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Dg3fgYdTqZj/k3HgAbZx2gFuV9BSzv1dhG3FkTVlN80kF1xHKpkr/jn/zsU8Qx8OPzc8Tfxfj222/xzTff4Jt33+Cb53d4fn7G8/Mzfnb5x42JyXbLiY8bD7COzG18jaXt1/FRr9jNdHBmA8H4tnQTsf2K++GoNO6tU/QsXTkJ8Rgk//vwlPtbhKcHAPYZsqnZfmF5r8Y24s4krKbiNf4j2haWS1X6/T75kz/Bu2+e8dM//EPEiPHj3z/Ht+++wTfv3uH53TOe3z3j3btn/Ic//VljYrL1cuLfwEO+OZ3azyMatpN/iz4bRvLS9t1ImitNX/o2Tdr17NXxUbPYycwjCwjGuC2Zhe1V3A9ItXFv4bSnKSdJuXZdW/1bdItxID942GR5bxc3oY2GaMvHRa45pGg+mf98sn3NMcTyXo1txJ3NEWvqu1zq/OnVf5z+//vk6frzu2e8e37G1dWnu949aiiWS1Uakz/4dz/GxcVPcXn5R9P3fvLTC/z4x3+A9++/xfv33+LP/uzPlBgeol2Vk+jpAcAxXpRptRY4MA0bkzjGCOLGx3RM9F/EGKWPxf0+jK4HezJ7z+8b6PvSMvDQNaCs51//j/+1V8dHnWKXWQ+A1otjAB4eQwAl9m+f4n5Iqo67rpxETw+A1cPpKTB2cs1aw0cEsOAu6gO5SnmPhmibXQQALHldyXKWGyJO98PvwxAHAkYdoHXag+U42X31b+BZFqyHJ0ToZA6DquPeVNuIO2vCaipflXn+b/8N3r9/j7dff41//P//iN/+9iv89quv8Omnn7K6mXaG5VIlf8e3b79Wvvfz81s8Pz/j7dvnRsZkm+UknLY7KsOCG46mzZBagwvYSPqUAAAiDC9FHyk5IeiMsglC0Xp2+b03oU6xm60nIff3KWGf4n5IKo975ww2RN8vIekPdvwCrbS54mM4Xdy/8USCtjCxX6G8twa4C91sAiYtdyf3b+yMMLEB7zKpgdPsa/T0AKvXw3GmNk98z8rj3lDbiDuTsJqKv4uV1++fn+Pt26/x1T/8A776h6/gXrva5Yi2heVSJX/Hr7/+Wvnez2+fxev5uZEx2Xo5sY5QrldTvtbHxJF846M0VVpuPcAeHh81iZ1887mKvYv7gag+7qL/ILybJD0R/cHssw6mzRWnfxP9wazeaYnK1UXlVGxHKe+tFziW/z3nuMg2uc3vKxA+Ar3TAc7sANPN+jcA6hD3ZtpG3JmE1VRR575P/ugSv/3qK/z5n/8ndryknWO5VGVqwr7W1YQ94/n5Ld49N7cmbJ/KyXGp9nl6+/y9N2Gd2K2j6XGvSh3i3jmzATzgKULSHywd+XDWXPHGxzQh2kgZjZ7wsMTium2KfZP+fdqDlX4P+LjxRCJoHlnTmj7RhLgecW+ibcSdSVhNfRfHha///F/+Yu7fibaF5VIlf8e3b98q31skYe/w/O5dI2Oy9XISPGK9epSssk3gdPbu+KhR7Naxd3E/ELWIu3kECwHGt1HSH0yq3U2aKz48RYhuxwikBG0t+RqvBXTHRZpQZdcpvgeiJzwk36N12kv6hc2G3q9F3BtoG3FnElZT2xiFhWhdLJcq+Tt++/5b5Xv/xV/+JV7/4hf4r//trxoZk22WE