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oEYclt4iTxxb6UfEWqjTZtPknWfy7PeZUdARjyfugSL2ySfQVL4qtNc0bwrqepWPiXVp7m1t2lVJI7QL8oySf3I4AycA5OOK27mGVvGemTiJzCmn3aNIFO1WaS2IBPQEhWwPY+lR+NP+RF8Q/8AYMuf/RTUAXtItru209Be3tzdXD4djceVuQkDKDy0UEA55xnnr0q9RRQBh+C/+RF8Pf8AYMtv/RS1f1K5mgjgittguLmYRRmQEqOCzE49FViPUgCsvwpc29p8P/D81zPFDENNtsvI4VR+6Xuafdavpt7qujRWuoWk8v2tjsimVjjyJewNAFz+zLzvrt/+EcH/AMaqjqtjcxWS+bqt1cwyTwwywTxQMksbyqjqw8sZBViPxroKzdc/5B8X/X5a/wDo+OgDSooooAKKKKAK93fW9iitO5Bc7URVLO5xnCqASTjngUlpf298rGB23J99JEZHXPTKsARn3HNcaltfanFPqV3cXF0oub23jKwKzWOy5ZUaMIFc/LGM8s2QvbdWx4dtrwXcktxFIsMUQhiuJciS7BYtvkRvmUrkjBxyzHABAABq3GsWNtcGB5WaRSA6xRNJ5eRkb9oOwY5y2KtxTRTwpNDIkkUih0dGBVlPIII6iuRvrK6tNQeeNboT+e774oWb7chYOkTsmdirkoCw4AHO0uGjis9VW+XS5NQnji1TTr6b7JIsZW0fzItgVlG47RMwPzkccYGKAOji17TppEVJm2SELHM0TrFISQAFkI2tkkYwee2a0q4qS1vpbh7eztbqOO5Aje1ZDGlhnaTLG+TG5BGcDPOMAfNu2fDst59o1q0u7+a9+x3whilnSNX2G3hkwdiqD8zt2oA3KKKKACiiigDD8Wf8ge3/AOwnYf8ApXDWBquu6zFqFpDb6k1ulw18SU0mS9KiGdI1ASP5gCG5Y8ZA9a3/ABZ/yB7f/sJ2H/pXDXK6sZ1urdreO4lKw6qzx2wzK6C+gLBR3JGeOcjI70AQal4k1+x0m9vY9dlla3hklCP4Tu41YqpOC5OFHGCTwOprU1rVtZs/EcunQavJDDHZwz7hokt6zF3lUg+VjYAIxjPXJ9K5G1s79dC8Q3TxTxp/YU6SthFib9ycqVQACQMAADkgBgeSCeh8aR3b63qv2a3nuF/s+zDJCm8gl7sKzL/EoJ6euDlcbgATWOua1NrWk2za3JcQXszRsT4fns8AQySArJKSpOUAx1IJPaoF8Q65I90za7JAkV5Pbqq+Gbm5GEmaNf3qHaxO0dO5x2ql4bsL2117TJ7hJlSfV3bc7gpI32W7+ZcKo6EZIGDlQMbdq09Sj1JlZbe1mkR7zUNk21fLXFzchkywO1mLIOMFhgDBG5QZuReINdS8uIX1Z51TTLm8UyaHLZEPEYwB+9zvB3nOOmB61tWcWqy6x4i/sy9s7bGpr5n2m0afd/oltjG2RMd/XOR0xzzsVnPYabaW0yzJs0DVNiTkl1Xfb9cgd8kDAwCBgYrsNC/5DHif/sJp/wCklvQIPsvir/oM6N/4KZf/AJJqhY6n4gXxoNG1Ceye1FqbhZYtPki80qQGVWMzAbfMiOcEHcRwRmurrDuv+R60n/sGXv8A6NtaANyq98Lo2cgspoobjAKvNC0qjnnKKyk8Z6Efj0qxRQBxvhzUPFmv6T9tkvNLspFnlgeCTSpSVaN2Q8/aMH7vbvkc4rW+y+Kv+gzo3/gpl/8Akmjwn/yB7j/sJ3//AKVzVuUAY8Nt4lWeMz6tpLwhgZETTJFZlzyAxuDg474P0NLppvtR0y1vnvmia4hWXy4412puAOBkEnGetannRf8APVP++hVDw7/yLOlf9ecP/oAoAoeIH1TTtKE1nqeJ3ube3UzQK6r5syRkkDBOA5OMjpVSzvtWbwpe6lcair3Vo14hCQKsbmGSRAcckA7AcZ79a0PFn/IHt/8AsJ2H/pXDWba/8iDrv/XfVf8A0onoA66iisPxp/yIviH/ALBlz/6KagB+q6tJbSTpHPbWkFvGrz3lypZIyxOF2gjnAJJLDGV4OeH6NqN5cr5OpW6QXXlJMoQnDI2eoOdrAjBALAZHJzVO68OC3VE0aCzgtAVMunhfJil2sWGCoIT5my3yncAAeK0NL0xrOR5pBAjMixRw26lY4UBJ2j1OWOSAM4HHFAGdda/debGLQWQaWUx21vNIfNusNtZgB9xRgtuAf5ecVrQanC+mSX0+IEhD+eGP+rKEh+fQYPPcc1jPol9FeoPJtL60gB+yJNI0f2cl9xJAVs7QAqkYIAx3Jqs+i248V2Vvcqkst5pN+l1Mq7WlDTW5xnk7RvYKCTgGgC0+vamLpI47S1luChlk05JSZokC53M/TccqoTGCW+9gE10ME0dzbxzwuHilUOjjoykZBrnE0jVvtktxKthJfsvlR6mc7oowuBiPb/eJYruxluvAFR22iaXovjfTE03T7a08zTLsSNDEqtJtktsFiBljyeT6n1oA6uiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKw/Gn/Ii+If+wZc/+imrcrD8af8AIi+If+wZc/8AopqAMPStM0/Vp7eDUbG2vIVudYdY7iJZFDfbsZwwIzgnn3rg7TSdIg0DTDFay3dx/Z8M9yqadZNtzErnBNq7E/MOXI68sTmu80rUIdNnt5p0uXVrnWEAt7WSds/bs/djViBx1xj865mwshFo9ijJrCyPpsNrcW76VdjyG8pEfafIdXU7OUwAx+8WAXaDK/8Awjmg3SXbW0MciTrpBjllsbVJIDJeyRyAKkQTPy4OVOcYORgUy507w/bXDObW4bTldUa6TS7A4yAQcC02kEMhA3bjvHy9cazvHbTyxwWet3EZGlkzPpN3mRor2SaY/MhbhWB5JznAJNVhZ2cdyNON/rQid/PhI0y9WURoFUjZ5OXIBQeZu4GF2hSVYAhvPCmi2V1JbyQRt5ev+V9oSxtTKyf2b5gjC+V5eC+MDbjJz97mjSdD0PUtUt7OS3mgS7UvazHS7HbIAM87rRccEcjcvzKN2Tir2qGHUr2WNbPWreA60t3FMmj3WYkXTxEkgHl9pQBjrxnpzU+ixwWd9aT3x1h1tV2hE0m8ZZe4O0wDYAQh25blc5yXZgCPT7K1svhhqn2W2hg87wlBNL5UYXzJDDNl2x1Y4GSea7Xwn/yB7j/sJ3//AKVzVx1tIW+HGsQPBcwTWvhWG3mjuLeSFldYZgww4BIz3GR712PhP/kD3H/YTv8A/wBK5qBG5WH40/5EXxD/ANgy5/8ARTVsmaJZ0gMqCZ1Z1jLDcyqQCQOpALLk+49axvGn/Ii+If8AsGXP/opqANyiiigDkfAlvFNoOlXUiB5YdLs4YiwzsXyVY49CS3OOu1fSuurkvAsnk+H9Ht5EcG40q1mifHysFhRWGexHBweobjODjraACs3XP+QfF/1+Wv8A6PjrSrN1z/kHxf8AX5a/+j46ANKiiigAooooA5jQdSt9P0dlmLmSfVdQjhjRSzO32qY4Hp06nA963LLUY7xpIvLmguIgpkgmXDJuzjkZBHB5UkcHniuUstPmutHmmhieXF5qkDJGUEgD3jncm/5dwKDGSBznsBWh4Uie4t4dQRWWxe3H2NnI82dHO8ySgZ+Y8EHOfmYkAkigDVm1q0ivJrVFnnmgCtOsELP5QIyM4HXH8Iy3I4rPkuIrjxlo9xE4aJtLvWDdOPMtfXpWbr9q9nI000M7RG6DRPAFb7Q8joqQy5ZTtLnGPu425YYII+lyzaxZWNyRBLd6XqZkEZ3CIyzW7ED1xu645xnHNAG7b+IbO5SKaOO5+ySsEjujEfLZicY/vLzxlgB71DoX/IY8T/8AYTT/ANJLesSW0ub7WL20W2kivp7ZVvNzoYIYZQVLxEfNuJic8rk7RuwAprb0H/kMeJv+wkn/AKSW9AG5RRRQAUUUUAYfiz/kD2//AGE7D/0rhrjL7RhLr1rPBqU9m7jVZJZJLm6dcC7iUKixzRlclhwpwTjIJwR2fiz/AJA9v/2E7D/0rhrkNckgju7LztRsbCQpqhglvpFSJpFvYHCndxztPY4644oAydYsXuPD+sxp4lMk0WmzXJtpP7QVpIxGTkB7sqcgjgq2NwyvODqaxosdl4rvjBrN1ZxJYWpJnur64eRi9zwClwjYAQnByAMn5fmJ59Y9H07w5rbP4h0F3OkzQwxW93EZXk8plwNpywJJPOSxKkgEc9F43W2m8RajbSavpmnzS6daBRqE6xrKm+6DhSeQRuByOR0BXOQDKlvpqXviDR4ZtcnufL1B4p7eO4vYpYm+zXBB3NdOMZRlyvXDDd94GK201rS3uSuvS28X22+KxGS/dkRLiUFnZLtF6IxyQC2GPzEE1P4fj0u31/Q4rTWdLvJn1GR1htJ4ndY/stzy4jAHGVUDBC44OCAM+8i065uX83X9FtzFqF959tdXUccyOLqfYRu7YcHHGMbhliCACzNo6XMv2qTWZ7+3k0XUXiaG4vYSrI8KkN5lw56kgrwMj5gcDHf6F/yGPE//AGE0/wDSS3rioJdNES2lhqmn30kOgakZhYzI6R5a32jC4A4XrgZIJwM12uhf8hjxP/2E0/8ASS3oEblQPZwPfxXrR5uIYnhR8nhHKlhjpyY0/L3NT0UAFFFFAGH4T/5A9x/2E7//ANK5qb41vH0/wXq93GiO0Nsz7JBlXx/Cw7g9D7GneE/+QPcf9hO//wDSuapfFFlHqPhnULOfzPJmiKymP7wT+IjrzjNAFAaFrQAAu/DoA6D+xH/+SKsrZ+KFUKusaKABgAaTLx/5M1Ba2Mt8HNp431K4CHD+ULJtp9DiDg1Y/sLUf+hs1n/v1Z//ABigDnPEtzr9vf6Tp17faZPbz3NvcOYbGSJx5d7aqACZmHJlBzj+HHfIIodabwnrjw6hYJY/adTJhexdpdv2ibcPMEoGTzg7OMjg45t674Vv3+y6lHquq6rd2c8LJbP9lQSRi4hkkXiNOcRKR8w5UDOCQcOD+05tH1KDzNdt2uLy7VbNRZGIGa4lCoTgvjJO4hjj5iDgA0DPUKw/Gn/Ii+If+wZc/wDopq3Kw/Gn/Ii+If8AsGXP/opqBGjd6jDZukRWWWeQEpFDGWY47+ij3Yge9JYana6lG7WztlDtdHQoynJHQ9sg8jg44JrF19ZoLqc/6RHFexwxfbYcj7LsZixYr0GDkZBBOQ3FWNDtttwjwo62tvaJapI0PlGYKxxlSAcKOh4BLtgYoAuXeu2VkZvM891gx5zxQO6p7ZA5PT5Rk8jiqMk8Vz400eaFw8b6ZelWHQ/vbWsq4Uw3kFncmazFrLLcBhE8sd45lLoAgHztxvYDDBsY4zR9iuJdet4lL2Ut5p+qPEB1g3zW2G+pzvI7FiKAN2TxPpcSxyyTSLbyNtS5MLeUx2lshsYK7VJ3D5cA81Hdf8j1pP8A2DL3/wBG2tZEE2dWN28N5C8MQgj0oxPIHJRdxUdFGdqBx8nysT97NXba2ks/Evh21mkEksOjXUbuM4JD2gJ55/OgDpqKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiobu6hsbOa7uH2QQI0kj4J2qBknj2oAmrH8WQm48G65ArKpk0+dAzZwMxsOcc0vhW/l1Twlo9/cSeZcXFlFJK+3bucoNxwAAOc9OPSjxLPGug31tvP2i5tpY4Y1G53bYegHWgDM8GWjvaz6hcMwl+3ahHFDxiFWu3Lg4PzEso59AAO5OHF8UGlsILpbfRn8y2N08MGoz3ElvGACxlEVs3l7dwB3YGc+lbngq5mFrd2NyUaRb29kSRfl8wfa5g3y54IYZ9MMvvXkOkWepvodtJ4bh8XXFj5Dz+VY61JFHEAfmUbrVEdtxYbYyxJDUDPVLfx1LcxX4gttJu5rdrNIzZaoZoXa4mMQDOIgVKkZI2ngis1PFt9e39nrMOiebstpI4WjF+0bxymNt2RY8/6tcEHGCetc5okEcNv4lhR9Tm1RrnSfMmu75zIJTcYhyZrVWXb8pOUcFSAKy7TTtf8AsEcumReMpNHj8qOK5t9ekWPyyFwyRG1ErIAw5WMjAOMgUAd8PiLcvGrJpdm275g63kzIyFbUxlAtuXZmN2g27BjBqceN9V8yJH0OGLzZUhV5zfRpvdgqgs1kAMsQOT3rgfs0D6ZBbwzXibeVuIdQOWj2ad5IQpZl92TbAAIrAqck5og07xJ9p05tSi8V2cU8sMlvJqGvGaLzfMTy1kVbV9jb2TAkAGR6jFAHfeI3k1n4b3fiC1xbTXehvJNCzb1aJoS20nA5XccHA79jXSeHreODRkeKUyx3Ms14jMm0gTStKARk9N+PfFcPqOr/APFrhYWEMkdsPDiu7yRPcFVa3O2PcgADYGSzYABB2nd8vd6RcWRtUsbNpR9kiRPLmjaOQLjCkqwBwcHnGDg+lAipdf8AI9aT/wBgy9/9G2tHjT/kRfEP/YMuf/RTUXX/ACPWk/8AYMvf/RtrR40/5EXxD/2DLn/0U1AG5SOwRGY9AM0tNkIETlhldpyKAOElsZJbfw9o6+H9N1C0isibePVLnPyosagsBCw3YYdPU9O8v/CLf9SD4N/7/wD/ANy1WutRl0HUNHuXXTraGS1lWD+0dadEVT5RxvaInd93jJ6H8bP/AAn3/T54N/8ACk/+0UAH/CLf9SD4N/7/AP8A9y1HLoH2KW0uP+EQ8NWGy8t/9Jspd0qZmQfKPs6dc4PzDgnr0qT/AIT7/p88G/8AhSf/AGioZvGK6lJaWbXfhlhJe2wxZ6558pPnIRtTyl3fn6+mKBnfUUUUCCiiigDzmew8ZXujw/8ACI6tZ6fs1PU/tP2lA2/N3JsxmN+mG9Oo61b8B6D430KdLbxBrFhd6RBZiC2t7dfmRlKhTny1JAUMOSetR6x4d8e26rD4X8Q6Zb27XNzcOs9rtcebKZACxEgbBZhkBPx7W/CGm+P7PVpZPFWuWF9YmArHFboAwk3Lg8RLxgMOvfpQBm+L/DvxE1fWZ/7H17TLfR/Nhmt7edRvR49jgk+UT/rF3dT+XFW4bTxNHNplrf6jbS+Izoupqt2igRCQy2/lnGwDABXPy9jwe8fiTSfiXc6/czeH/EOmWmlts8iGeNS6/KA2SYm6tuPU9avad4d8Sx6U17qevfafEq2NzbQOFjFtC8jAqwAiDH/Vx53Z6HigDlU8LfF1L+W9XxTowuJokhd/LHKIWKjHkY4Mj/n7Cu/0L/kMeJ/+wmn/AKSW9cP/AGF8ZP8AobNG/wC/S/8AxivQ9I0gaSLsm9ubya7n8+Wa4EYYtsSMDCKqgbY17UAaNFFFABRRRQBh+LP+QPb/APYTsP8A0rhqhN4ktPDOiJc3kbus+p3UCbZIowG82Z8lpHRQMIep64Hen+NLmc2VtZ2sY8xr6xdpn5WL/S4gp25yxLduOAeRwDiaxb6adJ8Pxa5eBbOPX7lpbma4+zneouirl1K7TvCnjHNACn4vaTHAk8+ia5awyQNcRSXcUMCzIACTGXlAkOGXAXJOeBXTeIPE0Ph7b5lheXf+jT3b/ZvL/dxRbN7He65++vAyTzxXD+Im8Iap4T1KGG81mSWbTJ7uzS+ur9Y7jy03hkEzBZMfK2BnjnGK1fH9p4Xu9d0j/hLWhXTorG9lXzZmjzIGt8BdpBZtu7CjJPpQBesfiFDe3Jhbw5r9pslt45GvLeOHy/Pk8uNirSbipYEZUHoan1jxzDpF5Nb/ANh6ze+Vcrab7KKOTfKYRNtVd4c4Q5J244PNcrq1p4Km1XT7mJrweIIL6w+zjVJrtZzG10oOxLgguuPM6AgcnitK/j8MLr+q3mvzvFdw6qEsfIuJo52Z7S0RhGsRDuTlQQAeD6E0DLV54zj1bw5N/wASTVrSG+iureKa6WFQJI45SysokLqR5Tjleorc0L/kMeJ/+wmn/pJb1wd9aeE4rU3Hhp/9Jnu7j7eJJpWnEi2d6P3iSkujZ39QCeTzXY+HnvLPXNcttQidnuL4PFdLFsjlxbQDgZJz8p56ZB54xQI6eqsmoRR6tb6cVfzp4JZ1YAbQsbRqQec5zKuOOx/HI8QXUEfiDwtbvMgmbUXdYyfmK/ZZwSB6AsBntketS3X/ACPWk/8AYMvf/RtrQBuUUUUAYfhP/kD3H/YTv/8A0rmq3q+rjSRaAWVzeTXc/kRQ25jDFtjyE5dlUDbG3etGsPXf+Qx4Y/7Cb/8ApJcUAN0bVHv9e1OCbTruxnigt3MdyYySrGQAgxuw6oe9b1YFj/yPut/9g+x/9Dua36ACsXRbG1eN7xreI3K3d0FlKjcP38o4P0Y/mfWmy+Ipv7QvbS00HU737HKsMssLW6pvMaSYG+VSflde1cwp1dfBGt67Brep2M0D6lPHZmO1ZI2jmmwp/dsT93nDnvg9KAPQ6w/Gn/Ii+If+wZc/+imrcrD8af8AIi+If+wZc/8AopqAKvj7U9PsfBmsQXl9bW81zp9ykEc0qo0reWRhQTljkjgeorc0/U9P1aBp9Ovra8hVthkt5VkUNgHGVJGcEce9c/4z0nwbqn2L/hLpLNPL8z7N9pvTb5zt34wy7ui+uOPWrfhDT/DOm6TLD4Ve2exacvIbe6M6+ZtUH5izYOAvGf50AUfEviDRbTX9AgudXsIZrbUGeeOW5RWiU2k4BYE5UEsvJ/vD1q9JNFc+M9FnglSWGXSrx45I2DK6mS1III4II71z/iTw98NL7X7m58QT6YuqPs88T6m0L8KAuUEgx8oXt71uJZwad4s0GytY/Lt7fSLuGJMk7UV7UAZPJ4A60AUb/wAT6BB46sPO1zTI/s9jewzb7uMeXIZbf5GyeG+VuDz8p9K1br/ketJ/7Bl7/wCjbWuS1P4JeG9W1a81Ge+1ZZrud55FjljChnYsQMxk4yfWutuv+R60n/sGXv8A6NtaANyiiigAooooAKKKKACiiigAooooAKKKKACiiigArG8TvEukEXF5qFpCzbZHsbT7QxUqchl8uTC46nA6DnnB2agvLSK/sZ7OcMYZ42ikCsVJVhg4I5HBoA4TTLmyt9Js4dO8S+LjYxwIlsY9D3qYwoC4b7GcjGOcnNX457OWKaSW/wBdv7xFItlvLOWzcEgkhTFAjlCQu7hwMKcZxnc8LWM+l+EtHsLlClxb2UMcqFg21wgDDIJBwcjjis/xEDNrlpAXkRBpl7OGikMbh1aAKQ6kMBh24zg8Z6DABnaBFewaJaLfW8cGoyatNLaoSzP5Lzl5CSyhuUZ+oH8OQDxXD/2L4ftv3Frq/hOS3i+SJ59R08yMo4BbNix3Edcsee56165pkN3LP/aF9HFFI8KxxxI29kXkks2BycjIHA29TXl2j6H4z0bTbG1k0LVtUWODZIn9uPZGJhjaFZLp1ZQNygeWnAU+tAyfTtPgt9M1SWxv/DohZrR7i6t9at41t2ilLxHEdkEBL8ZYHOMdqx307ThfxIuo+DTbmJy7fb9O4cFdoz9hyOC/G05x1XADbEPhXxbc6D4h+1R38V9erpxg/wBJV3haKYvIIme4ckLncCzpkk4C0kkPi6K6/s/+wNRknlbzIbk+IJoyIVKCQm3+2NuILY/1oB3L05oAZPpcUdhBcT6roC2915gjll1q2MU6AQIUVWsfLKp9nixtXgioLKx0eC/t5v7b8KW/lyq3nQahp5kjwc7lH2AfMOo5HPcVqw+GvEtp4d0i3EOpveRxXqT3Ec0fngyXkUyl8XCffSNg2yQkbutMs7HxmNQtDNoerW8NvOJZJ4tYeZrlVlVlTyZLzZGGQENlpOvFAGoNMz8P/wCzNMke5s2S4tvMUtIZV2lIGkMQ3MhQJnYM4K/w5roluZDcO+h2VvcXW0C5/tG5mt5VXnZgNE7FSd/oMg4yc4zdN8OXmnaFpUhil8+HTbeC8tEvpIPnjjALKYztZv4TnggL8wA50LYR2vinTo7R5TBeadczSebK0jOUe3CZZyTgCR8DOPmPrQIzn0jxE3jCLxENJ0cTJZPaGM6pKQcurBgfs/BGGHuCOmOdXxaZW+HuumdESY6VcGRI3LqreU2QGIBIz3wPoK36w/Gn/Ii+If8AsGXP/opqANyo7jzPs0vkxpJLsOxJHKKzY4BYAkD3wcehqSmyLvjZR3BFAHEac9xFq8UVtFpkl9b27rDbDXZbgbSU3bi0W5AAFxgNnpx1rd+1eKv+gNo3/g2l/wDkasTU7G9+1aLFc6VdzC3tpY9mk6h5LE/u+dxeI7flORnqRwcZpPsH/UueMv8Awf8A/wB2UAbn2rxV/wBAbRv/AAbS/wDyNXF3Mh/4S28E9tdi5fWbIzGC4vDbxHyrTAwieS/zbgTJsONpweBWx9g/6lzxl/4P/wD7sqs+nx2k8E0Xh7xHavLf2zSTXWrCWMt5sa7nT7S+47QB90kYHoMAz0GiiigQUUUUAcJrvxA1TTyh0jwXq2qwmeeBpoyAu6J/LJAQO2Nwb7wXpxnnE/hDxprXiPVpbPUfB1/o0KQGUXFwX2swZRs+aNRkgk9e1R2vjDQvCmjj+2777L9p1PUvK/cu+7bdybvuqcfeHX1rV0Dx54a8UX72Wjal9puEiMzJ5EiYQEAnLKB1YfnQBgeKfiLrXh3XLiyg8E39/aRNGkd7G7rHKzhcAYjIzubbjJyffiuj0/X9QvPBT65NoVzbXywTSjS33eaWQttTlQcttGPl/iHWn+LP+QPb/wDYTsP/AErhrVvbyDTrC4vbqTy7e3iaaV8E7UUZJwOTwD0oA8y/4Wn4q/6JjrP5y/8AxmvQ9I1casLsGyubOa0n8iWG4MZYNsSQHKMykbZF71zH/C3/AAJ/0Hf/ACUn/wDiK3NC/wCQx4n/AOwmn/pJb0AblFFFABWVeate2108MPh7U7tFxiaGS2CNxngPKrcdOQOlatFAHEa7r95bNHdHTdY0p3aKB5Xks2RUaQKXZQ8jEKGJ+UfXA5DLrw7N4n06G2eVbOW1vo9SMUgdxBM8TM0eY5I3BV5C4IYYyB04roNWvY9GvF1O6gkktGWO3LwoZHjdnwvyAbmBLAfLk5I4xyOF1zTLzX9Ls77RtDGpAS6goWaKBDG7XsZJK3A+Vikcq5KMQTyKANW7+H2pXttJDNrsL74pY1aWO8m8vzI2jZlWS8Zd212AJB61s+KPCcniDUtMvob1LaawWZULLNnMmwEhopY2BAUjqQQx4rytfAOrRQyQ2fw/e1WWzkglabUbS7Lv5UipIN4DRt5jIxKMowv3eldp8UPDur67daO2m6R/aVvHFdRXUay28bqsgj2lGmVgrZX7yjIwcEZzQMtt8P724vLCa81pJ1s7yG7RWF45DRuG48y6dQSMrkqcBjVrU/Bd5e63dahb6pDB50pkT91cLJHmOGNl3w3Ee5T5CHBHWuBs/BGrw+IdLn07wH/Y1ul9ayXTPqdvdgRxybiylwZEbpnYwBC42nNanjLwnqmpeJb2aPwl/atnPciWSRbi1geVBFbhFErhpFUNHMCF2Z3daANi88FXlvJBcXWsQSI9xFHMxjuGkdGWSEKJJriTbxcSYwPvEVPZavq17cT+daapPOhYRLZT2JFuxQBhh2Vt0bF1+YEHaDzmuLtfCuoaVBd3Nz4RGlafaxz3CyPPa3DQp9nut6+YgErDdJDtDbyNmc8CvUIbyz8TXZSGzkktbYvDdG7tmiyWj/1ZjkAY5V1JyuCCOTQBz0+n6xcXtreTQeL3ubXf5Eh/sjMe4YbH1HFWbZtbi8ULqk+ia9cwRWItoo5JLLd5jMpkc7ZgPmEcXA4zuwBmotd8FaCniTwzNBpGlxQvdywS262EWyUGCV8sMckGMY9Mk813UMMVtBHBBEkUMShI441CqigYAAHAAHagQQyNLBHI8Lws6hjFIQWQkdDtJGR04JHuafRRQAVh+Jk077NZXOoa3/Y/2a58yC682JP3hjdNv71WU5V34xnv2q9pOo/2pZyXHleVsubi327t2fKmePPQddmcds4561R8QxXf2jRru0sZr37HfGaWKF41fYYJo8jeyj7zr3oA5rRLHTtd8Xay6+IrzV44rO0AubbUPKwS0+VJttinGAeQSMn1rpf+ET07/n51n/wdXn/x2ufmgtdU8T3+oa54QeSBLO2hQ30drMYsPMWbAkbAIdenJx06V0H/AAhfhX/oWtG/8AIv/iaAOVtVj0vXPEFpDrHiW2Rb5CFtbJ74HNtActK8Mrbu2C3AA4HeeJt/we8QN5k0uYtWPmTx+XI372fll2rtY9xgYPYdK2bTw3f6Nc3w0C70qwsbqcTi1bTGYRt5aIduyVBg7M/d6k1zE+v6VbfDfxHpl7remDVP+JrG8AmWN2kaafGIyxYZyMDJPI5NAz02mTQxXEEkE8aSxSKUeN1DKykYIIPUEU+igRw/iL4T+FfEP2b/AET+zPI3f8g2OKHzN2Pv/Ic4xx6ZNbPhDwhp/gvSZdO06a5lhlnM5a4ZWbcVVcfKoGMKO1cxcJ8R/EGhaNqeia9o1n9qtluJY/sZTG9VZRlvN3YyeQF/HPHT+ELTxNZ6TLH4q1G2vr4zlo5bdQFEe1cDhF5yGPTv1oA5/wASfCLQPFGv3Os3t5qcdxcbN6wyxhBtUKMAoT0Ud667T/D+i6TO0+m6RYWcrLsaS2tkjYrnOCVA4yB+VcP4vh+IyeKIhoev2Frpt/OILSGWJS0bCBpGLExMcExv3PUfh3+mR3sWk2ceozJNfJAi3MsYwryBRuI4HBOT0H0FAHAan8EvDerateajPfass13O88ixyxhQzsWIGYycZPrXaWPh7T9Ovhewm8kuBG0Svc309xtRipYASOwGSi9PQVxep6L8WJdWvJNO8T6TDYvO7W0UkalkjLHaD+5PIGB1P1NdVaXetW3iS203UrqwuYri0nnVra0eBkaN4lwd0r5BEp9OlAG/RRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFYGoxLP4z02F87ZNKvlOOuDJait+sO6/5HrSf+wZe/+jbWgC1p1zPHN/Zt8B9pjQtHKows8YwNw9CMgEe4xwa8N07TLnTtGtY9Q8LaneXH2Y4+w6HCSsgxsSTzrLI4OC4eQ5UnnIr2fVruez1/T5INOub5ja3CmK2aMMBuh5PmOoxxjrnnpWWPiDEbS3ul8Pay0VxCtwhU2zERMMh2Amyi47tgUAZXw0026sdZ1+Saz+z28sVqIMWRtxx5u4HNvAGYE5yE6MoycV1V1/yPWk/9gy9/9G2tZ0vjpYYbqZvD2rGK1tFvZnSS1ZRA2/Dgic7gfLfpk8e4qeS+vJNWt9RPhXXPOgglgVRNZ7SsjRsSf3+c5iXHPc/gAY3xFsHvb3TmWx+0bbadUdtPa6SNzNbEggQyhWMaygMUNcXZ2McmoWkb+Fb+FY5w11Ld6BC8DxrKuRH5diJGLpuI3CPae9ejS+OlgmeKbw9q0bRzm2cvJahVkEPnkEmfAHl/Nnp2zniltvHJu7z7JF4a1oXBXeqSG2jLrzyu6YbhweRmgY7QHvI/CuhaNFC8N2ul2/2lpVx9mXywvKnkuSrADttJPQA25Ilg8Z6LCmdselXijPXAktRUPhvWP7d1O51BLC6tIJ7C0kh+0mPMiMZmDAI7YGD0OD7VZuv+R60n/sGXv/o21oEblUda07+19C1DTPN8r7ZbSW/mbd2zepXOMjOM9M1eooAKbICYnC/eKnH1p1FAHFLY3Y1nSDpsEWn3q2cy3E95aGbf/quCVkXccgnO49/Wtn7L4q/6DOjf+CmX/wCSadqVhY63q0Npe6dBe29sjPJ9oiSSNXbG0Yb+LGT04H1GW/8ACF+Ff+ha0b/wAi/+JoAPsvir/oM6N/4KZf8A5JqnqVv4hSG3a71TS5bcXtrvSLTpI2I89OjGdgPyNXP+EL8K/wDQtaN/4ARf/E1T1Lwt4esYbe5tNB0u3uI721KSxWcaMp89OhAyKAOoooooAKKKKAOLsrbQp9EVta061vWOrahFbJNaiZi7XUxIUEHGQuT9OelWfBGj6ZpWlWcC6RbWWtW9lDDestsqSM20bsuB84LKTkEgketVLPT5bvRnmiha42X2qQtEu3IDXchEihiAXVkUjkcEnqAK0vD2m3dveGSdJVggSSO3kmYebOJGVmaQDPIKgA8E5PA7gFjxZ/yB7f8A7Cdh/wClcNbE8MVzBJBPEksMilJI5FDK6kYIIPBBHasfxZ/yB7f/ALCdh/6Vw1q3tt9ssLi18x4/OiaPehwy5GMj3GaAOGstF8Iz+ILi8Xw/pz6TcW9vBbTf2aphMyyTB8HbgZ3RjdwGwACcV0mhf8hjxP8A9hNP/SS3rFm0jUJriby7KWFryM288QKCC3DKA00Z3ZLZB7AkYyF6na0L/kMeJ/8AsJp/6SW9AG5RRRQAUUUUAYHjKaK20COeeVIoYtQsXkkkYKqKLuIkkngADvXB6l4sOjaLaXNtrP2azuLnVJleGSLE5/tBFUhmilyoSWR/kUkhfavW64nU9QuLDS9PWC9ubQXOs3cUjWyRtK4H2l1RfMVlyzog6fiKAPO/+Fg6jFCpT4ipqEz2c7tHFpyWwhnWIumGkhxIpZdmPkYllx3Fe9V5VL4quJdP1J7LxJrRmg0+W7t5WhtGhZlRnVG/0dSGIVjgZGFbDZBx2Vymoaj4svLKHWrywt7extplS2jgO55HnDEmSNj0jXpjvQB0deSeMvGt5pfiW909fFX9lYuQiFoo5Ut4hFbsSYxC7uzGWXGWRfk68YrsdVtdU0i3trtPEup3H+nWkLRTxWux0kuI42B2wg/dY9CKz/FGvTaf4jubZtZvbKCKytpEjtY4CN0ksqM7l43baCsQ+UcbunNAHBt41vNU0rVNPbxV/auba6RysUcSXERtbpgRGYUdGUxRZwzr8/XnFep+Fr211G+8SXVlcw3Nu+prsmhkDo2LW3BwRweQR+FchNrl3eaWWTWNV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469
10-2012, Rev. 1012
www.te.com
© 2012 Tyco Electronics Corporation,
a TE Connectivity Ltd. company.
