നു.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">വസ്തുക്കളെ ഖരം,ദ്രാവകം,വാതകം എന്നിങ്ങനെയുള്ള തരംതിരിവ് അവയിലെ ആറ്റ്ങ്ങളുടെ ക്രമീകരണവുമായി ബന്ധപ്പെട്ടിരിക്കുന്നു, അല്ലെ?ആറ്റ്ങ്ങള് തമ്മിലുള്ള ആകര്ഷണ ബലമാണല്ലോ അവയുടെ അവസ്ഥ നിര്ണയിക്കുന്നത്,നാം ആറ്റങ്ങള്ക്ക് ഈ ബലത്തെ അതിജീവിക്കാനുള്ള ഊര്ജം നല്കിയാലോ? ആറ്റങ്ങള് അവയിലെ ആകര്ഷണ ബലത്തെ ഭേദിച്ച് ചലിക്കാന് തുടങ്ങും.അതായത് നമുക്ക് ഒരു പദാര്തത്തിനെ ഖരാവസ്ഥയില് നിന്നും ചലന സ്വാതന്ത്രമുള്ള അവസ്ഥയിലേക്ക് (ദ്രാവകം,വാതകം) മാറ്റുന്നതിന് അവയിലെ ബലത്തെ അതിജീവിക്കാനുള്ള ഊര്ജം നല്കിയാല് മതി.ഈ ഊര്ജം താപമായോ മറ്റ് രൂപങ്ങളിലോ നമുക്ക് നല്കാം.അതായത് ഒരു ഖരവസ്തുവിനെ ചൂടാക്കുമ്പോള് അത് ആദ്യം ചലാന് സ്വാതന്ത്രമുള്ള ദ്രാവകാവസ്തയിലെക്ക് നീങ്ങുന്നു. വീണ്ടും ചൂടാക്കിയാലോ കൂടുതല് ചലന സ്വാതന്ത്രമുള്ള വാതകാവസ്ഥയിലെക്കും നീങ്ങുന്നു.ഇങ്ങനെ ഖരം,ദാവകം.വാതകം അവസ്ഥകളില് നിന്നും മറ്റൊരു അവ്സ്തയിലേക്ക് ന്നീങ്ങുന്നതിനെ അവസ്ഥാമാറ്റം എന്ന് പറയുന്നു അവ്സ്ഥാമാററ്തിനു ആവശ്യമായ ഊര്ജം ഇപ്പോഴും നാം തന്നെ കൊടുക്കണം എന്നില്ല.പ്രകൃതിയില് നിന്നും ഊര്ജം സ്വീകരിച്ചും അവ്സ്ഥാമാറ്റം ഉണ്ടാകുന്നു.നാം നനഞ്ഞ വസ്ത്രങ്ങള് ഉണങ്ങനിടുമ്പോള് അവയിലെ ദ്രാവകതന്മാത്രകള് അന്തരീക്ഷത്തില് നിന്നും ഊര്ജം സ്വീകരിച്ച് വാതവസ്തയിലേക്ക് നീരാവിയായി) പോകുന്നു.ഇതിനെ നാം ബാഷ്പീകരണം എന്ന് വിളിക്കുന്നു.ബാഷ്പീകരണം എന്നത് ഒരു തുടര് പ്രക്രിയയാണ്.അത് എല്ലാ താപനിലയിലും നടക്കുന്നു.പക്ഷെ അതിന്റെ വേഗത എന്നത് അന്തരീക്ഷ താപനിലയെ ആശ്രയിച്ചിരിക്കുന്നു.അതായത് താപനില കൂടുമ്പോള് ബാഷ്പീകരണ വേഗത കൂടുകയും തുണികള് കൂടുതല് വേഗം ഉണങ്ങുകയും ചെയ്യുന്നു.ചെറിയ താപനിലയിലോ, ബാഷ്പീകരണ വേഗത കുറവായിരിക്കും.ഇനി പറയാമല്ലോ ഉഷ്ണകാലത്ത് നനച്ച്ചിട്ട തുണികള് വേഗം ഉണങ്ഗുന്നതിന്റെയും തണുപ്പുകാലത്ത് സാവധാനം ഉണങ്ഗുന്നതിന്റെയും കാരണങ്ങള്.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഐസ് ഒരു ഖരവസ്തുവാണല്ലോ ? നാം 0 ഡിഗ്രി സെല്ഷ്യസില് ഉള്ള ഒരു ഐസിനെ പാത്രത്തില് എടുത്ത് ചൂടാക്കുന്നു എന്നിരിക്കട്ടെ,ഓരോ സമയത്തും ഐസിന്റെ താപനിലയില് ഉണ്ടാകുന്ന വ്യത്യാസം നമുക്ക് ഒരു തെര്മോമീറ്റര് ഉപയോഗിച്ച് അളക്കാം.ഈ വിവരങ്ങള് നമുക്ക് ഒരു പട്ടികയായി നല്കാമല്ലോ.എനിക്ക് ചെയ്തപ്പോള് കിട്ടിയ പട്ടികയാണ് ചുവടെ.</span></span></div><div class="MsoNormal" style="color: purple;"><br />
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</div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"> </span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; color: purple;"><tbody>
<tr style="height: 26.85pt;"> <td style="border: 1pt solid black; height: 26.85pt; padding: 0in 5.4pt; width: 79.5pt;" valign="top" width="106"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">താപനില (ഡിഗ്രി സെല്ഷ്യസില് )</span></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 33.45pt;" valign="top" width="45"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">0</span></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 33.45pt;" valign="top" width="45"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">20</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 