{ "listing_name": "George Springer", "best_sell_price": 673, "best_buy_price": 0, "item": { "uuid": "f62929066df4820f3f830db99ab4b2b1", "type": "mlb_card", "img": "https://mlb24.theshow.com/rails/active_storage/blobs/redirect/eyJfcmFpbHMiOnsibWVzc2FnZSI6IkJBaHBCTWFrRFJNPSIsImV4cCI6bnVsbCwicHVyIjoiYmxvYl9pZCJ9fQ==--d301fc0dc262358e0f50896a518fd35c190859b5/daaaa59b1c67d4e62a74b809c9472863.webp", "baked_img": "https://cards.theshow.com/mlb24/f62929066df4820f3f830db99ab4b2b1-baked.webp", "sc_baked_img": null, "name": "George Springer", "rarity": "Gold", "team": "Blue Jays", "team_short_name": "TOR", "ovr": 81, "series": "Live", "series_texture_name": "", "series_year": 2017, "display_position": "RF", "has_augment": false, "augment_text": null, "augment_end_date": null, "has_matchup": true, "stars": 4, "trend": "3", "new_rank": 81, "has_rank_change": false, "event": true, "set_name": "CORE", "is_live_set": true, "ui_anim_index": 0 }, "price_history": [ { "date": "04/10", "best_buy_price": 601, "best_sell_price": 675 }, { "date": "04/09", "best_buy_price": 0, "best_sell_price": 677 }, { "date": "04/08", "best_buy_price": 600, "best_sell_price": 673 }, { "date": "04/07", "best_buy_price": 0, "best_sell_price": 684 }, { "date": "04/06", "best_buy_price": 0, "best_sell_price": 667 }, { "date": "04/05", "best_buy_price": 0, "best_sell_price": 667 }, { "date": "04/04", "best_buy_price": 0, "best_sell_price": 670 }, { "date": "04/03", "best_buy_price": 0, "best_sell_price": 673 }, { "date": "04/02", "best_buy_price": 0, "best_sell_price": 642 }, { "date": "04/01", "best_buy_price": 600, "best_sell_price": 690 }, { "date": "03/31", "best_buy_price": 600, "best_sell_price": 666 }, { "date": "03/30", "best_buy_price": 671, "best_sell_price": 805 }, { "date": "03/29", "best_buy_price": 631, "best_sell_price": 722 }, { "date": "03/28", "best_buy_price": 603, "best_sell_price": 707 }, { "date": "03/27", "best_buy_price": 616, "best_sell_price": 735 }, { "date": "03/26", "best_buy_price": 609, "best_sell_price": 742 }, { "date": "03/25", "best_buy_price": 601, "best_sell_price": 720 }, { "date": "03/24", "best_buy_price": 600, "best_sell_price": 676 }, { "date": "03/23", "best_buy_price": 601, "best_sell_price": 711 }, { "date": "03/22", "best_buy_price": 611, "best_sell_price": 730 }, { "date": "03/21", "best_buy_price": 0, "best_sell_price": 724 }, { "date": "03/20", "best_buy_price": 610, "best_sell_price": 748 }, { "date": "03/19", "best_buy_price": 607, "best_sell_price": 674 }, { "date": "03/18", "best_buy_price": 603, "best_sell_price": 760 }, { "date": "03/17", "best_buy_price": 0, "best_sell_price": 739 }, { "date": "03/16", "best_buy_price": 612, "best_sell_price": 650 }, { "date": "03/15", "best_buy_price": 0, "best_sell_price": 0 }, { "date": "03/14", "best_buy_price": 0, "best_sell_price": 0 } ], "completed_orders": [ { "date": "04/10/2024 16:19:45", "price": "676" }, { "date": "04/10/2024 16:19:44", "price": "675" }, { "date": "04/10/2024 16:19:43", "price": "675" }, { "date": "04/10/2024 16:19:42", "price": "675" }, { "date": "04/10/2024 16:19:41", "price": "675" }, { "date": "04/10/2024 16:19:39", "price": "675" }, { "date": "04/10/2024 16:19:38", "price": "674" }, { "date": "04/10/2024 