/PIWrxQWcmN1TpN4/bp+Khb7DLCRwQoX2uxT3E/JLWI+7Q/1S1ux0GuueFsuoNb0U5xQ0PTFzSjzdeQafp6pcLHINc/bbav/u0YSL9H60XSLyzEYyCO2VrEvYG2EXcmYTWlq84s+yLaFpZLlfwdf/6Lv2JMsLtyIpr0pE141tXBuWsBXjczfLTfLxieWmOfjo+6xU4magkslJ3CbJ/ifkjqEfe0P5UDR9PcUPS9cuB4aV+xTW5TKu/REG3TQbBoOYjRFrseYF8MMv3TOmc2EDzi5jGQvoeJIyvA+OUlvKT+rR5xb55txJ1JWE3Fcbzyi2hbWC5VjIlqZzGRmiJtQmtwh9C14HVn8/l0kRvZbI69Kgs1i51MrSWYb6/ifkDqEnfRnwqAprnh7G/lk/pS28yXd/MRF3EI11KXiyd25rgwHcAN8yOHImk+6cHz5H0ViVwQiJo8oD5xb5ptxJ3zhNUUjxWqI5ZL1XcccUqxs3LSOkXPcuCMbxEN0qfKLQzuYgzkxQZ3iAfKh5XlipddvJ6//tvP9uv4qFHssm/7uPEAyy0zip2wV3E/ILWJe2uAu+KCV/y3LZT3jmY5dEaI49GcLzBdEKNYzE1WtJ29O88ckG3EnUlYTfm/+ruqd4FIwXKZZRgG/vff/d+1Pn+IdldOWhhc2HC6Y9xGA6xQ6bJR+3V81Ct2U/4NvDIT6sof2au4Hw7GvRqMezW2EXfj8y++VHK7+/t7fNz9aOMbo90xDINVz1Q7LJcqxkS1XEwiDNsmxr1wpaZvmyf2xzmeIFbaG823+7JwOLFbB4/BajDu1WDcq6GLu/GjH/2IvwQREREREdGOsCbsQPFJB9URy6WKMVE1NSZN/d5VY9yrwbhXg3Gvhi7uHB2RiIiIiIhoh5iEERERERER7RCTMCIiIiIioh1iEkZERERERLRDTMKIiIiIiIh2iEkYHYgIw7aB9jCqekd2SHxno+9XvSNEREREtAQmYY2S3LQb0mveDXw0RNvILq9NchYup9mu0Yd+yz76uXWVyjH8KziBhd5pbsJRv5/bbhv6PG2F7Srrnv/domG7YHn9Pvl9zbLtIWaLtjC4sAHvsuA7EREREVEdMQlrEL9vwjmeII5j8ZrYgNfVJmLRsA3DdHA8iWfLxzHuBq2ll/P7Jsa9UPr7BDY8dPPJSjRE2+jiwZ0tG7oWvO7ihMi/8QD7AvLuRcM2jK4HW9q3iR3AMXNJzxrbBZBZv9iGh25RwgoLbphdPo7vMvudJnfdBxdhnFv3sQNT3qnOGWwEGN8yCyMiIiLaG59/8WWcf/3y9lcx7TcApZab2IgBO57Ib4ZubAGx5YbzP1x2Oe1HrRiwYvmjExsxLDfOri2MXUv3fuZbxLayH+I92BPtsvL7K293YscAYmUT0++X/ZvuO2s+GFva/S6m3/96Klsum4QxUTU1Jk393lVj3KvBuFeDca+GLu6sCWs488hS3otuxwhg4yJX67XqcuX4uPEAq3eK7NpaOO1ZQDBGYWWPfwMPuaaI0RMeAFhHZm5hE0cWgIenpFnfGtudozV4DdcCvEu5+eBi/pWDADYmo07pz5hHq+8nEREREe0ek7CGCx+D3DsRbscBYB0hn76stpyG34fpBLDc17NmeEnSdPxCTehaL44BBHgMC/bk6QHAMTQf1WhBrO4R4ZrbXWo7