31.4pt;" valign="top" width="42"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">40</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 31.4pt;" valign="top" width="42"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">60</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 31.4pt;" valign="top" width="42"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">80</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">100</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">100</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">100</span></b><b></b></span></div></td> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: black black black -moz-use-text-color; border-style: solid solid solid none; border-width: 1pt 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">110</span></b><b></b></span></div></td> </tr>
<tr style="height: 26.85pt;"> <td style="-moz-border-bottom-colors: none; -moz-border-image: none; -moz-border-left-colors: none; -moz-border-right-colors: none; -moz-border-top-colors: none; border-color: -moz-use-text-color black black; border-right: 1pt solid black; border-style: none solid solid; border-width: medium 1pt 1pt; height: 26.85pt; padding: 0in 5.4pt; width: 79.5pt;" valign="top" width="106"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">സമയം (സെക്കണ്ടില് )</span></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 33.45pt;" valign="top" width="45"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">0</span></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 33.45pt;" valign="top" width="45"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">1</span></b><b></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 31.4pt;" valign="top" width="42"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">2</span></b><b></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 31.4pt;" valign="top" width="42"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">3</span></b><b></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 31.4pt;" valign="top" width="42"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">4</span></b><b></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">5</span></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">6</span></b><b></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">7</span></b></span></div></td> <td style="border-color: -moz-use-text-color black black -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 26.85pt; padding: 0in 5.4pt; width: 29.45pt;" valign="top" width="39"><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: center;"><span style="font-size: large;"><b><span lang="ML" style="font-family: "Kartika","serif";">8</span></b></span></div></td> </tr>
</tbody></table><span style="color: purple; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: purple;"><br />