Catalog and product specification according
to IEC 61810-1 and to be used only together
with the ‘Definitions’ section.
Catalog and product data is subject to the
terms of the disclaimer and all chapters of
the ‘Definitions’ section, available at
http://relays.te.com/definitions
Catalog product data, ‘Definitions’ section,
application notes and all specifications are
subject to change.
Potter & Brumfield
Dimensions
Recommended chassis cutout
snap-in socket
Snap-in Socket For Relays Through 3 Poles
Socket with with .187” (4.75mm) quick connect terminals is available for KUEP, KUGP,
KUIP, KUL, KUMP and KUP relays, through 3 poles, with .187” (4.75mm) quick connect
terminals. Also used with CL/CU time delay relays.
27E396–with .187” (4.75mm) quick connect terminals
1.375
(34.93)
.239
(6.07)
1.260
(32.0 0)
.396
(10.06)
.020
(.51) .065 TYP.
(1.65)
.281
(7.14)
1.395
(35.43)
1.270
(32.26)
Recommended chassis thickness
.031" (.79mm) to .062" (1.57mm).
Caution: Printed circuit sockets are manufactured with "floating" (Loose) terminals. This
permits them to align with holes in the circuit board and with the relay terminals. During
the mounting and soldering of the socket, vertical float should be eliminated and the
terminals seated on the board. (This may be accomplished by inserting a dummy relay in
the socket.) Failure to eliminate float may cause fracture of the solder joint or separation of
the copper conductor from the printed circuit board when a relay is inserted in the socket
after soldering.
PC board layout for 4 pole
PCB terminal socket
Hard mount sockets for relays with 4 poles
Socket with printed circuit terminals is available for KUP relays, with 4 poles, with .110”
(2.79mm) quick connect terminals. 27E043–with solder eyelet terminals.
27E419–with printed circuit terminals.
.50 TYP.
(12.7)
1.687
(42.85)
2.03
(51.6)
.875
(22.23)
1.50
(38.1)
1.370
(34.80)
.125
(3.18)
.297
(7.54) .250
(6.35)
.461 MAX.
(11.71)
1.250
(31.75)
.060 TYP.
(1.52)
.165 ± .005
(4.19 ± .13)
2 HOLES
.328
(8.33)
.510
(12.95)
.170
(4.32)
.076 DIA. TYP.
(1.93)
.626
(15.90)
.340
(8.64)
1.020
(25.91)
.206
(5.23)
Screw terminal socket for relays through 3 poles 27E121
Offers screw termination for KUEP, KUGP, KUIP, KUL, KUMP and KUP relays, through 3
poles, with .187” (4.75mm) quick connect terminals. Also used with CL/CU time delay
relays. This socket stacks on 1.700” (43.18mm) centers. When surface mounting, two
#6-32 screws of suitable length are required. When track mounting, two 24A071 retainer
clips (not shown) are required.
Screw terminal, DIN rail, snap-mount socket 27E893
Offers screw termination for KUEP, KUGP, KUIP, KUL, KUMP and KUP relays, through 3
poles, with .187” (4.75mm) quick connect terminals. Also used with CL/CU time delay
relays. This socket is constructed with a spring-loaded latch which allows it to be quickly
snapped onto or removed from a DIN or “top hat” style mounting track. No special tools or
extra hardware is required for installation.
.156 TYP.
(3.96)
1.450 MAX.
(36.83)
1.900 MAX.
(48.26)
3.150 MAX.
(80.01)
#6-32 SCREWS &
CAPTIVE WASHERS
1.500
(38.10)
.895 MAX.
(22.73)
1.550 ± .010
(39.37 ± .25)
1.700 ± .010
(43.18 ± .25)
6 5 4
3 2 1
9 8 7
A
B
3.000
(76.20)
1.703
(43.26)
.390
(9.91)
.156 TYP.
(3.96)
1.550
(39.37)
.317 TYP.
(8.04)
1.500
(38.10)
BA
654
321
987
1.030
(26.16)
General Purpose
Accessories
Sockets & Accessories, KUP Relays (Continued)