tx · AvbsyBVaSnpDD5vnCE1DjUq1LYTfPvrg1ioNo7wi4YAJ 3MpJUfdgwaKfTjJgpGrhDVZJ9KBhaqruj3J: -0.01400000 Waves 2019.08.31 17:44 [655564] smart account 3MpJUfdgwaKfTjJgpGrhDVZJ9KBhaqruj3J > SELF 0.00000000 Waves
{ "type": 13, "id": "AvbsyBVaSnpDD5vnCE1DjUq1LYTfPvrg1ioNo7wi4YAJ", "fee": 1400000, "feeAssetId": null, "timestamp": 1567262638886, "version": 1, "sender": "3MpJUfdgwaKfTjJgpGrhDVZJ9KBhaqruj3J", "senderPublicKey": "EfGZvomWbCwnR6YbgmBF2rduFkMwzVuox5bvYVdaSeFX", "proofs": [ "4aFCML45X4ds4S6FhAns9KoTE4Ahhn7u4dhDLWzxwCoK9apFcgBPPRFJFW7EoPiDX34TTvALEg8Chs4RTG8jHnx1" ], "script": "base64:AAIDAAAAAAAAAAAAAADpAAAAAAxudW1iZXJzQ291bnQAAAAAAAAAACUAAAAAB05VTUJFUlMJAARMAAAAAgAAAAAAAAAAAAkABEwAAAACAAAAAAAAAAABCQAETAAAAAIAAAAAAAAAAAIJAARMAAAAAgAAAAAAAAAAAwkABEwAAAACAAAAAAAAAAAECQAETAAAAAIAAAAAAAAAAAUJAARMAAAAAgAAAAAAAAAABgkABEwAAAACAAAAAAAAAAAHCQAETAAAAAIAAAAAAAAAAAgJAARMAAAAAgAAAAAAAAAACQkABEwAAAACAAAAAAAAAAAKCQAETAAAAAIAAAAAAAAAAAsJAARMAAAAAgAAAAAAAAAADAkABEwAAAACAAAAAAAAAAANCQAETAAAAAIAAAAAAAAAAA4JAARMAAAAAgAAAAAAAAAADwkABEwAAAACAAAAAAAAAAAQCQAETAAAAAIAAAAAAAAAABEJAARMAAAAAgAAAAAAAAAAEgkABEwAAAACAAAAAAAAAAATCQAETAAAAAIAAAAAAAAAABQJAARMAAAAAgAAAAAAAAAAFQkABEwAAAACAAAAAAAAAAAWCQAETAAAAAIAAAAAAAAAABcJAARMAAAAAgAAAAAAAAAAGAkABEwAAAACAAAAAAAAAAAZCQAETAAAAAIAAAAAAAAAABoJAARMAAAAAgAAAAAAAAAAGwkABEwAAAACAAAAAAAAAAAcCQAETAAAAAIAAAAAAAAAAB0JAARMAAAAAgAAAAAAAAAAHgkABEwAAAACAAAAAAAAAAAfCQAETAAAAAIAAAAAAAAAACAJAARMAAAAAgAAAAAAAAAAIQkABEwAAAACAAAAAAAAAAAiCQAETAAAAAIAAAAAAAAAACMJAARMAAAAAgAAAAAAAAAAJAUAAAADbmlsAAAAAANPREQJAARMAAAAAgAAAAAAAAAAAQkABEwAAAACAAAAAAAAAAADCQAETAAAAAIAAAAAAAAAAAUJAARMAAAAAgAAAAAAAAAABwkABEwAAAACAAAAAAAAAAAJCQAETAAAAAIAAAAAAAAAAAsJAARMAAAAAgAAAAAAAAAADQkABEwAAAACAAAAAAAAAAAPCQAETAAAAAIAAAAAAAAAABEJAARMAAAAAgAAAAAAAAAAEwkABEwAAAACAAAAAAAAAAAVCQAETAAAAAIAAAAAAAAAABcJAARMAAAAAgAAAAAAAAAAGQkABEwAAAACAAAAAAAAAAAbCQAETAAAAAIAAAAAAAAAAB0JAARMAAAAAgAAAAAAAAAAHwkABEwAAAACAAAAAAAAAAAhCQAETAAAAAIAAAAAAAAAACMFAAAAA25pbAAAAAAERVZFTgkABEwAAAACAAAAAAAAAAACCQAETAAAAAIAAAAAAAAAAAQJAARMAAAAAgAAAAAAAAAABgkABEwAAAACAAAAAAAAAAAICQAETAAAAAIAAAAAAAAAAAoJAARMAAAAAgAAAAAAAAAADAkABEwAAAACAAAAAAAAAAAOCQAETAAAAAIAAAAAAAAAABAJAARMAAAAAgAAAAAAAAAAEgkABEwAAAACAAAAAAAAAAAUCQAETAAAAAIAAAAAAAAAABYJAARMAAAAAgAAAAAAAAAAGAkABEwAAAACAAAAAAAAAAAaCQAETAAAAAIAAAAAAAAAABwJAARMAAAAAgAAAAAAAAAAHgkABEwAAAACAAAAAAAAAAAgCQAETAAAAAIAAAAAAAAAACIJAARMAAAAAgAAAAAAAAAAJAUAAAADbmlsAAAAAANSRUQJAARMAAAAAgAAAAAAAAAAAQkABEwAAAACAAAAAAAAAAADCQAETAAAAAIAAAAAAAAAAAUJAARMAAAAAgAAAAAAAAAABwkABEwAAAACAAAAAAAAAAAJCQAETAAAAAIAAAAAAAAAAAwJAARMAAAAAgAAAAAAAAAADgkABEwAAAACAAAAAAAAAAAQCQAETAAAAAIAAAAAAAAAABIJAARMAAAAAgAAAAAAAAAAEwkABEwAAAACAAAAAAAAAAAVCQAETAAAAAIAAAAAAAAAABcJAARMAAAAAgAAAAAAAAAAGQkABEwAAAACAAAAAAAAAAAbCQAETAAAAAIAAAAAAAAAAB4JAARMAAAAAgAAAAAAAAAAIAkABEwAAAACAAAAAAAAAAAiCQAETAAAAAIAAAAAAAAAACQFAAAAA25pbAAAAAAFQkxBQ0sJAARMAAAAAgAAAAAAAAAAAgkABEwAAAACAAAAAAAAAAAECQAETAAAAAIAAAAAAAAAAAYJAARMAAAAAgAAAAAAAAAACAkABEwAAAACAAAAAAAAAAAKCQAETAAAAAIAAAAAAAAAAAsJAARMAAAAAgAAAAAAAAAADQkABEwAAAACAAAAAAAAAAAPCQAETAAAAAIAAAAAAAAAABEJAARMAAAAAgAAAAAAAAAAFAkABEwAAAACAAAAAAAAAAAWCQAETAAAAAIAAAAAAAAAABgJAARMAAAAAgAAAAAAAAAAGgkABEwAAAACAAAAAAAAAAAcCQAETAAAAAIAAAAAAAAAAB0JAARMAAAAAgAAAAAAAAAAHwkABEwAAAACAAAAAAAAAAAhCQAETAAAAAIAAAAAAAAAACMFAAAAA25pbAAAAAAGVFdPVE9SCQAETAAAAAIAAAAAAAAAAAMJAARMAAAAAgAAAAAAAAAABgkABEwAAAACAAAAAAAAAAAJCQAETAAAAAIAAAAAAAAAAAwJAARMAAAAAgAAAAAAAAAADwkABEwAAAACAAAAAAAAAAASCQAETAAAAAIAAAAAAAAAABUJAARMAAAAAgAAAAAAAAAAGAkABEwAAAACAAAAAAAAAAAbCQAETAAAAAIAAAAAAAAAAB4JAARMAAAAAgAAAAAAAAAAIQkABEwAAAACAAAAAAAAAAAkBQAAAANuaWwAAAAABlRXT1RPTQkABEwAAAACAAAAAAAAAAACCQAETAAAAAIAAAAAAAAAAAUJAARMAAAAAgAAAAAAAAAACAkABEwAAAACAAAAAAAAAAALCQAETAAAAAIAAAAAAAAAAA4JAARMAAAAAgAAAAAAAAAAEQkABEwAAAACAAAAAAAAAAAUCQAETAAAAAIAAAAAAAAAABcJAARMAAAAAgAAAAAAAAAAGgkABEwAAAACAAAAAAAAAAAdCQAETAAAAAIAAAAAAAAAACAJAARMAAAAAgAAAAAAAAAAIwUAAAADbmlsAAAAAAZUV09UT0wJAARMAAAAAgAAAAAAAAAAAQkABEwAAAACAAAAAAAAAAAECQAETAAAAAIAAAAAAAAAAAcJAARMAAAAAgAAAAAAAAAACgkABEwAAAACAAAAAAAAAAANCQAETAAAAAIAAAAAAAAAABAJAARMAAAAAgAAAAAAAAAAEwkABEwAAAACAAAAAAAAAAAWCQAETAAAAAIAAAAAAAAAABkJAARMAAAAAgAAAAAAAAAAHAkABEwAAAACAAAAAAAAAAAfCQAETAAAAAIAAAAAAAAAACIFAAAAA25pbAAAAAAHbG93aGFsZgkABEwAAAACAAAAAAAAAAABCQAETAAAAAIAAAAAAAAAAAIJAARMAAAAAgAAAAAAAAAAAwkABEwAAAACAAAAAAAAAAAECQAETAAAAAIAAAAAAAAAAAUJAARMAAAAAgAAAAAAAAAABgkABEwAAAACAAAAAAAAAAAHCQAETAAAAAIAAAAAAAAAAAgJAARMAAAAAgAAAAAAAAAACQkABEwAAAACAAAAAAAAAAAKCQAETAAAAAIAAAAAAAAAAAsJAARMAAAAAgAAAAAAAAAADAkABEwAAAACAAAAAAAAAAANCQAETAAAAAIAAAAAAAAAAA4JAARMAAAAAgAAAAAAAAAADwkABEwAAAACAAAAAAAAAAAQCQAETAAAAAIAAAAAAAAAABEJAARMAAAAAgAAAAAAAAAAEgUAAAADbmlsAAAAAAhvbmVkb3plbgkABEwAAAACAAAAAAAAAAABCQAETAAAAAIAAAAAAAAAAAIJAARMAAAAAgAAAAAAAAAAAwkABEwAAAACAAAAAAAAAAAECQAETAAAAAIAAAAAAAAAAAUJAARMAAAAAgAAAAAAAAAABgkABEwAAAACAAAAAAAAAAAHCQAETAAAAAIAAAAAAAAAAAgJAARMAAAAAgAAAAAAAAAACQkABEwAAAACAAAAAAAAAAAKCQAETAAAAAIAAAAAAAAAAAsJAARMAAAAAgAAAAAAAAAADAUAAAADbmlsAAAAAAhoaWdoaGFsZgkABEwAAAACAAAAAAAAAAATCQAETAAAAAIAAAAAAAAAABQJAARMAAAAAgAAAAAAAAAAFQkABEwAAAACAAAAAAAAAAAWCQAETAAAAAIAAAAAAAAAABcJAARMAAAAAgAAAAAAAAAAGAkABEwAAAACAAAAAAAAAAAZCQAETAAAAAIAAAAAAAAAABoJAARMAAAAAgAAAAAAAAAAGwkABEwAAAACAAAAAAAAAAAcCQAETAAAAAIAAAAAAAAAAB0JAARMAAAAAgAAAAAAAAAAHgkABEwAAAACAAAAAAAAAAAfCQAETAAAAAIAAAAAAAAAACAJAARMAAAAAgAAAAAAAAAAIQkABEwAAAACAAAAAAAAAAAiCQAETAAAAAIAAAAAAAAAACMJAARMAAAAAgAAAAAAAAAAJAUAAAADbmlsAAAAAAh0d29kb3plbgkABEwAAAACAAAAAAAAAAANCQAETAAAAAIAAAAAAAAAAA4JAARMAAAAAgAAAAAAAAAADwkABEwAAAACAAAAAAAAAAAQCQAETAAAAAIAAAAAAAAAABEJAARMAAAAAgAAAAAAAAAAEgkABEwAAAACAAAAAAAAAAATCQAETAAAAAIAAAAAAAAAABQJAARMAAAAAgAAAAAAAAAAFQkABEwAAAACAAAAAAAAAAAWCQAETAAAAAIAAAAAAAAAABcJAARMAAAAAgAAAAAAAAAAGAUAAAADbmlsAAAAAAp0aHJlZWRvemVuCQAETAAAAAIAAAAAAAAAABkJAARMAAAAAgAAAAAAAAAAGgkABEwAAAACAAAAAAAAAAAbCQAETAAAAAIAAAAAAAAAABwJAARMAAAAAgAAAAAAAAAAHQkABEwAAAACAAAAAAAAAAAeCQAETAAAAAIAAAAAAAAAAB8JAARMAAAAAgAAAAAAAAAAIAkABEwAAAACAAAAAAAAAAAhCQAETAAAAAIAAAAAAAAAACIJAARMAAAAAgAAAAAAAAAAIwkABEwAAAACAAAAAAAAAAAkBQAAAANuaWwBAAAADmdldFNpbmdsZXByaXplAAAAAgAAAAFhAAAAA251bQMDCQEAAAACIT0AAAACBQAAAAFhAAAAAAAAAAAACQAAAAAAAAIFAAAAA251bQAAAAAAAAAAAQcJAABoAAAAAgUAAAABYQAAAAAAAAAAAgkBAAAABXRocm93AAAAAAEAAAAJZ2V0TnVtYmVyAAAAAQAAAANpbnYEAAAABGhhc2gJAAH3AAAAAQkAAMsAAAACCQAAywAAAAIJAADLAAAAAgkAAMsAAAACCAUAAAADaW52AAAADXRyYW5zYWN0aW9uSWQIBQAAAANpbnYAAAAPY2FsbGVyUHVibGljS2V5CAUAAAAJbGFzdEJsb2NrAAAAE2dlbmVyYXRpb25TaWduYXR1cmUJAAGaAAAAAQgFAAAACWxhc3RCbG9jawAAAAl0aW1lc3RhbXAJAAGaAAAAAQgFAAAACWxhc3RCbG9jawAAAAZoZWlnaHQEAAAABWluZGV4CQAEsQAAAAEFAAAABGhhc2gJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACBQAAAAVpbmRleAUAAAAMbnVtYmVyc0NvdW50AAAAAAJhMQkAAZEAAAACBQAAAAdOVU1CRVJTCQAAagAAAAIAAAAAAAAAAAEAAAAAAAAAACUAAAAAAmEyCQABkQAAAAIFAAAAB05VTUJFUlMJAABqAAAAAgAAAAAAAAAAAgAAAAAAAAAAJQAAAAACYTMJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAADAAAAAAAAAAAlAAAAAAJhNAkAAZEAAAACBQAAAAdOVU1CRVJTCQAAagAAAAIAAAAAAAAAAAQAAAAAAAAAACUAAAAAAmE1CQABkQAAAAIFAAAAB05VTUJFUlMJAABqAAAAAgAAAAAAAAAABQAAAAAAAAAAJQAAAAACYTYJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAGAAAAAAAAAAAlAAAAAAJhNwkAAZEAAAACBQAAAAdOVU1CRVJTCQAAagAAAAIAAAAAAAAAAAcAAAAAAAAAACUAAAAAAmE4CQABkQAAAAIFAAAAB05VTUJFUlMJAABqAAAAAgAAAAAAAAAACAAAAAAAAAAAJQAAAAACYTkJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAJAAAAAAAAAAAlAAAAAANhMTAJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAKAAAAAAAAAAAlAAAAAANhMTEJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAALAAAAAAAAAAAlAAAAAANhMTIJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAMAAAAAAAAAAAlAAAAAANhMTMJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAANAAAAAAAAAAAlAAAAAANhMTQJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAOAAAAAAAAAAAlAAAAAANhMTUJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAPAAAAAAAAAAAlAAAAAANhMTYJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAQAAAAAAAAAAAlAAAAAANhMTcJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAARAAAAAAAAAAAlAAAAAANhMzcJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAASAAAAAAAAAAAlAAAAAANhMTkJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAATAAAAAAAAAAAlAAAAAANhMjAJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAUAAAAAAAAAAAlAAAAAANhMjEJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAVAAAAAAAAAAAlAAAAAANhMjIJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAWAAAAAAAAAAAlAAAAAANhMjMJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAXAAAAAAAAAAAlAAAAAANhMjQJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAYAAAAAAAAAAAlAAAAAANhMjUJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAZAAAAAAAAAAAlAAAAAANhMjYJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAaAAAAAAAAAAAlAAAAAANhMjcJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAbAAAAAAAAAAAlAAAAAANhMjgJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAcAAAAAAAAAAAlAAAAAANhMjkJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAdAAAAAAAAAAAlAAAAAANhMzAJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAeAAAAAAAAAAAlAAAAAANhMzEJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAfAAAAAAAAAAAlAAAAAANhMzIJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAgAAAAAAAAAAAlAAAAAANhMzMJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAhAAAAAAAAAAAlAAAAAANhMzQJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAiAAAAAAAAAAAlAAAAAANhMzUJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAjAAAAAAAAAAAlAAAAAANhMzYJAAGRAAAAAgUAAAAHTlVNQkVSUwkAAGoAAAACAAAAAAAAAAAkAAAAAAAAAAAlAAAAAAJhMAkAAZEAAAACBQAAAAdOVU1CRVJTCQAAagAAAAIAAAAAAAAAAAAAAAAAAAAAACUAAAAAAmIxCQABkQAAAAIFAAAAA09ERAkAAGoAAAACAAAAAAAAAAAAAAAAAAAAAAASAAAAAAJiMgkAAZEAAAACBQAAAANPREQJAABqAAAAAgAAAAAAAAAAAQAAAAAAAAAAEgAAAAACYjMJAAGRAAAAAgUAAAADT0RECQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAABIAAAAAAmI0CQABkQAAAAIFAAAAA09ERAkAAGoAAAACAAAAAAAAAAADAAAAAAAAAAASAAAAAAJiNQkAAZEAAAACBQAAAANPREQJAABqAAAAAgAAAAAAAAAABAAAAAAAAAAAEgAAAAACYjYJAAGRAAAAAgUAAAADT0RECQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAABIAAAAAAmI3CQABkQAAAAIFAAAAA09ERAkAAGoAAAACAAAAAAAAAAAGAAAAAAAAAAASAAAAAAJiOAkAAZEAAAACBQAAAANPREQJAABqAAAAAgAAAAAAAAAABwAAAAAAAAAAEgAAAAACYjkJAAGRAAAAAgUAAAADT0RECQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAABIAAAAAA2IxMAkAAZEAAAACBQAAAANPREQJAABqAAAAAgAAAAAAAAAACQAAAAAAAAAAEgAAAAADYjExCQABkQAAAAIFAAAAA09ERAkAAGoAAAACAAAAAAAAAAAKAAAAAAAAAAASAAAAAANiMTIJAAGRAAAAAgUAAAADT0RECQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAABIAAAAAA2IxMwkAAZEAAAACBQAAAANPREQJAABqAAAAAgAAAAAAAAAADAAAAAAAAAAAEgAAAAADYjE0CQABkQAAAAIFAAAAA09ERAkAAGoAAAACAAAAAAAAAAANAAAAAAAAAAASAAAAAANiMTUJAAGRAAAAAgUAAAADT0RECQAAagAAAAIAAAAAAAAAAA4AAAAAAAAAABIAAAAAA2IxNgkAAZEAAAACBQAAAANPREQJAABqAAAAAgAAAAAAAAAADwAAAAAAAAAAEgAAAAADYjE3CQABkQAAAAIFAAAAA09ERAkAAGoAAAACAAAAAAAAAAAQAAAAAAAAAAASAAAAAANiMTgJAAGRAAAAAgUAAAADT0RECQAAagAAAAIAAAAAAAAAABEAAAAAAAAAABIAAAAAAmMxCQABkQAAAAIFAAAABEVWRU4JAABqAAAAAgAAAAAAAAAAAAAAAAAAAAAAEgAAAAACYzIJAAGRAAAAAgUAAAAERVZFTgkAAGoAAAACAAAAAAAAAAABAAAAAAAAAAASAAAAAAJjMwkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAABIAAAAAAmM0CQABkQAAAAIFAAAABEVWRU4JAABqAAAAAgAAAAAAAAAAAwAAAAAAAAAAEgAAAAACYzUJAAGRAAAAAgUAAAAERVZFTgkAAGoAAAACAAAAAAAAAAAEAAAAAAAAAAASAAAAAAJjNgkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAABIAAAAAAmM3CQABkQAAAAIFAAAABEVWRU4JAABqAAAAAgAAAAAAAAAABgAAAAAAAAAAEgAAAAACYzgJAAGRAAAAAgUAAAAERVZFTgkAAGoAAAACAAAAAAAAAAAHAAAAAAAAAAASAAAAAAJjOQkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAABIAAAAAA2MxMAkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAkAAAAAAAAAABIAAAAAA2MxMQkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAoAAAAAAAAAABIAAAAAA2MxMgkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAABIAAAAAA2MxMwkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAAwAAAAAAAAAABIAAAAAA2MxNAkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAA0AAAAAAAAAABIAAAAAA2MxNQkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAA4AAAAAAAAAABIAAAAAA2MxNgkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAAA8AAAAAAAAAABIAAAAAA2MxNwkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAABAAAAAAAAAAABIAAAAAA2MxOAkAAZEAAAACBQAAAARFVkVOCQAAagAAAAIAAAAAAAAAABEAAAAAAAAAABIAAAAAAmQxCQABkQAAAAIFAAAAA1JFRAkAAGoAAAACAAAAAAAAAAAAAAAAAAAAAAASAAAAAAJkMgkAAZEAAAACBQAAAANSRUQJAABqAAAAAgAAAAAAAAAAAQAAAAAAAAAAEgAAAAACZDMJAAGRAAAAAgUAAAADUkVECQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAABIAAAAAAmQ0CQABkQAAAAIFAAAAA1JFRAkAAGoAAAACAAAAAAAAAAADAAAAAAAAAAASAAAAAAJkNQkAAZEAAAACBQAAAANSRUQJAABqAAAAAgAAAAAAAAAABAAAAAAAAAAAEgAAAAACZDYJAAGRAAAAAgUAAAADUkVECQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAABIAAAAAAmQ3CQABkQAAAAIFAAAAA1JFRAkAAGoAAAACAAAAAAAAAAAGAAAAAAAAAAASAAAAAAJkOAkAAZEAAAACBQAAAANSRUQJAABqAAAAAgAAAAAAAAAABwAAAAAAAAAAEgAAAAACZDkJAAGRAAAAAgUAAAADUkVECQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAABIAAAAAA2QxMAkAAZEAAAACBQAAAANSRUQJAABqAAAAAgAAAAAAAAAACQAAAAAAAAAAEgAAAAADZDExCQABkQAAAAIFAAAAA1JFRAkAAGoAAAACAAAAAAAAAAAKAAAAAAAAAAASAAAAAANkMTIJAAGRAAAAAgUAAAADUkVECQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAABIAAAAAA2QxMwkAAZEAAAACBQAAAANSRUQJAABqAAAAAgAAAAAAAAAADAAAAAAAAAAAEgAAAAADZDE0CQABkQAAAAIFAAAAA1JFRAkAAGoAAAACAAAAAAAAAAANAAAAAAAAAAASAAAAAANkMTUJAAGRAAAAAgUAAAADUkVECQAAagAAAAIAAAAAAAAAAA4AAAAAAAAAABIAAAAAA2QxNgkAAZEAAAACBQAAAANSRUQJAABqAAAAAgAAAAAAAAAADwAAAAAAAAAAEgAAAAADZDE3CQABkQAAAAIFAAAAA1JFRAkAAGoAAAACAAAAAAAAAAAQAAAAAAAAAAASAAAAAANkMTgJAAGRAAAAAgUAAAADUkVECQAAagAAAAIAAAAAAAAAABEAAAAAAAAAABIAAAAAAmUxCQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAAAAAAAAAAAABIAAAAAAmUyCQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAEAAAAAAAAAABIAAAAAAmUzCQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAABIAAAAAAmU0CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAMAAAAAAAAAABIAAAAAAmU1CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAQAAAAAAAAAABIAAAAAAmU2CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAABIAAAAAAmU3CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAYAAAAAAAAAABIAAAAAAmU4CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAcAAAAAAAAAABIAAAAAAmU5CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAABIAAAAAA2UxMAkAAZEAAAACBQAAAAVCTEFDSwkAAGoAAAACAAAAAAAAAAAJAAAAAAAAAAASAAAAAANlMTEJAAGRAAAAAgUAAAAFQkxBQ0sJAABqAAAAAgAAAAAAAAAACgAAAAAAAAAAEgAAAAADZTEyCQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAABIAAAAAA2UxMwkAAZEAAAACBQAAAAVCTEFDSwkAAGoAAAACAAAAAAAAAAAMAAAAAAAAAAASAAAAAANlMTQJAAGRAAAAAgUAAAAFQkxBQ0sJAABqAAAAAgAAAAAAAAAADQAAAAAAAAAAEgAAAAADZTE1CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAAA4AAAAAAAAAABIAAAAAA2UxNgkAAZEAAAACBQAAAAVCTEFDSwkAAGoAAAACAAAAAAAAAAAPAAAAAAAAAAASAAAAAANlMTcJAAGRAAAAAgUAAAAFQkxBQ0sJAABqAAAAAgAAAAAAAAAAEAAAAAAAAAAAEgAAAAADZTE4CQABkQAAAAIFAAAABUJMQUNLCQAAagAAAAIAAAAAAAAAABEAAAAAAAAAABIAAAAAAmYxCQABkQAAAAIFAAAABlRXT1RPUgkAAGoAAAACAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAJmMgkAAZEAAAACBQAAAAZUV09UT1IJAABqAAAAAgAAAAAAAAAAAQAAAAAAAAAADAAAAAACZjMJAAGRAAAAAgUAAAAGVFdPVE9SCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAAAwAAAAAAmY0CQABkQAAAAIFAAAABlRXT1RPUgkAAGoAAAACAAAAAAAAAAADAAAAAAAAAAAMAAAAAAJmNQkAAZEAAAACBQAAAAZUV09UT1IJAABqAAAAAgAAAAAAAAAABAAAAAAAAAAADAAAAAACZjYJAAGRAAAAAgUAAAAGVFdPVE9SCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAAAwAAAAAAmY3CQABkQAAAAIFAAAABlRXT1RPUgkAAGoAAAACAAAAAAAAAAAGAAAAAAAAAAAMAAAAAAJmOAkAAZEAAAACBQAAAAZUV09UT1IJAABqAAAAAgAAAAAAAAAABwAAAAAAAAAADAAAAAACZjkJAAGRAAAAAgUAAAAGVFdPVE9SCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAAAwAAAAAA2YxMAkAAZEAAAACBQAAAAZUV09UT1IJAABqAAAAAgAAAAAAAAAACQAAAAAAAAAADAAAAAADZjExCQABkQAAAAIFAAAABlRXT1RPUgkAAGoAAAACAAAAAAAAAAAKAAAAAAAAAAAMAAAAAANmMTIJAAGRAAAAAgUAAAAGVFdPVE9SCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAAAwAAAAAAmcxCQABkQAAAAIFAAAABlRXT1RPTQkAAGoAAAACAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAJnMgkAAZEAAAACBQAAAAZUV09UT00JAABqAAAAAgAAAAAAAAAAAQAAAAAAAAAADAAAAAACZzMJAAGRAAAAAgUAAAAGVFdPVE9NCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAAAwAAAAAAmc0CQABkQAAAAIFAAAABlRXT1RPTQkAAGoAAAACAAAAAAAAAAADAAAAAAAAAAAMAAAAAAJnNQkAAZEAAAACBQAAAAZUV09UT00JAABqAAAAAgAAAAAAAAAABAAAAAAAAAAADAAAAAACZzYJAAGRAAAAAgUAAAAGVFdPVE9NCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAAAwAAAAAAmc3CQABkQAAAAIFAAAABlRXT1RPTQkAAGoAAAACAAAAAAAAAAAGAAAAAAAAAAAMAAAAAAJnOAkAAZEAAAACBQAAAAZUV09UT00JAABqAAAAAgAAAAAAAAAABwAAAAAAAAAADAAAAAACZzkJAAGRAAAAAgUAAAAGVFdPVE9NCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAAAwAAAAAA2cxMAkAAZEAAAACBQAAAAZUV09UT00JAABqAAAAAgAAAAAAAAAACQAAAAAAAAAADAAAAAADZzExCQABkQAAAAIFAAAABlRXT1RPTQkAAGoAAAACAAAAAAAAAAAKAAAAAAAAAAAMAAAAAANnMTIJAAGRAAAAAgUAAAAGVFdPVE9NCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAAAwAAAAAAmgxCQABkQAAAAIFAAAABlRXT1RPTAkAAGoAAAACAAAAAAAAAAAAAAAAAAAAAAAMAAAAAAJoMgkAAZEAAAACBQAAAAZUV09UT0wJAABqAAAAAgAAAAAAAAAAAQAAAAAAAAAADAAAAAACaDMJAAGRAAAAAgUAAAAGVFdPVE9MCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAAAwAAAAAAmg0CQABkQAAAAIFAAAABlRXT1RPTAkAAGoAAAACAAAAAAAAAAADAAAAAAAAAAAMAAAAAAJoNQkAAZEAAAACBQAAAAZUV09UT0wJAABqAAAAAgAAAAAAAAAABAAAAAAAAAAADAAAAAACaDYJAAGRAAAAAgUAAAAGVFdPVE9MCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAAAwAAAAAAmg3CQABkQAAAAIFAAAABlRXT1RPTAkAAGoAAAACAAAAAAAAAAAGAAAAAAAAAAAMAAAAAAJoOAkAAZEAAAACBQAAAAZUV09UT0wJAABqAAAAAgAAAAAAAAAABwAAAAAAAAAADAAAAAACaDkJAAGRAAAAAgUAAAAGVFdPVE9MCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAAAwAAAAAA2gxMAkAAZEAAAACBQAAAAZUV09UT0wJAABqAAAAAgAAAAAAAAAACQAAAAAAAAAADAAAAAADaDExCQABkQAAAAIFAAAABlRXT1RPTAkAAGoAAAACAAAAAAAAAAAKAAAAAAAAAAAMAAAAAANoMTIJAAGRAAAAAgUAAAAGVFdPVE9MCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAAAwAAAAAAmkxCQABkQAAAAIFAAAAB2xvd2hhbGYJAABqAAAAAgAAAAAAAAAAAAAAAAAAAAAAEgAAAAACaTIJAAGRAAAAAgUAAAAHbG93aGFsZgkAAGoAAAACAAAAAAAAAAABAAAAAAAAAAASAAAAAAJpMwkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAABIAAAAAAmk0CQABkQAAAAIFAAAAB2xvd2hhbGYJAABqAAAAAgAAAAAAAAAAAwAAAAAAAAAAEgAAAAACaTUJAAGRAAAAAgUAAAAHbG93aGFsZgkAAGoAAAACAAAAAAAAAAAEAAAAAAAAAAASAAAAAAJpNgkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAABIAAAAAAmk3CQABkQAAAAIFAAAAB2xvd2hhbGYJAABqAAAAAgAAAAAAAAAABgAAAAAAAAAAEgAAAAACaTgJAAGRAAAAAgUAAAAHbG93aGFsZgkAAGoAAAACAAAAAAAAAAAHAAAAAAAAAAASAAAAAAJpOQkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAABIAAAAAA2kxMAkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAkAAAAAAAAAABIAAAAAA2kxMQkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAoAAAAAAAAAABIAAAAAA2kxMgkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAABIAAAAAA2kxMwkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAAwAAAAAAAAAABIAAAAAA2kxNAkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAA0AAAAAAAAAABIAAAAAA2kxNQkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAA4AAAAAAAAAABIAAAAAA2kxNgkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAAA8AAAAAAAAAABIAAAAAA2kxNwkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAABAAAAAAAAAAABIAAAAAA2kxOAkAAZEAAAACBQAAAAdsb3doYWxmCQAAagAAAAIAAAAAAAAAABEAAAAAAAAAABIAAAAAAmoxCQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAAAAAAAAAAAABIAAAAAAmoyCQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAEAAAAAAAAAABIAAAAAAmozCQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAABIAAAAAAmo0CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAMAAAAAAAAAABIAAAAAAmo1CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAQAAAAAAAAAABIAAAAAAmo2CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAABIAAAAAAmo3CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAYAAAAAAAAAABIAAAAAAmo4CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAcAAAAAAAAAABIAAAAAAmo5CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAABIAAAAAA2oxMAkAAZEAAAACBQAAAAhoaWdoaGFsZgkAAGoAAAACAAAAAAAAAAAJAAAAAAAAAAASAAAAAANqMTEJAAGRAAAAAgUAAAAIaGlnaGhhbGYJAABqAAAAAgAAAAAAAAAACgAAAAAAAAAAEgAAAAADajEyCQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAABIAAAAAA2oxMwkAAZEAAAACBQAAAAhoaWdoaGFsZgkAAGoAAAACAAAAAAAAAAAMAAAAAAAAAAASAAAAAANqMTQJAAGRAAAAAgUAAAAIaGlnaGhhbGYJAABqAAAAAgAAAAAAAAAADQAAAAAAAAAAEgAAAAADajE1CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAAA4AAAAAAAAAABIAAAAAA2oxNgkAAZEAAAACBQAAAAhoaWdoaGFsZgkAAGoAAAACAAAAAAAAAAAPAAAAAAAAAAASAAAAAANqMTcJAAGRAAAAAgUAAAAIaGlnaGhhbGYJAABqAAAAAgAAAAAAAAAAEAAAAAAAAAAAEgAAAAADajE4CQABkQAAAAIFAAAACGhpZ2hoYWxmCQAAagAAAAIAAAAAAAAAABEAAAAAAAAAABIAAAAAAmsxCQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAAAAAAAAAAAAAwAAAAAAmsyCQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAEAAAAAAAAAAAwAAAAAAmszCQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAAAwAAAAAAms0CQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAMAAAAAAAAAAAwAAAAAAms1CQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAQAAAAAAAAAAAwAAAAAAms2CQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAAAwAAAAAAms3CQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAYAAAAAAAAAAAwAAAAAAms4CQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAcAAAAAAAAAAAwAAAAAAms5CQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAAAwAAAAAA2sxMAkAAZEAAAACBQAAAAhvbmVkb3plbgkAAGoAAAACAAAAAAAAAAAJAAAAAAAAAAAMAAAAAANrMTEJAAGRAAAAAgUAAAAIb25lZG96ZW4JAABqAAAAAgAAAAAAAAAACgAAAAAAAAAADAAAAAADazEyCQABkQAAAAIFAAAACG9uZWRvemVuCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAAAwAAAAAAmwxCQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAAAAAAAAAAAAAwAAAAAAmwyCQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAEAAAAAAAAAAAwAAAAAAmwzCQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAAAwAAAAAAmw0CQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAMAAAAAAAAAAAwAAAAAAmw1CQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAQAAAAAAAAAAAwAAAAAAmw2CQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAAAwAAAAAAmw3CQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAYAAAAAAAAAAAwAAAAAAmw4CQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAcAAAAAAAAAAAwAAAAAAmw5CQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAAAwAAAAAA2wxMAkAAZEAAAACBQAAAAh0d29kb3plbgkAAGoAAAACAAAAAAAAAAAJAAAAAAAAAAAMAAAAAANsMTEJAAGRAAAAAgUAAAAIdHdvZG96ZW4JAABqAAAAAgAAAAAAAAAACgAAAAAAAAAADAAAAAADbDEyCQABkQAAAAIFAAAACHR3b2RvemVuCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAAAwAAAAAAm0xCQABkQAAAAIFAAAACnRocmVlZG96ZW4JAABqAAAAAgAAAAAAAAAAAAAAAAAAAAAADAAAAAACbTIJAAGRAAAAAgUAAAAKdGhyZWVkb3plbgkAAGoAAAACAAAAAAAAAAABAAAAAAAAAAAMAAAAAAJtMwkAAZEAAAACBQAAAAp0aHJlZWRvemVuCQAAagAAAAIAAAAAAAAAAAIAAAAAAAAAAAwAAAAAAm00CQABkQAAAAIFAAAACnRocmVlZG96ZW4JAABqAAAAAgAAAAAAAAAAAwAAAAAAAAAADAAAAAACbTUJAAGRAAAAAgUAAAAKdGhyZWVkb3plbgkAAGoAAAACAAAAAAAAAAAEAAAAAAAAAAAMAAAAAAJtNgkAAZEAAAACBQAAAAp0aHJlZWRvemVuCQAAagAAAAIAAAAAAAAAAAUAAAAAAAAAAAwAAAAAAm03CQABkQAAAAIFAAAACnRocmVlZG96ZW4JAABqAAAAAgAAAAAAAAAABgAAAAAAAAAADAAAAAACbTgJAAGRAAAAAgUAAAAKdGhyZWVkb3plbgkAAGoAAAACAAAAAAAAAAAHAAAAAAAAAAAMAAAAAAJtOQkAAZEAAAACBQAAAAp0aHJlZWRvemVuCQAAagAAAAIAAAAAAAAAAAgAAAAAAAAAAAwAAAAAA20xMAkAAZEAAAACBQAAAAp0aHJlZWRvemVuCQAAagAAAAIAAAAAAAAAAAkAAAAAAAAAAAwAAAAAA20xMQkAAZEAAAACBQAAAAp0aHJlZWRvemVuCQAAagAAAAIAAAAAAAAAAAoAAAAAAAAAAAwAAAAAA20xMgkAAZEAAAACBQAAAAp0aHJlZWRvemVuCQAAagAAAAIAAAAAAAAAAAsAAAAAAAAAAAwAAAABAAAAA2ludgEAAAAEc3BpbgAAAA8AAAADbnVtAAAAAWEAAAABYgAAAAFjAAAAAWQAAAABZQAAAAFmAAAAAWcAAAABaAAAAAFpAAAAAWoAAAABawAAAAFsAAAAAW0AAAAIdG90YWxiZXQEAAAABnBsYXllcgkAAlgAAAABCAgFAAAAA2ludgAAAAZjYWxsZXIAAAAFYnl0ZXMEAAAACXRpbWVzdGFtcAkAAaQAAAABCAUAAAAJbGFzdEJsb2NrAAAACXRpbWVzdGFtcAQAAAACYXMJAAGkAAAAAQUAAAABYQQAAAACYnMJAAGkAAAAAQUAAAABYgQAAAACY3MJAAGkAAAAAQUAAAABYwQAAAACZHMJAAGkAAAAAQUAAAABZAQAAAACZXMJAAGkAAAAAQUAAAABZQQAAAACZnMJAAGkAAAAAQUAAAABZgQAAAACZ3MJAAGkAAAAAQUAAAABZwQAAAACaHMJAAGkAAAAAQUAAAABaAQAAAACaXMJAAGkAAAAAQUAAAABaQQAAAACanMJAAGkAAAAAQUAAAABagQAAAACa3MJAAGkAAAAAQUAAAABawQAAAACbHMJAAGkAAAAAQUAAAABbAQAAAACbXMJAAGkAAAAAQUAAAABbQQAAAAHZHJvcG51bQkAAaQAAAABCQEAAAAJZ2V0TnVtYmVyAAAAAQUAAAADaW52BAAAAAZNYXhCZXQJAABpAAAAAgkBAAAADHdhdmVzQmFsYW5jZQAAAAEFAAAABHRoaXMAAAAAAAAAACMEAAAAB3BheW1lbnQJAQAAAAdleHRyYWN0AAAAAQgFAAAAA2ludgAAAAdwYXltZW50BAAAAANiZXQJAQAAAA5nZXRTaW5nbGVwcml6ZQAAAAIFAAAAAWEFAAAAA251bQMJAQAAAAEhAAAAAQkBAAAACWlzRGVmaW5lZAAAAAEIBQAAAANpbnYAAAAHcGF5bWVudAkAAAIAAAABAgAAAB9TaG91bGQgYmUgd2l0aCBQYXltZW50IGluIFdhdmVzAwkBAAAACWlzRGVmaW5lZAAAAAEIBQAAAAdwYXltZW50AAAAB2Fzc2V0SWQJAAACAAAAAQIAAAAaUGF5bWVudCBzaG91bGQgYmUgaW4gV2F2ZXMDCQEAAAACIT0AAAACCAUAAAAHcGF5bWVudAAAAAZhbW91bnQFAAAACHRvdGFsYmV0CQAAAgAAAAEJAAGkAAAAAQUAAAAIdG90YWxiZXQJAQAAAAxTY3JpcHRSZXN1bHQAAAACCQEAAAAIV3JpdGVTZXQAAAABCQAETAAAAAIJAQAAAAlEYXRhRW50cnkAAAACAgAAAAFkCQABLAAAAAIJAAEsAAAAAgUAAAAGcGxheWVyAgAAAAFfBQAAAAl0aW1lc3RhbXAFAAAAA25pbAkBAAAAC1RyYW5zZmVyU2V0AAAAAQkABEwAAAACCQEAAAAOU2NyaXB0VHJhbnNmZXIAAAADCAUAAAADaW52AAAABmNhbGxlcgUAAAADYmV0BQAAAAR1bml0BQAAAANuaWwAAAAAixN1MQ==", "chainId": 84, "height": 655564, "spentComplexity": 0 } View: original | compacted Prev: 89Ac1LgRshoUfKshvGzQkp9bX4ob6UawZnbqJNqCcNi4 Next: 4vbmPKG44GZqL6wmsD1wTVZ3UjKRvwhzDuUbtBXbkAan Diff:
Old | New | Differences | |
---|---|---|---|
29 | 29 | ||
30 | 30 | let threedozen = [25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36] | |
31 | 31 | ||
32 | - | func getSingleprize (inv,a) = { | |
33 | - | let singlecalc = a | |
34 | - | (singlecalc * 35) | |
35 | - | } | |
32 | + | func getSingleprize (a,num) = if (if ((a != 0)) | |
33 | + | then (num == 1) | |
34 | + | else false) | |
35 | + | then (a * 2) | |
36 | + | else throw() | |
36 | 37 | ||
37 | 38 | ||
38 | 39 | func getNumber (inv) = { | |
496 | 497 | let dropnum = toString(getNumber(inv)) | |
497 | 498 | let MaxBet = (wavesBalance(this) / 35) | |
498 | 499 | let payment = extract(inv.payment) | |
500 | + | let bet = getSingleprize(a, num) | |
499 | 501 | if (!(isDefined(inv.payment))) | |
500 | 502 | then throw("Should be with Payment in Waves") | |
501 | 503 | else if (isDefined(payment.assetId)) | |
502 | 504 | then throw("Payment should be in Waves") | |
503 | 505 | else if ((payment.amount != totalbet)) | |
504 | 506 | then throw(toString(totalbet)) | |
505 | - | else | |
507 | + | else ScriptResult(WriteSet([DataEntry("d", ((player + "_") + timestamp))]), TransferSet([ScriptTransfer(inv.caller, bet, unit)])) | |
506 | 508 | } | |
507 | 509 | ||
508 | 510 |
Old | New | Differences | |
---|---|---|---|
1 | 1 | {-# STDLIB_VERSION 3 #-} | |
2 | 2 | {-# SCRIPT_TYPE ACCOUNT #-} | |
3 | 3 | {-# CONTENT_TYPE DAPP #-} | |
4 | 4 | let numbersCount = 37 | |
5 | 5 | ||
6 | 6 | let NUMBERS = [0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36] | |
7 | 7 | ||
8 | 8 | let ODD = [1, 3, 5, 7, 9, 11, 13, 15, 17, 19, 21, 23, 25, 27, 29, 31, 33, 35] | |