</div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"> </span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ഈ പട്ടികയില് നിന്നും ഐസിനെ ചൂടാക്കുമ്പോള് താപനില ക്രമമായി വര്ധിക്കുന്നു എന്ന് കാണാം.പൂജ്യം ട ഡിഗ്രി സെല്ഷ്യസില് വച്ചു തന്നെ ഐസ് ദ്രാവകതിലെക് മാറുന്നു എന്നാല് പിന്നീട് 100 ഡിഗ്രി സെല്ഷ്യസില് എത്തുന്നതുവരെ താപം നല്കുമ്പോള് താപനിലയും വര്ധിക്കുന്നു.പക്ഷെ 5,6.7 സെക്കണ്ടുകളില് താപം നല്കുമ്പോഴും താപനില സ്ഥിരമായി തന്നെ നില്ക്കുന്നു.ഈ പ്രക്രിയയെ നാം അവസ്ഥാ മാറ്റം എന്ന് വിളിക്കുന്നു.പൂജ്യം മുതല് 100 ഡിഗ്രി സെല്ഷ്യസില് എത്തുന്നത് വരെയുള്ള ഭാഗത്ത് നാം നല്കുന്ന താപം ദ്രാവകത്ത്തിലെ ആറ്റങ്ങള് സ്വീകരിക്കുകയും അവയുടെ ഊര്ജം വര്ധിപ്പിക്കാന് ഉപയോഗിക്കുകയും ചെയ്യും.ഈ സന്ദര്ഭത്തില് ദ്രാവകാവസ്ഥയില് തന്ന്ര്യായിരിക്കും.നൂറ് ഡിഗ്രി സെല്ഷ്യസില് എത്തിയാല് അവസ്ഥാമാറ്റം ആരംഭിക്കുന്നു.അതായത് ദ്രാവകം വാതകമായി മാറുന്നു.ഈ സന്ദര്ഭത്തില് താപനിലയില് വ്യത്യാസം ഉണ്ടാകുന്നില്ല.അഞ്ചു മുതല് ഏഴ് വരെയുള്ള സമയത്ത് പദാര്ത്ഥത്തിന്റെ അവസ്ഥ ദ്രാവകവും വാതകവും കലര്ന്നതായിരിക്കും,അതായത് അപ്പോള് മാത്രമാണ് വാതകാവ്സ്ത്യിലെക്ക് മാറുന്നത്.ദ്രാവകാവസ്ഥയില് നിന്നും വാതകാവ്സ്തയിലെക്ക് മാറുന്ന ഈ താപനിലയെ പദാര്ത്തത്തിന്റെ തിളനില അഥവാ ബോയ്ല്ിംഗ് പോയിന്റ് എന്ന് പറയുന്നു.</span></span></div><span style="color: purple; font-size: large;"> </span><br />
<div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> (തുടരും.......)</span></span></div><span style="color: purple; font-size: large;"> </span><br />
<div class="MsoNormal"><br />
</div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com1tag:blogger.com,1999:blog-1162317363101121003.post-86115803633651263772011-11-24T05:39:00.000+05:302011-11-24T05:39:13.368+05:30സംസ്കാരങ്ങളുടെ കളിത്തൊട്ടില്<div dir="ltr" style="text-align: left;" trbidi="on"><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>EN-US</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>ML</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY70yczab6ilfsT701UF_VeJZPpoi1kXVsSCrFvxXirep3VZL0ckh9wsQshiyhtbKm9FSHFYAIojoWpPsowYDT2hjJmnWD0RrAY02NAnDtHpZrsvZjVLiXA2_3cXohmTAqn4uIc6NFN9c/s1600/aaaaaaaaa.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiY70yczab6ilfsT701UF_VeJZPpoi1kXVsSCrFvxXirep3VZL0ckh9wsQshiyhtbKm9FSHFYAIojoWpPsowYDT2hjJmnWD0RrAY02NAnDtHpZrsvZjVLiXA2_3cXohmTAqn4uIc6NFN9c/s1600/aaaaaaaaa.jpeg" /></a></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ജനാധിപത്യത്തിന്റെ ആദിമ മാതൃക രൂപപ്പെട്ടത് എങ്ങനെയാണ്, എവിടെയാണ് എന്നൊക്കെ അന്വേഷിച്ചാല് നാം എത്തിച്ചേരുക ‘മെസപ്പൊട്ടേമിയ’ എന്നാ ഉത്തരത്തിലെക്കയിരിക്കും.ജനാധിപത്യ രീതികള് മാത്രമല്ല ചക്രങ്ങള്,എഴുത്ത് വിദ്യ,കലണ്ടറുകള് തുടങ്ങിയവ രൂപപ്പെട്ടതും ഇവിടെ വച്ചു തന്നെ.കത്ത് ഇടപാടുകള് ആരംഭിച്ചതും അന്കഗണിതത്ത്തിന്റെ (അരിത്തമെറ്റിക്സ്) അടിസ്ഥാനങ്ങള് രൂപപ്പെട്ടതും എല്ലാം ഈ ‘മെസപ്പൊട്ടേമിയയില് വച്ചു തന്നെയാണ്. ഇന്നത്തെ ഇറാഖ് ഉള്പ്പെടുന്ന പ്രദേശമാണ് ‘മെസപ്പൊട്ടേമിയ’ എന്ന് അറിയപ്പെട്ടിരുന്നത്.