http://95.79.92.2:8080/forum/t163360Manifold Community Site threadhttp://95.79.92.2:8080/forum/images/img-logo.pnghttp://95.79.92.2:8080/forum/t163360http://95.79.92.2:8080/forum/t163360#163361<P>It looks like searching for &quot;geomBearing&quot; does not appear in Google search on <P><SPAN>https://manifold.net/doc/mfd9/index.htm at top level. Why not ?</SPAN></P><P><SPAN>However it appears <U>one must know</U> to look on</SPAN></P><P><SPAN>https://manifold.net/doc/mfd9/index.htm#geom_sql_functions.htm to find the function.</SPAN></P><P><SPAN>It would be nice to find <U>all</U></SPAN><SPAN>functions in the user manual (indeed also at top level) for more explanations and / or examples. </SPAN></P><P><IMG class='cons' id='i163361x0_elt' onclick="showhideImageElt('i163361x0_elt')" 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IG4QrFF7bBOQYaCDsSkF154oe8xMIof9KljmUubEEVhSfOnP7TDclPb5aw/8cQTlQAE4Qfry/HBMRtO/OGJMehg1Qt/2j/55JPVBS4uhFXo0IMbJwf3l2x4otAGOeSTmbFL4zUW1zE+X3hzn7Y48dvsct7Y1oUfQMxbRR3aqQ/EwRi+NBo22K8fWvRJX+TMGGhzHozFFqw0BvuzrzzX3I8cdIGdxs/7Ycu8aVeyUZ95zjEu5wP7UWJnm8xH95MrcynVzNw0H/axPrz4DfOmNplBjkVObccbc3JrAiZgAiZgAiZgAiZgAibQS4Dfx/n9G9/5S9+r8Z2c/aXv+vAKm9J3dY2IOIzFfvrT6w3Go0+0S1mWKv5AFIHoQHGEQg36KLhkMQfbFFko1AwSf2DPu3UY53vf+14lClFEojDE+Hmbuay2+KO5UXxZbvuP//iPgb/ljue4DSf+LOUAte1kE+AHo34oTXbG1052+AfE83LtzLcrNQETMAETMAETMAETGJ0ABRT8z+y85GucNlt83+b/XKdYkwWZtrEaU/2wnzckqD/GgD1FJ9qP0i5X/IHwQCGHwg4FGBVcKFCw5RiIO/iDmEJBiTba8g4d2Knwwn7GpthDMYjbmovG4371yf3IkeuDctM813Pd4s8oR7ptxkYAH0z4WUN8GHmZDAKek8mYB2dhAiZgAiZgAiZgAiYwmQQo8JREFAgu2l+yhQ3u1Kc4Q2GG26wa26Pc+aNPJzAehSX6QgvhR21137D1lYg/KqBQJOGdOhRr2EJMgUCi4o+Opx1aCjoUVDhGhRyKPzoO66OKP/BdyjWPz/5zbsxxPVuLP8OOcu8fOwHcYYIPIi/rT4D/WOR/eNY/M2dgAiZgAiZgAiZgAiZgApNFANcxfN0C27brGgovsMuCTpv4w+/mgwQb+OXfsBzwHR82+bs+/udv6XUcSnsl4g8ED94hQ9GkJKpQGMI+CjkUg7IApAIPBRXGwFj25TjYRzvEo1/1p/vpJwtAzAv76YMCkPri+EloLf7oEe11EzABEzABEzABEzABEzABEzABE9iEBCBW6V1JSylxVPFnEkQO5/BOj/hFHhZ/lnLE29YETMAETMAETMAETMAETMAETMAENhgB3kW03Pd6WvwpCyoUVjZCa/Fng520TtcETMAETMAETMAETMAETMAETMAERiXAR87QLnex+GPxZ5Rj549GMbKNCZiACZiACZiACZiACZiACZiACZjA5BGw+GPxZ5Sj0uLPKJRsYwImYAImYAImYAImYAImYAImYAITSMDij8WfUQ5Liz+jULKNCZiACZiACZiACZiACZiACZiACUwgAYs/Fn9GOSwt/oxCyTYmYAImYAImYAImYAImYAImYAImMIEELP5Y/BnlsLT4Mwol25iACZiACZiACZiACZiACZiACZjABBKw+GPxZ5TD0uLPKJRsYwImYAImYAImYAImYAImYAImYAITSMDij8WfUQ5Liz+jULKNCZiACZiACZiACZiACZiACZiACUwgAYs/Fn9GOSwt/oxCyTYmYAImYAImYAImYAImYAImYAImMIEELP5Y/BnlsLT4Mwol25iACZiACZiACZiACZiACZiACZjABBKA+PPiiy/GpUuX4p13Nr4Qci3VsLCwEBcvXqzmD/M4zsXizzjp2rcJmIAJmIAJmIAJmIAJmIAJmIAJjJHAH/7wh0r4OXPmTJw+fdp/G4wB5g3CHeZxnIvFn3HStW8TMAETMAETMAETMAETMAETMAETGDMBCAe4i+Ty5cvx2muv+W+DMMB8Yd7GLfzg8LP4M+aT0O5NwARMwARMwARMwARMwARMwARMYNwEFhcXKxEBjw/5b2MwgOiDeVuLxeLPWlB2DBMwARMwARMwARMwARMwARMwARMwARNYJwIWf9YJvMOagAmYgAmYgAmYgAmYgAmYgAmYgAmYwFoQsPizFpQdwwRMwARMwARMwARMwARMwARMwARMwATWiYDFn3UC77AmYAImYAImYAImYAImYAImYAImYAImsBYELP6sBWXHMAETMAETMAETMAETMAETMAETMAETMIF1IrAi8Qe/Re8/M/Ax4GPAx4CPAR8DPgZ8DPgY8DHgY8DHgI8BHwM+BnwMLP8YGLcmtCLxZ9zJ2b8JmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCFj8WRk/jzYBEzABEzABEzABEzABEzABEzABEzCBiSZg8Weip8fJmYAJmIAJmIAJmIAJmIAJmIAJmIAJmMDKCKy5+HP5menYeeeWuHFqKqampuKGD22NO+6ZjplLhUIO76psdh0u7FuXrsuxdxvy3hXz6xJ/soPOP1Bgs3Ai9j76ZFxezdQXL8SBr9wWN3+gcwzduNuzMRLe107FrbfMxnX4231+pCHrY3Q+7meed52K0kfD+uTlqCZgAiZgAiZgAiZgAiZgAiawMQmsofhzOZ78wpZa8Lktdn79oXjoOw/Frnt4Eb8l7ntmoZeixZ9eHhO+1S/+1GLZtr2rKv6ceRTH0Q1x23cOxMwzMzF/4eqEk5mQ9OaPdYSfW2bj1v1XJiSpQhobRqQq5O4uEzABEzABEzABEzABEzABE5hAAmsm/lx95r64YWoqtjwwH32X6pcPxX0fnYqpD+yMJ98QShMn/khuXu0jsDbiz0I8eVfnDqOZxb4U3DGAwKX9hxvx537fLDWAlHeZgAmYgAmYgAmYgAmYgAmYwOYisGbiT0cY2B57W57hWPjxjuquoO375AEhiz8b6mhbG/HHj94t96CY2V0/8nXLsZhZrhOPMwETMAETMAETMAETMAETMAET2HAE1lj82RrTp1sYXdgbd0zdGFselVsSKP78aiFO7LsvbvvQDc1jY/ftOxELfXd+XI0LBx+OHR+/ubrLaAr+/mpXHDgpj5OdfDg+PDUVPSITUjq8qzPmK4d670xaeDJ2Tk3Fhx85EREF4aHKcXvsvTBqjhEXDu6KHR+9sbeWX432fqNKYNm2N848Px3bKx43xm1fP9R9rGrhRBx4YEdsuanzPpwbPnRb7Hx0Ji5nVouXY+bRnQ3TqQ/cHFvB6rTelzXgsa1Le2N74tgj/tT78V6n5u+Bem4XF+LEj7sMqnm6c2dM/0qEv9JhUh8Pjb/Kt7x/6Z0LcWj3jthaHydTN22JHQ8ciBMy/ZVbztnpEzH9l51j5cY/3RWHhoSvxuojSfLunEZYKbyjptnH99i0ii/yrpvGdjb67tKRx7ewT+/oaX+Xz5XYc1ct/iBH8YF3ALU/BlbIqe19Qcln9W6hQq3dfA/HntcilA/y6G6LSCW+OzxSXiPm1KlTWLSNKx1/7jMBEzABEzABEzABEzABEzCBDUpgzcQfPvY1ddMd8fCPT8SFd0YgVl/sb/nolsC4XfsOxczBvbHrzo5wsqUSZOjnasw/0HkXzNa7Hoq9B2di5sfTsfPjEIy2xBd/cqFjuDgfu/Ci4LueDNUEzvxga0ek+MBDPS9zvvr0fdX7ZTovnW4Tf7bG9r/cEjd8fGdM/3hmcI67t1Yi04137qpyPLRvV9z2gamoapyaimEvt64Elg9viS03bY0v7jlU1Tj9dF3JhQOxA6LPB7bGzkfxPpxDsfeBO6qXa9/wl3vjQiMAXY4Df3mD2M0E8rijEoxui8deJNMViD9XL8T8Mwdi1yemYuoTu+LAMzMxcxp5Xo3572Cebow7Htgbh9DfzNMNcd/TKj4xj7p940zM0OfUjpjG2GfOdObxnfnYVT06uDV2fqfj98CjO2Mr5vqjX4wn6+mvPFXH1Ydjy0dvjK33PhaHnjkQ048e6jkeUuRqsyta8A4avjz5VFdYUTEhC0Ui6Fx3S0f4aOKIuNERTXpjqADUzeNw3EpBp/ItYknjuF4ZmEsnVhaAunF6c6nySyJXV7Ap2CYBqGub8q98iqgjMbq5HI49+7vvLlJWOf9unN6cbt1/qnmhdB6TsXnbBEzABEzABEzABEzABEzABDYDgTUTfzoX/R3hg3du3PjRrbHjK4/FgecvxNVGmBCsvNPjo7tiXsWixRPx8IenYurDDwfux8FCcanvnUKLZ2L6T/V9Qlfj0FewvSvmm5gdkeOGD0Ao2iriR8T8AxBJaNsm/kBgGJ5jvPRY3Ia7iL4+03t30YW9sb3+5aqRxJ+pqdjxY5WuQADvwkH+uAupw4T/vfqrXdXdTrftqXdUd1lNxR0/SoYvPha33bQltu85Uw9dgfhTeSiMX5yJXbhj5+vpwaN3DsV9N90cW78+TIQpzEFcjZm/7oh8uw4n8ej0dMX8BhX7eFx95sBQwYcMo0c86YosXVEiCyhyd4mKHyryNEKRCB5qqzEb2947ZSB+qDDU5JtXNK6O0RhLjN3EVd+Sp7JpbEO5gFkSwTQf8ZWFnMafxhaxKFr6W/1kXt42ARMwARMwARMwARMwARMwgU1EYA3Fnw61hRcPxXTzC1/ySNAHtsYX953pFUXqi/StP6AY0SXfecTovjhUXevzJcDc7tphrXP3zlRs/+fOcz0LP9kZU1MfjodP1nZXD8V9U1Oxc89j1SNetIuoRabmUbCC8DAgx5mvd15MzAfZTjzy4T5xiZme2I19I975M3VHn8AT9WNWN/DRKjqu2jPxWHUHzmNRkazFnw9/5cn+x8F6xhXEG+4f9thXZVcYT/Fn23T/41j0PbAtzEH9aN5UM0/qoBb7prbHAT7WVc9Zn/ilw9K6igaN8FDZ9IoZ3FcWPjBA7FWsSPGqzaIQIuMHPq7V61DzyXe7dGujEKMxukJXzin76Y3Y+zgauUSo0FUQrkS06frXfPIY8dfwVHvWxOzEPgtPNHFrAiZgAiZgAiZgAiZgAiZgApuMwJqLPw2/xaux8NKJOLTvodj5Z3xHzw2NQFPZ1RfpO3+S73LBHTkQVvgC6fl4CHfO/PneSPeydMLx/TMURrJw8dxDcUPlqxZJKCK8+FhshSjUxC8ID0Nz3BlPVunjUateMahhgft2KkFqVPGnIHJRhPp65+fP8RPo3b8n46E7EZvj6se+qnfm4L1I98VjP56PM/pLa1VyBfGGSWeGwTmRd/DwHUk9P/XOx76Qzw1x85/tjIf2HYoTI/9ce2EOqvkr3MlU53p53/ZeYa1mNfARM9ZZtSIYNAJD16BfPOm/O0cfT2rW+3ypaJEfVeJPs0sueqdON53iWilHGnaFIQolGqM3jyb3kvCkYlXbI25q01f/CIJRHqP+eKdQqY/Fqvi2BH7NcK+YgAmYgAmYgAmYgAmYgAmYwAYksH7iT4K18KtdsQVihDzKhZcwt90Nk8Wf6lGiHpFBAmTxJ2qRp34UqHrfTx13/js3NDl0RIMdcaARRQrCw8g5FsZKioNqVbNO3SqwdPZS4OAjdeWWYllELF6O+X360mWIMVNx450Px6M/WHwAACAASURBVAzvkCmKN3U2yxZ/MB4v5p4W0a8T+4aPfzH29rxwWivneoFjPQd9L/Guh5BN80jdgDljlJ52yWJCu4ij4sl1FDLkbpee/SKgNHfODMylJ2vZkHwYU/b2CUMaQ3LIufHOnO74NqFI7h6SWjleUpGXPVOIitBH7vKYrnAldwQNjCHCVoGF5uJ1EzABEzABEzABEzABEzABE9gsBNZG/LlwILbfxF/MakPXfTyn+Tn4ARfpWfxZ0p0/EdF5BGtXzCx27sjh41KdR8TwWFX9KFmPoNQuPDTCgpTXm+PgO3/4aFrJj7is73jqF3+i/rWw7l1KOmrI+jsX4gRepF3/8tXUnz5W30FV19vDoPZV3xWlgku/MDVgPFO6ejnOHD5QPQp4I8S/D9wXM+m1PTTttIU5WOadP8NYN3FFDMniQ89jTI2YMFhsafxWKyJGQGgp+dA7VAYKG72eu1sSo/HPvZIr4wysl+PqVvKBONTwER/6C2RFsaZxKblonhKjEcHqMV3hScSiAfYqJGleTQpeMQETMAETMAETMAETMAETMIFNSGBtxJ+rM3EfHsvC3TXNS5YzzYU48BncAQJBpt43svjDd/7wEate3xRWuu/y4U+7fzgePly/74ePdtV3tOzct7d6D1Dv+4YKwsPIOVJw6n2hNDNd2jt/CuJPLcZQxKLfTos7nW6MLX82Xb0g+/JPvhhbP7Sl+86jxjjXV29/on5XUGMn71Ha19wmVBCm6vEqHj03HVs/eqM8Std1Wr1cu3mUr9vfu5ZzxDNzT1bvasq/4NYZ1xUV8zt/liP+ZMFAxYzuPhExKKj0FtHdEpGkEU6qvWXBpih2dL2V1yTGdTkfEUqa/NWej1KVPcvPzIv4Alvx261rGBepWeK219zirxi7U0DXlwhVLbW52wRMwARMwARMwARMwARMwAQ2C4G1EX+qO23w895TseWvDxVfMnz54H3VY18ffmC++9LnJQgrQ3/ta0of38KTRx3RZ+uf3la/74dT2nnJ8w033Rg36Euhq90F4WEJOa7er30VxB8+ojW1PR57ibV02ss/3ln9vPyHd9e/jdb2q2P4ZTS8GLp59I7CSWK3eCH24qfip6ZipDt/9F1MFAK36U/PI8+rcegLEP/KAl63osIcjPBrX1P6y14D5qwbR9dElNCXBIvI0HPXS/S+u6YRVYLvAhKhpCi0qKgxG93x2i+PUmmqhfUegUrvzul5+bLk1PNeHHmcivZyV476bu7K0Zr0l8U4vucOJ0lYeI4mGMm8SE49d/eI2KW5Yr6afCUFr5qACZiACZiACZiACZiACZjAZiSwZuJPLF6IA5+5sRIMpj5wc2z9q/vioe88FA99fWfc8dFO/w1/9nCc0J90H3CR3vtIFabmasw/AIHphth610Ox9+BMzPx4OnZ+HCLFjbHjn/OroHm3kIodnSnu/EpXf380AouIL0vN8TsdEezGO3dVOR7atyvuuGkqOj8zP+oLnyW+HpX8yfgPbI2dj+LFz4di7wN3RPU4Vc9P0Sur6TiAl0Pjsa87MQ839NyVc/Vw52fipz66I6Z/DKaPxX133hg3/OX22D5U/KF4tCXu2zcTM6c7L+6+sG97JUaRwcwzB2L6rq1V35ZHaoFK6+pZL4k/EfHOfOz6KB4b2xo7v7M3Dj0zEwce3RlbccfZTTvigE7/gDnrCSUbWTjI77/pFxNUqCm9C4diyzA7vUOlReyQPEur3btdDsetd5VyKQghScDpq5diyzA7FcvUVu7sYc7KuCvMDKi5KBZ1vHVrLtfb9xPzTMKtCZiACZiACZiACZiACZiACWxCAmsn/tTwLh/eG7v+amtsuanzkl8IM1vu3BkP/fhELPBxL4IecJHeL/5g0NU48+NdsePj9a+HVSLTrjhwsv/XwmDNFwFPfX2GEauWv7zV/whVQXhYbo4UvD50W9y370Sc+BF+kar8SJgm1/9eHd2LR6BOxIEHdnT53rQldjxwIM6oqIYhiwtxYt99jfBWzcNflVld/tV07PzTWriDv90zcXlxPvCS7cF3/kTEhSfjPo79ywPBh8QuP/Nwd57qX/2afoZ7U009m4U54P53zlS1b/1Q566kGz60tar9RJ7+AXNGV6U2CwoQKLp95TtxVNCggNK9q4VRROCoXrB8LGZKQkmpjy5aWxGXKsFFtqtYFKFKDrIthJSCvYgwVY27z8vjYCIsiV0/A2UpMQbUrGy7YhHryLnDp/RRvKK5WxMwARMwARMwARMwARMwARPYxATWXPzZxCxXVFr1i2NT26N5L82KvHnw2hAQ0cZiwtogX0mUAULSStx6rAmYgAmYgAmYgAmYgAmYgAlMOgGLP2s4Q5f/eXvc+NE7YvpkCrp4Ih7GI0vNr2yl/d5cPwIqGCSBR+88Kd3Jsn5JX8OR5e6i7ruSOjy6d2nJ3UjXMCqXbgImYAImYAImYAImYAImcO0QsPizlnN96UBsr95Bc0fctwfv5JmJQ/seqt9LtCV2HR74G+drmaljNQTkUaHqManCO2SSKNQM9co6EJC7sdrmq/C+oXVI1CFNwARMwARMwARMwARMwARMYM0IWPxZM9R1oEszMX3PHd138nzg5rjtnumYubTWiTjeUgjoXSN8dw9a3/GzFIprZdsu2PW/G2itcnIcEzABEzABEzABEzABEzABE1g/AhZ/1o+9I5uACZiACZiACZiACZiACZiACZiACZjA2AlY/Bk7YgcwARMwARMwARMwARMwARMwARMwARMwgfUjYPFn/dg7sgmYgAmYgAmYgAmYgAmYgAmYgAmYgAmMnYDFn7EjdgATMAETMAETMAETMAETMAETMAETMAETWD8Cayv+HN4VU1NTvX8PzK9f9YXIl/dtj6lte+NyYV9713zsmpqKXYfbLZazB7msts/WPKq52R57B754ulNnNYdLZtQaeePu4M/Ar/uvffEFx4djz2sbF6czNwETMAETMAETMAETMAETMAETGA+BNRN/KlFlKosLl2PvtqlliC3jgQGvyxN/xpDPpb2xfQyCUmumI4g/8w9M1ly11rJGOy7tPxzVL3+t90+HU4S65VjMrFHtDmMCJmACJmACJmACJmACJmACJrBxCKyR+NMRebbvK9xPs9Yix5C5sfjTDsjiTy8b/vy7fz68l4u3TMAETMAETMAETMAETMAETMAEJovAGok/nceFiuJPC49KaGgeEct3DGFQfddQYzMVUz2PkCHm9ti7j4+adX107kLqPn6meVH8mcfjX43v7thyuumxr+ouml0xnx5zy49w9dY4FU0eaZzWlXPPPpFf9lt8jK0nBjm11dnPuolbi3cNq/Q4WJXvA3s7d3iBZ88cFWjOH+vcTXPLbNVWwgr79A6b5m6Xjt11pUevss0t/Y9F8e6dW/dfCYo5uJunI+jwcSrJpUmZ+w7Hnv2ScymPOB/31/VUdwqV7tAZmit9HIuZxrZTj9bQSU9sg3mihv76g2yH8W7q9ooJmIAJmIAJmIAJmIAJmIAJmMBGI7BG4o8IEkkcKAHriBe7onkbUC1UNIIDhR8VEmoRohFQgu+nET+NMKJ9vcJUI640vkd5NK0k/vQ+IpVrqraVRb4DKm/zkTR9dK6v5pqz+iWHpp6IyDxrP1PquzAxfTnXfrrM+1mRZ9em4LjuoojREUhqUUdEE95h02on4lCrTRJAOoLP4bh/d/0IF+PddSzuvyvnII9VNQJMtpmN6ySPLK40talIlASYxkZFIsa763DcyhyrOF1xh3yiZMsxEredUaemxl/7lHmPCZiACZiACZiACZiACZiACZjABiCwZuIPWHQEkO4dN7hbpCvo1LQKokczlqJGZZPvUqmFh0bk6BV1Ot6TSFOH1KYjVqg4RLEkx9NRyW8liiT7nrpyruqrXu+xR1+pnvodRVPMN+VRu+oVbcqxO3WnnFNao/iJlHeRZ/Lb2eTdKiqeSB9FGwobt8wG7taplkY8qe9sEZuuENMVSbp94p+iiI5lX3Pnjog/OWZE986hvnFSk/jvu7uIolFj071TR4WaXlGGNXRzU9um1sYn7ThOcmvqhPjTjV2cLneagAmYgAmYgAmYgAmYgAmYgAlsGAJrKv50qXREiuZRoUa8yGJGd0TnbhWKHNJfiw2NryT+9IhLJVFGXGG1EisoMnHf0HFJdKnsU65FUQRCWLJjzGTfqb8gzlR2hX7e8cNH15qaUq6MN7TGfFdRx0//HT294lKRJ2NK2xUsKE7UOymy1IJKY9cILLCjkNERLBobvXMmIpp+jm0EERE6mj7Jg30cJ0JPI0AhDebKuHm7KqkrQvWKOHW9VdNbD7r4SFpPPOxgjEJujfADO9ZQ59awYK5V3LI/7nJrAiZgAiZgAiZgAiZgAiZgAiawMQmsk/gjsCrRofu+m86dIr13BzXCTiOU1AIDhY1K8OkVHXinTL/40yK21CkVxYqhwkgSVEYQf6pwde1NfY1AA6Ui/dpXtmXtVdsVf3rurqr99dyxk/1yKlpFJBqUxZ8evpVp7zwUeXZdNmsUN3oEC+yluFHfFdPY8TGmnrYj4jQ2vJOmjtIIHhRKku/KrNDXjGv8UcAR0Uhz7RNYCo+GNe8VwkD6S3bMs9mf4omg1RWFur5UXMo1tDHKvGt0bkzABEzABEzABEzABEzABEzABDYwgfUXf9L7ezriz2CBpnwXTK/o0C7+dIWS0rwVxYpxiT+aAMUd3rmURZqhORQEo9p/j/hT3xHUJ9qM4L/kp+3OH/YXeWrd9XqbGMF+ihvc7hOJxGfZpiuKcCzt6BsuBvU1YkpzF02vGMOx9N8ILo2II0nWq42N3IGT/eS