9 | 9 | ||
10 | 10 | let EVEN = [2, 4, 6, 8, 10, 12, 14, 16, 18, 20, 22, 24, 26, 28, 30, 32, 34, 36] | |
11 | 11 | ||
12 | 12 | let RED = [1, 3, 5, 7, 9, 12, 14, 16, 18, 19, 21, 23, 25, 27, 30, 32, 34, 36] | |
13 | 13 | ||
14 | 14 | let BLACK = [2, 4, 6, 8, 10, 11, 13, 15, 17, 20, 22, 24, 26, 28, 29, 31, 33, 35] | |
15 | 15 | ||
16 | 16 | let TWOTOR = [3, 6, 9, 12, 15, 18, 21, 24, 27, 30, 33, 36] | |
17 | 17 | ||
18 | 18 | let TWOTOM = [2, 5, 8, 11, 14, 17, 20, 23, 26, 29, 32, 35] | |
19 | 19 | ||
20 | 20 | let TWOTOL = [1, 4, 7, 10, 13, 16, 19, 22, 25, 28, 31, 34] | |
21 | 21 | ||
22 | 22 | let lowhalf = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18] | |
23 | 23 | ||
24 | 24 | let onedozen = [1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12] | |
25 | 25 | ||
26 | 26 | let highhalf = [19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36] | |
27 | 27 | ||
28 | 28 | let twodozen = [13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24] | |
29 | 29 | ||
30 | 30 | let threedozen = [25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36] | |
31 | 31 | ||
32 | - | func getSingleprize (inv,a) = { | |
33 | - | let singlecalc = a | |
34 | - | (singlecalc * 35) | |
35 | - | } | |
32 | + | func getSingleprize (a,num) = if (if ((a != 0)) | |
33 | + | then (num == 1) | |
34 | + | else false) | |
35 | + | then (a * 2) | |
36 | + | else throw() | |
36 | 37 | ||
37 | 38 | ||
38 | 39 | func getNumber (inv) = { | |
39 | 40 | let hash = sha256(((((inv.transactionId + inv.callerPublicKey) + lastBlock.generationSignature) + toBytes(lastBlock.timestamp)) + toBytes(lastBlock.height))) | |
40 | 41 | let index = toInt(hash) | |
41 | 42 | NUMBERS[(index % numbersCount)] | |
42 | 43 | } | |
43 | 44 | ||
44 | 45 | ||
45 | 46 | let a1 = NUMBERS[(1 % 37)] | |
46 | 47 | ||
47 | 48 | let a2 = NUMBERS[(2 % 37)] | |
48 | 49 | ||
49 | 50 | let a3 = NUMBERS[(3 % 37)] | |
50 | 51 | ||
51 | 52 | let a4 = NUMBERS[(4 % 37)] | |
52 | 53 | ||
53 | 54 | let a5 = NUMBERS[(5 % 37)] | |
54 | 55 | ||
55 | 56 | let a6 = NUMBERS[(6 % 37)] | |
56 | 57 | ||
57 | 58 | let a7 = NUMBERS[(7 % 37)] | |
58 | 59 | ||
59 | 60 | let a8 = NUMBERS[(8 % 37)] | |
60 | 61 | ||
61 | 62 | let a9 = NUMBERS[(9 % 37)] | |
62 | 63 | ||
63 | 64 | let a10 = NUMBERS[(10 % 37)] | |
64 | 65 | ||
65 | 66 | let a11 = NUMBERS[(11 % 37)] | |
66 | 67 | ||
67 | 68 | let a12 = NUMBERS[(12 % 37)] | |
68 | 69 | ||
69 | 70 | let a13 = NUMBERS[(13 % 37)] | |
70 | 71 | ||
71 | 72 | let a14 = NUMBERS[(14 % 37)] | |
72 | 73 | ||
73 | 74 | let a15 = NUMBERS[(15 % 37)] | |
74 | 75 | ||
75 | 76 | let a16 = NUMBERS[(16 % 37)] | |
76 | 77 | ||
77 | 78 | let a17 = NUMBERS[(17 % 37)] | |
78 | 79 | ||
79 | 80 | let a37 = NUMBERS[(18 % 37)] | |
80 | 81 | ||
81 | 82 | let a19 = NUMBERS[(19 % 37)] | |
82 | 83 | ||
83 | 84 | let a20 = NUMBERS[(20 % 37)] | |
84 | 85 | ||
85 | 86 | let a21 = NUMBERS[(21 % 37)] | |
86 | 87 | ||
87 | 88 | let a22 = NUMBERS[(22 % 37)] | |
88 | 89 | ||
89 | 90 | let a23 = NUMBERS[(23 % 37)] | |
90 | 91 | ||
91 | 92 | let a24 = NUMBERS[(24 % 37)] | |
92 | 93 | ||
93 | 94 | let a25 = NUMBERS[(25 % 37)] | |
94 | 95 | ||
95 | 96 | let a26 = NUMBERS[(26 % 37)] | |
96 | 97 | ||
97 | 98 | let a27 = NUMBERS[(27 % 37)] | |
98 | 99 | ||
99 | 100 | let a28 = NUMBERS[(28 % 37)] | |
100 | 101 | ||
101 | 102 | let a29 = NUMBERS[(29 % 37)] | |
102 | 103 | ||
103 | 104 | let a30 = NUMBERS[(30 % 37)] | |
104 | 105 | ||
105 | 106 | let a31 = NUMBERS[(31 % 37)] | |
106 | 107 | ||
107 | 108 | let a32 = NUMBERS[(32 % 37)] | |
108 | 109 | ||
109 | 110 | let a33 = NUMBERS[(33 % 37)] | |
110 | 111 | ||
111 | 112 | let a34 = NUMBERS[(34 % 37)] | |
112 | 113 | ||
113 | 114 | let a35 = NUMBERS[(35 % 37)] | |
114 | 115 | ||
115 | 116 | let a36 = NUMBERS[(36 % 37)] | |
116 | 117 | ||
117 | 118 | let a0 = NUMBERS[(0 % 37)] | |
118 | 119 | ||
119 | 120 | let b1 = ODD[(0 % 18)] | |
120 | 121 | ||
121 | 122 | let b2 = ODD[(1 % 18)] | |
122 | 123 | ||
123 | 124 | let b3 = ODD[(2 % 18)] | |
124 | 125 | ||
125 | 126 | let b4 = ODD[(3 % 18)] | |
126 | 127 | ||
127 | 128 | let b5 = ODD[(4 % 18)] | |
128 | 129 | ||
129 | 130 | let b6 = ODD[(5 % 18)] | |
130 | 131 | ||
131 | 132 | let b7 = ODD[(6 % 18)] | |
132 | 133 | ||
133 | 134 | let b8 = ODD[(7 % 18)] | |
134 | 135 | ||
135 | 136 | let b9 = ODD[(8 % 18)] | |
136 | 137 | ||
137 | 138 | let b10 = ODD[(9 % 18)] | |
138 | 139 | ||
139 | 140 | let b11 = ODD[(10 % 18)] | |
140 | 141 | ||
141 | 142 | let b12 = ODD[(11 % 18)] | |
142 | 143 | ||
143 | 144 | let b13 = ODD[(12 % 18)] | |
144 | 145 | ||
145 | 146 | let b14 = ODD[(13 % 18)] | |
146 | 147 | ||
147 | 148 | let b15 = ODD[(14 % 18)] | |
148 | 149 | ||
149 | 150 | let b16 = ODD[(15 % 18)] | |
150 | 151 | ||
151 | 152 | let b17 = ODD[(16 % 18)] | |
152 | 153 | ||
153 | 154 | let b18 = ODD[(17 % 18)] | |
154 | 155 | ||
155 | 156 | let c1 = EVEN[(0 % 18)] | |
156 | 157 | ||
157 | 158 | let c2 = EVEN[(1 % 18)] | |
158 | 159 | ||
159 | 160 | let c3 = EVEN[(2 % 18)] | |
160 | 161 | ||
161 | 162 | let c4 = EVEN[(3 % 18)] | |
162 | 163 | ||
163 | 164 | let c5 = EVEN[(4 % 18)] | |
164 | 165 | ||
165 | 166 | let c6 = EVEN[(5 % 18)] | |
166 | 167 | ||
167 | 168 | let c7 = EVEN[(6 % 18)] | |
168 | 169 | ||
169 | 170 | let c8 = EVEN[(7 % 18)] | |
