fangchengshi 发表于 2019-12-17 14:41:30

意见展示问题,有比较简洁的吗?

请问是否比较简洁的意见功能?比如意见内容:【意见++审批人+时间】 这样的式样。
http://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/01445b3f-c767-450b-943c-a067f2922ef0/download/streamhttp://www.o2oa.net:20020/x_file_assemble_control/jaxrs/file/0bbd8db6-e6c6-4fe2-93cc-f7227fcaa8f6/download/stream

fangchengshi 发表于 2019-12-18 09:15:44

谢谢

论坛管理员 发表于 2019-12-17 17:53:39

你可以 使用 http://bbs.o2oa.net/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAh4AAAEkCAYAAABgyjgcAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsQAAA7EAZUrDhsAADJ8SURBVHhe7d0L1B5FfcfxyRUSSBqagCAWYwSCIHJrKSmikiKhSMvlQBKunkYKtCcBpVCqFEEBFaR4UoEDijE2Yktij3AOpZCehhbUoBAbWkmDGKRgALmElEAgcnmb37D/13nnnd3n8j7v7nP5fs6Zs7szs9cneeb/zs7uM2Ljxo19rgOMGDHCT1evXu2njdh///399K677nJjx451Y8aMGZRGjx49II0aNcqnkSNH+umCBQvcokWL/HZk3rx52ZwbkB9btmyZO+uss7IlAEAtq1atyuYG2mGHHXzKM3fu3GxusOXLl2dzqNrIbAoAADDsCDwAAEBpCDwAAEBpCDwq9MILL7ijjjrKj1+55ZZbslwAALoXgUeFbrjhBnf66ae7vr4+d+qpp2a5AAB0LwKPik2dOjWbAwCg+xF4AACA0hB4VOSRRx5xa9ascXvttVeWAwBA9yPwKJkNKJ0zZ4677LLL3OTJk7MSAAC6H4FHyRRo6A2q119/vTvvvPN8IAIAQK8g8KjIgQce6AeWrl27NssBAKD7EXhUZNy4cW7XXXfNlgAA6A0EHgAAoDQEHhWaNm2aW7FiRbYEAED3I/Co0AknnODWr1/PK9MBAD2DwKNCGudx44038sp0AEDPIPAAAAClIfAAAAClIfAAAAClIfAAAAClIfAAAAClIfAomf1InB6hvfzyy7NcAAB6A4FHyexH4jZv3uw2bdrkfx4fAIBeQeBREb3DY8KECe7555/PcgAA6H4EHgAAoDQEHhWaOXOmH+ehcR8AAPQCAo8KHXroof43WvS6dAaaAgB6AYFHhTSwdP78+T74uOSSS7JcAAC6F4FHhZYuXeoDDz3pAgBALyDwAAAApSHwAAAApSHwqIieZFmzZo2bMmVKlgMAQPcj8CiZvTJdAccxxxzjpk+fnpUAAIZmREFCuyDwKJm9Mr2vr88/RgsAQC8h8AAAAKUh8AAAAKUh8AAAAKUh8AAAAKUh8AAAAKUZsXHjxr5svq2NGPH241CrV6/200bsv//+fqqnScaOHevGjBkzKI0ePXpAGjVqlE8jR4700wULFrhFixb57ci8efOyOTcgP7Zs2bJsDgBQj4MOOiibG2iHHXbwKc/cuSdnc4MtX353Noeq0eMBAABKQ49HCT0eJ510UrYEAKjlsccey+YGosejO9DjAQAASkPgAQAASkPgAQAASkPgAQAASkPgUSENPP3t3/7tmulHP/qRr//zn//cXXrppe61117zy0bbsToA0C5ef/31bA74DQKPit10001uw4YNuenTn/50VnOwL3/5ywQcANqSgo6VK1e6f/u3f8tynPv+97/vfvCDH7hf//rXWQ56EYFHxc4+++xkL4elL37xi1nNt91zzz3uq1/9qg9Knn76abfHHntkJQDQHrZs2eJ++MMf+tcRvPXWW1muc319ff71BApIVAe9icCjYnGPx7/8y78Myvv93/9937OxZMkSd/jhh7v3vOc9buHChW7x4sVu991398HLH/3RH/UHK7wtFUBVfvGLX7j77rvPBx2bN292f/AHf5CVvP1G0ldeecWX6Y+oRx99NCtBLyHwaAMKKixoUAAR9oKcf/75fkzHE0884aZNm+brT58+3a1fv96P+VBgokBFAYsFKrywDEAV3nzzTbdu3To3fvx49/LLL/uXN2633XZZqfP5H/jAB3zZuHHj3Nq1a/066C0EHm3CejnCHo8f//jHbsKECT7w+OlPf+p23HFHX1e3V26++WYfmABAu9BtlKlTp/rvL70BWn9UKcgw6u144IEHfNmLL77ov8u0DnoLgUfFdtttNz+1Xo6wx+Pggw92mzZtcttuu6373Oc+5/bcc09fVzSw1HpF4lstDDgFUBXd/j3iiCP8GA4FFXff/ZtXlev2ioIOlc2aNcvttddeWQl6CYFHhR5//HE/1RgOu00Sj/G49tprfeARu/DCC/vrxLdatD0AqIq+sz760Y/6J1vCWylvvPGG78FVmW61oDcReFTE3sUxZcoUd+KJJ/b3VsRjPJQYLAqg02yzzTbu2GOPdbNnz85ynDvuuOPcn/zJn/gy9C4Cj4o89NBDfqpfWlQPxVNPPeV7K6zHw6ZKAAB0CwKPivzkJz9xxx9/fLbk/GNlH/rQh/p7PGyqZONAzP333z+gRyQe42FPwgAA0G4IPCry53/+534QlgIFjdfYd9993b333ts/TiNMNmZD9TXI9CMf+UiynqW8cSEAAFSNwAMAAJSGwAMAAJSGwAMAAJRmxMaNG/uy+bY2YsQIP129erWfNkKv7ZW77rrLjR071o0ZM2ZQ0kttwqQX3yjpNwU0XbBggVu0aJHfjsybNy+bcwPyY3oU9qyzzsqWAAC1rFq1KpsbSE8BKuWZO/fkbG6w5ct/8yIzVIseDwAAUBoCDwAAUBoCDwAAUBoCDwAAUBoCDwAAUBoCjwq98MIL7qijjvJP7Nxyyy1ZLgAA3YvAo0I33HCDO/30011fX5879dRTs1wAALoXgUfFpk6dms0BAND9CDwAAEBpCDwq8sgjj7g1a9a4vfbaK8sBAKD7EXiUzAaUzpkzx1122WVu8uTJWQkAAN2PwKNkCjT0mzHXX3+9O++883wgAgBAryDwqMiBBx7oB5auXbs2ywEAoPsReFRk3Lhxbtddd82WAADoDQQeAACgNAQeFZo2bZpbsWJFtgQAQPcj8KjQCSec4NavX88r0wEAPYPAo0Ia53HjjTfyynQAQM8g8AAAAKUh8AAAAKUh8AAAAKUh8AAAAKUh8AAAAKUh8CiZ/UicHqG9/PLLs1wAAHoDgUfJ7EfiNm/e7DZt2uR/Hh8AgF5B4FERvcNjwoQJ7vnnn89yAADofgQeAACgNAQeFZo5c6Yf56FxHwAA9AICjwodeuih/jda9Lp0BpoCAHoBgUeFNLB0/vz5Pvi45JJLslwAALoXgUeFli5d6gMPPekCAEAvIPAAAAClIfAAAAClIfCoiJ5kWbNmjZsyZUqWAwBA9+vZwGPmpZe6wz7zGXfIhRe6gz75Sbff/Plun3POcdPPPDOrMTzslekKOI455hg3ffr0rAQAgO5Hj0fJ7JXpfX19/jFaAAB6CYEHAAAoDYEHAAAoDYEHAAAoDYEHAAAoDYEHAAAozYiNGzf2ZfNtbcSIEX66evVqP23E/vvv76d6mmTs2LFuzJgxbtYVV/i8lHWLF7tRo0b5NHLkSD9dsGCBW7RoUVbDuXnz5mVzbkB+bNmyZdkcAKAeBx10UDY30A477OBTnrlzT87mBlu+/O5sDlXr2cAjTqNHjx6QWhl4nHXWWdkSAKCWVatWZXMDEXh0B261AACA0tDjQY8HGvDGjBnZHMzolSuzOaA16PHobvR4AACA0hB4AACA0hB4AACA0hB4AACA0hB4AACA0hB4AACA0vA4LY/TdpSf//zn7qmnnnIvvfSSX544caJ75zvf6XbffXe/PNyKHqet97HSqs+hGUXn/cOrrmr740dn4XHa7kaPBzrCK6+84u6991733HPPud12280dcsghPmleeSpTnXbWDeeQ0unHD6BcBB7oCA888ICbNGmS23PPPd2ECRN8D5iS5pWnMtVpZ91wDimdfvwAykXggba3du1a30BPmTLFbdmyJZlUpjqqG3vkkUf87TZr6JW0rPxXX33VXX755e4rX/mKu+WWW7I1nF9WeUh1mxWfw09+8hO3ePFinzRf6xxiP/jBD9w555xT9zG98MILvr6mrVbPZ5Ci6/tXf/VXhecQfw76jMLPCUDnIfBA23vsscf8X9PWwOUl1VHdlI9//OPu+eefd5///Of99Mgjj8xK3nbSSSe5hx56qL