Mathematics
Grade-2
Easy
Question
Make 10 to subtract.
12 - 5 = ______
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAANQAAAB6CAYAAADHyH2GAAAgAElEQVR4nOy96bNl13XY91t77zPc6U3d/XpCdwNoDCRBkCJEmhRpzVYix3JV9CGSnSrLcfwP5WMqVamKLCWOKrZciaVYo0VSFAcQBEAAJOaxGw309KY7nWHvvfJhn3PvfQ2wKl9dpdN1+r5+59xz1l57zVOLxoUSDaghfUo6EaD7EKC7HAx4IAARRVGEiOtOi2JR0AhR0xex608xRJH0GtIZV2ckokRAMWgPQ/dtA7juNAq2/6KyPkTTjaJEUYIkOANKRIjI6dsxCNItcw1N+klOwRDTg1ew2O50muCRzQVtAi4Jd1ES3vpzE3TZwFJ/PPgoQXE9fjH9tqTvaPcU3fiyrL64uhR5EOd0ONfVH7p1K9L9HXF4cjyGCAgBaFTxGEQcBkf6W1ZriECLdO/snyzdWjXRiwp2Y0MiQitCkPUS7Mae0z0rSk8tgU0CiKs3rRGg3UZId/Y/0e39CkW6icufffSoXn2sSQSXwJXEUD0zyQPM1F0OkpjJb2yMWZG+fhIOAVS7z+5nVURAjKwAM90W9+hJmxxWDECHkH4xuvn8/rJuXO1+Fkkb16NMO5bZJOIe+Ws2W6/CdFd7Jlx/22zcq2us9mvsL/W/l01UbmD/9GpWDLJC1wabc+q7ssJ7j9PVN1UegGGDq2T9602G2lx5L9h0JWQiRjsRIOs7BcGIYKHDkF8JJ7P6bsL5WvgmrMqKrQyfQMfGIQ+cbHzajtHXIniNl80V9dQpHTSG2LFUj2XZXNanwrHCmzywY/JJ+NwpRlJz+iHdmnVDuvbaSVe3rHXJJm7Wb35AFbHBr7Jxs2hHJGsJ3r+ll5QPvOEU73OKuLrnd8ybrq41Szz9lA68TaZas0zcYMgelZuwSM/AK4bewN/GGnpmid3FXvJv3t7D178prr65vmdNih28Gk8zVb/rCQEbT14/pAd381zjQjsC7URkz0wbO94/yGxIMyF0xCqrPwbBdu+WFdkLm4Jh49U/8xBda5D+WT296Eos9M/+JI9qB4OBFY0lepGNzwcQcprUTjHVphBaWQjdLY4gn/hSD1VvBcbuIafNlNMGyUq6xm6TI53W6yUn3aZHMPbT9qeTehsY7N4UN/5eMYCAqKzve9DkgQQ4un5m96LA2gTpN3mtqeTUlq8etUEOa8LRjSdt4rDf+Y2N6kAwIlhZM8WaSdfMBAbRDooNKWgAqw+Yl6qdad3h6BRhaoLBJMmj5rS5snHX6mu2Y4wVK0svLNem8XrrevMu6XCjYHSNPRGDFeXBY1NEqgqqG1riU+ADkAft46hIx1SrRUi33gcFb7dAI2wInJ6Z+CTtbL5H1peidjzwKbea7kXu1Ab0Eq3bvZ9l9/cm0trL6SVu0grrt9pPar4eDNmglP4HWe+/mh45Pbn3G9tjVlDpt66/d02Sq3XF9FxjdHUpaUHdYKa1JhAE+wDh0Bmevb5c+zq9p7GhGU/t5wZyV5cTQz2Ikc0jMYtZoaiH2ej6TGiQDs+f1DWrl6pJn+aBy7L+WK+2N6UefJbpcLLWST1Maxsi4UV087tJC1tZUQe9Zl7ZNEon+E7D9Ul8fPryTkGkgDGbZssaR/115DRHrJjqU17cw7NxS69YNpVY/5n8adNjdu2A919e+zOfdKB79852iLSAiSC6SdQdM4lZL0h4gJk2FqrpmkiSdiJJCukDGiv91Bkm0rGE6TbzlLTZQFzsiLiXF9J5btIbetIRhXQxjbX+MWs5CN3aN03NfkmnNmF9+dQFQTCbNueG3brCb6dKVmjqP3tm6jdIEzTpfRumj/R70AkZs9Z0m4x8Cv30mtmutM7qmgpG7cr32BQ2utLqvafZCRfVFcCy8c1+PYpAp81kzc+fCuNK5vYAdQJnE4r1sUFvq/s/hcE2OWLT5HtwHze1lHDKjzqlnbrD4cypG3rh9yAjndaCfaQGHIIlIrFX232Qgw6pkhYoG4vY4LnVgjYXRU/8mjSLiYjRT0QGQy9VpWM+4lob9o7fpjSSTtL3CDIJxM1berNq0xR4UDDKp9knP0vlyMYPnWkjD+6KPIiQHi90Tv/PeLD0zNgTVTzNhb1wkzVD9bdvEu5aS/XyXliJUwWi6ZjcreBcE/nGjqzssgDa/dzRwWodK3iFT/js3ac5/c/Twgo26OVTsBM3hckm1W78c/WcB/596qU/49xY8Sd2TATxqrrJNCtrglMyDwGy7rSf9rC/P/7++NTjAaL+L/hQoOnO5GWuQ/qrFMpmoGFTEz2Y3tnMAf398ffH///jv3xG6o9TK/lUFQXu07RTnzPYyBbQ+oaPbt/h41u3qBdLHJLC0prMAlGDbobgEcSAMYIxAtYk89UI3pgUK1DFRMUGMAFQRWNAVYmqaPd8ISAmgImoUaKAF6UVBWNw1iUPKKToolGTTi9I7OJTnQMVVBAjWGvBCo2Blo1wthWsMVhVXFQkaopMByWGgMZAH7ZFlNjBFCR5desgfDKgCpuRiSX6SGhD54skHR9jFztUAWMwzmGsWVnHaS96H6nPo6zD+6oJphhaFI9IWPubK2e8d9I7/00EYyxiLFEjwSd8S2d29vaKMZr2D4shA7H0AWd0I67ZOXebQakQPSG0RGJnHnd40eRPrf3stWNkrcNmGXS0FmJn0G+atdqbqgYrFhEL4jrztkvdr8y2zSQEEDs8xbjh4iW/T7tASu+ziyhIJIriVbFZwfZ4h+2dXcZ7O5TbE5z0sdDeh9xgqNNLUzwBRcnJVqpsOj/mW3/zl/zR//5/8uF7N8lNjtEI2nbQOSAj4lBxKWRqhMxZcufAWqJYonXEwqVoTNMijUekS7uFltjWeO/xQYmxxegSqw2uw2srQiPgjRKNkhU5w8EQAZbLBW3dQgATBRsdGY7CGXJn8RiqYME4yiLHOkujKSWZggCCFBlS5kiISN2CD6hCCJ62rghtjVWP4Al4vHjUKmpl5VMoiipYYxkVQwqb4xcVzWJJZhxlUaIqVK2nDRBxiM3JB0OyvOhoNqJqUTK0d+klIqYl+TdCCIGmmtHWU1SbxFBWk6uj0mXgU4xUxJBhcZKRFSWmKGh9y2K5JAbFSY6IEGILEnC5kuWGTEosI5ABagpUTQdbHyWNGBMw4nEoEj11s2RRzwkxIF3EQWlBA04F2/vL0jMwFMWQ0XibgHI8P6Zqlh2Rb9hGmpg2txllNsBmI9SNUbForFCtO2FjEJODFInpgOgrQn1EaCtCTMLI4DHqUW1RQjLZRFZuaBMDJ75hsrXLVz7z8/zCM1/lS7/0ZR778mcobEndRX83U8cuRXHW0mZTdiT7UHFArGvee+NNvv1Xf03jA2eHe4yHQ2JsOsngUMkIJqclw0fFe8+iqgjVsntJBlkBowFkDpY1LCsInZ40gmSWYZ5RFjm5iUiYY7UmRxARlhpYaITcYDPDfDlnebBMm7I3YDQYg1fEg1NLLo5B5hjkjioYDmo4ntc0i5OOMIeQlV1kKkCRQZ5B62FedXBZyDPGg5xJbsi0gdjgtaUhEG2ErAvYddgzVmibhuPbxxATSZzf3WNcDFm4jKhQtZ5GhWBKqiAcziuo6rQX1oEUIGWStKoQGwhLoE0S2BmyoWFcgsETY5sCOK4LHLRdnKDb8JwMCXB/OmXpZ0DO9s4uRT5AY5ZeQYOYQDa0iBVODpfMDyugALbA5CkKZDoNoDHBFBZADXjIMibbA5wzRB9Be4YLyQffqOaQLso8m93gsFqgwGQ4ZjAeAEpUUO2EtEnauq4D84VHGwNaJkq1yYJJgRSBaCH2DkqK7mQDGBaCswZnwMYGoy2iidmtxnVKRKBV5cQ3LJYVb5nX2c2HXH78ItfDIxhbojRJ24pd6ShnFEISeFgDVoSii/bkdHkEIPfpnGQl+xfO8y//xb/iiSefoIkNPgYMghqLLwYssRzNa27dPeTHr7/B91/+MfXBMeQlDMdwZhcGJSyXMJ3B4QksaybnzvG5J67z+Uev8vQjD7E/GRCqOaGtyK1BRDmu55w0C8ZbY4bjIT947vv8wR/9AUGF3/md3+NrX/kGTiFWDTYKGYZxkTHIM04aePew4flX3+Qv//NfcnTzFlx6lMn+RZaxwTcziAFihEUNswqMJdve5jOPXOE3v/Ylfv7xq+TaUC+mtD5SR8VbT8zaJBDIMNYyGGR8dOtD/vD3/4BXnn2Zb/zSP+Rf/vPfY3/nHPWsIqoSLIQsg3LM+wfH/Pu/+TY/euHHiVm2d5FyzCAfgwp13RAWczg+Al9DIexf3OMfff1L/OJXnqZ0wvTkGGLAdSVBLnR5KyMQIRfH9GjKn/71X/Jn3/omTz7xGL/33/0uV64+wuG8ofaBzEZcZii3t5jVLd/61nf5i7/8NofHDYz3YbyF2xkxGgzYkgGmDdw7vsf85D4cHYANfPHrP8dv/9Nf5fyZHU7uH0HTMMmEoZWVq4BGVANlWaLAt7/5bf7w9/8Ql+X8i//hX/HVb/wCEKmaGo8QsGSjIZpl/PTdm3zz2Zd4/a2bTO8cgwd35gzD7QkNStU0MFvCdAnVEjSwde0yv/j1L/P5J65xcadkkoP4lljXZChOFQkN+C7kYAWsoM4ymy1485XXOZkdcn9xh7pdkOUO3yyxkuHcEDpN6ExMCkI6odMXaaTiz7RwxFKajNJkbJcjnv7s5/hnv/M7XPu5J3jwmAMfVXDrYM7bH97lZP8Crxc5H9+9jylH5OMJ9swuZlCidU2czVnevg8nC85fusz1L32BL372Ol9/8irX97cYOcg2oqtNaJgup+yMd7BYdvd3+LNv/RleDf/oH/9jfvfX/glZkpM8aKnfm8FP7sypzr3Ay/fucTTZYe/Rz7F75RHm2jJtpvimhqolzJfooqI0jt3JFteeeIRnfvnr/Pozn+Xs4PSaA9B2ZpgkjwMDfDi/zY9+9CN++pOf8MWff4bf+x//NTY3yTnqAFwILAy8dHPK83XDiyEQrGNw9jyj0TbjcgIqLKsl1XTO8v4RNEvKInL5ylk+/yu/yC/92jc45ywRKLsz31j35uGnDfcXU5595QU+8+QT/PP//p9x6aGLeGAWwNp+PfDh/cjtxvHynRPagyW6dRG3u8f4/B7b4zF7lMjSY+/d5uP7t1kc3AEXufb1r/PV3/onXD+7Q9UoQ+BCLow+BZ7+GJQl/+lP/oSyGPJPf+u3+JX/+tdPXW9J+u8AyF97h7ezbe7tvE24dQfvYff8RUa7e7RGWDYN1cmU+vCIdnYCvub849d54pd/mZ//uc/x2IUxFweGcYerU4E2rdKOinRXcur5x/ybf/P7/ODZZ5m3U0L0KB6NbWKavl4VcC6uiW6jmGC9GdGANQxGY5xzeF8To8eV+aci5sfvf8Q3X36dD+6fcG/RcGO+QK4+zO61RynLMa4oiLlBreCwiFcWD81ppktinvFxVL775tu8/varPPXQef6rr3+N6zvrd+U258x4hz4HoW2LVjHFQYz/BPw1cP8wcOPtG/z01j1euH3IG3fv4i5f4er588jeOeLOWcrBgMJmxKjQtljfkvkaWVboyZxb0zn/9k//jJdffI7f+vVf4Rc+c2UFkwViVwO+WTFeZCVFVuJcTsRQxciIJLXaHD4+gjc/PuCF997lxx/e4J3pnL3HHqPJC7LxNlk5hmyMiKGMLbn3THyAtsH4GbXW/Ocf/Zgbb7/NP/jyl/mFrzzNJT6Z5kuISr90k5xMwJ+cUE1nVL4zVYDMwgz48AR++NzLPP/ST7hxcI/R409wSUuqbA8z2WW4t0uRF/jWE5cVdjxicu4cg2ZOLg23qpY/+A9/yhNXLvPE9c/w+OUL7OWsGOrTAmTW9ElfIcs+GUsW4Pmbt/iz732fl24d8P7SEC5dZe/qE6hxeIWZseRFwSTPGYdAqGv8YobOp6hEnn3tdW7ducXDF/Z48so+X/3Mo3x2WJ6GSQqStOuxAlnh0OBpl0sIgcxlFJTETDHYlAclAgZnYzL1VnmwzVh57BJzFtxghMksvm1YVktmy8UnNutmVfPXP3yB/+OvvsON4zlhOMKeP8/4kUfYOXOOwWCMGENdzwjBU+QDnCvJWqVaNrQnx7x3cJdX332f4/ff4qlL5xhsbTH5xs+x3fl32So7JgSWTI+O8fOWYA2L2ZRjWnIyOjnD0RR++pN3efa7L/Cjd2/y8tEx9ajk6uNXuXx+jwMjzGxGsXWW4WgPjEVjpLTKwHjCwQFHb7/Ph2++zvPfeZa/lpba5Oxc+l0e2uoJI1J1BSkWQ4FjCCynSwjgxLGsG24fHvDIxX2WwM3DJc+/9hHffeVN/uz553jz8C67D19l7+FHiIMBjc1QO6CRAmsdmYMis2R5joSWMD1k+dFNvvW9v+Ov3n+Xt2/ex21f5AvXz3LGwFi6yGkT0cUCCYHJ/ja04Ksl/uSE2dExtw+PufLwBVrgvo+8fdDw/Osf8Mf/8S/47rPPsffoNZ74+lfZ3TrPNI7QYotsvIUizObHtPmMMB4zIFLmQh6X3HjtBZ77k7/k6tmz/Mav1iy+6JGHz/HQpICqQauGcW4YFxZsCsIs5nNiTNHdRbXosAq3pxEGhrvzBX/6rb/jf/l3/4Gj4Cif+grbDz/J7pWHkWLAnXv3mM9mbI/GjCZbuKJArGDqCjk5YnrjPZ5/9SWee+GQva0xT1+/BiGw85WnKYFlaCnFMzKBXEMKSlkDMmI6m1EtK7QNWDUULgcKii6vbDaY53QtX/+zxuRLhJCYKk82TirH6cKfG0W1J3Xk9qLiJx/e5q3bJxy1Bj/ewe3vI+f2aUa7UExoixFihFYNMbQ0eYnLS3SUoZNIm+fMY4qmaYgcZPBXL/6U+XLB1556jM9e2idbyX+DpSS3ORJSeDzTjKy7o1U4mUU+vDPj9dsHvHR4zIcK2dl9yr1d3P5l/JltalGWCq3L8d6DpDr3hRhymyHliHB2j6K+yqT1ZPMZP3j7I/i//iO//Mxn+NrTj7PlDCmYHk6ZmAZB24CvW4iKzRxCcu/vLxf87Y+e5zs/eYf7AQaXrpFduoqeu4TPCxoMXi0aDS7L0UFORKnrJVJ7Mldid88xefwpqnKLd+4e88f/9o+4++XP8xu/+lW2h+Uq22hzh412LepVUE3FY9b1GhaOvee7P3yebz73KjcXNeMnP0t29QrT7Qv40S4zLdFihBuMQCNtuyRqgSkyXOHwuSPGBqoZ2XLB4eKE7734Iu38iJ3ya+xNrjHMMlxUrKMrWelIzghewKOELmBhgKwwfO8nr/LNl17ih6+/jdvZpxifpbh0jXjmHLO8RF1OMzlDLLZYZhmSZ1hjEVWKfESxl5Gh7GnL8vYtDu/d5Y1bt3n1w3s8+sic8zsjciMUxm3sXky+tG0JdYuIYPMclzlsV9oUo6bqFyNdNLPXaadKMLRjJo+2baoeZwA+hUoFSaUzYf2Ng6rhuddv8IM3b3DjsKHcu8S5c2fIr15hWZScBJh7wXpFrCVogarDRIsLQuYcrnA0E6UKgcFowvmrj5Lfv823XnmZt994nSwTrl3aZ9CBm5ZkyWyBiYKKodCSsrvuVblz/4i33