170 | 171 | ||
171 | 172 | let c9 = EVEN[(8 % 18)] | |
172 | 173 | ||
173 | 174 | let c10 = EVEN[(9 % 18)] | |
174 | 175 | ||
175 | 176 | let c11 = EVEN[(10 % 18)] | |
176 | 177 | ||
177 | 178 | let c12 = EVEN[(11 % 18)] | |
178 | 179 | ||
179 | 180 | let c13 = EVEN[(12 % 18)] | |
180 | 181 | ||
181 | 182 | let c14 = EVEN[(13 % 18)] | |
182 | 183 | ||
183 | 184 | let c15 = EVEN[(14 % 18)] | |
184 | 185 | ||
185 | 186 | let c16 = EVEN[(15 % 18)] | |
186 | 187 | ||
187 | 188 | let c17 = EVEN[(16 % 18)] | |
188 | 189 | ||
189 | 190 | let c18 = EVEN[(17 % 18)] | |
190 | 191 | ||
191 | 192 | let d1 = RED[(0 % 18)] | |
192 | 193 | ||
193 | 194 | let d2 = RED[(1 % 18)] | |
194 | 195 | ||
195 | 196 | let d3 = RED[(2 % 18)] | |
196 | 197 | ||
197 | 198 | let d4 = RED[(3 % 18)] | |
198 | 199 | ||
199 | 200 | let d5 = RED[(4 % 18)] | |
200 | 201 | ||
201 | 202 | let d6 = RED[(5 % 18)] | |
202 | 203 | ||
203 | 204 | let d7 = RED[(6 % 18)] | |
204 | 205 | ||
205 | 206 | let d8 = RED[(7 % 18)] | |
206 | 207 | ||
207 | 208 | let d9 = RED[(8 % 18)] | |
208 | 209 | ||
209 | 210 | let d10 = RED[(9 % 18)] | |
210 | 211 | ||
211 | 212 | let d11 = RED[(10 % 18)] | |
212 | 213 | ||
213 | 214 | let d12 = RED[(11 % 18)] | |
214 | 215 | ||
215 | 216 | let d13 = RED[(12 % 18)] | |
216 | 217 | ||
217 | 218 | let d14 = RED[(13 % 18)] | |
218 | 219 | ||
219 | 220 | let d15 = RED[(14 % 18)] | |
220 | 221 | ||
221 | 222 | let d16 = RED[(15 % 18)] | |
222 | 223 | ||
223 | 224 | let d17 = RED[(16 % 18)] | |
224 | 225 | ||
225 | 226 | let d18 = RED[(17 % 18)] | |
226 | 227 | ||
227 | 228 | let e1 = BLACK[(0 % 18)] | |
228 | 229 | ||
229 | 230 | let e2 = BLACK[(1 % 18)] | |
230 | 231 | ||
231 | 232 | let e3 = BLACK[(2 % 18)] | |
232 | 233 | ||
233 | 234 | let e4 = BLACK[(3 % 18)] | |
234 | 235 | ||
235 | 236 | let e5 = BLACK[(4 % 18)] | |
236 | 237 | ||
237 | 238 | let e6 = BLACK[(5 % 18)] | |
238 | 239 | ||
239 | 240 | let e7 = BLACK[(6 % 18)] | |
240 | 241 | ||
241 | 242 | let e8 = BLACK[(7 % 18)] | |
242 | 243 | ||
243 | 244 | let e9 = BLACK[(8 % 18)] | |
244 | 245 | ||
245 | 246 | let e10 = BLACK[(9 % 18)] | |
246 | 247 | ||
247 | 248 | let e11 = BLACK[(10 % 18)] | |
248 | 249 | ||
249 | 250 | let e12 = BLACK[(11 % 18)] | |
250 | 251 | ||
251 | 252 | let e13 = BLACK[(12 % 18)] | |
252 | 253 | ||
253 | 254 | let e14 = BLACK[(13 % 18)] | |
254 | 255 | ||
255 | 256 | let e15 = BLACK[(14 % 18)] | |
256 | 257 | ||
257 | 258 | let e16 = BLACK[(15 % 18)] | |
258 | 259 | ||
259 | 260 | let e17 = BLACK[(16 % 18)] | |
260 | 261 | ||
261 | 262 | let e18 = BLACK[(17 % 18)] | |
262 | 263 | ||
263 | 264 | let f1 = TWOTOR[(0 % 12)] | |
264 | 265 | ||
265 | 266 | let f2 = TWOTOR[(1 % 12)] | |
266 | 267 | ||
267 | 268 | let f3 = TWOTOR[(2 % 12)] | |
268 | 269 | ||
269 | 270 | let f4 = TWOTOR[(3 % 12)] | |
270 | 271 | ||
271 | 272 | let f5 = TWOTOR[(4 % 12)] | |
272 | 273 | ||
273 | 274 | let f6 = TWOTOR[(5 % 12)] | |
274 | 275 | ||
275 | 276 | let f7 = TWOTOR[(6 % 12)] | |
276 | 277 | ||
277 | 278 | let f8 = TWOTOR[(7 % 12)] | |
278 | 279 | ||
279 | 280 | let f9 = TWOTOR[(8 % 12)] | |
280 | 281 | ||
281 | 282 | let f10 = TWOTOR[(9 % 12)] | |
282 | 283 | ||
283 | 284 | let f11 = TWOTOR[(10 % 12)] | |
284 | 285 | ||
285 | 286 | let f12 = TWOTOR[(11 % 12)] | |
286 | 287 | ||
287 | 288 | let g1 = TWOTOM[(0 % 12)] | |
288 | 289 | ||
289 | 290 | let g2 = TWOTOM[(1 % 12)] | |
290 | 291 | ||
291 | 292 | let g3 = TWOTOM[(2 % 12)] | |
292 | 293 | ||
293 | 294 | let g4 = TWOTOM[(3 % 12)] | |
294 | 295 | ||
295 | 296 | let g5 = TWOTOM[(4 % 12)] | |
296 | 297 | ||
297 | 298 | let g6 = TWOTOM[(5 % 12)] | |
298 | 299 | ||
299 | 300 | let g7 = TWOTOM[(6 % 12)] | |
300 | 301 | ||
301 | 302 | let g8 = TWOTOM[(7 % 12)] | |
302 | 303 | ||
303 | 304 | let g9 = TWOTOM[(8 % 12)] | |
304 | 305 | ||
305 | 306 | let g10 = TWOTOM[(9 % 12)] | |
306 | 307 | ||
307 | 308 | let g11 = TWOTOM[(10 % 12)] | |
308 | 309 | ||
309 | 310 | let g12 = TWOTOM[(11 % 12)] | |
310 | 311 | ||
311 | 312 | let h1 = TWOTOL[(0 % 12)] | |
312 | 313 | ||
313 | 314 | let h2 = TWOTOL[(1 % 12)] | |
314 | 315 | ||
315 | 316 | let h3 = TWOTOL[(2 % 12)] | |
316 | 317 | ||
317 | 318 | let h4 = TWOTOL[(3 % 12)] | |
318 | 319 | ||
319 | 320 | let h5 = TWOTOL[(4 % 12)] | |
320 | 321 | ||
321 | 322 | let h6 = TWOTOL[(5 % 12)] | |
322 | 323 | ||
323 | 324 | let h7 = TWOTOL[(6 % 12)] | |
324 | 325 | ||
325 | 326 | let h8 = TWOTOL[(7 % 12)] | |
326 | 327 | ||
327 | 328 | let h9 = TWOTOL[(8 % 12)] | |
328 | 329 | ||
329 | 330 | let h10 = TWOTOL[(9 % 12)] | |
330 | 331 | ||
331 | 332 | let h11 = TWOTOL[(10 % 12)] | |
332 | 333 | ||
333 | 334 | let h12 = TWOTOL[(11 % 12)] | |
334 | 335 | ||
335 | 336 | let i1 = lowhalf[(0 % 18)] | |
336 | 337 | ||
337 | 338 | let i2 = lowhalf[(1 % 18)] | |
338 | 339 | ||
339 | 340 | let i3 = lowhalf[(2 % 18)] | |
340 | 341 | ||
341 | 342 | let i4 = lowhalf[(3 % 18)] | |
342 | 343 | ||
343 | 344 | let i5 = lowhalf[(4 % 18)] | |
344 | 345 | ||
345 | 346 | let i6 = lowhalf[(5 % 18)] | |
346 | 347 | ||
347 | 348 | let i7 = lowhalf[(6 % 18)] | |
348 | 349 | ||
349 | 350 | let i8 = lowhalf[(7 % 18)] | |
350 | 351 | ||
351 | 352 | let i9 = lowhalf[(8 % 18)] | |
352 | 353 | ||
353 | 354 | let i10 = lowhalf[(9 % 18)] | |