16:19:37", "price": "673" }, { "date": "04/10/2024 16:18:40", "price": "620" }, { "date": "04/10/2024 16:18:24", "price": "673" }, { "date": "04/10/2024 16:08:50", "price": "601" }, { "date": "04/10/2024 16:03:07", "price": "681" }, { "date": "04/10/2024 16:02:21", "price": "600" }, { "date": "04/10/2024 16:00:51", "price": "601" }, { "date": "04/10/2024 16:00:11", "price": "681" }, { "date": "04/10/2024 15:58:52", "price": "675" }, { "date": "04/10/2024 15:58:16", "price": "602" }, { "date": "04/10/2024 15:55:58", "price": "601" }, { "date": "04/10/2024 15:51:59", "price": "675" }, { "date": "04/10/2024 15:50:47", "price": "680" }, { "date": "04/10/2024 15:44:11", "price": "600" }, { "date": "04/10/2024 15:43:40", "price": "679" }, { "date": "04/10/2024 15:42:22", "price": "679" }, { "date": "04/10/2024 15:38:35", "price": "679" }, { "date": "04/10/2024 15:36:54", "price": "677" }, { "date": "04/10/2024 15:36:35", "price": "674" }, { "date": "04/10/2024 15:36:26", "price": "675" }, { "date": "04/10/2024 15:32:46", "price": "675" }, { "date": "04/10/2024 15:31:45", "price": "671" }, { "date": "04/10/2024 15:30:32", "price": "670" }, { "date": "04/10/2024 15:30:26", "price": "669" }, { "date": "04/10/2024 15:27:22", "price": "668" }, { "date": "04/10/2024 15:27:15", "price": "601" }, { "date": "04/10/2024 15:26:15", "price": "665" }, { "date": "04/10/2024 15:25:38", "price": "667" }, { "date": "04/10/2024 15:23:50", "price": "602" }, { "date": "04/10/2024 15:23:30", "price": "605" }, { "date": "04/10/2024 15:14:35", "price": "600" }, { "date": "04/10/2024 15:13:24", "price": "601" }, { "date": "04/10/2024 15:10:36", "price": "674" }, { "date": "04/10/2024 15:06:04", "price": "650" }, { "date": "04/10/2024 15:05:55", "price": "673" }, { "date": "04/10/2024 15:02:18", "price": "675" }, { "date": "04/10/2024 15:02:12", "price": "676" }, { "date": "04/10/2024 15:02:06", "price": "600" }, { "date": "04/10/2024 15:01:46", "price": "601" }, { "date": "04/10/2024 15:01:43", "price": "675" }, { "date": "04/10/2024 15:00:27", "price": "604" }, { "date": "04/10/2024 14:59:56", "price": "605" }, { "date": "04/10/2024 14:54:53", "price": "676" }, { "date": "04/10/2024 14:54:36", "price": "676" }, { "date": "04/10/2024 14:51:57", "price": "675" }, { "date": "04/10/2024 14:47:35", "price": "610" }, { "date": "04/10/2024 14:47:07", "price": "611" }, { "date": "04/10/2024 14:46:19", "price": "674" }, { "date": "04/10/2024 14:46:17", "price": "670" }, { "date": "04/10/2024 14:36:08", "price": "674" }, { "date": "04/10/2024 14:35:09", "price": "673" }, { "date": "04/10/2024 14:32:40", "price": "672" }, { "date": "04/10/2024 14:31:45", "price": "670" }, { "date": "04/10/2024 14:27:19", "price": "671" }, { "date": "04/10/2024 14:24:44", "price": "600" }, { "date": "04/10/2024 14:21:44", "price": "670" }, { "date": "04/10/2024 14:17:51", "price": "669" }, { "date": "04/10/2024 14:16:42", "price": "600" }, { "date": "04/10/2024 14:16:01", "price": "665" }, { "date": "04/10/2024 14:04:06", "price": "620" }, { "date": "04/10/2024 14:02:06", "price": "650" }, { "date": "04/10/2024 13:51:49", "price": "673" }, { "date": "04/10/2024 13:51:37", "price": "600" }, { "date": "04/10/2024 13:51:35", "price": "672" }, { "date": "04/10/2024 13:44:22", "price": "675" }, { "date": "04/10/2024 