24. "Rzhev" was a famous battlefield for tank battles during World War II. According to statistics, there were a total of 115 tanks. The number of German tanks was 2 more than twice the number of Allied tanks, and the number of Allied tanks was 1 more than three times the number of the third battalion. How many more tanks did the Germans have compared to the third battalion?
Analysis: The problem does not clearly specify what the "triple" refers to, so we can only treat "Germany", "Allies", and "triple" as 3 people. Let the number of tanks in the triple be $x$, then the number of tanks in the Allies is $(3 x+1)$, and the number of tanks in the German army is $[2(3 x+1)+2]$.
$[2(3 x+1)+2]+(3 x+1)+x=115$, solving for $x$ gives $x=11$,
The number of tanks in the German army is: $2 \times(3 \times 11+1)+2=70$ (tanks),
So the German army has more tanks than the triple: $70-11=59$ (tanks).