N16678973605011 发表于 2022-11-30 19:34:24

交叉表能不能将两个表的相同字段做对比?

data:image/png;base64,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:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAgUAAACVCAYAAADIZYlnAAAgAElEQVR4Ae2cC3IiQY+EOctu7CV8IJ/Hp/Fhfu+ehQ3BJCRqVWU14KeSiA69VcXXMl2DZ+Zw9GtI4D//+3/DmANnAmakJ8GMzEgT0BmeIzPSBHSGmqODbtE3Q8HrS+b6zs3oymKkmdGIzNW/yuhwOBxxXauPJ1/YEeNXtjl2j/7sfnv2UDGq9lP59qwzyt3Td0/uaL17/BUj7qP2NYqP/Nz7t+iS0W95I9+xzxG8PCDZ/sq9VmvDB/mZ+zEjTbditPfejPJH/thVFat8/A5UnHOfqY8YxX74qtbkOHTkhV29kAcZOdBZci37s855n6WPGOX1Ym/5lfc7s7mWe7HOOSN9b/6ozx5/xQj12A8k/FlW8cqX636LPWMU72E7Pb/lnX3BPkfw8oBk+wQ2fZhFzuh65K2M1kbPKo7YM6QZaYoVI74veS5GHbkmcrINH/qhD+exjniWKzm55lFbMVL9sWdI5Ge78iMH8t4c1H2WVIywf5bQqz3NYsjnHNYRZxnxlYtrnq1XjGKNvPdsq33szVf9vjM+YoQ9+VAAEoUcwcsDku2i1WYoq5y9vtG64edrb989+V/NiN/XSOf9R071yrVVzrN8FSPe10h/ZH3uGX1gQ6J32KsXaj5DKkZqTX4PyGUfdI5lPXL4lW3E0GsUR96zpWKE/WB/sT58eS8jf5WHfpXM+d9tK0a8v1UGUbMnl9f4iXrFiPd5+1PAEevHDK/6oci+EbZnDxX3g857Ge3j2X4z0kSZEd8jvm/oAh/skLmmsjkfNdlX+av1VuqqnEd8zAh9qveZfcgNWb0X9mWde3E9/Nwbce4x8uW6Z9nMCHuE5L3wHrOO/JnEfrkW/RGbyVy3p3bWdyVWMZrVgQP2yDbXVe+J479JZ0bVvn0oqKj8843g5QHJdtUSOZBVzh5f9MGV6561Ru5b2WZUUbn1VYz4Ho302y5Xi/Ov3rMWsepCXq6FXdXAF7XIQ59nS8Voth72yRL5vG+lcxz1IdEXviov5yD3mXLGiNfn/d2rcx3eQ+VDLEvOZT3nPdseMYo9VFe1PvZb5cNX1f0WX8WI9+5DAdNI+ggehgbp2YafJeewzjn36FWv8PF1T9/VGjPSpDKjfG/4HrI+6nxPDmogH+k9qn3EnxlFL7VXrIe8LHMPxEf+iOcLa7DkPuz/bF0xwr4gYz8zPWK4sHfOhw9yFsNa6DeT6PcZsmK0d53qfVa+vX1/Sr5i5EPB5E6N4OUByXbVMudUdvhWLvSf9UDOZ8uvZHTPe/mJjHCP4/2wDpvfJ+IrEnWcCx9kxEavHMv2qO4Z/mqOsH7I0RVrVzHsCT2Qx36u4zhqIBHj/Kyj72fKGSPsMcv8HrC/FT965fcKG70guSd8Xy0zI+x1JvMeq/dR+XLdb7Ezo7zv8SdEzmxoM7zZUOVYhaoaqspX1Va+2ZroC1nVP8tnRppkZhQVfG9G+qgz51c5EUcOJPIQm/k5J+ehz7MlM0JvrA0JP2T2Zzvy2Kd0xLPEerkf/MiH/Vlyxoj3NtoP