Volume Import - Import keeps failing - Please help

Options

Here's my Source to Target Data

Time: I’m using YYYYMM

Product Code & Location Code are fine.

Fixed line item, I selected “Volumes”.

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vwlnawcDvPiD6/EljjocXuPDRS7spyYOntM5FVrnVfj6xguR55E8INPu5tqcITdOhIjegvT7gmJ+jyl5f5/8qbbxOrI/RdyTpF5dg2ffKJ7RfbpoJ2Bt6Cle/0mpCw1GNWPBN6Z6Q8+f6zO0Q7f5iK9YO7p7ceE37XHzfo+C8X4wr0m7+gy8edDEWZ/ZTO6m5/6K1ROr7zlJ7Z0/IUeVfC75Ky88/o/GP5Tv1hh+jOZ1auCXmH8vWyazEX94cBOn1mlDYfP9HzFpwcowlapcZDPRceNvjKBI2d1HPPE2reH6Wxd+yWFyoWA+cXafG82wq1DnfupS31Vu+LeXKs9yZJ3FthPTILUp55doHWxJI3z0/R2rPAkxNa9yXek8S8d2khes57IrQOt6Myff0SHgvvZeDr43ObLL+61ivuWWrbGxO8J7+eQvw9Rm5FpOppr7nnw7Jtv6zF5G3aa86lL/TGmOyD6weY/skZOTJItZ1N+t6tSf/NnTfyMxq0p4ws/J9RkxdjYxGK5+DO14GLeoNWnrynFiHRyheBRbizQpuD9rlrZzZyrOsNavp7+IwXfvM8L45f/IHUQ/EeL6y8uPYJG/eJPhRZfHTWbJBfm/rzZsWb09e6uP+4PEUrb6iHwXgi0uGwXvPjdxtEbwymLeLnvDDTcTryEz1vQbKcnTdsf8vmbNpJl2kx1U5WYKdWiHTcvM39XAajeJDKjcda8/MVejb+qRkbohCIh+r5+heRbL+8RrU//Dm+cXcTUc53jtPoW0kp5nv4ZA7tHD9Ch/W8HHF5mfniFQj5LvK8XHtjhb6QcWaUjpr3eF07s0Mr/8WSeJP745fHrYer7lVQg1XsztpnWL7E4zdSOnLm4r6xS/fucDuPRqtPMUM0dolo9W60HW/fXaXR2YvGcxLjWZPHfI1qrlNYwR7lK82MzeTJY14Dj9UyLPWi97HicG6eyHleLq1SPbaRloEVHZrV5zdp/twNqolX6JsZGr15Qzc++56aepTaec/mTaIr4v2R8u7P061gM1+da/rvaG6ueJM9OU3rs2zEXlqmrckh41maP8af5fmtZarN3SqlIOWRV8/tpfHoPddZLbzaQhlI1NMoEleb6mmzHjDnHRM2WQZj7r2swIw/vqIy5r74Su5jZei3key3rtf0+sGmjxJYT9DbvIjZUI0N0cQXXrvo+jDFIVZe7CflOF3+d7vgHRp/j84Gig2x/f2ePnfi30WJ+S5j04gW+hNvnzV/BbOgn+HyzFcn6BeyuPYJx1lZM9X6yRGuvWvjIRr03qQf6Tu25M++rRuBsaJ36Onf7WnPEEtYrVo5PvsLb0qJzUj6eOML2fQ+9JZ8ihblHB90K/pzevIXbud/aAhA22nGklF4Ev1vPhUh428nktuhs/Rp6NHJJOH16Qk1GvSyinsJ414Z+514JbxMypIlLzeXfviONo6P0s+0wBMubCjhl6DthwdbS/jZkx1W6n5hn2H5vidKx3duVmbPxV6yetVZmXLYzSbyUgiyKYf38BFsIMbD8aipm7GETCLvR4ynTS6pBGw5129O0LJsXhnkvs8oOxN0Res+9L5spA2615blHNV98Khsolfogky1