请教如何查找超级编辑框中的换行符的个数?如图
本帖最后由 zhqyong 于 2021-11-25 15:24 编辑data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAl0AAAHLCAYAAADyVS3oAAAgAElEQVR4nO3dXYxcZ37f+f+pqu5qtThNh5YZoBUYHCXT9CwBW14gs8BusliulKYd3ajli2QWMHVBJyCQnRsNVuL4Slc2pUXmIrMGCHh0wV5gPV7AbN1oPWJmhkHGXmDnJkoWXKXHWQ0vMo0FLdHDHopT1V1VZy+qTvfTTz+v561OVX0/AMFm1TnPebq6WOfX/+c550k2NjZSWSDr6+uyt7fX2PZ+8+2/J//u7f8U/HhMOzFtxB4vr2n1s4zXEwCAGK1pdwDHygpceY+tH099LGR//U8VivYTAIBp6Uy7A6hWSGArI9QV3b+ufgIAMC1UuuZYniCj/ruuKtI0+hk7tKj+DQBAHoSuhqhiaDFkP1uQUZ+vOmw0vZ//7u3/dPQHAIC8CF0NYTuhVxm4VK5wV3WgiTGtfgIAUFTC1YvNag8AAMwnKl0AAAA1IHQBAADUgNAFAABQA0IXAABADQhdAAAANSB0AQAA1IDQBQAAUANCFwAAQA0IXXNGvyP7b77996x/TNvb2jO16zt2aB+LsrU3rf4AAGBC6GqovEHCtBSOunagvoZg6NI5oQtS5wljeUNPtl/M8j95jkUoAwCUoTPtDuC0ootf27ax7a8vJm3aL9tOfV4NWlkb+r+roh8j9Hi2/pm+77q/JwDAfCN0LQh1mNAVHkxhxFQZyx4zVbiqDilF29ZDpi3g6vsQvAAARRC65oxalVL5KjyhYUKvbqnVIP14puPY/p2XHvaKtKMHSQAAykToapgyhhZdAcdWwTE97xqmtLVl6q+velaEGpRMfXJ9PyHDrQAAlIXQtQBChs/UbV2hyDSsqAa3aVeJQoYOTdsCAFA1rl5skKJVLl/b6q0iyhBy24mm3rbBdkEAAABVIXQtkDIqO2pwsw0fTlNIcJp2NQ4AsJgIXXOqyM1LTduqQSvkdgtVct0PLPR+YqZ/u6pdBDUAQFHM6WqIsocWfVcT2o5jqmLF3JA1dP5Y0aBmmnsWew8z02trapfABQAoA6GrIXwT1/O0FXoTUHUf29V8eatkMbeiiJXn5qjq8VyvuevqSwAA8kg2NjbSaXeiTuvr67K3t9fY9gAAwHxiThcAAEANCF0AAAA1IHQBAADUgNAFAABQA0IXAABADQhdAAAANSB0AQAA1IDQBQAAUANC15wxrZlo+2Pa3taebS1G32MhfSxDSP+K9COmfddrrr72AIDFQuhqKNfCyy6mJXuyRarVP67tbe36+utaiNq3bx4h7YYsYJ0nFPleN/V1Vv8OXZsSADB/WHuxgYoufm3bxra/vrizab9sO/V5NWjpC2RXvV6h6xh6oPLtGxooda799NfJ1pesHRbVBoD5R+haEOqJ33VyNy2QbaqM6Ytq64tcVxkibKFKDYemvpv2jeljSJVR/dt0TNe+BC8AmG+ErjmjB4+M7aRu297VvtqWLWjYjmP7d16mAOUKYq6waGpbD5M+McPCBCwAWCyEroYpY2jRFXBM871sz7uG72xtmfqbp/JTlBoMXa9HaGXP9rz+WJGfHQBgvjGRfgG4JtKbtlX/trVl23aak8JDr1isIwCZrhLlykUAWGxUuhqkaJXL13amrNARctuJ0L7n/R5jv6+i33vM3CuuVAQAqKh0LZAywpZarfFVxeqgV+70IBgSDItg6BAAEIrQNafy3C/Lta0atHyT5KvmmgAfc3+sujRp2BMAMD0MLzZE2UOLvqsJbccxVbFibsgaOqRWNKi5hvmqvm9Y3ltO2BC4AGAxELoawjVxPW9brltE2Pax3QQ0b5Us5lYUsWy3iAi9XUbs8X3h0XUlaMhtLAAA8y3Z2NhIp92JOq2vr8ve3t60uwEAABYMc7oAAABqQOgCAACoAaELAACgBoQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaELgAAgBoQugq6e/eu8znX82Udo8j2tm3L6DcAADjGMkAF3L17VzY3N4++1mXPmZ7f3Ny0Bhu1Tb0N9d+u/qj/Vo+j7589H3Mcn+3tbbl69erR3wAAgGWAcvMFFVtwyfN4xhTG1GBlC1imtmMqWTEBTA9aBC8AAMaodOVkC0Cq7N++0OKqLJkqUb5+hWwfE/xCmQIWFS8AAMYIXQXoIaXMIbqsDf1r3/CibXtbBczVhu94AAAgHKErp5AJ6Grw0R83BR9biAsNcK7tbRWw0BAHAACKIXTlFDIRXsRccTLNx1LbLFJdytoKbYdgBQBAPQhdFQgJMiFXIuZtU//bhUoXAAD1IHRVwHWrCNM2psd9V0aGtEmlCwCA5iB0VcAXZGKGEGPnYcUqs9JlulKRKxcBABgjdFXAVJUKvX1EEbFXO+r7lEENXgQuAACOEbpKEDL8lydsuSpiobd28FXVqpjTlQUtAhcAAMe4Iz0AAEANWPAaAACgBoQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaELgAAgBoQugAAAGpA6AIAAKgBoaug9fX1qR5/e3v76G/TH99+IW3H7jdNee6iH7tPyNqa6te2P0XF/CzK2Db0/RTyPqzifRTbZll9mNZxAcwelgFqCNsHsWspHX1tQ31b14d76NqIahvZtnq7ZS73YwsjocsobW5uRi0oXgW1D6HLOIVw/bxMP2vTtrHvM3170/vB117e8F/m+yomSM7DccvEGqpAeQhdDaGHIHXRaH079XlVnpOb7cPf1hfX8cugh6bsa9tak7bwYlv/Mnb7vMoOffprrz9u+vmY9jWFbdu2GVd4s+0bU83J+z4KqaCZfikxff8x/Z7Wcetg+/kTvIByELoaTv3As1WdbAtM56lIZfuYThquqlrV1DCmBiQ9nOn0x0O2MT3ve0xf8NwV8GIDma2iGVqpzBOUQwOB6YTsq876vg5px7SNK0yaXgNTYA19faZ13CqVURkH4EboapjYuTehwzh5Tia249geM3n/rddPPfbqO7e9+5Ux5ylEdhxf8DKFKr0N336+bYtwhSRTkDbtZ3ssNKybKrMqNVzo21ddQVX7oB+/jtAzrePG8P38ABRH6GqY0OGGvPOqYoNZ0ZNgSMAy8Q0fmrY3hSFfBUuvoE1zLliIkEBlq4r52lSrL65jqm2bwpNrGM3Xl7xMQ+C27bJ+qv1VH5uF45raLaM9ANUidDVM6AlJPzmGTpCOCVa+9qv8kK+r0lW1sr+PmDlBIdUjfX/fnB5TRcu0b+zcKNPXed5XtgDkalPv8yweV28TQDMRuhom78TavMN/rsDl+u256uHF2EpXtk9o1cr0vGs/vR8xFbg8+7nYXntTNUn/OySIhQwV6sd0DUnqgcpWIfP1yyZkn9D5abNwXNP+zLcCZgOhq8FME25t27ke951ATUOVeUOWLu/wokq9/ULI3Ks8gcu3f945XVXzBSNXhcs0NKYHp+3tbWuAM/XFFzKqCAYh1Vzf83mGPKd1XFMbBC9gNhC6GsJ0QouZ/O6bR1N0vlZdH+rqxPZMzDwrX6XLdmWhfjx1f9/xY698jOV67dWQExqs9XlFvveGa3jR9n7V34uhc57Ur6cdIKYVYmKOa5p/l7dq6BpiJtAB5SB0NYRtLkj2tS/01BGK6vjQdQ3HuQJVtp0alPTH9Of1dl39