354 | 355 | ||
355 | 356 | let i11 = lowhalf[(10 % 18)] | |
356 | 357 | ||
357 | 358 | let i12 = lowhalf[(11 % 18)] | |
358 | 359 | ||
359 | 360 | let i13 = lowhalf[(12 % 18)] | |
360 | 361 | ||
361 | 362 | let i14 = lowhalf[(13 % 18)] | |
362 | 363 | ||
363 | 364 | let i15 = lowhalf[(14 % 18)] | |
364 | 365 | ||
365 | 366 | let i16 = lowhalf[(15 % 18)] | |
366 | 367 | ||
367 | 368 | let i17 = lowhalf[(16 % 18)] | |
368 | 369 | ||
369 | 370 | let i18 = lowhalf[(17 % 18)] | |
370 | 371 | ||
371 | 372 | let j1 = highhalf[(0 % 18)] | |
372 | 373 | ||
373 | 374 | let j2 = highhalf[(1 % 18)] | |
374 | 375 | ||
375 | 376 | let j3 = highhalf[(2 % 18)] | |
376 | 377 | ||
377 | 378 | let j4 = highhalf[(3 % 18)] | |
378 | 379 | ||
379 | 380 | let j5 = highhalf[(4 % 18)] | |
380 | 381 | ||
381 | 382 | let j6 = highhalf[(5 % 18)] | |
382 | 383 | ||
383 | 384 | let j7 = highhalf[(6 % 18)] | |
384 | 385 | ||
385 | 386 | let j8 = highhalf[(7 % 18)] | |
386 | 387 | ||
387 | 388 | let j9 = highhalf[(8 % 18)] | |
388 | 389 | ||
389 | 390 | let j10 = highhalf[(9 % 18)] | |
390 | 391 | ||
391 | 392 | let j11 = highhalf[(10 % 18)] | |
392 | 393 | ||
393 | 394 | let j12 = highhalf[(11 % 18)] | |
394 | 395 | ||
395 | 396 | let j13 = highhalf[(12 % 18)] | |
396 | 397 | ||
397 | 398 | let j14 = highhalf[(13 % 18)] | |
398 | 399 | ||
399 | 400 | let j15 = highhalf[(14 % 18)] | |
400 | 401 | ||
401 | 402 | let j16 = highhalf[(15 % 18)] | |
402 | 403 | ||
403 | 404 | let j17 = highhalf[(16 % 18)] | |
404 | 405 | ||
405 | 406 | let j18 = highhalf[(17 % 18)] | |
406 | 407 | ||
407 | 408 | let k1 = onedozen[(0 % 12)] | |
408 | 409 | ||
409 | 410 | let k2 = onedozen[(1 % 12)] | |
410 | 411 | ||
411 | 412 | let k3 = onedozen[(2 % 12)] | |
412 | 413 | ||
413 | 414 | let k4 = onedozen[(3 % 12)] | |
414 | 415 | ||
415 | 416 | let k5 = onedozen[(4 % 12)] | |
416 | 417 | ||
417 | 418 | let k6 = onedozen[(5 % 12)] | |
418 | 419 | ||
419 | 420 | let k7 = onedozen[(6 % 12)] | |
420 | 421 | ||
421 | 422 | let k8 = onedozen[(7 % 12)] | |
422 | 423 | ||
423 | 424 | let k9 = onedozen[(8 % 12)] | |
424 | 425 | ||
425 | 426 | let k10 = onedozen[(9 % 12)] | |
426 | 427 | ||
427 | 428 | let k11 = onedozen[(10 % 12)] | |
428 | 429 | ||
429 | 430 | let k12 = onedozen[(11 % 12)] | |
430 | 431 | ||
431 | 432 | let l1 = twodozen[(0 % 12)] | |
432 | 433 | ||
433 | 434 | let l2 = twodozen[(1 % 12)] | |
434 | 435 | ||
435 | 436 | let l3 = twodozen[(2 % 12)] | |
436 | 437 | ||
437 | 438 | let l4 = twodozen[(3 % 12)] | |
438 | 439 | ||
439 | 440 | let l5 = twodozen[(4 % 12)] | |
440 | 441 | ||
441 | 442 | let l6 = twodozen[(5 % 12)] | |
442 | 443 | ||
443 | 444 | let l7 = twodozen[(6 % 12)] | |
444 | 445 | ||
445 | 446 | let l8 = twodozen[(7 % 12)] | |
446 | 447 | ||
447 | 448 | let l9 = twodozen[(8 % 12)] | |
448 | 449 | ||
449 | 450 | let l10 = twodozen[(9 % 12)] | |
450 | 451 | ||
451 | 452 | let l11 = twodozen[(10 % 12)] | |
452 | 453 | ||
453 | 454 | let l12 = twodozen[(11 % 12)] | |
454 | 455 | ||
455 | 456 | let m1 = threedozen[(0 % 12)] | |
456 | 457 | ||
457 | 458 | let m2 = threedozen[(1 % 12)] | |
458 | 459 | ||
459 | 460 | let m3 = threedozen[(2 % 12)] | |
460 | 461 | ||
461 | 462 | let m4 = threedozen[(3 % 12)] | |
462 | 463 | ||
463 | 464 | let m5 = threedozen[(4 % 12)] | |
464 | 465 | ||
465 | 466 | let m6 = threedozen[(5 % 12)] | |
466 | 467 | ||
467 | 468 | let m7 = threedozen[(6 % 12)] | |
468 | 469 | ||
469 | 470 | let m8 = threedozen[(7 % 12)] | |
470 | 471 | ||
471 | 472 | let m9 = threedozen[(8 % 12)] | |
472 | 473 | ||
473 | 474 | let m10 = threedozen[(9 % 12)] | |
474 | 475 | ||
475 | 476 | let m11 = threedozen[(10 % 12)] | |
476 | 477 | ||
477 | 478 | let m12 = threedozen[(11 % 12)] | |
478 | 479 | ||
479 | 480 | @Callable(inv) | |
480 | 481 | func spin (num,a,b,c,d,e,f,g,h,i,j,k,l,m,totalbet) = { | |
481 | 482 | let player = toBase58String(inv.caller.bytes) | |
482 | 483 | let timestamp = toString(lastBlock.timestamp) | |
483 | 484 | let as = toString(a) | |
484 | 485 | let bs = toString(b) | |
485 | 486 | let cs = toString(c) | |
486 | 487 | let ds = toString(d) | |
487 | 488 | let es = toString(e) | |
488 | 489 | let fs = toString(f) | |
489 | 490 | let gs = toString(g) | |
490 | 491 | let hs = toString(h) | |
491 | 492 | let is = toString(i) | |
492 | 493 | let js = toString(j) | |
493 | 494 | let ks = toString(k) | |
494 | 495 | let ls = toString(l) | |
495 | 496 | let ms = toString(m) | |
496 | 497 | let dropnum = toString(getNumber(inv)) | |
497 | 498 | let MaxBet = (wavesBalance(this) / 35) | |
498 | 499 | let payment = extract(inv.payment) | |
500 | + | let bet = getSingleprize(a, num) | |
499 | 501 | if (!(isDefined(inv.payment))) | |
500 | 502 | then throw("Should be with Payment in Waves") | |
501 | 503 | else if (isDefined(payment.assetId)) | |
502 | 504 | then throw("Payment should be in Waves") | |
503 | 505 | else if ((payment.amount != totalbet)) | |
504 | 506 | then throw(toString(totalbet)) | |
505 | - | else | |
507 | + | else ScriptResult(WriteSet([DataEntry("d", ((player + "_") + timestamp))]), TransferSet([ScriptTransfer(inv.caller, bet, unit)])) | |
506 | 508 | } | |
507 | 509 | ||
508 | 510 |
github/deemru/w8io/169f3d6 68.18 ms ◑