如何实现指定目录下的pdf文件
1、合并成一个新的pdf,比如合并成“我是新pdf”的pdf文件;
2、对新pdf实现写入编码,排除封面和目录页,比如封面页数为1,目录页为1,那就视为正文是从第3开始,从第3页开始,编码从1至文档结束;同时实现单数与偶数页编码位置不同进行设置。
3、对编码后的文件输出为“我的新pdf编码”的pdf,然后供使用。
可内部函数里面直接cs端运行,也可以放入BS端进行调用运行。
Dim e As RequestEventArgs = rq.e
Dim ymsum As Integer = functions.Execute("pdfSharp获取多个pdf文件的页数并汇总", ProjectPath & "\pdf测试")
Dim mbpdf As String = Functions.Execute("pdfSharp合并指定目录下的pdf并生成一个新的pdf文件", ProjectPath & "\pdf测试", "我是新pdf")
Dim fmml As Integer = Functions.Execute("pdfSharp获取封面目录页页数并汇总", ProjectPath & "\pdf测试")
Dim Str As String = Functions.Execute("pdfSharp根据指定页数来添加对应的数字作编码水印", "我是新pdf", "我是新pdf编码",fmml)
Dim Proc As New Process '定义一个新的Process
Proc.File = Str '指定要打开的文件
Proc.Start()
以下内容只有回复后才可以浏览
使用截图:
文件目录及文件:
生成后的目录内容:
![图片点击可在新窗口打开查看](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAi0AAADDCAYAAABOOCGpAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAEfWSURBVHhe7b0NcBTXme/9F07AGwdsgrCQDJh1JDarVwhLk8WJ5FSIKxFokIlqneISZ30VtljJvlUgVbJUSETi7C4KpNgkkpw4Ja2qjO7WhY3K75YCYvThrENdW3Lsa0mWYLUx0ubrOhrGHwSyTmxTRnPPc/p0z+menp4PCTwzen7UYfqc0+dMn57RnH8/z9N9cl5++eUwGIZhGOY6sXHjRrWVGBcuXFBbDGMnJyxQ2wzDMEwWQiIgWeGwUKTy3u/l8TLpzRL1yjAMwzAMk9awaGEYhmEYJiNg0cIwDMMwTEbAooVhGIZhmIyARQvDMAzDMBkBixaGYRiGYTICFi0MwzAMw2QE10W0nDlzBvfddx/eeustmadXyufk5KChoQF79uyxlZmJyk2++93vyn4o0bYbk5OTqKqqwj333CP3YxiGYRgme7khlpYf/vCHuPPOO0HPsevo6MDnPvc5KVBWrFiBiYkJWU6vt956a5RI2bFjB86dOxdTuBQXF+Ps2bP4p3/6JyliGIZhmPnzd3/3d1GJYd5rbohoIdGxadMmlTOEyBNPPCG3L126hI9+9KPyNRaPP/64rN+9e7fNMrN582a0tbXhAx/4AH784x/je9/7nmrBMAzDzIdPf/rT+NjHPoa1a9diyRKOJGDSgxv+TSQLSyyrSSz+5E/+BIcPH8a//Mu/SKuMmV5//XU8+OCD+OMf/yjzphBiGIZh5sctt9yCF154Aa+88gqWLl2qSg1M1z/D3GjiihYz9uSf//mfUVBQYFk59BiSN954w1ZXU1OjagyRcvz4cXz5y1+W+/zDP/wD+vr6EopB0eNeOGaFYZjFxosvvigvypxQGdVdL0KhEE6fPo2bb74Zn//851FZWalqgP/8z/9Ee3s7Xn31VVXCMDeOhC0tX/nKV6SbhywaJDr+5m/+RooVSuT6oZgS0wLyxS9+UbWCtH5Q/jvf+Q5mZ2elqfHpp5+WLqJ4kIWF9qW2BFloTGFEKVmLDcMwTKZAVg66WKOLPl240DaVUR3tcz342c9+hrm5OdTW1kYtXEi/8W+//Taee+45VcIwN46ERQuJklWrVsltsn585CMfkV9sSrRNZSYUaOsFiQ1dcPzZn/2ZFCjx+NKXviT/YMklRK6hQ4cOyXK3KxGGYZhMpqSkBKtXr8Zrr71mCRdTsFAZ1dE+14Pf/va3WLZsGYqKimT+3nvvxaOPPiq3CwsLpQWG9mGYG817El31m9/8RgZ5ESMjI9Jfmoho6ezstPlSqQ394fIfD8Mw2QbdYEBWal246IKF6mif64FpzfYiXj3DXA8SFi1PPvmk2jJuYf75z38uI8sp0Ta5cQgSFaY7xw1yJz377LNSrZ88eRI/+clP5B8ivba2tkq3EVlUnJw6dUqaI53iZv369bIt3e5MpkwOEGMYJltwCpcbIViIO+64Q7qAZmZmVEkEKqM62odhbjQJixayhpjq+x//8R9lfAu5iyiR64iCb6luzZo1lhXFDbKKkKmR/uBIoFA78pF6PYuFmJ6elrc+E8FgELm5uTKwt7y8XL4/3RK9YcOGhCw2DMMwmYIuXG6EYCHoYvSmm27Cv/7rv+I//uM/VCnkNpVRHe3DMDeaHCEYwmrbFbJckLigu38SCZ6NBwWPvfTSS/i3f/s3W5/0PhSlvmXLFjQ3N8sHzz3zzDMoLS1FU1MT/vqv/1paVKgN/dHqtzeT2KFyChBeiGNkGIZJN8zYvVQEy4ULF6ICauNBD/wkCzcF5FIMC0EWFnpmy86dO+VzshIhlfdOpQ2zOLjhooVhGIa5saQqAsgdRW55M26QXEJkYbn99ttlPhFYtDALyXsSiMswDMOkP+SOIqvKI488IhNtJyNYGGahiStaKEYk0eeqMAzDMAzDXC/Y0sIwDMMwTEbAooVhGIZhmIyARQvDMAzDMBkBixaGYRiGYTICFi0MwzAMw2QELFoYhmEYhskIWLQwDMMwDJMR5Lz88sueT8RlGIZhmPmQyhNxGcaNuI/xZxiGYRiGSQfYPcQwDMMwTEbAooVhGIZhmIyARQvDMAzDMBkBixaGYRiGYTICFi0MwzAMw2QELFoYhmEYhskIEr7l+cqVK2orNW699Vb5+vbbb+Pmm2+W2wyTKP/1X/+F73znO/jyl7+M5cuXq1JmMTI7O4uCggKVY5jk4O9P+uOlE9jSwqQ9JFgaGhrkDw2JFsozDMMwiw8WLUxaYwqWz3/+86ivr8ff/u3fsnBhGIZZpLBoYdIWXbDcf//9soweB87ChWEYZnHCooVJa8i6YgoWE1O4BINBVcIwDMMsBli0MGkLBdxu3bpV5eyQcEl2ETaGYRgms1kQ0dLU1KS2GIZhGIZhrg/zFi2mYGHhwjAMwzDM9WRez2lxEyqtra1qy871f07LFL675ydYf2Q/PrdGFcXi4lk0fvUp/AKlOPTEfwM6mzH80RZ8qVzVMwyTtsR/zsZrePIbJ4H/EfkteD7Zv/GxH6Fx9j601axWBRrW70csjN+Ve1TO9t5Wv6+J36v/hZ8au0g+tY9/g24Ecb8/4jO6/7EQ6tRc8nxnO/7vTvO75Jhn5L6TVGFn3Wfww9oQHnlxE07Xrxbfx6ex7u8j3wnGGy+dkLJo0QULCRVn3sn1FS30RbL/AOjc9UCT/PF5pa8dj/z/IVGi/ajIH6AQHtR+ZBiGSV/iTjr0N/048Im1YjIRk83HXjT/7jVoUvn7rVjrnHQ+/gUxyRQ7JioH1P+p29Em9ouGBFNkgor85ti564HP4E5RXql+d5IWVUzKJPJwOfm5vVAqvyO/tb4Lxjzz6we+gAMfLcZa67tB5eeMz5K+T1KoiO+Gtc2iJVmu68PlTIESy8JyvaEv1/3iiwRxlXL6CUc68hncJX6cDqirpbU1+0V5E+rWyaxA/MA8TldMkzi8p1n0E0mNfa+pfRiGySReeVGIkC3/H+jP/Den9AsV+l34Aj4lcp+qFYKFdi7/b/bfCyoTk9DwcyF0f9X+m3B/55SsTQb6zTn0ccOKIt9jX6m6iLpd7cGkI3KuIFGr8gbF+JL4DNtqdMHC3GjmZWlxEyqxyq+HpcVdDatKUrm9ecbVlCygK6BWdP9fmdGwm3IJvuphmPTF+0rZvBpuwoOzJx1mfbLG5llm/yiUBeVAwU9wDJ+3XENRvwdJWFoIan/4OZURGKKF3UPvFV7fH+dn5cVdD3wBn3jhf7nMKQaf+nip+HzZ0pIK18U9lCw3JqbFsLhUvii+eDDMvNFopjyx/WTfanxOuY7kD9VH/12alg9EqWyGYdIBr0lH/h2/IDa2fF6KlmGx+dPnyNJCYuXT+M1XNaGgXEEWUowAn3jlKXRDuY9c4mPkfgsS02L+DvGF0o0kEfeQXfy2GkLG+X0xoe+DOWewe2hBuK7uofShGLseyMNPHzP++N0Fi2DsnPjRIndQO568WCwFi401W9HGgoVhMpLfCsHw4BaVEazfSS7hFvzwAaD7qxRASW6gJvyQXDX0G0ETjun+ISHy3FN4ZssXUIeQ6It4Db8RfX7MaZmhCYz6iEq6+zkC/S7J93AL2mTShie/oT4nKSjJFbQadxTkGe69j55TdSopd+Hzp56S7sioOYNcj7HmISZlskK00FUKfYnMgDfrB0KlSHyKuGp6EfjUOroSElddj5/FK6SGLV81XVU147tjKsswTEZxT81W3KG2DeiKuVlaUU8/YQTl3v/Vk/jZRVVNUFAuCQ6KaRFihGIWPrYlhBPid+OVvp/g124TUpLoMS0RIrF0ibokmOvL5/5efU6apey3s0L8kmFGj3+ipKwpZNV3vctMfffu39OKbuQ5vpdMqmS0e8j0P961Lk+ag12/OJY51nQBfRqfeOGcMtVFXEV3mO4habZN8NZphmFuOPHM+6ar1xbTolw6kPEkdEWtXD7QTPtGc4XhHnCNgZFupMRiWmLFSNz1cSFeXsmz3pfdQzcOr+8PXbTGilFxYt6V6oS+fz0F+/mznAee7qELFy4gXkpX7qk3FO8BzRzsxW9n8/Cg9SWjHxeKgXH6GYvxpX156H78rMozDJOJ3FNPYsOwnt5PwkT8VrQVPC2vfH9T63JRQlbXb5zFKyorWefiGkoC4zeKXEalOCTvTjLuYmr7KPCLtbezGzrNiFhaVCLLmLgoNj83vc4ULKal30xk8Xda+6O+V0zK5Lz88stxLS20xsvYWOo+kw9/+MPXNRCXlK3bsxBM7IrYfiVkYl6duVprGIZJGxK1tNj+lkmQUDyJW/CtGVSrnt0C9Xsi7+YBtYs8aEyit3FFD8Sl3xstkJeO48U81L0ijmU+D79jUiahQFzz+2I+z8eyvOmfrTtsaZk/Xjoha0RLTMGhuYcMHKLF/HIK+JZDhkl/khItscSKCdWbj0awuZD03xL6zWhF91rVR5LuoSgxov0m0bFGniPjPRkyC0NC7iFLrDgxxYtgXSk+hUn8NEF3EvVJz35h4pP1ooVhmMVDQlfKDBMD/v6kP146IYtueWYYhmEYJpth0cIwDMMwTEbAooVhGIZhmIyARQvDMAzDMBkBixaGYRiGYTICFi0MwzAMw2QELFoYhmEYhskIWLQwDJNR8DM2mPnA35/MhkULwzAMwzAZAYsWhmEYhmEyAhYtDMMwDMNkBCxaGIZhGIbJCFi0MAzDMAyTEbBoYRiGYRgmI2DRwjAMwzBMRpDz8ssvh9V2TDZu3IixsTGVS54Pf/jDuPXWW+X222+/jZtvvlluLyQnT55EOBzG3Nyceg2L1znMie2wKKPXZUuXwb/Dj9xVq1QrhmEYhmHSCS+dkDWi5cSJE9i9e7fKAXJQ2sh6en6ELVu24Jlnn0XNjh3Izc1VNQzDMAzDpAteOiFr3ENkYSGuiddr1yhdk+ldSu++K+tWrFiBT9x7L06dPi3zDMMwDMNkDlkjWsglRAwODGBwcABDg4MYGhrEUyIhJwebNm3CzMwMRkdH8eabf5D7Lhz9aMhpEP/rUFkl2mZU1gbV5YjDipVitVsIxHtXtiGq+/4GVCbwpv0NOfH3E33lNNjPhslMW6XVnvpyH79LitEfwzBM5hPC0NH96J5U2VhMduPoUEhlFKJsf9yG2UMWWVoM0bJt23ZUbdsmknit2obPiEQUFm1EWbkPf/nAA5bASQqaiGNNov29ON96ANU2MeJHJ0bQVBRpY5t3K1oxTfE2UWkarRVqHxtG307B4Jz4k5nbYwoQGisJm5k2VGp9U/J3AiNNRbYyS2SZ54h26vQb224CSVHd4Rj7dCsqYp2XjmrVimHiQD/i+/erdBT23/hJdMeqS7hdt8i5EBrCUVud0SZqkpF41Qn0vlIdjxPPfnTi9Rnn2DMaQzxEzpMuJKLror8LLvscHRKl8chD1cG9QJf3Zzg5HkT55jxjuzvO552tiAkhIUZHR1NOly9fVr2Ew2+99ZbaWhiewcrwpEgTIr0k0rhKYyKNivSiSv9HpBdEel6ln4k0iNtULwkQqCelI1N9QJVJpsOt9a3ifyIQrke9+D+aQL3ejvYz+nJPFeFWo0OB6L+CyurD9aKPikhFhJjHpmP2E0nU13RrRRjUSPRhy8smreEKq0OjvVv/gXr9eAV0PNqONHb9fWWqoHMW7zyYyf2cMkw0E+HjRwbDF1UuPHE8vG/fcVFKXAwPHtkXPjKoam118dqZ21S1L7zvuJmLcHHwiOrbeB9qf1zsa72fxKsuQqSvVMfjxKsfHa8+Ezv2zIbGeCRsDe3iYPjIPjNvjN/20cvzo5e57BOFeR4TTObnRsdifYba50nH4P2GGYeXTsh4SwuF967HEltaJ1OOldY60h0qLRcpaeoDsF309x/DVG0jCqVLpFcUdMJvs0IYiYwPNhK2tBSicZjKO1CrSqKo7oAQBnFQ/WjWjOHGQhQ2DtusGHp+5kwPRkyLSU4RmkbIgOI2thH0nIllT7FbVIQoEkOfRnhYnDOqNM8DHZc4t+Z+NB6he8R2AHGHxjAWpag7WCWuWxWlZfAhiIt0RRqawNisD/4qVVu6HTUFoxiXl8oe7eRVcJ3Yw6C0zAcELzqunicx0Ad1FUz7t6O9vQ5lRqWGV52J3leq43HiNT4Nzz4TOfYsI68Kft8sxiacJ0pRWof25hoEu2JY31wxz2M7mmsK4NtrbNvSXh8KapqNbfW5hSbGMJu/xvgMJ8cxOtuHFrLkdI0Co12WZSc7LWARMl60mJfjt4Vfx0qRlp89JTIrkBt+A6spXf4lPtD0sNwnX+QLRMoV+1A+Fepr7W6K/t5OYyI/XIzpDpIV9QioideZItqgGh3mpB0FiYthCD2RFNW1iU3t/ceaICQG6igGR3d5CVWlu33IbSQFDB27oSAc4yExERkrCSDLVaW7h8h11N+GBjc3lBOrjYvIY5hUoB935GON/NUPYtZXZokPmjzW5JP+cPmR19s5mBwfRUH5ZmPyMKH9C8qhLPfzw6uvVMfjxNYPuaKUq2E+fS5W8jajPKZY9CZvczmCLg11N5ABCdlZtR3CUCCImuaIwBHKxxI8B03BmaVkjWghrpRtxU0b1uH9WytlPpSzCpe27sTy77VgyYb1suwVUfaqKNPbJU4FiovUpqK6gywjYvK2RMh5HK5Uk7cjVbb1oy1GnXtyBvd6UFQsji4e/eglqTFSgpL6TvhJaNmEiEoOs81M0QGEa3sdx9aL2nCHkF8RLIuKTeQIAYYpdPaciRnbYuGwtDDMvKDJWFyF+vYaVpLQxaBRHg9HO4mc2I0r2fGy6ImBhIzPr1ky5kHMvlIdjxO38SlS7jNbEecqMFrgEBDxGe1S8SzxLB8keIIBe2wKvWfQLlpDQwEEfT4UyMwExvL9yHJtEpOsEi03Nz2MJXeuwztnh2Weyq++dA5zV34vxQyx+uwp3Nb6LdUuedniZKatDk0jhkuosqEX5yuEIJAWiADqaRIWsy+5Q8gtIpSFcvUYE7t0k6hJ2j3ZRcF86W/wA7W1QnsV4wAJjENTKLIJEZUsM4cR/FtUVGSVGS4bSrXoVfvHvZuo+gBa0YRjfAMQc4MIDR3F/pYxlIur0To1M+eRySAObu0keVU4qK5ky8bFZKQHV8qJzYcypwJIhRh9pToeJ67jk2M7KCfBVPrMPmbR16JEhzxXxrnxpgD52j66y8fb8pGHqj3lGHvC/D5Nopvec49dtIZQjj3b1WdDn5fty7m4yIq7h0zp8dbxE3ht5V2Yu3xF5ql8Wa0fYZF/WwmZ0NaduNT0NSlY5i9ZVAyIEhnDQg+MlBSjWMa1+NFJ7g7ldimigBCLGbQdtrtjnGnh7/CdwQUhHQ7YTSPWsduSZeaoRoejrgPmrdGROnINSWLePVSIHbsq0NkbZ1DsHmIWgMnu/WgJ+sWE4TLZ2GJRQiDDQr7yAXm20yit2wvf7BjMMAcZa2BzqaSOW1+pjsdJouNLps/spCDieol3rojJAfQJUZGya5BEiD9oxKfsDyDfRSSVVmkixnYXmEiOmJbE7lbKXLLE0mLIj6tCmJBgMcXI7b96Ccu/+RVcliLFwNzfzCdHjIBTbbKuKN4oCmJZWkzM4Fr3lIprRAbNqm13xHt2xIqjcYeeqWKKCCspERZVTirLFEE0ANPVo9xmzoBfV9g9xMwXZanY63YlSkGlYnoZMEMI5GRTg+20q1c7UXdUew4GmeojMSchTIzNwrcwZpbovlIdj5N44zNjWpLpkzEERFcQNQ7LSOrMIhhPcVDwr7LiyOSIaTEDd7MVS7T0nB7A08PPq1zmYIgQ4NWcVdY2pVmRv7jhboTu/iT+2CsmQ1H2a7kP/YvslywjjtgMGXzaWysmWgpMrcCuHY6gl6TpR29ndOyMNzM40+MtWaKZiR1fo8wcuhVJ3t1DYkyKsFY51tZpVUfJKUg0q4mn1WikyXBRFTVpdyoZlhbjTiV63g3DJAgFkmIUXfqVqEiG5iBTPN3pocq7gL3mD7xXO3ElvCc/YJW19OVr7SYwtlCTultfqY7HiWc/Okn0uUjR41X2B/LRnIg1JgZk/ZL9jJdZokO6H0VZtt8FlCo5YsIJv37pd1K0EB8pvAv3Vd4jt3XSde2hn+asxArkRAkR9zz9M6DX34u0I/w7mY8LWVPUZE6WE8slYiLqKy8cEOUQYuAYNg6b8SgUF2JMvBQPEmVs0Po1ce3fA7KImO4n1/ewQU/EvYADMe9eEqixHJoqirhp6NZkamMbp3EbtKQ+gAD8xv5kMbEdBAkkc1+yQmnnJt6xyPMXHfTLMOkATTqB/OYFuWNjIfti0hl6AF0L6GYgin2JFZ5C8UcttFNBDZpJOJJFbGBNdDwLWXtI9MTqKAPxXDDxtTcuhX88+DTeuXpVFbkLl3RfMLH9se/jkUceVjlvjhz9Nr5xqFnlEsQpLqIm5vcGXbAQ8UULwzALAz0Z1j0GIXkWsi+GyWw8RUvXiSfDumAhcj+0Ervu365yBukuWtraH0M4PCcf50/uijmxHRbbc+S6mBPl0o0RqX/064dUS4ZhGIZh0gVP0fKD4ydMjwmWLV2Kz267T4oWJ+kuWhiGYRiGyXy8dIIViOslWBiGYRiGYd5rLNFS+ucbWbAwDMMwDJO2ZMXD5RiGYRiGyX6WmHcJ/en6tfKVYRiGYRgmHZHPafmvN/+A5R+8RRW5k+6BuCdPnjTuGpqbU6/qbiHt7qFlS5fBv8OP3FWrVCuGYRiGYdIJz7uHSLSobU/SXbScOHECu3fvVjn1UDltZD09P8KWLVvwzLPPombHDuTm5qoahmEYhmHShYTuHsp0yMJCXBOv165RuibTu5TefVfWrVixAp+4916cOn1a5hmGYRiGyRyyRrSYBqPBgQEMDg5gaHAQQ0ODeEok5ORg06ZNmJmZwejoKN588w9y34WDHjXfIP7XobJKyAWRo6A6Y40d9xSr3UJAj86nlZcd0OP5E3hTWmvJcz96crDrmMzkGFvc/Z3nlWEYJtugR/u7rQXlYLI7ek0ieox/3IbZQxZZWgzRsm3bdlRt2yaSeK3ahs+IRBQWbURZuQ9/+cADlsBJCufkqq8C2N+L860HUG0TI7Te0AiaiiJtbAsH0lo+FG8TlaZhWxCasL23fdKXCzZadXEWJ3QQU4DQ+5GwmWlDpdY3JVrJIHqVZ4cQ0VZrjjs2c2Vo10SLUDJMktiW7lerF1vQ4/Jj1CXcrlvkXJCrJet1Rhv3he+86gR6X6mOx4lnPzrx+oxz7BmNIR4i50kXEtF10d8Fl32ODonSeOSh6uBeoMv7M5wcD6LcWF5cfJxxPu8sJeNFy7M5H8I5kcq+2IRzN+Xi35fejqmlefL1/LK8SLp5Dc6JNPa+1fh446N4XrQZykntuTS0vk9k3aEZtPUWo9ta4JAWBHROvmEEnLOvubpxVNIWIZQIIXS4OCJwAiVCCEWsD9UdVJbI1G6u6izElHrvw8XT6EadTYDRWkZy1WpzEUNLgBiCQ47dPBaVEnr7WLgIo0jiFZ6ZZBETqlx511y2Px99LebEQhNKF4I1zS518dqNo0zV7fWNosvlyjY0MQbUbEepNXGNAz5VaeFVFyHSV6rjceLVj45Xn4kde+ZTgJpmdZ6aacVruzigRQ5lnTw/QmcIYeL8Otj2iVol2zyPztSFUcyK8+0oN0WPELKBYDkMzTKJcWt7cZHxooXCe9eLYehpnUw5VlrrSHeotFykpBGTuG1Bwv5jmKo1Vj/OaegVBZ3wu0zAjoWck7C0VKNDXwW5ulbIovO4oFs2qjsSEA6FaBwW/U+3okK9N60kXdg4bFv4Uc/PnOnBSKdfjcEQU51+t7GNoOeMdkBWG2dyCjJBYSOGo86BmdjSwiRLKer0SaK0TMyvQVykX/3QBMZmffCbKxKWbkdNwSjG5YTj0U5eBdeJPQxKy8SMHbxoTCQWkxjog7oKpv1pwqpDmVGp4VVnoveV6niceI1Pw7PPRI49y8irgt83i7EJ54lSlNYpYRNLLLphnsd2NNcU2AWOmfb6UGAKR/W5kZCdzV9jfIaT4xid7UMLiZquUWC0yxI52WkBi5DxooUcPZRuC7+OlSItP3tKZFYgN/wGVlO6/Et8oOlhuU++yBeIlCv2ScFBJKmvtS+h3N/baUzkZA3pqBUl7pYWShFt4BAiNkhcDMMy3Djp7xWyqAQbHfXVtYlN7/3HmiAkBuooVkR3OwlVpbt9yG0kBQwdOymiKJcPCYrIWEkAWSToHnK6tqITWVqUCHSLw2GYeNCPO/KxRv7qBzHrK7PEB00ea/JJf7j8yOvtHEyOj6KgfLMxeZjQ/gULdOXr1Veq43Fi64dcUcqaMJ8+Fyt5m1EeUyx6k7e5HEGXhrobyICE7KzaDmEoEIxYg4TAEcrHEjwHs3yZ8KwRLcSVsq24acM6vH9rpcyHclbh0tadWP69FizZsF6WvSLKXhVlervEqUBxkdpUVHfQRCwmb0uEnMdh6YaJTpVt/cpFk2hyBKGSK0WIi/pAh5A9DoqKxdHFox+9JDVGSlBSL8SA7nbSk8NsM1N0AOHaXsex9aI27HIcSSBdWy7vXdE6HV0eU+QxTAxoMhZXob69hpUkdDFolMfD0U4iJ3bjSna8LHpiICHj82uWjHkQs69Ux+PEbXyKlPvMVsS5CowWOAREfEa7lGsnnuWDBE8wYI9Nofd0uH5CQwEEfT4UyMwExvL9yHJtEpOsEi03Nz2MJXeuwztnh2Weyq++dA5zV34vxQyx+uwp3Nb6LdUuedniZKatDk0jhjWgsqEX5yuEIJAWiADqyeKgJuFpaWIoMlw0XpOzLUVEgYw1KerBrmndYpMc/Q1+oLZWaK9iHCDBcGjKPa7G8mUZgcVFRUVWWSSmpRa9av+oYN4k3ENyXA5xNtJzJmJVkW63JKKLGUYQGjqK/S1jKBdXo3VqZs4jk0Ec3NpJ8qpwUF3Jlo2LyUgPrpQTmw9lTgWQCjH6SnU8TlzHJ8d2UE6CqfSZfWhxJfJcGefGmwLka/voLh9vy0ceqvaUY+wJ8/s0iW56zz120RpCOfZsV58NfV62L+fiIuNFC2FKj7eOn8BrK+/C3OUrMk/ly2r9CIv820rIhLbuxKWmr0nBMn/JomJAlMgYFnpgpKQYxdKl4UcnTd7K7VJkm61n0HbY7o5xJtvNSQ1COEwdEu/h4TaKywwuoBUHdMET684dy9JSjQ5HXQfMW6MjdTbXEJGge4gwzh8JoAY0iHHKsKCRJtSJ95DuI+l2m489h1lsTHbvR0vQLyYMl8nGFosSAhkW8pUPyLOdRmndXvhmx2CGOchYA5tLJXXc+kp1PE4SHV8yfWYnWiBuvHNFTA6gT4iKlF2DJEL8QSM+ZX8A+S4iqbRKEzG2u8BEcsS0JHa3UuaSJZYWQ35cFcKEBIspRm7/1UtY/s2v4LIUKQbm/mY+ORwBpyZmbIgQKBXFG0VBLEuLiQqKdZ3YHXfjzLThcKfoL87ELYNm1bY74j07knOxGFYQu5hyxr5YaT7WkJkLOC+E3vniaVBYUEVrK0rEe/TWivPBbiEmGZSlYq/blSgFlYrpZcAMIZCTTQ22065e7UTdUe32EDLVR2JOQpgYm4VvYcws0X2lOh4n8cZnxrQk0ydjCIiuIGoclpHUmUUwnuKg4F9lxZHJEdMSfbdSdpE17qFXc1ZZ25RmRf7ihrsRuvuT+GOvEA+i7NdyH/oX2S9ZbK4LgbQG0C3CMjC1Art2OIJekqYfvZ1a7Mz0lBAj0Xck2TXCDM70eEuWaMxboF2ScgXpViR51xGJMSnCWuVYW6dVHSVdVCXsHlLHUDSFQ6KPiMVmBzrC0yg+LOo4AJdJBgokxai8DVW/GjU0B5ni6U4PVd4F7DV/4L3aiSvhPfkBq6ylL19rN4GxhZrU3fpKdTxOPPvRSaLPRYoer7