pYiEEPYZyqdg6+4nEREREe0ak7Ami4a49ADLPVdv+o+B2/xgGm1NrU6p5XIDc3Q9WG6Y7V8WPiKfDpalJpIAWqfoWUDgvFT6f116mQ+vvN1FRC3jA54ywQjgmAWDmGhr79QBQ5Q+fOYRROUeq8KIiIiI9gGTsMaKMHzpaJoThngMAHhj4HWcHUwjcGBOE6yyywFAC4O77DLHjjlnpMIVKDVyLQzuQrhWLul5CfTsDW1zJerAHPnBTrI6GGUGNCEiIiKifcckrKH8vgknsOCGo1wtWNJnKjfSINDBuSv3PSq7nE4Ho3gCGwGcq6RWJ6nN2ax88hcjvhvgBTBL2rayXUHU0JVtJgmg9QKiBSPbFRIREREdMiZhDRQN2+h6gD3JDY0umw5csUDZ5RT5ATLS1alrE32+LChjbMhK971K+l0dv8gMxLHydgtFeHrAkv27OjizAXg3BXOoEREREdEhYBLWMNGwnQyKEUI/AF86KqCa1GRrdsouVyRpzpgmQ2kfrvGt0p9MDADSQ34e5pRuhMci0fASHiy458mXX2O787fzEk4A2GfLDLEBdEQWhstl2mkm/dp0g4sQERERUf0wCWuS6aiE4dx+SK3THix46MoDQPh9dHODeJRbTgwskR1LIsKw3c0mQ2hhcGEDgYOXUgIikhkL7usBivZYjA6YHwBDNUtApVEZ19ju4u0UJbpzdEYIXQuBY6oDcCQDdyjbW6vGjoiIiIh2jpM1HyYok8Ilkw+j4JWfHDidNFh6aecPLrNcMqlx5lU0ubCy7ILJjaV9yE8aLSaiLrmuVbar+15zvls6gbPupcZW/3vpJsbmZM37jTFRNTUmTf3eVWPcq8G4V4Nxr4Yu7sbnX3wZ5xOz+/t7fNz9aOmETtQAHGMS5wd7OCxpTceU5SK8W77GZJsMw4D4zZsgwrBtwkH9foft89E3unhYULtZF80ql+UwJqqmxqSp37tqjHs1GPdqMO7V0MW9RHNEzTxFyqvfmIEERAKG2TDjoQsrcGDmm47RDqVNCueNyHig/Bt4sNBbpeMaEREREVWiRBImz1MUI56ImYrsiTz092HXfM0kgzXIw7K3BriwscYogbQRnXO4VoBxo7KwCMNLTzNNABERERHVGQfmWEUm4dIPeU67JuYE24cmeZuTzIO29OgfRERERFSlLSVh2SaMbd1w29EQ7VyzxnyLPr9vwGgPEeWWTZfz+/O3If9dv0yEYXuZZpXpsOwOxBzDoj9OdpQ/IiIiIiKiYltIwjx0jRucJU0V0+G2MwmW34chOlZlmjl6XTURQ+DANB9xkSw3sQGvK5Kmm7PZZ/Pb8PsGLo+y688ukwzmcDyRlkF2uHWN1uA1XCvdhy48y0UYz5n0mIiIiIiISLKFJMyCG876iLUGFxBdptJaqLQfyyTbdKwzEgnW5TDXt8rOjLYoJrNFdg6mzhlsAN6NL60u1zRNWUZMFmzJkyt1RoubdkW3GKcDI+ZHRfT7MIw2lplnl4iIiIiImmULSdgxXmRqhUwcWUDwGIp/JkmMpZlZ1jyyFo9wZx7BAnCc2YjYxnz5ZZL9ckx9c0mdpAYvsCdigJLAgdmeJY1i0tz89yciIiIiIpqpbGCOY02m0npxvMEt5Pt7mZCn9koHNRC5lFmiT1hSg2e5CEcdUWuWJmJJE8ZQVK1BTS+JiIiIiIiEypKwWfPEGVGTtAnS5L3TYfRDuJrass5Imu8LHrqFiZhovpgZBTFNxLwuDMNA1wOs3ilHSSQiIiIiokK7T8Jap+jJzRMloiaph7XnnU2bPC6TELUGuJvYAB6gyQ8xbc6Ynw8sTcQAADYuOEIHERERERHNUUFNWDLMu9fNjGYYDdvoeoB9MVi/Jqn1AsfIJnp+P9cc0e+L4e9ne5A0NyxKAmfD07+U+5BFQ7S7XvKPeTVpREREREREFTVHbA3upkPSp322xIj1MTYz72wHo9CFlTQTNAwxXP20wgoAOiOEvTFMuc8YcqMdFuz3rA+ZAcN0cDyRmzx66HKERKLDxVFQD4/fh2FYcPmbEhHRjhiff/FlnH/z/v4eH3c/qmJ/aEMMw0AcKz9tDUj99eYkvHSYqiuXotyNe2F26ooV+H0D3Ydlyq80J6HmKVN9j9Xq7Domft9A99fXCAOn0nMSy0I16hj3yLVgvvowM0XPoalj3JugvnGP4FomXmGz5+K6HEu6uFc2MAdVKBqibcgjRxrlh+nfB9EQbbmmwu/PH/nS72diMXstGC0zHX2zcILv2TLaRZbZrmbZ/G8WDdvFNTTJby5/Riyvbn/BfOVb4qNfaj/KLpf/2BWcwEIv09Y4P4LqvN9ytv0bZQCeRfvUwuDCBrzLGteeRXCtKn//DVnpWBa/6Unvh7mLfsmYRC6s3PYsVqnRApFrZcuo5YKlpirpsa47TyTn970+MVZPKe+V3m/UB5OwhomG7VwTStGMsjdeYr40oN5NssJHBNJ8beVG3bTghnJMYsRznppEw5dwAgtW0fx0fl8zLcKK2/X7MLoebPk3S5rFrp88Z7cfuha87o5PjNEQbaOLBzecvx9ll9PwbzzAvoBcCeb3k9opKabwuvMvtv4NPEjJXNl96pzBRoDx3EkQK5KU1Vdvqt6RTTnB9RLHsvhNT9D7YaZwlIpJ5FowzFf4cJLdXuCwjp+KiSfzyJTTsDfG71WVvDe+OV77KqoAAA+xSURBVG4Lzk9sAB4+yQUhcj+BhxNcnx9qfeQuZc/N4fXJ7u83aoZJWJNEQ7x0AtiTfN87MWfaus206iJ6elDna9vo/G0+rpwA9uQ1etodEIO1WG4ojZy5xtZuxPx0mWtA5xxuwSij62id9iAGAd3d1di/chBYLl5L5a81eA3XArzL2eA5ZZfTbEHUXuUmiO+M4mzzwM5I9Bv1bgpqTdTBe8rvUwdnNhCMb+v1tDtyYXU9nFxvpqzunwjuJx5w0sM0Bysbk8jF7716g5PrcEN9makZfFy9egPYP4Gcq7ecgMl7lTrnuD4B3ry6ks7/+t+KNqP1wx5OAPz672t1VdwpJmEN4l85CGDjrMQNg98vavqWNOHqegACOKbajKv4s3Nomkjqno7k153ZRrIO0wnEJNrTQV/Sf2+m5s7vd+HlkyJZa4C7eMNJbfCIbLqVzFu393TN+4DZaKRjiMqjssvpNpGrvZrDPCqq2oRm6ovl9sk8WrCfVWg5CJpccxN9hvGbXFPEkjGJPhvjDWz8pKmxo/X8+u9LPpDJNne2dNVVmiax+eunaA7Why8ta7m+aIbX9QC8wSvN9bw51NqwwlqwfLNnJV6zpsyLm0PTIvn7Pkt3DCz8TWTzmp/uFpOwxhA3jLDPFnZM9PtiNMl80zdRpkWtmXhCLDVlSx4Fz/9s4QZhiOExM5/LV1P7fQNdz8ZEavaV7sPdoJUkP8mk3HbazEz823JDxPEd1s6LoiEuPQvu690NKtI5z08kHmHY7sKDjcmGH8GnifrO5ruLnvAA4PiFur3Wi2MAAR7DJZbTbuIBkJqnzhPOyWyj23E2Nkvu06L9pN1bPZGK8Nn4DXDy/Q3WsFMziFpxvHkFc2Gy46Fr3OBMar715lXueur3YYi2jXOvn9P1mWP0wrTZbAdOkF7PpaZiTa3aTVpDiNqwglqwfPeA8BonXldKDJLBJT6Um7oD3UYmtvP5V68Wnn/9voFPvp8t29pjINdlY4JuwX1n8vu8sSsfqANgEtY4+SZZOp1RrhancwbRSmvxSWT5zyZNvOxJ7nPiZDhr0pXUOrjn04OmNbgo7Gcz+55la4ykWj3DKOjvFmH40kGQ61u0nhLbbQ1wF6aJWDKdwvFkfj+XFbffLZmob0z4iFI/T9nltB8t+cloiMtcGZP+iNtxkI3NsvtkHu28qWczSU/0DWNOX5ckkVqnvH8IfGZln9JygAVapDOKk6bP3QVl5gTX4ew833J+Ahty862kOa09ydbcptfPT9T1nlz/nE3r5uicX+MEHm76N5pasFm8R7MfBT+/PpGaMYb4zRvg5PvSvVZn1NzENiN7bi5zv9EZ5VolKPeUmt8k+Zwu5H6/PgkYwCSMSjExr5XWWp9Nm3hpksPVmm+JpCtfO6GrrZjqjHKd+GNMbJGcZJ+2XMEJNlj7VHa7SGthAFgWLEBcvNvz+kGVlRsYJJ1f79Ce2i3sE5gk2EW1gEk5tcu05aXqaI8pceFXWwyJpoir/abiRgveGPi5vL0J7DevYDIRowU6I9FS4/oEolZM28zqQ3yQOR2Z+P4J8OY3SXV62pz2+5rr5/dPgDdjfJZZZW4AGlK1HPzEBjzPU2vBCs4ZrQ8+BPBriNw4+Y1emRwlVZEbNCmpRVzufkPEd2rOMZAlHmKL1lT1SMAAJmGNU24gh/zQ3WVG+Vvvs8VNulLJwAbOrNNsNLxc3NcnaTK2rM5oknva4qPf9QpqSTZH3a6ojk8nM4/v7nCXjuQXODA3kohJWgO8FqNK7Gbky6R2aGPLrcjvm3ACC26oPzmnTREz194t7xNthu6YAmZNEVfLq5MbAaXDfgfn17qb3wOjTAWQ1DYWvU8FWqI5YCzK6JtXv7dSvD78QHP9/ODD9XevoTpnYkCeogc0XjdX+931pL+K31Q0azTZJ2yepBYR3idzyn2+f51+1FrdMZBl4/r6BICHEo26doZJWGMkNVIPTwtu2qXJlKUh7N1Sd5urf1bXRCs7tHwE8c+0SV6amMz6eYnOm114kE6SpoMg/feST1sy8fJv4AEIHFNNMJMmJZupPMptd9pE7nW2CWRnJPrESTWF2aRVb26NIOT17LbvUvHvb0GuJC27nEIZ2ET6/LCNrgfYk6I+g5qmiCvsO1UlSZgyAyFsoCki8utsEKXGMRDJaNH7tEAHo4kN4A1+s8J5Vze6XPT3v15/t0jLzk1JoSvroqYzqe3J9OkmmXhYUFTupcmbpXvK6xN1yTIjLH7g/BzXJ4DXrc9vwSSsMZIJYwMHV3MHjcmPALeEVT7bOkWvYKj18DGYDQce3WIc5OfUyt40d0ZpB+PZ4B2Zfy/VjDDpS3b8QnwXTTOnODcIyGZaKea2uwzzCFZBHzlRk1MuKdhpApH+/srQ7Unik/7+ZZfTmDfiYTRsw3QCWO6cYcaLmiIuu09JH7IyiTBtUtJ08MMPZsfUWk0RAaCFH/ZOgDe/UZL7UGwMCx/MEklE0nSCha2qZK0foic3T5SEv3mTnXqB1tf6AB9iySHVWw6CiY1Zc0WSzS33utFr85LfRHcMaBaGE0xgw0O3Lk3GP//iyzj/+uXtr2LabwC0709sxABie6K+b7lhHMeT2AZiSAukn5Hfi0M3tpB+Zrpkic+GsWshhuXG4XRVlrJPuvem68q9lM/l1y39WyX2JxuPZB9hx5Oij8nL5YMpm9jaeJffbvqeFWdCncQ/v23t76v9rdIYl1vvpmjLZRIjef+0+1Z2Oe36Ncto1qcjtlFQFpbYp6L3i47VnSssq7u3WkzC+PpEPaauT9RjObw+KXF8x/NjEl7HJ/ljJVn+5Hp+mSpSm7LQMDuN+8RWy56mLOnLaFKeleVy18HC905ibdFMtr9quV1Vbcv7nONeF9t4Ysc4uRb3GfL/i0+I3yzzXrWqiLu2/CnlPh+rcvejut9kYs/Ks3IsrXmeXpUu7kzCDtTcgywpgPIrcyOa3ohLf5vY6o15mihlDoiFn1WTMP0+5W9WxcG4KJGY2Nl16/a7TDzmJ27TreuTsFwMCte7xHZ1CWhh8qBZr/ZiIv9+Zda7AYXlcuHvv+RyMm0Smia3Ba98eS2RaC/ap3zZTFV6I5JeBHWvCm8aVo6J7phSvod6I5v98xIx0Sy7ThJb25vSA7fzuGvKaf6GsGwSpl+fmmzNTcLi2Y2s8sB1i2pb3hc9kMrHO3deyMSy4nOpTnVJmHpOzZZ7TcKaO8eeXBfcj+bXv+CBhjaZ3jJd3I3Pv/gyRs79/T0+7n6Uf5v2iGEYEL/5YRDNxo7VUW2iIdqmg+PJppoD0jZVUy6lvop3S87vtrHy5aNvdPHghsok3od2rG7CVmMSubDMV/iwhucMloVqMO7VYNyrwbhXQxf30n3ComE7N+qRflZ2om0Qg0XkR7WZDSvOkcOpWNofctnpDmaTV69dvvybxSN50k6kE4TynEFERFVacmCO7MAIoWsVzMq+gN/XT0pb9D5RZ4R4YueGhk1HYqzPnA9UU51zuJZ+0JJiYoLw9SevTick3+Qk37SaTf2mRERE6/neOh9unfZgOYEYornDuwvass4IcTyqei9oL7UwuIsxWOozHYziGOuXuFW2Tduxqd+UiIhoPdsZoj4/YeO0qiyZyLfrAQjgmOnfhwXv5z43XWd9xvgnIiIiIiJaxlpJWNpf4kJuY+P3YXS92WR2oQvL66I9jJA+ERZzN0lNG0eDgvc7mHaqP57M5meaAF12RiMiIiIioj20ZBIm1VIZBrpK2/q078NkNupUa4DXroXAuVqx9kpMXmvJM8d2RktOvEtERERERFQPaw3MkdZyTZsNRrcYB4CdG3ZKjGz3gKeVBtwwcWQBgWMmtWlERERERET7a70+YUktF7zLzIiG2RHs0r5eK28Eg7sYE1skYuwTRkRERERE+2ztgTlELVeAx3D23rQ/WOZ1t9bwzJ2RVPsGD10mYkREREREtIfWTsKipwcAFo5MAK0XOAbEkPXb0hrgbmJj9eaNRERERERE1VkvCYuGeOkE0iSkHZy7FgLHzE7