9.0.103
自动编号按照年重置顺序号,前面的规则是年月日,用于查看一年内做了多少数据,废号可重用,这个有办法实现吗 那大佬可以这样,自动编号依然使用yyyy-0001这种模式然后再信件一个公式字段用excel公式拼接就可以了
有~肯定有~ 大佬,您说的是这种吗?不知道我理解的对不对~
Levi.Zhang 发表于 2024-11-26 12:03
大佬,您说的是这种吗?不知道我理解的对不对~
这个从第二天就从0001开始了,想要实现的就是顺序号按年去排
您好,按年排的话,这里设置为yyyy就行了哈
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a/WV4o0N2f+vfHJ36prWxNOew2HTCoGxXiIAABCOQugZAbNIX/38x1rNQ9ppc+jf+BxWlQ+8ZUFbD1cVHXkOv+1rVBREIAAhCAQLYJhNmgmWKrus+pR3vhdllqaY5NJXtQOzLOIAABCOQ7AQya7yNI+yEAAQhAIDsEMGh2uFMrBCAAAQjkO4HADfryyy+/9NJLL7zwwvPPP//ss88+/fTTGzZsePTRR4uLi7/+9a+njM98/CnJk0QpF86FEIAABCAAgVkJZMSgX//61++9994HHniguLj4kUceefzxxzds2PDUU08988wzEfO7asfGxoaHh/v7+7u7u2OxWH19/e8f85m1fV4ZMKgXGeIhAAEIQGB+CGTEoNFotKysrLq6ur6+vqWlpaOjo7u7u7e3d2BgAIPOzzhSCwQgAAEIzDcBDDrfxKkPAhCAAATCQQCDhmMc6QUEIAABCMw3AQw638SpDwIQgAAEwkEAg4ZjHOkFBCAAAQjMNwEMOt/EqQ8CEIAABMJBAIOGYxzpBQQgAAEIzDcBDDrfxKkPAhCAAATCQQCDhmMc6QUEIAABCMw3gcIwaNv2Fddcs2J7m0VXxETsUUaimuT6n4+pkYuKa4yc4rWmeFFEj3K90L0Oo4Sa4kUiQ2L7jAy8QgACEIBArhIoCIPWFC/SJCd053FYYhQ6s85sA5eQZIto275ioU3T8cQYW3Gqfw3FSip2ZOIUAhCAAARykUABGNT0p01YtsGQssSF9nwa1BSkuCSy6Jfrkxo0ib5lq3vI29ZeTiAAAQhAIPsEQm9QXY6a45YvV2+aJmBPMKisNEfYNJzDn8U1ZoRZvi1Gv2NrJopAElvb8nECAQhAAAI5RyDsBpU2fouKa6QzhxeN9zKTW00WnupkvRTtTqwcYxZv3KR13wDLBebc3KBBEIAABCCQjEDYDar23dz9mYFkSOaWJhVp23GqpdhiEvQtdrPS7lfY1PKtoxV1HBCAAAQgkA0CjtVYPi0Ag7ZtX7FYf35W6G7x8sXXmDtEKbCo+JB4N9Pvod3MlQSo3pJN9iSR5FrrEV4rUgjWvEMsD5Eazsa0oU4IQAACEKhLWI+tiNAbVLq1Kh71uUb8I4RaU7xYPDervThvpjrPLV62kLh4/S+1x3sXze19UMOXRk3Gua18TiAAAQhAIIcJhN6g6r1TfW+nasqHQa2NYbKR09wsbRu1CMcm1rwva7hSLVKcaCnmtlgqKFmtpEEAAhCAQI4QCL1BJc6atp57zv1erWUwVxNaYrQySmWLoO1dTzVNjrFp2TKo+pUMEeP+rS2To3hOIQABCEAgpwiE3aDqFtSy3zUrtldpb4smvYvrOUSJhjMq0Er2fh/UfqW6GxZvzuq21q0szjwF7dkoEiAAAQhAIBsEwm5Qi6khLf3BopQMatOg5k5JePKOU6vXijGuNISrfqOgenLNiu2Hihdp3zBo5LJaTQgCEIAABHKVQMEY1HxqVno0VwyKoTTz/Up5pIxEcxPrmksqxcxoC1yzYv0v1eeW5LKlG7n6h1DFNV4VyFcShgAEIACBXCAQuEFj3QOtnX3NHT1n27obWjprG2On6s6WV9UePl7xgx/enDICRVFWrlypKMrU1FTKhXAhBCAAAQhAIGUCgRv0idffeXzrscdKjjy6+fDDvzv00Cv7f/Pi3rUbd9yzoeTL/