13335: Quasi Repdigit 133..335
First few terms (base 10): \[[13^*5_6]_n=\{11,59,347,2075,12443,\ldots\}\]
First few terms (base 6): \[\{\text{15},\text{135},\text{1335},\text{13335},\text{133335},\ldots\}\]
General Formula:\[[13^*5_6]_n={48\cdot6^{n}+7\over5}\]
Equivalent Patterns: \[[31^*4_6]_n=2\cdot[13^*5_6]_n\]
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