Prove the following sequence always results in a perfect square.
134
Prove that the expression is a perfect square
93022
Prove that a given recursion sequence converges
18932
Squares in arithmetic progression
65168
Proof of sequence inequality
143942
Verify proof that sequence converges
67968
When is $2^n -7$ a perfect square?
4061
Proving there are infinitely many pairs of square-full consecutive integers
154082
Product of factorials divided by factorial to produce perfect square
105882
Prove that the sequence with $T(0)=1$ and $T(n) = 1 + \sum_{j=0}^{n-1}T(j)$ is given by $T(n)=2^n$
7414
Prove that odd perfect square is congruent to $1$ modulo $8$
94019
Find all $p$'s such that $p^4 + p^3 + p^2 + p +1$ is a perfect square.
136366
Show that if $2+2\sqrt{28n^2+1}$ is an integer then it must be perfect square.
118538
Find all integers $x$ such that $x^2+3x+24$ is a perfect square.
101832
Proof that sum of first $n$ cubes is always a perfect square
9146
Proving that a list of perfect square numbers is complete
86285
Given positive integers $ x , y$ and that $3x^2 + x = 4y^2 +y$ Prove that $x-y$ is a perfect square
19588
$n!+1$ being a perfect square