13:42:09", "price": "674" }, { "date": "04/10/2024 13:41:49", "price": "605" }, { "date": "04/10/2024 13:39:57", "price": "600" }, { "date": "04/10/2024 13:39:55", "price": "655" }, { "date": "04/10/2024 13:37:59", "price": "650" }, { "date": "04/10/2024 13:32:30", "price": "600" }, { "date": "04/10/2024 13:25:57", "price": "645" }, { "date": "04/10/2024 13:25:52", "price": "644" }, { "date": "04/10/2024 13:17:37", "price": "600" }, { "date": "04/10/2024 13:11:13", "price": "600" }, { "date": "04/10/2024 12:57:25", "price": "600" }, { "date": "04/10/2024 12:55:44", "price": "654" }, { "date": "04/10/2024 12:48:31", "price": "654" }, { "date": "04/10/2024 12:45:55", "price": "600" }, { "date": "04/10/2024 12:28:52", "price": "600" }, { "date": "04/10/2024 12:25:38", "price": "674" }, { "date": "04/10/2024 12:23:36", "price": "600" }, { "date": "04/10/2024 12:08:08", "price": "600" }, { "date": "04/10/2024 12:03:19", "price": "600" }, { "date": "04/10/2024 12:00:23", "price": "600" }, { "date": "04/10/2024 11:54:32", "price": "676" }, { "date": "04/10/2024 11:50:41", "price": "600" }, { "date": "04/10/2024 11:50:15", "price": "600" }, { "date": "04/10/2024 11:49:25", "price": "600" }, { "date": "04/10/2024 11:38:31", "price": "600" }, { "date": "04/10/2024 11:35:48", "price": "600" }, { "date": "04/10/2024 11:32:53", "price": "675" }, { "date": "04/10/2024 11:32:39", "price": "674" }, { "date": "04/10/2024 11:14:04", "price": "675" }, { "date": "04/10/2024 11:12:04", "price": "600" }, { "date": "04/10/2024 11:10:09", "price": "670" }, { "date": "04/10/2024 11:06:05", "price": "601" }, { "date": "04/10/2024 11:03:35", "price": "669" }, { "date": "04/10/2024 11:03:00", "price": "668" }, { "date": "04/10/2024 11:02:02", "price": "603" }, { "date": "04/10/2024 11:01:58", "price": "668" }, { "date": "04/10/2024 11:01:26", "price": "640" }, { "date": "04/10/2024 10:50:09", "price": "668" }, { "date": "04/10/2024 10:33:09", "price": "669" }, { "date": "04/10/2024 10:23:59", "price": "600" }, { "date": "04/10/2024 10:17:11", "price": "675" }, { "date": "04/10/2024 10:07:35", "price": "674" }, { "date": "04/10/2024 10:02:30", "price": "600" }, { "date": "04/10/2024 10:02:01", "price": "600" }, { "date": "04/10/2024 09:49:31", "price": "674" }, { "date": "04/10/2024 09:16:22", "price": "673" }, { "date": "04/10/2024 09:08:47", "price": "610" }, { "date": "04/10/2024 08:49:45", "price": "670" }, { "date": "04/10/2024 08:44:19", "price": "601" }, { "date": "04/10/2024 08:42:07", "price": "671" }, { "date": "04/10/2024 08:27:00", "price": "672" }, { "date": "04/10/2024 08:22:53", "price": "672" }, { "date": "04/10/2024 08:20:52", "price": "601" }, { "date": "04/10/2024 08:18:29", "price": "601" }, { "date": "04/10/2024 08:17:44", "price": "601" }, { "date": "04/10/2024 08:15:20", "price": "671" }, { "date": "04/10/2024 08:14:34", "price": "601" }, { "date": "04/10/2024 08:12:09", "price": "602" }, { "date": "04/10/2024 08:10:06", "price": "672" }, { "date": "04/10/2024 08:08:11", "price": "601" }, { "date": "04/10/2024 08:03:33", "price": "601" }, { "date": "04/10/2024 08:01:49", "price": "601" }, { "date": "04/10/2024 08:00:52", "price": "601" }, { "date": "04/10/2024 07:59:47", "price": "675" }, { "date": "04/10/2024 