取日期 月份
比如 现在是2021年1月30日公式如下：月份值( TODAY() )
结果显示的是 1
我现在需要显示为 01
这个怎么实现？
谢谢
直接在赋值公式中输入：if(月份值( today() )< 10, "0" +月份值( today() ),月份值( today() ))
就可以实现你要的效果
data:image/png;base64,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data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAA/0AAAHbCAYAAACZVfpiAAAgAElEQVR4nO3dTa8kWZ4mdN/Xar5Ct1qh2vUXqFDHElbV26EFjHgRLwLENlfFonrRUguB+AC9qsVILBKRKiklNr3pFUJCIFAQQVPqUTF0zmS8ZsRVNZKzKG7OTU97Oee4PW7Hjv8e6ae8ca9fd3Ozv7nZ4+YReXr79u0ZAAAAGM9p7wUAAAAAMpR+AAAAGJTSDwAAAINS+gEAAGBQSj8s+PnPf75o7+UDAABYcvqz//b/Pa/ZeyGX/OVf/mWxxRVxOl2/Mje4jw8fPpw/f/58fvjl6XufP38+f/jwYfd13eK//q/+x0l7L1eppWKv+P/Ymzdvzu/evTt//Pjx/OnTp/PDw8P5t29/u/ty9W7tzSVvNFm3PapZtyOt53/tvzkv2nv5AODS4pX+ktL/WHRPp9Okpd/Zwlalf225lp5fzXNf8u7du/PD//Sr88Ov/vT88PDwfWl6+NWfnD//z//d+d27d2Ub9Yr13rrsc64t/a3LstXzKCn9pSexqecyN39rMzu1XK3L+Pnz5/PDw8P5b37zN+ef/tOf/kjrc27Zt7ac32vULMfPf/7z81/999+sqi1MLeui9HWidPu1LstWr69P19nc11N/3nIdlO6XR163j3/+/Pnz7J8/f/48u56Xjqtryz51P8nnvnXpn3sOpcuWes27dq5K7vfaY1vieQOMaNPSv/SzlpOfLc2V/rViNLdMSycjc+tjzXfffXd++OXp/N133xV9f2l7rC1T7bZpXe9blv615Zs7Gb7muZSW/pLCcIvnUloGamahZD1NFf3L0l/zZkDNCe7an0vWfet8l27vkjk7aulPlJMtt8lepf/e1u3jn68p/df893KdJZ/7UuH/15+U/ndvf/9m/rvK7VLyGrb2vFqf6zXnMWvnH7XnGi2v9QBMu6r01xyklr53C0tX+teK8dTtS0tzzTJ++vTp/PDL0/n9+/c/+P779+/PD788nT99+rS+QWcK5NR/S7fHNdustfSXFtzaeUuW/pIrWKnnMrXNlx53qfS3bOeS0v94u6mvS9ZZ64lhy8xvobb0f/jw4fzhw4eri2nLyXXNctdsi9b733I7bPmxc+v2h86n0/nzT35S5bxwXK3979prYuq5l17Vf/hle/Euff2ee24tz7dmnZXuCzWvx7Wv7bd6LQcYwaalv+TkvPVk6VLtSVzp3+lfKwdLy3ltsbi29C8t7zXrutY337w5Pzw8rN7u4eHh/M03b6qf09zPSk58ap93zdW/tdumn0vJ7M59vfTnEpdlfqrcb32lf2qfrX3uSbWvZ1uW/mtuU/v715zw772dLmew5A086/ZfOZ9O/+qvoT08nP+Hn/508c+fPn2KlP619bH1c68p/S3Fv/Y1bMvSXzpzLfNXew645TkjwL3b/Ep/7YHp8fstZWyL0r90ICk94GxyMHrz5vvS/913331fAD58+PD9x/s/ffp0fvtmviTPLdvStis9ENc8n7mr+y1X/WtOoEuef8ucbXXb1HMpPTmrfe41t58r8ddc6S9dvtr5Xdsn5r63dH9zJ6w1s7Pl1eiSZV76/ZKT8aWZLNlma7dLn/BPvQlVsw9fu25r11GP6/Z82qb01yzTNceurZ57belfKv41y5ncP9Ze/1puP7df1OwvNX8GYF5z6Z87qCydUNceVJa0nCA//PK0+HfrSk9s127f4vJf7J/z9O9HljyPLQ60tUoLfmnpL52d1tuszdlWt00/l8uT4anvzy3PtSeMcx/lv+bv9Lcu39q6WzuZXvqdmm2SOiGtuRqd2v8vS1jpNlp7Td1q+Wrm9nLdli7XNet2aYaPtG7Pp/0/3l97HrLFc58r/WvH79rZKj1+XXtu1bq+LrfB0n5Q8pq+9Hpcsz4A+LHm/2Vf6YnJ1EnOFmWjpIw9/Yj53IF3bZmf/nfu62uex9TytZ441BxAk2Vliyv9Jeux5ATg2pOEH71x9PDwfWH99OnT+c2TT16U/qvUqecyVyhqTyBb1lNJ6X/83tTXNa4pNaU/rznZLj1hbbVXMS1dPy2vMSXrtHX5rnHLN1Tm5uxI63btr59MrcfEP+RXew5y7XNvLf1rx++lr9P7RMl6LF3GpXVdM7s1ywPAsubS//bt8ju5U7crKTKlakr/2gG3pSxt+Vwul/Hhl6fzw8PD7/8Xfg8PVVcLLpej5aTx2gPrnh/vb7lN6Zx9/vz5/OHDh+///OnTpx/8Owu9/p3+pTmem+na9bTlx/tLTz5LnlfJ7M89fsm2S5+I7/UR9LXlKj0xb53xLddrb391Yu17R1u3S3+uMVUca/5bsj62eu63vtJ/zfa+Run6WjqWXP5O6et66/MGYNpmpb/lQDz3vRKlJxelhX/pOUwdaJ7+rOSkrGY5n/6jfY9/z7+l9M8t59TzvqbwXSr9F/qTpb+mEJbO2WVJffPmzQ++lyr91574lRTWuRkoXV9P18OHjx/Ov/n2Nz/6Wc3H+5ce+9oT4C1PZJf2na1OSK/5x+ZK12Hpz0rW0xbLsWUx/bP/4r/c7H+HaN3+UEnpn/qI/9JjlxbekmNazev/FqX/0jVv1pccE5aWfc/Sf3m7lkJfchulH6Dc5N/pry39NS/+c/dRq+hKf8UBt/Z51J5Q1Czrwy9P54f3f39+++bN+eH93zeV/rVCN/emxbXP4+3bH5b5pav7yX/Ib2pGlwpwyZz99J/+9Acf53/37l209Nc+l7WTxLXSes3+ufX/sm9pubco/aVzv/R7S9uqZt09zk7iavQWs7h2m6n1WfN6Ujt3tftwqvRbt+tz+/bt2+9L/uV/157z3DKtnXdc3mbpdq3Pfet/vb90u879fMtzq5L7mDsWlZ4TLh3fap7TFs8R4F5cXfpri8fl77a+aK+daLSU5LUD1dzzWzsxKzH18f63b982fbx/afssbau151P6uFuU/qUiVVOyrj0peFoEvvvuu/PDw8P5/fv35/fv358/f/5cVPrTz2XqxKvktiWzXLqeSkp/7ZX+1vV47fzuYe5/07fl/7JvrjTWmJqvtccr3bZrf27dlnut25rfn1tnR1q3c+vw6dX9uSv9T2fr8r+lc1fyPLZ67jWlv2b71O6DW73m1b4OlByf1pZ36bHnZn/q/mrmFeCenaZKfWnp71VLQd7bVOl/LJmtpX8v33zz5vs3LZZK/8PDw/mbb+b/F4Q9uDyJ/fDhw9XldUSfP38+Pzw8nP/mN3/T5frp/eRwy2KKdbvHup1bhyVX+o/maemf8ni7d29//4mwpf9rUErvr3kA3NbhS/9jCZ7771E8/OpPyv71/l/9ye7Luubdu3fn9+/fn9++XS7979+/P79792735V2yVgR6KrY9ePPmzfndu3fnjx8/fv//5/7t29/uvly92/Lj/Vi3vazbt2/L/07/kZSWfgDoxeFL/yg+ffp0fvjVn64U/j/9wb8WT15JQVD6Ae6H0g/A0Uz+nX4AAADg+JR+AAAAGJTSDwAAAINS+gEAAGBQSj8AAAAM6vRXf/VXZwAAAGA8p48fP54BAACA8Sj9AAAAMCilHwAAAAal9AMAAMCglH4AAAAYlNIPAAAAg1L6AQAAYFBKPwAAAAxK6QcAAIBBKf0AAAAwKKUfAAAABqX0AwAAwKCUfgAAABiU0g8AAACDUvoBAABgUEo/AAAADErpBwAAgEEp/QAAADAopZ8f+clPfsKd2HvWAACALKWfH/nJT35ylvGj9N/O6XRicHvPGPa5e7P3jAEcidLPjzyW/r0P6OQo/bf1uM5lzCgg/bFNxmb7AtRR+vmRp6VfxovSf3v2pbGjgPTHNhmb7QtQR+nnR5T+saP03559aewoIP2xTcZm+wLUUfqfroyLg8i9HlSU/rHTa+lv3d+OsJ/al8ZOagbn7rf2+1svy1H2ub2XAdsXoBdK/9OVUVj6S/7O9N7P5RpK/9hJl/6pfWFtH7lmX6rZ3/baN+1LY+dWZXtthi+L+dL+VHscmyv9vR77eloWbF+AvSn9T1fGRlf6j34wUvrHzi1K/+XXJQWidf+r3d/22D/tS2MnMVMtby6vXY2vuVpf+gZCr58A6GlZsH0B9qb0P66Iwo9LlpyEHf1gpPSPnd5K/9z+tXT/137S5tb7qH1p7KRKf+mfSz9d01r65/brpa/31tOyYPsC7E3pf1wRG57EHP1gpPSPnVuU/rk3wpauUM69wba2f9W8obDXPmpfGju9X+kv2Y9K9rO5Nw9q3nC75T639zJg+wL0Qun/WF8irr2C0julf+z0cKX/cl9a2nfWbtNS+ku+v/U6kXGz95X+uX1v7ThV86aCK/30xPYFqHP3pX+rq4S9nvi0UPrHzl6lv+SKYMm+0/Im3dp9p/dZ+9LY6elK/9S8p6/032o/ql1/ey8Dti9AL+6+9P9ohTSUjsvvHf1gpPSPnVuU/styMPffqduXFpvaK5RKv6Ryq0+LlOxza/tJ6czXXOlfezNvDz0tC7YvwN6U/qcro+Gq/9T3jn4wUvrHzl5X+qf+W7Nfle6nSr/cOlvPT8kbW0tvcD29j7V9s3Q/nnvsXo99PS0Lti/A3pT+xxVRWfCvuYLSO6V/7OxZ+lv2tdZ9t+Rxb7Wv2pfGzt5X+uf2t61Kf+3+3oOelgXbF2BvSv/H6/5Bo7n72/s5XUPpHzs9XumveSOgdX9T+iWVnkv/0pvT13