w6xEmatMwvNj39OkUr6kS2NWSTt8msZGzBWPV+AOX6ArvPk2vm1PjYoYomkNo3VMZj0T4bCTF2lmZJOaT+1pGXa/bdDmyBidNsvXAF2oh33J+PeKvEdp5n37LtMXWUh4KWecHCT6SBmxC8/OE541xgoMF15F3Lx+Af4sYeNm3O8oZR1mPy+LZr9SO5LX4DgbnzuZsfXJzWk+DTeuHpDI9UjnCYiXy3psCnNgWpQTtf8ZPY11U6CQ/f0ptd+DyfKyOSSeEooUpt6HE3ix910nyo+Vi3gP4rjvrhFx37dVr6S8AqX/OW+k2cTDVSY0U4hVHkPiCkzBXO4RPmdErNFgA4jIyBkJNwAJneimv3v7Bq36zSaB8YS0QFz4xnIu2Ezz3pdUdkIFojSB56aQVao7xezcPL8328OTpMjjVHs9Q4EriYS5lqnulcWW4ZMWFNUzUl5ZcWXDufnXNpWm+/M07mR3dZXPI0WutUeOFZilZSJfh3Ihsn6nr5QRk0Nwh60v4414O2FlsrX3+Qad9cl719h+CwkWamPdBYRx8zY3pzJWXn8TJMHqUW0SrFjtU2wZLKZc951zmI7EuinY7IzXqByR4pksLx/xDrjxSL0MgR36GY06b09pbDvaUj6T8grmksnZycCEq1yIjA8Tmikk9N5Z+kbpZ4t8dpZo/ly7CzwrbWwhN77dNiGeiXpOIqRRDoJN2ygP0eZv8gOuEi1vLVpvRC4570sqO8ZT0gruY95Q22ZkhtZD5axlnVsTbeq71HykHxOY8FUOQ5OuLrJZ9yqXIq2Yxr1oJZCQTfC8S4Yuj3h+9Nnr1EEorv/oL2XELJ4btCLuZeciz+H5+tcJz0i0UNtYeeROlhi0S5I0eQcpRScfkwToc1N+pD+3tPr6CRv6MvF7QZMP9z8h0BHl/XRXIbKbm88t+OHPtOLyK8wmHuTQ/NdKXBn14Twb0rJoeS5sYOSWVjSihGJHLy36QybkIrlBsf77YcUk1VpE0QvqmZtnUoDxhCTk5eaSKCpB+NMkoKbyr8rNEVHyd1yODcv36zCcWDED52dpZmSVbrSVAKkJp3N1tpSzElcdTomwZUuuh3fLm0THGisiZTamnPcZZSeq+/ZX80FIII5PjjUhlzYxnpkoj8ImWe7dQvd1enaPGkGiL/lQkw2TZBFPyhXKenjaQfJ1XO4Go4mk7XhhBt4ZC3JvbL3jCbKtkITihKKVmVt0sOgzZeQQ/WxErKqz9HYqIc/ma7iQwxf0XiL/4SzVnkypm7hG10KX/vGzRH+0z2XnLxRw6Cx9KAmxU/L8d3Skj3JGynCivkiX/6KhBE1MrOznzGZz5P2fN1RTHz26oRyZdrJ9PiVlGg+a+1UJb+If2gRJedfXg5cjj9qbl22yZUbfJuVW0/LsJmp/TXOiLkmrri2fEX3U45wRk5thQy9Odh983jSeL6vcneDPvEGZ9vAR1DuTRE6OVSykjEheJsnUzSXJnTE/Jbb3u7lkc7RU9izHtz9iCZtfPfEj4k1xv6YJMCEuSY6VZ6oelylsHH8zlkCZkTOS2BDMJiMfnHKRiXWx1+bGTRn1RzO0ruEeo5iEoQ85Cjap7PexxWySP7V8yTvJ+Lnq0OSyUSZMqOBujZUv/aI09j1NDRWMz1FxWKkkE8eatk4mOVY9LSenNZFW3tWgmiSDKgOv8/jSX6lIm5xch4frRNcL6iPPmPv0CPJ/WjE0uU4zj/R5TRaezlU+LWE9xfu2KEmnOp7y+igfln3wvPGkvQQ5I6+9YPRz13jw4AEd790/EJJGLNepp/ReVgKh5Jn88QgtduXfN7C5DhJiyLPsd3Z26NSpU3pWgSz2yEGvfz8D2faGLLmG5+AgID+XHadmfavlxg7a5yDMiT7zjPQhsaTZEkmXAAAAAGiLl0MZKfrp5V7/1UfjGo+SP7uXdAkAAMAi4St4RV5l4BkBAAAAQKVAGQEAAABApUAZAQAAAEClQBkBAAAAQKXsSRmRnwsBAAAAAOyFPf07I1BGAAD9xk9/+lM6cuSIngEAnj59Sn/729/0rD/ZszKCf1wIAAAAAHsBOSMAAAAAqBQoIwAAAACoFCgjAAAAAKgUKCMAAAAAqBQoIwAAAACoFCgjAAAAAKgUKCMAAAAAqBQoIwAAAACoFCgjAAAAAKgUKCMAAAAAqBQoIwAAAACoFCgjAAAAAKgUKCMAAAAAqBQoIwAAAACoFCgjAAAAAKgUKCMAAAAAqBQoIwAAAAColNdeMPq5bR48eECnTp3SMwAAAODgIHsY6C6d6gRQRgAAALySYA/rLnuRJ8I0AAAAAKgUKCMAAAAAqBQoIwAAAACoFCgjAAAAAKgUKCMAAAAAqJRqlZGHCzQ8PGyOqdu7epFo9/aUv77wUC+WZpfWJvnZyTX+1Dm2DlO09kwvdJ1tWvDts59dm/2xtM3fdac9MVTuadnm1EOObr6/BdtLOXJP1Vtks8C17hZW1uFYjJErtxLws77cvZTjCfoq7JtnazTlrpvx0xu2l+Qd3ZS9EsqpgF69v2ft6lsS60s4fvZxzheidSozLsDBpW88I5t37vmB/+Txpn56edm9fYNWaYLGTuoF4dIybW1tRcfkEF8coAtL/HnpAn/qNUM0re9enx01Vyaua1325f0ilymq39STFmwvjdP8fT3pCgN0+swobc7dyt6MTk4bWUyHfVYGWUyvrupJD7jfoHtOeXvapP2YPUOTMi6mecR0kV7LCWQQX192v22Y8WPm/T7N+QOFUYwyjKW86x6r9O3NAHm56QtlZHSEN777TXpizrapwZuRuRYQektiHgtnZS7Zv8NL/6tfWKylEwwCvd8ecQvI3Svl33qsF7NQTd2Vk+fVybewtunWHE/5S2MlFvO45eLKt+1R69hbMHHPRjjww3ot3NWL7ZLX7lQfSKtDy32BFhLenZic3HUuZ1zkwsvh/Ll4/ZPI81ZpWaW6Hw/Z7bfv4ntuR30/dXvbytWcR/008M4YjXKZN7KsMNdOU27UL2t+3GT1N9fp3LxZ4DfnxuPeirthfcL35fdjCp4nrD5R86k93b7Lm7m5FlC23+Tw9XPt074z30fzLuZBcOXcjt4Ta0/4fn6XaVvKa5Mtp2hOypGWbyP4PpKTyi/1DqG4XUkyx6kh3kexdyXkHfZffnlxYu0O7nNyX8hsd3H52WUG64uffzyrrnIffvF5ovwiuRbIw6FyicZGory8cRojvh6m66TfF5axBw6fprGRTWp8Gy/XKHEjY3T6sF4AbdMfnpFjNbMBNGTQP2zwp1EaO1Oz3wk8SOfmarRsrPZlmpDN6rfxibZKY9aCn/w3vcLw5JINa3R23VqzMtjZ8pLzra11mhnhjcwN6uDera1Zqj2ykzIND/bfzlNNPQbLl2TxnLOLmannppYh9eTyMydlk5r8Z+Ld9u3KgfOzXG9ZLGRBqhtZzXwsFoxMQj4fmaF1rpd4Nlav6iKr9XKelzF+qn0K2q1EfTDEC5/W7Rs+/7hGzdCDoYue9bqwnO7P07jI6eS0emTsc0UeiIHzi6YOLEUeF4t04XBB+w28gNBFfp/0u9S9Ts06v/+bGTP2fD+ZxYa/f2xV45bcbxC9H5WTVmKGaNp8p2PLeLssTl5Wls4b06odSWpUk/FwV55WRf7MGF91lO83I/ub9bjyw0ZC7WPtp4x5F7L6uEaLWe3h93Nv2/n7rrwviww5yZx8ZOWQ6icDl/Su1M32qcyJ8NtCyrQrb5wyMr6bZp4n5abt1f4TWfh6FZQXQ9cic5+0m++bi42rnHYXlG+Vd+2DzDIZP//suxc//AXLhss3Y4sxa3P2upUvj4Dk3IqV13qclsF6S7Wd17lnWbFN1WNPqPc08ORL3e/d4XX/zGnjSQqVvkxlyChdwVjlfnPKlTw7xUq9V+y4/yIFM74O5L5HynPPZxpI/Ul/KCNHx8wglUG/+1fZpnmBfd1+ZTh8gRe5aRo0nSKbXJrUBJGJKC5f3oAXz1tno3VBsqLzjpzbQeU8Msai5Kl3xdyr32Vi3ZrTR6wWnxVSkAkwdXvQhjyCzceT50rnCRwNorwNiN9fN0sErcq7L13hjZj/PrtHDd7w3YSwFr61mF27Z963dRl6V55vl9btjvrAborkLAVdhBxO1jZENURjvPDQo2YwuTugoP2WqN9rx+Rc33+Yx5qcJildH37etNGWU1qJYUaPDpq/g0dlrLGCKv3dsh1Jaqy4y+LfoG1Vcmuvhy0q328D56/ENx/BW3tDdFE2mTAklKCoPd4LeHLMvKMUEhZbukBPZNFVr0kcN4aiOWEMGlFs8uaeo0S7isaphKkWzz8xm4bzJsSQ9Yc3mMEgnNXuuBfvxMJTWfvkXTIaHNntzi/fbpa+D8x6miwzCy1Dxhb/iZcfp6U8DLquZpbXepy2RtedxFhr/nVPK0sKMyfD8WLGuN07kkofdaAMbc41aUyfH+U9YfzxFVXQWGn+ys5N855AUY/es00LV5vWCOTv1meb2V7ePqRPckYG7QbxqEG3wknjUE1v/M4YC99aA6W5ecNv6jYXxYYATHlm0uiiWRp1C55r0Bh3uLMkDDzJr8jkZYyrme/L0oytwpVBLGdErH29nuTkRZVBpGA4Bce91y3e3ZuIBe3O41iNl5gku9R8JH8lvGL7wSw8PkzXId1uf9n6jNR49HZG7fWMzaCDdgwa5aNJja9E6UxuFh30W4dktkdxiko7OIuwTjIvxIOxnxSNU/FeybU6kVjybIFHOAWBEYVEnjVWbxvj3s9vq5DIva03tKLyn8Q9k21gDRdZIxMbfYwiecRxYdDGw2R5XRinqoxHRp01XNsxEEqhoRpnIBhjT9she8zo7EXbJt0PYsp9GZxMjIETrfFWyRfinhj3nqw1QjzIrZXOOL///e/p5z//eeqQ672kbxJYzaC/z9a+WIWJhctp0MttJVTx/aJZ8vLstEnbmRo6yNz0SygmzrV4PVtZsIl90YTMcjUOxCzX9tm9PaeJm4F7+YgMW26dukrdEQ3EIuu6BC3anUmm1Rd5JmzYzR17TIZs2f422YOSsSc6aYexADdp9SarLcl6d9JvPaD9DUGteQl3FHk4ekbBOHXeK+6jzFCiJjp7BcqERFhZKz3urZdAvnebcusQVNG8YmNPlJvS3r4AHVui6OaGllvJI0S9pKvLN+LldWOcOi9n5g8Buon18LjQqOT/2XY4hTAiUiDKU1Zx9waLKp52jkm4c4waanBHuTXl+dWvfkVnzpzRM4ucy/Ve0jfKiFuEuSvUnR4Rc/s+vFXuFxSyKDtPhXpHnMvbJh+pNq+dZS2A6DuzEGah9bRaqCaiOtSDY6wYXpAk7iludOPGD4mV0SZB/odZqFzs18VjNZZprUob6rHtjjR0q9y1SVG7U6h717kyE31mZe1c6moRZcXO26Gg/R2R6dXZBzpqh242jLeWHCX6bXXZzgH7C6/EhsPj65b2k3m23SQ9bY9zzbt3tEY3V/UcZD/ncnR4Li+bmqtXqMSYKtGu3HEaC8m5dzvCd/PGoEaJeI3KjvvY3NUcsbiSmd3u/PJdSNqFFkrIx