The sequence (
w
n
\displaystyle {w}_{{n}}
w
n
) is generated using a recursion rule similar to the Fibonacci
w
n
+
1
=
w
n
+
a
⋅
w
n
−
1
\displaystyle {w}_{{{n}+{1}}}={w}_{{n}}+{a}\cdot{w}_{{{n}-{1}}}
w
n
+
1
=
w
n
+
a
⋅
w
n
−
1
.
The first few terms of this sequence are
0, 3, 3, 30, 57, 327, ...
What is the value of the coefficient
a
\displaystyle {a}
a
?
a
\displaystyle {a}
a
=
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