[数据处理]
求组,自由式表格内单个单元格间可以做计算吗?
DX188
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发表于 2023-6-15 10:14:12
这不是横向扩展的么,只要6月/5月?那每个月下面的per vehicle值都是6月/5月了 |
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yhdata_ruby
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发表于 2023-6-15 10:29:14
在下一行写格间计算,参考:
iif((up(2)=='南部市场') && (cell(row-2,column+1))=='西部市场',cell(row-1,column+1)/up(1),null)
这里的up根据你的行来定,
![](data:image/png;base64,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)
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q1a6eRI0eqT58+TV5294l30tPTm3Tbhw4dUlFRkZKSkhQXFxfy+2JjY5WUlKTdu3eroKBAnTp1asRSAgAAAK1Hs4TJ6upqbdmyRSdPnvT7en5+viTp5MmTyszMVNu2bX3WiYyM1KWXXuoRnhqK96MXrGqsRzVUVlZq165dCgsLk8vlUlFRkf7v//5Py5cvV79+/XThhRea665evVp///vfVVRU5PEZ5eXlys3NbfIw2ZwT70jS8ePHdfr0aTkcDkstopGRkYqJiVFlZaVKS0sbsYQAAABA69IsYfL06dNatmyZcnNzg6535MgRvfbaa35fczgc6tu3b6OESe9HL1jVWI9qaNu2rR555BGdOnVK69ev1xdffKHc3FxVV1crJydHOTk5kqSKigotW7bMfF9MTIwuueQSXX311erfv39I4wUb2u7du1VUVNQsE+9INUH8zJkzatOmjeVtGy2ZdHMFAAAAzmmWMBkWFqb27dsrPj7e7+sVFRUqKytTeHi42rdv73ed2NhYXXDBBY1SPpvNFrBsob6/MQNbu3btNGrUKI0aNUpVVVXasWOHVq9erfXr15uTxMTGxmrkyJH66U9/qi5dujTrrJ/V1dVau3atzpw5o969ezf5xDuS6hQiDceOHZNUcwMDAAAAQI1mCZPR0dGaPn16wNcXL16s5cuXq1evXpoxY0aTTtQiSTfeeKNuvPHGJt1mXUVERCgtLU3bt2/XmTNnzOXV1dVKS0trEQ+yb86JdwzGeNLi4mI5nc6Qy+ByuXT27FmFhYWpTRvmqwIAAAAM1I7PA1988YXef/99SdKYMWPUt29flZaW6qWXXlJBQUEzl655J94xdOrUSTExMSouLtapU6dCft/Jkyd15MgRxcTEKCkpqRFLCAAAALQuhMlW7ttvv9Ubb7yh6upqXXTRRbrjjjt09913q3379jpy5IheeOEFS+GpoZWUlGjTpk2SmmfiHUNsbKx69OhhPiIkVAcPHlRhYaE6d+6szp07N2IJAQAAgNaFMNmKFRQU6KWXXlJpaak6deqke+65R1FRUUpOTtYdd9yh8PBw7dq1S6+99pqqqqqapYw7d+5UYWFhs028YwgPD9eIESMk1czWG+ozOtevX6/y8vJm654LAAAAtFSEyVbq1KlTeuGFF3TkyBGFh4frV7/6lUer37Bhw8wupV999ZWWLl0acoBqKO4T73Tv3r1ZJt5xN3DgQHXr1k3bt29XXl5