പശ്ചിമേഷ്യയില് യൂഫ്രാട്ടിസ് – ടൈഗ്രിസ് നദികള്ക്കിടയിലുല് പ്രദേശം,പേരുതന്നെ നദികള്ക്കിടയിലുള്ള നാട് എന്ന് തന്നെയാണ് (‘മെസപ്പൊട്ടേമിയ’).പതിനായിരത്തില് അധികം വര്ഷങ്ങള്ക്ക് മുമ്പ് ഇവിടെ ജനവാസം ആരംഭിച്ചിരുന്നു.ആദ്യമായി ഗ്രാമങ്ങള് രൂപപ്പെട്ടതും ഇവിടെ തന്നെയാണ്. സംസ്കാരത്തിന്റെ കളിത്തൊട്ടില് എന്ന് വിശേഷിപ്പിക്കപെടുന്ന ‘മെസപ്പൊട്ടേമിയയെ നമുക്കൊന്ന് പരിചയപ്പെടാം </span><span></span></span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">നമ്മുടെ പൂര്വീകര് വേട്ടയാടിയും അലഞ്ഞുതിരിഞ്ഞും ഒക്കെ ജീവിതം കഴിച്ചു കൂട്ടിയ പ്രാകൃത ജീവിതത്തില് നിന്നും നാം ഇന്നത്തെ അവസ്ഥയില് എത്തിയത് ആയിരക്കണക്കിന് വര്ഷങ്ങളിലൂടെയാണ്.ഈ കാലയളവിനുള്ളില് പുരോഗതിക്ക് ആക്കം കൂട്ടിയ ഒട്ടേറെ കുതിച്ചു ചാട്ടങ്ങള് ഉണ്ടായിരുന്നു.കൃഷിയുടെ ആരഭാവും,ജല സേചന മാരഗങ്ങളും,ലിപി വിദ്യയും,ചക്രങ്ങളുടെ കണ്ടെത്തലുമൊക്കെ പുരോഗതിയിലേക്ക് എളുപ്പം നയിച്ചു.എന്നാല് ഈ മാര്ഗങ്ങളെല്ലാം രൂപപെട്ടത് ആദിമ സോസ്കാരങ്ങളില് ആദ്യത്തേതായ ‘മെസപ്പൊട്ടേമിയന് സംസ്കാരത്ത്തില് അണെന്നറിഞാലോ ?ബി സി 10,000 മുതല് ബി സി 500 വരെയുള്ള കാലഘട്ടത്തെയാണ് നാം ‘മെസപ്പൊട്ടേമിയന് കാലഘട്ടമായി കാണുന്നത്.</span><span></span></span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">‘മെസപ്പൊട്ടേമിയ’ വളരെ വിശാലമായ ഒരു പ്രദേശമായാണ് ചരിത്രകാരന്മാര് കരുതിപ്പോരുന്നത്.ഇന്നത്തെ ഇറാഖും ,തെക്കു-കിഴക്കന് തുര്ക്കിയും ,സിറിയയുടെ കിഴക്കന് പ്രദേശങ്ങളും എല്ലാം ഇതില് ഉള്പീടുന്നു.വിത്തുകള് താനേ മുളച്ച് സസ്യങ്ങള് ഉണ്ടാകുന്നത് ശ്രദ്ധയില് പെട്ടിട്ടാവണം മനുഷ്യര് കൃഷി തുടങ്ങിയിട്ടുണ്ടാവുക.ബി സി 9000 നടുത്തായാണ് ഈ മാറ്റം ഉണ്ടായത്.ഗോതമ്പും ചോള്വുമോക്കെയാണ് ‘മെസപ്പൊട്ടേമിയക്കാര് ആദ്യം കൃഷി ചെയ്തത്.പിന്നീടത് ബാര്ലി,പയര് വര്ഗങ്ങള്,മധുരക്കിഴങ്ങ് തുടങ്ങിയ വിലകളിലെക്കും വ്യാപിപ്പിച്ചു,കര്ഷകനായത്തോടെ മൃഗങ്ങളെ ഇണക്കി വളര്ത്തുവാനും ആരഭിച്ചു,ആദ്യമായി ഇണക്കി വളര്ത്തിയ മൃഗം നായ ആയിരുന്നു.വേഗത്തില് ഇണങ്ങുമെന്നതും വേട്ടയ്ക്ക് ഉപകാരപ്പെടും എന്നതുമോക്കെയാണ് നായയെ തന്നെ തിരഞ്ഞെടുക്കാന് കാരണം.</span><span></span></span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxPLCFdyTm3d6oyyjShcdiG0IIkJDhF6yT0CVgkJsxTYdgvwSJUTBXUwckewqGnd5qB_GyZdtPQ2lwIlj-S4cQwTbeAsUznM1hvM3D-xqS6grxsbPREB8AOHRtqCvI0MDJxiHJqVa1eRI/s1600/aaaa..jpeg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhxPLCFdyTm3d6oyyjShcdiG0IIkJDhF6yT0CVgkJsxTYdgvwSJUTBXUwckewqGnd5qB_GyZdtPQ2lwIlj-S4cQwTbeAsUznM1hvM3D-xqS6grxsbPREB8AOHRtqCvI0MDJxiHJqVa1eRI/s1600/aaaa..jpeg" /></a></td></tr>
<tr style="color: red;"><td class="tr-caption" style="text-align: center;"><b><span style="font-size: small;"><span lang="ML" style="font-family: "Kartika","serif";">ക്യൂനിഫോം ലിപി</span></span></b></td></tr>