+0PnC3vmHPggZzFeH/nfITOje/aMGsif8t6exTMzyn19KMhEyB7B42GJ9GxTi4ta5VS+S8EDSvT9rN55W2aUiWztihHfn5G+7XSdNa7hPPghIxY6X5xf6VxbxT/DlxnxHljnteEPma/IQxw1bFd65UMtJOfMfIg9U2ZG0Tv2gz1B8prs26tzH6yVfWxzf/Z/pZ4ZqT1V8fBlf7a/8j09e63MKPf3oSATIXsELw9ItqnFRV3JuSTvUKJv7s026zvaLqeakUZVMeL7UunswwrZl23khRzFKn/41MW9P0PPjHifs73xXrimYsDxSocvS6wBP2zIkR/xZ0lmFGvmdbMd67IPNUqO9su9qhwVr2qe7WNG0Vu912rPq75n7/2r+mVGeV0fCjIRsit49w5MVUdL7VajX9UTvix3L7BY8JWM8J5XZGwfefmtZDawc96z7BmjvDZsSOwh28/2o1/I0Vqc82ydGeX1s4214Q9ZXZyH3PBlHTZ6cF2lsw+18H2mZEajdfAeWCJ3Za/I4XqlR3/UYa3vkpmR2peK432s5iH/J8vMKO/Vh4JMhOwMbzQYIz+1+vQfmthD3kfl4z09QzcjTTEziorZveEY66OVqpzwVa/sR+2KrPo9y1cxelbvv9LHjPSdNKPHGdWfHLpviwwPmL7NZmRGmoDO8ByZkSagMzxHjzPyoWDAMP7k9D///V+XP9Gt/EmqYw4YDTDafTxu/mdMQ9kS8If5lkn2mFEmsrXNaMskexSjQyT42jKIh52vdQaeoe0MmYmZeAY8A79tBvxNQT5G/bP9TUH9l7fytyH+pmAwQOSODwW/5gTMaM4nomZkRpqAzlBz5EPBgCEfCgYp7d1mtDYC6odwrcvfzjIjfX/NyIw0AZ2h5siHggFDP/AGYMhtRgRjoqofwklpm5AZ6VttRmakCegMNUc+FAwY+oE3AENuMyIYE1X9EE5K24TMSN9qMzIjTUBnqDm6ORTEh3x+Vb6cE/ZqXlU786Ev5Cz3mfuI9fz78jltM5rzQVT9ECKvszQjfffNyIwqAvE5jIvj8IXkl5qjm2wUc7Osc3PoXAdflrlPZeeasFd6Iy/3rPzVGpUvevlQUJG5+szoymKmqR/CWe3vib0fX+nD6XB4Pb7z5t9fLx9ch8PL8e2Dg/5LdLc0aqvHHNXvfdXbjRGej+ADGzL7w1aMLocCbsI6moas/NmXba5nfSWPc0KvLu5Z6blHlVP5os6HgorM1WdGVxYzTf0Qzmp/Tezj7fhKT/qPt5fj4eXteHr2f7wdX+ggcIqlQ0MLRg/eTDPSALszwvMOEsTYVoxOhwIuYB0NR3KUO/Jznz05yIXkPtBzDDZk5LGOupGMXB8KRnTOfjOa80FU/RAi70/J00Hg/G3B6RDwyt8bfBzfXg5HdrVktPOGm5EG1p0RnnGQIMa2YnQ5FEQRF8JmyQtwLvwsUcc+1u+pX6mJNTgPOiTvYaZHvg8FM0JnzmY0ZxRR9UOoO/y+DP6mYHQoeKFvFjoy2ntXzUgT68woP+PC5gv0FKPLrw+iIDdFk5HkBbM+qoF/thZikFzD64z8nIMekKhRMvL9wJtTMqM5H0TVDyHy/o48//2CyzcBp79PwH/H4PxNgQ8F++54vznaxyeyuzJSzzeOK0aXQwEX7b8V+ytW1ss52V5ZlWtYV7WR60PBnJIZzfkgqn4Ikfc35PlAwA/8eF/nv0dw+yeXy6Gh8Yf5nnvea472kLnmdmS