yKYO3rvfW0LNi+AHtT+ktWUuHJ1tSJ0hEp/WMnWfrnPl689GmYpU/TbLV/Tu2nt9xf7Utjp4fSX/Kps2s+3r+2j/Z2/OtpWbB9Afam9PMjSv/4ccJ0W/alsWN/6o9tMjbbF6CO0s+PKP3j5vFq3Pn8+yv9qY/480P2pbGjgPTHNhmb7QtQR+nnR56WfsbxdJuez0r/LSn9Y0cB6Y9tMjbbF6CO0s+PPJZ+GSuXxVPpv5293/Ahb+8Zwz53b/aeMYAjUfr5kccyyFjmtu3e8wYAAOQo/XBHlH4AALgvSj8AAAAMSukHAACAQSn9AAAAMCilHwAAAAal9AMAAMCglH4AAAAYlNIPAAAAg1L6AQAAYFBKPwAAAAxK6QcAAIBBKf0AAAAwKKUfAAAABqX0AwAAwKCUfgAAABiU0g8AAACDUvoBAABgUEo/k06nE4Pbe8buyd7bGvvTvdl7HrDPAfRE6WeSA+rYbN/br28ZN/an/tjnxo59DqCO0s8kB9Sx2b63X98ybuxP/bHPjR37HEAdpZ9JDqhjs31vv75l3Nif+mOfGzv2OYA6Sv/USgkcTI7299J6XS6Ot32Tj1Vz309ve+v5VkDGzi3mKf0YW9x/T8cN+9zY6WnWAI5A6b9cIf//gWTpgNLyj8zM3V+vB65el4tjbd/U/lT6PGr3x+R6kHFzq0KePC6tvSm2dH8ly3dr9rmx09OsARyB0v90ZWxY1JV+erbHlckt96fH75W+QTC1LLf8xI0CMnZu+WmWxH409d+135/6uqfjhn1u7PQ0awBHoPQ/roiKE6mnJzhrVz6e/k7NFcy99bpcHGP73mJ/qnnskquY6fUh4yY1P6n9qPRTAbWfDOjpuGGfGzs9zRrAEdx96S8p3pe3ab2iciRHX3722b632J+WCkbNFf1bFhUFZOxsPUO3PC6VXOlfe1NA6Zdbp6dZAziCuy/936+Iiivxt7iisrfelodjbd/U/rT2uzXP95YzroCMnfSbaKn9aO3K/dI+40q/7JmeZg3gCJT+lpVWcKVx75Kx1XNkTD1t39b96fH7pVdE565KutIv16aH/al2PyrZb2r+fKt9yT4n53Mf+xzAkSj9H8uuxl/e/ul/S352tAPU0ZaXfrbvrfan0se4LPwtBWiLdSLjJjE/t9iPSl8TSp5fyRtwt2SfGzs9zRrAESj9H9uveNR+jLL05K0HPS4Tx9i+yf1paR+bu8/L2yr9snVSpT+9H9W+sXCr1xD7nKyl9/kD6I3S//H6jzm23GfrbXtZJxxbj6W/9j5rCsla0Vf65Zr0VPpb7rP0jbQjvXltnxs7vc0bQO+U/o/tH6Ncu8+ax997HRxhmTjG9r3V/nTtY9xyxhWQsZMq/en9aO5+tj7G7cE+N3Z6nz+A3ij9H7e9olJz1aPHqyOl64RjO8qV/qX9qeVK/+X93nJ9y7jp/Ur/5X5UMv9Ttz/S1X773NjpadYAjkDpZ5ID6ths39uvbxk39qf+2OfGjn0OoI7SzyQH1LHZvrdf3zJu7E/9sc+NHfscQB2ln0kOqGOzfW+/vmXc2J/6Y58bO/Y5gDpKP5Nq/g4nx7T3jN2Tvbc19qd7s/c8YJ8D6InSDwAAAINS+gEAAGBQSj8AAAAMSukHAACAQSn9AAAAMCilHwAAAAal9AMAAMCglH4AAAAYlNIPAAAAg1L6AQAAYFBKPwAAAAxK6QcAAIBBKf0AAAAwKKUfAAAABqX0AwAAwKCUfgAAABiU0g8AAACDUvoBAABgUEo/k06nE4Pbe8buyd7bGvvTvdl7HrDPAfRE6WfS6XQ6y7hxwmR/ku1if+qPfW7s2OcA6ij9THLCNHacMNmfZLvYn/pjnxs79jmAOko/k5wwjR0nTPYn2S72p/7Y58aOfQ6gjtI/tVJCB5Oa+5267S0Pck6Yxs6tZyl9n7WPcesTRvvT2EnOU+t9r/3e3M+3+v5W+9vj77bs4zJulH6AOkr/5QopOMFo/Udmnn6v5rZL3ytdnpb1IOPmVidMqf1p6s81837t8tif5Gm23p+mZq1mDkuL8jXHmdp9b4s3L2rfOJdxo/QD1FH6n66MwquHtaVii4J/zcmUkiKXucUJU3J/at1X7E+SSGp/qpn7a/aHtdvPLcfS161vjm+xv9nnxo/SD1BH6X9cERWF5OlVlLmTmNorKE+/Xruv2pM6JUUukz5hSu1PU/vK3M9b9xn7k9Sml9J/zRtrpftGbXkvLfZbvUlgn7uPKP0Ade6+9JecSFzepvXqROnV/6kis3Tyo6RIbZIlJbk/LZ381xSPkv3P/iSl2Xp/mnvja+kYsHa7udtcsx9d8zs166L192TcKP0Ade6+9H+/IiquLNRemVz6+dyylN5mbdlrr448vU8ZN+kTptT+NDX/JftMTbG3P0ltkm+itcxwyc9L9r21N8tK9olr9yOlX6ai9APUUfpbVtpCwSj52dzP5+6j5ESsZHlrn6OMm55OmGr3p6k3vC