</tbody></table><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">‘മെസപ്പൊട്ടേമിയന് സംസ്കാരത്തിന് തുടക്കമിടുന്നത് ഉബൈദ് നാഗരികതയ്യാണ്.ബി സി 6500 മുതല് ബി സി <span> </span>3700 വരെയുള്ള കാലയളവിലാണ് ഈ നാഗരികത നിലനിന്നിരുന്നത്.മണ്കട്ടകള് കൊണ്ടുള്ള വീടുകള്, ഗോതമ്പ്,ബാര്ലി തുടങ്ങിയ കൃഷിവിളകള് എന്നിവ ഈ നാഗരികതയുടെ ഭാഗമായിരുന്നു.മഴ കുറവായതിനാല്<span> </span>യൂഫ്രട്ടീസ് <span> </span>നദിയെ കനാലുകലാക്കി തിരിച്ച് വെളളം കൃഷിയിടങ്ങളില് എത്തിച്ച് ജലസേചനം<span> </span>നടത്തിയിരുന്നു.ചെമ്മരിയാടുകള്,ആടുകള്,പന്നി,കാള തുടങ്ങിയ മൃഗങ്ങളെ പൊട്ടി വളര്ത്താന് ആരംഭിച്ചത് ഉബൈദ് നാഗരികതയാണ്. മീന്പിടിത്തക്കാരും മണ്പാത്ര വിദഗ്ദരും കച്ച്ചവടക്കാരുമൊക്കെ ഉബൈദ് നാഗരികതയില് ഉണ്ടായിരുന്നു.ഇവിടത്തെ പ്രധാന പട്ടണമായിരുന്നു ഉറൂക്. ‘മെസപ്പൊട്ടേമിയന് ജനത മരണാന്തര ജീവിതത്തില് വിശ്വസിച്ചിരുന്നു.അതുകൊണ്ടുതന്നെ രാജാവിനെയു മറ്റും അടക്കം ചെയ്യുമ്പോള് രാജാവിനോപ്പം പരിചാരകര്, ഭാര്യമാര്, അംഗരക്ഷകരെയും ആയുധം ധനം തുടങ്ങിയവയും അടക്കം ചെയ്തിരുന്നു.</span><span></span></span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlV1RS_9-jHqI0gR95eGuHBhP1rN7igHO6fVZqX2aQrEcMo3HWR-mVxa3S0UzFExdQHZH3dHchNk3tclzHdAAWCInf72awPLeNjHNqOdbLKTz3s3-ewRkwXUptz5vCzHGlvB2tWXAM5ds/s1600/a.seal.jpeg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhlV1RS_9-jHqI0gR95eGuHBhP1rN7igHO6fVZqX2aQrEcMo3HWR-mVxa3S0UzFExdQHZH3dHchNk3tclzHdAAWCInf72awPLeNjHNqOdbLKTz3s3-ewRkwXUptz5vCzHGlvB2tWXAM5ds/s1600/a.seal.jpeg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><b style="color: red;">സീലുകള്</b></td></tr>
</tbody></table><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">പിന്നീട് ഇവിടങ്ങളിലെക്ക് സുമേരിയന് ജനത കുടിയേറ്റം ആരംഭിച്ചതോടെ വിസ്തൃതമായ സുമേരിയന് സാമ്രാജ്യം രൂപപ്പെട്ടു.ഈ സുമേരിയന് സാമ്രാജ്യമാണ് ലോകത്തിനു എഴുത്ത് വിദ്യ സംഭാവന ചെയ്തത്.ആദ്യ കാലങ്ങളില് ചിത്രലിപികലായിരുന്നത് പിന്നീട് ആപ്പിലിന്റെ ആക്രിതിയിലെക്ക് രൂപം മാറി.പിന്നീട് ഈ സുമേരിയന് ലിപികളെ ക്യൂനിഫോം ലിപികലെന്നു വിളിച്ചു.സുമേരിയന് ജനതയാണ് ലോകത്തില് ആദ്യമായി സീലുകള് ഉപയോഗിച്ചത്.കത്തിടപാടുകളിലെ സ്വകാര്യത ഉറപ്പാക്കാനായിരുന്നു ഇത്.കളിമണ് പലകയില് ക്യൂനിഫോം ലിപിയിലാണ് കത്തുകള് തയ്യാറാക്കിയിരുന്നത്.ഈ കത്തുകള് കളിമണ്ണ് കൊണ്ട് തന്നെ ഉണ്ടാക്കിയ കവറുകലിലാണ് അയച്ചിരുന്നത്.നികുതികള്,പലിശക്ക് പണം കൊടുക്കലുകളും വാങ്ങലുകളും എന്നിവയൊക്കെ അന്ന് ആരംഭിച്ച്ചവയാണ്.സ്വര്ണ്ണവും വെള്ളിയുമോക്കെയാണ് പണമായി ഉപയോഗിച്ചിരുന്നത്.അളന്നു തൂക്കിയും ധാന്യങ്ങള് കൈമാറ്റം ചെയ്തുമൊക്കെ ആയിരുന്നു ആന്നത്തെ കച്ചവടം.സുമെരിയക്കാരുടെ മറ്റൊരു നേട്ടം എന്നത് കലപ്പ കണ്ടെത്തി എന്നുള്ളതാണ്.ഇത കാര്ഷിക അഭി വൃദ്ധിക്കും കാരണമായി.സുമേരിയക്കാര് രാജ്യത്തെ പല പല നഗ്സ്ര രാഷ്ട്രങ്ങളായി വിഭജിച്ചിരുന്നു.ഇവിടങ്ങളിലെ ഭരണാധികാരികളെ തിരഞ്ഞെടുത്തിരുന്നത് ജനങ്ങളായിരുന്നു.എന്നാല് പിന്നീട് ഇത് മക്കത്തായത്ത്തിലേക്ക് നീങ്ങി.ആയുധങ്ങള് നിര്മിക്കുകയും യുദ്ധങ്ങള് ആരംഭിക്കുകയുക് ചെയ്തതോടെ സുമേരിയന് നാഗരികതയുടെ തകര്ച്ച ആരംഭിച്ചു.തുടര്ന്ന് ബാബിലോണ് സാമ്രാജ്യം അവിടെ കേട്ടിപ്പെടുത്തു.</span><span></span></span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPe04SkxUbfV_pgearb7sXU3SJwrmfk7JmxHuz74wu_6w8ia2s7qBtzcoBzDf7N7kbL_ibRTBJqOF-Gx4ckxUR7WmSZlPXf_klZ_zblBUc6oM9VjIdvQVNVusAkoHE5zAnCLBezkDew4Y/s1600/aaaaaaaaaa+hammu.jpeg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiPe04SkxUbfV_pgearb7sXU3SJwrmfk7JmxHuz74wu_6w8ia2s7qBtzcoBzDf7N7kbL_ibRTBJqOF-Gx4ckxUR7WmSZlPXf_klZ_zblBUc6oM9VjIdvQVNVusAkoHE5zAnCLBezkDew4Y/s1600/aaaaaaaaaa+hammu.jpeg" /></a></td></tr>