7drpeujX15yZ3LhXq6otRO2W/MunG85oJmIAJmIAJmIAJmIAJmIAJmMBGJLA24s9AYaEj2lAsKAs7vY9jFQWFWizp/ppUuhsHs5MFlcKMFX0PzB9OUqzKPglYS42d7fM2c9dYus79fPyruasoi2Qdw6ruJb3wuewnMy7ybHLrrpREkG5fV2Tp9lHc6AogfaKLCCrdcfTFcdxGLqW+/kewmrtj9L1DjSDEXwqTu5bk/TkUVzq/TsZ48v4i8dMIMIW7kTrkmBtZSMzmLiVY0q5ba5dHd2y3r2vXnSGvmYAJmIAJmIAJmIAJmIAJmIAJbFQCayP+8O6e5rEtwVUQLDqPLol4koWPaoy+LLoWIvAIVCNyJEGmDtnnm7nVd9wUxYoq3qA7hlKsQk29okhJOOn4aESwXDPfR9Qj0JTHND6gBTzAR+iEZ+ZXxxrbr301cyLznlcpcPQ8xsXHoLoCRVfI4D62o9iURBYZ1wgvhT65e4ciya13pV8IQ+5i1xWTmCPbrrjSiEGFunk3D20aMYjsmK/ELNoW7FTA6v66GPOT+hnLrQmYgAmYgAmYgAmYgAmYgAmYwIYlsEbiT4dP5+4SihF1y8ecEsKuaNGxy48pZV8QPHqFnSTIiP88tnu3UO8dRs2QVRd/4FkEK76/J7FoGIh4knNXoafKtxZ2mvcIPTDfeYl1j2jEXzDjXGyPvft2xZLFHwRshKPyfFb5Sv4N08IKRZWOGHEsZigI9dzFgoHdO2YqWxE/um55twsFDbkjB0Yl34W+JqcmB8buCCQUW6o8GptuFljrsZG7kTpWvXneuv987Kl/Yr4j/jBeVzCid+bWFYXKtrTjnVF5/HDeHOHWBEzABEzABEzABEzABEzABExgIxJYU/FnIwJyzmtAgHem9AgjFDLkbp01SOWaCGHe18Q0u0gTMAETMAETMAETMAETMAETIAGLPyThdh0J9N790rkThXfs+BGk1Z8Y8159pvZoAiZgAiZgAiZgAiZgAiZgApNLwOLP5M7NNZZZSZCw8DO+g8C8x8fWnk3ABEzABEzABEzABEzABExgsghY/Jms+XA2JmACJmACJmACJmACJmACJmACJmACJrCqBCz+rCpOOzMBEzABEzABEzABEzABEzABEzABEzCBySJg8Wey5sPZmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMCqErD4s6o47cwETMAETMAETMAETMAETMAETMAETMAEJouAxZ/Jmg9nYwImYAImYAImYAImYAImYAImYAImYAKrSsDiz6ritDMTMAETMAETMAETMAETMAETMAETMAETmCwCFn8maz6cjQmYgAmYgAmYgAmYgAmYgAmYgAmYgAmsKgGLP6uK085MwARMwARMwARMwARMwARMwARMwARMYLIIWPyZrPlwNiZgAiZgAiZgAiZgAiZgAiZgAiZgAiawqgQs/qwqTjszARMwARMwARMwARMwARMwARMwARMwgckiYPFnsubD2ZiACZiACZiACZiACZiACZiACZiACZjAqhKw+LOqOO3MBEzABEzABEzABEzABEzABEzABEzABCaLgMWfyZoPZ2MCJmACJmACJmACJmACJmACJmACJmACq0rA4s+q4rQzEzABEzABEzABEzABEzABEzABEzABE5gsAhZ/Jms+nI0JmIAJmIAJmIAJmIAJmIAJmIAJmIAJrCoBiz+ritPOTMAETMAETMAETMAETMAETMAETMAETGCyCFj8maz5cDYmYAImYAImYAImYAImYAImYAImYAImsKoELP6sKk47MwETMAETMAETMAETMAETMAETMAETMIHJImDxZ7Lmw9mYgAmYgAmYgAmYgAmYgAmYgAmYgAmYwKoSsPizqjjtzARMwARMwARMwARMwARMwARMwARMwAQmi4DFn8maD2djAiZgAiZgAiZgAiZgAiZgAiZgAiZgAqtKwOLPquK0MxMwARMwARMwARMwARMwARMwARMwAROYLAIWfyZrPpyNCZiACZiACZiACZiACZiACZiACZiACawqAYs/q4rTzkzABEzABEzABEzABEzABEzABEzABExgsghY/Jms+XA2JmACJmACJmACJmACJmACJmACJmACJrCqBCz+rCpOOzMBEzABEzABEzABEzABEzABEzABEzCBySJg8Wey5sPZmIAJmIAJmIAJmIAJmIAJmIAJmIAJmMCqErD4s6o47cwETMAETMAETMAETMAETMAETMAETMAEJouAxZ/Jmg9nYwImYAImYAImYAImYAImYAImYAImYAKrSsDiz6ritDMTMAETMAETMAETMAETMAETMAETMAETmCwCFn8maz6cjQmYgAmYgAmYgAmYgAmYgAmYgAmYgAmsKoGxiT+X9h+O626ZHeHvWMysaknr7Gz+WFXz/fNrmcdrMf3pDuuP7XttvIFfOxW3Yl7vOhWXxhvJ3sdNgHM50nl6OPYs9dBaXIiT+4/HE0sdN0rd9Xl26/4ro1gnmyux5y4fwwmKN03ABEzABEzABEzABEzABDYxgbGLPx+852g8+MixAX9n4uxmArwe4s9LJ+Mjt8zFBz81G9d96njML44RKAUDiz9jhLxGrhfOx3Q6N++9Z64SLz/21XzOnoqZhaXl1RGAlyEajRLG4s8olGxjAiZgAiZgAiZgAiZgAiZgAhWBsYs/y/s/8xt4dtZc/FmM+e/hgv1I7Nl/JK67ZS4ePD5G9cfizwY+OIenzjv2VuPOtbGKP8NLGWDhO38GwPEuEzABEzABEzABEzABEzCBTUjA4s9qT+paiz+LF+JB3PHzpdPx5sKZ2HHLbFz/rXPx7mrXRX8Wf0hiU7YWfzbltLooEzABEzABEzABEzABEzCBa5zABIk/b8fBb3TeW7Pj4Js90/Lu/LG4GaLGN852RY3FK3HwB0fi1jtn4/r6nSXXf2outn33dJx8W4bXYsX982/HyaeOxrbbOzGu/9ThuHv/q/FuLMabR0/Gjk/Xfj5xOHb86EI3DlxR0Jl7I2a+Nx83f6Lj4/2fPhK7596QYGKb3/mzcDEe/253LOLv+MG5eHOFN+m8++zRqv7OHVYL8cSXkdt8PJ7SqpKs6jgce17Bu1iOxscgGoFrxeLiaLmUxJ/VYIx5OH067v/8XMMXud382QJjFLO4EPM/OtLU8L7b5+PB2StxtnrXVH7U6L24NHu8O8fw+/mj8fhpPVDqaXztXOz+6uF4/1ayKRxTlWk33/fVx1/xeCCbudfjiW8cDthe/6n5mH7meHzkltn44PTFOrA29Tuc8Ahf0z1iDW3xXvz3xtOglcHiz4A7Zuq4neOwtut5l5C+26tzzt392bmKB+a5Yjeb3t8zqJb6nOy5s3DUz4QYUMcgON5nAiZgAiZgAiZgAiZgAiZgAhuUwASJPxHx9tm4GxfdW4/EQV6Xv30u7q3eZXM0Zti3eDF234mL87nY9r1T8cTsuTh46FQ8+OW5Sgi5/stnopGPeFF6z3xc/4nDcf/+s3Hw0Mm4uxo/Gzu+fTRu3no47q36T8W9OzoX/T0CVH2hefMdc3Fdwcft/yIXrRSKulftEa+cjm0QjLbOxbYfnImDs2djz3drIeCeU3FWBaB6/HW7z49wSL0bB7+FfLtiz5sH8ejXbPRcFNNT5Xsubr9nLq6/cz52P9Xhdv9nOzXfXBQiOLhua549L3xeBcZvHjrSEUZ2HIlp5DV7Lh7/0dG4tRLa5uLB3yqkK/H4lzo5f+TLx+Nx2P5gvhIIqzm6RcWft2Pmkc5x8b7PHo09h87FwaeOx7b6+IEo2CyvnY7bt8522cg8XffpkzJPi3H2X+Y7+RY43r7/9cZl1GyQ1/s+eyweh8/vnY75xZLAUw+r3uE0Gx/54at1x1Jq6LyQuz9eN6VBa6sj/rwbl46ei8e/i8cR5+Len2I+X63PycU4u3++Ok8xH9VcHzoVPAY/Ni3Cayu7rsjaHOdL+Uyw+DPoEPA+EzABEzABEzABEzABEzCBTUhg7OIPhIhBf/ndIu/+4kh1YfjB3efj3Xg7Zr7duYDsuUifOxYf+dRsbHuqkXjqqXk7nvhaLYZcrrsoVmw9Eo9fFgGhvsC+7pbDMf2S9L97Nu5GziogUZDZOh97XhHbxVc7v7K19Wgc5HNWfeLPm/XdOLjjRsZGxLtzR+ODt8xGzy90MdYo4g9zxSNfPDjZB7GCfWzp+45jXSEN+/joWM+dJhyUWvLUFz6zb9mMX489X56L95VeVn0aL7Oejesf6Yphzd1O/yQiC3jWd4hhTptfpvrt8UoU+uC306Nwi693fvFJ5u7sP+EX6jBPWvNinP3h4cCdRdMv1v1vnIkdECnvSsJdc7wejumXa1uyKdR2dh/iQdjSeBFnf4hjXnwsoQaKTct98ffqiD+dejq+ZC7Q/fLJ+BjmM4ueiwvxRHXnnwh9A9jxbrxG/FnKZ4LFn94DzlsmYAImYAImYAImYAImYAKbnsDYxZ9hv/b1xEuZMR//mov7pzviyM2VEJTtytt9F5y8gNRHxqqh5+N+iDw7TiWR5PXYg7t/VNyoRZPunRjd2BCrIG7tOFj/FFIWf+r41xfFnFdjettsXLetINR0Q7SuvfnUfBW7VwR7t358rvDi59Y6FmPm2xDN9NGclrDkqXzYtxLGLeEi6nlq+PHRtiNdwa0Z+2Z9RxAFh8WY2Y26uN0YViucu7t/0VHuOuLPXNx9UO7k6h1SbXUFkl4xr9qZ79ohm2+f6/dU7+t99Ks+Jhrxbmk1NOJPKV5/Bn093dr6dkUMEk3qWhoxJiL6zkXcsDPdEXOn+877iKjZNULfIHb1sazxShmjrz8PP/bVxsr9JmACJmACJmACJmACJmACm5PA2MWfUS7O+tDy8S+IM3cci3neVZMNF9+JN1++2HmM6h+Oxd2fn6vf1SIX+7yAbMQDOqlFhb6L5MKFYRZ06AJt7b+5YM22FFy+e7p6lAmPM3X/zsSD1SNXJSFDg5TWKXR0H/miFe+M6ROc6lwaoYoDImqR5Eg8MeznvMmzJP6shHGVy2K8+/YbcfIoHs06GQ9+90jcWr+jqfsY3Pm4v77r5pLkz9WOuMD557tn5mN3D/d6DvYdifffIo9X1Y99VXeqfWIutn3jZDx+9NW+dyF1BCU+zqTzicfojsWtOG4phNW8SsJhRD2HeldQLYB0z5ul1tB57Kscj5Ta2/GKP2/E4/dAjDsaMwXdrBH6eGwNYlcfy11OdU2jfCYMErHa0XiPCZiACZiACZiACZiACZiACWxYApMp/sTb9bts0kueG8xvx8n9R+Ij9Ut5ebF+61ePxYPf6Dwy0zz2U19A9l0k9t1RQudt4k9+HKi2pxhC4SOJP7yYHvToW9udKcyo2NaPzwz0K480VT5Sbup30B0yakexq+fOqNVgfPlcLYRBHOj8vf/O+bj7R8diG7bJl/NGgaAnuXyXRy3w1f7ot69tfEfE5QuxR17MTdtbv8eXc1OM6eZJm56W+bWy6STeuXure5dW55EvFfSWWMOQeAlX3yaP1/w4ZsewcG7QQyFu6x03rXeY1bWOwq5P/FnCZ4LFH86aWxMwARMwARMwARMwARMwgWuEwESKP3wXzvvql/3eOycv5Y0IvNQYv/B1/T3HY+blhXhX7iLg+1JWX/yZjeIF8SudOy2aR3eywDJ3tPexsFU6sDrvi5mNj0HweqT/7957IIKl9yLl3CSXdRV/Fi/Gg3dATJmLe596NS69Lbd68R1GjUAz+M6f3vmvH+Eb5V1GwqKz+l68+/LFeGL/0bi9/lW0zruZ+IjcCHdJwVFBFOkJVdf3we9diIj6kS99h1MssYZh8XqC928sW/zpu2MpC3GItbw7f/qF2/4XPi/pM8HiT//Eu8cETMAETMAETMAETMAETGBTE5g88Ye/7oXHvd44H/dDFPiU/NJX8J0vpTtx+L4bPvYz6OK7vsugERU4z4W7G/ruMqBtRH5vDF9E2whFfI9JXxz46Fzs3/zpk/KT3l3f7Wu1SHDLgMfFjh+vXiZd/UoVHU2q+PPbOte+R/C674Hp3vnD+S/VzkfhOP+F44Es8IJovFz8U3jHD16X/UY88Tdz8f47HstYGwAAIABJREFU9OfVa+NaUGEOHYEJYqCojvSL+f7EXHzsh/VPuA8VY+pfbINAVR8rvY/lLaWGQcc7ExzcjiT+FN5RxfNAhZr+O3+67/zJL7musuK5wpd7D2LXc07ymBjxM8Hiz+CDwHtNwARMwARMwARMwARMwAQ2HYEJE3+6v+7Fu314F1D315p4MTwXu0/3Xny/e/x49UtCuIOkeaFs6wXk0sUfvH+o+bl5HAqLr8buT0OcOhYzvFmlT2DhY0L49ab35ABajEtP1b9sVt31IbuGrdbCzvXfSr9g1TOu/ilx/dWovty6A9b1zp/6ov+6r50NYqwyW3wjHv9q/XgV36ED0ebZo9WdX7eO8Gtf+AUw/KIajp839XDBL5xVdxt1H7Hir2/x2Gvo1L841tzdRTHoLv35dxwPb8TjX+7cwfTg8TpY6/HXeK/rmYttX8LdWv2i1lJqGHqnUTdscW2w+MNzr8uscoJfTqve5TMbRfFHfz1tlF/7GoVdj/jDvEb8TLD4U5x7d5qACZiACZiACZiACZiACWxeAmMXf4b92hceWeIvflHouV4u9APv/6l/ApoX5bwYvu6O+dj9FF64eyamv3E43ofHnL6En8+WR7RaL76XLv5cv3U2rr+zjvnU8dh2Z+dCv+dn6EsCyyun4na8n2jrXGz7wZnOC6q/28m3T1Cqx/Muk/5DbzHmv9d5pOveZ3ukkj5TPhrWeaSo+6hMc1eSjFhX8YcX4/jZ+2+fiidmz8UT+49VfMH7dvwiGt8DU+V8pX5x8Gx85MvH4/HZc/H4D+ard0BhjnrfofR2zOzu8HrfZ4/GnkN4mTTnbjZu3y8/F/92fadZM0/I42jciscPtx6JJ94gsMU4u3++8+ghj4dDp+L+6uXds9Hz63Stxx99QTSqH2XDo4xFQW8JNYwST0Ln1cHiT0TfuffUybj7s3gEc7560bWKP7wb6OZv4WXnrwbur4rossN8TOP8FXYfeeR8VwAcVEuP+FPIa9BnAo+3nmMqk/C2CZiACZiACZiACZiACZiACWweAmMXf3pegtvy4t1KjODjXj0X2TXoN87EDlzUN49/Lcabc8diG38JaivefXM8Dr72XvNz0Z33swx6DGbp4s/9c2/EzPfm4+bqXUSzcfPnj8bjp3vfR9T32BePlYWL8bi+SBi/JvXd03EyDef4VvHn3XNxbyUkHWv5xSQGxJNMpzsvS+aLn0vCVG2+vuJPRLz9auz5xuH619pm4323z8f9T12MNxfruzpYA8tbfCNmfnAkPla/jwf2D85eiYPVT7vnu2fei0uzx2PHp2crwQbH5Ps/fSR2zzVqDr1GLFys8uAcX8d5WtDbhmC+GG+ePh33f36uEh3hs5Pzq13xAmaDBIwm6iiC3og1jBSvCdy3Mkz8qeqeOx47/qK+Iwt8qpdhd84nFX9i8fV4ohZlr7tlPh6/zHA4f4/Hjs922d382SOxe/YKDTrtoFqS+NPJa8TPBIs/vZy9ZQImYAImYAImYAImYAImsOkJjE382VTkBogmm6rODV8MhaJjS3yH0oYv3AWYgAmYgAmYgAmYgAmYgAmYgAmYQCsBiz+taGSHxR+Bsf6r84/MxvvvPCqPYdU51XeIlR+dWv+8nYEJmIAJmIAJmIAJmIAJmIAJmIAJrAcBiz+jULf4MwqlNbN59+ixuBnvx7lzPh7cfzYO4p0/P+K7eeZjzyv5Ea01S82BTMAETMAETMAETMAETMAETMAETGDiCFj8GWVKLP6MQmkNbbrv23l/9YLn2Wh/N88apuVQJmACJmACJmACJmACJmACJmACJjCBBCz+TOCkOCUTMAETMAETMAETMAETMAETMAETMAETWC0CFn9Wi6T9mIAJmIAJmIAJmIAJmIAJmIAJmIAJmMAEErD4M4GT4pRMwARMwARMwARMwARMwARMwARMwARMYLUIWPxZLZL2YwImYAImYAImYAImYAImYAImYAImYAITSGBTij8vv30p/tf/8n/GD8882SD/wq//3/ijv52q/rS/MUgrJR/JJJ65dCT+p7//YE+cbLNa28jn//rp5+Ktq2+vlsseP/D9H/Z9amz+e4KNcWPYPIMf6kS9umCbxweOHfD2EtXxAF7gupmXUc73zVz/pNV2+8F7q8/XpeSFz2OMW+mynGMB/6b4c2Ol5D3eBEzABEzABEzABExgnAQ2pfiTgS1HpBnlAmA5fnNuo26PW5wZt/9R61yJ3SjzURJ/ULteuPlCrjsL5LXZxZ9uxV5bbwI4/yCq43wedeFxinN5PRZ/ZqwHdcc0ARMwARMwARMwARNYCgGLPy20LP60gJng7uWIP21jcBG5XheSk4SYF9UWfyZpVjZ3LhZ/Nvf8ujoTMAETMAETMAETMIH1ITAW8YfCyTeO/EN1RwUfp8HFNPexD1/0deHFOPejVRv+H1b4brNhDNjiT+300Sbko/s0jvpgfjm3//TLXQMf++KFM+wQl7E0B/rWx5Vgx1zog2OX+n/E6T+3Wjvy+dD+bX2PfeWcSgLAKDY59rBtcP5f/sv/EZhj1MvaEUvnQFm0zXPmxzop7GCc3vXD3BCrNE/cv5RWc0YtjA0f3Kd9PPY0Pu3IAi2PEfhhvjjWaEM+Okfqk3HyeQp7LuSnfdinxw/jcMxqtozPmtCWWOUa1GaUfMiCTJfDk3GUDfJV5iUb7OdxiXq56LzBD3Pj/nxMlI7jbJO5IAZjI8af/MuOKt9sx3nQ40DrzMcAeP5vez4WPB7zftaQ21wztvPcYAzzQQ7cj/zxpxxy/XkuwJT8MRbrx3/3YuVDeWc/sNX9WNe4uS5vm4AJmIAJmIAJmIAJmMB6Exir+KNf+PmlPvfpNr9g65dqjFMb7OOXdF4o4QJAv3jzYoB+sl9eOOgY+uWYNh/IBwv354sAnVDGURvmQj+wzzWWbFBjvnDRWDl/3ZfXMy/ELzFV7m05KUMy0do0dq5T9+k6Y6lv5Iwcc59ucxznkPyVG/2gxQJb9cE8kGupH/tZJ31wTKllTmRSygk5KGv41dj0wboQJ7PENvgwJ+ZY6ivZ0Ddj5Xy5jdg5P4xFHPoocVhOH1kxX/jI+bFO5becfOiHNSyHJ9no8Ua/WgPW1Qbb4Kd9iK815bq5zXxLsWnDuSPPHAexaQM/WNfjj9whyMInY6lNZs661aYaOMJ/4Etrpy+tlbWQa95GGObE2mij9dOGfjAuxyNHjQ+fmiP2LafWEXDYxARMwARMwARMwARMwARWhcBYxR/9Qs0v0PwijuzZxy/V2KdfzEs2sNUv3SWbYV/eSz7gB/kyfvah+2CLBX4GXfTyYkM5YJz6YhzlAhts68WEjqmCF/6TxxRM+pjDhnmy9jwv9KP+mTfnjjbD2lHqYHxlUmKd55HjmFPej9yYN+ckj2H+2K/82c+2bRz3sy3VWxpLu0dO7Os7psCBc0O/2Qds8nlRqoFxMOeZBX3rPPPY4FzkuByjftm30haxVHCAP+aDeFhYA/Mr2VSGQ/5DPzx2VsKTPhhS2ZRqYmzOMbe1JvjCNo/J0rHNeGw1Lvvy/KnPNhv0w475ZR8cp/HaaqDtoDbXRl/KNR8Hw7YZL+eeY8Eux9PaB/nh3NDGrQmYgAmYgAmYgAmYgAlMEoGxij/40swlf6FGf/4iTlu0GAthhX/84o82f8nOfnKsvB++sw/E1AsB9cELC61nWP7Y3zZOL5I0JsZwQc564atjaJNbxoNt21LiB1v1PygnCAzY32bTFpf95JpZcj/aPF/sUx7oyznkcYjBC1b6z4y4rccD/OK40z6O17btOKJNW62MqQyYO+IOmj+M4TmBFrliKeWCvly/zjPzow/mrcdezrUUB+PgYxgv+l9Oq3yUUakG5jyIY84h+ynVOYyn+qQ/zhXnoeQX43RewDILebDReVH/8JkX7s/7yIb9aJkbfdCG/LIvjCnNtR4DHJOPLcYY1Ob6S75yjnmbY1gn42U7zZk2HFvKHf44p3r+lfzQn1sTMAETMAETMAETMAETmAQCEyX+5As8fKFmH7+Il75kZ5v85T3vL13wYDLgmxdd6oPr+UKC/cwtTygvNPK4fKGnFxO6zlzgV8fkOLqNWrNIovuRS+nCTZmUGMOHcmyz0Vht68PGahz6KNUFP8ooj2tjhn78ceE8kT32tXHiGLQcl+eXNjw+6De3eRziaj30w7o4HnWzD+tYSvmiL1/YIwb7mB99aDweQ7lG+GQeuS0dV/S5nJaxGQe5sw/rWEo1ZJtRYmc/y+GJOMiL+ZKzMi/55TjaYz7oI7d6fLBOteFcsh7dp+vIAwtaxq066v9onvCpcbFPfek6jwHGZz7qe9h6jlfyxdp5HOTt0hjEzXaIxZyZVx7Lc411Ygz7WF/JD/25NQETMAETMAETMAETMIFJIDBR4o9eJBHOKF+ys03bl3d+UdcLG8ZBq1/g1QcvGDBOlxxX92G9bZzWiZh6YZV9cFvHsC+3bfHUTmvUfvXflhPqpSjQZqM+S+vKtbQffSWuGpvjcg55HOYrX9iSEeodtCiPNruSf7Vlrfm4URuuoxZeXOacS7mUas0XsaX81BfzQ2xdlCt5sQa0OY6OXc11zYN+mQ/nr1RDtuHYQW32U6pzGM88J4ynzEt+Yac2pbrpq61lzfwsYT2IN2gp1QR7rUVzw762GjQO4+djS23a1nP9JV+sl8dB3uaYXD/t2I9Y+XjmWOae60feygfbJT9t9bnfBEzABEzABEzABEzABNaDwMSIP/lLOWHgSzouivlFvPQlO38Rz1/e83744EUS46DVL/nZh+7jGPjR3NjPtq0m9ZVz49hcp46hTW7BKgsH2aYUj3lybMkGfuCfF0ptNjle3kYd+Bu0lHyjj8ITx+Z5zOPyfozjvDKHPEZteIHIeNqW8tH9WCdXxuJ+5oD8sHAbdsyHsemD2/SBbT32sM25URvOKfsQg30al/vRwhdtcvwS0zxGfa1kXfOgH/IhU9ZAlrBjzrTh2EFt9rMcnsghzwH9kmfpuCnZ4PNJa0LuJf9aE/3Aro2B2mBsiTH6OR55oybYcYH/0uen+spxOHaUNvunL82BfZxj5tu2zbg8fhADC9q2OcM++tXYGIdtPf9KfhjTrQmYgAmYgAmYgAmYgAlMAoGJEX8AA1/c9Ys4v6jjSza/fJe+ZNMO+7DwwoDbeT+/0Gss2OqX+TYfzIP7dUyeUMbhGO5HnbwYRB/268UUfeu4PIa+2Ob82V9qM2fEQR2aE2w0JzLMOSlD1ouxpSXXWbJBH2Nx/ti3VPGH+eS6UCtzbLPRunKenB/6yPt1m7VkbpoT9mm8zAlxdD99og76zT6QA/o0Dvrgi32sQ49h+iZ78mEc+ijlwzFa/0rW8zHNXPRYZQ0am3ajzA/zy36Ww5PsMivkq7x0DsgTNpovfOj5x/zoG/XqfvjJObflw/nnGN0mD+5DXjkO9iFXrYmxOA/Ml9vqd9h6ro3zqXkivjKjjTKEH9iQGW3UD2y0DuSWc2+rVX2X/Ayr0/tNwARMwARMwARMwARMYC0JTJT4wy/n+FKNP1x08Es1v9RzG1/QuQy78Mj7OY4XEIwFOy75AgD99MP8/tMvdzU5Yn8ew3p48UHfiKsXIOiHDf2izWM0NhisdNHakcuH9m8bmlMpbs6b87SS/FirxkPfUsUf5MA5IFvWqXlmmzw3K6kFY1kPc1D/qDHPN/PhRSm3Ob50XmAeaM980aex0K/HHo/X2w/eW42lf+XO2Pl41OMH43QM469Gm48vbCM2a2UNGp856xwPyyX7QRzG4Fj0DeIJO84nWSIHjMsCivLDOv8YCy3G0Q9abOuSY+UYsB107DFGrokxOLZtv9aQj4HMkz5HaTl/8IkYWOiPPMAiMyMP5cAaOI7+mAfG5HlmLOzDovnAT+n8K/lhDLcmYAImYAImYAImYAImMAkExiL+TEJhzsEETGAwAV7kZlFh8CjvXW0CFBc8D6tN1v5MwARMwARMwARMwARMwARIwOIPSbg1gWuMgMWftZ9w3p3Cu0qQAdb1bpW1z8oRTcAETMAETMAETMAETMAENjsBiz+bfYZdnwm0EBiH+ENxg4/ZlNr/+dGbeh5nKtnkR3FaShjaPUo+qxVraDK1Ae7w0ZqvBeGHdzdp3aV13/006lFkOxMwARMwARMwARMwARNYGgGLP0vjZWsTMAETMAETMAETMAETMAETMAETMAET2FAELP5sqOlysiZgAiZgAiZgAiZgAiZgAiZgAiZgAiawNAIWf5bGy9YmYAImYAImYAImYAImYAImYAImYAImsKEIjE38eemll8J/S2OwoY4cJ2sCJmACJmACJmACJmACJmACJmACJrAhCIxV/Hnl5Zdj4Wc/i7defTXeeuutWFhYaP50u1p/663Khv1vvtlrr2M36jrEMNaHGt544414880345VXXqmEsg1xxDhJEzABEzABEzABEzABEzABEzABEzCBDUVgrOLPwltvxdk7/+/4/e9/Hz9/+mAcPvybOH/hxTh+dC5+dvBfY+bXM7Hw1pvxr//6TPzq8C/jmV/+PGafey5OnT4Zh+d+EzNzv4rDz83H6797c0NBZbKvv/46V6sWQs8f/vCHpu+3v/1tvP3225UgBmHIiwmYgAmYgAmYgAmYgAmYgAmYgAmYgAmsNoGxij8XryzEwtWI319d7bQ3lz/cBbQU8efMmTPxH//jf4xf//rXRRDf/OY3Y+fOnfHuu+8W918Lnbir6pOf/GRMTU2NhcXDDz8cmAcsjNU2HyvlvW/fvmauMaeYW/St9YKYYIp6V7KMm9dKchv32Dx/OGbINO9b61wQD8c0ju1RFxwT1/pnzSisdJ5HsR+nTZ7j9ZxDfBbg36u1+rdqreOtxjyu5/ysRv78vEcda7kwLv9dXgpHjh2U81L8rbRuxGId4/p3gn7x3ZLfbTRvxMf3qTYmZMY8dexS1uFHPxPgj/9GLsWPbcdDAMfGoOuPlUQd5dplFJuV5LDUsev97+lafg4tlY3tJ5fAWMWfvbPn4h9/eSJ+fub38fuFhTj14pk4//LLFY2Z2V/E2RdfiAuvvlptnzz5XBw5eSL+/ep7k0trTJlZ/Fl9sOP8BwJfRvQL0mp96SlRGOc/tKV4g/rwj4y/hA0itPR9+sWWX77bvlwv3fvSRjA+zp1RF3/xGI2UzvNoI8ZjVZrj9ZzDcX5OlwiudbxSDtdaH/99XOvPNcbFubfUhWPXOudSnvk7AM/hceTGurOgz/6l/NtQqmWUvnyOTspn5yi5Xws2+XhczZrz3Jd8j2JTGjeOPp6Lel6s57+n46jRPjcngbGKP0/MvRi/OH05fnn6cly+PPzv/IULjR3ejfNv//Zv18QfHg/znT+re4KN8x8IfBmx+LO683WtetMvtvwiMY4v9aPwZXz9IjNsnL/oDCPU2a/zPNqI8ViV5ng953Ccn9Mlgmsdr5TDtdZH4WCtP9cYF+feUheOXeucS3nmi22ew+PKDbzyHT44b9bqf/zkc3RSPjtLc3Mt9uXjcTUZ5Lkv+R7FpjRuHH08F5ETl/X895Q5uDWBYQTGKv6cPHkynn322eqdNj8/dChefOF0vH75cvPSZ9zxgr+L51+MX8/Nxbnz52NmdrbqO3LkSPUyZLwnZ7P/XbhwYeziDz+w8Y96fhQKH1b5H/bcxw85/cKBdfpDq1+y2j6g0a8flDkv3YeDFzG+8pWvVI+WIEbenw9w5lnKK8fK/3drlFi5Zmzzi+JPfvKTiiNjl3JFH/ergJTrwDa/hNEeY1kf4mJBizq+//3v9/nVXHOtHEvfaHX+KufpP/CH4wSPBXFcPm44ZFCd5MV4g2qgP7TKA+xQcxtDxoBvLqU++NQaaMP6StzoDy2ZYByX3Kdzpuuw1/h5H/1pSxvmp/OW42Jc7uN49Ot6rluZDDpv4Kft+NO8S+t6jGAdvlBPZq52pflmHcoEY7hobeqLx5/2wYeOpY9R2kGcdJ7pi/Uyb2zrkv3pnNAu2wzKXTkgJv2NOodLicX8UDfrQ8u5zXPGeYU9bPCZr/bwl3lx/hhrkE1bPB2LdTIqfZZzH+vJ8TMf2KlNiTPnIOeh2xyHGhDj1ltvDeQHZswFNhqfPNUPcqE92mE22F/6jNU48DPomFOm+HcD9TIH5MwF65kF52yQ/zwn6oP7OAfKUeMyH7TMiWO5DXusq436o33puGEstKyJMfndpq3GPGewow/MDc4V+uK5pfGYM23IQm1K64jD4wM+uF6yZR8ZMAZazAeYMD5a7uc4tqyLtow5qh/G5/gSD8bSNjPCti75eM9+Yc95RGywYy7DjgfEgT1zZs2MDz/bt29vvt/l/bQrteBGv2jzWOSNWkrfHdVfrp+fCW3zyLFaF+JnbrBTG+wnRxwLXEaxoS3bnDPia76jHlPwp/HVD+cYffjjZ89yuSKOLqXjSvdznfHADHWP89+HzLV0LGQupXln7myzX7LkfrSok6x1HmiTeX3pS1+qjnmdd9iSEVouOsf5PFnJOUj/k9iOVfx54YUX4rnnnqvEG7z0GS83RgvBJ//xxcdsf/Ob38Tvfve7Nf3DJOeY6Bu3+DRu8QcHP04WnBxY+I8sT8p8MnC/ngQ8oXkiwZfu58nLGLDT/YibfeQxjMu8MAb+NPeqgBH+g5NZ/QxjsJRYuTbWpfUyHlouyEk/1Eo2tGVLRvRDRuRMPvyHg7mAWe7jNnxjnObLOPTL+NoylnLNNcE+9+U6mSNrol/mxxo1Dmw1X/rUPs2VedAntjlG+xCbcZiX7se6zlmOAW74xxYtFuauedEv4nM/OaOP/vO+HIv7NT+MZ6yV5tLmP/9Di/hkNsrc5TqwzXHwnf/om/nk/ZrPIBsyJn/1Q2aoRfu5roxL+ec+HltouSgnnWfsxz7mgO18/nG7zV9pDFmQH/PQljZaH+eCfbRRP8yHTEs2GgfryF1r5BjGgQ3WNQ7GYA7UBnaIq75yPqPa5HgYpwuPFY1FPrlPt5mPzlfOmX60XuTD81/z0HWM4xjG0THwAWa5T7fzXMB/jp1tOBelOpETFs4p89O8uU6myJF8WAf9cJv7MbbUR5+6nz7Qh3XWzbj0iX2aZ66f9rDTdfrV/NlHf7RXVuTH+GSFuFi4XTreK4P6P5mDjqNv2mQWmk/JRuPoOutBbvhTv2qn6xzDnFg/GcE2M9fxXIeNjhnFD2OT7VJi8XjBGPphvYzNbbLX/LAvM6If5U9faLlkHtmGfjRHjh3Uwo/Ghm2OxbzJrFRbPmaYD+rVOnIu8KmMOI6xBuWj49pyVpscmzlrfqhVeZCz+smxyEPZcxx900brWg5X+tF86AftoAX7OY61a87IDfOV+3Qb9Sif0vzQN2vnth4Lo8xzroV+6JexWRO2UaPmxzHKBut6HpKpzg19qe8878ijVJPyyjVsxO2xij9HjszG07/4fkDcePrQv8ahf/3XmDs81/zC1UItAp09fSL+vyefiNm5X8fBp39RCUM///nP48SJE2v6h0evfvqTJ+KJJ5+Kn/70yfin//bf4swLL8Srr7wS58+/HK+8cjHwiNbxUy/E/LGT1c+2Y3s54hBOkosXL8ahQ4cCtS7nsS8coG1/PLjbTgCePDjQecLyRMI+XNDijyckWh782Z4HPsYPslEfGIOTjnnSh+aFPvVJm1Fa9T0Kg6XEQh36QVTikWPmuliD5sk+bfM4+uVcodVcMDZ/mLGPrEv5wmYY61Ks7Cvny1q0To7hsVWKq4xzzeoz1859pXqQw7Zt25pjLvst5cFcsa+05P2of9C5k2PqOZH35Xg51rD9S82F8cGJC9Z1m/1sS8x07minLevQf6i1j8cp/MCG2/CR+3i8qQ3yxTjmXfINX6wXtvCr/vk5VnWO8J9hnOCfPpkzY9K9ssS+Qcc2xiCm1o2+Nt+MwZrJBv0al3Y5/nJilfzSP9vsN8eFHecP/nRR/6PYYGyOp/6wTj/Kh0w1Pvs4h9g3bC5gk+eU8dR3zkl9M67aIwc9hjE+c0Q9WlO24XGhfmGDMZoztofVmfNnjTk+YvGcYHy10f3ZJ7axP+eidoxbmqO8T8dhnfsRo8Q3x1d7+so1wQ/rpQ3nU+vmPra0YR3ZL+10bkr5wG4YU/pCy7oHMVZ7xmSeaPXYgW2uRcdzXetA3yh+SnUxH+wrLdzPfLNNG+dcw6ixs7/sh/G1fubYVgPH5BY+8KdL5ljKO9toLvQFm/x5w31omXPmqr5KtZMPj7dRbDQu11EXfbAv+8p1wm4UG9hpHcxZWS+Xa45f8sN6tNV66QN9XErzletH/loDxo5igzh6LJRy5vGgOTG3Uhzdh/W28TlW3sbY3Mf5Yi7khVp10Tlui6/2G3F9rOLPC3jM6/VXKnHkrTffjNdfv9wIJRR+0OL9PgCMFkIK+tZL/HnmmWcqkeqpnz4Vv/jFL+Ps2bNx5fLl6o6gK1euVOLPld/9LrCOXJcr/mAs/b344ovLEn/yAcsDcJQDlycBT3i0XIdfbrOP24iRPxQYFyeS3gWBMfwQzvHaTija8eRESx+MM0qrsYfFYo2jxsr107/OB+tQ3