yKPMSfn6z9dUnTQxDd+pz9najQnj6n62alieKlBVYuZNTuO4MXy/WOVtS0XgAspD6Go4W8XBJHQ+WJEP/ypOHCH0ypNesTIFHH1eWBOuTCxS+TIFJN9cIVv10/a+8r23fEPVeYbQXEOReYYp8wy5ljXMV/S4ZQWcMoMSgQsoT7KxsZFOuxN1Wl9fl729vca2BwAA5lNr2h0AAABYBIQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaELgAAgBoQugAAAGpA6AIAAKhB5+HDh0f/+O53vyu/9Vu/NcXuVG99fV3U77lp7X300Ufy4osvltZeU45lk73nvvvd7xqft70fQ96rpm0W4T0OAGgmlgGaYR999JF3GzVUmbbXH8sTwmyBScQemrL91OdNAcnVbmjw0tvX260zhP3Z73wgv/Nnrxz9rT4W20bR4xJAAaBehK6GMwUlNRjpocoVsvRAVUalSz1xm762BRxbFcp1nNDH9UCm9sV1/KqZgs80jxsaXAEA5SB0NYQakLKvs0DkClK+f7uOo/87NoCFnLDVE7ut6pR97QthIeEg28dUQXNV1RYVwQsA6kPoaogXX3zxROUpZOgw2y/jq3SZ9vFtG8tVrTJtq57s8w5T+rYrMrfr//yX/9Opx/7rr//P1sddsiqTXuWKrX7l2d50XABAvQhdMy620hW6TV62eVO6vPOqYoNZ0SqOLUj5AlZRf/Y7H4jIccDKvvZtnyFgAUDzdPSTWOxVZJievHO0mlDp0ocbQ993McHK175pKHJa9OpV9m9bRcu2fd7J+QCA6nX04Z0mnIAWkT606AtPtpDkm3jv2rcMoZUu236Z0PeiK3Cpwa4Jw4t5EJwAYH4wvNgQ+pyukO0z2X763yH7qm2ULQs2vsnavisTXffxMu2fHdPUl1jTGl4EAMwfQleDxAYvEXNVzNSO6epIU1vZ/iFMVyaarlCMaSfju4eXaZvYYzSNOkSYzdFyDRP6tg8ZYmz6awIA84TQ1SC2SpXrpqa2gJS1k33tu8ox7/26bGFGn0/lCz11hKJZCBexVxq6roj0qTtw/YOOyP89FHmc1nZIAGgUQldDqMFHD16mAFZkwnxIZSxG6F3nQ4JXto9L7HyxsvadN1UFrn/QEfnVRORXWyL/zeTrv91K5Bu/SOUvCFwAFliysbGxUB+D6+vrsre319j2gFnxldGB/J10JM+nQ/lKeijPj4byfDo8td0nSUfeWF6TjxN+xwOw2PgUBOD15XQgLw/7znBl8knSkd9d/iX5NGlV3EMAaD4+CQF4fZx05NfSgXxleBAcuEREXkgH8uf9z+T3B0+i9gOAeUToAhDkjaWzuYYI1ySV1wdP5Qf9z+SPDh/LPxweVNA7AGg+QheAIH0R+b3lX5KfJu3cbbw87Mu3D38mP+h/Jl8d9mRNFmpKKYAFR+gCEOzTpCX/Yvms7EtSqJ3n06G8fbgv3+99Km8f/lxeYOgRwAIgdAGI8nHSkTeWzpbS1pqk8tXhL+TP+5/Jtw8fy8vDfintAkATEboARPthe1neXlortc1/OOzLHx0+lh/0P5N/PnjK0COAuUPoApDLn7RX5HZntfR2n0+H8vXBE/mL3qfyh4f7DD0CmBuEroZZX18vra3t7e2ox/NuV9Ss9BOn/UHnjHyv3a2k7a6k8tqwJ3/e/0z+tP838gpDjwBmHKFrjl29enUmgsus9BNm+q0kPk3ahSfa615MD+Wbh4/lLydDj8+lo1LbB4A6cEf6OXf16tXg7ba3t09tbwo5oW3GmFY/33/rdXn1ndthnZwcp4rvf5Zlt5L43w/+Rp5Ph/JxqyO/t3RWXh725aVRX14e9kubn/XcZOjx64Mncqe9In/aWZWPWF4IwIzg0wpH1DBhCxdNqDRNq59N+N6bKruVxHb/b+Q3hgciSyLfa3fle+2ufGNJKglgrw178tqwJx8lS/KnnWfkg/aKMAAJoMkIXXNKDQhFKjNqqAmp8rz/1uunHnNVkqbVzzxihkEXUXYriW8f/kyeT4cnbqJaZQB7MT2UFw8P5euDz+VOe0Vut59hrUcAjZRsbGws1HXZ6+vrsre3tzDtZQHEFRZMQ3VVBxhd3f2MDYemY8Lsq8Oe/LUkQRPsswD2yrAv3RJvEfFBe0W+016RH7WWS2sTAIqi0rUgQobkTNvWra5+ZgErdk4X/P6kvRK8uHVWAXtbq4AVDWCvDHvyyrAnnyQd+ePOKkOPABqBGjxOUCtNIdUn3ftvvX7qTxWK9hPVil2fsS8iH7S78sbSmvz9lV+RN5bOToJSsasgX0gH8oeH+/IXvb+W3x88CQ6DAFAFKl0LImRYrIyhs6JVo7r6iebKAtgH7a50S6qArUkqrw+eyuuDp/K9dle+03pGfthm6BFAvah0LYA8QUb9d11VpGn0M/Z2EerfqF4VFbCXh3359uHP5Af9z+Srwx7LDQGoDZWuBRBSFfLNpbLdH6tMTe8n1bXpUitga0vpiQpYHs+nQ3n7cF/eOEzkg/aKbHdW5ZPIYVEAiEGla87FBgVXYKmy4jUr/UQz7Esid9or8i+WzsrfX/kV+cbSWu7liNYkla8OfyF/3v9Mvn34OHeIAwAfbhnRsPYA5LcmxStgIuMLAb7Tfka+03mm9CWNACwuQlfD2gNQjvgAloho87v6ksgH7a78cedZhh4BFMacLgBzKRuCvNNekbWlVF4Z9uUfj3ryleGBZY8scB2Hr66kJ5Yb2u6sygc5hzEBgEpXw9oDUK3n0pH8o9GBJ4CJyNGw4smPyE+TttxuPyN32issNwQgCqGrYe0BqE9YADOHLxGRO+0V+dPOqnyUMGgAwI9PCgAL69OkJX/SXpE/aa/Icx1bAFOHHU8+pg49/mnnGZYbAuBEpath7QGYvqwC9k8GT+XL6cCwxelJ9yLjocc77RW53X6GoUcApxC6GtYegGZ5Ph3Ky8O+bA17hgCWha/TIeyD9op8p70iP2qx3BCAMYYXAcDhp0lbbndW5XZn1RDAsqClBq/x368Me/LKsCefJB35484qQ48AqHQ1rT0As8FfARNRq1/7kshO5xm53X5Gfso9v4CFROhqWHsAZk8WwP7psCcvnAhg5isfv9fuyndaz8gP2ww9AouEmZ5wev+t16O2Z81DLKJsCPK3u+fkt7u/LP9L51n5JOnIOGxNApdy8ePLw758+/Bn8oP+Z/LVYU/WDJPyAcwfQhdKQ+ACRD5J2vKtzrOnA9hRrkokS2DPp0N5+3Bfvt/7VN4+/Lm8kA6n1W0ANWAi/YwyVaBefef2FHpy7OrVqwQvQJEFsG91npUX0qG8MuzJPx72lSHIcfhak1S+OvyFfHX4C/lhuyvfaa3I91huCJg7zOlqSHtZWFGDy9WrVwu3m7f9vKFue3u71H4D88gVwLKS2E+Ttnyn/Yx8p/OM7J+4MSuAWcXwYkPoQaXs4BLb/qvv3D4KWerXAIpThyBf7Z6T251V+WnSEnXC/fPpUL4+eCJ/0ftU/vBwn6FHYA4wvNggWRUqJHDlqUTFtA+gHh8nHfm4c0b+oHNGvpwOZGvYk3807Mt6OhSRRLpycrmh7c6qfMDQIzCTCF0NkgWikGCUp/IU0z6A+pkC2G8N+/K305GIiLyYDuTFw8fy+4O23G4/I3faKyw3BMwQ/rc2hD4BvewJ6Xnbjwl3WZtMpgeK+zjpyB90zsh/2/1lebX7t+R25xl5NJnb9Vw6kq8PPpe/7I+HHl80rg8JoGmYSN+w9gDA5cV