• 
  不同货主下的信息合并显示

  请教各位， 在查询条件处如何设置能让不同的货主下的信息同时显示出来。 例如现在我有5个货主，分别为1,2,3,4,5， 如何设置查询条件，让我在查询的时候，能把1,2,3货主合并显示为6, 把4,5货主合并显示为7，查询条件选择就变成6和7，这样我选择6的时候会查询出1，2，3货主下面的所有信息，同理选择7的时候查询出4,5货主下面所有的信息。 以上该如何实现，大神麻烦解答一下，非常感谢了。

  683个浏览 3个回答 FineReport 2016年06月15日发布
• 
  定时刷新问题

  如何定时刷新报表，报表里没有参数，但是有3页，想实现从第一页开始定时刷新直到第三页然后返回第一页从头开始再一轮刷新，并且数据也要随时更新。希望大神解答一下。

  2230个浏览 4个回答 FineReport 2015年12月24日发布
• 
  如何让特定行标亮显示

  想要实现如下功能： 同一订单内的同一物料里面不同批次的最旧批次标记颜色 订单号 物料 批次 1 0000149694 0611167 20160318 2 0000149694 0611167 20160312 3 0000149694 0611167 20160317 4 0000149695 0523075 20160307 5 0000149695 0523075 20160309 如上，想在报表里让第2条和第4条加亮显示，该如何实现，请教各位大神。