Jf3kaegDUmBmT9kv2Ml1miQ7ofRVm23wWUMmLCSYjR0dGU0+XLl1Uv4fBbb72lthaGp3Fb+EWsDP8fkV4Q6XmVfibScyKNqDQs0rNi32dU+t8i9YmUMIF6S+tUiNk6ClFvlE+HWyvqwwGjVBAI16t29ZHCCFq/nv17MN1aYbV1fQ8b4ngqWsVReqDGIvRJ5LjMNrZxavXmG9N4Yh4EtakIm8Oj/iPNIn3Zmk+3hiv0/hkmjZg4vi98ZPCiys2PheyLSWcuhgeP7Avv27cvfHxCFblwcfCI3GffkUHRQhaEj7g1mDge3ufVUQbipROyZsHE9se+j0ceeVjlvDly9Nv4xqFmlUsQcgEpC4SEXD9pEGtBLhw9XkbM7SkH6jIMkwyT6I4Rg5A8C9kXw2Q2Ca3y3HN6ALkfWon7Ku+RFU7SXbS0tT+GcHhOPs6fhjQntsNie45cF3OinF61+ke/fki1ZBiGYRgmXYgrWl6/9DspWoiPFN7lKlzSXbQwDMMwDJP5eOmEJSRYfjz4tMoCP5/5BZ4efl7lGIZhGIZh0oMlJFjeuXpVZQ1IyDAMwzAMw6QTOT84fsIKxF22dCk+u+0+GdviJF3cQ51Rt+gxDMMwDJMN1JfGiWkxRYuXYCHSSbTQoBiGYRiGyT4SEi1/sbkEf3H3JlnoRrqLlpMnTxp3Dc3NqVd1t5B299Cypcvg3+FH7qpVqhXDMAzDMOmEl07IirWHCBIqu3fvxoMPPogvfOEL+KuH/goPPfTfUfff6/DFL+7BB2+5BZWVFejr68Prr7+uWjEMwzAMkyksMW9v/tP1a+VrpkIWFuKaeL12jdI1md6l9O67sm7FihX4xL334tTp0zLPMAzDMEzmsISey/LQAztjxrJkCmRpIQYHBjA4OIChwUEMDQ3iKZGQk4NNmzZhZmYGo6OjePPNP8h9F45+NOQ0iP91qKwSckHkKKhOX5PHmWK1u/7ItZRs6/24jG2mDZUxFkikJ/QmtXYiPWlYNvBYC0kkY2VphmGYbCSEoaNua0E5mOyOXpOIFm2M2zB7kO6h5R+8RWYyGYphIbZt246qbdtEEq9V2/AZkYjCoo0oK/fhLx94wBI4SWGu5GwmfWbu78X51gOotokRPzoxgqaiSBvbZF7RimmKt4lK07AtCC3R+7ULCCkyrDrnQopOvIUBJefKyjNth9XYNAp3YNd5v6uQKGzsRnGvEj3Oc2alWKLMsQijmWzLXjNMHGxL96vViy3ocfkx6hJu1y1yLsjVkvU6o437wndedYIE+goNHdWON5Jizl+e4yPiHJNFjP3kMSdwHGmNIR4i50kfR3Rd9HfBZZ+jQ6I0HnmoOrgX6HL7XCJMjgdRbiwvLj5O732zFjEpJIRzEcRk0kIumNjhWBfqGawMT4o0IdJLIo2rNCbSqEi0mGKsBRUHU1ww0b5233S4td5cgJAWR9QXS4ygLw5o7BdZIDA6RRYVNBYZjPQpFxZ0Lh4Y89i8kX15Lp6ojUd7D7dU0RqwL6ConQda0DGyCGRkPPoiiZHjiCyqaG/HMIkwET5uLjBH0GJy+46LUsJYqM5alNBWF6+duU1V+1wXqKMF7oy+zQXxjoePRy2C6FUXIbG+HNCCetYxO4l/XuK/h9d+on99AUBb/5kEjfFI2BqaPKdm3hi/7aOX49TLXPaJwjyPCSZ9wUTrM9Q+TzoG7zfMOLx0QsYH4tI9SeuxxJbWyZRjpbWOdIdKy0VKmvqAfUHC/mOYqm1EoXRz9IqCTvhdrAv6WouShC0thWgc7rAsHdW1Qu6cv6C5bwTVHUjKGKEsINFWlUpRHrHkkJUFAfHe5A7yi006vulWVKDe2NbScGO1OE6Vp4Opr7VZZ0o2mu8SobrD3DegjoMsQXVA9zAaxe6FjcM4NFVkt2oxjCelqDtYJa5bFaVl8CGIi3RFGprA2KwPfnNFwtLtqCkYxbi8VPZoJ6+C68QeBqVlPiB40XH1PImBPqirYNq/He3tdSgzKjW86kwS7cvOpGiUvzdynHbijS+R94i3nw9lkZOk9Z/B5FXB75vF2ESMgZTWob25BsGuGNY3V8zz2I7mmgL49hrbtrTXh4KaZmNbfW6hiTHM5q8xPsPJcYzO9qGFLDldo8Bol2XZiW8py2wyXrSYl+q3hV/HSpGWnz0lMiuQG34Dqyld/iU+0PSw3Cdf5AtEyhX7UD4V6mvtSyj393ai0y+EyeFiTHfUipLoCd1MEbFTjQ5NLNghkWJM2m7Q+1Xs2hHVVoqZBJDCRCkoedyasCqaOiSO0xRI/TjWNGLsU9SEElO8kKYw96G8Lf6FEMJDap0iIUCccT7e9DdEBAu5vUirkLAJwJ9cnAzDmNCPO/KxRv7qBzHrK9Mm9TysySf94fIjr7dzMDk+ioLyzcbkYUL7F5RDWe7nRyp9TXajK1iD7e6KJRqP8dmQLp9E3BCl2F4TRMDckfr3+RfHitV5m1Fuid/kyNtcjqBLQ90NZEBCdlZthzAUCKKmOSJwhPKxBM/BLD/pWSNaiCtlW3HThnV4/9ZKmQ/lrMKlrTux/HstWLJhvSx7RZS9Ksr0dolTgeIitamo7iDLiBAqlgg5j8Mx4kYq2/rjxpTYk5r0SRyoMrKODLspmqJicXTxIeuFLqSkhYYsHeFpTB/QBZkQVqJ+urUCFa3TQnD1o0GIl5GRJhSZx2fmNUUx01aHppHzuNB2DD27jFiY6akRozIWnX7kNDSgtzMSA0S6yhRVcvuwUxwxTBxowhVXoT5lfQhdDBrl8XC0k2jxGuNl0RMDCRmfX7NkzIPk+6JJLIk2buNbIGb7WowrftF/QX4WTJ7iXAVGCxwCIj6jXcZ3Ja7lgwRPMGAXhfSeQbtoDQ0FEPT5UCAzExjLXySC0IWsEi03Nz2MJXeuwztnh2Weyq++dA5zV34vxQyx+uwp3Nb6LdUuednixJikDZdQZUMvzleUoERaWwKoJzEgVAFN+jT5C2Vhc6FQuS4gopOyaBQ2YliV1faKiTzKupEskcBe6SKSJqBCTB9z9N3fIK0vhkgyRIzlzqHxKavSdPFhIyhX7F83VYIKcQ6mes5j1w5qN4ML56PFnrTIkIAjRUL9dXQY/VN/ln9Ms1rFtEwxTDQySLVlDOXiarROzcx5ZFaJg1s7SV4VDqor2bJxMRnpwZVyYtNcI/Mhlb6U2yuRNjHHFws57oPxJ0hx3E/0IXL1374X+ULAZGYw7iz6WpTokOcqgfELOaFrNN3l4235yEPVnnKMPWF+nybRTe+5xy5AQyjHnu3q+0ufSUIfXnaS8aKFMKXHW8dP4LWVd2Hu8hWZp/JltX6ERf5tJWRCW3fiUtPXpGCZv2SxWy6Ga4GRkmIUy7gWPzrJgiAm5ZGmIhQ16dYGcqEY5dJi4ZJiuUOqO4RYGOnBmRRVi3G3Ed3ZZKC7iKTXSFpSjLt7yBUlrSBUr4mZCocCoXNAwqb/QjG6DxSLkmIcGO4G6hrQP3MGPdgFqV8k05gS9UXSDSbOmzT1aCihJLVRazEOs1+ISZLJ7v1oCfrFhOEy2dhiUUIg40u+8pF4ttMordsL3+wYzDAHGWtgczulTip9USwLarbHbZPo+FLBOG796r8URuiPbkLIFAo08ZXAuZocQJ8QFSm7BkmE+INGfMr+APJdRFJplSZibHeBieSIaUnsbqXMJUssLYb8uCqECQkWU4zc/quXsPybX8FlKVIMzP3NfHKMoMdNLajAVhIoFcUbRUEsS4uJmrBNK4Ij2eZxxzNRKDi2s0IXAQYzZ3rE0cVHBr/q70eBtVFBwd3Yoe9L+4xMCblhCJmooFp1jNWNujWExngAF+qaUHIoMSuJjLeRsUHKTbWxUQjB3gWwLDGLBmWp2Ot2JUqBt2J6GTCv/uVko+JAvNqJuqOayYBM9ZGYkxAmxmbhWxgzSwp9TWI8EfeF1/i8oLEnENNCsRkFo7qbg44rIgizFhIQXUHUOCwjqTOLYDzFQcG/yoojkyOmxQzczVayxj30as4qa5vSrMhf3HA3Qnd/En/sFeJBlP1a7kP/Ivsly0jPGdsEKi0XvbVicid3SQV27YjygyRJP3o7NXdKYSO6iw9b1pCiphItfsZkBmd6EpEshHLLRAkB5TKS5YUopDcwY2lU8G2REBV+OO6eIqanXAVTf0MRmkoc+89cwHm1qUOCRQYCO8dW3YHwoSkUsXBhEoGCbTGKLv1KVCRDc5Apnu70UOVdwF7zB96rnbgS3pMfsMpa+vK1dhMYM4XPfEmlr9BFBBMKqPU6LwsAWQv25kfcKvLkJuiCyjD0eJX9gXw0z8NyRdYv2c94mSU6pPtRlGX7XUApI66kE8Lt+SuJpuv5nJancVvM57A8J9KISsMiPSv2fUal/y1Sn0gJoz2nxPXZIaLeKLc/V0VUWM9kcX2GisvzT1z794CeZ2K29XpOi7GfegaM/r56o+nWcIU8hlbtmTM0pujjCmjPWbG6oPb0zBXq3/bsleh9zfZu46U6r7EwTDpAz2zxfHZKEixkX0w6E3lOi9fjVehZPVHPaXFrsMie05JD/4mJIy7pvspz+2PfxyOPPKxy3hw5+m1841CzyiUIuYBk0IdCBo86TQ43Hmmh0OJlxEQfbQlhGOY6QE+GdY9BSJ6F7IthMhsvnZA1oqWt/TGEw3Pycf40pDmxHRbbcxSTMSfK6VWrf/Trh1RLhmEYhmHShUUhWhiGYRiGyXy8dEJW3PLMMAzDMEz2Y4mWntMDeHr4eZVjGIZhGIZJL6R76PVLv5OihfhI4V24r/Ieua2TTu4hhmEYhmGyDwr/8Ixpee2NS+EfDz6Nd65eVUXuwiVdRAvDMAzDMNmLp2jpOvFkWBcsRO6HVmLX/dtVziDdRcvJkyeNu4bm5tSruluI7hpSdw8tW7oM/h1+5K5apVoxDMMwDJNOeIqWHxw/Yd09tGzpUnx2231StDhJd9Fy4sQJ7N69W+WMp5gZ/xn09PwIW7ZswTPPPouaHTuQm5urahiGYRiGSRe8dIIViOslWDIBsrAQ18TrtWuUrsn0LqV335V1K1aswCfuvRenTp+W+fcSuc4OLwbIMAzDMAljiZbSP9+YsYKFMB83MzgwgMHBAQwNDmJoaBBPiYScHGzatAkzMzMYHR3Fm2/+Qe4bDyksaO0dEhf9DahsmzHWGoq1bk/M1CD2sFPYeAj1nb1R5QZGfylrGnp6r+0Y1XpD8+mTYRiGuU6EMHQ0gbWgJrsRtSYRLdq4YItIpT+We+gvNpfgL+7eJAvdSHf3UHf3/8RDD/2VtLKEpV8oh5SM5SEyRc373ncTfvCDx9G4f5/MR6E9rr+idRrDjWr5PhItFw4YeVpIsGgKh8IdMJ6YTyKjF7VWXocEwzFsHDbqnI/dN6hHIAD4rWUCaJVot74ShMZAqyWrxQetxQj5+f7MYkCuvDuqMgWosT0anx6X3wWj1lGXcDsf9rbXIeoZl7QicksQfqvOaBOsacbBqGfze9UJ9L5SHU8UCYxB4tVnon1kKiQeWtA3q7ICn7XwY3Rd9Dlw2aegBs0JrbxM59Z7KYfJ7qO4uN2ot7ZD4vtBCy5m0eqUnjEt/zH9n2F6PgsF3npZWtJVtDyb8yFQzyRJzEQkkr8i/q8K/84ocKKLFLe8DRItfmgrEznQRUi0iKlDN4Y3HjNWi14IYeEQLWQdOlysCTCGyVrED//Ri9huThJywqcFh2liMSaUsXIlFGx18doNYM1BY3KilXm7sDdqkggNHcUT2CP6hpq4fPD5RhHM14WJOam51UWI9BVKcTxOEhuDeXzufSbaRyZDY3wC2KOEgxSPYyiXQsI4N0G/tnq1PD+jUcLGtk8Uxj528eOBKXroWOSh0XdB+77SMSwi0bKEbm9+6IGdGesaIsGyHktsaZ1MOVZa60h3qLRcJCemG4WsLSNNRREXjzNPyeaCIWFirGtkT9NorVC7SArR2F2Mw9R2pg11U4dYTDDMglGKOnOCJ0rLxLVwEBfJoh6awJgQC35TJJRuR03BKMalZd2jnSitUhM1UVrmA4IXxdSjM4mBPqB8M/VA+7ejXUz0ZUalhledid5XquNxksgYBJ59JthHNpFXBb9vFmMTMUZZWof25hoEu7rFp5Yo5negHc01BVLw0LYt7fUJrdJsbKvPPzQxhtn8NcZ3YXIco7N9aNm/X4omjHZhP22LFOU+yjJkTMvyD94iM5mIaT25Lfw6Voq0/OwpkVmB3PAbWE3p8i/xgaaH5T75Il8gUq7Yx7S4OGkcVmIjUC/dQ5b4mG5FBa3sbIkRkZQlw6ATfl3QWKkIEW+Qii0pasLISBOK6LXTL/dr6BXVattKUhQZbRr67XEz9tgUR0yNtho1WVkoawiu6Ngahslq6Mcd+Vgjf