There are 7 dwarfs arranged in a respective age order: A (eldest), B, C, D, E, F, & G (youngest). The 7 of them all have distinct birth days in a week, and the order is not quite as simple as their ages. When you interview the 7 dwarfs, this is what they tell you:
Sunday dwarf : I'm younger than Monday dwarf but older than Tuesday one.
Monday dwarf : I'm older than both Tuesday and Wednesday dwarfs.
Tuesday dwarf : I'm younger than both Wednesday and Thursday dwarfs.
Wednesday dwarf : I'm younger than Thursday dwarf but older than Friday one.
Thursday dwarf : I'm older than both Friday and Saturday dwarfs.
Friday dwarf : I'm younger than the Saturday dwarf but older than the Sunday one.
Saturday dwarf : I'm older than both Sunday and Monday dwarfs.
Starting from Sunday to Saturday, what is the order of the newly arranged dwarfs? (Use 1 to 7 for A to G respectively. For example, if you think the week day order is ABCDEFG, enter 1234567.)
Credit: Walt Disney
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From the list, all dwarfs state "older" in their comments except Tuesday dwarf, so he must be G (youngest) as he can't be older than anyone else.
Then there are 3 dwarfs that exclusively state that they are older than the other dwarfs: Monday, Thursday, and Saturday dwarfs. And from the list, Thursday is older than Saturday, who is older than Monday one. So Thursday dwarf must be A (eldest).
Recollecting the data, only Monday and Saturday dwarfs are said to be older than other three neighboring dwarfs (they are only younger than A) while the other dwarfs are at most older than 2 dwarfs. Thus, either Saturday or Monday one is B. Since Saturday is older than Monday one, B is the Saturday dwarf, and C is the Monday dwarf.
Comparing the rest of the days, Wednesday dwarf is older than Friday one, who is older than Sunday one. Therefore, the order is D, E, F for Wednesday, Friday, and Sunday respectively.
Finally, starting from Sunday, the order is FCGDAEB or 6374152 for the answer.