eresbjzPp3LmzGUQBAAAA1CBMtlLZ2dnau3evJGn48OG66qqrPF6PiIjQb37zG/3oRz+Sy+XS119/3eTjJ1vCxDvu2rVrp/Hjx6uiokKffvppreH6008/1ZEjRzRq1CglJCQ0SRn37t2rP/zhD5o8ebJ2797td5333ntPd999t5566ilVVFQ0SbkAAAAAb80ymyvq7yc/+Yk6dOigjz/+WL/5zW/8dh91OByaNGmSPvvsM911112KjY1t0jK2hIl3vF166aUaMWKEdu7cqd27d+vCCy/0u15eXp5WrVql1NRU/fznP2+y8lVXV6ukpEQ2my1g1+Ty8nKVlJQ0WZkAAAAAf8JcTd33MQROp1NOp1MRERGKjY1t1mckom5cLpcKCgr0wQcfKDw8XP/+7//O3zEIY583tGnTRh06dPD7vFIr6wIAAACNpUWGSQAAAABAy8aYSQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZeHNsdFNmzY1x2YBAAAAAA2kWcKkJPXr16+5Nl1n0dHRzV0EAAAAAGgR6OYKAAAAALCMMAkAAAAAsIwwCTShs8UHdGzuSJ3euKy5iwIA5yXnh0/qxIvj5So73txFAYDzHmES562q3K907MmrVZX7leX3Oj98UiVPXFGn9wZztvykwiJsKlvzss4WHwj5ffX5LgDQ0lTlfqWSJ66Q88MnG+XzzxzJU9maBSGvz40+AKibZpuAB2jJoq++V9X7N6vss2fVvssAhUXHmq+d3rhMzr/N8fs++3XTFHnZzQE/N7zrRbJf9/906p0/qWrPBkU6utepfFW5X+nUO3+SqiqCrhfRe6ja3Rl6hQoADKGeZ2pzQadktZ/4qsd5NCLlSkVe8kud3vKB2l44TBEpV5qvnS0+oBOvT5TLeczns0I5p9l/8YjOHt2n6v2b5So77rHdUAUrgzt/3w0A/pUQJi166m/fadn6fD135xANTXaooKRct7/4tfp16aAXf3upx7p/3XhQM//vW0nST1I7+ryO+nF++KROb1ha63qnFk0O+nrk0PFqe+GwgJWmY09ebf7/BZ2SFZl2jcLscepw90K1+SEMnt64TM5Pnlab2CSdeuNeVe3ZUHv5/zYnYCiVggfTiJQrFf/o135fM7YfZo+T/bpptZYDvgoLCzV9+nSNGDFCEyZMkCTl5ORozpw5mjRpkoYPH97MJWzd/P2+aHkCnWeMoNV2wGjZf/GIpJrzzllnScBg5So7rhMvjteZI3k+r3mcoyOiZB/zoCTPc6CxzTYJPS2FXPfzt7dgQbCNo7viHv7c7/vMa09ElKJ/9odmC5KLFy/W2rVrNXv2bCUmJnJcNbB58+apuLhYM2bMkN1ub+7ioBXzPlal82v/Ou/D5LPPPqukpCSNHz++SbdrBMnHfzVQ4y7r6vHat6tX673Zs3Xj9OkaOGqUuXzN669rw4oVumXOHPUYNKhRy3f88GEtvP9+dUlN1fhZs2oWLl0q/du/nVspJUVavVrq3t2j3MMmTNDVd9/dqOUL5NQb90qS2t25QPZfPGJWZPypyv1KpcsfVcxNT3jc9Q4kbupHOvXWH2S76h6P9V1lxz2We3eDcpUdV8WGpYrolqaIlCtr3ZbzwydVmbPKI4w2BPc76ZFDx/v8Nsbr0Vffp8jLbtbSGTO0Z9Mmy/vbmr1rdP0716u0slSS1Dmms76+62v1iu1V63v3Ht+rK/7nCh0uPSxJimkbo/d//b6u7hW4wheM3/24GTTlsVtvBw5Io0ZJubnnlr37rtTE58h/GQcOSDfeKGVkSD/5iSSporRUbz30kE4dPaqJzz2n2M6dJUn7s7O1ZNo09R4ypNn2Z+eHT6p6/+aQWtvCOyWH/Llh0bHq8LulZrdW7/OT+/KzxQekNS97vF7+j7clSbYf36o2ju4Bb6ZJ/sNuQ3CVHdfJhffozJG8gC2kVn6/ptRSzpV1ctttUt++0owZzV2S89esWdLu3dJbb5mLrNQRFm5dqPs/vr9e1/NQBapDm/zsL3Wt7zSVllC/ro/zdsxkUVGR7r//fm3cuLFBP/eP1/VT1n/+TEOTHZKkLvE2rXl0pE+rY97hU3K0a6vL+jg8lh8/fFirX31VwyZM8DgI9mdna8OKFbr2gQeaZEf/7KWX1C4hQb986KGaBbNmSf/xH9K6dZLLVfPf0KHS4MHSl19KkgaOGqUbp0/XhhUrtD87u9HL2NTComN1wY/6qeyzZz0mbihbs0DVR3IDvq8yZ7XOlBxU1JW3N0Ux/XJ++KSOPztOrspytbv9+ZAqUONnzVLvIUO06pVXVFFaGtJ2jCB5z5B75JrpkmumS4OTBuumd2/SsYrg3cGMIDk4abD53nuG3KMJ703Q3uN7Q9q+N5/9uBk09bFbL19+WXNM33bbueP83XdrbiK1tgpma7B0qdSjh7Rvn8fiqJgY3TZvntolJOizl14yl/cYNEi3zJmjPZs26dvVq5u6tE2i7YXDVLn9M4/x31W5X+n0lg8Cvuds8QFV5qxS2wGjG/QGnBWnNy7TsSev1pkjebJfN63VDR9oCedKyw4cqAkFixc3d0nOXydOSFdfLc2c6fOSlTrCsh3LlBKfokuSLmmskkoKXIeWFHR/qUt9pym19vr1edcyWVRUpCeeeEIlJSXNXRS/Nn/4odolJOiKX//aY/n65cvVe8gQ/3dZGtj+7Gwd/O473fTnPysqJqZmYZcu0ubNZiukJGnOHGnDBmnNGvOOekp6uhJ69ND65ctbRMU52PhFQ7Burt5dSW0/vlUnclapMme1Ii+72azE2Mc86LfF0btVsqF5d5k1vovR8hjKnfJgLr/pJi2ZNk25WVkh7Xsrc1cqpm2Mfj/09+ayqT+eqgnvTdCWQ1uC3pFcu2+tSitLNfXHU81lvx/6e7397dtau2+tel1ce8umO7/7cTNoymO3QSxaJF1zzbl/jx8vffCBtHat9Ic/SB06NF/ZzhfevTz8iIqJ0eU33qiVzzyj/dnZ5vm0x6BB6j1kiNa/955S0tObdd+Wgo8d9NdV37tbqfeQgIiUKxXeua8qvlpknjMrvlqkiG5pAW+CubdKNjTv4RLGd3I/nxrn4dY6PrKlnCtD5q/3BBrWiRPSDTdIX3wRdLVQ6ghr9q5R5v5MPXfNc4qLimuM0pr81qFD3F+s1neaWkurX1tx3oVJw3333ae+ffvqiSeeaNDPfepv3+mjrf/Uot9doS7xNnPM5NiLf6Q/XtdPG/KKdf8bm1ReeUaSNPbJtbK1vUDP3TlEfWOqlP3ZZxr0s595nND3Z2drz6ZNuvaBB8xlgcZnOZ1OzfqhBcHoZ+2+riRlZGSY66enp+shrzuR65cvV/uOHdWpT59zC++6y/fLduggde1a0/XhB4EqQM3JvbJytviAnH+bo5jxT3pc8M8WH9Cpd/6odr9+ylzvxOsTfT6rjaO72g4YbYZJ59/mqE2MQ20H+D/xGK2S0T/7g8fyUCZvOP7sOL/L3SssRmXGX5ddM0hHRKnd7c/XKcxarbhelHiRz7L9J/abXV6lc62Xz13znCZefO437tGhh2Laen7+3mN7Pd5rtF7eOvBWzf/Z/KBl8bsf/2Dx4sVavny5+W+Hw+ExVsEYW1RcXCxJstlsmjZtmgYMGBB0m978Hbvu45Ykafny5T7bnzdvnrKysgKWb968ecrNzfVY5u/Y995ereOkfrgp5KNv35obRydOBA2T3r+bJN10000e283MzPQ4B0nSlClTah1nGmj8iPF57p9hrHvzzTcrIyND5eXlHmXxLoP39o3xK9OnT9fLL7+s3B8qId5/B38Wbl2oaZ9Pq71rtzFMICurpteHv1UCVB5aYqXH3/hFo8u85H/M5OmNy1Tm1V1VkqKuvF3Ov/2XzhYfUNWeDarK36Z2v/5vv9sN1ipZ27j50xuWBnzd+D7GcAl/38l9bGZtk6tZZVy3jX1X8txPjeM9162CHMpx5I+/c6W/Y8j98/2Vz/1YN14fO3as3+M/0DFX2/Hl4d13pfT0mqBgQW3nf3+/bUpKSq1j1zIzM/XKK6/4XCuM82JKSopZ3zK+75QpU5SRkWGeM406mffv630eda/X5efne3yf2vaDNXvXaMJ7E7T4xsW1dzl9/PGam4g33OD35VDqCCtzVyolPkXjUsfV+XeaPXu23njjDY/rovf3PH74sN86tKmW/SXU+o5xbNx3332aPXu2+bfz3kesfM9QtMT6dajOuzDZsWNHPffcc5JqWimb2tBkh7L+82c+oVOq6RN92ulUn8su83jP9xs3KtJuV7eLfCvqVixbtkxdu3bVe++9J+ncyWjevHnmDn388GEV7NwZ+GAMQbeLLlKk3a6TzfD71tbydrb8pM6UHFTZmgUed7nL//G2zpQc1JmSfL/dpPxNmlMyY7D5/8bd9jB7nKKGnDvpVuaslqoqVLlrnd8w568CEmzMpFEhq83Z4gPnKmlVFUFbX41wGmhCiX7Dh2v1q6+qorS01n1iRM+agPT7j36vlbeu1MKtC/Xb93+rB3/8YK0XrUuSLlFSTJL++Nkf9flvPteWQ1t0/TvXa3iP4R6hMxSB9mOjklBSUqIFCxaYlYdPPvnEXMdfJWjx4sV69NFHLVfWgh2769ev9zgepXMXmfj4eC1atMi8KM2bN08PPPCAeVFKT09Xdna2ioqKPCpAJSUlKisr0759+8yL186dO1VWVqaLL7445HLXhVFJdJX303YAABrKSURBVK/0FBYWavPmzeY68+bNU3Z2tp544gmzfMb78vPzG3RSkNzcXC1btkyvvvqq7Ha7WYEsKChQcXGx+fsuXrxYr7zyihwOh8cFv6ysTE8//bQmTZqkAQMGmPvO9OnTrVV4/Rk//twYVLfKkbeomBj1HjxYezZv9jj+OvXpo4QePVTk1T22KYTSRf5MSb7kcqlNbFLIn+uvF4n7DTX3c5ht+G/N/6/as0Eu57GAM7P6ay0MNmbSDIi1cJUdV9lnz5qT/ASbMM39hmYov5+xr3qHt7KyMkmeldG5c+dKqvtxFOyabxwnzzzzjMf+Hqh8c+bMUUFBgR566CH17NlTXbt2VUFBgcdn5ufnS5KysrI8gvG2bduUkpIS2nHVvfu5m9gHQn+ElpXz/6BBg8zf1njflClT6n/suykuLlZGRob5mcbf8LHHHlNJSYn5uxvLu3Xr5nP9WbZsmS6//HLzOrJ48WLzRlm9JoLr0KGm15lUcxMxiGB1hL3H9+rtb9/WrQNvrXOrZFlZmaZNm6Y77rjDI2R6f8/87dv91qGt7C+h1neKi4v19NNP+0xuNWvWrEadMKc569f1cd6FyZasaN8+JfTo4dOScvTAAXVJTTUnYagrm82m3/3ud+a/BwwYoEmTJikjI0OZmZkaPny4Thw5IpfL5Xsw+vPppzVdIN5912NxVEyM2iUk6LvMTPOuuffEKv6MTRmrlbeuNP9dl/fUJrzrRbINu1Nla142J2qorauqVHtIdec+AU+7OxeYd8fDOyU36J3rYNyDofuED5J0cuE9Cu8xWPZfPGJOWBSsW1b7jh112ulU/vbtte6DvWJ76eu7vtYV/3OFwh4PU0zbGH1+x+c+QTKmbYx6dOjhsSwuKk6f/+ZzjfzLSMXPjZck/e/1/+s3SPprAXUXaD/+61//qpKSEp8KwZgxYyTVVBrefPNNDRo0yKNCNm7cOG3bts2jAhSKYMdueXm57rzzTo9lb7zxhiRp6tSpHhej3/3ud5o1a5befPNNzZgxQ6mpqYqOjtbWrVs9QqPNZpPNZvNYnp+fr65du6pnz54hl9vDgQM1ky4MHerZzd1NYWGhFi1a5HP3PDEx0fxtMzMzlZWVpSlTpniEtuHDhys/P18fffSRLr74Ysutv4HYbDbdcccd5u9o/A2zs7M1bdo0c/no0aO1du1aj99Mqvn7XH755eYyu92ua6+9VhkZGdq5c2eDVShr07FnT21YsUJHvv/evBMdFROj9gkJ2rN5s65wq/RM/Wyqnv7H0wE/y3tCq2MVxzTyLyO15fCWgO+5pPMl+vw3n1uqCFbuWieFhemC+G4hvyfysptDPj+eLT6gik0rzPe1iU3SqXf+pNKljzTZWEVjwiDpXAurERjdJ4Izzr9htvYhfW5OTo4++ugjnxtX7vvmG2+8ofj4eI/r+fDhw5WVlaVt27Zp3LhxIVdmg13zS0pKdMcdd3js60b5brrpJp/yedcn0tLStHbtWhUWFioxMdEMjenp6crNzfVYXlJSomuvvTakMtdVqOf/rl27evy2drtdU6dO1fTp0/XGG29Yak2qze23326WxfgbGudJY/mQIUOUkpLi9/pjs9k0bty5my7G+czqtao+gtUR1u5bK0keQ1+sKi8v19ixYz2+z4QJE1RQUKBFixYpNTVViYmJAevQVoRa3/E+NhITEzVixAh99NFHHjdzG5q/+nVrQJhsQkcPHFD7hASPuyEVpaU6efSoeg8eHOSdoUlLS/O5wKSmpsrhcJh3C08WFSksLEwdOnUK/mFfflnTNWvCBJ9ZHo2KzsmjR827O71ie+nQ1EOWyluX94Si7YBRqtiw1HyOo/NvcxTeKaXRgp7xTLOyNS8rovfQJp0gwr0LWFh0rM4WH9DZ0mJLsyx26NRJkXZ7SK0g1759rT7K/UgP/vhBXZtyra5/53pd/871HhXY/Sf2S5J6xXl2ATQqwmNTxmr5vy3XFf9zhX77fk0LhBEo9x6rmYjHO4h687cfh3L3e9++fTp48KBPpcZut3tUjEJR27HrXY7CwkLl5uZqxIgRPuVz377T6VRiYqJSUlI8Ko5ZWVm6/PLLVVBQYLYGGN/Z37EfkhMnJCPwzgk89jiU1s+srCylpKRoyJAhPq9dfPHF+uijjzy6x9ZXdHS0OnbsaP7bbrfL4aiZ8Mw9WNvtdsXHx/u0oNhsNp/v43A4ZLPZzPNlU2j/w3fwvhOd0L27Cnbu9LiDPv9n82vt/u0uLipOmydtrn1FC1xlx1W9f7PCO6U02bkuIuVK2cc8KOff5uj0xmVNdtNOOjcu3vi+rrLjOussUXiPul2zt27dqujoaKWmpvp93f084X1Mp6en65VXXrFUmQ12zXc4HD7lMMo3evRon