+RO+OMM3yj16qGOjwH7ee73/2u+9nPfuaT5pVX6xxChx56qDvssMPcNddck+VUp57PQNfxqKOO6g/8lPbaay/35S9/2Y0fP35AvgLBFG1jyZIl7rTTThtQX0EYgM5B4IG2t2nTJrf99ttnS/lUR3VTvvWtb7mLL77Yl8+fP98tX748K3nbuHHj3NVXX+2mT5/ulydPnuw+9alPub//+7/3y7J58+ZsrnHhOfz0pz/105Dlpc5BDWvY0FpSA/zZz352UP6dd945qJFXb8RNN93U3ythSfVa2QuS9xnoempwd19fX39Sz8iFF17or2uYf8kll/heDR3f+eef7wMU9dZcddVV7u6773bf//73+9efO3euLwfQOQg80BPU43HllVf68QjXXXed7/H4xje+4f/aVuNtDXL417aCEAUfVVPvhhpa67GJG2otW0+Olo8++uhBjbzK5dvf/vaAfNVTUFAGCyYspXo87BbYqaee6s9LgYkCDH0Ou+yyiz/mFStW+LrnnXee/yzLOn4ArUHggba33XbbuZdffjlbyqc6qpuiHg8FFxZkqMfjE5/4hG+szz777P5G+4ILLvB/Xathy+vyb0Z4Du9///v9NGR5ReegBlY9Ck888USW8zYtKz+vAVaPicp1nnrqJB670kpFx69gIgx6Uj0eelzeep10XvqcFKDotpduf+mz0WeoQEq9H/WOJwHQPgg80Pb0l+6zzz6bLeVTHdWNqSFTgxb2GIQN3OOPP97fgOmWy4033ui782NDaeTCc1BDetxxx/n3Xihp3m4X5J2DOfjgg93SpUuzpbdpWfkpCjJuv/12P4ZF1Bui+sMxyFTyjj91uyjV46Fkt3/0eK56pnTdTz/9dB8waqoARbdjNFXvR6tvFwEYXgQeaHvve9/7/MDFp59+OssZTGWqo7oxa/Ssx0MNnXXpq1FTA6agpBY1cs2Kz0GN7oknnuiTBR1F52B020VsQKU94WH5IZ3fZZdd5i666CIfUImms2fP9uNcWt1YFx2/3S6ypOt+7bXX+mSfgaYKNBYuXOg/D/WeWBCj9RU0fvCDHxwQpPzTP/2Tr8/tFqBzEHig7SlQOOCAA9yGDRv8Wz/1xs+33nrLJ80rT2Wqo7qx1BgJ6/FQMKHbK//1X/+VbIjVeOuRz1/+8pdu/fr1WW7jhnoOIR2vnu5Qw6snSPTXf0yBSd4YCJ23ApJTTjmlJbddGj1+HZtunei2iW6f6Dh1Lsq77bbb/PHpEVv1zsRsYKkljd0B0FkIPNARdt55Zx9A6HXJTz75pHvwwQd90rzyVKY6KTaoMezx0PLXvvY1t2bNGnfggQe6adOm+YGWIdVVo6geg29+85v+8dWhGMo55FEwFL8Hw26v6Lz1JI+de/hUy9KlS93f/d3fuXPPPXfIwUe9x6/jVLCh4E/BhXpfFBTpOGfNmuWvr/XMqEfKboUB6C4EHugI+r0cNW577723b+Bmzpzpk+aVpzLVSdEYAA1iVLe+BitqXgMtlXTLQY2f6txxxx39jbDGfaiBVDByww03+DwNjhyKoZyD6NjUIM+YMcM/5aG/+DXVcjjOQQ22Hg3WeWm8ivX2hINo1UuiehqgOdQGvp7jVy+HHbcCHstTEKRrbEGflovGbMS3WjRoGEBnIfBAR1FvhRq4HXfc0SfN1+raV+Bw7LHH+nn9rogaZQ1SVGChRlPUSCsIUXe//jJXkGHvk5DU7YxmNXoO1kDr2FauXDlgYKymWtZx6phVT/XLVM9noOtsx63gR+/n0G0uBUEW0NlTL0WP+HKrBeh8/Dotv06LBrTi12k7Ua+eN6rBr9N2N3o8KqS/TO3pClvWPXC7Z6/3SBS9S8LumatrWq/ePvnkk4d8vx4AgOFE4NFG9LTF/fff739/Q0GIBjd+4AMfGDR4MEXrigZD8k4DAEC7IvCoiHoyNFBOPw6m9zhoWe8w0LICDpWJXi6l+/rq2bABdZZ0X11PKmiAoB5j/Md//Ec/bwP1AABoNwQeFdFgRQ1u3G+//fyLk7SswXLqubAnLjSvPD35YE8nxEm/vWHbsDwN0rMnIFr52m8AAIaKwKMiuh1S9tMHAABUjcCjIuqh0G0R3VrRuAwbaGq3T5Q0b4NPVR7fatGgUv34l7ahRxRD9phlKx8DBQBgqHictoLHaTVYVC9SUnCh2yR/8Rd/4X/RU7dIrEz03gZ7k6PR+xpOO+00/z4DvRtBQcmcOXPc9ddf3/9OCgyfosdKexWP06LV9DitvuMeffRRv7zHHnv4cW88Ttsd6PGogIKJXXfd1Y/xkA9/+MP9L1FqlF6BrddU602bANANFHTo5wxef/11nzSvPHQHAo+K/PEf/7E75JBD/Ly9j0O9OvGtFuWF7/Yw9upo/Trn1KlT3X333efHjegHzdQLwuBSAJ3KejpCqTx0JgKPith4DlEPiD21knqqRWV6t4cCDQUYlq+k2zj6cS29/0PjRvQrq0uXLvXb7Ub6FdR7773X/66KkuaVB6B7qJcjlspDZyLw6BD2uK2CkHjcxwknnOB7T9QL8swzz7jZs2d33eDSV155xQcZzz33nP+9FZ2vkuaVpzLVAQC0NwKPCoU/nGWs9yMVYOQJe0zi7XWLBx54wE2aNMntueeebsKECb73R0nzylOZ6qAz6Bag/QAfgN5C4IG2p1tICjI0kHbLli3JpDLVUd1abPxL0XtU1ChaucbOqKGs59X1vciCwFTSNbTrHebr7bx6OivMK/o5fADdg8ADbe+xxx7zPRqpgCNMqqO6RRRQ6BX1eveJDdC1FA7EffbZZ30wo0bzD//wD31DqTE5Y+6/f0Cav99+7vUVK/wjpV+dPdutW7zYzyv93x13uC8efXR/eSNJ2/nYxIl+qu0c81u/NWjfSrfOnz9o3R9dc00yP046NtXVNLXtVLLztXW1HfW0KeC79tpr+8ceWVKvnt3207tmNHZJUyvXvJ7u0ril8Ofw6REBuheBB9repk2b/IvSalEd1U3RX9L6i1rChlFJj+nNmjXLv0/F6p1//vk+QNHL3TRY1xrHcB29rt5uiSlAefrpp903vvGN/kBGgYsFLJZXT2OqY9A7XL7zne/4RluNsRrl8Ji1b6XUY9hq7JUf9tqkaPyP6tr4oTjpHHXeYZ6d7wUXXOAefvhhH1CoN0PXStfMzlMp3rfOQwOhw98SuuGGG/xPAsS3FbV9BYe6rgC6C4EHup4ar1NOOcUtXLjQP3psjb89xrxi61/w9te2ksq/9rWv+b/G1TArcFAjGgYQ9iN+5sEHH/Qvg7v66qt9A60gRY22Xu5222239Tfc9byvRceiBtr++m+Wen/iXp0wxdchLlPgZAGfgiHVsVshChT0RJWCDgUf6u1Qr4edp4Iiibet2yvhLRb7QURbtl4nbf/YY4/t6ie0gF5F4IG2p7e6vvzyy9lSPtVR3Zh6DfR6ek0VSIgauRkzZvi3xMZP/qgBVZChwEMNrxpBrRf3eBg1xkuWLMmW3vbEE0+4d7zjHf6pGwUA9Y4PUT3Vt94ZsV4Ya5yV4gZcKXzfi6bq/QmDgTiFQZBeaGe3QCxoEPXiaFsWDOm6WCCh4ERJ89ZDZMeiY1NAoeur3pt433kp/Cy0vfXr1/cHOwC6A4EH2t4uu+zix1zUojqqm8cGOSpIUCN74YUX+h6JuDtfb4FVz4jq7LTTTj6vqMdDjbLGl4TuvPNOt88++/inbhSAKBCph+opYNC+TNGtljAvfhLqpZdeGhAMxCkc05KiHg8dvwIuC4a0fe3HghMFL+ExxMmOSdcvdQyW9LnEn4OugQIiAN2FwANt733ve58fPKq/vvOoTHVUN2Z/lesv75UrV/pbLhowqr/KNY4gbJx120UvaRMLQMKGP7ylYD0G6hX5xCc+4efFGlBtV/bee28fiJTJAoQwCAiTzsFuo4h6FuzJIF0XUcOvIOiqq65y06ZNy731Y9c3TmEPjMSBUpg+/vGPZ7UG0v4VAALoHgQeaHtqAA844AC3YcMG/5ZS/SX/1ltv+aR55alMdcKeAmN/lV955ZXu+OOP970ct95664CGT+MxlDTQUQ22AhC7fRI+ChrfUlCvgcYi2H7V0GqA6dFHH+2XRbd4dBuoaKBnHm0vHCNhKXWrRenMM8/0Kc4Pk3ouFHhYb46kbrUoeNG4Fb0NV+volofONwwmjG49hddT2584cWJW+rbU8Vr61re+ldUaSD0uCogAdA8CD3QE/RCexlnolymffPJJP5hTSfPKU5nq5FGDqQBEf50r6Dj33HN9z4Ty1fAp4AjHF+gvfI0LUfChXhIbLKrbM0ceeWR/QxuPD9Gr7XfffXffuxI+1aLeheuuu27Q7YSY1lEwpf1JXs9F6laL0s033+xTnB8m9d6Ejbn2ofOwHg0FGer1+dnPfjZg7IoCk/ipoa9//et13QaTRns87BqkgkkAnYvAAx1h1KhRPsDQbQsFGQoUlDSvPJWpTh41rGpwrXH91a9+5XsutA01fNqOUc+EGl41tOol0biL4447zr+KXmNIdOtBDXLcg6HbNmqYTz/9dB8saH0FK2pANchy/vz5PiBJ9RgYHZ96H9RjMJzsNlKqR0UBmnp2FJzpuul8Lr74Yn8d1AOhQEXUg6GgQD0n8dMzurYKoEKN9njYNbD9AegOBB7oKGroFGTsuOOOPmm+1l/E6mUIb5fYWI844BDVvf32230dBQF6z4Tm9UisbpmI9ULodkw4QNMep81rKLUvrVerIdX7RLTtOEAJn25RI67AoV7xkzEKnBQc2LmEvQ/f+973/FgWBR06Zv0WkKinR4GaaLCpen1snEs9t1oa6fHQuetzULAHoLuM2LhxY18239b0ZSl6Z0Cj1OiI/uIdO3asGzNmzKA0evToAUl/PSuNHDnSTxcsWOAWLVrktyPz5s3L5tyA/NiyZcv8+w6ARqg3RUGNbg3lDersZjp33e6ywAa9RW+4Tbnooov8Hxt55s49OZsbbPnyu7M5VI3Ao87AY+eTTvLbAABU44mtgTiBR+fjVgsAACgNgQcAACgNgQcAACgNgQcAACgNgQcAACgNgQcAACgNj9O24HHaTQU/AMZ7PACgfm/MmJHNDcbjtN2BHg8AAFAaAg8AAFAabrWUcKvloIMOypZc//zDDz/sXnvtNT+/zz77uG233datW7fObf08fN573/teN2nSJLd+/Xr3zDPP+Dz9eJh+gVU/Pva///u/Pk+/Mvrud7/b/+y6/fKpfglVvyvyxhtv+B8uE52TfktElKcyUZ7KtK62IVpX29A+tC/RPrQvHYuOSXQsOiYds45ddMw6dp2bzlF0bjpHWbVqlZ/G7LqE5eSRJ+T1Vt5+8+f7aQq3WroDgUcJgccRRxyRLQEA8uhHC3fMfpQwhcCjOxB4lBR46AevAAD5XnzxRTfh6KOzpcEIPLoDYzwAAEBpCDwAAEBpCDwAAEBpCDzQ8TT+x8YAoT214jPq1M+5U48bGC4EHm0g9aXUrV9Wdl6tPLe+vtaPjx6O46wl3Fdqv0XHkyqzvDClpPKL1ikqy1P0GbVqO+2qE48ZGE4EHhXTl278xWR5So18KRdp1XZCzWzTzquVUtdwqIbjOIei6N9EUZnlW6pHuD2lcJtFZUVsvZRGtgOg8xF4VKjoy9jUKkfnXyP9O7CGN5zPU3S+jV6LWvtqlXr+nZd1LACqReBREX3Jxl/GYaMTzocsPywLlxspq4etE66bNy+2HJfbci2p+mFemOpVtF5efi1564V5eeUx/TuwfwvhvBRtr6jMWH5eWfxvsBVS+6qHjqXede2cwhTLKwvzisprlZlwOS4DMBiBRwX0xZT6wg8bnXDe2HqW7AvO6oXlYZmVh/P1iPdnwuVUWdG0SNH5pVI98s5B8vZXS9F6WpawTiheNlY/ng+3Ec5LUZmxfKXwOIdT6jjqlXec4TURm9fUUrie1U+VaVnCOiZeL5S3TasXlluZSeUBvYrAowLD9SVkX4CtYsdpx1rv9sPz07SR47L92foS5oWpGa2+RnnK2k+RomPQ9WuHY4zlHZfyGv3M7d9J3npF+7F1GrlGRXW1vUa2BXQzAo+K2Bdcu9Nxlnmstj9LqTxL3cKurabh/FDV2kar9zdUOoZWfq7N/nux+u1wTYBuROBRoaq+3OrdZ1iv1rHGZVZf02bVe5yNGI5tDpVdI03D+eFk+yprf7UM9d9KLfV+7mE9HU87/nsBOh2BR8XiLzeb1zT+0rO6luyL2urlTSVc19arh62TWq+ZbVr9eF7C7Sk1cpx5irZZVGZ58bzUWs+mNh9K5dVStM2isqLjNLZOuG7Reo1ss15526lH3rEUHaeWbWrzIctXqmebmi+aAhiIwKMNxF9uYYqlyuK8eNmk8oqE28lbr6gsJdxeat28/KEo2mZeWZhfqzwU5sdlksqTMD+uY9uyFCoqk6IyySvPy5eismY0sp24MS86lryyML+RMkmVxXnxMgEIMBCBB1pKX7KW7IsXvWW4PvdUY94JjXp43AAIPNBi9iXLFy2GE//OgM5F4AEAAEpD4AFgkLxbGPXc2ghvg6QSqhd+DvHnE5blqacOkIfAo8116n/wer+8+AKrrZ7r1OrrqFsY4Tab2b7dBmnmtoidc5iK1FOnKo0cf5jK1OhnpHplHyO6B4FHG8j7D6z81BdBWV9Mze4j77hT8uqVdY6doJ5rORwNQbxf234jn014XJrWcy4p9V6DdtQJx26fad7nGpaH9fLygSIEHhXTf9RGvnSsvlKr/pPnbaeV+2hU1V/EUva5V3Wta9Fx2b85CedDqmfnEJ6L6to2mtHsesMhPK9WK+M848/I5rVvSylhea0E1ELgUSH9p8/7j1pUZsr4T6592JdTPeo5bgyPRj+rPNqGJan381Q9qxuuY/8mmjm2evfdLYb7fLV920c4H3/mReI6zXyu6G0EHhXRf9ZGvmTCL4VwPmT5YVm43EhZSMeZV9Zqdhyp/aXKwry4zOSVhXn1zIsthymWKguXGymrQtggiR1TfIy2nMfq2L8fm9ZarxXC/aT2aXlhftFy3nzI8lNl7cw+7zDl0bnF5VrutHNGtQg8KpD6zxvK+89teeG8sXUs2ReB1QvLwzIrD+dTwvVawY4nFB5jrbLwHGwal0neeqJlCetI3ryE+TatZ39WPywPy6w8nA+F9csWH59NbT4lPM9QrfWaYfsK2XLqOMI8JbuuYR0Jl61uPG/ytmlSea2gbTa7XVvPthGnmPJS55GXD+Qh8KhAFf9Jtc+hsC+XVmnmGqi+pXrZMRet18rzkqLjbHZf2larj7PVwnNOXfdwvpW0r7ztlnnN7PxSx6K8dvj8wuOz49E0nrflUFjHthGeV2odIIXAoyLhf952F3651DKc56Vth6ledvyNrDMU4TGWtU9p5HNqVGrb8eecOt8wL1Vey3D9WxoOdn7NnKdp9Hwb3U/q2MJ9ar6eY9A2VK/Z80RvI/CokP3nDVX9n7ndjidPfJx5WnX89e4vVvZ6wyG+hql/tymqYym1XK9G67dKrf0WlTdzzM2u08r/n9pWPduz/TZzzACBR8Ua+c9r9TSN17HtWLIvD6uXN5VwXVtP4uV62fYaFR6HrW/TuCw+rryyom2GU5sPhevaNlP1xPLj/cXr5U0ltb96NbNOEdte3naVV2t/VsfqxcuN0HE0wuprGq+r/Vu+Ung8YZnla96kyiXMj8vqoXWa0eh+hio+v/C8gXoReLQB+08c/odOUVmYYqmyOC9eNnl5zap33fgLy44jTCaVZ+otC+uk8mJxWbgcTlN1ivLiZZPKq+dLPV5nKMJ/h5pqOS/FUnnNsOsQplrCfddat56yeN6k8sTy47J6rkm4bmobrRQej+a1L8vT1FLI8lLHZnmp9YAUAo82Ev+H7napL7FG2RddN3/hteI6NSLel+0/lWJF+cMpb7/toN2OLTyecBqnUCovVk8dQAg80NHsy44vPADoDAQeAACgNAQeFbH7oUUJrZO6no1c4/BziVMt9dQBgF5B4FGR8BaB3SZI5ZWp3oZ0uFS9/5AdS3g84edS9BmF69r6qbxYXCeVAKDTEXhggEYDnlY2ho3uu1GNNOBhgNEorROun1rOE9aP03BKXZN6rxUANILAA4VqNTzD3SC2UqoBb6RhDRvicD5k+XG9vOUi9dRpBe0ndV3serXqOMo6HwDtjcCjA+kLnC/x+lkjmtJIw2oNcTwfStUJU5jfSs3+myi6NqbVxwqgtxF4VMAaiTAV5Vch3H/qWCyvKD9VLkVlVVDDGh+LLQ/lGO0cw9ROdDxxUBEeZ94xW35YFi43Ugag9xB4VEBf9nEqyo8VlTVLjUG4zXAfqf2l8iRcx6ZhQ2P7sRQ3Qqm8kMqKymO2P1vHlmuxOmHdcN/hfB6tG6fh0uj2865DuJ3UNm09S3YNrF5YHpZZeTgPoDcReMALG4rhpv1YiimvlQ1TvduqVU/lllLLKeF5WqqX6mrbjazTiOHadtH1AAAh8OhAjTZi7cYabEuNaLZh03rWmDfDrrld93g5Zudm+4uXU4rKpKi86FjyaHuNrgMAQ0XggboNRyPV6DZVv1YDnWLrNbM/0bqWUsshWydcN9xvrWNQeWq7UmvdRsXHVpYq9gmgPRB4dKC8Bm84WMMUN4aWl5pPsfxwe0qNnkcz5x3ux/Zv83nqqdMI244di20/Fh5rI7ROs8caH4/Naxofp9W1ZPu0enlTCddt9lgBdD4Cj4rZF3G7SB2LGom4obC8MIX5Nm9TmxdbDvNkOK5DqpHTsl33MIXC40vVi5eNlm291H7yWLmta+JtDJdwv5oPUyxVFufFyyaVB6C3EHhULO8LugpVH8dw7D9ve7avMOVJ1Q1TKLUcJ8sPhWUxKyuqAwCdgsADAACUhsADAACUhsADAACUhsADuYZ7QGM3asU168br3qpz6rbrAvQiAo8uYV/srfxiHo6BjMNxnLWE+4r3W3Q8qbIwL0ym6JqF9Wpp5bVvZL+hZtdLaeR88var/NR2lN/KY81Txj6AXkDg0Yaa+YLTF3IrGyvJ+6IfiuE4zmbZ+VkKr3temeZtailUdM2UH+6jLHnHU0uz6w1F0fVLCT+nVl3bvO20ch9ALyPwQK4qGp5WUiNhDUU432rhdap1zWi88um65F2/ojJTq7wV+PyAoSPwqIi+vMIU5sXzYstxuS3Xkqof5oWpXkXr5eXXkrdemJdXHlMjYY1RON9Kqf3W0kzjZeccrhfmxWVSKz+eN5YX55tUebgcl9VD9Rv5fOrZn+WHZeFyI2WhZj4/AL9B4FEBfWlZQxh+2YbLqbKiaZF4f/alGeaFqR555yB5+6ulaD0tS1gnFC8bqx/PD5W2FR5fo3QcqfVTx2h5lmw9q5cqE8uLWV643XrWk1rHkrdNSeWJrZMnVW77iOdNeBxKtl+rF5aHZVYezqeE6wFoDIFHBexLK/4yrCX8stO03vXE9mfrS5gXpmY0cixDUdZ+atFxDOVYdJ1T6yuv2c+gUcNxLYu22Q7nbIZ67nnnAqA2Ao+K6EurzC9c25+lVJ6lbmHXVtNwvpWauV46hm66zq2g69Hqz2a48PkBQ0PgUYHwC7bWF25cZvWH8sVXtL9mDcc2h8qukabhfJWG+tl1M12X+N9R1der3Y4H6AYEHhXRF5il+IvMvoAb+ZKz+vG8hNtTasUXZ9E2i8osL56XWuvZ1OZDqbxaivaXV6b5cNqIcDuNKDpOySuzvNR8rWlqXvKOxerkTetl269HuI94naEcZ7iurSfxMoDmEHhUQF9eYUopKksJt5daNy9/KIq2mVcW5tcqD4X5cZmk8iTMz1vPUixVlsqrVyPrhA2hFO03ryzMD8sbWQ7zTSo/zouX4/MpEq5j8ynhPlL1UmVxXrxs8vIADB2BR4fQl7AlvgC7W6rRS7HG3KbtrN5zCvHvHOhOBB4dwr64+TKG4d8EgE5E4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAAEpD4AEAqNTZZ5+dzaEXEHgAACqjoOOmm27KltALCDwAAJUg6OhNIzZu3NiXzbe1ESNG+Onq1av9tBH777+/n951111u7NixbsyYMYPS6NGjB6RRo0b5NHLkSD/d+aST/DYAANV44pZb3A477JAtDTZ37snZ3GDLl9+dzaFqBB4EHgDQEdo58Jg6deqAtN9++7lJkya5j3zkI77c2rB28Tu/8ztun3328dOJEyf6vJdeesk9+eST7uGHH/bT4ULgQeABAB2h6sBDbYkFE+9+97t9gHH44Ye7vr7azWi7BB7bbLONO+qoo9zBBx/sDjvsMPf+97+//5q++OKLbt26dVuv1XL34x//2LeZW7Zs8WWtROBB4AEAHaHKwCMvuFDb1CmBh4KO2bNnu4997GNuzpw5Pu/f//3f3X/8x3/4+Q9/+MP9PTS33nqr++d//me3dOnSlgcfDC4FAKAHqKfDgg79Ef+e97zH99hcdtllPmleeSpTHdXVOq1G4AEAQJfTWA7dXrGgQ0HG448/npX+hvJUZsGH1tG6rUTgAQBAl9NA0iOPPNLPH3/88W7jxo1+PkVlqiMaB6J1W4kxHnWO8ViwYIFbtGiR347Mmzcvm3MD8mPLli1zZ511VrYEAKhl1apV2dxAGt/BGI/m/Nmf/Zm76qqr3EMPPeR7NOpxzz33+KdzLrroIvf1r389yx06ejwAAKhBgUMqFZWFqWp6ZFZBmw0krYfqah173LZVCDwAAKhBvRqpVFQWJvwGt1pKuNUCAKjfQQcdlM0NxK2W5rXTrRYCjxICjyOOOCJbAgDUohdZpRB4NE+PxX7mM5/xg0X1yGzqiZaQXo72i1/8wt13333uC1/4gm8/W4VbLQAAdDm9Bl1BhHzve9/zb2DNozLVEa2jdVuJwAMAgC6n317Ra9D1RlLdBdBtFPVqxJSnMtVRXa3T6t9tIfAAAKAH6HaJXoNuwYdupSjIsDeXal55FnSobitvsRgCjzay/R13uHecc47b7dBDfdL8hK0