Logic Puzzles: Multiple Choice #2

The one that loses a minute every day needs to lose 12 hours (720 minutes) before it's correct again, which takes 720 days or nearly two years; the one that doesn't work at all displays the correct time twice a day

From Jan 1, 1900, to Dec 31, 2000: 25 leap days (no leap day in 1900; one leap day every 4 years thereafter)
From Jan 1, 2001, to Dec 31, 2100: 24 leap days (one every 4 years from 2001 to 2099, total 24; no leap day in 2100)

Before he passed the last stranger he had (1+1)×2=$4;
Before passing the 4th stranger he had (4+1)×2=$10;
Before passing the 3rd stranger he had (10+1)×2=$22;
Before passing the 2nd stranger he had (22+1)×2=$46;
Before passing the 1st stranger (i.e. initially) he had (46+1)×2=$94

If A is telling the truth, then B is lying, which means C is telling the truth. Thus, both A and B are lying. This contradicts our assumption that A is telling the truth.
If C is telling the truth, then both A and B are lying. However, the statement made by A (B is lying) is false, so B is telling the truth, meaning C is lying. This contradicts our assumption that C is telling the truth.
Therefore, B is telling the truth.

Sentences 1 and 3 contradict each other, which means one (and only one) of them is true, and the other is false. As only one sentence can be true and we know it's either 1 or 3, we can deduce sentence number 2 is false, and thus it is the correct answer.

Each person's opinion is as follows:
A: Mon
B: Wed
C: Tue
D: Thu, Fri, Sat, Sun
E: Fri
F: Wed
G: Mon, Tue, Wed, Thu, Fri, Sat
This day was a Sunday. Any other day of the week would render more than one person's statement true.