/mLH1mW+llj/nCiX+WTx5fqUB45f42l88d+tiW/2AffS6kz8yr51RwzA+ajNuzTVo9HcMMtxbgNmzXm/TjOWIf60fq0n+u6Hzlxm764Dfs8f7Dn/OV99K8tfOEf27ZzQmMtNRfGZ96cJx5rmgfXh80d7bTlfLJu7oMvrY21oi//5bHwgXrVLteBfbDRJcfI+9W2bX0UTvDLnLGeL4rgm1ywnz6Rc4k/9+d9nMPcz9y5n2zQD9t8PGmOy43FekrcmQ/y0NjKiTaaC/vQ6vk7ig3G5HjqD+ulWtmHGFxYm/ZxH3jqcUibEmeMQU46H/TDVseV4ioHjmnjwXjMj8dhyS9s1Q85IB9deEzlftpwHDmwP+c2m3IIAAAgAElEQVSN8TxH6LONy7D9iJHjKketi/loy7H4nwVt56D6o73WmHMsHXvZRnPgep4bjsm81X9bfZk5Y5Ra+EPtPEZKNtqXGSAHziftci3s11brQP8wP+SBcXlBX6mffgfVxnoy5xxPjwPG59hBxwPGZT7Mi/0lP4wxaov68/mOsaW89bhhnbn+UeaQuTF/xudnfWlOMQa5LsWGcdpa5M7YaDkfpfi5rkHzw+OGjPQYG8aVTDJX+mJ/yU+pTrXLNcAeffzOy/E6z+xjWzpe2nLWeMxfWajPUj/20zfmh7VzHNq2XHNdyoHjNb+SL4zhucYxtGM/8+Oxo3YbeX2s4s+hQz+N/+ee/70SdY4895v4l6cOxcGf/bzvkS+IPflvvcQfTPSVK7+rDkg8AoZt3PWDln8QbbBO0QZ37Sz179SpU5Ww9MILZ+K3v/3t2MWffODmExX7ebDjJMU2/vBBjFrR0gda/UDVdX4o8gTidj4J4RPxdKyu80OgdEKPcsKhBv4jwljMn+Mzg1FjwQ/rgq+S/5JvrU/XyZ15aZu50a/yyeNLdSiPUedP88B6yS/64Rt/tNHadJ15Zl4lv8o4M6gCDfhHgfuVFXxA/EFsHsuIwWOEtpqvrrM++tYWflgb7LBN3xoPYxiH86dj8z6NoesY25ab+ltqLozPWvM8aQ5cHzZ3tNMWOSJ/MuM+9nNOkIfWqes8/5ij7uN6rgP9iKFL23jmoLZt6/SRfas99rFeXVebfJxzPliP5s+Yuk/XeXypf6zTJ9mgb9gcLjcWfOexnDfmhTyUdYkN+rQ2Xae/UWwQM8djHmyZr/JjH2JwyXPFbeYGW/ZxXIkz/CEnnQ/GYKvjsk/YoG/Yl3vlo8y4XvIL3xhHG3JgjblVZswdLceRA/flvNWuLR+O5XHcFrMUVzkiF56P9Kktc0GNEIDIQG3UH+21RubIuS0de9lG/XM9s+CYXLv6Rx55frhdqoWx2HI839Ok5yhtcpsZlBjnWrIPbGsd2B7mhzxYX27JP8cq+VWbXA/3MR796nFAm9LY0ricK7d5bJb8MMaglvMHf5xv9HEdY0t5qw1j5+OM/bBtW8CGtfDY0XmFT9aoPjSnUWx0LNd5jDE+8mQfc0ab42cbzYW+0WIsOeY5xf7SOB1Dfswvtxjf5qfakf6j8XINMEXfSv99YM7MjSloPLLI9XCb5wvHalsaq3NFH7nlPMCXcqBv+mVsPQY5JvvkNo8P1s586Hujt2MVf44dez5+9aufV+IP7vzh+3Sy0FPaXi/xB3fkPP/889Wvjh0+/JtKoNm7d2/1iBbuTILgg4MB61evXl32/L9++UqcP3+huhPh9OnTYxd/8knLk4L9/IBA7bhIxjb79G4JFKwfZIMA8KRBDPzxZMIY3TfIB8bxH49BdnmfnuRtsTKDUWPl+ulfPxzomx86uf6cb9u2frjChn7hD0vJb6kO5ZHzb4ud+0t+mc9S6sy8Sn41x8yAeakN+3KLvPAHW+bIPrYYk+vIfgZt8zwZ5dxhHNSMBXnxvMj7BsXkPvjBP1b0t5JcGJ+cOE/0zZjaYl8+P4fNC/YjZ9ZNf6yF/pAH7JgP7bTlGP0SkMexDvhC7LaF9cNumK36oP9BnHSe2/hw7tDmhbmxzlFiZh/Yph9lOmwOlxsrx6cfnXfkwfmGvXLi+DZe3M9xZKP9eT3Hy/uZo84l+5AHF8wR4rGv5DfblDiX5oMx2Oq47BM26Bv05b4thnIt+YVvtSEHZcMcB7UcR1a0Vd/sA0f8IYYeJ9zPtq0m7keb4yrHUuzSWIxhLD1OYav+cizs5zjUg6V0jGSbyjD9J88NxyC+Lup/WH06Lq+zFtbL+Dle2zjOM9o8h/RFm+wD21oHtof5IQ9yLvks9cHvoM8Mcsh1Mx770ZIV43Cs1slxzBPjMh+OZ1vyw31tbY5Du1xvKW+1oR/WST/D5rBtv84r4pRqX6oNc9JWfbA/51SKn23a5kfHkhHnFPGGceWcZq7MlW3JD/dpq3a5Btihb6X/PrTlrPFKLDTPUdfph+emHpODfCgHtUM/jjVcu6PFNhfuQ31tC2tHHptpGYv4w7tgnnrq8fj41v9QCSXzs8/G/n/5aTx37Ld9d/ngJdAHD/4snn72mfjFM7PVS6HXS/x57bXX4qWXXq7u9jl37ny89NL5QIs/3AGkfy+ePRdnz720rL8zZ14M/L1w5sU4daoj/oz63h894UoHo3748UTSDyeMyT5oB+EHf9jmQa/vSSmNZQ76ocg+xMWvFeBPc2A87cMYxuSJ1nZC039bC7/8B7ktVmYwaqz8YZRzRk45Zh7DvIfFzDnSL8ZhQZv/ES35VB7ZJ3MpzR/3tcVi7cxnlDo5Brb0y7liPPWTa6YNauI/EOzLLWuCf42Hfwz14g3jlBH9tMXmfrS0GeXcoa3y4vzlfRpj0Dryxt9Kc2H87IvbpRxKx5rOXWkM5x8CCzloH48F+IGNzjHs0Ucb5IZt5qh+Sn08BpCX2rKfDDS3Ug3axzGMp/u4Dv+c57bzD7XRhuO0Zb7w1RZTbXQs10vjhs1haQz8DYvFmNqidv0iCmacS9gpJ45r46W2o9jAX47HGGxZE49L9LMP8bhoPPLRMbDDNo4jjsO2HsttvhmDLcaRkcblfvQpU/QjJmOV8ocNWNCmrYaSDfp0afNPG+4v8cnHO+cU9eY49McW+8mFfdoyrvKnfYljaSxzhg+dS9jqvORY2E+mrIO1wZYL86AN+7WlDeugX+ZGW+WRx9CmlAP3sYWfPC+IxWOFdrnNDEqx2vJSX1oH+kfxk8dgXBsnxhqWC8fDty55nB4HtMss0J/9oa4SU/VX8sMYbW3bGNSh8TQOfeWcSlxhk88Fjkdbmi/mNOj8I5+l2GhcrNMHatMF25pzKcc8r5kF/SkTxtNjZBjX0hj4JiPExVLywxy0VbtcA+zQt9J/H+AHNWqd6MtclQ1zZL2wHXVRFqWa4CfPoXLQOByP3PT4p4/ch371pbmo342+PlbxB3e0nDt3rno3DgSetl/6WlhY6Nu3XuLP7373RnW3z+8XfhcvvTQdzx85GidOHI+jR34Tl157Leafey6OH3luVef9pfMQmTqPjo3imAczPyTymHwCwg4ffDz5eDLyQ5bjsR92eoJjXceqrZ40PEEYg3aMrR+83Mc6dEzOHftynhw/qM1+mAdjlRiMGgu+SrWjnwv9Z5b6pYr16ziOZ5tt6Jd1oFWfGFeqI/OATakG+mV8bbEP86jzAb85fu7LNfBYYd2lfDPj0jZyybE1X6wzltbKfPJY2uqcIbdsl2Ngm2x0LNbzuZPnD3XRf96X4zA/xOLCWshyJbkwvtYAv/ncVSZY1+MB8fNcMVdtyQu++cf3a9Af8+F+bVlvyQ/tWAe5oZ/jmEvbeD1eaDuoHcYJ+znP8IPcNAbnEflggb3uRx/2qY88hn7Jr3KU/kOmZEO/eUyOv5xYOd9SfshDY2dOTB++lAfnlLxYxzCbHI/+2Zb8sg+5cSEP9sFvaW5wzDFHtNjWeoflg3gYxzE5Lvajb9CXe845fWAM8uZ5whrQKj/alOpiTfA1rAby0/OPdagf+CrZor+0lHxoDfTF+pQj/OU5Iyf0c6zml+3VH+0ZC/7V36BtPUYG1Unf9Ku5sR6dY+zX+WSOeZzGxD6dJ+5jTD0WuI8t/TNPtNmec0YbjtU2H0+j+GFsjOWCWnJ87mOb55R10g9i6/xwf+as2/DNfLROjqVv2OX4mU/JD3NvaxlHc2IdOrfgozbwBzs9ZpgPjxnmo35yHnkM9qNOjNH5yLXz2NOcRrHJ8fMY5qPziDo1F/igHeeMHNWOHLMNYnJZDleMhQ+tveSHMbRVu1wD7NC3Gv8+ZN/c1uOFx0fmoQw1d6yDpfpAH2rSMdhWG8ZBPxflwD60nEfMv/KlTdvxwjlmLG5z3EZvxyr+4ODAY1T4e+43c/HsM8/GiZOn4pfP/CpeOv9y3x1AC/Lun/UUf/A41x/+8F68/PKxKveF378Tby38vnrMCwLWlctXVnXexy3+IFmeqDgB8KcnJ4vBwY19epDnk462aLGP/tDqiUg7njh6InMf2pxXPjlLJzRyL+WvfrE/+8qxso9SLPXJdf0wgQ/WqNxok2NgW5npGPrPLcegHsRCS9ZoM9tSHfCRecBOc6HPHJ/b9Pv973+/GZd90pY507/WmXnRL5hxgb1+2KMfffSHmvE4Yq6d49lyHjRPxkeOeeE+jYO+YQtz0zpRV66B+ZA17FlD3leKmfNDnvRF++XmgvEcq3nn84b5wn7UuWNu2uoxAj/4Qz06V2TC+UCrjOFP/WCd+TJPZZbHsgb1z3HMFf7ylyfu05Zx6Uv9IK5ul+Lm3LBNX2h1Thg3x1R2tMkt/dLfqHO4nFicU9aRGahP5IW/bMP8sy9s52WYTY6Xx/NYUd/sQ25c6Id9+TgFW9bCzxn4RG14jwp5jDJfGEe7HBf5oC8fn4jN+YUNa2Bc5EEbrRV9alP6jGUOtGNuZJNbxqYvjkOs0gJebcdAtqdv+izVzDjKkX7Qx7FoOVf0q2xYN23UH+0ZC/55TNBe+xgT/5aCn8ZhbtrCB8bAFrFKY2CT5yLXNygO517z1RxYf45Bm8wA/vI80ody4ni2tEG9sBvVD+OTbY5N/7nNjHL9mg985/0Yn5kwF62zdDwgF/hjzqyZOZb8IJ98vtOeLcfRb+l8L+WNfPUcgr9cP45Zfr4xXm7hh7HRokbEy761djDE3dOZ5Sg2Gv//b+/emuS6zjKOfwa+A/dcpOAbcMklcOeiKK7gAoobitwk4SLhAkPiIsUhuAImRI5NEuNYVhwbybKsoyXNaA49J43mfNQc5YrDoaiXelp55FfLu2f2jLp7dvf8d1V7d6+99rvW+q09M1qvd3fb2e27rzJQLG11rynVze2X/XcsteVjp3Utx10Vp9354j+5nucqX3dV10s5z3WuFzXr+B5v+ZEgqlMVS2VHbeX1Yst8jsbpOdVer/OWHXK5nvvc8hzXy3Os2NnP48llVaaONSj7niZ/RqYfxfTGk5hefxJTawcxtXaY9n6u8ucfMyuPY2Jiov0ePSGf9KEPUD7N18Tr7hvd+dPv7aTJn373r2nt6Yfx9ddfb1q36E+fBY76Zd/nrtDcCQT8x1R/ZP2PMZ3uP8C57ARhe1pV/8jR