08lzjHMWo/PVBNBhdwD+Ksx+5lYw89co52eZ6Xhd6xLmGda6t9Mj1oaAic/WZ0ZXFTFM/hLPa3xVL3xAMNx95/M1B3z/hDREVgT5zVLz5RVc3RqNnWvazrRjJJzM34/sy8iPn0Xj0yT3CztdoPdRCVv1QW8mo86GgInP1mdGVxUxTP4Sz2t8TWz0QbH91EO+xB6PH7qYZaX7dGMVncL5Aif3whVSMbg4F0QQv6FnmOOwsUZf9sFU88nJOttFrlhs1uDhf6VHjQ8GckhnN+SCqfgiR96vlzf9DcP2ZO/+K4HwQwM8h/9oA77kFI7zZO6UZaXBm9Dij0ykAP6xoFzZeMx11I4keleS+VTx8OSfbXFftoerBNTM9+vlQMCN0vj9mNGcUUX9QmZEmoDM8R2akCegMNUfXp3/RCw/aIrR5YOccfoCjz4rkPtwj/NleyZ3VcH3Wo84PvExla6sB21b085iRvudmZEaagM7wHD3OaHoo0O3/boYPBfN7G3yYUeh+1QT8QVVzYa8ZMY1aN6OaC3vNiGnUumLkT/Ka2+aBh4eg5XlkwAHfpvhQMBgk//pgDIYi6oOKUtuqZqRvvRk9zugQEH1tGcTDzlfNIOalYuM52s6RmZiJZ8Az8JtmwN8UDA5W8Sdf/lMw/mRs6W8KBiMzdMcHgl9zAmY05xNRMzIjTUBnqDnyoWDCUMGblP75EA5HfHD682/6zjfoOdLgzMiMNAGd4Tl6nJEPBROGHrAJnH8hMzIjTUBneI7MSBPQGZ6jxxn5UDBh6AGbwPkXMiMz0gR0hufIjDQBneE5epyRPBTga+KQ/IINiVi24b9XPtrvkXoPmL5rZmRGmoDO6DxH+TMqbFxMrjMj5jDTOzN61hzdPOkxiCyrG8Bx6MgLu3ohDzJyoLPkWvZnfZaXY2zv0TsP2ConM9KkzMiMRgTwuYZ42Pxi23PEZGq9K6NnztHNBPIA1sivXuRCIpLtyo8cyHtzZnVVDL5V2XXAVvlEnhlpWmZkRiMC8RmYPwc5l2OeIyZT610ZPXOOHjoU5I3AZolbFz68oENmP2zIqh9iIbkP6znGNSt61wFbYYMcMwKJsTSjMRtEOjLCZxUkWLDkWEdGzGJF78gIMwJZceKYYnR9Ug++zo9mfPGCvBD87Mt67oM4/OgBWflHvqhBP9SPfByf6QrerLZLzIz0nTYjM6oI4PMKknOqzznPEROq9Y6MMD+QTOaeOdocCrjhSMdCLJHLG1M6x1EfEn3hq/I4B3FI1KEX23v0jgO2h0/kmpEmZkZmlAnwZxXrszzPUaaztbsx4tlhPZPhmGJ096EgFsVCkOxb0aMuX/nN5D4qXu2FfVX9yKfgjeo6+c1I320zMqNMIH/ujT6j2O85yhS3djdGnzFH5aGgWgi+uA3QWeL2hA+vrOd8xLMcrZHrR+tkP/rDvyq7DdgqF84zI6ZR62ZUc2FvZ0b8+cR68GG7MyOelZnemRHPCut75+j6BKcBzA1xE7I/23lxjlc6fFlivdwPfuRXNsegQyJ/VXYeMDNaJaDzPEdmNCOQP5/CxsV1niOmUeudGT1rji6HAm7IOqOHP2S+Ig9x1LBd6ZUPtZCcM/JFDq5ZDmKrsvOAmdEqAZ3nOTIjTUBneI7MSBPQGWqOhocCPGSz5CUjxq+ZzTHoI4meiMOGzP5sR172ZRu9ZlLBm9V2iZmRvtNmZEaagM7wHJmRJqAz1Bydnur5gZltLAN/yOriPOSGL+uw0YPrKp19qIUvZPZlG7kjP+JZKng5v6NtRvqum5EZaQI6w3NkRpqAzlBzdPtHfd2vVYaC1wrG4M2a0QAMuc2IYAxUMxqAIbcZEYyBakYDMORWjHwoIFhZVfByfkfbjPRdNyMz0gR0hufIjDQBnaHm6BAJvszAM+AZ8Ax4BjwDngF/UzA5WMUPiF9zAmY05xNRMzIjTUBneI7MSBPQGWqOfCiYMFTwJqVtQmakb7UZmZEmoDM8R2akCegMNUc+FEwYKniT0jYhM9K32ozMSBPQGZ4jM9IEdIaaIx8KJgwVvElpm5AZ6VttRmakCegMz5EZaQI6Q83R5VCQ/w2/squl76mp+rAPPSE5VumreVVt9il4Ob+jbUb6rpuRGWkCOsNzZEYVgXjm4crx6nmo5uhyKIhm3GCkY1FsApL9uRds5I4kerCMXNSzP+tVT9RxLNfNbAVvVtslZkb6Tvdg9H58pQ+nw+Hl+PaR2UTO6/E9u/2XMQsiW1ePOdq+7z2ebozwfAQj2LNnnmJ0euJyA6Vj8ZC8Adi5nvNZRy37ss45uS/sXJPt3CPHZ7aCN6vtEjMjfadbMPp4O77SKeDj7eV4oAPA+yv+NONDgZ6YOqPFHNVvfdnbnRE/7wJatsOnGF0OBSvUsUDI6kIP5MGu5J4c5EKu9EMuZNSwXvXIPgUv53e0zUjf9ZaMPt6OL3QoOFPyNwV6WsYZLedojKOMdGeUn3HZDmiK0ebXB9Gkuqo7gAUhkZNt+FmqnIjnnGxzv9ARhxz5ct3IVvBGdZ38ZqTvdkdG8c3AC31zcKbkQ4GelnFGxzka06gjXRnFM4+fe6BT+RSjzaEAzVhWjbEJyMiHzpL7sB45oxdikMjjvhzL/mxHPeejn5IKnqrvEDcjfZc7MTr/2iA+oKpfE/hQoKdlnNFpjsYU5pHujPJzLttBTzG6eTJXDaLJs/x8O0c9ZzkrNVyf9763XsHLa3W0zUjf9ZaM/OsDPRg7M1rOkRntIpCfcdmOZmqONoeCaFJdeWc5h+PVRjge+j05s5q8H+RCrq7J+1TwOLerbkb6zvdkFN8K5H+B4G8K9LSMM3rO0ZhHFenGiJ9vwUPZkaMY3RwKVpsiDxtgGTpfkVu9UFPF4Ms53Bf6LDdi3IN11M2kgjer7RIzI32nOzCKXxu88r81fH8tfoXgQ4GelnFGhzkav/u1SEdGeBZWz7fKpxjddSjAQlnitsEPu5L35Mxqcgx2SFzVPmY+BW9W2yVmRvpOt2B0+nXB9Wct/52C6z9JPOfkv4TYgpEelWmGGU3xnIJm9Dijm0MBHqTcln2sRw4etpWfe1R6rlnJmdXwXqBjj1XvFZ8HTFMyIzPSBHSG58iMNAGd4Tl6nNHpUMAP0aol4iH5BRsSscoO38qFHiGrPhxnfZSb/VyjdA+YIqR/P6U7/P0Mz5G+x2ZkRpqAzvAcPc7o9imv+7XK8IDp221GZqQJ6AzPkRlpAjrDc/Q4Ix8KJgw9YBM4/0JmZEaagM7wHJmRJqAzPEePMzoERF9m4BnwDHgGPAOeAc+AvymYHKziB8SvOQEzmvOJqBmZkSagMzxHZqQJ6Aw1Rz4UTBgqeJPSNiEz0rfajMxIE9AZniMz0gR0hpojHwomDBW8SWmbkBnpW21GZqQJ6AzPkRlpAjpDzZEPBROGCt6ktE3IjPStNiMz0gR0hufIjDQBnaHm6OZQUP2b/sqnl13P+Oz+6zvZZip424p+