"ItemBox"
{
	"8292" // Transcendence Decoder
	{
		"Rate"
		{
			"0.90" // Event
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8148 8194"
			}
			"0.15" // TR Group 1
			{
				"Grade"		"1"
				"Duration"	"-1 30 10"
				"Items" "8047 8117 8033 8143 8110"
			}
			"0.25" // TR Group 2
			{
				"Grade"		"1"
				"Duration"	"-1 30 10"
				"Items" "891 877 844 841 810 809 518 761 609 978 365 959 919"
			}
			"0.27" // Unique Group 1
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8249 8295 8384 8193 8132 8119 8118 771 727 703 601 564 495 8104 8088"
			}
			"0.40" // Unique Group 2
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8078 8113 8111 984 8219 893 487 796 814 720 719 677 582 8050 8048"
			}
			"0.38" // Rare
			{
				"Grade"		"1"
				"Duration"	"30"
				"Items" "327 363 367 407 427 437 466 482 504 517 532 554 538 562 577 587 595 598 673 683 684 698 711 726 752 764 776 784 787 804 812 816 833 834 842 848 858 867 895 918 923 934 962 969 981 8041 8045 8077 8086 8100"
			}
		}
	}
	"8293" // Transcendence Premium Decoder
	{
		"Rate"
		{
			"6.00" // Event
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8148 8194"
			}
			"1.00" // TR Group 1
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8047 8117 8033 8143 8110"
			}
			"1.77" // TR Group 2
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "891 877 844 841 810 809 518 761 609 978 365 959 919"
			}
			"2.00" // Unique Group 1
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8249 8295 8384 8193 8132 8119 8118 771 727 703 601 564 495 8104 8088"
			}
			"2.00" // Unique Group 2
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8078 8113 8111 984 8219 893 487 796 814 720 719 677 582 8050 8048"
			}
		}
	}
	"8308" // Unique Decoder
	{
		"Rate"
		{
			"1.20" // Event
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8164 8384"
			}
			"0.20" // Unique Group 1
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8249 8295 8384 8193 8132 8119 8118 771 727 703 601 564 495 8104 8088"
			}
			"0.33" // Unique Group 2
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8078 8113 8111 984 8219 893 487 796 814 720 719 677 582 8050 8048"
			}
			"0.48" // Rare
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "327 363 367 407 427 437 466 482 504 517 532 554 538 562 577 587 595 598 673 683 684 698 711 726 752 764 776 784 787 804 812 816 833 834 842 848 858 867 895 918 923 934 962 969 981 8041 8045 8077 8086 8100"
			}
			"0.52" // Advanced
			{
				"Grade"		"1"
				"Duration"	"30"
				"Items" "400 413 414 417 422 431 442 463 469 493 503 509 519 556 561 567 568 569 572 579 585 588 590 602 760 670 671 672 682 697 706 713 714 715 716 717 718 721 722 723 724 725 733 751 753 766 767 768 769 770 775 781 792 805 813 824 846 847 859 868 873 880 922 928 968 977 983 8049 8091"
			}
		}
	}
	"8309" // Unique Premium Decoder
	{
		"Rate"
		{
			"6.00" // Event
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8164 8384"
			}
			"1.00" // Unique Group 1
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8249 8295 8384 8193 8132 8119 8118 771 727 703 601 564 495 8104 8088"
			}
			"1.67" // Unique Group 2
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8078 8113 8111 984 8219 893 487 796 814 720 719 677 582 8050 8048"
			}
			"0.98" // Rare
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "327 363 367 407 427 437 466 482 504 517 532 554 538 562 577 587 595 598 673 683 684 698 711 726 752 764 776 784 787 804 812 816 833 834 842 848 858 867 895 918 923 934 962 969 981 8041 8045 8077 8086 8100"
			}
		}
	}
	"8311" // Class Decoder
	{
		"Rate"
		{
			"0.50"
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8440 8439"
			}
			"0.13"
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8134 8135 8107 1056 1055 8167 8084 8085 943 944"
			}
			"0.50"
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8052 8053 8073 8105 8112"
			}
			"0.19"
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "8128 8129 510 511 668 669 678 692 729 735 710 709 759 760 593 592 777 778 254 253 433 432 419 418 328 329 155 154 153 152 151 150"
			}
			"0.29"
			{
				"Grade"		"1"
				"Duration"	"30 -1"
				"Items" "797 798 785 786 772 773 515 516 730 731 732 736 738 739 705 704 471 472 473 526 527 528 541 542 543 557 558 559"
			}
		}
	}
	"8312" //  Premium Class Decoder
	{
		"Rate"
		{
			"2.00"
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8440 8439"
			}
			"0.50"
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8134 8135 8107 1056 1055 8167 8084 8085 943 944"
			}
			"2.00"
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8052 8053 8073 8105 8112"
			}
			"1.41"
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "8128 8129 510 511 668 669 678 692 729 735 710 709 759 760 593 592 777 778 254 253 433 432 419 418 328 329 155 154 153 152 151 150"
			}
			"1.29"
			{
				"Grade"		"1"
				"Duration"	"-1"
				"Items" "797 798 785 786 772 773 515 516 730 731 732 736 738 739 705 704 471 472 473 526 527 528 541 542 543 557 558 559"
			}
		}
	}
}