3yE2BE4roN9XdRekp22j2+f1+3esF25N/B3QbVvF8+/CvLDoRTvEHC4B/h4N13wO6mj0e2vQ/qZ1y3rQfwZ7mvz53vXF+NbtX7QfX/vJXPz5G+PxZ/96I16+/umzch/P+7fH9+LSJ/fi6xcuxNbmenx8/XpMTk3F1HQrxianYnp+LqZmp+LevbsxMz0T+/tPvx7edw61Wi2SP926whsYR79wOmVwG9hduvSCAv4Hcl4QuIzr4AVxz+h0J3ry/8nx86YthLQgVX91zbEhcFqBJid//Pv0rH/HDsP/Ue10fWj+y/+j3eRrotM4KD9bAf4ena3/eWzdSfl8d5LL8t+M82IzDD+DPU3+vHtvMd5q/bz9ePP+4/j3kZ14/e5mvDmyH29Nftrx8f7kdiytrcXY+Fj7bVe7e3ux88uvV9/e2vzlt4bpK9l34unr/efeQqa7hrjzZ3h/DHXbPP8Xfnjnt2pkmm/9w9kJAu1J/FRJDU5ZVQKoaYkfaera0+8cNgReRKDpC/2z/B3r5JN+rzfxd8CLzHs+t/ydd17/r3k24fnJBPh7dDIvandHIP+O9r/Dz2PiR5rD8DPY0+SPgPyZPxubm7G7sxP6Nq39g8PnkjW+Y8f7zc3NGHk4Ht97729ie3Mtrl67Fq3WVNy6ezvGHjyIBw8mojUzFWtr63Fw+MVYJH+688NOFAQQQAABBBBAAAEEEEAAAQQQGHyBviV/lAiabLXan+OzsbF5bPJndX017qyPt78mPn9TmJ9/+umTOOiQRCL5M/gXJiNAAAEEEEAAAQQQQAABBBBAAIHuCPQt+TP/6GFsbW+1H7v7ervWRiwvL8bm5nocpm/50t0/uvPnZ7N78aPrt2JjbTkuXno37ty9F/fHbsXI6EhcuvSzWN/Y+MJ5vnOI5E93Lg6iIIAAAggggAACCCCAAAIIIIDA4Av0LfkzNzsT1z+5E9Mzs7G5tR7LK0vx8c0bMTszHVOzc8/dCaTkz8H+Zuzv7z5725gSO34L2f7+3nP1nfTxnuTP4F+YjAABBBBAAAEEEEAAAQQQQAABBLoj0Lfkz9LqUuwf7IcSNysrK0cmb5T8ebTw05ib+4v2nT/ff/1C/PRn78ft+/fiO//8Wvz4xz+IhaWVys/7UQLoPCR/9OGR/mBEf+r6UR+AW6dOdy6p4Ywi6+M+nFF18rd5aD7yp+MPpwyjQgABBBBAAAEEEEAAAQQQaLpA35I/h4eHsbOjO3r2Y293t/1ZPr5Tp9wr+aP6a2trR9Yrz/PrYU/+6POTlGQ4SfKn6RfiMPSvTP4Mw5gYAwIIIIAAAggggAACCCCAwOAL9C3505qdifGRkdjbPzjyrh8lcJT8uXPndrz88suxub4aly69G+9cvBQf3bwWP/jhW/HRlffigysfxPrWTmUskj+Df2EO4ghI/gzirNFnBBBAAAEEEEAAAQQQQGD4BfqW/Nnb24udnZ325/b4Dp1OeyV/WrOzMTIx8YU7f/S5P53Oc/kwJ3+UYPjSl7707PHKK6+E39J14cKF9tuMfDy/5ch18lvDyli5fqdL33cdVbWhcxRTb496//33n/VRdVWet/39/Xa9TnFyXT13fcVVfJ+Xx+MxykF3RuV2fb7Py2/h8pjKPqr8pZdeCu09LsXxpjLHU3tuV/W15bd9uf2y/5q/clOZ42pOvvGNb/D2sRKJ1wgggAACCCCAAAIIIIAAArUF+pb8WVlZfpa0USJIdwDt7j4OfXW73uKVH6urqzHx8GHcabXa3wp26+b1GB19ECNjI/Fg5F58fONa3Ll9M8bGx0OxnPTxfpiTP5rZMlnhpEdOdriOkyOu49dKXOTPp/HxqmSEryYnOxzD5+SkkevkMsXMyRYnQnJbZR236b3PqTPGPK7s1ak9jyMf13k5eaNx5TF4nNrnNnLb+Xz3Px8vYyiO+lDaacy5rN0g/0EAAQQQQAABBBBAAAEEEECgpkDfkj8zc7MxMT4e90dHY2pqKqbmH8X1WzejNTUdMw/nnyVwlAyan5+PV2/NxO/em47v3juMf7q1Hf8y+ll8+8Pl+M7tw/Zzve70eOOjVkxPT5/4sby8HHt7n9/ZUdPwhastr6yE2tajzubEjhMPnZIXOZHgOk7caJ+TGce16/PLBEnZF/UpJzgUt6xT1baTI+5f2R8fL9vPsTr1MTs4ruO5vRxHdRzLxzUue/lYVV/y2HWukzZle7kNx5GT7zQq++k4LmePAAIIIIAAAggggAACCCCAQF2BviV/dGePv6r9uP3Gxmb87cW78Xv/cTX++uOD+MqPJ+OrP5mPr701HV/+wUh87Z35+Oatz+IfLs/HK1c34lu3f/Hc47UrUydO/ChZNOjJHycqPPk56eGEhes4IZPvpPF5Vfuq5IXqOa4TGDlJ4jhuS8fK+q6jvWI4Ti7Xc7evGHnLCRPH9hhVz2VVcVXmpEruo85TOzmRk8fVqS/lOVXJn9z/sm+q7wRTHmPuZy7nOQIIIIAAAggggAACCCCAAAJ1BPqW/Llx41p88uD+szt8/Batqr0+8+fDj3fj7Xc3YmVzJ8ZmFmL98X7MPVqIta3dWFrbiq29JzE1+zDeefe99vPtvSfhx8jYBMmf4i1ETjTkxIiTGEoA6ZGTHeXF47o5eaE6juvkSk6SOEZOrLi+2yz3juNzve/Uft3kTx63Y+akivvl9vMx1c/jyuNxLO1zX/Sa5E/W4TkCCCCAAAIIIIAAAggggMBZCfQ0+XP37t32olkL55GRkbh//36tx+joaLRas3Hr9mjs7DyO1uREjE9MxuLiQoyM3I+Z2blYXl39wodBO5F0Xj/zp0xw5ASGkxtlHV94Tq5U3XmiOj5enl/GzUkSx87JEtd3ksV1jtu7fcXPm147aeXYuY8uq2pPZblc52n8CwsL7X2Ok8dVpy/qo873nUVV55R9c/uqmzf10XFyOc8RQAABBBBAAAEEEEAAAQQQqCPQ0+SPEj6n+eydmZmZuHf3Yly9+l7sbG9Fa7oVi0tL8Wh+Npa0X1qMw8MnHe8iIvnzdOpz0sCJhpzQKC+Q8s6VfNzn52SJjufEjl7nJInPL+vkfrmO43fqn5MnZfs5wdIpRlV7jpfbcz9V3wkl9y+Py+1U9SWfl/vm9hTHWxmnyt/nkfyxGnsEEEAAAQQQQAABBBBAAIGTCvQk+aNO6PNzXiT5Mzr6Ydy5c7v9jWBz06149Gg+NjfWYmFxIcbnFmNxcTEOn1QngAY1+VN38pykcCLBSYScyFCsnPQo66hueZdPrl/VF7Wnt2m5HcfMiYmcJHGMsr9OaOTkSVV/fL72Pkfte9xlXPfH/fP5rpfb0/Ny/D5fbeQxKU45LluUfXmR5I/aKedAr9Wf3HePiz0CCCCAAAIIIIAAAggggAACdQQam/y5fHkv3n57Nx5vb8bog5H2W3HmpsdjbGY65h/OdXzLl976NezJH02skwJKUigxon2Z9MiJBCc2ch09V2LBjzIZUnUBOZHic8qkRJkkUQyf40SJynIyR7GOa9v1X3311XZdt59jVo3RY/D5Pq9M7rieTbKTjlWNS2WOp6TPhQsXnrtjSDHcjtuv6m9p6LlVbD33w30s91Wxc9uqX1WnjMNrBBBAAAEEEEAAAQQQQACB4RRobPJnbu5hjI9Pxv7+XmxubMT6+lbsbG/GwsLTu37WN7baCSB9i1j5GB8fP9Xbzc76276G8xLrzqicvCiTMt2J3twoRyW0mttreoYAAggggAACCCCAAAIIINAkgcYmf/x18Er+bG1vt+9c2H78OHZ3Hsf+/kHs7e21H0oKKPnjD3ve3t4+F3f+NOki6kdfzkPyx3cS5buD9Dy/lawf1rSBAAIIIIAAAggggAACCCAwXAKNT/5sba7HR1c/jMuXL8f9kXtx6cql+OTuSNy6+XG899OLcfPmjdjZ23+W/FlbWyP5M1zXaHs05yH5o4Hqzia/lUx7Ej9DeDEzJAQQQAABBBBAAAEEEECgzwINTv7st+/20aJ/d3e3/djZ2Xn23GVV+wcPHvC2rz5fSDSHAAIIIIAAAggggAACCCCAAALNFGhs8mdt7VZMTPxdbKwtxfffeDM+vHIlLl+7Ghff+VF897U34/HO3rO7ffyWL+/Pwwc+N/NyolcIIIAAAggggAACCCCAAAIIINA0gUYmfyYnn361+8OHs+1vitK3Rfkx7+fz8+1vAFtYWPjC/saNG9z507Qrjf4ggAACCCCAAAIIIIAAAggggMCZCDQy+TM9PR2Tk5Ptz+7RXTyneSjGSR9829eZXIM0igACCCCAAAIIIIAAAggggAACPRRobPLnpImbbtQn+dPDK43QCCCAAAIIIIAAAggggAACCCBwJgIkf9IdQiR/zuQapFEEEEAAAQQQQAABBBBAAAEEEOihAMmflPxZXFyMzc3Nvj/m5+dDiSc2BBBAAAEEEEAAAQQQQAABBBBAoNsCPU3+TM1Mx+rqasw/nIu19fVYX1+PtfXNWJifj5XlxTg4OHjhh74KvhtxDg8PY29v79hY+rr5brSnGPqaeiWb9GHWJH+6fWkTDwEEEEAAAQQQQAABBBBAAAEEJNDT5M/Y2GjcvXcnbt2+Ga2pVty4eTNGxx7E1PR4XPzgg1heXom1tbVGPJSYWlk5vj9K0nSrz2pvaWkpWq0WyR9+HhFAAAEEEEAAAQQQQAABBBBAoCcCPU3+KFHCo75BT2aYoAgggAACCCCAAAIIIIAAAgggcK4Fepb8OdeqDB4BBBBAAAEEEEAAAQQQQAABBBBoiADJn4ZMBN1AAAEEEEAAAQQQQAABBBBAAAEEeiFA8qcXqsREAAEEEEAAAQQQQAABBBBAAAEEGiJA8qchE0E3EEAAAQQQQAABBBBAAAEEEEAAgV4IkPzphSoxEUAAAQQQQAABBBBAAAEEEEAAgYYIkPxpyETQDQQQQAABBBBAAAEEEEAAAQQQQKAXAiR/eqFKTAQQQAABBBBAAAEEEEAAAQQQQKAhAiR/GjIRdAMBBBBAAAEEEEAAAQQQQAABBBDohQDJn16oEhMBBBBAAAEEEEAAAQQQQAABBBBoiADJn4ZMBN1AAAEEEEAAAQQQQAABBBBAAAEEeiFA8qcXqsREAAEEEEAAAQQQQAABBBBAAAEEGiJA8qchE0E3EEAAAQQQQAABBBBAAAEEEEAAgV4IkPzphSoxEUAAAQQQQAABBBBAAAEEEEAAgYYIkPxpyETQDQQQQAABBBBAAAEEEEAAAQQQQKAXAiR/eqFKTAQQQAABBBBAAAEEEEAAAQQQQKAhAiR/GjIRdAMBBBBAAAEEEEAAAQQQQAABBBDohQDJn16oEhMBBBBAAAEEEEAAAQQQQAABBBBoiADJn4ZMBN1AAAEEEEAAAQQQQAABBBBAAAEEeiFA8qcXqsREAAEEEEAAAQQQQAABBBBAAAEEGiJA8qchE0E3EEAAAQQQQAABBBBAAAEEEEAAgV4IkPzphSoxEUAAAQQQQAABBBBAAAEEEEAAgYYIkPxpyETQDQQQQAABBBBAAAEEEEAAAQQQQKAXAmeW/Fna/u/4yzfW47e