+cfU243Bk0ZHRdCAAIQgEBGCARu0IamtjNnY7UNLafPNJ2qbaw4VVd2svrwsRNvHTzyTyt+kHIfMGjK6LgQAhCAAAQyQgCDZgQjhUAAAhCAQMERwKAFN+R0GAIQgAAEMkIAg2YEI4VAAAIQgEDBEcCgBTfkdBgCEIAABDJCAINmBCOFQAACEIBAwRHAoAU35HQYAhCAAAQyQgCDZgQjhUAAAhCAQMERwKAFN+R0GAIQgAAEMkIAg2YEI4VAAAIQgEDBEcCgBTfkdBgCEIAABDJCAINmBCOFQAACEIBAwRHAoAU35HQYAhCAAAQyQgCDZgQjhUAAAhCAQMERwKAFN+R0GAIQgAAEMkIAg2YEI4VAAAIQgEDBEcCgBTfkdBgCEIAABDJCAIMKjFEO3wSSTzvfxZAxmi2SyevdumN3QD/J6yUVAvlIAIOKUYtGo1VVVc0cSQlUVVX93nvJZzkkkyLUE7NF0k+9W3fs7u3rG8vo0dvXt3XH7uQzh1QI5CMBDCpGLRqNNjc3xziSEmhubvZjUEgmpSgSs0XST71bd+weGxubyugxNjaGQfNRD7R5VgIYVCDCoLMu+llc9/20Lb/y+DFZEHPST70YdNZFkwwQMAlgUIEiiNUqv9Z0P631s/5CMpdJ+hlBDGoujgQgMCsBDCoQBbrut7e39vY2XPnd189XPjQ6emo8tk158obx2LbR0VPnKx9SnrzBz5qbC3n8rL9+SD7+8r7HX3nziZf3iZ9XxM+GV97a8Oo+9ectPV5LVf+trm3Ihe5nsA2ZIjnXJvmpF4POumiSAQImAQwqUPhZ9+e6Wpn529pau7vPxutfu3j41ss1D1zpfVV58oYrva9ernng4uFbp2qfMnPmeMDP+uuH5G+f31V1Jtba2d/S0V/d2PXKrhNVDV0Nbf31sf6K+q5Xdp4oq+081dRXebavtDL28PO7Tp2uz3Eyc21epkgGUS8GNRdHAhCYlQAGFYj8rPtzXa3M/G1trZ2dTUNDNZcaNyj1/6x0/h+l/L+Kf+v/+VLjhtHRU2bOHA9kat3/zTNv9A2NXZ1Rpq8qQ/ELJftP942en7qsTFxSuofEaWzgfP+k0jOu1LaP/uaZN6pqzuQ4mbk2L1Mkg6gXg866aJIBAiaBwA1adqrleGXzsYqzR080lJadOXi0Zt+hyl1vHX9956GiZd832zHXgKIoK1euVBRlampqrtcm5k/foCdP1Tl+Kk6d0X6qaurqz54eaXz9SvuzSse3lc6IokTEvx3fvtL+7ETjK97rYPnTSz7wmfXHvTPMa0qm1v37N5TUt/T0DU/2Dk3GOrre3v5cf8O+ibbSeKz0XO2+g5ufrDvb0dg9Ud818U7dufs3lFRW181rP4OvLFMk59pSP/Vi0MT1gRgIeBEI3KBTU1MTExPxeHxsbGx4eLi/v7+7uzsWi9XX18/60QivRsfj8Vwz6OMv73t684GNmw8+u/ntjZsPbnh1/8bNbz+7Rfy8uO3tHQcPjr3yf5Xn/1I59mFlWjXodESEn/vLmef+Mtk6+OatH7nuB5trXLIIu0Yill/fvPUj1olL/vSj/Ky/fv4WuefRTb/bW7H90Jnth84c3Pv62KMfiG/4L/Enr4k/+V/GHvlPQ7+M7N+++Y23z7zxdt1reyrueXRTxalZDPrmrR+J6Mdn1h+3ziRyJh0rNRKR0lWaAfOzRiBTJK0S/YX81ItBkyw7JEHAQQCDCiB+1v3ka9RDz+1s6+ofn7gwNnGho3d005unYj2jA2MX+kYvtPaM7j5aOdBTPh3fq/R8X2lVDdoaUXq+f3loe7x7n0vJ8jpvyOG6H2w+qFpTi5CWf7UA0xEuxWUmys/664fknQ+93NTePzp5eXji8lB7xdijH7h06mdXWu6+cvYnF499deiXkVhtWcvAVEv/RFlD150PvXzyVG3yDuh/Zug7dh2EHmm9aH40MNm29wL3dX//7c9+wAk1eb0pp2aK5Fwb4KdeDOpYIjmFQBICGFTA8bPuJ1+t1j+9rW/Q9t5er/re3vgl5dzI+T3HqvvGWq6ceUSpXqWcu1nZ/yHxb/WqS9Xrvd4HLX96ySfMzaexE7VFOhpkqMGKdmo4XT34WX/9kLxt/fPtPcMXrihTl5XxnpqxRz9wueGO6XPrpztXXz65ZOiXkc7GyrbRq60j0+XNg3c89NLJU6etTrmFUjCoQTQWi6mYTL3KG1O3ujISlymSsVisqTlWXtP25I7OAyfaG87O0jo/9boatG948nRs/MCpsQOnxvYn/Tlwaqzi7HhX/6T8lQx8o0KSJZikvCaAQcXw+Vn3ky9O9z2xpawm1tg+2NA2eOZMXcWm1YPH1o+f/G38xG8HjhWf3v7r8bLfjJfeNXTq8bE28Szu5XO/u9jw5MWjd1w4fq9Xydb2ybhZ625Qpykj+v1JyRKqJ3LFoL+4/5kjlc11sYHa1oHGqkNjj35gcuvnpnZ+cWrHX0+++rGh2/+w+vjBssbBdxoG95S13P7gCyerMm5QA42KzsZFvZ1ri/EanjTi/ZjMz5xsaIq9faL9N1s6v/fb7jUvd20/3H6msS1Ju/zU62rQwZHJM23ju0+OvXhw5Ln9nj/P7x/Zfny0smm8dwiD5rUXaLxfAhhUkPKzWiVZmGKx2JpHXtt1uLa0MlZaGTtxePfYox+YePUTE5sXTmz6+MQr/33sif92seSbvad+d7brTMuZ/X3PLRlsfXNo6HS89qVLW7+bULK6ihs3b6XXz/z0LvHep+0wF3tDCpYsrRhtp2VmTajQX4Sf9dcPyZ/c88S2g9VvV8QOVsSOHjkUe/bzfU9/buCpzw88/YW+p/62/ZHPHi099NbJtjfLY1v219z6wLMnq063qYdXM/WO+r+L+4L6nrHQp3rv1gZU/Plx148+ktpe9Ec/+pGjsPe+970/+clPHC3PCMmGptj+8vYHNnd+/d5zX7q756u/Pnfr8107jrSfaYy1tjoq1E/91Otq0KmpqZGxybOdE7tOjL7y9sjzbhJ98cDI6++MVreM9w/b9Dk1NcUe1O96TL58I4BBxYj5Wffd1yQj9o7ilzp7Ry69q1y4okz2qncmG9dM9zwy3XXn5ep/HF33nwfajvWMT3WOXazr7H/x9a1nGk93djZ3d5/t6Un6dQE2C8asPag9PhYTSca7eMb9XFse24nR6rm9+ll//ZBcdecjjR0D8YvK6HmlfeB8yf7TTb3nz8VnuuIzTb0Xdh46fboj3jQ43Tg4c7Rx6Lb1z1ZU12oGbWtL3GB5/bWhi+y6T3xCxWIwEfds9aeNHM8NZQBQLNbQ0LB8+XJTon/0R3+0evXqRMrpk2xuib19ou3ul7q+fM+5L97Vo/0sXtPzzxu69xwTt3NdJeqnXi+DikcCJ6faeib2nBx7KWEn+uKBkZKjow0dEyNjTn1i0HyTAu2dAwEMKmD5WfcT10E55tb1z7eJ9/Zmpi7PjJ/T3tu7ffrcuumOn18++fWh2/5d19mK2MjVluGZ8ubhex59ubL6dFtbrK2tta3NY7+glW5f12cxqO4Ewxa2a20ncsv9h/2sv35Irry1+EzbwMh5ZXBKae0XHwA923Ohc2ymc2ym7ExX0T+tKn7i+aM1ba0qq18/9kpVTV2NenR0dLi2Vu+b/z3ocWujbhaYAUBqWc3NzX/3d3+nSfS2224zy5cDaZJsao69Vdb+rxu7l9x37kuGPr94V8+X7ur5yq97Vjx8buuhjtMNiX9t+PpG+yQGnZyaGp+YbO+dOFhtu537woGRneWjzV0To/HJSReBsgedw4pM1vwigEHFePlZ9+UVMDH88/ue2n2k9p2ajmPVHZVH94pPaDzz38c3/un4M/9v/NH/OvTLyPEDuw5Uduyv6Hj9UN1tv3k++Xt7rhur636wucT8bEvCei9uSeaJQf/pFw9sO1h9+FTH4VMdB07GSvaffutErPRU57HT597Yf/KrS775lzf9rx//4vZtbx4tq+14/MVtTz7zbHFx8ZYtWzo7OxPJW3eo52RQNfO3v21+DMbcN2qBtO54axL10mea39Ff29C2/XD7z57u+sb9Nn2aO9Ev39Pzw0e7X3yzo6LWKVE/5k5iUO3hoLHxybaeiSO18ZfV27kvHRzZVzl2ttNTn+xB80sJtHZOBDCowJW+QX+85vG3jjdUNvZWNPRWVFbVvPqj7m0/7dv+8943ft655SenNiw9erziUE3v2zW92440/uL+p09Uun3GM9EPdlMau8vELZQQgrHqG7ls19pOEuvxE+Nn/fVDculP79t5pK6svvf4md7SU10l+08frOo6WpVJY7AAACAASURBVNd3vGHgwImmNWsf/uo/fPOLf/+V6E9Xb3xpyx33/uaHP1p155137tixo6ury7Wdet80g+7Uv4VCj7RezMdt1YCuW6u8DACyCpsllDLJU2faNh/s+MXGrq/co9+5NcUpB750V8+qJ7o37u4or7FJ1E+9sxpUfIfJ+GRHr5BoydHRA6d0fcoP3zrCvA86p0WZzHlEAIOKwfKz7idfFG/+1cMNHQNjF5SR80qb8d5eV3ymY2zmTLe4UXmq43x9/0xt/8zbdQM/ueeJ8orqpAWKBV7sKcW6Lj6oaKz6xidcHOu9LFDTDbY8tpOkVXsm+ll//ZD8zo/vqWzq7ZlQuuNKwzkB53TXhbNDM2eHZurOXXi7vPGVrXt/+M//8r8Xf/VrS/7P337x73+wcuVrr7125swZjz2o0WHtdaf+MSC9w9aLaVB9u6n9wWFcLN4g1T5xayD25JB+Qsok3znV9vSujp882f1jHz/FJZ37y9vl1vqp149Bp9TbuX1Dkyca4+29E2PjbrduJYti0DxSAk2dEwEMKnD5WffllSgx/INfPljT0ts/Pt0bn27qmSzZf/pM12Tr0LvNg+9Wd4jTk7HJmnPTp7qn36ruXXXnI2Unk3wdrljV9VuyugDUN0Dv+pH1/UR6vN4QcYGxA1WfKVJtYctjO0lsv58YP+uvH5LfuuXuIzXtzX0XG3svVraOvransqxp5FTnharOCyda4/uPN549N7H/aOX3VvzwD//wvR/4wH96+eVXWlpaenp6PAxqdE2TofacrXOXbuzL9SeJXLgZpaifDzVh+uEy9zyZIjnXmv3U69Ogkh9nD2LQOS3KZM4jAhhUDJafdT/5arX8F+te2VW++2jjrqONOw43lOw/veNww84jjTuONG4vFadvlDZsP9y4/XDjiztPrLyt+PjJquQF6qnmum6JUU2x4m2P4Yo0M8n5OdF0teBn/fVD8lu33P3D24tX3fnIqjsf+dEdv12xev0Pf/Xbm+98JLrm8dUPbLx/w6vPb9mz+o5f/+0X//f11//p//jYJ26//fZjx46dO3fO3aBmf9W/Iz7xCf2bhM1owUSTq/iCYVOlEig3ooHuRDNFUm34HP7xUy8GzaPlm6ZmnQAGFUPgZ91PvlAV/cu9Byua6zrGTrfHTzQOluw//U794MmWsfKWscNnBkr2nz5UO3ikcexw49jrR1v+6RcPvHNiNoMa/tO9J638oiWSH4ygsIR2g1K7XynnsV2QvCfeqX7WXz8kd7x5yOVn36Hd+w+/VfrO28fK71hz799/+atFRUufeeaZhx95ZNWqVc8880x1dbWrQTUwOq3PfPvbn7W+/FBwMDAan+90cNRQZuDpIW9sLimZIu**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**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**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
Lay.Li 发表于 2024-11-26 14:45
您好,按年排的话,这里设置为yyyy就行了哈
这样不就体现不了我的月份和日期的吗
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