/W96xPGcW3cfNm3b5/Ky8uVnp6u3bt3mz0rdu7cab6/sVg5/0+aNMnntzXOucXFxXI6nQ3S8mSz2cxzkqFLly4+v7tx7vK3be9zu3E+a8hy1iZQHeFYxTE9v/55DU4aHNJs7oH4OxdL8umh468ObVWo9R1/x0a3bt1UXl7eoNcxb/7q160BYfI80q1b4LvE3hWpoGbNqpnZa8IEj2mi3SV0766TR49aLWKjCjSRgsHothrRe6jf5y/WNpmP0Z3Kn6grb9epd/6k8n+83aBT0dfGe2KKqj0b5Kost9T9zLgTVpupn01V5v5Mj5bIU//vlKZ+NtUjUC7bsczn4rJw60I9/Y+nPVoiD009ZHaTlWoC5crclUqKSarTjHBGRSEtLS3gOsXFxSovL1dGRobPuD5JPhf++ujSpYvHv4uKilRWVhbwOO3WrZvKysrMC2eXLl2Um5srp9Mpp9Op3Nxcpaenq1u3blq0aJEKCwtVVFTkEY79jQWSAoyx+fJLadw4KT7e4xFA/mRlZfmEN3dOp1PFxcVyOBx+KzcdO3ZUdHR0g4a0+Pj4elWk/H0fo5zuAvWg6P1sb/P/rfagcGdUbrx1rGtLcyMrW7PA7zjxNgk9a+2iX+tY8ogotfv1f/tt8TRuElZsWKq2A0Y12SQ43uPiqwtyambvHmr9UTpG4Am27xrnieXLl3uMkzPYbDbL2w3EXzkKCgoCls/7xoz3cb1161bZbDYzdBq9AbKysjw+03vMuOQ7ZtCqUM//UuDzvPs5tyFCWrBzZqi8rxfuwdMQqAfCyDdHmv9flx4IhkB1hC2HtuhQ6SE99bOnLH+mu2C/U0OHt1DrO/6OAeNmY2NrifXr2hAm/0V4V2z9cp/dqxU+d877uZPG2Bj7mAd97mSfLfbfr9575kFDbWMZw7sM0AXxXXX2aOOOcarev0Wn3vmTIi/5pdpeOEynt3wg+5gHzfJW5qzWBfFdFd5lgHkHvY09vt7bNcZFDO8x3KdLq9FSMuG9Cbrv0vuUuT9T7//6ffN14+7lJZ0vMQfoG4xgef/H9yv/RL5e3fRqvWeEC3ZTRQptsp1QWycbk/tdf+MilpqaqqKiIrlcLhUVFam4uNijlcNut5vjgIIK4YaRt/qGt9bKuwdFyBPwnIdOb1ym0xuWyn7dNJ8hA8b5yN9srt78jSU/vXGZnJ8E7sIbFh2r8B6DVZmzSq7yk40WJs+eOKxjc0cqvFOK7NdNU9malxV5yS/N71u5a53C2toU0Xtozfp1OOcHuunirq6T7TQl7x4UBQUFSktLU2JiohwOhwoKCswbTe4tbA3ZjdRbbef/85F3DwRLE/DUw/x/zK/zzd9Q+WvdRctDmGzhrNzJ97duba0hJmNqZUnavz9oK4VU02XXXUsZM9lcwqJjGyS0+eM+o2DFphWK/Y93dKYkX6fe+ZMiuqV5zDxYlb9N9jEPKiw61nxWZpuE4C0cFaWlOhXiXbDUBP/dlP48/M/6Yu8Xmrl2psamjPV7AUtql+Q3JE68eKKW7VimmWtn+g2coQql9cu4KDVmN5VAaitffn6+xx1aY4KL/Px8c1xkYmKieWd669atKigoCH1SC8Ntt9U8h8vCDaPa7tgH66YlhX4eKikpabKuWy3FiSNHdNrp9FnurxtWc46ZPHvisCo2rVDk0PF+u5lGpFyp+Ee/9lgWaDbXugrvlKzKnFUN9nkG9xbT8n+8bbaOnnh9otrEOBR99b3mev5mlm1jjw8p3NZ2nEiN04pvRbBj3Rj76N76l56erkWLFvkMITCWb9q0ScXFxY0+QVhDnP+DtcoaGrubY0vkr46w9/hebT60WXNGzvF77rDyO7n3yHHnfU1sCFbqO6FojP3Bu37dGhAmm1BC9+4+s/YZ/aO9dx7jxOjdPdU4mcfH+wYXfwPzt27dKuncSbR9x45yuVw6ceSI5+DjaT90+6ylu5s7977rzT1msmrPBjlf+rU58547f7Pwuc8W2JBqC25WnXrjXnPafOPOuBEuI7qleUxGUfHVIl0Q3zXgY0xqE6xbXWxUrJJikrTz6E6/rx+vOK5DpTV/y5v7e1Y046LilNQuSYdOHdKximM+F55jFcd06FTNe6/qdVVIrZL+9mPjLvnatWs1evRovwHLCGgrV67UkCFD6hVaAh27gQQrn7/xPkbFc/369ZKkm2++2Vyelpam3NxclZeXB+3W5WPpUstBUjrXSrpq1aqAXdHS09OVkZGhTZs2+bSo1DZOTKqpxHrPYCtZu6HWWrWNjjbHTrpr5zU+qDnHTLbp0NnvbNBNrU2MI+TJbkJhDI/w9+iTNjEOj5liG+J5l8GOEym085gVAa/5AQQ71v2NnXY4HCorK9PKlStls9nM8cqpqamy2WzatWuXwsLCGjQQ+FPf83+wsaqGQGOqjZtl5zv3OsILG16QdG6Gd3dWf6fy8nKfCdL8dQn3V4duiO9SV425P9R3bGhTa9PcBfhX0rFnTx3dv19Hvv/eY7kx0cLxw+da6IyZo7Kzs5WTkyOp5uCaP39+wLsgubm5evHFF81/Z2Zmavny5Ro7dqx5kHbo1ElhYWH6fuPGc288cKDmGXO33RZSkDSmGu/XgrrgRPQeqvhHv1b8rM3mf+1uf16KiJL9umkey+NnbVbkJb9s0O1X5X6l6sO71fbCYXX+DPduqUblpd2dCxT/6Nc+QdI+5kGPIHl64zJV7dmgqKHjzfe6yk+GNBlP/vbtkhT00TRxUXGafPlkfZT7kaZ+NtXjtYVbF6r3s701OGmwHvzxg7r/4/u1Zu8aj3Wm/niqcktyddt7t3ksX7N3jbo/U7PPZYzJ0NP/eFoLty4MWl4pwH4smbOnzp8/X0631p7XX39dhYWF5oyd3seKVDMVeWZmZq3bdufv2A0mUPlefPFFlZSU+Mz+mp6eroMHD5rjEQ3dunXTtm3bdPDgQWt3/D/4QLrqKunnPw+6Wk5Ojvm8RqlmJsexY8dq+fLlHr9RTk6OOWX98OHDzQlCjHOWdO485D6roT+jR49WdHS0Vq5c6fPe89n3Gzf6PAOworRUezZvVu/Bg1tVhaIxmRPh9Bhcry6uZ4/X3LgyxpXbf/FIzTXBK0i2HTBaHX631NxWVe5XOr3lA49WSfOcHeQmYmZmpiZMmGAeE8GOE+PYuvbaa1VWVuZznsjMzNTixYstfd9A58pAgh3rr7zyikd9QjoX0LKysjy679rtdtlsNn388cfWe0+EwOl06uGHH9a8efPMZaGc/++44w4dPHjQ4/xv1K3i4+M9Zk71NmDAAA0aNMhjorbCwkKPZ92ej7zrCO6PA/HX1b8uv5P3/vbiiy/q4MGDHjN2B6pD1+e7eF/rrGiM/aEl1q9DQctkEzKeH/P9xo0eDyPtc9ll2rBihc9UxcbUyI8++qi57J577gn4+VOmTFFWVpZuvPFGj2Xudz9jO3dWl9RUnynnJdWMoZo50/eDHQ7pr381H3geSvj4V3B6ywcqz/xf89/+xhHVxr0LqyQpIspnYgt3/rqSVeV+JecnT/t0Pwv1WXDfZWaG9GiaiRdP1IieI3TF/1zh0dWuc0xn7fnDHvOiclHiRebAf6Ob8tW9rtaBBw5o5F9GKuzxMPO93t3yBiYO1PXvXK/fvv/boN3vAu3HiYmJysjI0KxZs3T77beb66ekpJgXpOHDh8vhcGjOnDkex0pKSkrQioQ/gY7dQIKVLyMjI+BszPHx8R4zlAZaHpIvvpBiA1TGH39cmjHDZyymVHM+6tatm8/kRVOmTDH//6GHHjKf2Wmw2Wwez50MJDExUVOmTPH4u6SkpOiee+7Rq6/6n/iqOUy8eKLl56IGEig0Hvn+e50sKgrtEU7nMWP8ojFhT0TvoXWa4Mz7OcIRvYcGPFf7ex7v2eIDKn1vhiK6pXlsP5Qbdv4e3RPoOJn2Qw+hAQMG6JlnntH06dM9zhMOh0OzZ88O8VvXCHrNDyDYse7dmureUyI9Pb3W5Q3F3+NGQjn/u/+27uf/9PT0kMZyGo9xuvfemq7PNptNkyZN0qJFixrqq9Xb1b2ubtCZ8r3rCKE8DsTK7+RwODRlyhSP/c3hcPg8/zRQHbo+38Xftc6Kht4fWmv9OszlcrmaeqObNm1Sv379mnqz9eY9y19drHn9de3ZvFm3zZvncVJfOmOGJGn8rFmWP9N4CO+kSZNCGrC/Pztby//zP3XTn/9s+YCsKC3VWw89pPYJCXUqa0Pzfv6Xu2AT8Ph7LdTZXCtzVgfcZiicHz6pypxVdX6/O+8ur96Vpsih44NWvvZnZ2vJtGm69oEHWtUzjaT67ccNqT7Hbktl3O1vzIkyIH27erVWPvOMbpkzx2MfXjpjhk4ePepznWgOtc7AWgv3Sc2szOZ64vWJir76vjo9BsS9dbG+s2t7d3ktW7PAY9bwiN5DAz770phdOS0trV4zldZXSzlXNqTMzEwtWrTI55mSaFjedQRjHHZSu6QGmc9i8eLFWrt2bch/x0B16FD4q++0pGtdS6tfW0HLZBMb/ItfKPuzz/T1O+/o6rvvNpdfftNNWjJtmr5dvbrRK/U9Bg1S1379tOqVVywfkLlZWTp19Khu/qEC3Vq4yo7r5MJ7dOZInrnsgk7JPuML6zqba3Mw7pZHXvJLs8Jk9YHe65cvV+8hQ1pdkJTqtx83pKY8dpuCMftiYz9g/F9dRWmp1r/3nobecINHBX9/drYOfvedbvrzn5s9SLrzNwNrbQJNwFOX2Vybg6vsuE6980eFd0oxz63es4YH43Q6VV5e3uiTz9SmpZwrG1J+fn6jdJ+FJ+86wl93/lW5Jbn1fhxIXQWqQ4fC+7u0tGtda61fS5JczeCbb75xOZ3OVvdfQ9m3davrv8aOdW1btcpj+bZVq1z/NXasa9/WrZY+b/v27a5bb73V9fe//z3k95SfOuV67b77XO8++mjI79m2apXrsREjfMqN1undRx91Pf2rX7mOHTrU3EWps7rsx42hrsduS3TkyBHX5MmTXdu3b2/uopy3jP32tfvuc5WfOmUuN64Nn7/2WjOWDg1l+/btrsmTJ7uOHDnS3EVpMefKhjJ37lzXW2+91dzFOK81RR3hrbfect19992WjpFAdehg/H2XlnSta+31a7q5WtAQ3Vwbg9VurgAAAEBzstrNFS0TYdKClhomAQAAAKCp8WgQAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZYRJAAAAAIBlhEkAAAAAgGWESQAAAACAZf8fLajPy/m3H6gAAAAASUVORK5CYII=)
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