07:59:45", "price": "601" }, { "date": "04/10/2024 07:58:40", "price": "601" }, { "date": "04/10/2024 07:56:16", "price": "602" }, { "date": "04/10/2024 07:52:02", "price": "618" }, { "date": "04/10/2024 07:50:26", "price": "670" }, { "date": "04/10/2024 07:49:28", "price": "601" }, { "date": "04/10/2024 07:48:58", "price": "601" }, { "date": "04/10/2024 07:47:28", "price": "669" }, { "date": "04/10/2024 07:47:12", "price": "601" }, { "date": "04/10/2024 07:45:42", "price": "601" }, { "date": "04/10/2024 07:44:31", "price": "601" }, { "date": "04/10/2024 07:43:59", "price": "667" }, { "date": "04/10/2024 07:43:37", "price": "601" }, { "date": "04/10/2024 07:42:25", "price": "602" }, { "date": "04/10/2024 07:41:09", "price": "602" }, { "date": "04/10/2024 07:38:07", "price": "601" }, { "date": "04/10/2024 07:35:06", "price": "601" }, { "date": "04/10/2024 07:34:18", "price": "683" }, { "date": "04/10/2024 07:34:17", "price": "683" }, { "date": "04/10/2024 07:33:43", "price": "601" }, { "date": "04/10/2024 07:33:12", "price": "679" }, { "date": "04/10/2024 07:32:48", "price": "601" }, { "date": "04/10/2024 07:32:41", "price": "601" }, { "date": "04/10/2024 07:31:57", "price": "678" }, { "date": "04/10/2024 07:31:00", "price": "601" }, { "date": "04/10/2024 07:30:05", "price": "601" }, { "date": "04/10/2024 07:28:26", "price": "682" }, { "date": "04/10/2024 07:26:14", "price": "601" }, { "date": "04/10/2024 07:25:05", "price": "602" }, { "date": "04/10/2024 07:24:38", "price": "603" }, { "date": "04/10/2024 07:24:08", "price": "682" }, { "date": "04/10/2024 07:22:51", "price": "601" }, { "date": "04/10/2024 07:21:44", "price": "601" }, { "date": "04/10/2024 07:21:13", "price": "601" }, { "date": "04/10/2024 07:19:38", "price": "605" }, { "date": "04/10/2024 07:16:08", "price": "677" }, { "date": "04/10/2024 07:15:59", "price": "676" }, { "date": "04/10/2024 07:14:57", "price": "600" }, { "date": "04/10/2024 07:05:58", "price": "678" }, { "date": "04/10/2024 07:05:46", "price": "677" }, { "date": "04/10/2024 07:05:13", "price": "677" }, { "date": "04/10/2024 06:59:34", "price": "600" }, { "date": "04/10/2024 06:45:20", "price": "682" }, { "date": "04/10/2024 06:43:54", "price": "679" }, { "date": "04/10/2024 06:41:23", "price": "678" }, { "date": "04/10/2024 06:40:53", "price": "677" }, { "date": "04/10/2024 06:38:46", "price": "606" }, { "date": "04/10/2024 06:37:49", "price": "670" }, { "date": "04/10/2024 06:37:40", "price": "669" }, { "date": "04/10/2024 06:36:23", "price": "660" }, { "date": "04/10/2024 06:33:37", "price": "660" }, { "date": "04/10/2024 06:33:30", "price": "660" }, { "date": "04/10/2024 06:30:48", "price": "660" }, { "date": "04/10/2024 06:30:34", "price": "660" }, { "date": "04/10/2024 06:30:20", "price": "660" }, { "date": "04/10/2024 06:29:19", "price": "677" }, { "date": "04/10/2024 06:26:29", "price": "675" }, { "date": "04/10/2024 06:24:18", "price": "600" }, { "date": "04/10/2024 06:23:02", "price": "676" }, { "date": "04/10/2024 06:21:19", "price": "600" }, { "date": "04/10/2024 06:16:58", "price": "600" }, { "date": "04/10/2024 06:12:43", "price": "683" }, { "date": "04/10/2024 06:08:41", "price": "648" }, { "date": "04/10/2024 06:04:55", "price": "688" } ] }