ZhanlingType	NeedValue	RewardIndex	FreeRewardItemList	ZLRewardItemList	ZLRewardItemListH
1	50	0	[[3501,1,0], [3511,1,0]]	[[3521,1,0], [3531,1,0]]	[]
1	100	1	[[3502,2,0], [3512,2,0]]	[[3521,2,0], [3531,2,0]]	[]
1	150	2	[[3503,3,0], [3514,3,0]]	[[3521,3,0], [3531,3,0]]	[]
1	200	3	[[3504,4,0], [3514,4,0]]	[[3521,4,0], [3531,4,0]]	[]
1	250	4	[[3505,5,0], [3515,5,0]]	[[3521,5,0], [3531,5,0]]	[]
1	300	5	[[3506,6,0], [3516,6,0]]	[[3521,6,0], [3531,6,0]]	[]
1	350	6	[[3507,7,0], [3517,7,0]]	[[3521,7,0], [3531,7,0]]	[]
1	400	7	[[3508,8,0], [3518,8,0]]	[[3521,8,0], [3531,8,0]]	[]
1	450	8	[[3509,9,0], [3519,9,0]]	[[3521,9,0], [3531,9,0]]	[]
1	500	9	[[3521,10,0], [3531,10,0]]	[[3521,10,0], [3531,10,0]]	[]
1	550	10	[[3522,15,0], [3532,15,0]]	[[3521,15,0], [3531,15,0]]	[]
1	600	11	[[3523,20,0], [3533,20,0]]	[[3521,20,0], [3531,20,0]]	[]
2	5	0	[[3501,1,0], [3511,1,0]]	[[3521,1,0], [3531,1,0]]	[]
2	10	1	[[3501,2,0], [3511,2,0]]	[[3521,2,0], [3531,2,0]]	[]
2	15	2	[[3501,3,0], [3511,3,0]]	[[3521,3,0], [3531,3,0]]	[]
2	20	3	[[3501,4,0], [3511,4,0]]	[[3521,4,0], [3531,4,0]]	[]
2	25	4	[[3501,5,0], [3511,5,0]]	[[3521,5,0], [3531,5,0]]	[]
2	30	5	[[3501,6,0], [3511,6,0]]	[[3521,6,0], [3531,6,0]]	[]
2	35	6	[[3501,7,0], [3511,7,0]]	[[3521,7,0], [3531,7,0]]	[]
2	40	7	[[3501,8,0], [3511,8,0]]	[[3521,8,0], [3531,8,0]]	[]
2	45	8	[[3501,9,0], [3511,9,0]]	[[3521,9,0], [3531,9,0]]	[]
2	50	9	[[3501,10,0], [3511,10,0]]	[[3521,10,0], [3531,10,0]]	[]
2	55	10	[[3501,15,0], [3511,15,0]]	[[3521,15,0], [3531,15,0]]	[]
2	60	11	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
3	50	0	[[3501,1,0], [3511,1,0]]	[[3521,1,0], [3531,1,0]]	[]
3	100	1	[[3501,2,0], [3511,2,0]]	[[3521,2,0], [3531,2,0]]	[]
3	150	2	[[3501,3,0], [3511,3,0]]	[[3521,3,0], [3531,3,0]]	[]
3	200	3	[[3501,4,0], [3511,4,0]]	[[3521,4,0], [3531,4,0]]	[]
3	300	4	[[3501,5,0], [3511,5,0]]	[[3521,5,0], [3531,5,0]]	[]
3	400	5	[[3501,6,0], [3511,6,0]]	[[3521,6,0], [3531,6,0]]	[]
3	500	6	[[3501,7,0], [3511,7,0]]	[[3521,7,0], [3531,7,0]]	[]
3	600	7	[[3501,8,0], [3511,8,0]]	[[3521,8,0], [3531,8,0]]	[]
3	700	8	[[3501,9,0], [3511,9,0]]	[[3521,9,0], [3531,9,0]]	[]
3	800	9	[[3501,10,0], [3511,10,0]]	[[3521,10,0], [3531,10,0]]	[]
3	900	10	[[3501,15,0], [3511,15,0]]	[[3521,15,0], [3531,15,0]]	[]
3	1000	11	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
4	5	0	[[3501,1,0], [3511,1,0]]	[[3521,1,0], [3531,1,0]]	[]
4	10	1	[[3501,2,0], [3511,2,0]]	[[3521,2,0], [3531,2,0]]	[]
4	15	2	[[3501,3,0], [3511,3,0]]	[[3521,3,0], [3531,3,0]]	[]
4	20	3	[[3501,4,0], [3511,4,0]]	[[3521,4,0], [3531,4,0]]	[]
4	25	4	[[3501,5,0], [3511,5,0]]	[[3521,5,0], [3531,5,0]]	[]
4	30	5	[[3501,6,0], [3511,6,0]]	[[3521,6,0], [3531,6,0]]	[]
4	35	6	[[3501,7,0], [3511,7,0]]	[[3521,7,0], [3531,7,0]]	[]
4	40	7	[[3501,8,0], [3511,8,0]]	[[3521,8,0], [3531,8,0]]	[]
4	45	8	[[3501,9,0], [3511,9,0]]	[[3521,9,0], [3531,9,0]]	[]
4	50	9	[[3501,10,0], [3511,10,0]]	[[3521,10,0], [3531,10,0]]	[]
4	55	10	[[3501,15,0], [3511,15,0]]	[[3521,15,0], [3531,15,0]]	[]
4	60	11	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
5	60	0	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
5	60	1	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
6	60	0	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
6	60	1	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
7	60	0	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
7	60	1	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
8	60	0	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
8	60	1	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
9	60	0	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
9	60	1	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
10	60	0	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]
10	60	1	[[3501,20,0], [3511,20,0]]	[[3521,20,0], [3531,20,0]]	[]