2Pn8ubNVV4ds0M0xfJI4uqyGS+v9PoSHxdOibHEw0qx9bjLGINS3iPvZ4X5ommHUwgjyvwyNNdT3gKbG5ShdGkYTq6tn2lk5yW14Ne//jW99dZb5rP8lfNe0z/KiFu0MjZvG8vW8MrVJo3KfVnuzQyGJsU6Ue+IdJImNQ0Pa6KT87Zo8pb9bo6ax2RqZKAKjr2vTk3zqx/1OmgZzrUq2urE9QzLp4P8Asf2V+K2t647t1DZZEGxpjRpjd9tE9nUytB2O/dlgyXSNkXtzsDLXfpsmeVg+laJyUmTNXUiOYVRnmuVCe8WX3FLLzwsaH87OCuvg7BCLk7BENm1tFQ6aUeU45QKlZTotwk2gub0XSnrlvumdlf7iXu0Pe+kwO35WJNP5R2Pa/mjLyGnwfeD5+a4T2QMxaz7Cao9lnbJXBaPZxvetTLtyh2nmmdi5hO/m2spUrUbqSbiulCB5q0ZmRaM+xCbnK1zx7XNJKk7eBOnueg71+6ieRUrM//dWdh5xmSGaIQieaRxxlGsvDbWl6FgXAzfFWlEDE3qDxNU9qW8NZ1gPEb8HnlHYACI4eyTt9lwvCF7QJY3iZ+1SmOB4ZuLembUiHDKpVkvk8mxTKdr2W9+8xs6evSo+bsvvNgDrHnpJ9Au/1ibfHHqP//04h96/rLxP4unXpw69bsX/2PPXvzuFJ8v2rO+5vvfBfV+yTFtPfXid9/reYx/vPjTf3Kf7XmMJsr5vz+9mOR3Tq71eORL2zLHW7faVQ3xebVPFI6Tg81e9jDbF5Mv/vR/ekGx1+0RjXM77pwMzfpv7uHn11i+Oh7l2egZWTej8s0zwZgO3xNej8rmY4/j/J///Kd+Ksde5AllpDLsBv0yTnCDbjp+UhyIDd4uGD3fKPuFfVFGGH2PP3quCMjcyhtvUEbKo0aEHAfBkOgA7GHdZS/yfE3+p06Stnnw4AHxQNUzAAAA4OCAPay77EWe/ZMzAgAAAIBXEigjAAAAAKgUKCMAAAAAqBQoIwAAAACoFCgjAAAAAKgU/JoGAADAK4nsYaC7dKoTQBkBAAAAQKUgTAMAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIBKgTICAAAAgEqBMgIAAACASoEyAgAAAIAKIfp/fspKkr45d6MAAAAASUVORK5CYII= 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Error Message: I don’t understand why it doesn’t accept the time format.

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Best Answer

  • pyrypeura
    Answer ✓
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    Hi,

    What are your model time settings. If 2019 is not in your model calendar Anaplan won't accept 2019 items as valid time items.

Answers

  • Hi @MarilynN , Mapping seems correct at first glance. Can you attach the screenshot of the error to give a better view?

    Cheers!!

  • Hi Himanshu 1998 and Pyrypeura,

    I figured it out. My time scale settings were incorrect. Thank you.