  742个浏览 13个回答 FineReport 2016年03月30日发布
• 
  关于报表分页的问题

  各位大神，如图所示，我想实现在两个不同的供应商编号之间添加一个空白页，以区分不同的供应商。非常感谢。 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ywgwFoAKw2Wddd/L5pKCkYCFlZgs5h31M6d6tgXe1FcE3HaJOFIUL2QCI4u4scCUBTYLSpLPxhtcm6NDEf47ZBtg7laSvLivtLmbZvCoK7IFwdArSJUiF6nCtFkCbQbGhtqpQkVJvSckdjiJMlW/WwqjDtyzfrdlPWc++IW4TcvipGr702yZoZLk2uFhVGtaTj2g40DFqbqqIL06ZWq95l1UJjvcFWDMuKedOs1+v3eoNbWcVo46Z73Ulh79EiqVn61lClvgG9lDbVdpJSA7AlYa7p8qy4qCrVhL26Kvc59QallCT7vf+wazpjm5GnSavVGkyU5vU2oipr+ZMI642nOJyccNdq5L6JOwRgy8O/Tyd/WMC3qrSo+CNNrV1NZVeXbLXXoD7B1MtazN7J0SZe6NYXW5vYfQ55kVcOEe43QZtA0wjTJqPw7OIy731bEuNecFna5CiNrU3V9WQry1Jp3yS47Uy2RlLVy1JrWxhwAcZLE/k+nZl0SBNoFro21Td807zfz7PBZqa+pUQVjXcviNg3+Y+VD5aj8+G1iXrfcO3K2hBa95TkLo7039v/OYru9AHQDFRtyrOW91JfXHBlhZqUt5ZY6is+t8C4Tx2Wuwt7K8F9IcYTA9w0BmDzg+/6AgBiBNoEAIgRaBMAIEagTQCAGIE2AQBiBNoEAIgRaBMAIEagTQCAGOG0Sf1Ao/V5y4Z/2pH8gg6fHO9D80ayQz6eypkz/cLsAMRLsDYl2o8KNFafBr+YYGsTnw3P3PlanvP7M66cmJ3mt/N6Wct6fup+ZnYA4kbWJucnre3fWPK+QdZIdaq+8xemTZR5jfVV4JBf82XORP9qgfBFYwCiI0ybjO+y+T/yXVkbv+jUlBootSFQm2jzCktS6EkcfeH/NwX6f3nAtglsGobaN9W/ccLcfUrzRmlTLR/+rzcRt3g4c3Ljyf0mr3Whx/zGFnFp2JSnBGwdhrjfZF7RCdrUGPLU2uRw/9WToUeauXsviflJKEOwMn8vxF654UegwKYiVJvcn37jr+kaAvn/KfD3h4Y0D/1NXvfCT9Yf3HACmwhFm9ifjaPe027wazL7FhgtB6J5/Vuj6o0l30Z8EnDHCWwihtcm7r9gsm6INO3l2flPFqxcEKkwzY03+W1xUX+T1zopI0zs7ABEzkq0yXjcv+G71j+DGyf03WdWo1lzJ2vUb/JSvwNMfeTMfq1o+sYWbD7wnRUAQIxAmwAAMQJtAgDECLQJABAj0CYAQIxErU3Ve07VofMoN8qfoZrH//CDP5A08O2FgUIspidcpGqAqnucjRyp7Hm4J+pAAFSiXjfcoicPyX5SEbhqVAtbKNEQG98TLlI1QNU9zkaOVPY83BN1IAAqUa8bbtGTh2Q/qQhcNaqFLZRoiI3vCRepGqDqHmcjRyp7Hu6JOhAAlajXDbfoyUOyn1QErhrVwhZKNMTG94SLVA1QdY+zkSOVPQ/3RB0IgErU64Zb9OQh2U8qAleNamELJRpi43vCRaoGqLrH2ciRyp6He6IOBEAl6nXDLXrykOwnFYGrRrWwhRINsfE94SJVA1Td42zkSGXPwz1RBwKgEvW64RY9eUj2k4rAVaNa2EKJhtj4nnCRqgGq7nE2cqSy5+GeqAMBUIl63XCLnjwk+0lF4KpRLWyhRENsfE+4SNUAVfc4GzlS2fNwT9SBAKhEvW64RU8ekv2kInDVqBa2UKIhNr4nXKRqgKp7nI0cqex5uCfqQABUol433KInD8l+UhG4alQLWyjREBvfEy5SNUDVPc5GjlT2PNwTdSAAKlGvG27Rk4dkP6kIXDWqhS2UaIiN7wkXqRqg6h5nI0cqex7uiToQAJWo1w236MlDsp9UBK4a1cIWSjTExveEi1QNUHWPs5EjlT0P90QdCIBK1OuGW/TkIdlPKgJXjWphCyUaYuN7wkWqBqi6x9nIkcqeh3uiDgRAJep1wy168pDsJxWBq0a1sIUSDbHxPeEiVQNU3eNs5Ehlz8M9UQcCoBL1uuEWPXlI9pOKwFWjWthCiYbY+J5wkaoBqu5xNnKksufhnqgDAVCJet1wi548JPtJReCqUS1soURDbHxPuEjVAFX3OBs5UtnzcE/UgQCoRL1uuEVPHpL9pCJw1agWtlCiITa+J1ykaoCqe5yNHKnsebgn6kAAVKJeN9yiJw/JflIRuGpUC1so0RAb3xMuUjVA1T3ORo5U9jzcE3UgACpRrxtu0ZOHZD+pCFw1qoUtlGiIje8JF6kaoOoeZyNHKnse7ok6EACVqNcNt+jJQ7KfVASuGtXCFko0xMb3hItUDVB1j7ORI5U9D/dEHQiAStTrhlv05CHZTyoCV41qYQslGmLje8JFqgaousfZyJHKnod7og4EQCXqdcMtevKQ7CcVgatGtbCFEg2x8T3hIlUDVN3jbORIZc/DPVEHAqAS9brhFj15SPaTisBVo1rYQomG2PiecJGqAarucTZypLLn4Z6oAwFQiXrdcIuePCT7SUXgqlEtbKFEQ2x8T7hI1QBV9zgbOVLZ83BP1IEAqES9brhFTx6S/aQicNWoFrZQoiE2vidcpGqAqnucjRyp7Hm4J+pAAFSiXjfcoicPyX5SEbhqVAtbKNEQG98TLlI1QNU9zkaOVPY83BN1IAAqUa8bbtGTh2Q/qQhcNaqFLZRoiI3vCRepGqDqHmcjRyp7Hu6JOhAAlajXDbfoyUOyn1QErhrVwhZKNMTG94SLVA1QdY+zkSOVPQ/3RB0IgErU64Zb9OQh2U8qAleNamELJRpi43vCRaoGqLrH2ciRyp6He6IOBEAl6nXDLXrykOwnFYGrRrWwhRINsfE94SJVA1Td42zkSGXPwz1RBwKgEvW64RY9eUj2k4rAVaNa2EKJhtj4nnCRqgGq7nE2cqSy5+GeqAMBUIl63XCLnjwk+0lF4KpRLWyhRENsfE+4SNUAVfc4GzlS2fNwT9SBAKhEvW64RU8ekv2kInDVqBa2UKIhNr4nXKRqgKp7nI0cqex5uCfqQABUol433KInD8l+UhG4alQLWyjREBvfEy5SNUDVPc5GjlT2PNwTdSAAKlGvG27Rk4dkP6kIXDWqhS2UaIiN7wkXqRqg6h5nI0cqex7uiToQAJWo1w236MlDsp9UBK4a1cIWSjTExveEi1QNUHWPs5EjlT0P90QdCIAK1g0AIEagTQCAGIE2AQBiBNoEAIiRMG3K0yRJ0lx41Hiwl7WSpJX12InKx3pZi5zUOFsva/FnJr2iRhgelQ70spbhYzGoIs3sYyl4AMCawGhTnvrv4DDVWhR+yy3mCkulLDkZKIJpkKdJkqaVkSVlNQNhGUzWy1qlnKQ5pU3mLKVM9XpZamsOJ6mS1K4B5OkM7XSSR2aaMO/3zSfVTTn5bDGzMNNUj7gqzpgPPztoGKPum4hH1H2TYe6KT54mrSwbGBHlNxhd7LiKybJCqEqx8Za7LVamc72slaY58QC50wpK1EjwVVwd5ynti7EFZczNkdZGN0/JGQ0bc6ix3+wNXg2qvwmlYcy52fPUfqKwW20yrDYpO6di1ZiLnBuQ5kHbMEaNCgVK8zxNWllerdd6f9VqtYzCSQubelG7ezP/DEbtWgVradN6FgkjFgX0dbBzVU2Y2xbmLOTp/EveOhn1NN5pXe8Yc252LyhsnZrMatxv6veyVqEhxYXW4HZOebXl7dgrtapfOWuBsK7VBgeFKtUbKskra5tUKdFA1xw9ch2rH62nJvZTa1wyYk2SKsSPqMydccYIcrDTWY52tMdTFeJxypyZ3YaTLNAUaG0K3ef0+33yzgdlVpmWy9PeKZUVlOaubtUbJm9QfZKsLANLm6o43Nve9E2RSgp7RAKM2TdOm1YqTf6FmXWBRz2l5pSlyLind8/siBFjzs1uAWlqPPK+aSAC0hXNUNVaF4izT/GsDCkYqJW1m6nMyovLLE0LP3J735Tl7u0v6v7RwJtam/wQ169OWKmhy5UtYkoCyoRnzGZp0Lvh2sRepILmIGiTtB9yX3QHexpl4zRYcZIueacdXCAmraznv/YnSdJqpfWd31aa5+6+yFUW9kMGcWsTd2+Y+SCGfCtZGFS9dGzcNR13wx80C0abbIHw9MB4H6j49IB3U4mrLlq1ylVbjKxuK+Vp2VnfNDFvXfsCR8iepyz8u/SVNmXWNPmGaxOvNOQGQ3uPi/tgWa01/t1q/80PwlP1Xrg8ezkEwgT67P2mzHj3y5IB+j2ict/UalUfNbJVpV+tzPof9900+2LNevuvXtLFnz3j1rj1OcnB/Xdp3+TM4ygYVRquC+t8v0lSGkKa1DffbWXIU+rjFdYs7ruxRsqcTHiix5gHzA4aj3i/qVKl+kXTF6hausw3+QcrvTVY7l7B+IXgbH7MW8+tLLf73Q1V35lY1qZ6JvdM9HWmcZ6AG3Arx7ssrjaLynZTnMT23I+PfaCeyfucgGfu7YmJD22os7Of7wCNhNamcpWwlxHGg5ZCWMvLVhv6rTG/4OydmFuf7hXDyrTJj4LaNxkeokgAWGfwXV8AQIxAmwAAMQJtAgDECLQJABAj66FN1R3l6tB5lBvlz1DNk3j4A/2HyKk4T0gb8izc5FzI5PyytyGdnIcjzs9lQLXkEiinSE47aA7QJtYTuUjIcDivyEl8G8HbkE7OwxHn5zKgWnIJlFMkpx00B2gT64lcJGQ4nFfkJL6N4G1IJ+fhiPNzGVAtuQTKKZLTDpoDtIn1RC4SMhzOK3IS30bwNqST83DE+bkMqJZcAuUUyWkHzQHaxHoiFwkZDucVOYlvI3gb0sl5OOL8XAZUSy6BcorktIPmAG1iPZGLhAyH84qcxLcRvA3p5DwccX4uA6oll0A5RXLaQXOANrGeyEVChsN5RU7i2wjehnRyHo44P5cB1ZJLoJwiOe2gOUCbWE/kIiHD4bwiJ/FtBG9DOjkPR5yfy4BqySVQTpGcdtAcoE2sJ3KRkOFwXpGT+DaCtyGdnIcjzs9lQLXkEiinSE47aA7QJtYTuUjIcDivyEl8G8HbkE7OwxHn5zKgWnIJlFMkpx00B2gT64lcJGQ4nFfkJL6N4G1IJ+fhiPNzGVAtuQTKKZLTDpoDtIn1RC4SMhzOK3IS30bwNqST83DE+bkMqJZcAuUUyWkHzQHaxHoiFwkZDucVOYlvI3gb0sl5OOL8XAZUSy6BcorktIPmAG1iPZGLhAyH84qcxLcRvA3p5DwccX4uA6oll0A5RXLaQXOANrGeyEVChsN5RU7i2wjehnRyHo44P5cB1ZJLoJwiOe2gOUCbWE/kIiHD4bwiJ/FtBG9DOjkPR5yfy4BqySVQTpGcdtAcoE2sJ3KRkOFwXpGT+DaCtyGdnIcjzs9lQLXkEiinSE47aA7QJtYTuUjIcDivyEl8G8HbkE7OwxHn5zKgWnIJlFMkpx00B2gT64lcJGQ4nFfkJL6N4G1IJ+fhiPNzGVAtuQTKKZLTDpoDtIn1RC4SMhzOK3IS30bwNqST83DE+bkMqJZcAuUUyWkHzQHaxHoiFwkZDucVOYlvI3gb0sl5OOL8XAZUSy6BcorktIPmAG1iPZGLhAyH84qcxLcRvA3p5DwccX4uA6oll0A5RXLaQXOANrGeyEVChsN5RU7i2wjehnRyHo44P5cB1ZJLoJwiOe2gOUCbWE/kIiHD4bwiJ/FtBG9DOjkPR5yfy4BqySVQTpGcdtAcoE2sJ3KRkOFwXpGT+DaCtyGdnIcjzs9lQLXkEiinSE47aA7QJtYTuUjIcDivyEl8G8HbkE7OwxHn5zKgWnIJlFMkpx00B2gT64lcJGQ4nFfkJL6N4G