0IP908AvZHPblWRlJtuzQf0iW5E86z7DcENBgVLoAYIZ8lHTkxtIX5L9ceU5+d/mX5F+3u9JLEvn1dCB/ePhz+bf9z+Trg8/lucmQJIDmoNIFAHPgvxv15fcGv5DfHB1OJuum8r32itxur8iPWiw3BDQBE+kBYA78m1ZX/s3y+KrGV4c9+WeDp/LfD/vy8rAv/5+05Hr3rHyc8JEPTBPDiwAwZ95vr8gr3XPy5ZVfkT/qrMrTViK/P3gy7W4BC49fewBgjv2rzrPyr+TZaXcDgFDpAgAAqAWhCwAAoAaELgAAgBoQugAAAGpA6AIAAKgBVy8WdPfuXdnc3LQ+JyLW58s6hv5c6PZZ/3yK9r8OeRbxDtlH38a1T8iakyw0DgCLi9BVgC/AqGFFf35zc9MaetQ29TZcAci2vXocfX9foAoNZqo8Acjk/bdeD15w++rVq6Udt8hxssezbdRtTYuOE8IAYHGwDFBOvkBkC0h5Hs+YwpgarGwBK6Rtl5hKV12BK6SqlMnCT8z22TFivpc8lS6CFwAsDipdOdkCkCp0eNFVwVIDVWi/YrcvS50VLl8w0h8P2cbGF6ayNvIEqroqdACA6SN0FaCHm5ihwND29a99w4u27V1DjK526p7PFTOkWEQWpFyhLVMkmJkeJ2AB09CXW/3Hcjk5I68tr8r9aXcHC4nQlZNtaM4WfPTHTWHIFuJCA5xre1cFzDTfrKgsbKhDe76wkSdwmSpFvsqRPt/KtL0+JGnaRn2sSCUNmA19udXvy4fdNdlxbTbal93Dgby3fE7eTerqW4BRXy6nIg/ayzkD1zi0ydJ5uV7Gdf+jfdk96JmfS1bkRndVvnTwSK6N/E3dWy6pT6gcoSunkInwIuaKk2k+ltpmkdCTtZV3iPHu3bulXHWph5aQ8PHqO7drq3RVxTRZPkMAw0wb9eVy2pPLh13ZWepaN7skIg9kINcGfXnXsV1m6/Ch3BwW6Ff7rFwMOc6wJ5J05PvtnKe90VC+mIhcOHgou8mK3OiuyU5WPQucGf2gc06udJTjJ53T4XS0L7uHIiIdeXf5vLx79MRA3jx4JNeESt0sI3RVIGSCesiViHnb1P+O7W9ZQ4p55ivlCV6+qpXKVdVy7RfzvfiGK4GZ1FqTi8siuweP5cNECw+K+601eaM9kDvDvmxJ110VyxyFGM2kGmSu5EwCj/pQ+lQ+PHgiF6whaCDX+g/lWkifRAtJrVW5srx6dIwrozXZaXXlevd8QEvjvn4x8LhmQ3mhUKUOTUDoqoDrVhGmbUyP+66MDGmzaKUrpg2T0CCkKxq8fP3Ju39oW8Dcaq3Ke62eXBvuy5vtNZFD1/DXQG72enJTf9hU3SlLsipXuqun+vHmwSO5llqCXYBLg0dyZ9gZ7288Rk6pJQQmK4Zth/JFEflJi9P2LOOnVwFfVSpm6M82P6ssvvuLxdArTqqqg5cv4Ln6Zep/GfLcfBVoto68u3RGXjocyF9JR3ZODH811OipXBuJPOis5gpclXIOL4qxcnfh4KHsKpufGrJEo/GTqoCpKlXW3eldYq92ND1vGtaM6bMpuOQNFSGBS5+kb5u4b5rwbhtqtMl7/y5X3wlcmDnJqlxZjttl6/Ch3BTH3Ku0Z66KTVzWgka4vtw67IkkK3JrhoOJa3i12JAl6ja778IGCRn+yxO2QpYY8rUfezNW1wUCoeoIEq4rIvU7wBftj2k+lqlCZnrO9LXrikdg9vTl1qHIdWugeirXR+PtrHO8yprTpdk6zCa5u0NdUF9OmAxZuq4sDGknZnhRJsOcoxUm0s8w7kgPAHC6NHgkdwaDo3+rQ1pHz1lCxtbhQ7k5ss/jGj9fIHS1LBW07JYMQSFK+T6zuVvOxyehKzEf+/T3NKlKtZWhQNutNSbDize6a7IzGV78yeQ2FSdDl6FNNB4/KQCA0/3OObnYkaM5Rqeea48fv9nryXUtkN0cijzorNV7z670qXx4aLkHVlO01uSiqThoexxzgdAFACgmWZUr3eVx9WfwSHZHZ+S1JZFvDgcirTPyhq8SU+qcrr7cOngiF6Qj99oilwNuLlo3vXJolKzIjWVO0fOGnygAoATjm3l+MHgkdwZP5E5fJsEhYP5RaXO6ssfG7f148EguewLd6b5Uf1o8qhweGQ9XvtTShgrTp3Jd2WojHYgkbeZzzTBCFwCgNPfbK/JgOLnNQdqT64NV2XFUunaWzue8lcPpG5NuHZ5cW/GSSI45Xbk6k0PsskID+VIq8qDVrrpjqBCrNQEASrF1+FB2+0/kgqzIjZWzci8RuTB4JLsHT8cBqGI7S+fl4qxc2Te52Wn49gfyUipyYfhUtqrqEypHpQsAUMiJOUrKWog73XOTWys8kTv9nvlKPduizwrfnK6p3SB0+Fh2bZWxoAsHOvKJst2FwSPZzaZ6tcYVu+zu91uHT+RC0pEHaU9u9gfypeVzgUsQoUkIXQCAHLR7VRmX91HneY3vSfWCOj+rtSYXV9bsh3DO6QpU5ZyuwMW2jdKBXEizhcHHQ4a28Hhp8OjEbTe2Dh/KTf21xEwgdAEAgmwNxnO1Hkz+/VdJRyQR71qK9zvn5GJrX3aH3fpDQiVzusZhssgSSJdGk5LW8LHcap+TT4xbZRcGnAy0O0vnReSh3Dx4KB+yDNBMISPnZFoux/bHtL2tPVO7vmOH9rEo053ZXY/n3Q5A0wzkzYOHcnMocq+9IhcGj+TWqCM7S+fkYjdw8erWWv6q0BzaSAfjStnyilw23N3+0uCR7PbGNz81vcY7S+flNcLWzCF05WRaLmdzc/PUH9f2tnZdsuV78oSxvCFMXb6myoBFKAOaaetwHAruLZ+X60tr8lqnM55nVWCC/NbhQ9ntef5M5ntdPgjZtuhk/YG8MhqIJB35caF2DEZ9uZyK/KSVhaS+XBmJ3Gt3JzdDPSMPkpOT5O93zsnFlfPOKtZ9qlwzh59WAbHrHfrWZ1QXqdYXr84ey9rQ/12VvItXmxa+ztozbevaB8B07XTOyJVk+WhocHyfqfGcrju9J+6dDR50zsmVpfOys1RyR6OY10+8V8LVj1uH46rgCe2zR6/fpcHn43uJZWWPJJsw35db/YdyM3JxvqldSIBo/JRKpg4TugKR/py+vR6qTBWuqoNX0QCk7mtrSw9hBC+ggZJVuX7qbFF8XlPVTt+EVBXef3c7p+14AuX99orck2XDPLPT9x7DfCF05aRWpVS2IGTb3tW+2pZa4dKPZzqO7d95qeGoSCBSAxXhCsBCMoZYLAJ+7DmZ5lXpQ4Ku7fWKlYltcr0+TGkLZGVWwdSgpP6dcYUyW7gicAEAFgmhq0SmgGOrNPmGBk3Dimpwq2M+l0vI0KFpWwAAFhVXL5ZMv1VEWW2qf7u2CW2rLmoFLAtnXKUIAFhEhK4KlFGBUoObbfhwmkKCE3O2AAA4RugqqMjNS03bqkHLN0m+araqVEiY0rdR/+2qdhHUAADzijldBfmuJtTpc7P0+275juW6CrJoADQx3cIhJBT55nyZ2iVwAQDmGaGrAH2yu8o1gV79W38ub5Us5lYUsfLcHIRs1EEAACAASURBVDXjClJ68CJwAQDmWbKxsRF579vZtr6+Lnt7e9PuBgAAWDDM6QIAAKgBoQsAAKAGhC4AAIAaELoAAABqQOgCAACoAaELAACgBoQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaELgAAgBoQugAAAGpA6AIAAKgBoQsAAKAGhC4AAIAaELoAAABqQOgCAACoAaELAACgBoQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaELgAAgBoQugAAAGpA6AIAAKgBoQsAAKAGhC4AAIAaELoAAABqQOgCAACoAaGrZtvb20d/m/649ilyvKa6e/duZfvkabuMfXV5fq7qcyHvkyp+ziFt6tuo7+8qj1tkewCYls60OzCrbB/0V69ede6jPq9vG3PyyLZV2wg9ubv6GMsWTjY3N4P239zclLt37wZvX1TWX/V4tu9Bfzy2j/rPO3vM9m/XzyXk5+x7zvfeDH085P1z9epV4/dfVJ5+VtEPAMiD0JWTflLJvrYFnJATcAhT2Ao5XlUnHj00ZV/bAktowFHbjtnexhS2bP3TA1meQKi+H/TX3fRzMFWI9PdXqDw/Z9N7xfU9lNmPkMqd6ZcV13tcD7MELwBNQOgqmX6yUh8XOXliiAlhvrBlasNWVanj5KOGMTUg2cJNRn88ZBsXX9jSt9O/jmkjYwvYIQHKFBBCK1Sun72vHVffTX0yHcv2/YVWxmx98P0/yr5W+xnyPQBA3QhdBcUOCYYOE+lCTxZFK13vv/X6qcdefee2d78y50CFHCc0eMUMc5raLWPoMyZE6fv4Apqt0ho7tBZSQVW3sYWf0O+vKNP3bQpbANAkhK6CQod/Yn/7d839sfXB10aIkIBl4hs+NG0fG3DUypltLpitSuXqs+k4ZTEFJ9d8QFN48gXoMiaS297HoXPO1L7a+hkidEhTD3imwAkATUPoKij0hGc6Idm2U//Oto2tXNR94qmr0uVjC3FlV8ZC+YbrTBUtdX5XzJwu31BjbLXU1rbtuTLfc7bg5TrWNCpuABCD0FVQnonO6n6ZMueb5L2CTST/8GJspSvbx1W1UpmeL/vKxzxVsRAhQ4UZW7h2zaeyVchM7YT2N2YbW0jLW+VyCZ0XBwBNROgqkWlCr2071+Ouk0bI0IuvSuCSd3hRlQWhkFCUN3DF7B+6XeiQZQw9OG1vH99ny3TFoiqk0lVFwAipdLkmzeepzJqOGxrAXP0EgCbh5qg5qSfMvMM3WUDT/+07ZkjVpIz5NSHUie2xV/ll+/luDZE9rx5D/bdrf7WPvu1M2+SppPnmcelDyHoVy/R+0t8rIXMITe/RENn26p+YfW3vz2kGIq5cBNAEVLpyclWRQiYDx17Cbhpuir3irAquqlDIhPfscTXsmG4Z4Ztw75oUr7cXcs+uPAFSpQePPFefmv4ObS/vz7vI+0R9j5qCV9nvwdAQR+AC0BSErpKZTjyuUJTt4+OaOKwf13SyzxMAilDDjumeXaYwo88LK2Oulus4ej9t9xNzteXiGwLO/o6dnxR7pazaVlVXOrouGMgrpJobsg+BC0BTJBsbG+m0O1Gn9fV12dvbm3Y3AADAgmFOFwAAQA0IXQAAADUgdAEAANSA0AUAAFADQhcAAEANCF0AAAA1IHQBAADUgNAFAABQA0JXiWLXqKti2zL3rUOexaRD9ymyUHWRfW3qfn+42tDvJu9ba7GK91Fsm2X1YVrHBQCWASpJyHqLqti1F03Hy9rRH7Ntqx67LLZwErpkjm1txqqYlhhyLbatiu2j6+cbulyNa0mfkHZDl38KeR/5nivzfRUTJKd9XNZ2BBCK0FWCkPUWyzqJhCxyrffJ9O+y6KFJX2NR3S573sT0uKkd3/Y2IYtcZ9v5FtcOYVsLM3tcf5/Y1jE0vZ9C1jw09ce1b0w1p+gvCq7H9EXds21C1hmd1nGL/gIFYHEQugpyLfQb8kHuakd/Xm3Ht53+dUwbZTAtcp09LmIPM/rjIdu4hC6erfZRD3SxC3DH/uxt+8acyEODiOu9aWvX93VIO6ZtXGHS9BqYAmvo61P1cQleAEIQunIKqTiVGXJiTy55K13vv/X6qcdefee2d78q5kC5jhMavGKGOU3tVjX06QpJrveNrYoaGqL0fXwBTX8/6X2rOmiYjh8TtmbtuADmG6Erp9CqgumxkEDkmpsTchzfPjYhAcvEN3xo2j424KiVM9tcMFuVytVn03HKEhKobFUxX5tq9cV1TLVtU3jyvR+rmkQfUh3SX6+iv8xM67gAIELoKqyqeVOuuSSxwzh1qKvS5WMLcWVXxkLFzEUK+Rnr+/uGt00VLdO+sXOjTF/nec/ZApCrTb3Ps3RcAIuN0DUFppNimfJUxTJ5hxdjK13ZPq6qlcr0fNlXPuapioWw/YxN1ST975AgFjJUqB/TNSRpmmxf5vBiyD55K8lNPC4AZAhdBcReFaU/nueEFbKf77d4l7zDi6osCIWEoryBK2b/0O1ChyyL8P0MQt4v6s9WD07b29vWAGfqiy9kVBEwTJW5mO1F8g15Tuu4AJAhdBXgm9DskqfSZbqKytW3vFfCxVAntmdiqkK+SpftFhT68VyBqkgIzFNJc/181J9HyLwtdR9Xu3oQs1WoTO3qX2d9C5nzpH497QrQNK8e5MpFACEIXTXLO0HXNBzk26+Oyb+uqlDIhPfscTVYmW4Z4Ztw7wtc6nYh9+yKvU2EzhR69edNTMN36nO2dkN/vqY5YTH9C32+TKHVpTqH6fXtCFwAQhC6cnIN2eh84SfkBBoyJ8h0onY9ViU17Jju2WUKM/q8sDLmarmOo/fTdj8xV1supoDkmysUcgGF2q5vwr1vrleeITTXUGSeYco8Q65lDPOVdVwCF4BQycbGRjrtTtRpfX1d9vb2pt0NAACwYFrT7gAAAMAiIHQBAADUgNAFAABQA0IXAABADQhdAAAANSB0AQAA1IDQBQAAUANCFwAAQA0IXQW5FkO+e/duKYsl+45RZHvbtmUu8gwAAFgGqBDbEjIZfbkZ/TlbsLEttuxbfNm2vWspG9PaiHkWeVblWcwbAIB5xzJAOfmCii245Hk8Ywpj+qLSvu1N7frEBDA9aBG8AAAYo9KVky0AqUIXbnZVlkyVKF+/QraPCX6hTAGLihcAAGOErgL0kFLmEF3Whv61b3jRtr2tAuZqw3c8AAAQjtCVU8gEdDX46I+bgo8txIUGONf2tgpYaIgDAADFELpyCpkIL2KuOJnmY6ltFqkuZW2FtkOwAgCgHoSuCoQEmZArEfO2qf/tQqULAIB6ELoq4LpVhGkb0+O+KyND2qTSBQBAcxC6KuALMjFDiLHzsGKVWekyXanIlYsAAIwRuipgqkqF3j6iiNirHfV9yqAGLwIXAADHCF0lCBn+yxO2XBWx0Fs7+KpqVczpyoIWgQsAgGPckR4AAKAGLHgNAABQA0IXAABADQhdAAAANSB0AQAA1IDQBQAAUANCFwAAQA0IXQAAADUgdAEAANSA0FXQ+vr6VI+/vb199Lfpj2+/kLZj95umPHfRj90nZG1N9Wvbn6JifhZlbBv6fgp5H1bxPopts6w+TOu4TZDn86fI9z9Prx0WE8sANYTtw8S1lI6+tqG+resDKnRtRLWNbFu93TKX+7GFkdBllDY3N6MWFK+C2ofQZZxCuH5epp+1advY95m+ven94Gsvb/gv830VEwDm4bix6v78sR0/5H1j+/xhrVfMAkJXQ+ghSF00Wt9OfV6V5+Rm+/C39aXqDzg9NGVf29aatIUX2/qXsdvnVXbo0197/XHTz8e0ryls27bNuMKbbd+YE27e91FIBc0UCkzff0y/p3XcKlX9+WNjClshx7O9TwleaDpCV8OpHyS2qpNtgek8FSnTh6Cp/bo/2NQwpgYkPZzp9MdDtjE973tMX/DcFfBiA5mtohBaqcwTlEMDgelE56uO+L4Oace0jStMml4DU2ANfX2mddy6lfn5Y3ouptJuq7rq7z2CF5qM0NUwsSX50GGcPCcT23Fsj5m8/9brpx579Z3b3v3KmPMUIjuOL3iZQpXehm8/37ZFuEKS6wQX8rMNDeumyohKDRf69nUNEdmqt1WfpKd13FhVff7oYj+PQipdwCwgdDVM6HBD3nlVscGs6IdbSMAy8Q0fmrY3hSFfBUuvoE1zLliI0N/29a9Dqw6m4OSa72MKT74TZBVDaaYhcNt2WT/V/qqPzcJxTe2W0V5Vnz+h7ylXW9MeggXKQOhqmNAPFv3k6Doxuv6d7euat2Nrv4wPeZu6Kl1VK/v7iJkTFFI90vf3zZUxVbRM+8bOjTJ9ned9ZQtArjb1Ps/icfU286rq88f1vo0dRgZmGaGrYWJOWqb9MqEfZq7A5frtuerhxdhKV7ZPaNXK9LxrP70fMRW4PPu52F57UzVJ/zvkZBcyVKgf0zUkqZ+cbRUyX79sQvYJ+X81K8c17V/WcFvdnz8hqnztgLoRuhrMNOHWtp3rcd8J1DRUUNaHaN7hRZV6+4WQuVd5Apdv/7xzuqrmOzm6KlymoTE9OG1vb1sDnKkvvpN2FSfJkGqu7/k8Q1fTOq6pjTKDl95uGZ8/NiH99lURgVlC6GoI0wkt9AM0ZB5N0flaVXyom6gT2zMx86x8lS7blYX68dT9fcePvfIxluu1V0NOaLDW5xX53huu4UXb+1V/L4bOeVK/nnYVo473e9HjmuZK5akaVv35YztmSKgzHSPkfQs0EaGrIVy/xYX8JltHKKrjw8w1HOcKVNl2alDSH9Of19t19SOPMiflm046+vMmpuE79TlbuzEnXHU/WzUsTxWoKjHzlqZx3Bi+X6zytCNS/eeP6ZdC33vPtw2BC7OA0NVwtoqDSeh8jCIf/tMq6euVJ71iZQo4+rywJlyZWKTyZQpIvvkutuqD7X3le2/5hqrzDKG5hiLzDFPmGXIta5iv6HHLCg5VtFPW54+6re0x2y8YrscIXJgFycbGRjrtTtRpfX1d9vb2GtseAACYT61pdwAAAGARELoAAABqQOgCAACoAaELAACgBoQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaEroapc/HkaS7UnFGXjTH98e0X0nbsflXxLQzsey7k9ani+8vzWvsWxy7ruEW2B4C6sQzQDAsJTfoag7428iyVE7ssjLqfa+04X7uhi+rq7ceuC1gFW0gRcfdHXyoltH1bG6H7mR4Ped2qWhM0Tz9Zmw/AtBG6Gs4UlEwLOGfbukKWaZHoousR2tbzUxfJVblOgHlChO0ka+vLtE7ApuO51uIzLTisP+6T5/szrX8XsuBxGf0IqdyZQrreL9e6fQQvANNE6GoINSDpCzS7gpTv367j6P+ODWAhJzD9pK0+rrfhC2EhJ8tsH9PJ2VVVq0togDIFhNAKle3rkHZM/XT1yXSsIhVFW3jS23MFfdcC3gQvANNE6GqIzc3NE5Wn0PlWMZUu0z6+bWPFVGJcJ1Vd6EnSVj0yBbqQNt9/6/VTj736zm3r4y4xIUrfx/fa2CqMsZU9U2jVj6VuYws/od9fUbZqJqEKQBMRumZcbKUrdJu8QofB8s6rig1mRasatiDlC1g6U3CyfS+m6qCtyhQaWmP6aWordM6Z2ldbP0OEDmnqAc8UOAGgKQhdMyzvHK0mVLpMJ2bbdq5/Z/u65kfZ2q/z5OwbrjNVtNT5XTFzunxDjUWrhr7jlvl62oKX61jTqLgBQAhCV0PoQ4u+8GQLSb6J9659y5Bnwre6XyZmOMwVxGwn3mkOL4a8NrZhQdd8KluFzNROiNiAV1alMXSuoK+PhC0ATUPoagh9TlfI9plsP/3vkH3VNspmmths2871uC+omIYq84YsXZnDi+rX29vH99kyXbGoCql0VREwQipdrknzpknueY4bGsBc/QSAJiB0NUhs8BIxV8VM7ZiujjS1le0fwlRZiZn7Y2onEzLpPPZE3oSr1vSrNW0VKtvrqL9GoXOe1K/LmD8Xsq9raHBaP4cmvAcALC5CV4PYKlWum5raAlLWTva17yrHvPfr8s25yb72hZ46QtE0T7Z551P5qmF5qkAxx8/DFCzLatt2vNh+AcA0ELoaQg0+evAyBbAiE+ZDKmMxfJUWU2XH1U7slY8xpjXs5PuefUOoeYbQfFdHFmX6ebkuGMjLt2/oa0PgAjBtycbGRjrtTtRpfX1d9vb2GtseAACYT61pdwAAAGARELoAAABqQOgCAACoAaELAACgBoQuAACAGhC6AAAAakDoAgAAqAGhCwAAoAaEroZZX18vvc2Yu4GXsW3o4tTZ2oHqnyL9CRXbZtE+FH1NY1/nkNff9NqHHNvXtu8PACwylgFaMKHLo7iWkAlpN3Tha30BZ5vYJXLyigkyeY5b5jqE+rJKRRcADwlFMUs5mfoHAIuM0DXHTGviuU6EvnUSQ9bYs/XBtm/MiThvQAmp4Kht20JMbL9tr7+rX6Y2QkOr2mbIAtvqz9i2aLlpf99am7a+AMCiI3TNsZgKSN6KSWgQMZ3YY0/etmOE9NUWnvQ2Ta+BKbDGHDP09df75wp9pv1dx4sJ166+maht2foEACB0LRxXSHJVR0IqISEnWDVQ2KihRt8+TzDMwzZMVvSYrmFb02tj+hnp24T0y1e9Cwmieb6v2JD8/luvn3rs1Xdue48PALOA0DWnQgKVbUjN16Za9XEdU23bFJ58lZwqhqVcw2n6dlk/1f6qj/mOYzpu6P627Uzh03a80HZMPxtT+HOF7tCg7hMbsPTvw9YXAGgCQtecipmLFFI9Mp3kTXO69FBjm+NTZG6U/nWek6xrHpOtTb3PoXOt8lblYqpEtsqcrd3YuVqhYsNfUaaqHwA0FaFrjoWcXPVKScwwXshQoX5M15Cka15TGcOLIfuEzk8r63i+kFRW5c82b01/3hXqQl9zV2XNJ8/wYkzfAGCaCF0LInQytOlxUzDQg9P29rY1wJn64gs3VVVFYo5RJDyY9vNVxooGB9cQoOn1rjrA5pFn/lbokDEATBuha0GoJ9iQeVvqPq4Tmh7EbBUq2xCQXskJnWulfj3tE21MBc1VGSwSHEwVxNCfs/7vsl7POkKQa+4cADQNoWvO6Scl11Ch+rxrqM+0vY9t4ndo/0KfL1NoVSs0JPq2d73OoduH9ivPnLMilbGq2AI8ADQRoWtO6Sdu3xwl18R7UyXLN6HbV2nJM3TnqxCFHif0eEWGF2Nf/9g5Xaafi6v9mL7rTPvplTHfxQ7q14QjAIsq2djYSKfdiTqtr6/L3t7ewrQHAACaoTXtDgAAACwCQhcAAEANCF0AAAA1IHQBAADUgNAFAABQA0IXAABADQhdAAAANSB0AQAA1IDQtQBi7kRexraha/5ld2pX/xTpT6jYNsu8k7vruSKvp+m1jD1+kT66tqniZ1iWu3fvVrZPnrbL2Fc3z/9Pbe+1Iv2p6/MBi4llgBZM6FqAscvq5F1A2bbMTWh/fO3HijlBhawTGbNOoWndxbz72voc2zfTz9G2Xqbp+FUv+WMLJ5ubm0H7b25uyt27d4O3Lyrrr3o82/egPx7bR9Pr39T/p2X+v8u2qeL9l6efTVqrFNNH6JpjprX6XAsq29ZZdLWncoU3274xvyXm/eAK+c3ctHCyK0TErBOpLkxt2sa1aLP++vlOjLZFsGNPFqbw5wuEIe+HsumhKfvaFlhCA47adsz2NqawZeufHsjyBELb+0Ckmf9PTf/PXN9Dmf2o+vOhqgCI2UTommMxv2nlrbCEfjCbPnhCf/O1fR3SjmkbVyAxvQamwBpS5Qpp3xWGXD+PmLBs6pONKwiGhENbO6EVlbKoYUwNSLZwk9EfD9nGxRe29O30r2PayNjeL7Pw/9QWEn2/AKrtuwKTTdWfDwQvZAhdC8b14euqpvg+yG372drxffDbwkldJXtblSf2mL5+2kJJaKiz/bad52dj2y7mZ+/6OYX8zN5/6/VTj736zm1vv8ucAxVynNDgFTPMaWq3jKHPWfh/6qvk6m3b3l+h319RZX0+YPEQuuZU7FBWyG/B+oee7Rg6fahAf0zd3/YbZllChyz018t0Qok9ptqu/rj+vOu1tQUjtZ+2/vpOoq6++6jHNf32HyIkYJn4hg9N28cGHLVyZpsLZqtSufpsOk5ZZuX/qe8XQXUbVxu2/1+hpvH5gMVC6JpTtg9JV9nf9UFjCgWuErrpN2XTviEf2L4hjDwfcrYPVlebsb9R24JuaBUha8N3EogZTowJVr7hIteJue7hlLoqXT62EFd2ZSzULP4/9b0Xbc+V+V6r4/MBi4nQNcdCTsZ6ZSVmeCAkPOjHdA11mH5LLXN4MWSfkJNM7PBMFeHDVAHIc6JzBS7Xb++2n6Opehcj7/BibKUr28dVtVKZni/7ysc8VbEQs/j/NGabohXamH3K+nzA4iJ0LQjfB5mrwmWqtpiqGrYAZ+qL78Orig8u02/8MduLhA+l2E5YMWy/aWfDdnp/XCe6kEqB2o4vZLnaKPKbft7hRVUWhEJCUd7AFbN/6HahQ5Yx5uH/qen4tn7pn1Mx4avOzwcsLkLXglA/hEJPwPp8Bd9vlK5hC9tvpvpv0HWd3MsU+1t1yNCbbbjOtb3t36YQFdtvX59NJ7vQfYtQJ7ZnYqpCvkqX7RYU+vFcgapICMxTSTO93rP0/7RIcHENx9c53G3rF0DomnO23xBt29mGqmwn1djfIn2/Zef57bIqeaparrb0375tJ8aQYWHXc1V9wIf8bEzvC9/3VYSrKhQy4T17XA1WpltG+Cbc+wKXul3IPbtibxOh00P6rPw/LfL+MAXLstq2HS+2XwCha07pJ3nfHATbSdv2G7Kr4qFu6zqmqc++78nWVp7hjzxDrnl+Cw95PX0nDFO/8lYEilYSXI+7gmWVFS+dGnZM9+wyhRl9XlgZc7Vcx9H7abufmKstl5CQ3pT/pzFcvxiWebyyPh8IXFAlGxsb6bQ7Uaf19XXZ29tbmPYAAEAztKbdAQAAgEVA6AIAAKgBoQsAAKAGhC4AAIAaELoAAABqQOgCAACoAaELAACgBoQuAACAGhC6FkDMXZnL2DZ0jcDsTvnqnyL9CRXbZt4+3L171/tH397WjusYrmOVJaQt0za+/UJfg5A2yvx+AaAKLAO0YEKXqYhdVse34LKNvvyQTexSJXnFBMmQ4+oLF9uWfcm2zbvYsWmNwbyBxrZ0TUh/fEvZ2Nr3tREitI+6upYmYg0+AISuOWZam8y2cLW6jYh5nbyQtc5sfbDtG1NFynvCCqmgqW2b1knU/x3ab30BZv0xnW1h5pD1APU1Bn3r/oX22/e4LSzGBkhfaAxRZeDKs4C0qs61JwE0E6FrjtnCg4ltUWaf0CBiOuGELkZt+zqkHdM2rjBpeg1MgTWmypWJqcL4Aose5kyLO4e07Xo8pK+mMKj2xdaWKYy6QmPMMGXoa5z3fV4EwQtYbISuBeMKSdm/bRUr/fGYEKXv4wtoeuDR+1b1ict0/NCwJZKvUqT+2xccbIHMV+lSj2faT2/fJyS8udo3PW7aP0+IBICmIXTNqZBAZRtS87WpVn1cx1TbNoUn1/Cdry956SHKtV3WT7W/6mMuoWFE3942BOmr5NiqRbbtQ4YiTf0w9VnfPnYI0zc0WRfbkLM+RO56j5r+X1DVApAhdM2pmLlIIdUj0wnINKdLDzWmocHYuVG+ocYy59e42tT7HHLc2PCkPxcajPLM3woJNzHByjRkaHreVMXSnzM9ZqsSlsX2/8D1XnHtAwA6Qtccs4Uo02/qtt/mXUEsZKhQP6br5GSabF/m8GLIPqHz02L4AkoevqsEQybe56kq+eaD2Y7rGgbNtjfd5iJkSLJMMe8rW/UztioKYHEQuhaELxi5KlymITnTScYW4Ex98YWbKk5WIVdb+p6vYsjTxjU3yhS08l4pGDtx3RSMYi8a8A2z+vqg7zOt4ciQyjDBC0CG0LUg1JNA6P2wXLePULc3badXqGyX2+uVrtC5VurX0z6phZ5Yi1SU9Mn2pu1t/w4JRHpwKTpfa1pBKOaY+vvaVe01Pa4+ZtrehBAGLDZC15wLndRrO9FkX9tOUDFDMep+tmpYnupTVUKrWmX1qcg9tlxXIoa2U3ZAytNeaHXLdLVnniHbkCtTXT9f09xJ33A8gMVF6JpTekAKvUWDaV9TJct3gvLN9cozdOe7OjL0OKHHKzK8aJtU7rs/lfpvG9fE8ph++dqP2afI8WzHtr1uvlthxMobhPT3XZN+YQDQTMnGxkY67U7UaX19Xfb29hrbHgAAmE8seA0AAFADQhcAAEANCF0AAAA1IHQBAADUgNAFAABQA0IXAABADQhdmGtrslB3RAEANBihC3OnKyJfHfbka4PPZV+SaXcHAAARIXRhjqxJKv988FR+0P9Mfn10IN/qPDvtLgFA8432ZfewX1JjfbnVfyi7B0/lkm2T9Kl86NtmSi4NHpX4WpxG6MLMey4dydcHn8v3e5/K1wdP5N+2luQbS2vT7hYwe0b7nhPhQN48eCi3RjX2ydKH3f6+bJXVVoUn2VJMQsqHg0G+5536cuuwJzLql/B6ilwafC6XU5F7nVW5b9tm2JML0pH3luzbTMdAXhkNRIaPK3uPs/YinN5/63V59Z3bwdvXuajv8+lQ/tngqbw27El3Mnfr46QjO+0VeSEdyidJu5Z+AFOVPpUPD57IhVTkQeecXOnYPtb7cqv/WC47trskIg/SJ/LNwbL5+cG+XBuJyLAv0uo6u3Vp8Eju5AgB7u9BRNIDeSkVedBelZ3o1osayJsHj8avQaZ1Rl5bXpX7pudyurd8Xq5HlES2Bk/kgqzIDdfrZjSQNw8ey2VZkRvdtcnrefw+8WqflYtL6vugL18bjn/mlw8eyq6+fbIiN7pduTIciKQi1/oP5VpQu3XpyLtLZ+SlOifbkgAAF3dJREFUgydy+XBfto5ekzKPAJQkdDHoor6cDuTqJGyZnvtfD3529O9Pk7Z80mrLX0tLfpK0ZV8S+bjVkZ8nLfk44e2POZCsypWlgewe9OTC8Klsdcwniq3DyYm0fdYaau631uSN9kDuDB7JrZZ24k+fyjeHg7gTYtKR95bPybtBUyvHJ/sverbaGowDpgweyW5opovohzMsJh15b/m8XDS205F3l8/Lu4FdOkEJzpJ05JOYqaijfbk5FBHpyc1eT27qzx+FwtMuDfblWtqR95bV90xXrnfPx34HIjJ5j8mK3FhZkx3py62DoXxLP/ZoX26q2/T78mEF4cYm/JcBy+s54f3lwIKzzox6/63XTz0WU5GqwtWrVysNXl8ZHcjrw1/Iy8PwoYDn0qE8Nxxan9+XRP5je2n8d9KRviTyUasjB0lLPiKUYVa01uRGuyc3hz25ediVHT0UZSfmZEVueALT/c6avDfal5dGajVrIG8eTqopU6lATIz25eaoI+91Q4Pc5CRr/wg45X7nnFzU/+tPQtFPlsKPG2y0L7sHk18gHQHJKH0qHx72zJWxSbu2Yb7sdQkPxW6XBo/k5lDkXhbgRn25POrJF09UTcdDmQ/a58bbpCKSWN6zVUrUyl6ssF8ObDirNEQWVtTg4hqmiw1Yse2roS77elqh7uVhX14f/UK+Mjwove01SY/afVlOh7m+JPLv20siIvKjZPz3/9Wa/Lu1XHp/gLx2ls7KldFjuTx8LLfa6kl4MmdHRO4tmU40luGk0WNDJUn77d9XQUoH9iEkiwfWZwby5qAn0jpbOCScrnY8lt0slNZYddk6fDipUpkrJ6f6Oanujbcdyq2DJyLtc9bA9aBjeE5MgatgxWm0L3cGg5PHa63JxWWR3cN9ebM9Ps6lwefjSlj2fSZdub50Rj48eCy3RnFDqrOK0NUQepWo7HlRse1nASt2TleZXkiH8s2Dx/LlNM/k0HJ0lVD2FRn//T9q2/yoPQ5fHyVLcjD5u5+I/PvWsiHGAVXpyrfaHbk8GMjlwVO5NKmYqMOKrpNa9HDJaF92Dz3/N0scXjwaCstVEenIXyl9OK5mTeZhJXXPIVKCruM1OurnpNIm7exnNNm/dVYu6j+zSfXLOoycPpVvDjsnwuV48vtAZLQmOzmCzyUReWA6XmtV3kv2leMO5EFbC3bJqtxq9eSKDGQRIsn8f4czJAtGIYErz/BiTPtN8EnSln/ZOSM3Bz+X59KI8YGa6aFM93HSkZ+3xnPIfi6JfJx0ZD9J5D+2lriPGEo1Hhp8JNdGk8nwrafBw4qNNqmkiDgmX0/o4XEjjTiZq3OrDC6YJoeLxM1zKzKceNTGUL6YiMhwUqEzUZ9Tg12yKlfUrmZhyFIVC3G/tSZXTuw7kDcP9kWWzsm7y+cmx2nLT1pn5FuGILizdK626qJx+DhK/jlvIoSuRskCUUgwylN9imm/KX7YXpbfbp+Tbxz+3DhxfhZ8OR2IDO2h7JOkI5+2WvL/Sls+S1rySdKRv04S+WnSlp9yBSaiHF99dWG4Lx+OxkHFPKxYg1KGFyfDo60z8l7yRK6NLEOAWTWoiGRVrnRXTz9+NKer6BDY8VBv3onYIiLSWpUrS6JVv+R4Hpc6x8tZkZzM1UvOyGudzslAGNyX08FxfJXrQB4MB/LuiaFEw/6mPlclz/dnE1XFPUboagh9AnrZwShv+7G3i4hpO9S+JPKNpTX5P1orja965fFCOpAXhiJfsTz/06QtP2215T9LS/YmQew/J63xlZmEMuiSVXmj3ZM7g8G4YuMZVqy2L8WHF7cOH8vlZHxi3zgsGKqaonVG3sgbuEqU3QLkXhaaWmtyccV2j8PJkGbiq85NbhvhuEp2apzfX2Yy5Cw5q5AeDXtFFpcaUqqoQlXdfpXtZuah6pXH8+lQnh8OraGM22KgDBdibsGQcby/4odxzMM2O0vnj6paG1Gdi7N1+FBu2qpoTTHal93eYFwVsgXZ0FtOZLcAKdn4thEdea/TjbpX24n7etVyn67QEFkuPpExU3xVryyAiIgsj1J5MT2cRjdrxW0xcEJ2Mk068iAZyIVTVzOalTKRvszhG1ufUs/9k0wPJh35seHho5u9ymO5snxeLpqGv6ZNnWfWelYurkzCSMjNSz1tStIRKfFCpey2EdlU1aDgXefwoknSrvWu+HziYia5ql6/u/RLxn1eTAeynI5vF/1309FRYPvldCR/V8Zfz2NQ47YYi6QvtyYn6HvL5+R6Mj65uu+ubZ8YvHX4UK7YAltrTS7qxYig4Rvlyrs81Yyo2zoM5EuGcJLdquFB56y813os15KzJ2+xYbkju2kifZVh4dLgkdwZrchry2fkmwdPREqZTjB5j7TOysV2X3YPSgpd2W0jWp3TFyKM9mV32J3SXeYt0qF8UUQe2F7T0RO507MMZ+e9AEIIXZhhpqrXc+lQXh725Xvt0/+5P0o6R7+B/SjwGGpQ+zvpSJ6fBLUvSHriVhZV3EOsLtwWY36cvj3EqtxqPbHfNDWbv5JOgsykejWeh9WXL6UduXzwUG7Zbr456DhPPmXfgDM3rZqxs3RedpZExt+/eRdv5a/kqp7J/c45uSgikj5VHtWWGzIMC5suXrjWfyjXWmfkRqt3HHhHJf3vVW9T0e6fqoBuDXsiw57syrSW9zntaP3HtuVnXCBYuRC6MPP0qtfWqGcMXXkEBzVlWOLL6UC+MGdBjdtizADLXeftN00VkdFTuTYSedAxrWPYlXeXu/JXhw/lpiF4bYnIvfSJ3OkPLJWnyeLByRn5wPQWcN3uoKyblE6+v3vLXTmaqN8ucNVgI9iWGzoOY+7qW/lrVl4a9saVM0uQ21k6Lz9OHsmdwWP5MGnC6z95b6YiL6lXWNZg2t85UIrTVa+RfJpM55Ktj3MEtRcmVToRkV9JU3lhEs6WRU4Md/7G8PBoce9KZCfHNJGYSSPcFmPaXHed78r1pRXZPeidGmbcGvZEko583/bbvozvofSldF9emNy88njIa012ul251X8sN3s9uaKf6CeBR9qWOTMVTJZW7/CeKXL/qVlyvI7iirxU0WLNNkcVOec24+WlXmjCz2KyaLqIyIXh8R3z60DowlzJql7Pp0P5VJrwvzvMJ6du/2A5GQUENRGRryhB7deGh7IWGqBS/YtEJEm15yQ6nHFbjGp57zpvWpsxq4y1n/WccDrHN7iUyc1G04FsiMh96cr17jl580Bfq/E4BMrwcW3DSsfDhgajvlxORe615vC0pyzD826rIx+0H8mdw3696xl6nXwflSG7OjL2IpCtwWQd0ZVV+dLBI7l28EikpiHwOXz3YdHtSyL7C3BVXp6g9nw6PBruXEu14U5jUEvNmSo6nDm/FW6LUcBRdcdz1/mdzhm5PnoiF4bjIZ5b6bjK9V5H2SfpyAPpOYZc+nJlJCKtrlJFGZ9Mj4e7BvLmweS2Ad1z8m66L7sH46HE8ckx//f646QjkvbkSvRyNZN1G5MV+XCKv4uNl9sRkVZ5V8xlP391SPF+55zcOHwouwcVzEuq+Wo/l4104K3UnpI+lesjkQftVdmRjsjy+fEQev+hXGuflYtL1f6St9ifVsCC0YfzvhcZ1LqpNtyZDo6GO18YDU/fuNYYtiYBTa+SOYpm3BbDzlndUZ262/r508NPRzdWddyzq3VGXrOGu2xivrrszOSKxtG+7B4o7brmdGW0Icj7nXNyIx3PMTMux+NinCc2lBdSEdO0w1z3LVPZlhRyvn5uP1GqdEf3wGqdkddWTgernaXz8uPBI7nTe1Ls7veZSaWwbJdGg/B7i50w+QUgWTHPGbTsc+tAuQP/RPZ/aOvwoeweXRvhuHpxIs/rOt+fRgAK04PaD8V/G4nn0tHRcKcrqD0/Og50pwOXI5xp23NbjPIUWZtu63ByJ++uoboSdDsJv+CQ6aJeeWipEBa+etG2pFCEE3PUWmfkjZZyXEvYUmU/y6MwETGPznhj0zLW8DS8bg86OYb2Jrd8uNcJr+RdGnzuvBlqKe8tj2RjY6PCWbnNs76+Lnt7e41tD1hUa5LKr42Ow9l/pXz9a+lA1iSVrqTy/Ggoz6WjkzufmmNmGe504LYYwOwY346k0+wVBAyodDXE3bt3ZXNz88S/bTY3N09tb2vP1K6+n6+t2O2APPYlOVF1CqlA2YLaqqTyX6QD+SUZyWqayhdGqfwtGTnDGbfFAGZHkYrsNM1gl+eTKSCZAk4WxkKCl60NvT1bW6HBLpZvQeyyF8zG/MoT1Loi8hujcbBaEpHfGvZlSVJZS1P51XQoq5LKFySVJUnlmfS4TPbldCgyGkwuODhdPuO2GAB8CF0NYgswtnDjq4zpAU1vT203NMQVFRKorl69SvBCZfpyMpz9ZeCcrv9h+AtZklTOpqn8+mh8v7TnZCRfSFN5dnLLjvFtMcxz0T5NWvJpqyX/j3RkL2nL99rdhb/yElg0/I9vuCws+QKRr0qlhyo1eNm2KVtMkCJ4oWn+t/YzQdtl90/rpiKvjMYThp+TkfxqOpQvpKm8NnnsK+mhdZ1QAPOJ0NUQalVK5Rr6M23val9tS61w6cczHcf2bwAnqfdP+2GbKyMBHCN0NYRedRKRU0OCru31ipWJWjXT21K3sQWyMqtg29vbInJc0cq+BgBgXs3OOikLKKtIqX9c26p/29qybVt3BUsPWAQuAMC8I3Q13N27d4/+lNmm+rdrm9C28mDeFgBgkRC6ZkAZQ3pqcPNVxeqSBa5seBFAcZcGj2S391BujUzPDuTNg4fyoX6n8dB2+/uyZdtgtC+7/UfyZuDNaMft2bYf93P34Klciu6p4TjW1wOoF6GrYVy3fsizvxq0fJPkq6YGLD1omf5NBQyINZBXRgP7ws6jp3JtNFlX8NBzn/3Rvnsb7fmtYU9EOvJXQfeJPe5n+Lp5dZkEvl7xPwQ96JhI3zC+qwl1+q0f9Ptu+Y7lugqyaAA0MQ0p6uGKwAXkNV7A+UF71bw0ymT9w63Dh3Jz9Lm8mXata95tjQbyYNST3UPDen2T9fMetDqyJSI7MpAvpSLS6oYtyZIeyEupyL2lVdk4fCh3rAtf2xcdvrd8Xq5XUjboyLvL5+XdPLuqi1znWsQZ847Q1SD6PbRUtrDjGioMCV62Y8TciiJWyM1RAcS7NPhcLsuK3Oh0Ti6WbDSQa/2Hck17NAszO51zstMaV7O2pCs/PtqiL7cOeydDzyREPWiF3Xn/0rAnF2RFbrVEdlqmRYYH8ubBZPFsy+LEjaMu5NyaoX6jVix4DQBzYRJUEkNlqgSuBYYvDR7JHcc8sQedc3Klk/2OH9LP8kJX1rfqKmNyIuCe/F6Bk3hnAMA8mMzXErXYNNqX3cOBvLd8zjqMeBRw0pXjQKVWbbRtb/Z6cjP7Z7IiN7qr8qXRQKSthSjbsSf9vLd8vK09tBmGFxtVRerLrf5juTwZTnS/zgChCwDmwngiuybpyAPpyUvDgbxrq75MhgYl6RwPIU7mfh21nVVykpXTla7RvuzqYU9ELo1MIWogbw5MYc7Str7vwaOTw6HWcHja5YOHsuvZJqpKxXAiciB0AcCsG+2b528ly/L9ROTa6EAuSccYCi4Ne3IhFXnQXjY8f1zJedDqyIVRT272enL9KJyM53eJiEg6lEsiR21spAMRWTl5NWNWjSuLFg5NssBY7vDi8ffNcCJi8E4BgJnmqB5JRz5odeTasCevpKty3zD0tZEORJKOfL998nRwNOTXOiOvdVdFBo/kTroiN5ZEbh48kt30rFxs98cT95dFbh4OZEOy0DW5mlGtnk36OQ5vhipY2js5dGkTFZwm/RCRy8O+SKvkuW6tM/IGgQsRuE8XAMywS4P9yRyps3LPEKrut1fkgQzkpaFpuK8vV0Zy6n5ZW5PbOLzXPS8X9WGz1ppcXDkr90aP5cPRqlzsrsnOZBjzylEVa3LritZx9ezSYF+uiSOkJCtyY+W8XLT+OSfvRZ+xxv0QkaNKHDBNhC4AmHEPOufsQ2eTIcYLo4PToWPUnwwdnhxa3Fk6Lxe72aTwvtzqP5Q76bPjgCUiIl253j1/PKyWtOUnIvLFrIKVDuWLIvKTlhqwOvLeUs3znibf373OGXmQPpGvcbNSTBl1UQCYYfc75+SKiIjYbso1uUv86PQQ46WReWhRdWnw+Ti4tF1Dc135sCVyczJ3TJT7cB33c20cuGw3KSp9eHEy7No6I9/qLMsrI5FrVQwxAhEIXQAw53baK3JzqF/FmC3Fc+bUUjymWzicuvpPu0XCTntFbh48ka+N2iLDgUjr2bC70x+1l+PqRYfjYddxde1+Z0WuHTyWW+3q7tcF+PDWK8h1R3Z1kekqj5F3+6x/vj+zImbh7Kq2LXNfoDStrtzThxiP7iJ/+qrF+51zx3OoDHOtbrRFTq2zODnG5YPHclk68l5nihWl9Kl8czi+d9hRwGqtyY22yOVDx6LdQMWodBWgLtdjCifqUjr6864lemzLAZmWB7L1R/23a3mfkLUdY5W1duL7b70ur75zO+qYoceO2dZ2vKwd/THbtuqx1T4D1WvLJ4nI5fT4CsPxUjwdec82tHh0E1Ot+pQ+lesj0/qOXflWuyOXB+MqV/RNQksbXuzLrYMnciE5I69pd7zfWTorV/qP5eZBR348hftqnagg6jeTxUIgdOVkCkC+kKXv5wtUamDSA55pbUbb9vqx9P3KNM3AJWIPU6GBKGvDdSzXNrZAZepT0eAHhNMXcbYPLWYuJavyWmcgdw4eyu7RUOJA3jx8Ihcm6zueNGlTRGSYYxivjOHFbMFpWZEbxlDVlevLZ+TDgydy50DqvaHpaP/oitB35al8ePBYbo0Y6lw0hK6cTAFIDzDZv0OqSbZtsiAVugB1nu3LMu3AlTGFGV91ydd3X9jSt9O/trVB8MJUZEOLxhuijt1POiKdc3KxM6nQKItjn6p+HS0l1JH3us/KCwePx8N4zhBVrhP3FXOFqWRVrnTbcqv/WO70e7mW7skuLpBWOzi0jVcMyG4WO77as5J7h6HRCF0FuKpJMcHH1b7+tW940ba9a4jR1U6ZoSxEaOAKqTiFBqUQoW3EVLqAymQVH9uVgpnBI9nVb991KrT05WvaPb4uD57KpaNtlMCVBZhJNck3jKcuFH1qXUeryXqMWT+V7zX8rvPjW15sHT6Um/2Hcs1VZbO9lq3Tw5cuP046cnyz1vEtNR4kbfdOmDuErpxsw3K24KM/bgpDthAXGuBc27sqYLah0CLUwBMafmIqXGq48W2jPxYSiGxVqtDj+PYBKpWsypXuarE21LCRrMiNleNQsnX4UO70B3JjuSPXs+E8NbQkq3JlWcbDeP2BNdDsLJ2XnaX8Xbw0eCS7A8Ni24HGxx+Hxpu9ntw0tVPGaynjixNeE6Vi2D4rF7mb/cLhJ55TyER4EXPFSf9aD2dFQo9tTpeL3t/QYVEXNWxl//Z59Z3bUcFLb7fMapKt3ZiJ+kC9xtWbMhxVoCxhZmfpvOxM1mW80LIEHmUY7+ZhV3aybQLWSwx1fzL8WYw+36065fQXs4wffwVCJqeHXImYt03979j+ljWkmGe+Up7gVaRfVQz75amKAU0SVoEKCXnlBUFgHhC6KuC6itG0jelx1/yw0DaLVrpi2jDJG2xCg5cp3Nhuz6DLG7hC9ou9ghIAsBgIXRXwVaVihv58t6Yoynd/sRh6BUlVRfAyhZrQY+QJhNm2eYJX3qsmAQDzg9BVAVNVqox5Uj6xVzuanjcNa8b02XW7hlhVDDHqk/pDJ/qbvqeiV1ASuABgsRC6ShAy/JcnbLkCT+g8LNcVi6bHXRcIhKojSMTe7NQVfvQrIV3b2B7Tq1q2ttXHCFwAsFiSjY0N351c5sr6+rrs7e1NuxsAAGDBsAABAABADQhdAAAANSB0AQAA1IDQBQAAUANCFwAAQA0IXQAAADUgdAEAANSA0AUAAFADQhcAAEANCF0AAAA1IHQBAADU4P8H9EzBTATK0j8AAAAASUVORK5CYII=
判断循环加寻找文本就能找到了 谢谢!
修改为:取得字符 = 取文本中间 (超级编辑框_内容.内容, y, 2)就可以了。
页:
[1]