<tr style="color: red;"><td class="tr-caption" style="text-align: center;"><span style="font-size: small;"><b><span lang="ML" style="font-family: "Kartika","serif";">ഹമ്മുരാബി</span></b></span></td></tr>
</tbody></table><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ബാബിലോണിയന് സാമ്രാജ്യത്തിലെ പ്രശസ്തനായ രാജാവായിരുന്നു ഹമ്മുരാബി.കൃഷി,കച്ചവടം തുടങ്ങിയവ പ്രോത്സാഹിപ്പിക്കുകയും ചാന്ദ്ര കലണ്ടറുകളിലെ പോരായ്മകള് തിരുത്തുകയും ചെയ്തത് ഹമ്മുരാബിയുടെ നേട്ടങ്ങള് ആയിരുന്നു.നിര്ബന്ധിത സൈനികസേവനവും ഹമ്മുരാബി നടപ്പാക്കി.മറ്റൊരു എടുത്തു പറയേണ്ട പ്രത്യേകത എന്നത് നിയമ സംഹിതയുടെ രൂപീകരനമാണ്.കണ്ണിനു കണ്ണ്.പല്ലിനു പല്ല് എന്നാ തരത്തിലുള്ള ക്രൂരവും പൈശാചീകവുമായ ശിക്ഷാരീതികള് ഹമ്മുരാബി നടപ്പിലാക്കി.ക്രൂരമായ ശിക്ഷകള് വഴി കുറ്റവാസന തടയാം എന്ന ചിന്തയായിരുന്നു ഹമ്മുരാബിയുടെത്.കോടതികളുടെ ആദിമ രൂപം ആരംഭിച്ചത് ഹമ്മുരാബിയായിരുന്നു.പ്രതികളെ കുട്ടാ വിചാരണ ചെയ്തു മാത്രമേ ഹമ്മുരാബി ശിക്ഷിച്ച്ചിരുന്നുള്ളൂ.</span><span></span></span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">ബി സി 1770 ഓടെ അസീരിയക്കാര് ബാബിലോണ് കീഴടക്കുകയും ആധിപത്യം സ്ഥാപിക്കുകയും ചെയ്തു.ഈ കാലയളവിലാണ് നെബുക്കദ്സര് എന്ന രാജാവ് സ്വന്തം പത്നിയെ സന്തോഷിപ്പിക്കാന് ബാബിലോണിലെ തൂങ്ങുന്ന പൂന്തോട്ടം നിര്മിച്ചത്.ഈ കാലയളവില് അടുത്തുള്ള രാജ്യമായ പേര്ഷ്യ വളര്ന്നു വരികയും ബാബിലോണിന്റെ ശക്തി ക്ഷയിച്ച് വരികയും ചെയ്തിരുന്നു.ബി സി ൫൩൯ ഓടെ ബാബിലോണ് അവരുടെ പിടിയിലായി,അതോടെ ‘മെസപ്പൊട്ടേമിയന് സംസ്കാരം അവസാനിക്കുകയും ചെയ്തു.</span><span></span></span></div><div class="MsoNormal" style="color: blue;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">‘ </span></span></div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com1tag:blogger.com,1999:blog-1162317363101121003.post-55043271653670359242011-11-23T05:20:00.001+05:302011-11-23T05:21:49.643+05:30നമുക്കും റോബോട്ടിക്സ് പഠിക്കാം’<div dir="ltr" style="text-align: left;" trbidi="on"><br />
<div class="MsoNormal" style="color: magenta;"><b><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">അദ്ധ്യായം 1</span></span></b></div><div class="MsoNormal" style="color: magenta;"><br />
</div><div class="MsoNormal"></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കഴിഞ്ഞ പോസ്റ്റിലൂടെ റോബോട്ടിക്സിനെ കുറിച്ചും റോബോട്ടുകളെ കുറിച്ചുമൊക്കെ ഞാന് പറഞ്ഞിട്ടുണ്ട്.വീണ്ടും ഞാന് ആ കാര്യങ്ങള് വീണ്ടും ആവര്ത്തിച്ച് വിരസത ഉണ്ടാക്കുന്നില്ല.’റോബോട്ടിക്സ്’ എന്ന ആ പോസ്റ്റ് എല്ലാവരും വായിച്ചിരിക്കും എന്ന് കരുതുന്നു.നമുക്ക് വിഷയത്തിലേക്ക് നേരിട്ട് കടന്നു ചെല്ലാം.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിക്സ് പഠിക്കുക എന്നതുകൊണ്ട് നാം ഉദ്ദേശിക്കുന്നത്,നമുക്ക് സ്വന്തമായി ഒരു റോബോട്ടിനെ ഉണ്ടാക്കുക,അതിന്റെ പ്രവര്ത്തനങ്ങള് വിലയിരുത്തി അവയെ കൂടുതല് മികവുറ്റതാക്കുക എന്നത് തന്നെയാണ്.നമ്മുടെ ഒരു സൃഷ്ടി പ്രവര്ത്തി പഥത്തില് എത്തി വിജയശ്രീലാളിതനായി മടങ്ങുമ്പോള് നമുക്ക് ഉണ്ടാകുന്ന സന്തോഷം മറ്റൊരു സന്ദര്ഭത്തിലും ലഭിക്കുകയില്ല.