1IJ+fhiPNzGVAtuQTKKZLTDpoDtIn1RC4SMhzOK3IS30bwNqST83DE+bkMqJZcAuUUyWkHzQHaxHoiFwkZDucVOYlvI3gb0sl5OOL8XAZUSy6BcorktIPmAG1iPZGLhAyH84qcxLcRvA3p5DwccX4uA6oll0A5RXLaQXOANrGeyEVChsN5RTcW95EAAAiySURBVE7i2wjehnRyHo44P5cB1ZJLoJwiOe2gOUCbWE/kIiHD4bwiJ/FtBG9DOjkPR5yfy4BqySVQTpGcdtAcoE2sJ3KRkOFwXpGT+DaCtyGdnIcjzs9lQLXkEiinSE47aA7QJtYTuUjIcDivyEl8G8HbkE7OwxHn5zKgWnIJlFMkpx00B2gT64lcJGQ4nFfkJL6N4G1IJ+fhiPNzGVAtuQTKKZLTDpoDtIn1RC4SMhzOK3IS30bwNqST83DE+bkMqJZcAuUUyWkHzQErAAAQI9AmAECMQJsAADECbQIAxIikTXmaJEma9/v9fi9rVX9LdjXSiOKxVtaTfQsxy9NEn6qYKEnz4i/1xFsTL/Y8VVJXJJc2GeSUoaEpBqsJo015miRpWmkOs4p7WStpZb2BNvWyVpKkWdaqVWA0bTI0hfeSwZTU+lxUQTWkjJzQW1nu5MLNgzmAyBGr8sPIP2lrnJh95kED4LWplWWpsdkgq7+XtZI0L7QpK4Sq18tS28iH1SZBbGjZYda11Z2ngw5649CI9V+9uJTJGOQiZ15BzFcFems66r6pfqot217Wqo6rJw40Elqb/IVXKFCa52m5oqt1W+yvWq1WtZB6WeqsenklOyvUlx23x1CZwi3zJMZAT+ssjWrQBV7WahWvNa00bQ1ir/LXSnNbHQbPuJH1QSINEVuVfdPgRZCzLV76wqMEWwpam4oVU1+rDQ4KVao3VLW1dr+JOrJeH3Up4gtBfr32a4WontCrzE1NvQ8h9qfGFql6Kp2s1JupoP1ttT2T8ipqk/G6A5oHq03lChysjVqaqos46mIvzcqXulG0ybnR5FQM4az7om5gnau++nQUdqtrk/1EGXcS+/1B8HX22D2u/xSVg6xXJ/NSbCRtgjQ1m7D36cqFOFh29kbJlI48S9NiNVLXdMHaZN7k4G+qSxeK5XTmK3xZkuW+qTm3m/p9O+ncvomEfrduld6nY7Vp8D7LMBGCrQWvTd4bO/X9Gf+VMUlarbTWmlaaj3C/yR/hFo5RW/76NaSul7WSVqu8gisfaOD9JjNlzo7Y3TeJ12vO7krdN4W4xV2HN+ZVA9Cw13TmRU+elopU35Ywr5J8nTC7/c1PwL6pb6kTvdSZcUZ39XZj5b/xHpXxx5bHSERGa4+tTdyzsR7aBGEC/X4/+LOX3m6kfser1LDM3uiM+Pmm6j23qpT8qXRt6ud5dSHay1PzVli9kyo/DLGVZSo1rsj77rsXxL5J1Sb1brj0SQ8DV5sgTKBkiPtNSauV5Xa/u6EyWLk2+fe23Y9QOoYUzgcJwt6n2+JFob9P16cfI6z8maVbgsRD3mmMNwoDzgi2PgHaZNzrtm5auHb24BVpk/8xGm+U/grvdlvaVEawdbdIPKu2b9LvHjY1xWAVwXd9AQAxAm0CAMQItAkAECPQJgBAjECbAAAxAm0CAMRIlNpk/ogPAKCRrKI2eYridoif6vN/IyWpP17Ofw6v+PQn7Q1h3ojPWK4E9xuKVl5X8lqB1xcwIpw2+T/rVX+7gP3JL/O744RR8csrJGUpFKOMdV1Ow31fndOmut9RRO93L91e8kPotUSaETj6R/+YbHUS7+Oq9kmkT5KaPxYjm3heaV94dKcbJK7Kn/epeifjzO9Xir/LVLppDSReuaQP95M/nVOvMOfjoXgx2oSsljYJeyLvM9mclftxY3uZDfWlijwdCFqam1XGCUv9S0GVtamz9cNV7+CbhFmWpdVn5q0fYau01tAVIyCj8muDVstNbC9rGZ2qie8VKRK0A2UqKm3Ks5avqGmWZZmdBTdJ0gfH/RSUT5ZxElJ+vcgHfc7rgHEC5ovJYJOwetpkvSab34cwtUnbN/XNX9a1v19Snd964XYOyhJNi/qqf0Shz13lsa7VUVrVYhzwK566oKkGWulzzpLZhdnLip/SNbRJMfG8Yr7o7zrg/ugDe61sbWDMmYy/mU2TbcEvBX9wng4u730Rs8SV0yaqA8TOOu+bxNVhbpDqv/NckEFSm+wv3oVoE6EldZD2g2W/cbFJ/kICkSBy/2ZI7qDUXJHPbW0STXyvjCfG+EkJzwEjOcymx7iyNjJSSkMtWdVvZnm7JedSnRc/5xEz5fazXf2YhCd5/hqFOG02JG3iVGbl+6bqVwt4ASPPzd/wIPdN1c5p0CmezY3H+xkEu1gClrg1oAyG3Gv0PW2yNdHXGc2Ex7oc9Rxw90l52jL+wwMlWmdxpLn1MmAKp5cX+vKNeXpscbI2otV30VltCrgFBqJiffdNoSvdX1WJ+bKvaZN1f9a8K06cn30Fr16O6X2TFAD1eH0ecd9UG5oPONdKgomEsdEgtMne5BS50sTJTIZ0v4nagFaDlLvo7hss5jbcvbrGvmkrsarv09WWTHXaP0DnUP0Pd4RNueGybiAV5yL3TZY3xvWH87BwaeFfvblpoCPnM2NIg719cO9qObeVfG0STCQUB8pDQ5uUmf0bzrUyEKP4dUGKdXXoLRTirlahTinuN20hVkObhD2TsZys9Vq/hOYZ8S6St28y36QJ06bqmiFLjVfacttR3iIRLk3t2xi6LFM659zF8Scx6svdBhC3hwJMXOr3wFQHrJms9ysluU2I+Z2nsF4f5dbGu7pjtcm69W6f0nHdvFuJ9+m2AivVJv9lzLIUbw+bi6rXy4lXuPIH7ax9Uz2Tp02VR9Wqta4ky//7pVfeOaZ2Z969Y/LVm90zuQLt58renXidVlbMnJDaxJkIjtG39PyXgcF+qVV+EEHcXJphW1rAK3i1IaMS7UgO8fpRuePtYHPjc17aGgXxsxbfWaEqpbo5zW2y7PVI7suoAlHvYflvqWOpElS1bCgHebk25HQ+yD0II8rv0wEAGg+0CQAQI9AmAECMQJsAADECbQIAxAi0CQAQI9AmAECMQJsAADECbQIAxAi0CQAQI9AmAECMQJsAADECbQIAxAi0CQAQI/8fJsR1FMXsBcMAAAAASUVORK5CYII=

  851个浏览 12个回答 FineReport 2016年03月09日发布
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  帆软报表查询问题

  如图所示，怎么样实现在查询框输入对应数字，则实现打印对应页数的相同标签。 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data:image/png;base64,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

  1474个浏览 5个回答 FineReport 2016年02月26日发布
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  关于帆软报表功能的问题

  如图所示，想请教一下大神，比如说我一个字段的箱数是4 ，帆软能不能实现根据这个箱数量分成四页，每页内容都是一样，只是想每一箱显示一页，求大神解答呀。 data:image/png;base64,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

  1517个浏览 3个回答 FineReport 2016年01月25日发布
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  报表里怎么实现查询框输入多个查询条件

  本帖最后由 夏娃 于 2016-1-22 13:49 编辑 如图所示，怎么实现这样的查询效果33221

  4444个浏览 5个回答 FineReport 2016年01月22日发布

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