chen 发表于 2020-7-31 09:48:01

创建表单问题(分页)

比如第一页的数据是汇总其他页面的所有数据

chen 发表于 2020-8-3 15:47:13

http://bbs.o2oa.net/data:image/png;base64,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
模板上的订单,数据网格,没有找到是如何实现的,只看到是否需要合计
http://bbs.o2oa.net/data:image/png;base64,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

chen 发表于 2020-8-11 14:31:14

解决了,谢谢管理员,给你添麻烦了

chen 发表于 2020-8-3 09:00:32

顶一个,

chen 发表于 2020-8-4 19:46:28

好的,谢谢提醒!
但是还有一个问题,我按照你这种方式,我在page1_num字段中填入数据,在page2_num中只有更改了数据才会获取到page1_num的数据,不是的是不是页面刷新问题,您那里出现过这种问题吗?麻烦解答
http://bbs.o2oa.net/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAACOCAYAAADpXdsLAAANOklEQVR4nO3dQU8b1wLFcbeLrvsRrH6F2RbpbZ5XEUoU5QN0ES+9jKUn8RbV685SVkiOVAlqsIGC0qcmaitXWQDdhRZCxklASjaNSlLJxqV5QCHNeQvb45nxjE2C8c1c/4/0U4nHnjgXZ87cO0OTajabajabUiqlT298b8zEje/1j/x3+ue/7urKv/+rz/6zrFu3bqnRaKjRaAS+RrRbt26JEEJIMpLqFCAFnHwUMCGEJCcp/wzYmA8+0JsPP9TpRx/pfx9/rBeffKJHExMUMAVMCCHWxitg0/b391Wv17W3t6enT5/q559/poApYEIIsTaWF3BRmVRaubVRFuGacumU0rk1CpgQQkhsKGAKmBBCiIGkHMfRpUuXAmVYq9XkOI4mJycDj7uuK8dxdPny5cDj29vbchxHV65cCTy+tbUlx3F09erVwOObm5tyHEfXrl0LFPD9+/c1MTGh69evJ7iAzaGACSEkObFnBlzMKJVKtWSKoQIuKtPZFi5k/+v8ry1mlEplVOw8by2ndCqlTDE40+3+Ou5x/+/t21+jobVcOvB7d2fNnX20/hv5vilgQghJdOwo4LWc0v6CKubaX3fKr1N87UILlKy/2PzbQ7PnYkbpdLr72rWc0qFC7S3g8HJ0Ubn2163y9b++9V5bz+0Ub/f3L2ZSSqVzWqOACSHEilhUwFGz0VapBR4vZtpFFnOt1lesxUx3ezGTVq6YU7pTgsWMb6bdv4B7nxfxvga9t9jCp4AJISSJsaOAQ0vJ/hlnzzXgUMn1lKBvNr2WS7efW1TGe01rm7+cz7wE7c1gY65Ne8veEe+NAiaEEKtiTwFHzoYHF3C/GbD39VpO6fYsdi2Xbl+bjbsm2//acHd5e/AMmAImhBB7Y0cBFzMxN0f1K+BG7DXg8M1Q6XS6u/9iRql0ursU3beAi8r4lp/Xct1ryHHXgP1L1xQwIYTYGzsKuOG/WzjqLuiYAg4tXQeXrxt9izL+53yD5Rm807n/XdB977CmgAkhxKpYUsDvk5jl5RGggAkhJDmhgIct/PPDFDAhhJCIUMBDLd7wUjIFTAghJDoUsEUoYEIISU4oYItQwIQQkpxQwBahgAkhJDlJVAFjMEIIIclIYgqYEEIIsSmJKWDTM0sAAIYpUQXsf/7e73XdvP1Ak5/f06c3vsc5TX5+TzdvP9De73XjnwUAGAeJLOC93+v67Oa68dKy0Wc31ylhABiBRBbwzdsPjBeVzW7efmD88wAAtktkAbPsfLEmP79n/PMAALZLOY6ji/I2b+RtCth0QY0D0x9MALBd6qJur6aAk830BxMAbNe3gGu1mmZmZjQ3N6f5+XnNz88Hvu78ulQqqVQqaWZmRq7rUsAWMP3BBADb9S3g2dlZr1DPEtd1NTs7SwFbwPQHEwBs17eAK5WK/vrrLz19+lSvX7/Wmzdv9Ouvv2p/f19v3rzR4eGharWaHj16pMePH+vk5ESVSoUCtoDpDyYA2K5vAa+srOjly5daXFzUs2fPvFLe2NiQJNXrdZXLZc3NzalcLuvg4EBLS0sUsAVMfzABwHZ9C/jrr79Wo9HQN998o0qloqOjI925c8crYEk6OjrSq1evdHh4KEkql8sUsAVMfzABwHZ9C3h5eVkvX77UV199pbm5Of30009aWlrSL7/8IklqNBq6e/eubt++re+++07NZpMZsCVMfzABwHYDC/i3335TpVLR7u6uyuWySqWSHj586M1+d3Z25Lqunjx5otevXzMDtoTpDyYA2G7gNeC9vT19+eWXOj091YMHD7S4uKitrS2vgHd3d1Wr1bS7u6u///6bm7CGbfWP1jfj4IW+oIAvnFvKK5vNevIl1/h7sl21kA2MeaFq/j2ND1elPONuysAZcL1e148//qjT01NJ0r1797wbsvb39/Xtt99qeXlZd+7cUbPJEvSwfPHwOPjNoIAvXrUQKAJKeBSqKkSMOWUwGv4TTsZ89PoW8Pz8vCTp+PjYc3JyotPTUx0dHen4+FiHh4c6ODjQq1evAq+hgIdRwMdaXX2hOgU8GtVC4CDkzcwKVfPvzVpVlXwnOJ0x56RnBNyS8pz0GNW3gJeWlnRwcKDl5WUtLi5qYWFB5XJZlUpFCwsLnsXFRS0vL+vPP/+0agZced4ahyer21o96I7Lk9X2czrLw16Otbrk28dSuzzbBVrpzGqfP2s/J7hf6Q9Vwu9jabwKuHMALlS7S2OBg0PPLDWvkuvbh/+gki+p2jnD95VoeJk57sDjRrzWRp0/Z77kBpaDuyXYO0sNFqR/e0HVzvcoX5L7VmPe+Z6HvqcWGjzmwc9/7+dw8JiH/64Ev2ft/edLKhX6/z3AxelbwAsLCzo5OdHjx49Vq9Xkuq5qtVqA67reTVgnJydaWFiwroDrB6Hl4E7R9hSwr0T95RvO82f69MYzPYnaFi7aMS3gfD54wPYOypHLxAVVm82eM/qog1f4emNkiYf2ZfuBySuDnjHv/Nn7LRNHb/OXwaAxP+sJkU0Gj3lEAXslOnjMw2MaHtvW96T1PahSwMYM/X9FOTMzI8muAo6asdYfboee39nWKmfvGq6vOAP767m5Kvj6cS/g7tl+90DUuywZnDF5Bx3fLCC4v86Bq/fgH9i3r+THYSl08LhFPz9fcn1j1T4J6tnf4DHvLYvuvmz1tmPujXOheoYxj7ixyvf6znODZUwBmzDwH2OYnZ31/rGFubm5SJ1ts7OzqtVq1hWwt+TsnxU/3I6Z5bYKNPC89mu/8C1B99xkFXr9uBdw1LXYfMmNmeUGz+T9pRlYRu4zQ+68xj9bG5cDUtRJSHD5PX42FrlM718OPcOYR72XcVr2j/uzR64c+Ao0dsz7zZALt+K3jcG4v2/45wjPUMDdEu0uGz9ZbX8dM4P1Zrs92xUzA44xpgUcdf2xUG1/7c0agjNg74DVsz1+BhwQdR1tDPQe0IOrDv7lSv/zAwXsm40Fvw/9x9wtFQKPj1sBx415eJYaNYONH/O3+9EiZsDmpBzH0UV5mzfyPhdwb/5QJe4abt/rw74Cjnl9z9L2mBZwr4KqsWf2/a4PB8/sI/ff91ql/YUcd72w58Qmagbb77p7v3E947VKWw0a89jtA1Zy+o9r9NI+BWxOyvQb6HifC9ib7Xrl29oeWEZ+/qLnGm5we3fZOWpGTQG3dA8Gobs829sDB5ZCqeeu2eD2auRSX08hhGYN41rA+VLVNwa+GWvggF9QKTym/hOffEmu/3pl3zEP73t8imDgmAdONvMqlUJjeoYxP+u1dQrYHAr4TAU8hP35rhcPZX/WF/AQ9jdGdzKfR+SNaO+sWxzjcAMbY47zoIAvrIDP+GNG7ylTn4PzFXDMErXlM9jzOl8ZxK0c2H8nM2OO86KAR1nA3o8zvf9MfQ6GXsCW38wzDEMvA054GHOcCQWM96qAAWBcUMCggAHAAAoYFDAAGEABgwIGAAMoYFDAAGAABQwKGAAMoIBBAQOAARQwKGAAMIACBgUMAAZQwKCAAcCARBWw6VICAGBYElXApt8jAADDQgEDAGAABQwAgAEUMAAABlDAAAAYQAEDAGAABQwAgAEUMAAABlDAAAAYQAEDAGAABQwAgAEUMAAABlDAAAAYQAEDAGAABQwAgAEUMAAABlDAAAAYQAEDAGAABQwAgAEUMAAABlDAAAAYQAEDAGAABQwAgAEUMAAABlDAzaay2azxPz8AYLxQwE0KGAAwehRwkwIGAIxecgt4fVrZbLZlakU759hGAQMARi2RBbyzMtVbrOfYRgEDAEYtgQW8runstNYj9/Nu2yhgAMCoJa+A16eVnZrSVGcZOZvV1MrOubZRwACAUUtmAQdmsuuazmY1vf7u2yhgAMCoJbOAQ9dx16fbs9l33EYBAwBGLZkFHLqWGyjZd9hGAQMARi15BdxeOvau7e6saCo7pZWdd99GAQMARi2BBdxUp0w7N1NNrzfPtY0CBgCMWkILeLgoYADAqFHATQoYADB6FDAAAAZQwAAAGEABAwBgAAUMAIABFDAAAAYkqoA3NjYAALBCogrY9HsEAGBYKGAAAAyggAEAMIACBgDAAAoYAAADKGAAAAyggAEAMIACBgDAAAoYAAADKGAAAAxIOY6jS5cuBR6s1WpyHEeTk5OBx13XleM4unz5cuDx7e1tOY6jK1euBB7f2tqS4zi6evVq4PHNzU05jqNr1655j+3v7+v+/fuamJjQ9evXKWAAgNWYAQMAYAAFDACAARQwAAAGpJrNpur1ujY2NrS5uRnYOMrH/QW8s7OjH374gQIGAFiLGTAAAAZQwAAAGEABAwBgQKIKmBBCCLElFDAhhBBiIBQwIYQQYiAUMCGEEGIgFDAhhBBiIBQwIYQQYiAUMCGEEGIgFDAhhBBiIBQwIYQQYiAUMCGEEGIgFDAhhBBiIBQwIYQQYiAUMCGEEGIgFDAhhBBiIBQwIYQQYiAUMCGEEGIgFDAhhBBiIBQwIYQQYiAUMCGEEGIgFDAhhBBiIP8HMCjLvlIGDZQAAAAASUVORK5CYII=
http://bbs.o2oa.net/data:image/png;base64,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
将数字0进行修改,
http://bbs.o2oa.net/data:image/png;base64,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
然后在点击空白的地方
http://bbs.o2oa.net/data:image/png;base64,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
才会出现结果

