Let

\[f(x,y)=5^x\cdot 3^y\]

Given an interval \([L,R]\) and some integer \(N\). Write a function, <code>get_possible_values</code>, that returns all positive integer pairs \((x,y)\) such that \(f(x,y)\in[L,R]\) and \(x,y\lt N\).

Example:

Input:

<pre tabindex="0" class="chroma"><code>L = 0
R = 1
N = 50
</code></pre>

Output:

<pre tabindex="0" class="chroma"><code>get_possible_values(L, R, N) -&gt; [[0,0]]
</code></pre>

Since \(f(0,0)=1\in [0,1]\)

Find all integer pairs that when plugged in into a function, their values within some interval

f(x,y) in Interval

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