rnN63fu875Emv0zXL50Fbe9y2JQcGQz5rllCcS64mRxnJBoBLUZ6nIKYGdrm8lwxKXrn4ODY1797rd58cU/ZjH9NR5/9Cpb20VytjFEYlf5l8qnQuvxdYMIFIMkjWvgg7v3+O6LP+alD+5w6ctf4eJnP0u1vc2iLKmsowHaNqJtIMsKtBwhTU11fADzKVujgvHWGa5+9QL283NufvOv+L///R8z/ehdnnz6MS5cvUwOZJkhMwVuVdrV9TqZHJdl5EWq3auBD4+n/O33f8g3v/8KZ7/wBZ78yldYDiYcBMOcnCrLiM4kxzvGlEt0jnJYUIxLamshlOSPf46r++c5ee0lfvrs31IffsRj1/Z56PxZHhoPGQ0L8pUj2YFlE0O1QieWOrI2nu88/xz/6//z/2K2znH9i18lXLjC/e0zzLIBB3VD20SkmMCwYBlaFm0NyxrxgUFumQwLti9c5tr5s9R3PuTt557l8OiA1z68z6W3P+ZzD+/z8LnxRr1hVz4VA5iW2HiMcbhBicvyVYGWbwKIwWS2YyjpGKpnji6h1dewnSp33mA8EcVstFnOfMvLr7/F955/nYOiRM5foLzyEO7SJeoI4WiKWks2HCI2w1PT1h4UfDSERnBGaLWgLbcp8jFWIrFtOVKHmU754P6Mm8cVbrtkRF+t3eBnC8QHnHM4bOrsJOVx3nr3Pb79g1d4Z94QR1tk23v4nV3q4ZgpwlQdlSkIzhJMDq6mrz8M9Hk1xWUFVgMjl5BZ5wWzynPj/jFvfHSXorjEXm4YmNShk3VIM1GwYjDO4soCdZYbqvztcy/yzRde475Y7KWHkHPn8Vu7VOWIhctorSOISU2W2iK2oM2GYAracQMmY2ECxhgG422y0TbZ5YeJ+w/xYSP83Y9fIyJ8Zv8MF8sC42RDaAZQj2rAWHCZ4QR4/vYR33/xDW7OGvzOLuHMOfzOGSo3ZF4ry6zAlzlqLCGkSKhmJZIVmDxLecYuhhVsiY53kfMPMXjkcar6hGdfeRWpK37t557m5649hMHgQ8TZjrCMYnKHzTNMlrTpMfDiuzd4684Rx7VhNNjB7l9A987ibUktObUzBJtjhyNMlhOWFbENYAUxkdqA8ZoS2nkO4y0Gl64QbMY7H94iqxfk/mmunv0CFovHYohJwyEgDnEO42xKupsUroOUy0rh/7Vdkkw+T7pgujirFbCuqwL+lFosSwojdcc0Nrz+1pu88NKPKZ/+AuevXCK7cgXd2UMXFXFW4ZxlezzGZDkxCE1TJWXohaYKKcFpLeomqAu01GTDMePzlxlUMw7m8OZ7dymvnuPqTkkmgcW9+ywPj5DW47ISJ6tcPqqRV996k7/4zt/C2Yd47Bu/RDi7z31rmYbIMgptVDS3kA8w4zHqpOsdUWwwxEYIbctJs6ANC9TXDKVh++I+W+FJalfw4tvvkZnIM9cusFXkbDYU2ABZ5sgGBflogDeWH7zwCv/T//y/8fZJy/bnv8Ijlx+hHm9zoI6FF2osIjniHGIiYjLUZLSSYwqLOT9AqwXL49v4eoqtGqQcsPvZpym3dggHH/GfvvMj7nx4i8Fv/grnH77SI6SLXLUoLaoNxijOWW7PG/78z7/LN3/6LsvJHhe++iicOc+dKrLMoXID4mCIGRcQWvRkBk2EfAQux9uINp7oG2LTsAwNNrbsnLvEE7/2m+iNt/m7b/8V7zz/IheKnC9eewgB2ibgBqkxyKBkuSMrC1yRsQS+98Z7/PmPXuFOZblw/Yvkly9TT7aZW8u08VQ2R8stTDGEgUFFkVowxiEuxziDtg2LxZxqXnPfNAw1cvbqY+TjbW5852/4+IUfcGUMv/qVp7DW0iIgKX+ZaKnElQPE2cT4KqB9Ue5m10E6nJI0m6CrXN1KMxmbTCAAX6MhEDX1ZrYd2dwBbp0sOIiBtsywkzFxa5smL2lbpY4WKUbJ1IsObQzaOCTkkAnSVbtHFdQ5TOlQaWlaDy7HbO+Cs9ydLXn35i0uTjIu75wHLMZYrKQ5BilhuFakJ41y2EYOYqSwBl8O8IMhMzFMsbRRiCbDSIGhQI1b46krHzEFRDGEtqWKGQsbsEVOsb9PpnAcWl5+6z3OlIbPXzqDFPmpAJF07SvalRYFgbuzOT+9eZu55ky2t5lcukQwJVEdQQ3eC2ItjjzBk4dkHC08JhPMwIKb4NslMXhmbcDqkuF4wuT6dQ79kg/f+CnjWHMyX6xFocQkCaPHomQ2VbBYY5nOFrz2xru89tYNhk99ntGFq1TjbZb5iNoO8LZEJcMqaFfOpMaCyRHjUplYVDQ6oqSW9EAg5Dn5aJfq/iGHxy317JDjebVRtrSuz1l1HgNiLXOFn7z5Hj/48escMWD3oevo/j5VPmEhBa2BYHMkKxFnwCchKpikiYxN5W4ImgfaJqJtA8Zit0bk6pmjNMfH3J3OmTdKkyfacRh0owRcjMO3Qr0E33blXJDK104VHoELKI0qRpTCSsqyrzTY2uTTekZoG4IaGnUsgnAI/PTjBW/cniKXL3PWFXDlCo3LqI8WLNsFIS+R4TaK5fgkonVNOwfRHDvIsFuOEITQKMZZbC7QRqoqEhR0NCbguTs74r0bc548P0Qf3gcRyr2zTHZ3KbIMiYrrrNX7wMcLxZy7xMWnv0g1mnBoI7UGloMJIRskhKkBtURvoO6qqBqgTgUKsgWSKRpAvEGzkjiE4kLEWcv9m28ze/MWj2zltM98LiGq6YBwKYAeWqWtlLYORJRsa5vJtUeZt4IflLTWkA22GFLQzGvqpkGNELIuAZcpLCrC4Qy1BtnfQoYWO9wmRsP8+C7+8IAwHrA1HuAzw8K3LJqGGPuxMr2YAXzAGcOwGFLmJcYa2rblcHrM0ckJmRcm2Rg33EPKMaI54oEmoH6ZSurMEHKLqE3XVFDJwGVIXqBtBTXUdcPBYoo/bmF0ga3xNtl4Z8VQedbXaXtiiPiqwWctUYRF43n7rQ945aU32HryCzx05RGqyQ6H0bGMORQ5NitRlxJncdEg3mMHFjMqiMHgWzCZxZYFUhe0RxBDRQPYzGLPnkVm12iHe9xfwtlxCu2nmN0G5oJQzWF2nPLEPUPlWUFc1UH2DGUg2NRrFBzYVTKqK8LsihsRTfH1vIC8IFjL8RLe/OAj3rp1j3a0zdbD2yy3z1KpYdm0VDWILXHFgBiF5qQizhUbLFlmEckQtX08vGsSBA0GHwQjGfl4C4Pn6OM73FgsuH94Ge9T6REYisGwkxTr7phphIOTmtYVlPtnaPIhyzyjtpbW5kRXgrFpaRV0ZWZJIzRAk8xeiSQN3UbwkmrD8gy3Dc7XzN5puHPjJnceOkPwvWqSVUu6Iim+0ypNG6k8xLyk2N1FGqAsCTYjmhylSK+uVN4AACAASURBVHiOCmq7QuOulEkN4mMq1K084izGFphCCXZGpVNqDMFYQtc42Wo6H+wu7cuQjAgiqfEvEKmChxhQsRg7QO2IYMq1xR8CeEWNgHOpMmCzYU5Mwl9X3GtiBB+pFku0VrLRDuN8grEFbQeQNf2OmVT25AMhhDRRKUYOTmZMD06wamHnDKGcsKxaanLUFohkaKsQIrYOmKiYvCtJ6Nwb7UqAbFYi+Yi8FXwINBEGu2cofUsohnx8cMLZ8gzlMJWNrSv0IARDiBYfLSEaYt8BLAmPm4dTJ52jpXgbCSapbKMRF7vyKGuQ0YhsZ4t8d4tiZ0g+yliGlndvvMdb795iNtnHbu/jTcGsjXibI+MSGQ2IuaAVqM+waikngs2FNhjag1R2RWeixgDRG7QpcHbM9qSgEOX4fc/NowPuHkxZVnHtw3XNemIgswkB7QxmB0ccH93neH5MUwwoJ9u44QSiEps2Sf8oSA1S0yfFE1GMJNViVqCVwqJFYsDoEOcMRRkxeU5bLZnevs3i4AB8F9nJVuUmp0ZjLINw1MC8UWKIWHEUxQCTlZw0kWnb0ngHxiHiUmyoBvXg1FHuTEChrRyxTeWHzuXEnX2kHGNdIGpFiCm3E1zOUgzztCyKflxA5vBEFk1F09aopHC+GRYwKrFFiZGctjEsQ6pQSAxjk0AB8F0UrOsu6P1yDUkoOpNRlGMGEbJFhVrHcFhSOo9fBGb3Fox3huS2r6TPEGO7YlkIqgRjsJMB7G2xHAy5T8ZSMuYWWnGoN2it0DQYoCgsLstooqE97iYfGFAfCUtPbiKTwZgyc+jsgHbm2dk6w2iQowLvvf8ee1Jx7uELiM1Wsb7EUA43KBjsFNjC4dukVzbDCz1buWBBbBcG3JBiBsWorl3sYoCUJVJkmCLDFpagLYfHB9y7f5+QnYXtAUqWXEyXY/MhmhXEqGgURGxSwQXYHMIMmHfV0bmgAUKTiieNLchyocwCWTOnagLtdMZsUePXgNJ1jySXzyRKrhcLpkdHLBZz2ugJ1qL5AHVF2gQfUYlJOwYgdJgxkmpRy07y1sCyY1pjUEmTBxGbYhfBQ1UTmqZrAeB0HUuMqfvcQhOVaaMsfarSNsYgNidKxrKNzOsA5IhNuSoJiXBjA5Jb3ChphOZYCcsUSbQjkxzybIjRCl36ROTiwFg8QtPt66qXzRkCkaZtaJoG33hiVmDKHEYDbJ4jYgkeap8Klo0lCd2+zCb4TgtvzC2UrkqtK2NzWDKTpU6D3DEsHKVEYu1ZntS0RU42dKtudTFd6FlIPpkR7KCE8Yg6zziM0KhQm24PvEEakCpiDWSlwzgHSwhLBSeYHDREQtOCM+STktxACBZthUExYqs0iAaODw842R3S+nNonrGpdwIWWzjycYpA+i6sEPR0IFwA127MKevtRoMBiQST0pW2u71pPYvpgmq+JMaIMwbrHMYZ2lAR/JzcnmVruE0lOY23hEXSAKrAMGmgxoOtQYJSZtBaaDpLSaIizpKPCpwB3y7xlaeqU+mNmEhWbKyWSOj7c7rdOZodc/f4AFzO3rnLnIx2mdeBRjyREky2tntzUBE0KOoVaQWxnQlYAViy3RHGKQsnxKbB1AtGVYWxFruzTT6ZoB0zr6Z4ZKBtjTOBrDRElKr2tBjMeESMjkWMmKaliV07i3SDWQKI11WJWAhKVQvE9fybxkNcQCRgtKXMAzbLsM6AtkhocUQy1mAloRFxJinSUHmm9xbMhhnRZjAYYKxbp02MrFtR+8i7ChrNKVtSJN0j3b2h8SznFXmoya0hKzOiE8oQMTESQySGLhCx6rFaByi0t5obJalJz4I2NRVFh2oGMXWVZVlquQiNoQ1d44LtfR+SuexyvCjTKtBqZDQsKBgS7h6xmC9glDPZHVK4gsYLNeuG2p6sjDUYY6Hr5VuB/GCUz6duHE7PFEgLS3jT3hqjrVqWJ3Pq+ZLoA5lzbG1tsTUZc5+apjqm4AxlMUGCpa4bYujGeGUdQ0WoTxRbQekgy9OglNXMNQM2M2SlwRCol4FYtaBCmefkRYbL105gkIinn+eneKDyDXVscYMhW4MBCzviqPI0GjCFQ6xb0Yxmq2hyN3RQU3bRg3rF5Ba7NYBMWS5bmmXNoGoofSQrB4zP7FJsTYidH5cqUEJHWTXGBmyWfFMJIWE6y4itYdkETO2JVhDXN8p1sLTdP7tAa7XsEZR2ug3QhoiGGtEFYzFI0XVVxBYbWgrVVZFsihWmnTQGnBi0jSynNZU2yV/IbDfQpcsL2WSO9yMvVlmUaDY4tA/Hs+rpC74lzBZ4aXFjKDOhjg1ZW+EkYjOb/JTV+DNSJLSLhhmRNIymUagj+JZW29Q7pcnv1pBC1nmRCrnrBupK0UyQbA0axiDW4GPkpGpoxTMc5lhTMr1ZUd87xBT7nNnZZWu8jWpizL6sCACrRI2pmVPjKhq8OftlZfJtBv56hLU+AZNbi+ti0b0voKpojIhGytxxZnePc3tTFouGplmQNzWZjyzVduFiWc8KaTpAciHaRDeqSgiKhjSS1zlwBkybINYuDLq9dYazNlCWE6pOAwC0VmktiIkstSYAu/t7XL7yEDc+OmRxWDGPniZ3aHDExiTm7ehX+n49KzBIBKG9ALAJ9uABH4nLFmmVcrDNtoHZaIeFGJoQqGPnQzlPCn1ZpFC8BkLbMrLK+ZFlC088mBJrhz8fybcseZ5hXCrwDH5D8nWpwX684XqmibAaI2YMKpZWA3Vd45sGVHECTrokNxDwQIYihM5PkcxSDgvy3BCrBbqYEsSjpUAWUW1BDTGAc0LmunR6LcksK5KvSeiCKU3SOmIFtocIDWIXRL+kPr5P084pbGB7a8CgdMhmuY06oqaRP65DvzE2+QYmIxqDOFn5cEo3z69bY+r2Bg1dHjVLli+mk3E+MUZQpYoRaT0nyzlZNcMUF9k5d4btvW0GhcWhqPdEmzqDEU+1nDI9OaCup2AawHXD0NKkrH5fnOtj7d0ZYlfyEiHLTeql6e5PKapOl0VlKHDx3D6XDpbcu/kRx/M5Zj4jq5Y4kyxsXKcFlOSTCMggSd62gXYpydTyirNQ5KkPi6USvUe9pzSG3d1zXNkaMRmdYdkKbZngqUykzUAksqRGgYt7Ex5/7DovH7/C0bsfMsuA0SWQPDXdJXclravSBNtYYNiZNV1rhRggKqGKaNOmKnRVBuMJW0XB0XCHqc0QgUYjLZDRdEPXgVLwMeCrlrGFyxPHmdiiHx9AnWMejmTRYZ3F51B1JovaLg/rU1BIhKTFut9vFjFrZjHGEbRhuZjhqyUFwtA6MjEdQ0ViR7wBwavQqmJzx3h3SG1ybFvBYkbQGp8F1DWID2h0oCYFk6wSoxBiZ2IX3Vkp1AHaNrWVlzl2MsbGijid0VRT5kd3qfyS0kX2dgpMH1HdYCiSZ0iuwkCEQVkioxGa54lpTMTkkSBdCFMlCfiOgKVz8TQoUkiCTdbMJDkQlMoH/KLmZD6lrE6wpWFnf4/dMzljII9pLUENNrOotFTVCdOTe9TNCWIbYJjM7RX/JL5w63G2Qj/mypnE+bZXvb3N2J2pxSEyBh4+d46b96b85PW3Obhxh7HZwm5fRAqhiBY1hqidGBkkp1XbBq0jEQfOYVXIFAqBUhWnEbynmZ5Q33kXrQ54dJTzufPXuLp/jqFLsm3OkhlLQqlkxmFsqqXaBnbLHD084ujNt+BcZPfK5zGDAX4JTVCaRgkmld4YB9F5NITO6SaZNa4zg7M0rw5xZHXD/M4t7i+OGWrkM9ev88jVa5R50Q3PbMkJCIFgAoGIxkiOMMaQVy16OIM4YOIMw4FjZiO1eNQYjEsESwSyNMyzx70h+Qyi0MZACB6LJ7cNVAua+Qksl0xU2DWOiciqtrHtODBiVvMWjYEyM0yKgjM72wzGU9TXLKcHxFGgsANiNgB1WLGEJgWNYhSi6CqbQm6SNuhLktSnNfgFNiyhWVLPZ1SxQjSQ9ebU5tjsCBYhU8EFZWAMF/Z2uHb+LHcchJNDosuQ0Q4uF6waTAshCt53QVbtrBsD0UfiUok2tQphBEJATSTPctwyJ0xnzD++Dcs5u0PHTicfXFctYTo/xMeKYDxkKUBjpJ9A0g+Q6E0HSQwVCcRo0JCCE2Um2E6br8zEVVw/SYDYKCXw2Lmcj27vYI6nHL/zAXWxS3HpGoJh2PX0V8YRBiAjUk7n4wXMGxiPYexwJjHTIChFiEj0+FBRndzl8NWXkeV99r/2Jb742FWeuHyWvcJgiMw4Zh7nxEJxLiN3GS7xLWUTiB99TPv6GxBHXLDgBsLMR6YhEOpAcILsFZghaN3CcpEcFkkRSVqH5DmmLHADQ1ZHXN1w981XmN58h6fOb/MLzzzDl5+8ws5wRCTiW08wnqH1RE2zORBBgmBqJasiReXJssiZgZAPYS4VTRCiZIh1yXcJoNaiuaQIdZW0VeFSOjC2DTEuKdQz0IpYH9EcHzBYLjnrci4XQ3aNpaSf+mtWGqovPjUayTSyMyx5+MpVrswjR03F7OMbcK5mtLeP5iVRHL6Geg6+7aLBAlJ3hDUxSGGhyWEJ0dfE+pjYzrDVCTRLNPjVYNLVEQO9629iJFMlU3A+MrLw2MV9vvjIJV5tPR/duUmFYsohphykrIeFepqabFUTI+U2nW0dqWZtQtgkS4QcPSKR0aCkqHJuzZfw0T2y6Qm7LjDp8ldGDc7laTAQDa2vMIWl3BqSD/JVvvP0TP/0t3P0Iz+6KJukCJCVdYs+Jn06EUpryI1ZWTXngIe2B1zcGrNVFkioCbP7iFgGxVYqufERWptUb/QY4xGraBaRLGKtIBpQiagPaFgS6hP88h5hfo88zLm8lfPkpT0ubmeUkszJEkuG6Tsu1i0KgKsaHtrZ5qlHr3JUWsLNd2C+ZFRukdkMFwIL6Ye9CFBjtEmObx8NICa/ToRclEIrpD7h+Ob71G+/xc7ZL/DMI1f57EOX2MoyLIGg/X/okiG4NKFHQXzABuXymT2++tTjbE1r9P4tTt4z6NmzFKMJjXhCEEQdxjrURmIfjeyn9YTUJmKlxtiGsVPG4jk6uMPsndc41yz5B49d46tPPsL+cNJtPKt5sB2LJ/M9pkDJ3qjkS088xp0m8oN3PuDG/btMYsvWZELIR1Ra0XpL2wQQSznKEKu09YJQeTTLMCbDiU3NgbFNIfzDI+7f+YDh/SOuXb7Ck3sTzp47u2aojRG6KiGd6gltSy7w9LWLfHwypXr1De68/xayrCiKAXY7YN2AoDnRJgtCjXTzVCMxBlQ7XawpwWxNIDNK0VS0N+8i929zMS/Yu36dJ8+fZ1eEAdC0XaPtRlDCIpTOMchzcpthO2fWhm5u7kZHp0tuYJJavvePUpBnnQknfRZi2MozJpkjt2u+3J9kfOHxa9xZem4hLKd3ETEMrENsKiEiCk0Lag35wJGNixSNcTXRQ+u66enaQDymnd+G+h7jiXBusM218xMe3isYZKTEorOcZZczMsHNhCghxd7pykMWFV/9+S+x8+gjfOvF1/jOs9+EyVke//mvsHfuPDsmMhW421YcLwVixGUd0aJo99+3WAJF21AETz6bocd3iffuIvcOOSfw+f0dHtvNOiI1WDfCdUWRjhFOMzIFbVsMyhc/c5V//Tv/DX/+wk/4dz98gfdee4Vzv/iL7D7+BMftklntkWyAzYZ4TNLobYTgiUSWS8U6xRkYDCJ7Zca4gYObHxCe/x5nrl/lt3/71/mlp55iXA5hCZorpotC+q60wYlAiPg6MDbwa1/6PEEjrz3/Q97/6Rt46xhffpjaLqhCTWzT2LNiNGTv7DZilKM7x8ynM2hz4nxIPtpmUpYUmWIl4/jOEe/88GUu2ch/+w+/xq8/8xTXr5+lISQ/OVubfCGLtOKpY0PVpEE1X7i2S26v88GbP+EHr72M3L3LKM8x+1PCaAtbTsiyIToo8JnFq9IsKuplA85hhhmZNti6YeKEs0VOPJry7vf+Drl9i1967GF+4zd+ka9/5gp7XU4ya2BVYUAE5xiZkrHJGYujxGE1VRWYhaSC3IGscrku/YcFKZmwmu7UPVM7W74v/rMoOUommkqUumMrEz7/6EPM1PDcjVu8eXSftglpEM14zGCQYaLB1ormGcOtMXnp0FjjW4+Pac6ehppmMcMf3Kb++H3G1QnXL23zzMVzPHpxNzETJM/dpZlMQ0pM042j6hhKWhgY+Owjl7j0xCUO7t7j+b/5DieHByz3tylZMhwNsYOSZcyoWoMnDQ+xyKrvTYlYH7DLBp3PaQ8PcHfvcKk0XHj4Mp+7fJ6Htob0HQgp5LvO7MbWIDENTIkhNWyWO/CNZ57kqFrwdy+9yK279+Cj9wgDg5ocEYfb2iUvLFEtbUzTjKSrj4ohJd0LKxTRoycLmoP7DO7dRTPH5y7s88wT19naH6f6xCpFvaw13d6adUQ3KsGnfXy4hC9du8TT589y870PcPMT6pvv02zNkGJI5gowGbkTMnH8f4y955Ne153n9znn3PTkzhHdQANEDgRJkRRFUdRotNJoVrOza++L9ZbLL/xX2eUXLo9rPZ6a3XHNrnY0K2kkjQIlRjCBiA2gETqg45NvOMEvzn26m5Jm7FvFQrPRePp57j2/c37hGySWqkyRYojRGmkdNaGoGYPsddFb68idXSq5ZnFunFcuXeDVl1ZohpCTIbBl46q8V9L5EYgzaFMc3sMLs2NcnR7jYqPKej5Ebqyh8xQ5OY0Yn0S1WhBW0YEitw5LhnU5UoaEYYgqClQ+IOprD+7d3ECsP6M+7PDiiVm+/eqLnJ6IqJSD/JFKFMIw0jUMRUToQgKjUCZAaAURSFOejMf6575XW44fgtHUuuzKGleUBbVvqTln0HmK0RmHeVZhUbnl6ul54maFnfYet2+vsl9so8Z2qczN0VxapBFUyLXxOayLUU7QH/bpDweEQYBQkqx3QH99ncHD+/DgFozVePt73+bPXnuZC62Gr3GUOpokwuEwwDmwhS/yqgnMjVUJGzAGXJke45UTJ/h0bZ2H7/+WZ4/vc/rqZZonlxhXDUSgONCWQWGIpKChJEpatM0p+l3S7W2yzU2ytTUmiozvXDzHn754ha+8cJJKGIAflXjYzRFImbSXonNdtm0NNvcQj0oFzp8+wZ98622qd+7yyeM7PHnwOcydIlk+S6OS0AhKdjMaIwuszLDOeDSHNag8x+3tsvb++2R373Jxbo5//b1/xbdfvEQzafoHWHDIJFXl/YqJkCgv82ZHIo/+OjHe4t9+7/vMLZ3nJzdv8slvf4aamGV65TxjcwuoqSl0YOg/30ZiGQ8FlYkmRgtMZlGDA9ja4PmDVZ7fv810JPn2S1d48/Jprp2eZSz0qbp2RblpKY5GRj5v8t8+ek9kOa9fuYqWNX566y6/WntM++CApjbEUiATgQg10oCyHkFiIhDKIPQAqQ2yyEjXn3Pn3j2CgwOmkpBrZy/x4guLrIxH1EJgUD63Y8/v6IsQowN0pjCphFx6NE0YIkZdu/KPAFvmd8LvzA4/27TW7xYI42Fz0qGdJtc5hc2xwu8iJs0IrGVpskHUiLl5e4IvajGi3SfLuqhuiNyPCdIKgTUEYUhVFohIkXb2sd02MgpRUUDY7hDvbWJ6O2RFl5V6i6+dO8mbKyc8U3fvwENgovDwfpcsZF/2jDQwImjV43IhwQsTLb528SwYy4dPHjLY3STbHiOvBqh86PPygnLBOwJpCaW3wRTdNsXWBtH2c4LuDov1Kl+/epp/9Z3XaIV+V7OZ7+IK51kDo3usC40t6S/OOd9FLJ/T4uwE33j9ZWQtpr37iM6jp4i4Qm1skjgJCV1GEEUkzqF1Tpb30VYjhERYS1gUuP1dgo01xNYTLl0+x/ff/gbXVxaIBF5tpZzlikOHES8cABIjBUZS1o/+alVDvv7qecbnltns7nH/0W3cvqM2MUFcDZEV6FnBYLeLBKanW7SqCTrPyXtDXDtF73VRG49I2pucXlni269c5s1rZ1meTIgATe4TaieRQnw5oI4jLwCsxmY5504u05icZxgoHu0+R6QZlUEX2iFG5dhB7OdfTpCoBClCnNAYk3qUfN/AziZ28xk1HFfOXuCN6xc5vzxDfdQG5fAG+Qd57HvOCu+Fa6QHSetylDRSXz3WaAkOo6usVI11DHONMSNGZ0nqFZpMGIY4UucJgACqKogDX/I2lOKrV85QiSPWDoY86eXcfbbFnU8+ZpCm1KsRtXqFWrOOU/B8d5uDg11/M6KIVqXKbL3J4tkVVl6/wvVTi1w+tXyIgxVR5FufRYEvIQ/vwNGXRyCKQ7TDwsQYb71+mVNnF3jz4Dp31zf4bPUh9x+uktbqFPUGaVQBoWhnPbqDttcYSCrEQlAzmvlGwtULr/PyygneuHjhKP2UHntWwOFKiMopQVhLDnUkhAQZHs0farHizFwT5Bnq8Xd4ee0JD9spz7q7bH34gI1en7haozk+RuEKOr19sjwF54ijmJlGixONBi+98TKn/8XXePXSZa6sTDPZgGAE4Ct/16gcVsBgmJNZcHGIS0LfUj5aDFQlLM9W+PNvvM7idJPVzV2etQds3v+c3dsZ3dxQ8h/YaNbpBIpB94CsNyB0EWNJk4vzY1z52h/x4uklrp9ZYmmiQuLAphZCRaiScm599LCsKzF8dgRfB4RBKEMcwFyrwtvXLlKpRXz2bIvbW7s8Wl9j6+GAodEgJGEQ0qjWqEYJzmqyPCUdZBTDgrlqnT955RqXl+Y5e2qWFxYnWZhuHjbcfD03ah6MhnzlzctzImepKkUUyH/WLeMInYjvWGjnyApNYQ1JEBB4jjI5hkxYMinIhUWLHPBU46AiKTBIFFdPLXDm1AJPOwU3nx2gfvU+qx99RLHzHDHVJEyriF6MsxZ1sIPq7GGyFBeENBeXOb8wz+svXubtV67wwuSY77wAkXGoKIYs8xPhw/nY0c72ZWAqZJml0I7xZoOJqRYvxf613v1slfbjRzx4tEoaR7hmi7DRQsUJpreH2d9CCEVcn2C82WJmvMm15QX+/Jtf5bVzp4nwUBeEZ5FYITDGm2RT9vgiIKzFyHAEc3IlndOvnlDAdE1RW5nnzPIca8/3+PWNz/jth58w2HzM3sPHyFoNcWLR2wV1dyHzbX1Vq9OaX+LM1Djfees13n71GjPCz+CCI4TRIVFyZBQmwIOM8QFFFByJq3LUg2ol8Mcvn+flC2d555PP+fFv3qP//DHbzx5DViDjBlEUw37A0BR09/fQaUatPklt+QyvnrvCv//+1znbqvlE0ziKvk8xpVAodWQPPrqckJ5OIo9tkKKc3VCQKMn104ucPrXImXsP+cFv3qW/v8Xe1jrDbhdkgEwqxPUa9UoFawwqzbGDPi7PWb54iT/7+qt87dpZxutQ9WUQBb43IMNSlMWWRMcSqYI2CF0Q4ogDQRCKQ5TO4XXUOz8m0jKaMQkgFOAkJhCHG52lhHBJ51EEh/9QM7KaDvCqQwkgmiHCjeGunGYse4Nur8PERJU4CsgzS5FrLDlO5AyLHCsEkxPTrCyd5OypE5ycbDI2utmuRDc7Sr5NdHTPXWlrXU7Kj56QQQmIQoGKJMExyv7l+Vm+/9ZrnFqcZhAodByjgxgnFUExJCp6BE4RqhqNapXJsRqnFmY4NzdLs3yNPCg3N3F0/4UQh46PAHqUIQDaaYwZlu+tQEpJQuAhjkogajWypSWaFi7PTLK3s0MuJKJS8wYGJUbKWn9CjdeaLM/Mcu3EAksjaoYuQNsSdeAH0yObLF3GmYy8PsLovRZlypcDhfH4vSqCCKhUJS+dXCQornBxYYKNvbMMC0MQV/FNwkGpGW4IbEit2mJ2ao7rF85wolY7zCGQAhkKtPWAa79iBNZJwvKhuSAkaTRIohB1+LAUIoz8MhUKGUDLwZmZad5+8QJLM002ds/QHqQ+hVQhlSgmCSKssRTaYG2OkoaVhUWuLM8wXYeaKhFTWAp0OcMXOF2gB5nvJ8QhMvBaGV73T5Abh8bhyhpPH0uMRjF1GFCHjgRSoGKFRWCFIGdkC1w6CQZAMJJN8gGlXeGF7HGld05IDCw1A6ZfPMNXzywjhaNaUxht2Nvukw414+MJzfGEDENfG6QKiIPID+dISXGEyFK+l6Pxfvjlo2hkF+qOdR5BE4TSi21IB2ZUIMJ8rcq/+e43+a57i1QIUufopQV5rmlEivEkRBhBnjkCKaglkjj0SIl+4QUhRx2qEfp7pNFd/gq/SK31OFsB2hVlQJXIVxeUK91h+ynVXHNhdpbTC4sEIUhl2OulbHcHREHAzFiNahz600ZbdFYgjWOsVuKl8gI3HODR1Xht9FDCqFYqH3xYiY/SeOfKiqZUJTeeN6Wkj0sMrEyNszT5Mrm7Tmot2vmdK7dDevlztBlSCVvUgjGqKiIWAcpIRN8wkJIkEmXpAFIIUqEpXEHhFIaAQPhBqQhD4nrTB1R4FFB+J/TwpyJ1ZLljvJLw1ouXeeP6RYy15MaRasi0R044K0rcraMSQSOBSEgwAWboyBOBDRyGAutywtLJQ5uCPE1R0vP1UGEJO4/InKCvDZmz3tONw6YyoTjKAoOj8fXRgvBTLX8sa2cZCujbHrnIEbHARYLhYSdG+SL4ENIYHmVjQkA19P8du+aiGjqHpMk/eWUInNVEMvSt6D8sVIsLR7/PERxiWoBK4GszDBxrZRNAiGScmPHRawBZzQfCPycXDEcH5VGR//ul2+hrFXudCqMcMg6IaxW8YQKMcjElBNUophJVGE/UlwaKi7UaBzOThOIPvK/67/x/qBAklHD9wyaoYASn8VcVLxyDcwgpiOIIgb+9KvJQJXn8gx0msL97xWhiNBnJYS5x7Mo4SsXL7plE+DEHIZlw5FYevjclFTrTaOShrY2/iUeiKxYHxwAAIABJREFU0qHyJ139uDb371wj0sBoeB1x9Dwy5xtugfTvJSfGCIUcjeKrsbcxkgJVHQEVIVQhxjmGpiC1mqLM+tKyAXWMH1sGlPKf2h0+gtKG2DmMNQzVkE7eIRMpoiIpYkHb5aTkJIcH3Ugf4J+s1w6vQEIQ/3/8TArOKWTlD1m8HfFotApG59PvnFD4gVRR+F8mkn/ydzl8F/T3rhGE5Njzk8Lv5ANrPc2EIwrUqE4ZvQuh5MjCBBlHBLVRFJTq61p7/EwSfimQjn/Esd+9mYXDaYP43fsiJcT/9E0dvXwEh+hoiSCQo3b6kR78/98rICY4bsvpcorukDBIoFq+l1GD5Nh9TEYyXNoSldm7MIZBu4tMkiOKuf8pDq3Ry0Pjn7tGLpvHL5t6r6kw8Zu/4DgAKCizCksoAsL6SFXi6HMJB8YacluQY8nKEymTvsMfiSOYXvlUyiLRlYWi8BOBclbpF4wAESpkpOj2Oty9fZdGEFO1gsCAcQprAqxOwCRexyziEK3ujF8/0goSqQiEpxSYQ0i1RQiDcAadarKexiGIGjFBEmCdwBqLMQbrDHGjjgtDHj1+DFLhhOPe2hq3ntwFNGm/g8xyVKERIkSWg0lHCNJrrHlWa4h1Ciksylmk9ZASUeZyHuThPBLDaozTDKxm6CxEASoOMUJQ4GWEhTUEStJs1Hn25DGdXp8oqbDb7fDB558wPzVNetBBZBZZSCDARglCBQTaoqxDS1/TEYAILU44jHWYwmLT3KM6IoUKBVjtRUnFSN+dUhNBYI3z901InJBU63U63S5bm5uoIKQ7GPLJZzcxWmKGuR8bOI1wxtu9CHBCeAqqDAhkgMBiKHCj5yZLEJ0B3cvRvRwhAlQYoxAoaxD4NMkGYCJBIWGYW7LcUm81CeOQh48e+kVbFNy9d49TK8vooqDXH5ATYkRIFEmSSHroTyH9EFbgDdLKQqbM9AjwXk06z8nTFCsEMolxgUSjKTCY0mPM01S8v1U0St+cQFlFoivsbu2TZTkTk9NUGk3vUVYGpRJfzliCMp5wzu+8pgxObwRtQUBITBTViSsNVBiy82yTd//up2x8dAthHcZYstxRFAG4OlI0II4RSeC3dOt56tZCIAMqSUKgIM+6ZFn30HRLuRxlUoTW2FyAVIhahAskRZZhCo0MvBhiGMc4AQ9WH3iBQxw//vU73N14inBDXD6g4iSJU1BoTGEwTmFEDHGMrMWopEoQjCNcpaSDZ0TWkrjRLu55P4WxaJ1R6AOMG/rOXRSRS8jKlsyRp58XVQyjkH6ny8bmDvX6BPcfrfG//19/QTMIEd2U2IVUgypCxgylwhpLqzMgKaA7NU97Zh6Ng7SPM95lUMqAOIoQzpIND9BZz9vPBGCKgiLPCaQjjsEhSPOS21YiYcIwJM9zbt66RRBV2No+4P/+q/+HhZl3aaoEZSy9fpe8SElqirgSkmtHrgVR0qTWGAdnSPt7GJeiYoGMPMJGOEHFxERZQL87oN1tE2IYr4WESjDUjhRNGubkoaFwEcbFhHGMlLB27wEy9pJkP/nxT1i9fw8VetxBtxAMtaAaBzSrEVLEFCbGWlmm9e6wIeXK7lpcDlYC4ZDCqx4b591b+kWXzA19iRQKCqEp0L6DagyipIQorYjSkNjFqDDm/AuXmJtfoig7qsfIzIdXcIgzKgt/weGct8wtJQmSqqgQuxCZOy+kPtS4fk6mNXlhSHNHrgMcEqckzjq0CWn3Bmxv7zFMU98FDRRxJUYJRz7YJxt2wDmUCqnFirFKQCsKaYQRYRRih95PsUhTTF4QxBFhkhDqAhzkQ09Ytjj6acF+p4ewA4QeYGSIFQE2y8iHKQaFDav0BoLtrZSBlkiaSFslKwxFURA5RwXfPbTOoZSikiRUYqiEQ+JQE7kIrCHF0DdFmT6I0dGOEIIgDBn0+pjCIpykSHM6Bwe4QCH7BRURY2OAgp7WuHaH4O5D9E6bjcWTrJ06y54I6A8ytLFIKfy9i0OUcuT5AEXO3HiVmWaCzXPS/oBIWqqJf5bDDIqiTOQFhGFIoTVFmiGcwOaGwUGXXtAmTAzSGHp7u6RZn2yyhqLCXnfI9t6AwsWosI7WBXn/AOuGqArIELQ1BE4yGY4xHbaQ1mLMgEoIIQGBEgy1Zeg0aTgkCzRWJjhRQekM5yyDbODzJ+cYDHu02/tElQSLYNAvGLSHuF4HNewCEcNwnIOgwkag6AoJxmuglJxWQm2oWEsjDhmrJdSrCUmSIFxBmu6ie7sE+1uotEfeqJJOjmGTCALl5drwYqdxHlFTdephCWVSwWFXd1To/MGAkkAkyw7P4dzCL5MKIAiI+xqxl7O4vMT3vvs9rl6+wrCfkWem5NkoMhmTyhhXrdGXkvc/vcfqP/yWJ51NVGBRGFQvRdgCnXawxRAlAuq1CrX5kyxcPM+l5XkuzYwxWY3Ii4K8yHGlP6pUCqkCkmoNh+Cn//AzbnzwMULA119/g7e+9RbSpuhhh4rwXStbaHKtkZWEoNngzvoO/+UXN1j9Yo1+u43VPURUIYwrJQfMkWUpWZoyPdHk8soJLp5d4qXTsyxPNbHGMsgyUpuROe8mqIgQeB9hqST1Wo2Np0/539afs/rZp5yaucq//5d/ztzMFHmaIQlRIsHlFj0YwP37NDeeUXzxmI9NwTAM2UnG2CBhEMTEIoCiQPe3CWJJY26R5VMnefHKCl87M09gCtoHbSJraIYK5TxR1Gg/WxEI6mNN+mnGX/3VX3Pr01vMzjX4d9/9LpcuXUGoAJNn5LtbFMUQsTRHf6zJrYfP+OiTO6w+3OLZ+j6DfuZTP1nFkWEHOVk/I7KS5aajtdDkK9fO8pVXzjBeq5C2B5iigMBhlCGTObkwOOFb4XFSQTvLz3/yU+5+cgMZBHzjj77G2994CxWG5L0BxU4H/eAp8Tu/JvrkNqawdOZO8dHELP9xbJJbQYjINVFWyg0oh+n3EP0hC80WF1uTnFpa4erlF5gfSwi624gHt+HvfoC7/YD8wgXyr1xGn1nGzk4gagmBsEQipBbU6R0Mee/dG9x7cJeJ5RNcun6dJDgaRXw5oKQPKCE8z0aW7d9R0TaC/ScooqFFdjUz9UlefeU1zly47l+llFAA6FjYzmEQwG4Gtf2MYnKVQT+FyKKUQZgCTIGNQNgqkYpJ6hOI+VPEyxdonV1mcXmSU82EKv/8tflsC4xvyV67eIXvvvQqABpvQekJCwU9nVNISSYl+5WnRLd3KJ4M6eY98gJUtUlUb3nahLOk/T6m1yUZayEW5mmePsn8+VO8sDBD/dg90uRIFKpMEi2+KBbA9tIK//k//BV60Gdxcppvv/k21cllvJSS19EedPp0Nzah12chUh5/trfBXmuczekqdycX6FVbmEDgzIBhPyeoKNT0LG75DLXTLzB3/gRTpVJPnd9pAGrjp9DOQd3fzfd+/VvsIGWyWuVbr79+ZJzXzeBhAt0D7PIJtiYmKEzAw+0+tC2dfcvAFgRxlSAEqwZYO0S7AXkhGCaT2OY0zcUlVi5fZGGiRTHw5UN8OJSypTndaJf3LYTtp0/A5MhI8uL1K7zx6jfKn89hrw1Td+HuF7C/C8MhWRQRRpIPKiGPpKSvQvIkxtVCiAU2jEAN6NWaDKtjiNYkjfkTLM22mM+mqJrcD1Z32pCDnVlCX34JfeEUst4kwiBLIZR+f4fPv7jJ5qdPaO9tExhDXJ5Fo2boKKiCL4WXj62jtm/5w751FSCcLI85eQhhP/zB0QJvZ3z+bIf7G9usbu1yb/sA3WrQOH8GF2hkIIijmEAqtPYnT0WF1IKYnpXc+OIh62tPuTlT4frKHN+8fpnFyu9YBh67lAgQREghSNRR5ys4PJA1Q3KeD9rcvPOI9z66w93NLluyxuTZiyRnKgxcQs+FpDJABSFJIGhkKfQ7JIHmeaF45+YDPr3xCSfHqnz3rTf5+vmVUsrvn+jnA4lW1EREI6pQTSrEh5/D99r6wP204Fcf32b4qw/4syfrXAbOFQPanR22T13h3uVXSFuTxMMO0g2ph6eRygvgPd1c5z//+Al33094+9VrfPPald9vrwfKi87kRwhu6QzKFQQKgkrZ38ws3L8Nf/93cOsmdmyc7sw8Wy5hXYf0KhPUrq0gbei5XcoS1RyBKnD9AVGaM6YqpFGVn99a5aN7H3PxzApff/2bnD3Z4Kj/OEITfrkjG4lyIq4p6S+HfwMT03BBwsIiQ+kBtfHWU64Ne/xPu1ucn1rioxNXuLdwmu3JMbJGhZYImcqh2u+y39nj/UePebS7x4VWlW/M1Ll2sMf4sOTgZymy3SFKc4IwQVDHtx18cChpCQJLFFlCqQlsQUD8panA0WB3FFBHoyiONU38QFUBViGQHjZiHdmgxFBYcAXYCLb6BZ/ef8IvPlvlg9sPuf10C91sMnb2NJPjdQplkXFItdYkjCoUxmAKTTUISIyhvfqYh599wY2DbSqR5rVLp2g16kxfueCXrR55Vlnv0QvoTCPLuZnNj0QKhv47pKSs7+3wxaP7/Pjn7/I3/+lX7OqIc9/+Y2aunaXRWqavxrBDw2CQoYKAKA6ouJwk7yI7O2zvPOPBo/tsfv4hdaWxQcyJkysslGsxpOTKjdo9ZWOn6GRERlAPE0IVkhtXogcydoxhtWd4594j/vLDmwxv3GFhr8dl/Mzp6qDNwyTh3TPn6U8voNrbBLKgMpFgzYD9xw/ZePSAB6t3+eWwz/5wyMKpU4TNOpGFxHhYlBwOcE+fQLeNWDqBkRLdb6PQCAmZLZ/jwS7u/h3ED3+I+eUvOQA647P0T7yAfuEa1QuvkVw4z7A2SW+YgbJUxwKqsSMoBgT9PvWBIdvp8sUHN1n98KdcOXsGFc8QJV9hfkJRj8CRYylQXl2PkDrgcFmBNJ7ZrNPjCpGWPpJuVOGgNclgeoFW/y5LWjOzt8O/2dvh2iDj72ZX+EWrzp3ZOfamJpmYWGAxapKur7H5+XusPXxI75M7fC4s0ZkZWkGG6PT8BM0U2P1dbKeDyS3EIDCEeBRO1u8TCEu9ElINIfTIzd+rn/z35Aiu/eW/OAym0WVBuCMHHcHRLpIbaA/h4W6PG3e9wPvToUXMLBOOTWCr08hqg6ieICoheahIBeS5ximLSGooGeJmQMx1Kawj7W+zttPjxv0NJhuTrEy2mEx8x+i4OZWwBuW8jrcZpl/6DBmSvUJy48EGP/7VR3x6fwM7tUCjPoUen6ET13C1FmnSQsdAlKEdpMIhggjVDBEVKOwQk84SnTpDWPS4sbbOX/23n/LmpbO8dHrJS06NIBKjYZQCYZ2XntK5nx2VI3ZHlUcbj/mv//AOv7z9iPt9w9jSWTq9fXpZn3q/zfiwz/igQy0fUAkUTE1jQ8GwIijyHmmrRzGd+jZer81nW/v85Q9+wtuXzvPNS+cZiyR0e9j79xA/+xmsrcH1FxHLS4jn24gRCr4o7+XkBEyOs+McfXzdvLS/xZvDlEZRsBpWeTixwNrJBt3pafpJjJZDUpd6XRCVMBQZ9YEjmj3B9OkrWCl4953f4LIu3/jj1zk71UARYckxRmOcJSzBhwGKwHksojjGvM6N4J1bq7xz4ybpeo+xq2+zPL5Mb/cZp3fXafbbnHn+mG/ffo9xk/PZwVnuLZ9lmypbs1PkY/OwfIEobCAbz3F7m5iNdcz+I9haL9e2w2Q5tvAKOf7xqXJw5KfBoVEkLiKWIeGIW2ZH8PijyAqO9IKBYzD/EdD2eFB9yQ5ndCxLGGjDWrvPZ4+3uHFnjS8ePSNcPsf8i69hKg26WUYhKyTVcWxF0dNdBsWAItd+RwpDbNRCTgtaFwRxs07/ySp9q/no3iYhCebKCtWTcwSh8Fb2XwqoIRiNGQxwmVe8cUDHOh7tD/jtraf88Nc3GRBz+qtfI5pbph1V2XEBxji0hSwAEUfYvGCgNSawmEpAGNQQZppaJWRheZ64t8/d1fus/eBH5L0eZ+Znqdejw02HkhdF7PcpbXLyPMVq7cF9eDODz+495W//03/l0/Vdgj/6U06+dp7Mpmx09jjb7yKLnOrBNrXnT0kmZ8mn58gqMX0zILMRRXMGFSTUF5dI0i5P7nzBX/ztj9hf3+Ti8gKLEy3c5lPsh++j/uNfIz77HL77HeTX30Rsb3tKvZBezQkgUHTm5rk7t0gbyXksp4HZtM21B5/wsVL8tNokUwHbl8bYq1YY9AWkOVoYQmNxw5RmnnFuboFXxuoM1u7y6Fe/xK2vcursLItTVw9rYmMNxhTUAl+AKycJXakafAyx2001//DL9/hf/+ZHBOMLXP/Kdzh/4YD23Q/pr37C9fufUkv7XFz9jMXNNc48vsgH51/m5314t6iQj08ys3yeqZkTTC7tsHLvY6Z/+THxzRvIzq6fs4YReeBtg2RZLBxXqBRaoLQiNEHZtSwD3pQBp0YHkiBwo+lYmdUez1r+QHmFLbF9x+0ceybng8+/4Gef3OPJfofK7DzB3CKmOYmr1AiKDBOEpCImL2BQBKRFgMVbtwy0RPQ1iUyIpudJJFhryPd3uLOxj9SOE9MTnD4xRxJ4la5DoQxhPRrbWQLn//Ri8Y57j57w88/v8MmDdbphAzU+Q3BihXB2CelCrItJC8hNRqEibxCQhH5TCgypsBQiREQJ1FuIoIWo1Gg/eMJwb5OHOx2e7vdpJBG1Ue1pLYcCesKC86pHKggRYcj2IOcH73/Mj9/7lGdawfxJwtPnEPNzPH/+mPtPV5k82GKie0B92GOis0el26ZTm6AbJBgZ40KHDQ0igTgeo25atJ+tk+WGO9t7vLv6iHgz4sSND2l98D7cvg29HnS73pKIUpdPCoLI38n7+x1ubx3w+dRpBlfept/bQeguK8+fUc8zrj+6RRbXiK0mko7PT53nYXOMotKA3gEzO9tce3iHV9bucyIb0pCW3pOHPL1zA3WwRvcHS9zLU06cO8nkRJNQRYj8KLUrR56+yLdHG+bm9gFPtvZp7/dhpkbv5DkeC9irNHgyNsf65AKXH9/i0sMvaPY7vPjgc6SF1Abk2vHw7Iv0T6wQi4yr2495ce0m59cfMNXZ9el3EKLn58gvnIWlBcIwLJtNjtD6de6EQFtNXqRYozkE5IgRXl4eZnnBSKzPHR1wXw6kYzWWxcs5GIBjMJ92MeRX73/AD3/1MWNnLnL6K68xaM6zX3r0xPUGDsHBUDMsCqyxOLz1iVCKdGgo0g71aszYWIswDKgLSaYinty5hen1eenCWfaHnq8TGw6RzCO5MyUliRKHtGNjLR9/dou//fufs2Eck+cvE88tYabmGdYmkKpGWCh6BwPStI2r1JD1GkFFIMMIjCbPMlwGOIUNIipRRDUBWjOE3QF7heTWxj61MOLMWIVESo40ilWJAPFDvaiSQBzx8c07/C9/8R/4fLtH9dxVFs5dQVx/CRMGPF1e4fbyCsubD5noHtBIh8x29qjv7HBftTiwIfVWhVhV0S7DmgwlI5IwYnzuBPr0LvuB4kc3bpH19vn+J+/R+vwT6HT8jZqbxc7OoOt17+8VSMJGTCcz/PS9G/zqi4c8mT0P/+IUW5119nYe8Matj7h69yb1/gHf+PQXzB1sMtl+Tv36W7Rf+xZbU/PMbG/w0uod/uy9H/MnN37OTHcfE4SIPMVkQ54NnvPb//Mv+eDuA+T//O+Y/tZbxDLAuJHoMd5fqlx9ykrQsLOfs7q2SWok4dwiU/MLjE1OcVAb46PaLL9ZvsJ7l7/KV++9z7/92V9z/f6nVNM+Vx9+RjXtMdvd5Ucm58f1ccb3NnjjnR/yRx//lIWtx9TLpZ0nNQZnTpO+8RXUuRdQUeQz98x4UEPklVdTl9LLO6T5EFfKBhylb0dlU+BK/cvRrP9LJ9Tx0kr6LqMWXs9Ol8S0DNjo9NnsDekVhmpSIRibQFTqaFNaf1hF4QTaWJyRSOcBr0IEICSFSym0JjWOoZWEQYJrjJE3OwxrNdp5n8d7Xe4/3SWcbTHfOIZjE56/IoRAharU0oNulvNsZ5/VjW3SqVmWF0+jZpfoRS2sTTCqQi4FThVIaT2XyXlTA5zX6LA5WKtwcZVMxHQBLTXh+AyVvGAv1Xxw6y5Vm7Jw6QxJPfbDSVHOEZQGYf2JoBS5Umz1+tx6vM7ARFQXT1J54QKD5iT9PGWvPs7uxBy9WguAyc4uLzy9x+PGNHfGF9l3ApMLj4Y2AYoIYwOG0iGak9ROnKRo77J67yEnnj5kcOszePLIa3CMjcHCHHppATM5jiv9p1wUsJsOuHH/Ae89eka+eIXK4gLFcIXe1gI9VaVDzMUnd5kY9rjw6AuMEFgsB/UGj+aWWXl0l9dvf8RX7t5g+fkTAPIghCCimtSIVMTW8202Hz3mXKeHKEcMgQw5RL85iUCVfCmFzeHTB0/59a1HHBAzd/4KlcWTdGTMTlBlfbIK9SnaY9MUMqKxv0cmAi4+uUMz7XP+2X0Ca9ivj7PenGJ+f5Mr9z/mhWerKGfpxxXuEvJ0ZonG4inmFk/SSBo+3bPO9wvKNA4RYJylsEUpDTdae8fqoVEN5QPqy+MpK46C6fDwPQwoyKUgV76xeHcv4+FWn3BmgYmrEjU5xe4woxAZIgzRuWGQ5TihCJSXmRq9Tymkx78FkFX86x30+oiS/yTqNaorS1SGXZ52erz/6R0qV5eZGV84fGcWS+FK/fTkKNCed4f0nMA1Woipeez0SYa1aToDyDMDUYEIAoJahWotIbeC3BpMCi4Hpw3kzrvhNWtYaTg46JJpwfTUPBOVhP0n9/jZe7+hmh/w+soC480YkqOmiVM5Vhi0cwyNpecsJqlSmZ6jK2qomQWKWot2LyPtdumbAF0dwyR+kjS784zrdz5gpznJ55dfY7eSkKcGkxckCEIRkWaGXpYTVZrUl1YIipz8i1sM79zBPnkC3Y7n9MzOIE4vk587iVmcxtUSbBiQKslBmnJ/Y4NHm5ssLl6kNj3JFousjS9zc/wM785f4Dsf/yP/3Yc/Zjztc3HtFrV0QLPfYWt8hvntdU4/W+XsxkMAOrUmn7zwImmlTj1LeWoN93AMF2dJa7WjNRUdA/OK0PuFqRAZBXQK+McvVvnbD24TL5/h9OtX2Q9qrHYLOkUX6g2Qip6sc3PyHNtv/498tHKd/+GXf833PvwRcZFxamuNt754h0oxpDno8MLGA5Q1pI0J7k7M8n9UxvjN8gpvTK3w3wctkjK8IwFhEBIc4pkChCs5Z5LDTftLwTQKqFG3V/yB1O93AdBO+GCzQmCkoA3cX99mdWuPolqnuXwSXZ1kGMRoIdHOUVjHcERcixRh4LWynfUAVInH99kKaF2Q5hqwCBWRNFpUA0PU3Wd9/TnqoMPp2QqvXJ4/9mH8loCQiLJY3DewsdejZyWiNY4Ym6Soj5NHDfrDHK0FFH4bCSohkfJHfJ5rLxwrBcI4sF4xVqgQJ5X3vAoTgiimEkdsrt5h89ETrsyOMxh57EjPEQOHdTmmVBXPnCMFXJyQjE2BqKKrdaxUDIc5elDQTlrsTS9zMDFLFsXEecapjYdceXyTlx9/gU7qPI4m6KkEqSICIKegwBLEIWEc0OABE8+fM/P0Mcn+DmBhYQF3/jxi5ST59DimWfVsXSHInaBXGPZ6A7LhECsdslalE07xPJnjaXOW9ckpoijghE55efVTpnc3WHn2gLAo6FQbjPcOGOsdkOQpg6TKZ2eu8Yvrb9OtjTHW3edg2OZRf4+g1aInFUP8qMGJY6W/lFihvNVopEid5uHmFncfPWVh4QXmZxaxNmBv5wBtDMJopAiwQczu+Ay7C4tsT81yZnuNi8/u8sL6KpVsyPlnd6kUKYHRtIZdurUm905d4J3FM/wsrvHp1DS1yhhvDizjDc9tQvgs4EvpmQi9b5eUpTBLGUS/UyMFfi+1ZSO8bONZcXiKHMfzj2B/QgqQkr6BB1sb3N3cYD8Hqg2CqVnk2AKpEV6/AItLYq/AWvGFWJEVFEMveyyVQFUVlUpEoQXpAIQMiZKQiqxRqYY4Z3jaXqW9u8NXLy0cN20AUebezmO5AHa2+zzZ7NLVAcHYJHm9yRCBlhJbqXhpUVtO2ko2PZlFZMZrLETSy0OhvONKL4MQZFJFhTE6L+inmoGOKIqQzCjyUZPGajAFxBmmyNHWeJKhdFgBKoxIKg3QEf1CQzrEFQ4TBGwtrHC/UuPx3Y9o11rM5M9ppj2u3vsYHCxsPebvv/6v+WLlXGkGF1CNHPVQY4VF9xwz/Zy32ju81tlmEuspHVev4N56E7tykjRQFNZ4URsHhXZoqyCoQFghU4qB8L0VpIJmi15rhRutKnL5LGs3fsEf//xvOPX4DtP7W0x096hmAxyCnfEp7p84x09f/hY/fO1P6NTHmN/bwG094smjzxhzgu1+ytZBH2oRsdHEyp9SVkkKJzw9PxQQWoQZwOCAvb19nux16Y2Po2aaGCsQmUZiiSohLlAMQugXE9xaucqvr7yFlQEXHt+iNuxzcmuNPIgYJDXunniB//Lmn/Lzs1e4321D3qfQhrX1LSbkFI3JKnLEHh3NZaXwXsyihiDw1InDgPjyaRX4Hp8/k0ZazV6n4pjD9ZHsRPk63nIk04bn7QM2DvbphzVcLURUa9h6gyLTpLnBSIWohF7dU4FxFo2hcMafUkKQCEUYKKxzSGkQShLGCZEyBMYbgnXSnKzdptvvYw91+XxASSlRSCSeRrB3MGBzp0ffBsjmBFTqZNY7LxBGvuWfl6WOK6vH3CKKMnVEeOcNL4gAWQEWZK2CjAKMFeQoCheCizAiOAoovz/5u2q9gKgRAm394nUEhGHiGahaeyNlF0AUcdBqsBYl3Dp5ic9XrnLJfc5Ud5f53Q1aB7sEznDnxVdZi88xAAodEUeQBAEmTwkHOYvdHq/3D3hJ9/3QcqxNNCGqAAAgAElEQVQFV66gX3sVTpygAEyhvRGZNuSFxUpFHNeh0sAIRao1Tmqk9b5Optrk0XiT/cWz9KM6k08fkHT3mW7vUim8WI8Tgo2JeT449zK/ufRVPjz3Cnk1ZH93iiRQHOysE7gunczQHmY0Q+F9nctbVgiDlhYtHbosL4JSCjnNBuz1euixJqqREGiHzYZIZwhDz+AeCLBBwNPZZT47e52FvQ1ObzwgzlOq6YBI5ew2p3g+Ps2npy9y48JLpFtPmdh+giose9v7dOoRbiz2HltfepwCZIQIKiUF6LDNx+/awAejOJGUroWjJoWTh4HFqHlVdgmF8PQGUVrRGKMhLBAuZZh1ydI2qUiw9aqnYgcSqx1ZRyOtxSUSVVOY0tu2kMoLxua2VDTy3rQFhixPkbqgEkla1YhYCvI0hzgEcrTVJGFEJCPCMMEB7X6f5+0OHSfQjXF0UvcGarmX5hVaQKoRziGqATIQfn6UOQIjCZ3EhRId+ZapKxzOauywh3EG5QRx5LyOtfPCrplz3qgriAmlByXJuI4MKjgC0qGg2zYMBxbrBIESRMpbyuiohhMxRebYHhb84+mv0PlezNs3fsK3PvxvLG+tUTU5M7sbNJ+vE+136CRNhjH0NVS7A5p5j5neAcv9A5b7bWZGi2FqhvTceYaXrhDFkzh2cXmOzgqyNGOQp5hKlXp9jGY9J3YhDAtcaDy/auibM4MEhhI+n1jgJ1feIC9SvnHztyzubZZ7rWBtconfnnmV24tnySuhJ1YGMS6soeMmhRO4KEGGCsKwdIz3ja2+GGBVjpUJA20ZGIGMQ+JmhWgsodYK6QcOmxVYKxCRxDlLbofYTAIVMmvYbY3zbHGZg4lJ7LHFHhjNZGeH+b0tFtu7LAwGdJ2iqWokOvBa+8Mc5Y5rMflr4ARFGHilqDDAHnoDHw8mn/sdEgxHk6hDjJU7Nk8JOeoG+70XiSMUgjgMiMOAUFhym5JlbXqDCqY6iag0veW9w5PjhhrpHKoRoeoBrgCdeVKtLvDidlgvqGkN0uakaZe4SGlVAuYnajTjEFv4eqUgxzhLoALCIEYpr7lg8KegVgoTJTgV+vGQNgirEdpCrv3mIhUukrhAeDERIQiR3pEwBiMVTjpspnFZH1cMUVFMpDSRsocYrYJSXQuFkh5SLKOaJzYSoHNI+9YbyBnrqe8SZKhIk4TchoiDHv1eyicLF3i4cIEijFnaeshYd5fmoEej12H28SozC3fpnjjLoNaCVFN0+kz3nnNm9xFndp4yNej4BzU+hjl1kuGp0wynZkogp/D8sLygKAqKUqU1CRNqQYXQCESq/fGtHAwFGIfrgws0e05wa36F6b11rjy5cxhQVkr2q2OsTZxgrzqGMpbECqpaI5zAyRgjLSquECcxQRTiMGRAj5xUZLigwEnf7U0NyCikUo9JmgHVuiCXGjsosCogCCXOObI8w2rvJRtlObEeEgqD+hLM5yiolrefcvnpKlvTJ3hsFLYQVF1ADUVFSMJjGKDRks8QaCVxsSoDasQJ/n3cXjD68kigV/AHvQ4B6dwhPEQ6iKSkGcc0KwlDKRkGAYGSxAq00DibYU2EReECBa0AZywut7i2xikvWXvoh1QJEKoCwgtpWp1jbYakIEmg5QLq1dCrtQIhVZAhA6vRRUaWaSQwNzHNmaU+D7cPeDDIwWpkyXPxZgAOArBIcg06BS0UJGCFpBACp0Gn9lDhRgSKkJhYeTqEzgcIMsLQEgUOhDsERJXezVihsKXbXBBJkpokjLz9KDgiJzz1u99HG4UsHFIlZBF0FDyeWOTe4jnmd9e59Ogm0wfP+epn7zAIY3Lh2F+5ApUKrhpx4sk6b3z8C1689QGt9r6noF+7iv3Ky5j5mSORFiKk8/chkIJaHNHHMNzbof18CzWz6CkIojTKC8sK21lUljJxsMsLG484s7lGc9A7XBvCOcaHB5zcf8pGd4n22CT9EDLpDcx0YXHSEitFNQlL6QBRZkehdzuBkjPnKRi5TullHezwgGy478sH4VnDzpQG10ISYKjqAUvt57xx7yO+ces3XLtzg0o2/L01XB0OOPn0Ieca0xxUxtmuNohnx5ifmmCq1SKWPhKsPep2eycjURprK0YmubZM2UZjgDKgPInQtyQUzpUOf+4PBBSeVqzKBkASCqabdWbHmrSHGc46QilQgSQXmlz3KYzFigqEEtEIobDY7RzX19h6CLXQsy1DELFCJBWPeRsUuKzA6RTpUqoJtKKYVj2mVomP3pGMGOiCzBrSoe8wrMw3uGZWuDW8Rbi1hZCKUC5gQ4FxnruFVPy/pL3ZcyTJfef5cY8r70wkkLhRAKpQ99VdfTfZ3aKoISWKplnTaGZ2H/ZpzNbmr9nnMdPTrmm1q92xHVszSSORbJEiu8lu9l1dR9cFoApX4c47My73ffCIRAJV1aRmvC0bBWSEh0fE7+e/+/dVysJPJKOwJeQkkTL2DqFBAhGWQrgYBL9sFi8WqFaDfq+F1D6lvCSfs41XiDSbxAylk7J4NJmsoFix8DyNCgJ0bONEGhnE4DdQkUXWLuO6eZMD7MNhJsed+UtMHm4xs7dBuV3n7Tsf4UQBW+UR1iqjHI7PUsxqzhw+4Tuf/4JLD78yBRFjU/Daq+g330BUR5AoHCQOLpZwQEhcx6Kc84gjRXt/m+72BvkzF8inQNVWjM7ZaAcybZ/RvV0uP3nAH9z6iDfuf0atuX/EUGjm99d589EnNAqjbBTnCAsOKugThz3ifg9tBTgSsrbJGPcT0vQQuEk9mRDg2RLXhliFRP0OndYhvcYesWVjeQWTrRNCjA2Wh4dizj/gxvZDfvzJP/CDD/+ebL9r3oGQtHIFLBVT6HVwooD59WX2hMud0RnWZhbIZuaYnR5nfKyAm+hsacKLJQxzC3SitR3lsUaJM29Q9g7YBoPNIu0trUlaMKUZ5yfSJgSWyaVTmjywuDDNer/H8s3bNPbqEEZksnkc20YljoY4TrxnCLSUaFsmRUOmsjTthTDwqiiwIoXo+4TNOlG7Sd72qOXKlHIlnCEt19IWltLGNkvcf5UMzBQy5FoH9B7eQdemccfG0Bb0hYWSLjrt7JRsHMJKsFmVseu0FgbLVStE4JtcPEcgVEjc7RL1OmQdSalWYbRSJGNZg3IXK9GnJSGms2GMYwsytkT3WrQ3Vwh0Bq93jZwWRMIyDfiFhRbmdcUWPK2N8eWFK4y3t7iy/BXldp1Kp8Glx9/w7lcfoIH7Zy6iXYeFnVVmdtdxMJn28UgN++Jl9NWruGOjJButsQcjC4GHlB6WtEzTHEsblD8HhK1wLJ+MhJ5dQAvBWH2LN+79lu/e+ZBrK7eY3dvACQO0MLa0VIrZ3XVevfcZPZkjii12R8fwRJvG4RZBt047KxOMSZJMc9P/zwbcUBmgbmWcRLYlGSkWGKmMoDwHGflIv4urJdqCQHumY4udw+72md96wvWHX3Jh5c6AmR7MnWenPErTy1JtHXJp7R7Ffo9TO+s0NFTbHSxL4AVLVIoeuYIhQYVCCI0lrWSdEYHfotWuE/i9gTQyxUzH/eZ2SApok8JHJmFJbfTB47EomXg5JFopMsC5mRrbfo9ffPDPHNy6iReEZEZrWNkctl0g1hIRBRAotDQ7I1kngQkVxtMmE3MtAqEiZBji+DGi69Pf2yPo1ikWq0yNzlDOjyCHoFltZRozmn3jKHYwSoS1vUb3zhcwe4i3MIv2JJGbR1kSFbpoTFsq09kwYeyEK0TaWi0UqG4fFfdQtkQpn6Bex2k1KWY9JgozTI+Pk7dNqZwkSAobs1j0EfgIQtN0UwPtOt31ByALuO0mFQWOk6Vlu7Rx6CSvRziwNz7KF+XL1FobvP3VHDM7m2TDHhONXX7wxT9zemeNTzZvsDYxzanNZbJBHw0cYBNVJyiePktm5hQZjlqJxb0IFVpI8gjtESuwXJvKWIXSRJtMVmKJPhnRJi99etqCQDC38ZAfffpfefvObzm185is36OdzRNYDuVuC0vFjB3uku91KLZaTO9usDI5w0a1yN04ht4BnWyJHgY6VWAkk6GqkIwfIENtVO0oxrZt5iamubRwmoPSCGEcQbeDCEB7NlEmR2xnwZI4fsyZ5Xtcv/UJE7smg/zuwhV+8fL3WK7N0LYtzq/dZ/Jwh2KvQ/XwKYtxyGS7Q8mWFNrXybpq0PxSEWNbCpmUizoqxO/UadR3jGaSbAoS69k4lEhMVUXiE0iyzOWRcZWIDRJxZQKzcWAmHQMmynmyWkG7g+62sYMuIvIRsSmr8IMIpIt2iqYsOIHOEbE2OVxSo22N1DE2IVkdkJcm0NvY3qPfqVOrTXFhYYap6six5ElifZQwL9RgvQVbMJHPMlsucuhKPL+N8lso28KSLqG2iRBo4aKlSMDMGHhCU5PWEjGuVHhakZVg+z6djScEGytMTo1w7dIS5xbnyLp28mzjdEuCBIIGDLCZow3g2iuXL/KoGSGaTdrr69jlcfLZMoGw6QhhABEE4EjauQr3Zs7zy1f+EG1nuLhyi/GDp5za26DUa+Mqn8e7s5xZe4Tn94gth/jUGeLz54knphIbBWSksWyBi2kcqhEGgSOKKVWLXH/5Mt1sjkbUobdyDzUzjVWr4cUWdrPL4tMHXFu5yemtFTSazeoUXy9e4bAwwuLOKme2lhmr75Htd7n45C55v8up3RqPR0aolCroTBkxWWWikB1s0tYQNVpoLAUiUugwJivg/NkzvNJo89mTTR7e+waqkxRPnUPaFpEwnWh1AKPNA06vP2Lp8X0qrTpKSlYm5vl46QbrtSkyQZvJ9gHxUL+/sdYhl/2YVqnMmX6TnJNyghEpYtBDzsHWMTkcijKLi21AH2zTwEagcSw50ORsJylyVwqi2HCTgwFIHup/OeTIMJhCYd9YCi6Q11DMlciVRnHcLG4cI/0ejmwRxyB6AdotIETBSKMe0DcZ5YIQbcWgYqQVkhEhJQuqGejomKfre/Rah8y+7fL6pSlmsx5yyNbUShFpk42oBtm/kHEtzp4/y3e7fR5GiqYl8ftdSl6OUPj0NfSUwrckMa5x0yXPUFumrRlE2CJiJGtREh55WxL1D9m+f5vg5ie8+aPv8d6NS5yfnyEjYkKCZGsCUIm9lnR88gPsOOaVq1f4j//Lf+SXt5Z5/84j1nc/Y2rxAvnJeWQuRjgG0VuHAnwBQrEyusRf/+g/8OjMdf78H/8P3vzqV1Sb+5Q7Da6s3GV+e51i4xBLKaJTc+TeeYvojVeRxZKBV4tB9mMo2JRcD88WKHz8qIcfBsxlXP70x/+KqZnb/PP//bd8/emn9N56m3i8wkiwz/TuY84/vcf0/hZ2FPJ4fI6PL7zG37z373kyMc+7dz7gB1/8lMsPvmJubxMnCji9vcrU3joXpcX1xSVeffeP6F86y4Xa2FFis45JDWhhOSZzJVbIMKQEvHzpDH3P4eH9v2b7pz8nc/klpk+fJ1PI4YdgBx28/iELu6ucfrrC7O46AH0nw2p1iq+mz9Evlbi8t0xVRWTUkWqT1Yq3/SaLrV2KQZdckmVjA5ZO9H4BCB+pNZP5Cc6MnKHqjRCFAdLzaPX62FJSyDimLR3GoZK8fgYZCIljalArd5R7Z1IyZFqunHxXsR0uL8yzWe+ypQX9rU3o9LBLo9iZHHnbwRYuYdAhjvLIQCIihRQxQkZoAoQKcAlxCRCtNkGjjtx6StW1mJ2Z4PzMGKeKRklQsUJG0qhpaNJOWcONLqVrcXrxFG9aNqxt8sX2Pv1WD68dYOer5HIjOJ5NTyp8DZHSxh0vlCm+sxTSUuQIyMd9MmEX1esQP900xm3W42xtlPOzk8wIQQeJGuADmjBEBMSmfRQ6jrCVZiQD77x5no7I8tt7KzzZ26Hl5Exy6MQMuaoFwkFqk3QhtaBfKvFgtkROv8x3Pn0fP2lVbKuY0Wad0WZ9cN/Ctsg4Fqrbhrt3kY2WSb/K5wEbx5I4UiB1jFYRQikqwEXHwqqVaR1soW99ynYpQ1jNkUMxt/GEM9uPqXTM7r83Ms7D2bN8sXSd1dmzuISM9Bv4mSzN9YdU97bItBoU/R4TwMTWE+bqu3T6TbygP7A8iCPTo5kYqTSOsHCkZbq3AlPA2YU5libHmcxniQKfcHeHwMphOUUKvYBT2xtcW73F/M4T7IRhNsan2ZyY46A2jcpkiFrbBE6GhpthKrl2CMyhmOnUiRr7qPoBMlfDIkYKjY6SsIptHOmu7ZF18tjSMbFXpdA6TSw/GrZMHKq2BG0b1Sfllzhxj2cSznFsSdZ1yHkOnndkXU1lc/zFe2+xODfFX/3jL/jHX/0SMnm800tUz5xl9ux5wkyWrcY+HX8f18nhOBls18a2k16JUYQgRAU9Du/fZvVnP2Vcx/yrP/4+f/jum7x5ZtYs3Vf0wy45bRJIdSL+zc0f3ZhyBKfmJoiKGdYPdvnFg/ts77aQuVFKMwtMXH+JsZExAmnRi2LacZ+u7BFj3DSebZPPOHhBiH24R2P9MZu37yAOD7gxOcU7f/AO775xhVKyJVmkyVuKCBPLCoRDLAXaNh6eVFHNS6jlXU5PjLO712bvyQoHhwdMZG0m5mr0PItWFCKUhR3bphV2D0rNBqV2g0KvjTOE8jc8rLU1Mv/0Pvr2bRgdQ1y8hPzjH8JrryW7pXEtOZiGo3krqVD1+4w/vM8fb63w2sZ9Nj/osr/zhKhQIq9gfmsbJ4zoZfI0KqP4+QLl3iH5zh77lSofX/8uq9feoNZvUL35MWMf/pRzaw95RflkG3VGP/gFOb9LUKsQL8wSZxx0GCC0hp6P1fXJ2i5eJoub9AaJgYwSvPf971OcnOPDm/f59MPf0B5dpfzSDRb9Hu/c/JDvfP3xIMt9ZWqOzy6+xO7ps5SrFXpWhr3iBA+Lk9wu1gidddwwwEMzSkyp1yHeWiO4fwfLu4A1UgQpjBMKkLaNwqYednja36MZ9kG7ZKSFzmUwWXhDTglB4goUAkumSRUmCUkdmSQD28KSpuTISXGFNBRtm4sTo0xUS9z68ia/9ju0+j2sgzLOaJV8u0EQhNh7dWQQYWULuLk8tsib0ud+G9Gpo4mJVYTcewpPHlEbK/G9l07z41cvmMh/oAl7PpGOBgvTtiSWxj8ZD2EdRRaMIFgaq3CmWmRaatrdDqILGSeHt7dLJlfAsXpIJYzTIe4Ra2UavkQuuchGthuE66sEj1dQaytU0Lx+4W3+9Z/8kPmpPI4yqTIikUumm7pIYuE22rIQtjT5YIk26MRQyzlcXZih2/O5/XCZw7CF1dzGORxB5jIJGIGHjFwy/S65w5jxzVWqhzvk+23Tgw4QUpp4njB2l4hj7JUVWDGZ36w+glOTsLQApULivRWmSyqJowTgyRrF5WUWDnbAb3Gwepen2xu0qhPEpVGm66bbT99xadsOgYooN7YYybh0pM3dkUm+KRXJyZjpSHF+e4NsHHBuZ51s0IP1x2SjAP3mawQ3XkLXKkZCCQG+bxq/CIlt2ViJQaIwtW/XL84zc3YeX9vcvXWP9k4MhzOMtPa5fu8zXnnwBSOtA3zH5f7UKT5bOM9mqYLjd+jpkN1Qs+IVuT9zGkv1qHbbVLttyrubEPhYO09xVh8ixsuIvIvKeInHWAI2Wlh0oj71oEkvDhBJYNe1rYEGl1qDtlCKOFYGnMJiYDgJZIIokfqyIdQR/bBv+uSlRVap7ZGFERx+/OYbFAt57h+0WOuEbB3u8+jv/5aW5eCPmAreUGt6UmIVDBxn9HQDtbWOl/EojY9zplzg4v/8b3l5YYobl85RTB6u75sceM/NHHM/iuT7frIdpJ7KpBKdV88uwv/wAx6v7bG322X9oMfKrVtsfnUblS8iCgXI2SYOJgSx0jRCn/1+B3W4B083mLAFP3rzCq9dOsfbVy5zZipPxga/HxAlHUgtjorkAKPCWC6ObYKpJP0bPA1z1TzvvrTA3OwIr712nodbu3x29x5f/5fPKI6OUpudI/SKdJULCrJ+l+Kjm5QOnpINfGKgIx0YG0OM15CFApZjY/e6WHt7iP19aLVgawu+vgVz81AcgWIZ6QpsEUMU4Hd96AXY9Qay1TRpK0AVcHtN/I0O8f42pSRIGnQ7tJ+u0ypW6Y+M0rMsut2IqNEk7DSgXyfnxJw6d5ZFJyTz4Q4EidG7v4f7zV3kV19gXbmAmKxBJmeC4hkLPw7B7xMnmTAZoGQnlQ8WvPvyJRxH89HOIV83OvTWHlJ9usr44Q4ADSfDN4Uqv/HKrG5t033yc9qhhsBH2CELL7/GxI1LTPUOqG2tkf/wV7CxAe02stFENxrE3Q7asZDSRsq0IZzGEhJXWLiWNFoq0OkbaNOMY2MnUspGxagwNnaTJDESk6i1lIPaeg2EKqYf+ARBiIqS7VZhcm58c+p3X7rE1Zcv8eXaU3759UM++OAjNu5+TV9p3GvXceQYqtVC+z6yVEI4NuHKI9STFexCiaoFN15/mX/7R29xfapmXJkael2FjDSeZeO6w9lWesBQPqZEYmC/JP++OD3Fhekp9g47PFze4uPPvqHx/kdsrm4Slku4tSrZkRLZYg7LtlFK0Wk3qB/sEB/u49UPmD09x5//4Rv86btvMoKR3n0/JA5MC18neWxmKzLPz0Uam0CYehodm2cmgYlyhkp1inPnpqgDN1cP2Lj7Obc//jmFYoWxpfP0ymMEmQKOUkx0G0yt36dSN8QTC4vuaA117hzy/DnssVFcz0W3mvBkDWt5GXH3DnS6cOsOjIzC/AJcuIiUCosIHUeE/QA6fex2G9XtEis12KtMj78Y+s3B044siyDoEXUb2EGbrN9A11sE65uEj+/B4Tpj1y9z5d3vsFS0yN75EloNc7LnYe3vYa08QkzXYGYcsMHLEmdt+iowDBUdOQ8KttlIM4HmlTMTnFuaYOLWAxr/308orD2idLA9yP5ulSpsV2ps5Mvst1qI9U10ECI8B316juDVV9ATRcrtbWr3bmKtPjIM1ekimi10q0Xs9xAqj2W5pKBiBitP4gob17IGjodekIRDhoCVbRnHWDpC6qRcAeOL10lcZzjRXCmIIkGsEmkGRw2eY2187QLKwNLUOFGoGCFiqZpnLwiIxieJbJdwtw59n0y1TLaUw5mr4rbOkXUzlEfHuXDuNGcnalQTpoi0NvhTUmOlLuVkqCggDAIiaQC80vqukATEWAsylllirpzHm5okczmiIhTLO/sc2hl6bgY/iUFlMw7FjI1kijicx/J7uN0uixNjvLq0wGhyXRkqXGGRy2Yh7mN1ukjHQmbzOEmvPgnE/ZB+p0cYhkZfTp6ZJQy0TBJ+Y6qU5fvXznFq5xoTDx4xf+sjWrUpni6ex7YtJtp7nGvvMtZtGdXuzCLu1Zfwb9wgunwJRkdNVH9vD33/nglLrCxDvQ63boHrwiuvwOQkUa9HGBhkKNuxQGicbpv48AC5t2cYdmQEtXTWvNJ+D9n3icIIv1LDWbxIbf4cl+dPMz8yhjWlcZdmiOqzeL0DXlo4xdy582SzEnn+HOjIFDlOT8PCIoyMomwbHQYJmoYpl4mimMiKUUNA2g6gpCDrCBxhQMi/02uit1cpbD9mpmUcMuHIGP1Tp6ksnuHS2dNctASjl6YNAIRjU52aYP7iWWY8SWG9a8DU0kZD3S7sHyA6XaRlI5wMQglTvpK8ST+I6XQD/CAaZJtn3ATudTgJV6gIRxsFSWANGt8b4zxtmp+EsoSFZblI20GkVYt2QvVJ55cwhsCCvC25Oj/J+dkaP/yDNzjo99lqdajXO/jbTSw/ojRWojpeYbSUo5J1kbEi7Ee4rk1RxQRJkqkjBJatjXUyFA+DJBAsQAoLmaw2gTQDLXBi087PxGJgPJdj7OISr11ZpBXHrHcFG52QrYMDWt0W5ZzNdLVAtZyjXMiaNBkV4wlJ3jXqF70IFUTYGY+iJ9D1EP10F1wbOWdqvyBp1R0lGgDaAKAx2MyMcNfQDhTZOOBHr71EruhQ+au/IvfFhzQ6+2zPjiOtDCNBnVK/SSHwIZtFXr1C5o//iPj114nPXUDlsqhYoba3UKU8stVAf/4Zol43qt/Nm3DvHvrsWWh3TM6L6+JlXVMfFsfIMEREBrXev3wF/3vfM+AMjQY0G4TNNmFthsL1N1iYPcNCJk8mn2d0pMhoKUM5AwUZ4UqJ1Y8g7MHLN2B0BJ3Noicn4cIlOLOEKpZQQYCV6xsqkwIpDSSoGLKFhTL7kBODbPax97a4evc25x4/wNrbJBf4xI5LY26R+NIVFi6cw7m0RHV2lPmyTcGRWEpjOQ7Cscg2muRURNjvY8eGxnWrjd7ehmYLy7IRZAyxpNqZEoQhSf9+TdKBjVzGhYHtnNpQx5JyDYiNUpGpHRJOYkcZxS9fylGbqTE2PUaxUjwiDu+ISFJ8HgVoS2JZElwHncuyWx2hXfMJaz2sUJErZilWshSHNbgyPBN+Fhjk9yH093SM1mqcOXuOQApKo6WBSzaDwVHNDqd6uGBlpJFy2HjAWBVOkWW7XqLVaVPIWNTKWUo2vBBtKW8jbds0njhsIb6+CR9/DJ4Lr70CFy/AyBjFYoWp6VkWFuaZmJwgVzje11UCJQHKk1QreYqqSKaUN25Pv0++XSfXqSP6kuLmY+TuljHkJ6awrlzDefu75C5dMj3pAdeSONMzCFvD4Z6xnQ7qUD+Ew0NYe4JYW2NSCM6dOcPiwjyVYhaKBVhcQLz+pnnXjSa5114n88orYNuITtv0Cu92qZSrLC6cZ6pawxaSnG1TLVqMDDDxkqeWB86dh8CHwz2E5yLKJZiahNooMu9CxiJF5ipXyoxPj+N5eUqVIyQ+IcFV4LaacPcWfPox9mef4D34BtoN8FysmTmyb77O6Ht/yMVL15hfOEWxIhlLlpG+xwjQ5RJibga5MYusGKA4sX3VpeQAACAASURBVLsLjx4htq4k2Q2CYZQpx/YolyuM1sbI5vOoNF1t6P/psNESPdj5QWtFHAVEShl8IikHk5eqeeaWppicHydbeHF75HR0oy6u7eElkmMcGM95R2Bczx1p1PZ3zw8wNjHB1Rs38IkpjeYHmMDui2Y4WeyCMcBHKtCvFBhqG3KsZ/szwwMO2/DoHvr9n8Df/D9GMu1uGyJ673t4Xo75M0tcvXadubm5F95DBQzMabcNOzvQ64Mw1auy3UT2euiVZdPXG6BWQ509R3j+EpYUeJxoWj8+ARfPwisvQ70Jn34Kfh82t+DhA2al4NXrL3H+/Flyafjj3AWYnIV33jOp/9UqMiVsDbaK0CqkbFkUpDsIX9vJo3guDtpMDUbeM7U5EiOhvdRYPz6K5SKzS6dw3RyFygl4xl4A66vw/k/gb/4vWH5kgqa2DaUSnDlN/rtvYf/Ru4yMjw7aIw7b0QnuHQD+3Azh3mnssUSBDwPEN/dg+THUWzAJw6B+KMH4xDhnzp5mrDY6iD2lTsphnG17qFGE+UiT2aeFQMoB7BpBv0XY79MPfVaePOYnP/spp+cW8VtdwihCupbp/WtJYq3odFt0ux0cx6VYKOE6TpKlnhYnAipJPUq6/WkVoOME9dVy0JaFkqZ3n2PZWFISqAhfRbi2i60s7ty9x872DoFUfPLJbzjo7KNjD+0LClpS0Kabl1Y6NchMAqxxGCISaoi0RawljiVwJYS9Pr2WSbL08jks10ElEDexkFhBQKVxyOjaKiOffErh/n18YKdSpuEHxHt1NvN5lh88pNtscu/uXX76k3+gUCzQ6XaNlWpLhCURloPd7uAtr1K4fZeJzS3GhMAJA+LtLaxuF6t+QKgUe8Buq832g4c0f/MhIu/hBl2k1sg4RgiF1DE8eQLbW2T8HqNakYtj4kcPOchmuBNEHHR7rCyv8LOf/JSJiUniSBAjDcSqbSG2ttBSoBKM3lAmeLw6xooipDbFgUIpHD/CCRRSG8+YFCmgnUSZcrjkHccY2OfQBNCFxvNctNL89vPP2G/XsZ0eH3z0IZ1Oj1hbRM0O2YN9SiuPGP3Vrxi9d2/AjvVY8dgP2Ws08VeXUV9+hpXPIbWiHwv6ocYSmozUCYCcJI4julGAXFlmYmuLKUz6XKHVpH/7Dvs/+RmN5WVaQtHTgiCUhAHEUcCl80vMTE8hksSk5w2hG02t4xAsC5F10TZoHSXNLB1iwFOa/fUt/vJ//9/4X//Tf2Jvd5/52VPks/mhfmpJQp1tMhbiIEIFppzd9mykkKYpS6wNuhxJxy0NJO5my7KwbYdYK/phQKAVgS2xHYeJTIaiY3MYRez4gSnSixWdZou9/UO0C9X5UfKVAnFfoXsaL7bxlI1BrVImiBirQVlFLCCWpilLnKwq79gUbEkU+nR6XWIFtuOBlIRERDqmiyaP5Dtuhh9Kh1f2dlhYX+Up8A+2w8fFIo9GRtiwLHb39ug1m+TLJUZqYziZDNKSKKEJVUCsFLGSFEPF6W6fa90e32+3eLvfw3IcdCaLiCPodtkG3gd+A9yZmWVzZoIoA7YI0KGCXmx2bgGq3yM6bFCrN/mur1kANoF7uQzLSrMZaax8jtGRClkv1SFM341YJNlsEpRlKvS1OCpLMW2cE1AyBdlQ4YYGLTEWAsd2ybgeoImSvhoxOsECUMQiyWy3MCaFhkavxU5zDykk46UaBa9IGAsyQcxCEHC11+MPDg95x+8P4Ft/C/wl8CGCYGIcOTJiqgYAYTtGgsUxKgxMF63EBR4qTbnb5drmJq/GMe8BV4ANz+MX4+N8kc1wG9iMFe12yMzMLP/+3/0Ff/rjP6E2M4uVy2M5YmCYSHFULGEbcNckiJX2LpcSgTIiM4oIwwgVh1RKRRbn51Gxot1q0Do8ZDCtNDuSThhKKIGMj4rU0CASSFDb1PfhYJpUkiLGWS6W4xErRT/o48cBvlI4gY/T7RIDB8C+ZRFmPKRnKj+rlTK4EAQ+e3s9dE8h+uBEDk5sY8chUvtIocEyHWvD9AVLUzOjEobq2TZ920Kr0JSHKwXabCyhiIiI6AIFrWn0Y4JehIoNSEHsunQLJRqOy26zSV1p8p5HdWqKfhyyv78PjsT2HBCaKA6JI0UYmf7wowq6sSJMc8DCEBEeZUTEXoZuZYRWLktLaJr7OwRujLAiVKCgp0n8S8SWJCzmoFyiri1aCg7jmMM4QiCpIvAjRbPdodVs4UiTsR+hiTSEaKIhRGaR5