fPgCgWhqjccABB/iBmZ/73Ofc4sWL/e+cdBL95op+e+Uf/uEf/LgN3UbR4NFLL73UJ83bmA7VGY7faREGl7bB4NJRzz3ndvrLv3Qjtn7AG88+223Z+o9btvnP/3S/dfPNfv7ZhQvdmzvu6OfRfW6//Xb3rne9q380v16gtHLlSjd//ny/XMtrr73mbt76b+XEE0901113nfu93/s9d+yxx/oybfv888/38/oi0VsIVfe0005zGzZscOeee677n//5H3fyySe7v/mbv3Hbbrutr2v0FsNrrrnGXXDBBYX3hYEUPRFRRE9axNpxcGktukURJn4WPx89Hm1AQcev99zTPf2d77jNM2e6t8aP90nzzyxZ4l773d91O513XlYb3U5BhAZ2feUrX3Hvfe97+5MCiFoUNCh4UCDx2GOPZblvBxzXXntttjTQCSec4AOdnXfeOctpnIKT87b+G7V96ljtuHU8OieVqY7qAt1GT4moB0Q9IbptoVeOq3dEAUe7BR2iwEJ/jOsx2b/927/1SfPKG86gQwg8KqbbK+rp2PDpT7u+UaN83uQvfclNvuIKP6+8F7O/ViduDUzQXdTgq3FWj4R+rvpP//RP3Xe2fs7q5lSgsG7dOl/nmGOOcfvuu++ABj1M+stFgYp6TDSvLxD1ZITBhzz66KO+V8TqauBYSEGBjiHcturpeDQN81XPgohvf/vb7owzznDTpk3zx/jAAw/4v5p0/PoC1rzKVEd10VvUq5FK6E0EHhXbbmvgodsrFnTIK0cc4V6Jfor4/848042/555sCd1Cjbka50996lO+V0IBwebNm/sfX1MDr1si6ilQw63bJ6qfShdffLH713/91/7lO7b+29I6oqBGwc0ee+zhvvvd7/r9KaDRL0+G1DX8zW9+c8B2VVcsELKkeqqv4Obll1/u/yEp/bWkYMNu2egclUR1VDcOiNB9dIvFbrPYfJjQuwg8KrbNf/93/5gOs/3WvxiVQqqjMR/oPuo1UBCg4ECNvAINjcFQoKC3Dcp/b/13MhRFt1qK6LjGjx/vx3+8+uqryYBB9+O33377/kBD94x1q0i3V2Kqo7p59/ABdD8CD6BiDz74oJs+fboPDi655BIfeKjxVq/CX//1X/ueC9HtFg2ujm+FKGlA6eTJk2s26BqwGt6W0T7zKMhQD8rRRx/tlzVI7s477xw0RuOXv/ylP14za9YsP9V+UuNSVFfroPulbq8oobcReFRsy7771tWToTqqi+6iRnzt2rV+FLzo1oh6OdTbEQYWWtYjfHpCy26FqAdDgYPm9fSLnoqp1aDPmDHD38a58sor/VS9LCkKOhYuXOjOOeec/p4MTRWE6LG7MPjQrRXt26jeFVdc4XtLbrvtNh8whT0lqjvcg9fQ/rjd0rsIPCq2+fDD/SOzI958M8tJU51XP/ShbAndQo+zzpw5040bNy7LeVs8nqKe2yR6zFBPs8S3ONTI2xgPUcChxl+3c1I9JAoYLr/8ch/oxI/PKjDSeJNPfvKT/cFEXg+GjRdRIKWeEhP3kKA30fvRuwg8KrZpzhw/nbT1r0vz3NVX+2R22FqmwOSlM87IctAt1JDvvffe2dLQvPOd7/TTp556yk91+0VBhNgYDwUaerLlgx/8oM/X/LPPPts/gFTr6vaKbsXo3R3qbdEtmfCpFgURn/3sZ93nP//5/uDDejAU9HzpS18a0MMRo7cD6G0EHm1ALwfb9sEH3S6nnOLGr1jhRm1tHJQ0r7xxP/yh+9XWRiR88gXdLXWrJUU9GSrX7QwFDR/96Ef9Y7QKOJ555hk3ZcoUP1Ud0W0dPf1iy3pmf6eddvI9E7pdo0BI40rUW6HbJept0bY0uFRTu62jenpfgaZ6zFdPqijo0G0W3Z5Rj4kdux6tPfPMM/3+VEd1tQ66X/wkiyX0NgKPNqA3kurlYXqEduLWvyzftbXxUJq4ZInbvHWqMt5a2lvybrWo8bcGXazcHp1Vr4RubSgg0QvB3nzzTf8UiXo0FLxojIetowBCPRdDpf1qH/YIcPxIrgIYGyeiOqqrddDdwsGkqYTexSvT2+CV6UCn02BTDTq1942k2IDV1NgRIJT3dFY7vzId9aPHA8CQKZBQUFHUk6Ey1SHoAHqZc/8P8xUq7m5TvucAAAAASUVORK5CYII=
展现您要的格式
页: [1]
查看完整版本: 意见展示问题,有比较简洁的吗?