g7PdhtIeY5kzmESxoJk7VvZ//bDr4h9XDKacmIyIiIiKiPbPW6IiG6QBumBmpsDW4Qzyxs/3CLo8Q3g3Qmi2UjJhoZucD073fGSHsjWFO+5iZcOBm10dERERERLQnjM+/+DLOv3l/f4+Pux9VsT+0IYZhII5zP200RNt0EAAAbEziEfZioP993W9SaMtlwzEmqqbGpKnfu2qMezUY92ow7tXQxX3tPmG0b9JpBqRExu9Pay3nzoEdDdFOltNPF+Cjb+RGxixap7TN7Esz4EprgLs4ncybiIiIiGi/MQmjDO9S7n+X5V+ltVGqaNiGYXTx4IbZUTHTpqkF2V1+JM2J7aFbmOQREREREe0/JmGUsOC6NhCMkR8vRfBx4wG268LK/ykZoMVyQ9zl5yHojEQNltedX8s2XTxGqBvchYiIiIjoQDAJo5nTM9gI4Fyp2U80vIQHG2en6sdEDZmNi6KJ4DrnEHN6F9eyyVqD10stT0RERES0T5iEkaSDMxuAd5PrlxXhdhwA9plmQIwIYqq4I5iF621BzOn9iLBwmXWWJyIiIiLaH0zCKKNz7sKCh5vMPG9XcAIL7rluTMIQjwGA4xcbnTLAPLLACbmJiIiI6BAxCaOs1il6uaaA/g0nxyYiIiIi2hQmYZTTwmnPkgboEANyWL3TgpouE0fKSB0F5jZZzApF9RpeMPEjIiIiogPDJIwUrcEFbAQY30bTATkKB91I+28p/chkIpEr32Qx6Wem7YNGRERERLTfmISRhhigI3Be4mXhgBzS0mI0j2w/MolI5Ir6lOmWfwknAOwzpmBEREREdHiYhJGWSKwCBIUDcsgLjyCmAjOUub2iYRumE8ByX6OwMk27fIgRczAiIiIiOkDfq3oHqKY653AtDw7KDcjRGcWIz/owuga8zF9sTOK7wpo0L7+85SKM7zY60iIRERERUZ0wCSOgM0Ic599sYXAXY6C8PcBdrLwrrWe0xDZLLktEREREdEDYHJGIiIiIiGiHmIQ1TgDHNGAY/TmjGdZMNETbMGB0vcXLEhERERHVnPH5F18qDdHu7+/xcfejKvaHNsQwDMRqG0OiSrFcqhgTVVNj0tTvXTXGvRqMezUY92ro4s6aMCIiIiIioh1iEkZERERERLRD37u/v9f+wTCMHe8KbRp/Q6ojlksVY6Jqakya+r2rxrhXg3GvBuNejXzcv/eDH/xAWej+/p7tRfcc2/xSHRmGAfyh+n7875tbVnmsqpoak6Z+76ox7tVg3KvBuFeDfcKIqHaanIARERFRMzEJI6LKMAEjIiKiJmISRkSVYAJGRERETfVPkDMykU/z4xoAAAAASUVORK5CYII=)
Note:
Parts were measured and compared to T&B Catalog. The closest catalog # is 54158UB. All dimensions meet this drawing except for the tongue length and width. These dimensions were measured and the differences from the catalog dimensions noted in parentheses:
Length "B" = 1.35 inch (+0.45 inch)
Width "C" = 0.73 inch (-0.10 inch)