HEOD41GakE2kniRSVaNAMfxyLoZhNYEQZ8oscljkahi0niJtZX4yzS4eZfJmRnQmn69R7O+RRQL8kpSEpKWBt/1EueOC4USvutSl7CvYqIwwNrfQyuFSBAkbddGxYrAN81VEUlUSZvGqO3pKbq2Rdj3oWuC+r1Wk2a7zYGQ7ClNu+NTGRmhWMozOzuNUy7QDxMrX5y0oEDodqjRSfHTAGAUIh3R7vXwg4CsbSFVxNr6Gg+WH9FotFCRRvdD6JrIjyiWIJslVNq0eUpSMqQlkY7EkhaOkEnvajFQqa3UbosVUagJgySv0BaosE/cbiEfPST/d3+H++gh/doYvdffIL50Hrm0iFUu4WjT5KMufPoonNjFjQ2Uo6cEotuGTh3h2IhiEe14hNo0FrFdC+lYpoUVEkcLXG1yRZQOieKYMDCwoLFQaKGIPRe31WL2Zz9n8e/+gYl2nSLQWTrL6r/5C7YuXaauFP04xnYsbAsiHRPEIaE2+K5SChxpI4VAaYHTDyjXO9SebDL34YdMf/7pMy+re3aJJ//uL9i6cYMDNC2/TyBDg1OsJDKWCZylMuqabZGVkmkkZS3oKkVLaSKkaQUXKeIoAq2NBpH0to+1JhKKCAO1aWKWBmcrhW9FpAwlcZWLrRx0rFHKQJdalsm7jHVs1qM1SmhiqYmENg1ZMN5PgWlS6mRcBJqoH6JDDdi4yqIiLWrtDnO//ZjpX//aIDFeusTW6UXuLp5iu1I2uXdhlNSxicTza3xwsU7xorV5PrHGQ1PNuYxHATO3bjN6+x6dcon18+fZqVbZdzw6lmOkWaXCtauXWTq7hHBseiqxncRRruuRhEoxlaS5oHkdSeORMMIPA2zHo1QqcPHSVS5eupZsTzHsN+DJpvGVz87AxCTYqes92WQ5DnWvlZFUImlcZNtHCztaVHqygieP4aOP4LPP4NFDWFiA996F974Dr70MYtB+ngYBPQQZMmRJvDsa2NiG9RXIZU0cpFSiq6GnjdmoSUxIrSEy/QIdKfBcMTD2ZbKugY9ie8sY+e+/D0kleH5pict/9mdcfvtNXjx8fPpYSGyDAjv4O3t1+Pob4+a+ext6iYPGcdCFIrmrV7nwZz/mwuvfGcwWAyERaZP7ozSYo35W6ftwEqXnv21EZo0DM59kVlNzeyyR8vcYJh8gZaijYRwIYgBgNxh+COM1dBgSWpL4tVeZunaFU9euQKX233hPQNSBD3+Dqk1QnJjk4ttvcXF6BjLZozhVMtL4JvKkrD4a5ikkBX6xEIaw0ERSIj0H1wbbsZNXkUZx+7B3AF/dhvd/Do0mvPQS3LgBZy9glY+8NDvAN6ubrGxts753QLPRRnYCbKXQjsDNu5TLZSZqNc4sLnB+rEA1PXlv13ioPviVYSyAbA5KRYPGJ4Zv2MIjO3B4OukT2NyBX/0z/OoXMF6DH/4QvXCaJ9rlfqvH/fVNnu7soMIuNiFxbFp95XPGvpipTXJmep7pCZdKcvfs7cAHH8Kt29BJuGlpCc6ehfGx3/EGPbwE3+G4wuDB2ASc9uHsEvrMGfT6OsJxTUD0pZcQ73wHTp06Npt5I8eJWaQvlaPN4L9/pOx6BC7B0HX+pcOkhT3rQn0hw3sO3LiByGSQQiOmp7Anx02L6f+eYefh3HlEvgiFgnHr556BrQOOmOjb7ngAuKaFQYCPEg+GEhLb80zyKsZLo5J6H71/QHx/BT74EOuv/0/E5ib6ne+iD/bRCsKXX6XnwH4Hbq2u88HXN/n84TK3Hm+xu30AzTYiDNGexK3kmRif4OzCAm+/3qX/5nXOZxyq6+tkPv0U/v5vUR9+iFxbAymJyyVUqYi0JVbQAlcRExMi6GETYRNiEyqFt7OLe+8u4qc/gb/+K5g2yfurV1/mI6/MB/UeH3x9j3uPlqF7iKV6xEqDnaFUGmFmcprLC6d563yXK2fmmV+qMB72yf3zL3H+3/+C/PRTI0UmJ82GcumCiUUNRsCxdlHpg1aCo1wvOUhsRQLVKnppCf3KK1AbR2sNFy7AD36AunYFWSoBcdLVLS0fOLnHHzFT+vPk5yShPO9z9K2pDROECDTWIIcm2RQGTX3S0uuhCdIgtjhybKRS0yiPimN4X6QpBiZTx8xs/mNhAeZPYWFQTcA4mYzkTJc7/FxP3GlaL6dJ3LxJ3dv4OGJ8/Og4FQwlD5h7TDWZ4ef6vDEACh2oPaTdaBLXudGEE0XQ7IQ6iok7XUSzjWy1EFGEePqUeH2Tw706G/ttbm8fcvPmHdYPmhwEIS1RIT9dIaj0adf3iP0uZFwo5Ojkcmxoh8+/WSVaX6Pea/D25hMyD+7Dl18gNzbMaosFAxh2/ixMTiatfMPkto0z0+TS2YO0eiG1SX3xfXorq+z+/Jfc2Wnx1fxF7heq9CtjFJccuu0D4l4TFNhWBqtQIRyp8TS2+eThA+qbKzRvFzjfaTDzy3+i+vnnsG4K2pibRb/9Fvrll1H5vLEtUEhOVsskBCil6eSYEuJwHDuXQ1+5jLYkHB4aj9rUJOLKJZicSBhWDxFaSnYppRy/Yhq4H2au4wcM0RjPYyhDIKaVqCbNqj8itqP9WqdW//PmFcfnPpLPx/f742Sc3mdyhhCJVjKUEKeOPJtmguS5DnsM9PDsyR9E8ruwkhSj9Ls4Ybah4/8FevIxSNB0Lxr+g4kfJCGy5Ga0UugoMrebz5sovO+jdnY53NjmXnGNv//8a/7r+/9M4OQ5deEaI3OnOTd1itBz2GpuU+81cTM5Mo5HHPYJ6vs8fHiXg68/hcf3uLr7hInWgcGGlQK8DHpmFs4tIc4vIfKjENchihGWKXqUCWiAxDUbgesaMT4yAqUSnWaTx7/5hLv7fW6/XWDjyjgj5y8ync9y2G7QrB9ix5AXHhk3T9bNw8EWj+//lv7WKrlAU262GVm+RXXjIUSRuf+z59Bvvkl85TKREOD3sBw50EiPCCchigHdD8mLhNK0lHD2HCwuml1Ya+MKtmXSPiCVPulmJ4YYShz9P6WJFyn7J74eLvsfWs5AYpieI6Z4PrHwOclQYDblk/OfXMKzzD3cxE4n3+ljvx+z3VJCHawjJXxxxEzPu+AzDJLON5hsaOG/m5me95WdbpInp0zbLUttuG54H0RgEgKH2w/v7WE/uE/O/TmVlQ3KLZ9CLsdhcZxOdgTLKyOyBVQ+Q+hJ4nCE0DbgzWEQomKXorOJ62syh03k/vZg6mhkDH3xIvr1VxHXriHyJbMWKZMm3MJ4m4Q0PeeENu3AsmX61RlyxSqWNJjembAL/ZA9N89meQwqNZxCjjhbMOBhEajYRuGgIhhpd5l9+A0L97/kXC+m1gsoHqwDEdRGCV9+hfiNN9Dz85AvIuIIEYfIb6NocUQux95hunU7NsJ5npEfD02ZMtIJR8OzIub54znUIIfo4Fl1MUGOHJ572IYVz+fh4zT1rMRMDxpcT4jBWceOSXeJVNwNS0Nz4vGfzxvPTnj893RxA4hco6V92zj5Fm01pHUMP0iTGKuxhUj6hh/1IxOWhcx6kPGOiuibLeS9b5hYXoHqOIevvkPw1ve5O7LAVlxg18nS6HdRIqLjuPQzGdPbPFQgM+QKHmPjB7y0sMSl1jaF5ib0WvSzRbqLZ5E/+jHWH/8R9uI8ph1KkKi5RsRLJJnEhvJj6EWClgdBZZpqrkoNQRGYdQtMjNVgeob+xDS7bh4VSToyQzsrsCODwZTzI2SnxezONv/j8gNuPLxruhoJGy9JcIqvv0zn3/w58etvICsVg05uJbUxIrVGT6phR+q0HiLCwT+UodNnDd90LqMMPdM7cZia1clzX0AFKQ0l9KM52iPVyUNTI/sZDhn69QVMdeKSiOH16ePHDP6VLmiYC49NJn4vKfLMec894UgV1OmNDC3v5C0fW8aJj52KaCWO/pgodtjooY59Q7frZZDVMcTkFHJ6CjbWicKIqNcj0+tRa9ZZnJnnfNCn7ro8dUfoOFm6RKgQQukQCTeBoTEu37xWjIUhlzoNzvWaVOKQCLhnZ9gtjDBx5iyT166RtSwsYrT2USrpT5408EIYpURYkn6sebAb8fDROktP93hbWBSAKoqZoMdiu8lGo46lJNp2QYClbXw7T5D1EOEhU501Jg+ecra+R5quGaJ4hGCnOo5z5hzla9fJLi6SyWTTVSDEkF91oKWYV5P2nBjWWlL6EEk4UJyk5uHJdPrhWep9nhEkThwDx7n1SCAcbaZDmlVKDyKdU50496Sz8gUj5Yv088y6Tx6sxYkvhuweTthrL7jei8aLhPewxZte/XnHPiu9j/5mqyEpLkjjusaotjC9yY6SLAAkIldEzrqI84dw9Sq02zTWt+g2mozFAR5Q2dpk/PNPqegi1tVTROVRVLuNCmNibZmybUcghMSKItxOk8mNZa7e/S0Xl7/GDfocAL+IBfeVzduuR9Gy8ACFlfQnDwzzO7bZVCLz0C0LHEvz268/5z//wy945/PPOSM9Cki8oMvi9hrfu/sVOZnhydRp9ivjWMLBwWJ7dJS4nCHstBlrbFFrbCCjxItke6yVx/jPdpZfT81wcXqBH4zWmM/nyUrT9lCkvQMGBrQaaACpa0chBk+VoeduYxLNxfAXhkOPS6OT1HGSoYbf+kkK+R2UlmpcAw2KhAnMwo/P/23b93OWckzYnGT85x08PFPqKBCphH/2dsXxM154qyeZ5EV23vPOP0KqSRXhEyrf8GTpZpOCATzrpUqOsl10JU88P098/Qb1XsRD9x7tx2tc2t9iToXkWg1ymxs4C4dEto2fBfwsRAEitpBaEDtgY1Fr7HDuyV0urHzNwtoD3H4PpGStOMYXlRlulceoxJLFfoSdsZN4kGX6W6MTKmSoGTV0/ZDV9U2+uveAbKfP7Zl5So6k9nSNqf2nvP7wFvlIc393l82RSXzhEAiXx9N1tsdnmN99xJXVWyw8XSHjd9DS4vHMIp/NnOE32RK/GavRLtaYqffw6m2KI0UcK2H0tBmHlXCEUKQB8whFfGKbSgWGnW7C6UuRw286FRu/B2O9aPw+qlHCTOmlBxJl+COe8/NbLjcsnV649uf9Wwz/ceiCSQJCKum/7dq/63LDs/+u/WZ43vTtnTx+ABZwJL01QulkD03/miraZh/VQhJJQaM2wdPXvstKpsYnmQk68gu80Geuvo0FhI5Lx3KpK9tsMLZlitqUyUDouOCGcGX9AX/y27/lndsfMNHcA2nx6NQFvpg5zcrEHBvzp/mmETP7xSPE6Sky40U8x8UKc8g4MuFrYZoPxgjaXXiy0yP0bTLFcZ6eq/CTsoN48DU/PNgm4/e4/uArpnc3eTX/Me2MqXEJLZe1iVNsjM9Sbe9zafUmp7eWGWk1OSiN8E/XXudnL3+HjUKZim1RVxG/+vUtrHqb+beuYRVyECl0qBBumrOjTXa7MDi+KTJI2mY+LU6DpI1bKgXSfw/e4NCr+zbmeRFVnNz5xQv+ls7BESM8lwKfJ0mOa2XHLvM7efmkqDl2QsLhgwvoZx7BMEP8PvvG8CWfJ9RfJDCP/3xWrg3QQgdRBQ1H9Q3JqZpE7ZCQ9N+OgXouz/3JRW62HD7d7qH2Wry9tQr1bdw4JBMF5Lotcod7HGZMQaK0LazYtFB2Ysh3fC6sfcN7tz7g0pM7WFqzWZvm0/Mv88nSFXYmJukVSzyu9/j65gPGbJgfKxjHiJVBqAAdRuYObUmsBIftkKeHPnHsUKyMUS/n+Wi2Rj7jcmptlcuP7uH6PWa3HzN74pE0V0rsVMbxQp/xwx28BFBstzzKJ0tX+PClt3FLBUa7Lepf3+aLW/eYlhr/5QsmeyONXg7KYZIUICEwwXE1UPnSeuhntKfnSYKT46SJMfz3k79/O1U897znSpOTx5885/e49AvHt63pxLV+lyD+fS71IvNteDxXZX3uEUfjmG9WcEJZVgwZwSLJKD8Scy0/4v5mnftbDXzlMlaskMuYsr6xwx3Ord1nrzTCbqXCzbjLxuQSvZxHGILTA1H3KW4/YnLjAbO7a3hhQDtX5M78OX5247t8cv46vZxLyW9z8PABd542uDBTQodnsK10CxgCvzJ1B0ShJogVkYiJXGgVC6xNnOKDXJG+m+fag9tcfHif2e0N8v0OmbBP1u8jlSLfazMdhbhRiB0bb95Bscqj6dOsjp9ia2Sc8YyNCHp0uh0OtnfY2a/R95PSRssyFbNpgFHrwRtMtbUj5hHfRtMnmOnIhnj2O55lsGFmPEkJx4j3OSSlT0wkkus+j6FOfIbjSGb24+GWwXzfZkMdW7PmxATPbEAnCV4Ofn9Wggw/tn8JYw4v57lfJsM+ukCqY6hke0qYSpPkjaRd9I8W3ev2WV/dYn35KW6oqRYq2IVyslrN6c1lfEcSZASFuMvnwOPRJTrCQ3RCqnurnFr9kpmNB5RbdbS0WJlY4Mula/zm8qvcP3uBybhDafsxu90GT7bWqNdPI9IWZopEakKa9qJjRRhF9KOQSMbEWUmcydDIj3CzNsvy9CJfnr3Oex9/yKWH31Dqtij224w19qg2Dyj22mT9nqmdArpejv3yKIfFKiDJd3q4ykL1+/R6Xbq9Lh3fJ0i7QDkw2KeO0aV+llYSchuER19I+EMGSKotnHyhL1LDnjfv4Jjn6HP6pLGTbKbfylT6GMWlhruZJe1HMnyqOL7O53kEXrRuni+0h5npiJ6fnfjb9qDfezzXzjPDNqmwaZFgKp1iI6kGD/Fk3lZCAFGE3+zQbvWx8nn2R6ZZnV7i4c4ai5vL5EKfK6t38eKA+e0tbty/w4Opi9w8dY2Wk+PM45u8+s2HXHtyBzcO2Ryd4YOLb/Hx+dfZH51Aew6qr4hVSBj6BGEISuGmQilS6EiZDHYLcEFpxV77gI3DHTqWwKuNY5WKRHGMH0HbqRCPLqEuW9wbv4AdaSrtBtdXvuSl5S9Z2F4ll8ChAOT8LmONPc5sLvPezY/I+312pk9x6Lj0tAfZIjKbP8L8TR/VQDoYAk2dPKb6TA1ywVOGSnPXBnUBx84/4ZtIpR4pbxnxN9jsh9yEKWk/z5chhoh/wBtCH5Oqx8j0RJ/G1EFw9HOY2lLZpIauBlrIwb8HEkeIY+Q/uMrgvo/LdD2YQQwdn6ZFpc/+JEOlaznOpS9iqmM8/XvphWZe+yhNcdgSTv4mxFGeUyqhkmEBdlL8RxTTdvJs5grcmr9MudtAA2c3HuFFiisrD7jwZJlY/hPL02f4u7f+jMcT81x78Dlv3P41F58uA/Bg8jT/dOU9Pl96BZXJUfbbiG4Tv99Ba4XjOHiujZdYflrpBA2QJD0JIqU49Jtstw7wbYvMaI2snSHsdcAXaPIcigqfnn4VccamZxeo1g/oujkm6k+pNXaJrMOBugcw0jrk2vItSr02i1tP+Nm17/LruQvE2sEtVPCKJayUy4+JIW2MUml8etaAKFSygUWkKUQSmaD4pTlrz77NAXEdY46EKZIXOrw9pmSXVCQNlpf6bo/yDfVQEpE2TJUerCSDFA4hjj7A0QacfobH0ZX0ELmn3rnhbJGUSdIZhkNb6VrTuqnhxyuPKZQJ6PqAn18gaZMzBeIZP8/JcUz4DjPOYBMbntv8sFNm0knuskxM5mNW8XN3N1MgWPCgmJEox6KfyfFwcolISLaqM5zbXmF6b5NqfZfa4TZZv8eFJ3epF0c4/fQRZzYesri7htSwVxrl/sxZ7s+eY6M2Q9YDT3cNiSR3NXiX6SZpJ5kbQhgJoSGUglypRLU2SmbnkLjZQ9kCyy6AtFEyi3IK9D3HqGceHKgR0DHV1gGjzX3sOGKvPMZXS9eQKubS6jeMNQ84vfUYK4rZroyzmSmz3Thgv9uhFwYDEkYnXvN0/xHHn1makpT6qY4YKs1oS88RA+l2pIA/G/cYZh899PuQ0j5gsiPJYBhAJWcNpZpyXFZgNJXBuox6nZ4nhqJqx0lyeA45kAJHnyOlLF3NSXPqSPaYn4IjBoSUmYYeVzpDerFnJObw0JxU/4aPFM/5nDiVZ2WbOcpOC7zSB58+4Gcud+JXDbiOxWglw0TVQ8iYlhCsjM2xXJvlo2vvMhb1Wdq4z7VvfsvVh19y9dFNSp0WL9//nIuP75LvdZAqZr9U5f7MOe7PnmO3OoGfy+FYPp5KHqGQWLaF7ZhqxLRCnIxtANswm48fQYjN5MwsF3Jl7jS+oLe9jJ8doVCYwHVzaJkF6UAMcQztEEYbG5zZus/FJ3cpdVsA3F68xF/++D9gKcX/9P7f8Nbtjxht7DOzt8H1pysclKus7TXYP9in01lEJcgPaRjKto5rSMMvTA69CCO5EnLR6ogYTqS/qMFef/xFHO3sz9oMqRwcVq/Sb0gy8welEcdWOPTSB+BbR0ybMmgq2Y5mH5ZcaTLrQBEbHDmg+aEj///2zvy5jePK45/uOXCDBEiCJEiKhw6SOq3TluNdH7spb1K1qdqf9pf9E/e3rSSuVJKtZJ1UtLFky6ZlSdZBUeIhEqR4gDhnuveHngEGICjJ2V9CF18VOQNMd09jpl+/16/fe9/u3xSWNC1YkT6G7CNarXf0lx6SqSf1ZipxoESvquF9OvsEhGbz9gygCXXmthrRbl4HojpARoi7jI0P8dITbC/vU94usdtfoDk0jJfp57kl2cr009CKWL3C5Oozsvt7xBs14o1aaB7NWAAAEkNJREFUqxNNy2EvmWYn3cdeMgMu+FqiGj6N/Tpuw6M/00cxHiPV109NmPR92gIhFEr5eNrUsaRFLgbDIkPMq1FdW0HlNKkTPpZt09Q2DQE1C+y6Yqy0wtnHXzK7/JCB3S0ASn05FqbP8sX8DVCaucXvKJRWSVV2SVfLnFx5zFY8yZOaZk8JipbAtoKsuyIytA+R7J3H7kHdi3rVCqVce4C25/5wFifQOrqZsK1qtX3Woy31GpDR+bq9njHnsqtOdBEZ4jdHh2/0jqKjdpTZwnuYCb4tR9/0tA5nos4ZLipjxGHfRTvUMd8c+AIIEAzDx9/5UCMtBjNUuNsf5j2Lp5KcnD3JjpPim8VbrC+uYE80yOQz1P0EnnLYTGS5P36GkY0X/CSePNABAEd5xJt1bOXhWxYI8BuC5n6TammX9H6NyUKRC7kMA8VxykKSBmIotK5T96soDY6dJGEb96SM5cPuFrWV51jaIq8bWFKx11TUBFQciJV9Pnxwm0/v/JpLTxcQwEZ/jj+dv8FXZy7yKjuIrwV3ps+T21yhsP2SqfUXFJefcMFrUk4PUyjOMJ3NkIzFaECwVacD15iDniZRJgjXTm3dMBIjBYTepkKISGxrdFiGUqutQkZfd6fUaFPoVBaqmdHYo94qUrTFNnhsGGZ/0DwdzYLXHl2huheyhCYMJHw9dfiRHjjrZv7XsJqIlun9dETX+QGm6lU68r3d8iBvzVtRbTdaOGQo3QJMdG3BSL/DaKEPy9+nsrlMXy5LRu1j+Un2tQ+eh9JGZQlN0Upa7MeTxBs1hNa4zQb58hbFV6ucKD1nyZmkzyvDzhbbKytob5/RMzPMz52kMJJHSUEdsFAI4aFoggBL+tjBMI4Ln4ylyUrAb+JU9pCxXWLKIk2SRs1ifPUR1x/+lZv3b3Fi4wVKSB6Nn+TPF2/yzfRZyo6L1oInxRnGps5xeekBUxvLSN9jfG2Jqzmfgf4c2Z1N0i/XUJkZo4JaIljhd64tRMf/9tzbZqauRVdgrhZaHIhXarcpIseoOeJwii7uZWtoH8ZIh9UM7/w29cLa4f9on39I7ahkfJ1y1qvd7hXSwZYPKnA9b/9asnVrtgkXyN2Ly95zLJjcemkgY3tY/j6qvo2jdsnICogqXrNJ4dUqZxcXOPP8Idn9HZSU3J+aZz03xHBplZHSKsl6hcm1Ja5/f5uXA6M83jxJNRantL/DzpOH+K5i6Posp+cnKLomI6xA4eNhCU3MtpGALTWKJh4utlaMDQ1x7tQpXvoO5Y1NdM3FTvmM1JtcXH/O2cd3+eDenzi98ph4s0Y5nuL+1Dn+ePWf+XrsDI1mFdtTbPWPsDJxluWJe5RKywyuLRFXPtObS+RUE/tOkvRUDqu6j5qYRvenI5NT+D5Eh+p1gKFagXHh58511KEvuuPNdK80elOUjaMs+XbULS9+CFP0kjA/vPYbtsPf0Hbva2/Vm7coZHdqq2Gtbs0ypLaNRiBCwHTSNowNppkazmKLGmrzBdqHuMwwsr3K+acLzC49oG9/h0o8xf0TszwqnmQ68wSFYGrtGf3lbc4vfst+KsNUaYn1bJ7ntTr2k++IZR2mK1eZsBV5ZKAGmWyzQghcqx14LAOTvwtMj41y/fxZFl6UWNpYx9rco5gpMVPeZv7JN5x78g3nlxbIVPZoWjZPR6a4N3mW+yfmqWbziPUV4r6PymTZKoxxf2ic3MAYc80mxd1NEs0GiVer8N1d+KKAn0yi8wVopRKOmgS65+OoZIqqIW/DEr3pbRmj9xz9t9DfVu9vvdvhtd+mxf/fXd+W7FC3Nban7sVmp5gUmKDDUNRrjOqVy6T4+SfvUxwp8PvP/5evPvs1zF5i4vINhr1tTq0+YXptkXijzmYiy+PBab6YvsJ6pkDTiRNTilPPHzBWWub6/S84+eIRe06cbc+jtLmOHOznzJ1p+kfziOkZ/L4cOuHgCDtIjWVyy4UxURYGVfHi9CTpRBJLfcX2w1sMrazxM6/OhfIrRjbXKLxaY3DbwLd8c/IdfnvlE76eOo9SPpZXYyDpkLVcMokYjZrDr6TNHZHiZ+Oz/NTVjC9+j7uxAq+2YHEJcfplyzky3NPppSfoKDNh8uF1rJ2O6ciSHdWGAYwRNxwIYZaYdqmo90m4JZyNxfho9hQzY6Msfr3A548eIBJJ3NlpBsrrnNhYYuSVCWmvODGWc8PcHz3FdiaHg6KwvcGJ1ae4XoOJ1UW60+rraonGrT/TiDnUftJAX3oHEY/hYBnTtPJbZjWBQEpIS5tMNk0hm6b0dJFntVecfPo1P199yum97Y721/oG+cvcNX5/9WMej4wTL2+R9Cv0OxZpR5JSDSqUWYg5LAwUGRkb4vxAiqxrk99aR5b30cursLqKVd4FhltPs5vaT7Uzc1Ak8vuYjjC1nGN7atI6an8JrgRWJxmsodyABR2gP53iww/eQ2vN47qiufgQHiyQfbXRauWl47CTcNhLu2iV4VE8RzHWz1AszbC3hY0BIku6Li381UqF2LffIi0HJk7gX7uCKzGgWEqYBNzKB99Do5COAMesWOLAbF+WnxUHKT5OMrFkkkfuAs+BxXyRByfP88XkaVZz/dQdH2t/B69UobS7y0a9glA14kIzPVlk+sw0c8NZkmofa/WBgWDwPcTDBzA0CLNnQGgoDpsELggIQubbjj5tu9qbTcDHdJSoy9s8eLnhJoo+bMo0M6oNJBDUNex60PQ1H/3TB1y58Q6f/eYP/OE//wv7u2+Ilw2k5AbwMpmiGVM4do2GpSjZcZ5mBxgYnmBzQ5KuVcml0+THx0hLgbv8HPFqC9bWsP07JN+7gapVDNZQgMVqsnRqdLMJWoF0EDZUBVQ9mHJdJotDpEYGiT9KUq7V+R74KjPM/8xd5965q1THToDtkfJ2aVS32FtbY+fpEt7GOlS2yU+M8Ytf/Buf3rjGVFoz+Pwh7u1BhG0ZRLf9fcSDB+hbf4FkDBF/F1JZQoYKN2fbe31tFa+lWB9z1pGnToZq8U/ITG2p1HkSWARFCweAmFYIW5IBhjJprg/1I/wqM9U90g2T/7w8PE5tbIpEzGXAr0FMki3miWevIM8WkPtb2NUaIpXEHxnBK+9hf3kb69638OI5YmMd685txO9+i7h4CTE2BqlMoENZiNZ2jmUQ64GYDelqmdjKC1h5Abu7aDuGuHQNe/4ysak5koVxrEQay2+A3wCaiL4knJ5Cjw+hGntMjhZ4b3aC+YkUWcD1x5AXLsHHn8DDh9Coo4ujMJA3ksmyia5BdRczRXeoovuGxzx1tMkGur1LAupiJh3+C1671ghhJJULCFsYVAXM+J7XiumkTcaVpLSimu6jPnsBa/4SQ8k0M80adjLJ0FCBqdFTjA2nGbIFyWaTmOtiJZKopSVULmsiyWtVKJXQf7kFtTr8y6fwi381aXO1AGGZdL1SBKHnpl8OINZW4a9/hbt3wfNxJifJ/ft/MP3hT/GFw+jePhulbfZebePrOvFEjMJEkcmJEwxmkyRlkz7XYjCbMcwE2KkB5PX30bEU4uED1PILRGEQbt5EnJ03QGAtp5q2h3VUOonIoz1mph8H2R2hLN2ku44dTBaeK6QQuFJgK0Vzbw/x7BlDX97GWV2G8i5oUPk81qVLZC9f41S2n4FkGjuTpK8/TXF8gIH+FH2YPSaJWXWo5AxsXYPqPmxtmoSapRLizh3I59Az0wjLgaEiJF2TlVcZnzjpNUyOvNUVuPctPH3aUhHF5CSJ8+cYfOcksg5DpW02EjY7SYmvm8RSLoWRYaZmxhmKQ4Y2rGTo9SxtG8bGEfEYFItG+qVSiFOnYWAQ3JiJaZehNa+9Idmt8oWP9Jihjj7ZPZnpACOF1LVHohQoz0TxSgdZq+H87ndYv/wl1ldfwbNnsGlgLK3REVLvXWHsHz9g0HXwBQjHwbYkcccn6e+QtFySxqEIRR1NDX35HLg2vHiOfvIENjcR29vob++hf//foAXi40G0FaehQFWqOHg4u9vw8AHcuYP4/HPTD9uC6Rk4cxqZjpEWkE7BhJOlmo9RrRfwtQJb4sZiJN1A+tL2WJMYFGzhKUTchZFR6M8hT50yEc2ppMEvCnCvDKfIwEgehr4fm8h/rGT/8NfavUstwNfggChtYt2+jfzsM8TKiiniulAsYl08T3L+NO74ICZfrCEFaFVGNCq4fh3H9VFK0WxWUVKi+wbw504jrl2F58tGOpVKiKdP0ckkOtOHnjmNH5tDVevoV1vo9RX04hPE3bvou3dhYQFRqcDwMPrKZbh8CXsgQ1z4xKWFGxfoeAJFIkDZCyRksOqxWpvYQaiC9g1rWDbEEpBJtbmu0TQWRwSdzsWhmtftfX1MPybqDeoTXSG/bm9ECrAcqNfh5QZ8/z08/L7FTDqRMHn7PvoI+f5N4mND6OCmoSe0pmEC8BwHK8hjJ6Um4dgBkl6FZlxif/QPOH05A/X4q19CpYL88ks8N0Y9P4De2MDO5bFLJeRvfo384x9gbQ2xX4btHdOf4RH0Rx8jPvwHnGIBaTXRqkJT+di2g4uDxsJH0ETRwEMCcSyclnunMIn/EAjPh1oNbBfiJrRMNw1DCekYw0RLSxYtK99r6Xg/6kjT4ShZvbyOepWRgBbo/Qrs7hkIS9dFWxI9Nwfvvw+ffoo4N4+bywBNM99r47OuhckDLgPgNx3E6VjSRmhFo1nDkyDn5tFDo7D4DBYWDF6U56HX1/GWlmBwENexscs78N09A9AGaCsA7kqmYH4efe0qYn4eBx9JHc+r4XselvYQjo8M/J81BqBZIoxEbeV0CHzspATlo5tNtK8QxMxv8sJI33Zi/3B2eh0zHcusHwcdROo6TDJFTVLheRgdpgWirx89NYm+dBHKOzAwiLhyxUioM6cg349wgk1Or4n2fIRUCEsFsPQCX/k0fB8hBHHLQNI40kJKk19d5DKoTz5E2BbizpeIp08Q4xO4F8+h5s+gCsM0EzGsuTnE8gu8egO/P4eVz2OfOAE334XxUUwAQhOBwpIS4VhY0nivm58aJPkSxgIqlVHzUEF6NREAz0kb4Vho5aGqZbNWshyEbQdm86jRQRx4fOGxw1n1WDodaToooaJv+02mJ63NpqYQkOtD2DPod981a4rxccTly1AoBAt1G/CDWd0D3zfjMkwCI8DTmrpvrIaO1FjCwrGsAOCrYVTMK5dRJ08ZFI5bt5C5ftx3b6BmZvCSSbx0Et6/iZWI41drNNMZ9MQEcnYWOTkOuSzQwGBJgWXZyA4kPRUIXokdAoIG6PHabxorYrDXhWWDJdENharVEdJCxBIGwyny3LpzZkep0/P7mI46Hc5QvSM3Or9rpRsW5jyVQszNQT4P+X6Du5tI0MrxHbQvbGHA0kJk4SBhhxACyzJIH0rYiJYrbpBUA4lybPRgAn3hAiKZRMTjMDaGSKVM4Fs2izh/Hj0wgGx6WG4MMZBHjQyjs2ljMQw6L0IAudZOUNs5qJ2+KHBelCLY7wpWgdI2kkoIhOUgYwmzoWxbHZNSV3RZxyPuOB6mUh/TkSKhddu/6FBto+uC6HVNEMzkfju3txSRhHMahLGdddcLPQh8gnTEglY8abhnE5gBCONE8c16RQhhVKwAYFhrjfA9c10bHtBSoIO+tN17On9U2LJsMZWAloQK/lrxgtH1UVdbkYxF3ah9YaloGKGAVuBlbxI9Hvox/b1ST4bq+Xp7fNnhe3aoehjk69EBnmlHwu6wRGiQjiJSdJqc2+nu2msReL26FF3qtQd0ZxStJgzh1rRTaoU/JrC6tHwbReemdvRGHSpepCidzASdap5BBHydeDpmqKNE9mGcoLvPRe+SrbF06AsPB0SIgRim5OgctOEw7siPH5x1a6G9+mDEEfTyMI0mAdGhBa+jdpdnXbcLVpSJ3nJgt8M03lSqh1KoI8zUgW1zTH/vZIcvMjrzdzPTYTNtdKAfTt0h0wdbiQLndKhC0c/64HftTkba7J7tBYRBEm2+6ExlFe2jOAwupvuWhxTrtWbq6k6r5IH8HdFCUbCGY146MmSH7GSO4lBm6kVROfM66mSWXtLwYIIpCT2ddg+mxdXBwusQnTT0VhDttt6UMfTAxR7lu9E4u9s5bNehPSmIHqUitTs0vmOOOipkwxvWThE6bAi8qV7IrNFh0WuIRCVQB5LfAf2z6/Nr4rZadwo4X3Rd7v5Nrxu6LXkSabL72uvqi66/t5Xxx3R06P8AjOXfcdwI2XkAAAAASUVORK5CYII=)
- 7
- 5
- 4
- 3
Hint:
Subtraction is a fundamental arithmetic operation of mathematics.
The correct answer is: 7
Step 1 of 1:
We have given an expression ![12 minus 5 equals _ _ _ _](data:image/png;base64,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)
So,
![12 minus 5 equals 7](data:image/png;base64,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)
Also,
For subtraction of two terms, both term should belong to same unit.