论坛管理员 发表于 2020-8-3 10:39:20

您好:请更详细的说明您的问题。。。比如您调用什么接口!

chen 发表于 2020-8-3 10:44:14

抱歉,我没有看到您的回复,刚刚又发了一个帖子,实在是抱歉
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
http://bbs.o2oa.net/data:image/png;base64,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
如上图,我第一页的number数据,是通过第二页的number_242的数据获取的

论坛管理员 发表于 2020-8-5 10:29:17

请认真看我说的比如:
比如page1num控件 中修改数据,直接修改page2num,可以在page1num change事件中写一下脚本即可

this.form.getField("page2num").setData(this.form.getField("page1num").getData())


你这个搞错了,,,,

chen 发表于 2020-8-3 15:52:05

http://bbs.o2oa.net/data:image/png;base64,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
当下拉框选择了√,我的金额如何直接获取价格区间的数据?麻烦管理员了

论坛管理员 发表于 2020-8-4 10:59:12

您说的分页是使用控件http://bbs.o2oa.net/data:image/png;base64,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 那,这个不影响任何使用的。其实就是同一个页面。
比如page1num控件 中修改是,直接修改page2num,可以在page1num change事件中写一下脚本即可

this.form.getField("page2num").setData(this.form.getField("page1num").getData())

http://bbs.o2oa.net/data:image/png;base64,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还有我有点糊涂你这里到底几个问题。。
多个问题麻烦一个问题一个帖子
页: [1]
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