പക്ഷെ നമുക്ക് വിഷയത്തില് നല്ല അറിവും ക്ഷമയും നിശ്ചയദാര്ഢൃവും അത്യാവശ്യമാണ്. അല്ലെങ്കില് നമ്മുടെ ഈ ശ്രമം പളിപ്പോവുക തന്നെ ചെയ്യും. നമുക്ക് നാം റോബോട്ടിനെ നിര്മിക്കും എന്ന ഉറച്ച വിശ്വാസത്തോടെ മുന്നോട്ടു നീങ്ങാം.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ട് എന്നാല് നമ്മുടെ സഹായി ആയി വര്ത്തിക്കുന്ന ഒരു ‘മെക്കാനിക്കല് സ്ട്രക്ചര്’ ആണ്.നമുക്ക് റോബോട്ടിനെ പല രൂപത്തിലും ഉണ്ടാക്കാം ,അത് നമ്മുടെ ഇഷ്ടമാണ്.പക്ഷെ നാം രൂപത്തില് നല്കുന്ന ഓരോ ഭാഗതതിനും പ്രവര്ത്തി ചെയ്യുന്നതിനാവശ്യമായ ആകൃതിയും,അതിനുള്ള മേക്കാനിസവും അതിനെ നിയന്ത്രിക്കുവാനുള്ള കഴിവും റോബോട്ടില് ഉള്കൊള്ളിച്ച്ചിരിക്കണം.ഇതിനു ഏറ്റവും നല്ല മാര്ഗം എന്നത് അവയുടെ ഭാഗങ്ങളെല്ലാം വെവ്വേറെ നിര്മിച്ച് അവസാനം കൂട്ടിച്ച്ചെര്ക്കുന്നതായിരിക്കും.ഇങ്ങനെ ചെയ്യുമ്പോള് നമുക്ക് എളുപ്പത്തില് റോബോട്ടിന്റെ പ്രവര്ത്തനത്തെ മനസിലാക്കാനും, തെറ്റുകള് തിരുത്തുവാനും എളുപ്പമായിരിക്കും.ഈ രീതിയില് റോബോട്ടുകളെ ഉണ്ടാക്കുന്ന രീതിയെ നാം ‘ബില്ഡിംഗ് ബ്ലോക്ക് രീതി ‘എന്ന് പറയുന്നത്.നാം ഇവിടെ അവലംബിക്കുന്നതും ഈ രീതി തന്നെയാണ്. </span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">മുന്പ് സൂചിപ്പിച്ചത് പോലെ റോബോട്ടുകള് എന്നത് ഇലക്ട്രോണിക്സ്, മെക്കാനിക്കല് ഡിസൈന്,നിയന്ത്രണ (പ്രോഗ്രാമുകള് വഴി ) സംവിധാനം എന്നിവയുടെ സംയോജിത രൂപമാണ്.അതുകൊണ്ട് തന്നെ ഈ വിഷയങ്ങളിലെ അറിവ് ഇവിടെ അത്യാവശ്യമാണ് താനും.നിങ്ങള്ക്ക് ഈ വിഷയങ്ങളില് വലിയ അറിവില്ല എങ്കില് പേടിക്കുകയൊന്നും വേണ്ട, ഞാന് ഓരോ വിഷയവും എളുപ്പത്തില് തുടര് പോസ്റ്റുകളിലൂടെ ഇവിടെ വിശദമാക്കും.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">നാം ഒരു റോബോട്ടിനെ ഉണ്ടാക്കുന്നു എന്ന് കരുതുക.അതിനു ഏതെല്ലാം ഭാഗങ്ങള് ഉണ്ടാകണം ? പൂര്ണ്ണ സജ്ജമായ ഒരു റോബോട്ടിന് പ്രധാനമായും താഴെ പറയുന്ന സവിശേഷതകള് അല്ലെങ്കില് ഭാഗങ്ങള് ഉണ്ടാകും.</span></span></div><div class="MsoNormal" style="color: purple;"></div><ul style="color: purple; text-align: left;"><li><span style="font-size: large;"><span style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ സഞ്ചാര വഴിയിലെ തടസങ്ങള് തിരിച്ചരിയാനും അവയില് തട്ടാതെ ചലിക്കാനുമുള്ള ഗ്രാഹികള് അഥവാ സെന്സറുകള് </span></span></li>
</ul><ul style="color: purple; text-align: left;"><li><span style="font-size: large;"><span style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ പ്രവര്ത്തനം നിയന്ത്രിക്കുനാനും ഏകോപിപ്പിക്കുവാനും ഉള്ള സംവിധാനങ്ങള് അഥവാ പ്രോസസറുകള് </span></span></li>
</ul><ul style="color: purple; text-align: left;"><li><span style="font-size: large;"><span style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ ചലനത്തിനാവശ്യമായ കാലുകള് അല്ലെങ്കില് വീലുകള്,ജോലി ചെയ്യുവാനുള്ള കൈകള് ,ഗ്രിപ്പരുകള് തുടങ്ങിയവ,ഇവയെ നാം മോട്ടോറുകള് വച്ചാണ് നിയന്ത്രിക്കുന്നത്.</span></span></li>
</ul><ul style="color: purple; text-align: left;"><li><span style="font-size: large;"><span style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ML" style="font-family: "Kartika","serif";">ദൂരം ,വസ്തുക്കളുടെ സ്ഥാനം എന്നിവ നിര്നയിക്കുന്നതിനാവാശ്യമായ ഉപകരണങ്ങള്.സോണാര് (SONAR),സ്വിച്ചുകള് തുടങ്ങിയവയാണ് ഇതിനായി ഉപയോഗിക്കുന്നത്.</span></span></li>