HjPS99yMzKgiEJ99uBCHzRIxzxFIjGVHRtWssA86qClG8lAQjaJpfmGhmURNzoE/ZNWb49+pK3jfubefsrYZ6TthRmaUCeTPvWwjn/2eI1AZy26MeD6CSrZBiv2K0c3TngtDry4swpLr4GffSI9cjqH2p0gF76fs8zv3YUaavhmZUSaw8rmXczxHmeLW7sYoz8iWyPYZqxidDgXRmK9oXC1W+VZyuY71UW31xr7Dp+B9x55+2ppmpO+IGZlRJpA/B3M87JzjOaoo3fq6McozckvjbOUcxWj6TUFeIDdHvPKzDzok6kJWPo5/p67gfefefsraZqTvhBmZUSYQn3t8VfHs8xxlIlu7GyOeoepZWvkUIx8KtnN18Sh4l8TGihnpm29GZpQJ5A9rZUe95yhT3NrdGKm5yfGVOdocCtAkZHVtb0P9p330iXylc7zq/12+bgN2D2cz0tTMyIwygfyZxzbrXOc5Yhq13o1RnhW2WWdaitHm7xSguGpY+SIf/pC40IfjIx31XPMTdAXvJ+zxu/dgRvoOmJEZZQL5M49t1rnOc8Q0ar0bozwrbLPOtBSjzTcFKB41RJylyuV4pbOP+363ruB99/5+wvpmpO+CGZlRRSA+93BxfPR56DliSrXekRFmKM9NtkFMMfqyQwE2jo3lDWcbed8pFbzv3NtPWduM9J0wIzPSBHSG58iMNAGdoeboyw4Feav5EJDtnP8dtoL3HXv6aWuakb4jZmRGmoDO8ByZkSagM9QcXQ4F8VDGgxly1B65KzJ65H7ZxjojP+JfLRW8r97PT1zPjPRdMSMz0gR0hufIjDQBnaHm6HIo0K36ZSh4/Yhs37EZbZlkjxllIlvbjLZMsseMMpGtbUZbJtmjGPlQkImRreBRalvVjPStNyMz0gR0hufIjDQBnaHm6BAJvszAM+AZ8Ax4BjwDngF/UzA5WMUPiF9zAmY05xNRMzIjTUBneI7MSBPQGWqOfCiYMFTwJqVtQmakb7UZmZEmoDM8R2akCegMNUc+FEwYKniT0jYhM9K32ozMSBPQGZ4jM9IEdIaaIx8KJgwVvElpm5AZ6VttRmakCegMz5EZaQI6Q83RzaHgnv8nINdkG1us/JUP+Swjb3RxXuirPXNdZSt4VU03nxnpO25GZqQJ6AzPkRlVBPjZyPGRX83R8FDADaFjQdgrclQT/qo++2Fzn5Ge+6GW/ahdkQreSo+/nmNG+g73YPR+fL05vL8e3xnN++vNz/vrTdB/GZNRjfQeczR692v+bozi2cYv2JCIsa0YXTpyERpB7olVueyDDhlrsF6tyfGRjros9+ZzvYLHuV11M9J3vgWjj7fj69vHBcbH28vx8PJ2PHk+3o4vh5fjJZxt/wuNC7eZ0mKOZgAWYt0Z4XkHCWRsK0anQwEXsB4Nsw1f+Feue/JREzJes3X+pWz2iX1Dog/yV6SCt9Ljr+eYkb7DLRmdHvz/vi04fUvA3xx8HN9eDkf+tqAlIz06NxlmdIOjNLozwvMOEpDYVowuh4Io4sJoBhuyWgC+SqIOssphH+ft1aMPaiBHPl5zpit4s9ouMTPSd7ojo5tvCo7nQ8Dlm4M4JOBbhH/4OjLSk3ObYUa3PCqrMyN+7gWbsHExK8Xo8usDNEFxtQBikFiwkshhWeXBN8oLf+TgVenoMZK5B3opqeCp+g5xM9J3uR+j898v4G8CzoeEl+PLvw8qjgXBfoz03OQMM8pEtnZXRvxcDCozWzG6PG25CeuMPfuzjdxn+LlH6KMLa45k7jPKq/wKXlXTzWdG+o73YnQ+ELxc/gLB8XjcfDOwPTT0YqRnpsowo4rKra8jI37GgUb2sa0YbX59gOKQ+cKCkDnONnJYcjzrnBd6xKvXzF/15HzWq97Zp+Dl/I62Gem73ofR9mEfdE7fEqSvBt5fD0c+OPRhpOdllGFGIzJXfzdGo2da9rOtGNVP3ivj4cOZUpZV3pgq4tzQRxf6cH74YEOyDzVKKniqvkPcjPRd7sGoPhCc6Gz+tcE2twcjPSuzDDOa0TnHujGqnougxDH4QipGN4cCNOEG/FDNfuSPJOeHPsqDn/MrH3pwHvTI5xds9IHNOUpX8FR9h7gZ6bvcglH6fwjwc3f5giDFL/5/+Fow0qMyzTCjKZ5T0IweZ3R6kuIHuGo3epiO/OhRxStflR95o9yZH3WQ0XuUj3Vn0gM2o3OOmZEZaQI6w3NkRpqAzvAcPc7o9o/X//rhoVpJLFnFsg+5kDmebeSxzDnZRm74+QUbkmOrugdMkzIjM9IEdIbnyIw0AZ3hOXqc0e2TVPdrleEB07fbjMxIE9AZniMz0gR0hufocUY+FEwYesAmcP6FzMiMNAGd4TkyI01AZ3iOHmd0CIi+zMAz4BnwDHgGPAOeAX9TMDlYxQ+IX3MCZjTnE1EzMiNNQGd4jsxIE9AZao58KJgwVPAmpW1CZqRvtRmZkSagMzxHZqQJ6Aw1Rz4UTBgqeJPSNiEz0rfajMxIE9AZniMz0gR0hpojHwomDBW8SWmbkBnpW21GZqQJ6AzPkRlpAjpDzdHNoYD/TT/r1TI5nu1ZTc7N9qy2ioVv1GPkH/Vhv4LHuV11M9J33ozMSBPQGR3nKD6/cTEh+PLnuxldKd3L6O5DQSzNN4Q3wPp1i9d8rst9OD/ruW4lrmpyD7Y7Dhi//xXdjDQlMzIjTUBndJuj/NkNGxLE2Daj8yOdmQQnthWjUwcUQKJJ2PnCjWCZ6xBb8WMt1EDmdUc28keS9zDKGfkVvFFdJ78Z6bttRmakCeiMbnOUP7thQ1bEzKg+FDArxehyKAjQfEUTwM8SC8Cf7ezPvSJeXejD+ewb6bNeOTbqUfkVvKqmm8+M9B03IzPSBHRGtzmKz25+wYbkGHQzeuKhIKBm2LArCR/q2M6+iHGcdeSG5NdKDueP9NxnlFf5uw1YxUD5zEgR8v9ToAmZkRnVBOLzGxcyYEPCH7Lj5xE4hMSLfexfYXTtsuNQgIX3SN4Y69Ej2ys+rhnpoz6r++44YKtskGdGIDGWZjRmg4gZgcRYdmPEn+tBBTYkSLFtRvU3BXsYbQ4FKIYc3YyIqws3jXtkvbLZV+2D46HHC3ksq/39S18S3QZsCUpKMqMEpDDNqICSXGaUgBRmN0b4LAcK2JDZH7YZPelQwA/PDJpvwEiPGo6NbF5npOf1uRevwXqVk+OcgzWU7DZgikcVN6OKyq3PjG55VJYZVVRufd0Y5c9w2JCgw7YZPelQkOEy5BU96jlvxcaaI8n9WK96owfnsV7F4ZvJbgM2YzGKmdGIzNVvRlcWI82MRmSu/o6M4nMc15XE+XlT+c3oSgl8QvJLMbrJzsXKxkLICwkdMUj2sx7xbGdfjmeb10AMErHck/0jXcEb1XXym5G+22ZkRpqAzvAcmZEmoDPUHA0PBSsP1cgZ5WU/bMi89ezPNvIrf/iyH74s0WdFKngrPf56jhnpO2xGZqQJ6AzPkRlpAjpDzVF5KBg9YLEcHrSwR5L7rNQgnyXqRnJlbeSgL2wlFTxV3yFuRvoum5EZaQI6w3NkRpqAzlBzdHMo0O16ZSh4vWjU79aMai7sNSOmUetmVHNhrxkxjVo3o5oLexUjHwqYVtIVvJTe0jQjfdvNyIw0AZ3hOTIjTUBnqDk6RIIvM/AMeAY8A54Bz4BnwN8UTA5W8QPi15yAGc35RNSMzEgT0BmeIzPSBHSGmiMfCiYMFbxJaZuQGelbbUZmpAnoDM+RGWkCOkPNkQ8FE4YK3qS0TciM9K02IzPSBHSG58iMNAGdoebIh4IJQwVvUtomZEb6VpuRGWkCOsNzZEaagM5QczQ8FOz5N/0ruTkn2/xWOBb67OK60Lk2x/baCt7efn8x34z0XTUjM9IEdIbnyIwygerZWOWwT83Rlx0KYlP8wK7eTI7nmsrGm636IZ9jyF+RCt5Kj7+eY0b6Dvdg9HF8e9ke4F/fE5/31+Ph8HrM7h6MEoudphlpYN0Y8TOzooNnH8cUoy89FGBj/EZGuspFXEnVf1av4M1qu8TMSN/pHozOh4LNIYDxfLwdX07f/PlQwFhW9R5ztEqjzuvGiJ9vFZGI5xzF6K5DARZSMm8ybw42ZM4PG7GQ+eJ85MEHG5J7IUdJBU/Vd4ibkb7LPRipQ8H78fXwcnz7COlDgdP+AvkAAAKTSURBVJ6abUaPOdq+7z2eboxWnon8DAyWitFdh4J8k/KiEWcfNo66bCMfNZDws+Qe0CFRB8l17EO+kgqequ8QNyN9l3sw2v764PqtAR8YfCjQE1Nn9Jij+r2versxys81tqFDgqFiVB4K0AQSzUayyqt8o/rKj3qWofOFOvZVeuSFf+9Lwdvb7y/mm5G+qy0Znf7uQHwzcDy+vx6OL6GcXj4U6ImpM1rOUY1i6O3OCM85yADFetiKUfmkRBPI4R34F6jysi9sdVXroA8kcrINf5acx3rOq2wFr6rp5jMjfcd7MsK3A9tvEOLn8HD6VcKVXU9G1/e/opmRptSdEZ5x55+x22cu6ClGm0MBmqJBtuGHHMWzf6+d+0d9vpATMsewHiRyuEbpCp6q7xA3I32XezKKbwQOx+uvEMDJ3xSAxF7Zc472UerGiJ9vQSrblU8x+jWHAoxG9aarN448yCoHPUdSwRvVdfKbkb7bLRjFrwvoBPDx9nI8vLwd8UuDKyUfCq4s9mkt5mgfkk12R0bxjMO1AVIcFBSjm0MBP0C5+V5/1I5qOLbyRtBnJLFPxLONNXIceTOp4M1qu8TMSN/pFowu/9wQH1Dbf2FwJuVDgZ6YOqPFHNVvfdlrRhqVYnQ5FKiHZo5nO2+liodvxc85uSbHsC7yWEaM85G7KhW81T5/Oc+M9N01IzPSBHSG58iMNAGdoebodChYfXAiDzIvH35cHKt8HIee+1Z29qnaUT7qZlLBm9V2iZmRvtNmZEaagM7wHJmRJqAz1BxdvinQrfplKHj9iGzfsRltmWSPGWUiW9uMtkyyx4wyka1tRlsm2aMY+VCQiZGt4FFqW9WM9K03IzPSBHSG58iMNAGdoebo/wEcSgbn4fPbCQAAAABJRU5ErkJggg==
左边的表是在册人数,右边的是定员人数。都是做交叉表生成的。左右分别从两个基础表生成,交叉表只能对一个表进行交叉定义,怎样才能把两个表加在一起做对比呢?
也就是说能不能交叉表的横向行标题能不能定义两个?

页: [1]
查看完整版本: 交叉表能不能将两个表的相同字段做对比?