/WDmPWVWZMuTR5r8mnedfmR19s5mBwfRUH5ZmPyMKH9C8ohdcZ88eor1fE4sI2BruD3H4Wc65Lo0/U8LEbyNqM8plj0Jm9zOYIuDSfHg0q0mpCQNU0zIQwFgqhpjggcoXwsweNmucsmMn7tIVO0EFfKtuKmDevw/q2VMh/KWYVLW3di+fdasGTDeln2iih7VZTp7WIRsaxUog0bUXL+grKskEgQZZaZpRodupiJSqZrqDAiisIB1Fe0Ylrt01ErqpUoCtRXoHValGuiqNNPMTOqrRBUnX5TgBiuKQRUnWwvKyTVHUbeEGDziJNhmEyDJmNpujesA6GLQaM8Ho52EjmxG1ey42XREwNN4D6/ZhGZBzH7SnU8JnHGQMTtM4E+sgox3sBogUNAxGe0yzhHcS0fJHiCAUMwmtB7Bu2iNTQUQNDnQ4HMTGAs3x8z7iXbySrRcnPTw1hy5zq8c3ZY5qn86kvnMHfl91LMEKvPnsJtrd9S7aJli7w7SFkrIpaWYTQWFqEYU5imIFwpEqjMiEmxLBzxUkO/tr8fnWRtkdvxLSD1AU1wVB9Aa0UneqlRfy86hfg5oKmR6lpNtTDMIoRiQvbLWIRIbEEemQzi4NZOkleFg+pKtmxcTEZHhyJuETmx+VCm758qMfpKdTw2Yo1BlhsxHHH79DoPWcMs+lqU6LDiWVRVTAqQr+2ju3y8hV0eqvaUY+wJ8zxOopvec49dtIZQjj3b1WdDn0EWxa8kS8aLFsKUHm8dP4HXVt6FuctXZJ7Kl9X6ERb5t5WQCW3diUtNX5OCJVqyGJYJ05phpxAbSzrhL+rBrukwzHjZwsZhJWy0RG2driRKolHhjl2okPEvZGmpl4mCdIsunEdFcZHRKcMwKUMBoi1Bv5gwXCYbWwxGCGRYyFc+IM92GqV1e+GbHYMZ5iBjDWwuldRx6yvV8XjhHIONBPv07COjoTumTNGRgGCZHECfEBUpuwZJhPiDRnxKjLuHSqs0EUOBt8qKI5MjpiU7hWSELLG0GPLjqhAmJFhMMXL7r17C8m9+BZelSDEw9zfziWHEjMhQkfpD0sIiy7RAXLLQ2OJMYsWn1JHoMa0mxTgwXIteUXdmCti1I3ZAbqc0qxjMtNWhaaQetdRJdS3qR5pwzKoW73E49n1MDJPVKEvFXrcrUQoqFdPLgBlCICebGmynXb3aibqj2nMwyFQfiTkJYWJsFr6FMbNE95XqeJx4jYHqzJiWOOco9nlYpMi7h4KocVhGUmcWwXiKg4J/lRVHJkdMixm4m61kjXvo1ZxV1jalWZG/uOFuhO7+JP7YG5Blv5b7GILFTPEw3EVmPMk0Ws/7DXFCbpmSjTLmhFw+JGg6D2t3E7kG7VJMi+FWilCNjm6g5/wueGgW1KPXEkBFTSXaLdSivYxxMQVSnVA/7B5iFikUSIpRdOlXoiIZcy2Z4ulOD1VOt/KaP/Be7cSV8J78gFXW0pevtZvAWCyhkCxufaU6HideY7Dh0WfCfWQ3erzK/kA+mhOxxsSArGiyH7plWYkO6XYTZdl+F1Cq5IgJNZG5O22f0/LTnJVYgZwoIeKep38G9Pp7kXY4n9NCzzhRd9/UByJuoAhG4Ks0uoj62t4c+M+3Gs9E0dq6QkKmowhtleqOIpmvlsKotzbyXv0NlbhwwBQ3dPdQEaYOuR0LwzDvJTTpBGI8ayVZFrIvJp2JPKcl8nyXaCiOqYV20p/TMrAmOp5lkT2nJeNFi0n7Y9/HI488rHLeHDn6bXzjULPKpTssWhgmPYn/BNPEWci+GCazWRSipa39MYTDc5ibM9wxc2I7LLbnyDUzJ8rpVat/9OuHVMt0h0ULwzAMs3hYFKKFYRiGYZjMx0snZMUtzwzDMAzDZD8sWhiGYRiGyQhYtDAMwzAMkxGwaGEYhmEYJiOwAnF7Tg8g90MrcV/lPbLCSboH4p48edK4a2huTr2qu4XEtnn30LKly+Df4UfuqlWqFcMwDMMw6UTcu4dev/Q7KVqIjxTe5Spc0l20nDhxArt371Y59VA57b6onp4fYcuWLXjm2WdRs2MHcnNzVQ3DMAzDMOmC591DJFh+PPi0ygI/n/kFnh5+XuUyB7KwENfE67VrlK7J9C6ld9+VdStWrMAn7r0Xp06flvn3Ernas22xIoZhGIZhvFhCguWdq1dV1oCETKahvFwYHBjA4OAAhgYHMTQ0iKdEQk4ONm3ahJmZGYyOjuLNN/8g942HFBa0ng+Ji/4GVLbNGGsRaQslGhgLKpprA0WnBrGHncLGQ6jv7I0qNzD6S1nT0HICtmOkB9QZx2L0Sf07j4nKKiGGaMM6B9pYGuR6TI4UdU4YhmGYxKBH+5trSnkw2R29JhE9xj9uw+wh5wfHT1hOlGVLl+Kz2+6TsS1O0t091N39P/HQQ38lrSxh6RfKISVjeYhMUfO+992EH/zgcTTu3yfzUWjrB1W0TmPYXN2QRMuFA0Z+pg2VRVM4ZC1aSBM+Lapo5nVIMBzDxmGjjkRAkVx4SKcegQDgt9YtEnnXvhKExnC42FgPSWTle04dkuscmfXGWKbFcRvrKLmhr71EfRzbOBzjqbxi/A1ABz+yl0kH5Mq7oypTgBrbo/HpcfldMGoddQm382Fvex2iVnqhtWFagvBbdUabYI3bekJedQK9r1THE0UCY5B49ZloH5lKZF0gk8j6QNF10efAZR9z7SCVjQ2dW++lHCa7j+LidqPe2g4trrWHrLuHvARLOvNszodwTqSyLzbh3E25+Pelt2NqaZ58Pb8sL5JuXoNzIo29bzU+3vgonhdthnJcxlrdIQVOOOCxUnJhI4ajREUn/E7rg0xqcURFYWM3WitIlFCgcBjTrRVCHB0w+rJWhp6HYHFhemoEFcVFKidEVG8xuq2lpiPHoif78GdwZmoXDpgHRaJNt6z09wK1LFiYdED88MuVd81l+/PR19ItSgmaUAyhEF0Xr904ylTdXt8oulyubEMT4sKuZruYwGh/Wql3nOY0B151ESJ9pToeJ4mNwbvPRPvIdEioGWNsb6YVr49CN26QiJF18vxArsDtPA22faIEi/kdcCYSg7PifDvKjw6JFtRsCIFgOTbLziYxbm0vLizRUvrnGzNOsBBkv1kvhqGndTLlWGmtI92h0nKRnJhuFLK2jDQVRcSHM0/J5hJxn/zD4WkhUtQukkI0dhfjMLUVk3/d1KGINedG0H8MU7VqReoGITZiiC3bYtWiTU/xDmm1sSjZaOX7e8/D0kQM855Sijp9kigtE9ogiIv0qx+awNisD37zMrZ0O2oKRjEuJxyPdqK06mDkarq0TKiN4EVjIrGYxEAfUC5nEdqfJqw6lBmVGl51JnpfqY7HSSJjEHj2mWAf2UReFfy+WYxNxBhlaZ0SNrHEohvmd6AdzTUFdoFjpr0+FJjCUX3+JGRn89cY34XJcYzO9qGFRA1Z4Ua7LJET5T7KMjL+OS3k9KF0W/h1rBRp+dlTIrMCueE3sJrS5V/iA00Py33yRb5ApFyxj+k2ctI4rMRGoF66hyzxMd2KCssSopJyvxgkYmlRsSVFTRgZaUIRvXb65X6GfjC2rSRFkdGmod+IczHr7PEu9jrTvUVQDA5lDcHVIN6nU7yN2IfcRx21Yo9YYst0DYn3PxwRbBTXg+kpRFTKDC6cL8HGG6i7GCZh6Mcd+Vgjf/WDmPWVWZMuTR5r8mnedfmR19s5mBwfRUH5ZmPyMKH9Cxboyterr1TH48A2BnJF7VfWhCT6dD0Pi5G8zSiPKRa9ydtcjqBLw8nxoBKtJiRkTZ9TCEOBYMQaJASOUD6W4HF1N2YRS8zbm/90/Vr5mmmYooW4UrYVN21Yh/dvrZT5UM4qXNq6E8u/14IlG9bLsldE2auiTG8Xi4hlpRJt2IiS8xfEFE04g1ar0eEy6UeS6e4pjIiicAD1Fa2YVvsY+sEQRYH6CrROi3JNFHX6KWZGtRWCqtNvBtLSsfghlIfq1+7aqe4w8oYA60BHB1l+hFCx+j6Pw6Z1yZGkQOk/JkSXOh6t48i5IVFmCDa5P8OkCzQZi6tQ317DOhC6GDTK4+FoJ5ETu3ElO14WPTHQBO7zO90AqRGzr1THYxJnDETcPhPoI6sQ4w2MFjgERHxGu4xzFNfyQYInGLC5n+R7Olw/oaEAgj4fCmRmAmP5fo/YpexmCT2X5aEHdmaka4jQxcfNTQ9jyZ3r8M7ZYZmn8qsvncPcld9LMUOsPnsKt7V+S7WLli3y7iCajP2dmqVlGI2FRSjGFKYpnkOKBCqj8A7n3TUeqaFf29+PTrK2yO3ou4uc1Ae0OJfqA0J4dKKXGvX3olOIHyveRFBdGzseZ6atLiIyGnpxvqIEJdLaIkQUiSZlYaJYG4LCVeqd3ZlxP1qi/UvY3MKkCaGho9jfMoZycTVqxifmkckgDm7tJHlVOKiuZMvGxWRkxhkQcmLzoUzfP1Vi9JXqeGzEGoMsN4I74/bpdR6yBi2uRJ7z2IGxEQqQr+2ju3y8hV0eqvaUY+wJ8zxOopvec49dtIZQjj3b1WdDn0EWBd0mi3QPLf/gLTKTqZjS463jJ/Dayrswd/mKzFP5slo/wiL/thIyoa07canpa1KwREsWmo/VRKybKySF2FgiJvuiHuyajtxVU9g4HDWBy7ZOVxIl0ahwxy5UmCKhol4mulOo6MJ5LVj2+qEf73AtMFJSLMQYiRghosg9pWJ3zDucqjs6QEagCGfsrihKlW04M+W8I4ph3hsmu/ejJegXE4bLZGOLwQiBDAv5ygfk2U6jtG4vfLNjMMMcZKyBzaWSOm59pToeL5xjsJFgn559ZDRaIG6c74JkcgB9QlSk7BokEeIPGvEpMe4eKq3SRAzdTaasODI5YlqyU0hGyJKYFkN+XBXChASLKUZu/9VLWP7Nr+CyFCkG5v5mPjGMmBEZKlJ/SFpYZJkWiEsWGlucSaz4lDoSPabVpBgHhHLolZM+sGtHbEtFpzSrGBjWknrjhp3qWtSPNOGYVW3EoHhCQbh0TGRNKt4oCmJbWqLZEe0KG24E9cIw7znKUrHX7UqUgkrF9DJghhDIyaYG22lXr3ai7qh2ewiZ6iMxJyFMjM3CtzBmlui+Uh2PE68xUJ0Z0xLnHMU+D4sUeTt6EDUOy0jqzCIYT3FQ8K+y4sjkiGmJvlspu8iaQNxXc1ZZ25RmRf7ihrsRuvuT+GOvmIxF2a/lPvQvsl88DHeRGU8yjdbzfkOckFtG3UFDLh8SNJ2HtbuJXIN2KabFcCtFqEZHN9Bzfhc8NIuQFb2WACpqKpHWGUP4iPZCaMjgWllfJ9RPbPeQHE9vrTgmIVJQIYRSItadETQViXZStblBwbhqk2HeSyiQFKPyNlT9atSYa8kUT3d6qPIuYK/5A+/VTlwJ78kPWGUtfflauwmMxRIKyeLWV6rjceI1BhsefSbcR3ajx6vsl7ejJ2CNiQFZ0WQ/9JwVJTqk202UZftdQKliLZgYj3R9uNxPc1ZiBXKihIh7nv4Z0OvvRdoRdjz9l6wQanLWH64WwQh8lUYXUV/bmwP/+VbjQW5aW1dIyHQUoa1S3VEk89VSSPTWRt6rv6ESFw6Y4obuHirC1CG3Y5kH1gPm6DbvyMPvnOOj97SOZ1p7wJ7cVRsvBRVbwb0MszigSSeQH+MBcUmykH0x6Qw9p8V4AF3kwXXRUBxTC+1kPpyOLF0Da6LjWcjas4geLpfxosWk/bHv45FHHlY5b44c/Ta+cahZ5dKd6yRaGIaZJ/GfYJo4C9kXw2Q2i0K0tLU/hnB4DnNzhjtmTmyHxfYcuWbmRDm9avWPfv2QapnusGhhGIZhFg+LQrQwDMMwDJP5eOmEjA/EZRiGYRhmccCihWEYhmGYjIBFC8MwDMMwGQGLFoZhGIZhMgIWLQzDMAzDZAQsWhiGYRiGyQhYtDAMwzAMkxFYoqXn9ACeHn5e5RiGYRiGYdILKVpev/Q7mX4+8wsWLgzDMAzDpCVLSKz8ePBplQULF4ZhGIZh0pIlJFjeuXpVZQ1IyDAMwzAMw6QTS3TBsmzpUuy6f7tMDMMwDMMw6YQViEuC5bPb7kPuh1aqEoZhGIZhmPTBEi2lf76RBQvDMAzDMGkLP6eFYRiGYZiMYMl9lffIjT9dv1a+MgzDMAzDpCNLPlJ4Fx56YCe7hhiGYRiGSWuke2j5B2+RGYZhGIZhmHSFY1oYhmEYhskIWLQwDMMwDJMRsGhhGIZhGCYDAP4fHUBLQFMMo0gAAAAASUVORK5CYII=)
我是新pdf编码文件的截图
(合并的pdf中封面页和目录页没有进行编码,系统自动避开)
(合并的pdf中进行编码,可灵活设置单数页与双数页 编码位置的方向)
[此贴子已经被作者于2023/11/20 3:25:28编辑过]