+OhO/8tt349f+cCz+6NsLoXI2BBBAAAEEEEAAAQQQQAABBBBAAIHuCJxJ8ufaxJN2wkdJn/KhJJCSQt3cxhc/i1/9/dHn2vqdr8/Fz//r/7rZzAvF+s/Rw/iNP5mIrYP/OVEcjUFjkeNpzj9RYw2u7DnWPOv5WW5/+o9L7fnQfpg2XZu6xsUx4UYAAAyUSURBVPLP7Flfc6f9uRmmeWEsCCCAAAIIIIAAAggggMBxAmeS/FGCRwtIJ3qUDPq3KzvP3QXUrTuAtDhUW9rnTQvzs1645v6cdhH79+9uNWoceUz9fE7yp7faus46/RxVlfe2N59HP+3PzecReIYAAggggAACCCCAAAIIDL9A35M/emuXEz8lrxI+fhuY9t3YlOSpugPDdzFoUduE7bSLWJI/T2evScmfJlxP3eyDrs2j7qjSz9dZ3Ul32p+bbvoQCwEEEEAAAQQQQAABBBBoukDfkz++60d3+lRtSgB1Sg5V1T+qzG+Jqkr+dDrPdzioD53uaFA8H9c+L3zd5l/9cP3ZW820QNXmBIXPzed5ESsXH9fe51b1t+yHE1lObDlOeYeTYqrtP/jmo3ZbuR9lO7nPSgC4n2XfyjY7xezUZ7drf9Xzc7Wl19qqylTufqqPMtTe468yzP2oSmx4Hh0j96Fsz46O49juc+5b9lNMz1l7cBHttyLKzu3qeBnPdct9tiljezy6LnP8TvOUY6t9jyWX+7nG9JXvrT73NkqP2eOoauc0dfxz5Tm1p64/b6WD6/o4ewQQQAABBBBAAAEEEEDgvAn0PfnjxaDe6lW1Ofmjet1465cXgmUCpKpt1fUCXse9OFW5Ny2C80LWSQ8vjr3IznF0rhagGlNeiOZYPp5j6/hx/Vbfch332f1R22Uct5XreHx577F5zsq9x+I2y+O5X3Yp6+h17ofnq6reb3556llSxMc9N5364Hru61H9qFPnqPY8Xo0nj6tu3zxX7nO5z055nnxevubcpvubx+1xlnXKmHrta8DnVNUpy1RXfS/bztd2nTrun9v2a8V2mfZ2Vz/U5lEOZV95jQACCCCAAAIIIIAAAgicB4G+J3/8ti69/atqy8mfquOnKdOCsFxIe2HqeF7kluV67cWl63jh6XO1KPfC1ovscqGu12WZz9deMfOiVWVe7Jbt5fNy/1Se++J67rfHVtWW6+a96svN49cxl+UFuNrUa8dXvbLM5+Uxenw5VlnPnqrjc3OZTXMsl+V6nh+NXbH8Wn0tyxwr1/F4HNt1FMtltqtT13OSz88xPee5rGzH7bmOz3G5LD13tihj6HUep8/1vlNsHy/3ndrJcerUUVz1reyvrw+PVXuP0aaqk7fskMt5jgACCCCAAAIIIIAAAgicF4EzS/7o7V9V23HJoapz6pZ50akFtx5OJuh8LSLza8fUovXX/3iinYhxmfZeaDqWF9BuIy9AXTeX5Vh6nhexPpYXzC4r93lh67bLBbPOyYv8qrbKuD5H48v99lhUrjj5tS3yXu26X2Ws3Ib7rLZUz56qc1SZz7NVOYfqo+I5QaD6uX/5uetkC5/vese1VzWmTn1zXxzTbeWxV8XL/dNznVeOW+VuV8c9B3kuHbtsL8fPMXK558Qu2qsdXw9lO25fY32ROmV/1Kbn7SiHqp/hPB6eI4AAAggggAACCCCAAALDLND35E++s0cJIL/9S+X6incvJl3eK3wvIsuFt9vP+7yw9oJdx71oVpmfe5GbF79e7Gpx2mnLi1jXcR+POk/tePFb1bZj5T5WteV6ea8xaZx5LG5D5YrjsWWv/FwxHh/+b9vH5+Q2FFvlnofyterWKbOVLdxGWZ7nL/dTzz3PR43J/XRcn+P2tHcbx9Ut63mcvpYc0+WO53LvO82n+6jjnjfFyptilu3l47ZQjE5bbqdTfbev9k5Sp+xvbkv9yWPX83JO/bpqnjqNh3IEEEAAAQQQQAABBBBAYNgE+p78EWD5ocZeoHmvpJDuAOrGZ/4cNWF54auF43ELxHLh6dg5jhe5edHqxW4u87ne50Wsyzq15+PaK6YTHm5b/Sk3lbm8qq2yvl5XJX88Fs2V4pSvq+K4XzqnNFCfVO6+6Xh+rXh1ymxVzqH6qHg2Ktur6q/by7HK8zq1p3h165b13G6ZjCnrlX3WGHNffVx99B0vngO1kTfFLtvLx32e6nXabJGvh7Idx1G5r5nT1MltqT9q03PbyaFTvylHAAEEEEAAAQQQQAABBM6LwJkkf4SrxI7f4qXFuR6+E8jlev0iCaByoVhOqha0XtR2qlsuLr3QdCwvZL2Azotc13GZ23J53ud2XN6pTz6uvRbQuU9qw31xPffRi+2qtlw371U/J07cnudLcbSpTZW5XY9XZW7TsXKSwuNTPcdyvWxVpyzH8rm5Hy5TO2ov98Px3X+Px+fYT+e5zO3lOLYrz+9Ut1O97OFzc9tux3vXsaHLNS5fG7ZQWd7UB487l+fnils1TtfJ7bsdO522js5TjDKO58pj1d5jzP1wu9rnOrmc5wgggAACCCCAAAIIIIDAeRE4s+RPBi4TPHqtxI8WvC+aANLisWrhqoWi74pwX7SwzHW96PeC2YtLv9Z5iq9+egHqxW+uo3pagOZFvcpUx+dVLVDdno512nIM1fE5edGs525Hdaraqorv8avffshMRnksbtN1vM9tVsVyvdxXjUflJy3r1Ae3YUPPj8vz3nXch3zMz90vt5evFxuqjuofV7esp/Nd5vYUX+Y5ntvJe52X++L+aSzaPG6/9rk677jkj+rapDzf5TmGHNVf13XbJ63jMXhe/DqPU8fydaY283Ffd+6Lx80eAQQQQAABBBBAAAEEEDhPAo1I/lSBdzMB5MWoF9Ta54Vobt+LWdctF41lLC2e84LTC93yPLXhxatj50VruYjN9XWs06Z2chzV84LX7ZRjrWqrU/zcZ7UzsfhZuz3Fzv3K9XSs7JPjl8mN0kmvdb7qeatT5va18NfbCrX3+HM/FdNz5OPal3VyP/Xc8T0uv86JBvfX53oMneqW9ar6pn5V1XNbeW8njyuPyWMuvRW7vD5yzPy8vK7UTtX4dY7H7L7YIsc7aR3PbU7aaoyeE8cuHcoxux57BBBAAAEEEEAAAQQQQOC8CDQ2+aMJyAkgvRWMrb8CXkTnBb4X7Lmsv70a3tZsq4SJExZO2uSy4RU4fmRVyZ7jz6IGAggggAACCCCAAAIIIHC+BRqd/NHUKAGkxE+vv/3rfF8G1aPPyQjfweF93btFqiNTWiWQEz129v68Jdtska8zl1XdRVTlSRkCCCCAAAIIIIAAAggggMBTgcYnf5iosxWoSgDlBfnZ9m74WneCw0kf7c9b4sezWvU2MxI/1mGPAAIIIIAAAggggAACCNQXIPlT34qaCCCAAAIIIIAAAggggAACCCCAwMAJkPwZuCmjwwgggAACCCCAAAIIIIAAAggggEB9AZI/9a2oiQACCCCAAAIIIIAAAggggAACCAycAMmfgZsyOowAAggggAACCCCAAAIIIIAAAgjUFyD5U9+KmggggAACCCCAAAIIIIAAAggggMDACZD8Gbgpo8MIIIAAAggggAACCCCAAAIIIIBAfQGSP/WtqIkAAggggAACCCCAAAIIIIAAAggMnADJn4GbMjqMAAIIIIAAAggggAACCCCAAAII1Bcg+VPfipoIIIAAAggggAACCCCAAAIIIIDAwAmQ/Bm4KaPDCCCAAAIIIIAAAggggAACCCCAQH0Bkj/1raiJAAIIIIAAAggggAACCCCAAAIIDJwAyZ+BmzI6jAACCCCAAAIIIIAAAggggAACCNQXIPlT34qaCCCAAAIIIIAAAggggAACCCCAwMAJkPwZuCmjwwgggAACCCCAAAIIIIAAAggggEB9AZI/9a2oiQACCCCAAAIIIIAAAggggAACCAycAMmfgZsyOowAAggggAACCCCAAAIIIIAAAgjUFyD5U9+KmggggAACCCCAAAIIIIAAAggggMDACZD8Gbgpo8MIIIAAAggggAACCCCAAAIIIIBAfQGSP/WtqIkAAggggAACCCCAAAIIIIAAAggMnADJn4GbMjqMAAIIIIAAAggggAACCCCAAAII1Bcg+VPfipoIIIAAAggggAACCCCAAAIIIIDAwAmQ/Bm4KaPDCCCAAAIIIIAAAggggAACCCCAQH0Bkj/1raiJAAIIIIAAAggggAACCCCAAAIIDJwAyZ+BmzI6jAACCCCAAAIIIIAAAggggAACCNQXIPlT34qaCCCAAAIIIIAAAggggAACCCCAwMAJkPwZuCmjwwgggAACCCCAAAIIIIAAAggggEB9AZI/9a2oiQACCCCAAAIIIIAAAggggAACCAycAMmfgZsyOowAAggggAACCCCAAAIIIIAAAgjUFyD5U9+KmggggAACCCCAAAIIIIAAAggggMDACZD8Gbgpo8MIIIAAAggggAACCCCAAAIIIIBAfYH/Bz6N4pDv/Gw4AAAAAElFTkSuQmCC'></P></P>yves61http://95.79.92.2:8080/forum/t163360#163361http://95.79.92.2:8080/forum/t163360#163361Wed, 08 Nov 2023 11:53:07 GMThttp://95.79.92.2:8080/forum/t163360#163362<P>This is Google Search&#39;s autocorrect in action.</P><P>Not ideal, true. </P><P>I&#39;ve tripped over this a couple of times.</P><P>You have to click &quot;Search instead for geomBearing&quot;</P>rkhttp://95.79.92.2:8080/forum/t163360#163362http://95.79.92.2:8080/forum/t163360#163362Wed, 08 Nov 2023 12:25:51 GMThttp://95.79.92.2:8080/forum/t163360#163363<P>OMG ! </P><P>I tripped over this . So simple. </P><P><SPAN>Thank you.</SPAN></P>yves61http://95.79.92.2:8080/forum/t163360#163363http://95.79.92.2:8080/forum/t163360#163363Wed, 08 Nov 2023 14:05:52 GMThttp://95.79.92.2:8080/forum/t163360#163386<P>&quot;Otto carrick&quot; strikes again!<IMG class='cons' id='i163386x0_elt' onclick="showhideImageElt('i163386x0_elt')" SRC='images/emo-wink.gif'></P>drteeshttp://95.79.92.2:8080/forum/t163360#163386http://95.79.92.2:8080/forum/t163360#163386Tue, 14 Nov 2023 23:57:08 GMT