</ul><ul style="color: purple; text-align: left;"><li><span style="font-size: large;"><span style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ML" style="font-family: "Kartika","serif";">ശബ്ദം പുറപ്പെടുവിക്കുവാനുള്ള സംവിധാനങ്ങള്. </span></span></li>
</ul><ul style="color: purple; text-align: left;"><li><span style="font-size: large;"><span style="font-family: Wingdings;"><span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-family: "Times New Roman"; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span><span lang="ML" style="font-family: "Kartika","serif";">കണ്ണുകള് അല്ലെങ്കില് കാഴ്ച്ച നല്കുന്നതിന് ആവശ്യമായ വിഷന് സെന്സറുകള്.</span></span></li>
</ul><div class="MsoListParagraphCxSpLast" style="color: purple; text-indent: -0.25in;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> s</span></span> </div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">റോബോട്ടിന്റെ രൂപം,വസ്തുക്കളെ ഉയര്ത്താനും വഹിക്കുവാനും ഒക്കെയുള്ള സംവിധാനങ്ങള് എന്നിവ നാം മെക്കാനിക്കല് ഡിസൈന് ഉപയോഗിക്കുന്നു.റോബോട്ടിന്റെ ചലനങ്ങള് സാധ്യമാക്കുന്നതും നാം ഈ വിദ്യ ഉപയോഗിച്ചു തന്നെയാണ്.നാം മെക്കാനിക്കല് ഡിസൈന് ഉപയോഗിച്ച് നിര്മിക്കുന്ന ഭാഗങ്ങളെ പ്രവര്ത്തിപ്പിക്കുന്നതിനാവശ്യമായ സര്ക്യൂട്ടുകള് രോബോട്ടിനകത്ത് നാം നല്കണം.ഇതിനു ഇലെക്ടോണിക്സിനെ നാം ആശ്രയിക്കുന്നു.ഈ ഇലക്രോണിക് സര്ക്യൂട്ടുകളെ നിയന്ത്രിക്കുന്നത് റോബോട്ടിന്റെ ബുദ്ധി അഥവാ പ്രോസസറുകള് ആണ്.പ്രോസസരുകളെ നാം രോബോട്റ്റ് ഓരോ സന്ദര്ഭത്തിലും നേരിടുന്ന വെല്ലുവിളികളും അവയെ തരണം ചെയ്യാനുള്ള മാര്ഗങ്ങളും പറഞ്ഞുകൊടുത്ത് സജ്ജരക്കിയിരിക്കണം. പ്രോസസരുകല്ക് ഈ കാര്യങ്ങള് പറഞ്ഞു കൊടുക്കുന്നത് അവയുടെ പ്രോഗ്രാമുകള് വഴിയാണ്.ഈ സന്ദര്ഭത്തില് നാം പ്രോഗ്രാമിംഗ് ഭാഷകളെ ആശ്രയിക്കേണ്ടി വരും.</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">കൂടാതെ,നമുക്ക് അല്പം കരവിരുതും കൈക്കരുത്തും ഇവിടെ അത്യാവശ്യമാണ്.റോബോട്ടിന്റെ മെക്കാനിക്കല് ഭാഗങ്ങള് അതായത് പുറം കവര് ,ടയറുകള്,തുടിയവ ഉണ്ടാക്ുവാന് നാം കുറെ പണിപ്പെടേണ്ടി വരും.അതൊഴിവാക്കാന് പണി ഉപകരങ്ങളില് ചെറിയ അറിവും പ്രയോഗവും അറിഞ്ഞിരിക്കേണം. ഉദാഹരണത്തിന് നമുക്കിപ്പോള് ഒരു അലുമിനിയം ഷീറ്റില് നിന്നും വൃത്താകൃതിയില് ഒരു കഷ്ണം വേണം എങ്കില് അത മുരിച്ച്ചെടുക്കുവാന് അറിഞ്ഞിരിക്കേണ്ടത് അത്യാവശ്യമാണ്.അതിനു ഷീറ്റ് മെറ്റല് ജോലിയിലെ ഉപകരണങ്ങളും അവയുടെ ഉപയോഗവും അറിയണം.........</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";"> ( തുടരും )</span></span></div><div class="MsoNormal" style="color: purple;"><span style="font-size: large;"><span lang="ML" style="font-family: "Kartika","serif";">പോസ്റ്റ് വായിച്ച് അഭിപ്രായങ്ങളും നിര്ദ്ദേശങ്ങളും സംശയങ്ങളും കമന്റുകള് വഴി പറയണേ.........</span></span></div><div class="MsoNormal"><span style="font-size: large;"><span lang="ML" style="color: purple; font-family: "Kartika","serif";">അടുത്ത പോസ്റ്റ് “ റോബോട്ടിന്റെ ആന്തരിക ഘടന ”,ഉടന് പ്രസിദ്ധീകരിക്കുന്നതായിരിക്കും.</span></span></div><div class="MsoNormal"><br />
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</div></div>അരുണ്http://www.blogger.com/profile/10694796174279129954noreply@blogger.com4