{"ops":[{"insert":"Good day,\nI'm really enjoying the website but i'm having a lot of troubles importing.\n\nhttps://ibb.co/G2k08jR\n\nThose are the settings i'm using.\n\nAbout 1/3 of my cards give this error:\n\nhttps://ibb.co/89Qx9P5\n\nI've attached the list if it helps:\n\nhttps://easyupload.io/we2ryg\n\nThanks in advance\n\n"}]}
Edited 7/22/2024, 1:13:50 PM
0
![avatar](https://storage.googleapis.com/topdekt-user/avatars/avatar22024-07-24-15:18:34.png)
{"ops":[{"insert":"Alright, looking through your data, uploading with these columns\n\n"},{"insert":{"image":"data:image/png;base64,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"}},{"insert":"\n\nWe end up missing a bunch of cards. Looking through the cards that were unable to be found, the first three are \n\n2,0,Abandon Hope,Tempest,TMP,1,Near Mint,English,\n1,0,Abbey Gargoyles,Fifth Edition,5ED,277,Near Mint,English,\n1,0,Abeyance,Weatherlight,WTH,117,Near Mint,English,\n\nAll three of those have the incorrect collection number (listed as card number in the export). I'm not sure where deckbox is getting their info from, but "},{"insert":{"card-link":"Abandon Hope"}},{"insert":" , "},{"insert":{"card-link":"Abbey Gargoyles"}},{"insert":" , and "},{"insert":{"card-link":"Abeyance"}},{"insert":" all have collector numbers of 107, 1, and 1, respectively. None of which match the 1, 277, and 117 of your export. \n\nSo that's why it's missing a bunch of cards. \n\nYou could get around this by setting the collector number column to ignore. Doing so leaves us with around 200ish cards not found (didn't look into why, presumably becasue the set codes don't match). That's a lot better, but keep in mind that it'll potentially cause ambiguous uploads if any of the cards you're uploading happen to have two cards from the same set, it'd pick one arbitrarily without a collector number. Totally up to you whether to do that or not, but that's what I'd probably do.\n\nI'm sorry, I wish I could be more help. I'm not sure where deckbox is getting those collector numbers from, but (at least according to scryfall), they're incorrect.\n\nIn your situation, what I'd probably do is\n\nClear your collection (assuming this is your first time uploading into your collection)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Upload the file you currenlty have"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Download the not found records (after the initial upload, you can download what was missed)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Upload the not found records (the thing you just downloaded) with the collector number column set to ignore"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Download the not found cards (again, around 200) and enter those by hand."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nFar from ideal, but unless there's as way to export the correct collctor number from deckbox, I'm not sure there's a ton else that can be done. \n\nHope this helps!\n"}]}
Edited 7/22/2024, 1:28:27 PM
1
{"ops":[{"insert":"Thank you so much for the quick response! \n\nThat's a great suggestion, I'll do just that.\nCheers!\n"}]}
0