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I figured out how this works. The levels are grouped like that because there's an int that takes into account fishinglevel / 2. I will update the table more fully for v1.5 as i calculate info
==Fish Size & Quality==
==Fish Size & Quality==
Fish size & quality is dependent on fishing zone and fishing level, with some randomness. Perfect catches also influence the fish size somewhat. Below is the table for the chances of getting certain fish sizes and quality based on particular fishing zones and fishing levels. Note that the Base Fish Quality does not take into account improvements in quality from perfect catches or from the Quality Bobber. fFishSize is a variable used to calculate variations in fish sizes: a value of 0.00 for fFishSize will result in the least possible fish size while 1.00 for fFishSize will result in the highest possible fish size. Bubbles do not affect fish size or quality.
Fish size & quality is dependent on fishing zone and fishing level, with some randomness. Perfect catches also influence the fish size somewhat. Below is the table for the chances of getting certain fish sizes and quality based on particular fishing zones and fishing levels. Note that the Base Fish Quality does not take into account improvements in quality from perfect catches or from the Quality Bobber. fFishSize is a variable used to calculate variations in fish sizes: a value of 0.00 for fFishSize will result in the least possible fish size while 1.00 for fFishSize will result in the highest possible fish size. Bubbles do not affect fish size or quality.
| 1 || 12-13 || 0.25 || 0.31 || 100 || 0 || 0 || 4 - 5 || 12
| 1 || 12-13 || 0.25 || 0.31 || 100 || 0 || 0 || 4 - 5 || 12
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| 1 || 14 || 0.29 || 0.35 || 67 || 33 || 0 || 5 || 12 - 13
| 1 || 14-15 || 0.29 || 0.35 || 67 || 33 || 0 || 5 || 12 - 13
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| 2 || 0-1 || 0.07 || 0.44 || 73 || 27 || 0 || 2 - 6 || 9 - 14
| 2 || 0-1 || 0.07 || 0.44 || 73 || 27 || 0 || 2 - 6 || 9 - 14
| 2 || 12-13 || 0.50 || 0.62 || 0 || 100 || 0 || 7 - 8 || 15 - 16
| 2 || 12-13 || 0.50 || 0.62 || 0 || 100 || 0 || 7 - 8 || 15 - 16
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| 2 || 14 || 0.58 || 0.70 || 0 || 67 || 33 || 8 - 9 || 15 - 17
| 2 || 14-15 || 0.58 || 0.70 || 0 || 67 || 33 || 8 - 9 || 15 - 17
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| 3 || 0-1 || 0.11 || 0.66 || 42 || 57 || 1 || 3 - 9 || 10 - 16
| 3 || 0-1 || 0.11 || 0.66 || 42 || 57 || 1 || 3 - 9 || 10 - 16
| 3 || 12-13 || 0.76 || 0.92 || 0 || 0 || 100 || 10 - 12 || 18 - 20
| 3 || 12-13 || 0.76 || 0.92 || 0 || 0 || 100 || 10 - 12 || 18 - 20
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| 3 || 14 || 0.86 || 1.00 || 0 || 0 || 100 || 11 - 13 || 19 - 21
| 3 || 14-15 || 0.86 || 1.00 || 0 || 0 || 100 || 11 - 13 || 19 - 21
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| 5 || 0-1 || 0.18 || 1.00 || 20 || 39 || 41 || 3 - 13 || 11 - 21
| 5 || 0-1 || 0.18 || 1.00 || 20 || 39 || 41 || 3 - 13 || 11 - 21