I imagine that you have already tried this but I will post in case somebody can build on it.
As Tryth noted, the code appears to represent digits from 1-5 and the cipher could be Bifid. Digits are in pairs with half a space between single digits and a full space between pairs.
The resulting pairs are shown below as well as the letters from a basic Polybius square. This assumes that fractionation was not applied because there are 25 pairs of digits (not an even number).
13 15 13 32 11 11 11 45 43 24 41 24 24 52 24 41 11 11 32 11 11 34 13 11 34
C E C M A A A U S I/J Q I/J I/J W I/J Q A A M A A O C A O
If fractionation was applied by splitting the center pair of digits, the resulting pairs are shown below.
14 35 12 52 14 34 31 21 11 11 11 13 12 11 41 51 41 33 24 41 43 11 21 43 24
D P B W D O L F A A A C B A Q V Q N I/J Q S A F S I/J
One could continue to try various substitutions but this method does not seem to be correct primarily because it produces an unusually high number of 1's. In addition, the range of the numbers from 11 to 52 seems too high considering an alphabet of either 26 or 30 characters.