5/p/RNgpb9xf4kl0nsT7VvfLXM6dpxqvRnW/xOyxvk9rn7TU/HMIAjUPo/1l/Zay0pJVdt1n6v5M9zy1S7TmTcJE+YkvvT2hXI0n1A6Zctkyz9S/vUNfvd2j5Xu2/X7i81bwa0rj8ZN0o/QB2l/2P9SX7JidhceS8p8lNFp2R5Wp/f3O/IuEmX/uT+1PLYSr8ks/X+VPNG8TVzWvI4LfvX1vdln5PLKP0AdZT+j+0lpfR3lsr72tXPksdXUqQ2PZb+2t+ZejNti8e0P0ltUvtTbemfu/1SwS6931LX7mdLz6tmPdvnxo7SD1BH6f/Y/nHktfucuv/S5bn879ry1Cx/6TLIuEmX/tT+tDTPaz8rfUz7k9Sml9I/d/wouf/S/bF2OWoee2r/K9m/7XP3F6UfoI7S/3HbK5OXJytz5X+uSEyd5K09fuvJ1drvyLhJl/7U/lT7+C1XKO1PUpt06S85btTOect8l75JUFLoW/ZzpV8eo/QD1FH6meSEaew4YbI/yXaxP/XHPjd27HMAdZR+JjlhGjtOmOxPsl3sT/2xz40d+xxAHaWfSU6Yxo4TJvuTbBf7U3/sc2PHPgdQR+lnUs3fEeWY9p6xe7L3tsb+dG/2ngfscwA9UfoBAABgUEo/AAAADErpBwAAgEEp/QBAxOdf//r8uy++gOF9/vWvd9/fAOYo/QBAxO+++OJ8Pp1geL/74ovd9zeAOUo/ABDxWPr/4Wc/2/1KLCT8w89+pvQD3VP6AYCI333xhULE0Mw4cARKPwAQoRAxOjMOHIHSDwBEKESMzowDR6D0AwARChGjM+PAESj9AECEQsTozDhwBEo/ABChEDE6Mw4cgdIPAEQoRIzOjANHoPQDABEKEaMz48ARKP0AQIRCxOjMOHAESj8AEKEQMTozDhyB0g8ARChEjM6MA0eg9AMAEQoRozPjwBEo/Uw6nU4Mbu8Zuyd7b2vsT3vZqxDtPQ/czz6n9ANHoPQzqacDKrbv0VnfY7N95+1Z+mXc9LTPKf3AESj9TOrpgIrte3TW99hs33lKvyTS0z6n9ANHoPQzqacDKrbv0VnfY7N95yn9kkhP+5zSDxyB0v90ZTQeRFIHnz0Paj0dUDne9p26/5LHTC6X/Ykjbt/ejku1lH5JpJf53nPGAWrcfemf+kdhav7BmMefzd2m9h+luXZ5tlwve28bjrt9W0v/2u3sT/Ro6+271dz2MHdKvyTSw2zvPeMANe6+9H+/Ii5OruZ+tvT9LUrNNcuTWh+M55al//KNsZIy0/LGW+3y3Gpd3Oox2M8tPu1VMrfX7EcpvZT+p+tgqkDKsdLTa6rSDxyB0v+4IhpOrtbup+XnrcuTXB+MZ6/Sv/bJmNTzsD9xxO271XEpvZxLeij9U28APP1a6T9eenpNVfqBI7j70r/2keC5q5JLt7vmSubc9y6X+RbrZe9tw/G279pMLz1+zffsT/Rk6+1be1wqXQ6lv+zP0n96ek1V+oEjuPvS//2KuOJKYM3PS76+dnm2Xh+M51ZX+ufKdsknZWpvY39iL670z1P6JZGeXlOVfuAIlP6PP74SmS79a1c+166KKin0vn2n5ndt3kuu3K/97tJt5p67/Yket2/LcalmP7oVpV8S6ek1VekHjkDp/7j+kf2pk62aE6vaK5NTJ3u3PnHr6YDK8bbvUulfK+Et9732tf2Jo23f2uNSyXIo/WV/lv7T02uq0g8cwd2X/rWrkFN/nruPkp+vXZmcu6qz13phTHtf6b9mWexP9Gbr7dt6XOpxzpR+SaSnWVf6gSO4+9L//Yq44uRq7apl7ZXJpT/f6kDX0wGV423fy6uUS4+fvtK/9Gf7Ez1v35aZ7k0Ppf+xJD4q+b70nZ7mXekHjkDpf1wRDVf6S68mzn00c+mjmtd88mDr9cF4kiXlmjfNah7D/kQvlP55vZR+GSs9zbvSDxyB0v+4Ip4U96USUVo4aktN7ZXIW1yp3XubMM72XdqfEstuf+KW0qW/5Li09zqYo/RLIj3NvNIPHIHSz6SeDqjYvkdnfY/N9p2n9EsiPe1zSj9wBEo/k3o6oGL7Hp31PTbbd57SL4n0tM8p/cARKP1M6umAiu17dNb32GzfeUq/JNLTPqf0A0eg9DOp5t8u4Jj2nrF7sve2xv60lz1LP2Pbe7b3nnGAGko/ABChEDE6Mw4cgdIPAEQoRIzOjANHoPQDABEKEaMz48ARKP0AQIRCxOjMOHAESj8AEKEQMTozDhyB0g8ARChEjM6MA0eg9AMAEQoRozPjwBEo/QBAhELE6Mw4cARKPwAQoRAxOjMOHIHSDwBEKESMzowDR6D0AwARChGjM+PAESj9AECEQsTozDhwBEo/ABChEDE6Mw4cgdIPAEQoRIzOjANHoPQDABEKEaMz48ARKP0AQMRjIfqHn/3s/LsvvoDh/MPPfqb0A91T+gGAiN998fvSD6NT+oGeKf0AQMTnX/969yuxcAuff/3r3fc3gDlKPwAAAAxK6QcAAIBBKf0AAAAwKKUfAAAABqX0AwAAwKCUfgAAABiU0g8AAACDUvoBAABgUEo/AAAADErpBwAAgEEp/QAAADAopR8AAAAGpfQDAADAoJR+AAAAGJTSDwAAAINS+gEAAGBQSj8AAAAMSukHAACAQSn9AAAAMCilHwAAAAal9AMAAMCglH4AAAAYlNIPAAAAg1L6AQAAYFBKPwAAAAxK6QcAAIBBKf0AAAAwKKUfAAAABqX0AwAAwKCUfgAAABiU0g8AAACDUvoBAABgUEo/AAAADErpBwAAgEEp/QAAADCo0y9+8YszAAAAMJ7T3gtwdG/fvr17e28DAAAApp32XoCj27tw92DvbQAAAMC0094LcHR7F+4e7L0NAAAAmHbaewGObu/C3YO9twEAAADTTnsvwNHtXbh7sPc2AAAAYNpp7wU4ur0Ldw/23gYAAABMO+29AEe3d+Huwd7bAAAAgGmnvRfg6PYu3D3YexsAAAAw7XQ+n2d/+PRnS9lygUrub4vH3Gq51wrx6XQ6n06npjJd+rvXPMbT32+9n9p1vbbua7bN3G2XZrN2eQAAAI7qtFbityxoJR7vr3S51rL2GNcub2mJvvzeWsGuKeLXPM7c7+9V+lu35eXvbrU8AAAAR3a6/EZtAdqyMF0WuJbHuXXhay3TS+W65ra1RX3uvlveLNi69M+9GbP2JkHNtix58wAAAGAUi1f6n5awudsdqfQnCt/Wpb/m+60lfW65evl4/+XMrf28ZhaVfgAA4J6cln64VKa2Lv1TbzgsvRlRU94ui+FcYWx5LiUfzS+5kl7zOyXlv+QNgbm/grBF6b/cXjU/K/ne3H2tzU3JvAMAAIyi6B/ymyvScz+rVfI4S9+vKXa1t1uT+Hh/y23m3ggo+b1rPtq/dKV/brtOfb+koM+9IVAyB08fc+nNAcUfAAAYSZcf718rZpePe/n11O3nHutataU6Wfpr7/8WH++f2g5r26Zm+5TMRMn9bznHAAAAvTgt/XCp2CdL/9r3Lr9fUvZK0rLM11xJv/Zj+lPfr71q39Pf6W/ZPk9/9vS/Sj8AAMDElf6nP7wsU6U/azX1+HMFbq7glS7PVstdevU9daV/rrivlflbfLx/abvWbpuS2bj8eumNgtQ8AAAA9OT09A9LpX8qU79zjakCN/c4c8uwtDxLBbF1mVs/Or/2j+vVXIVfK/pLj93Tlf6ln5cU+KX5ab1/AACAIzs9/UNtOSu9Tam1El/7dcljXLv8W5f+a1bJQi4AABjBSURBVD+iX/OmQo+lv6Tcz32/ZA5qvw8AAHBkp1/8Yv6j0GvlbO73WrVcgV1LyW2ueS4lpb/kY/Slty0p+DUf0d/iI/4t22Vqnc9t/7ntcrmNa2fpmu0OAABwBKe9F+Doaq+Kj2jvbQAAAMC0094LcHR7F+4e7L0NAAAAmHbaewGObu/C3YO9twEAAADTTnsvwNHtXbh7sPc2AAAAYNpp7wU4ur0Ldw/23gYAAABMO+29AEe3d+Huwd7bAAAAgGmnvQsjAAAAkKH0AwAAwKCUfgAAABjU6c///M/PAAAAwHhOf/t3//x8a19+9fX5/L/8Y9jUX//FH998lhnfl199vfsyMB5zRYK5IsFckfDlV1+fP378yI3sV/r/138DNqX0k+BkhwRzRYK5IsFckaD030vp/9/+DDal9JPgZIcEc0WCuSLBXJGg9N9L6f/f/03YlNJPgpMdEswVCeaKBHNFgtJ/L6X/5b8Fm1L6SXCyQ4K5IsFckWCuSFD676X0/x//Nk88e/G86GfPXjyftfdz2Nuopf/Zi+eTX5f8Ts3t5+z9/Pd2hJOdpe13uR1b5qlleUq+13Jfl8t/1Lk1V9fNydbb+Bb7xS30NFdb7fNbb//S4+MWc1D6XLZ8zUzoaa62Mrd+l44hS8ejufvp5bjcI6X/Xkr/639yt0peCJ69eP6j31m7z72f195GKv21B4PSmZq6/dJj1z7G3ust9Xq19zLUzEvrPJXMSul2r/ne2vy0nAwfYRbvfa6umZPa17iSuW1Z/h7tPVel22Jtpmpnr2Y7lR5Ta+ew9H5qlqWXmdt7rhJKz4mWtkfJLNdu+yO//tRS+u+l9P+f/87devbi+Sa3ueb2I7rn0j/3+0u/W3uCMULRanGEk521bft0HuZOVmtPPmtmpeSEuPWkeavfubV7n6vSgt66ja8tjaX7RW96mavaY0/N7Wq2xdR91r4J1Lo8S9+rvf3eepmrLdXu27XHqFscl49O6b+X0v9//bt3a+3d4kdPb7/0e09vc8/upfTPnaiUzNTSY6z9zrUn2Ud1hJOdpZOHtXla+3rue3O3WXrskscsncPSE6Ve3fNctRbC1te3pefWsvw962WuardxTXGa2+a1y1L6mCXbv+Y1s7bQ9TB3vczVFlqPGa3zkjwuH53Sfy+l/zf/3t169uL54p/nbj91u6Wf3ZvRS//aiVPJ76zdfu02NSfdozjCyU7tbMyV6aVtWVPOLv9be9JT8rhLy3iEWbznuaqZs5ZlKZmB0jJ5tNe4vedqbXvPrd+l202t+7XXl7nZannNmXtura+ZS6+RNctzT3OVmtW1bVu6DVqOmVscl49O6b+X0v93//7devbiedH3Ln+29HtLv38vRi79JSVp7YRk6SBW+/XaMo/kCCc7ye2+NG9Lc7A0D3Mn7CVztXT/JY/dC3O1ftJdM38tr4dLy1Ky/D3qZa5Kt/va7y7NZc3vzb3mlMxazf0vfe/y9al0nnqYu17maku1r1NrryXXvAaN8vrTMld7F+F7sl/p/2f/wd0qLWdPb7/0e09vc89GLv1rX5f8bsv91hxwRjwg/e3fHeNkp2bb1Jx0lL5Wzf3u3H1cM3clJ+9HmMV7nquWbVQzg7XL3rL8vephrkrK0LVz17LNS7dn7fdLn+PUa2Pp+tx7m/YwV1vb6lynZV6mHnOE159aSv+9lP7f/od369mL55Nfr91+6rZLP7s3I5b+tUJ1+Tst5azm65qT7lEc4WRnrWC3bN+5x5j789x9L/1eabkv+f7az3pzz3NV8r21glVym5Ln1rL8Pethrta269S6rz1uLX2vdC5qy1rN8a/k9al0nnqYux7mamtTr2Ul+3nJtp66z8Rx+eiU/nsp/f/3f3S3nr14/oOvp0zd/vL7az+7N6OV/pLStPT9kj/XHnzWlnnv9ZZwhJOd0oK8dLK6tq1bTnTWfm/pMUufU+nPemOuMvNV8lhTy3Xt8vdi77kqWW9bHEtK3wiYuk1LYV9bLqX/OKa2+9TrQem2KH2tWpqDUV5/ain991L6/5//+G49e/F88uu57z3+efYNgpn7uTejlf6lr1tKWcnBo+b+a39+VEc42Vk6eSjdNrUn6aUnwGtzOHfivfb7pSdKvTJX9W9urr0urv1+zc9LH6c3vczVNa8nrceqa75em4/aedpqVnqZuV7maktbnGctbaP06+cIlP57Kf1//5/crWcvnv/gv3M/n/tzye/co5FK/1M1J8WP35862JQ+ztKf1+y9rhJ6P9m55sSh9GS49URnbm5KHrNmWVrWyd7uea6mXi/W5qT09Wnp/pZer64tib3oZa5qX08u52NtfbcWsluU/i3npJeZ62WutnTtsWjp+7c4Lo9A6b+X0v8v/tO79OzF8x/89/Jnc99fur+537s3I5f+mneSa++n5P4vv1677Uh6Ptkp2SaXbwKtbf+lYr722HMFr2VOSspZ6e/06N7nau0xr329ubak1S5/L3qZq6lj09SbLiVvzrS86bO0XCX3f/kcSu6vdPZq12EPepmrrSy9fpW+ebQ2N6UzM9LrTy2l/15K/7/8z2BTo5Z+9jXayQ59MFckmCsSzBUJSv+9lP43/zlsSuknwckOCeaKBHNFgrkiQem/cen/8quvz3v467/4Y9jcXvMMAACU27sI35PT+dU/Od/aX//FH59PpxNs6o/+8A/Op9PpLLJlXr56vfciyIAxV5KIuZJEzJUk8vLV692L8D3ZtfSLbBWlX1JxsiOJmCtJxFxJIuZKElH6lX6R6ij9koqTHUnEXEki5koSMVeSiNKv9ItUR+mXVJzsSCLmShIxV5KIuZJElH6lX6Q6Sr+k4mRHEjFXkoi5kkTMlSSi9HdY+p+9eK70S9dR+iUVJzuSiLmSRMyVJGKuJBGlv6PS/+zF8+8p/dJzlH5JxcmOJGKuJBFzJYmYK0lE6e+o9LvSL0eJ0i+pONmRRMyVJGKuJBFzJYko/Uq/SHWUfknFyY4kYq4kEXMliZgrSUTpV/pFqqP0SypOdiQRcyWJmCtJxFxJIkq/0i9SHaVfUnGyI4mYK0nEXEki5koSUfqVfpHqKP2SipMdScRcSSLmShIxV5KI0q/0i1RH6ZdUnOxIIuZKEjFXkoi5kkSU/o5K/9P/Zd+W/+s+pV+2jtIvqTjZkUTMlSRiriQRcyWJKP0dlf4UpV+2jtIvqTjZkUTMlSRiriQRcyWJKP1Kv0hTHJQkEXMliZgrScRcSSLmShJR+pV+kaqcTqcfXOk3W7JlnOxIIuZKEjFXkoi5kkSU/jsq/XCt81npl2yc7Egi5koSMVeSiLmSRJT+G5f+v/6LPz7v4Y/+8A/gai9fvZ79PgAA0Ke9i/A9Of3t3/3z8619+dXX53/0j05wtW+/PX//9R/94R/84PuwhZevXu++DIzHXJFgrkgwVyQo/XdS+vceNMah9JPkZIcEc0WCuSLBXJGg9Cv90MRBiQRzRYK5IsFckWCuSFD6lX5o4qBEgrkiwVyRYK5IMFckKP1KPzRxUCLBXJFgrkgwVySYKxKU/o5K/7MXz39A6adnDkokmCsSzBUJ5ooEc0WC0t9J6Z8q+VsVf6WfBAclEswVCeaKBHNFgrkiQenvpPSXvhGg9NMLByUSzBUJ5ooEc0WCuSJB6Vf6oYmDEgnmigRzRYK5IsFckaD0d1r6/Z1+euegRIK5IsFckWCuSDBXJCj9nZX+rf8RP6WfFAclEswVCeaKBHNFgrkiQenvqPRvXfaVfpIclEgwVySYKxLMFQnmigSlv5PSnyr8Sj8pDkokmCsSzBUJ5ooEc0WC0t9R6Z+i9NMrByUSzBUJ5ooEc0WCuSJB6e+k9Ccp/SQ4KJFgrkgwVySYKxLMFQlKv9IPTRyUSDBXJJgrEswVCeaKBKVf6YcmDkokmCsSzBUJ5ooEc0WC0q/0QxMHJRLMFQnmigRzRYK5IkHpv3Hp//Krr897ePnqNQAAAHdo7yJ8T3a70i+ydV6+er33IsiAMVeSiLmSRMyVJGKuJBGlX+kXaYqDkiRiriQRcyWJmCtJxFxJIkq/0i/SFAclScRcSSLmShIxV5KIuZJElH6lX6QpDkqSiLmSRMyVJGKuJBFzJYko/Uq/SFMclCQRcyWJmCtJxFxJIuZKElH6Oyr9z148/wGlX3qOg5IkYq4kEXMliZgrScRcSSJKfyelf6rkb1X8lX5JxEFJEjFXkoi5kkTMlSRiriQRpb+T0l/6RoDSL73EQUkSMVeSiLmSRMyVJGKuJBGlX+kXaYqDkiRiriQRcyWJmCtJxFxJIkp/Z6Xf3+mXo8RBSRIxV5KIuZJEzJUkYq4kEaW/s9LvSr8cJQ5Kkoi5kkTMlSRiriQRcyWJKP1Kv0hTHJQkEXMliZgrScRcSSLmShJR+jsp/f71fjlaHJQkEXMliZgrScRcSSLmShJR+jsp/Zd/n9/f6Zfe46AkiZgrScRcSSLmShIxV5KI0t9R6U9R+iURByVJxFxJIuZKEjFXkoi5kkSUfqVfpCkOSpKIuZJEzJUkYq4kEXMliSj9Sr9IUxyUJBFzJYmYK0nEXEki5koSUfqVfpGmOChJIuZKEjFXkoi5kkTMlSSi9N+49H/51dfnPbx89RoAAIA7tHcRvie7Xen/9tszbOrlq9e7LwPjMVckmCsSzBUJ5ooEpV/phyYOSiSYKxLMFQnmigRzRYLSr/RDEwclEswVCeaKBHNFgrkiQelX+qGJgxIJ5ooEc0WCuSLBXJGg9Cv90MRBiQRzRYK5IsFckWCuSFD6Oy39z148V/rpmoMSCeaKBHNFgrkiwVyRoPR3WPqfvXiu9NM9ByUSzBUJ5ooEc0WCuSJB6e+s9D+WfaWf3jkokWCuSDBXJJgrEswVCUp/R6X/adFX+umdgxIJ5ooEc0WCuSLBXJGg9HdS+i9LvtJP7xyUSDBXJJgrEswVCeaKBKW/o9I/RemnVw5KJJgrEswVCeaKBHNFgtLfSelfu/Kv9NMbByUSzBUJ5ooEc0WCuSJB6Vf6oYmDEgnmigRzRYK5IsFckaD0K/3QxEGJBHNFgrkiwVyRYK5IUPo7Lf1bUvpJcFAiwVyRYK5IMFckmCsSlH6lH5o4KJFgrkgwVySYKxLMFQlKv9IPTRyUSDBXJJgrEswVCeaKBKVf6YcmDkokmCsSzBUJ5ooEc0WC0n/j0v/lV1+f9/Dy1WsAAADu0N5F+J7sdqVfZOu8fPV670WQAWOuJBFzJYmYK0nEXEkiSr/SL9IUByVJxFxJIuZKEjFXkoi5kkSUfqVfpCkOSpKIuZJEzJUkYq4kEXMliSj9Sr9IUxyUJBFzJYmYK0nEXEki5koSUfqVfpGmOChJIuZKEjFXkoi5kkTMlSSi9HdS+p+9eD5J6Zde46AkiZgrScRcSSLmShIxV5KI0t9R6XelX44UByVJxFxJIuZKEjFXkoi5kkSUfqVfpCkOSpKIuZJEzJUkYq4kEXMliSj9HZX+xEf7lX5JxUFJEjFXkoi5kkTMlSRiriQRpb+T0p+8+q/0SyIOSpKIuZJEzJUkYq4kEXMliSj9Sr9IUxyUJBFzJYmYK0nEXEki5koSUfqVfpGmOChJIuZKEjFXkoi5kkTMlSSi9HdS+qcKvtIvPcdBSRIxV5KIuZJEzJUkYq4kEaW/k9L/WPL9Q35ylDgoSSLmShIxV5KIuZJEzJUkovR3VPpTlH5JxEFJEjFXkoi5kkTMlSRiriQRpV/pF2mKg5IkYq4kEXMliZgrScRcSSJKv9Iv0hQHJUnEXEki5koSMVeSiLmSRJR+pV+kKQ5Kkoi5kkTMlSRiriQRcyWJKP03Lv1ffvX1eQ8vX70GAADgDu1dhO/Jblf6v/32DJt6+er17svAeMwVCeaKBHNFgrkiQelX+qGJgxIJ5ooEc0WCuSLBXJGg9Cv90MRBiQRzRYK5IsFckWCuSFD6lX5o4qBEgrkiwVyRYK5IMFckKP1KPzRxUCLBXJFgrkgwVySYKxKU/s5K/7MXz7+n9NMzByUSzBUJ5ooEc0WCuSJB6e+o9G9Z9JV+0hyUSDBXJJgrEswVCeaKBKW/k9KfKvxKPykOSiSYKxLMFQnmigRzRYLS31Hpv6T00zMHJRLMFQnmigRzRYK5IkHp76j0p67+K/0kOCiRYK5IMFckmCsSzBUJSr/SD00clEgwVySYKxLMFQnmigSlX+mHJg5KJJgrEswVCeaKBHNFgtKv9EMTByUSzBUJ5ooEc0WCuSJB6e+k9D+WfP+QH0fhoESCuSLBXJFgrkgwVyQo/R2V/hSlnwQHJRLMFQnmigRzRYK5IkHpV/qhiYMSCeaKBHNFgrkiwVyRoPQr/dDEQYkEc0WCuSLBXJFgrkhQ+pV+aOKgRIK5IsFckWCuSDBXJCj9Ny79X3719XkPL1+9BgAA4A7tXYTvyW5X+kW2zstXr/deBBkw5koSMVeSiLmSRMyVJKL0K/0iTXFQkkTMlSRiriQRcyWJmCtJROlX+kWa4qAkiZgrScRcSSLmShIxV5KI0q/0izTFQUkSMVeSiLmSRMyVJGKuJBGlX+kXaYqDkiRiriQRcyWJmCtJxFxJIkp/J6X/2Yvnk5R+6TUOSpKIuZJEzJUkYq4kEXMliSj9nZT+uTcClH7pNQ5Kkoi5kkTMlSRiriQRcyWJKP2dlv6tCr/SL6k4KEki5koSMVeSiLmSRMyVJKL0K/0iTXFQkkTMlSRiriQRcyWJmCtJROnvsPRvWfiVfknFQUkSMVeSiLmSRMyVJGKuJBGlX+kXaYqDkiRiriQRcyWJmCtJxFxJIkp/Z6V/68Kv9EsqDkqSiLmSRMyVJGKuJBFzJYko/Uq/SFMclCQRcyWJmCtJxFxJIuZKElH6Oyr9icKv9EsqDkqSiLmSRMyVJGKuJBFzJYko/R2V/hSlXxJxUJJEzJUkYq4kEXMliZgrSUTpV/pFmuKgJImYK0nEXEki5koSMVeSiNKv9Is0xUFJEjFXkoi5kkTMlSRiriQRpV/pF2mKg5IkYq4kEXMliZgrScRcSSJK/41L/5dffX3ew8tXrwEAALhDexfhe7Lblf5vvz3Dpl6+er37MjAec0WCuSLBXJFgrkhQ+pV+aOKgRIK5IsFckWCuSDBXJCj9Sj80cVAiwVyRYK5IMFckmCsSlH6lH5o4KJFgrkgwVySYKxLMFQlKv9IPTRyUSDBXJJgrEswVCeaKBKW/o9L/7MXzH1D66ZmDEgnmigRzRYK5IsFckaD0d1L6p0r+VsVf6SfBQYkEc0WCuSLBXJFgrkhQ+pV+aOKgRIK5IsFckWCuSDBXJCj9Sj80cVAiwVyRYK5IMFckmCsSlP5OSr+/08/ROCiRYK5IMFckmCsSzBUJSn8npd+Vfo7GQYkEc0WCuSLBXJFgrkhQ+pV+aOKgRIK5IsFckWCuSDBXJCj9Sj80cVAiwVyRYK5IMFckmCsSlP5OSr+/08/ROCiRYK5IMFckmCsSzBUJSn9HpT9F6SfBQYkEc0WCuSLBXJFgrkhQ+pV+aOKgRIK5IsFckWCuSDBXJCj9Sj80cVAiwVyRYK5IMFckmCsSlH6lH5o4KJFgrkgwVySYKxLMFQlK/41L/5dffX3ew8tXrwEAALhDexfhe7LblX6RrfPy1eu9F0EGjLmSRMyVJGKuJBFzJYko/Uq/SFMclCQRcyWJmCtJxFxJIuZKElH6lX6RpjgoSSLmShIxV5KIuZJEzJUkovQr/SJNcVCSRMyVJGKuJBFzJYmYK0lE6Vf6RZrioCSJmCtJxFxJIuZKEjFXkojS31Hpf/bi+Q8o/dJzHJQkEXMliZgrScRcSSLmShJR+jsp/VMlf6vir/RLIg5Kkoi5kkTMlSRiriQRcyWJKP1Kv0hTHJQkEXMliZgrScRcSSLmShJR+pV+kaY4KEki5koSMVeSiLmSRMyVJKL0K/0iTXFQkkTMlSRiriQRcyWJmCtJROnvpPQ/lvzEP+an9EsiDkqSiLmSRMyVJGKuJBFzJYko/R2Vflf65UhxUJJEzJUkYq4kEXMliZgrSUTp77T0+1/2Se9xUJJEzJUkYq4kEXMliZgrSUTp76j0b/2xfqVfknFQkkTMlSRiriQRcyWJmCtJROnvqPSnKP2SiIOSJGKuJBFzJYmYK0nEXEkiSr/SL9IUByVJxFxJIuZKEjFXkoi5kkSUfqVfpCkOSpKIuZJEzJUkYq4kEXMliSj9Sr9IUxyUJBFzJYmYK0nEXEki5koSUfpvXPq//Orr8x5evnoNAADAHdq7CN+T094LAAAAAGQo/QAAADAopR8AAAAGpfQDAADAoJR+AAAAGJTSDwAAAINS+gEAAGBQSj8AAAAMSukHAACAQSn9AAAAMCilHwAAAAal9AMAAMCglH4AAAAYlNIPAAAAg1L6AQAAYFBKPwAAAAxK6QcAAIBBKf0AAAAwKKUfAAAABqX0AwAAwKD+P3aYgZA5d/DQAAAAAElFTkSuQmCC
本帖最后由 edhan 于 2021-1-30 17:11 编辑
用if函数判断一下，如果月份值( TODAY() )小于10，就在前面加个0。if(月份值( today() )< 10, "0" +月份值( today() ),月份值( today() ))
显示的单元格数据项要为文本格式
是输入到单元格？ 这个你可以在指定的单元格上，右键选择 设置单元格格式再按照下图进行配置
找到一个函数text完美解决
页:
[1]