Catdoku level 909 answer and walkthrough

A 8x8 board rated fiendish, level 909 of 2000. Catdoku levels are identical for every player, so this solution always matches the board in your game.

The level 909 board

Place one cat in every row, every column and every colored patch. No two cats may touch, not even diagonally.

Level 909 answer

  1. Row 1: column 1, in the yellow patch
  2. Row 2: column 3, in the sky patch
  3. Row 3: column 5, in the rose patch
  4. Row 4: column 7, in the mint patch
  5. Row 5: column 4, in the lilac patch
  6. Row 6: column 2, in the peach patch
  7. Row 7: column 6, in the aqua patch
  8. Row 8: column 8, in the coral patch

How to solve level 909, step by step

After every placed cat, cross out the rest of its row, its column, its patch and the four corner squares around it. The steps below assume you do (the in-game auto-paws assist does it for you).

  1. Every free square of the aqua patch sits in row 7, so the aqua cat must come from there and the rest of row 7 can be crossed out. Cat 1 of 8: the coral patch is down to a single free square at row 8, column 8, so its cat settles there.
  2. Cat 2 of 8: the aqua patch is down to a single free square at row 7, column 6, so its cat settles there.
  3. Row 6 only has free squares inside the peach patch, so that patch's cat is spoken for and its squares outside the line can be crossed out. Row 5 only has free squares inside the lilac patch, so that patch's cat is spoken for and its squares outside the line can be crossed out. A cat at row 1, column 2 would leave the sky patch with no home for its cat, so cross that square out. A cat at row 2, column 1 would leave row 3 with no home for its cat, so cross that square out. A cat at row 3, column 1 would leave the yellow patch with no home for its cat, so cross that square out. A cat at row 3, column 7 would leave row 4 with no home for its cat, so cross that square out. A cat at row 4, column 1 would leave row 3 with no home for its cat, so cross that square out. A cat at row 4, column 2 would leave row 3 with no home for its cat, so cross that square out. A cat at row 4, column 3 would leave row 3 with no home for its cat, so cross that square out. Cat 3 of 8: the only free square left in row 4 is column 7, so the cat goes there.
  4. A cat at row 1, column 3 would leave row 2 with no home for its cat, so cross that square out. A cat at row 2, column 4 would leave the sky patch with no home for its cat, so cross that square out. Every free square of the rose patch sits in row 3, so the rose cat must come from there and the rest of row 3 can be crossed out. A cat at row 3, column 3 would leave row 2 with no home for its cat, so cross that square out. A cat at row 6, column 4 would leave row 5 with no home for its cat, so cross that square out. The rose and lilac patches all squeeze into columns 4 and 5, so those columns are reserved for them; every other square there can be crossed out. Cat 4 of 8: the sky patch is down to a single free square at row 2, column 3, so its cat settles there.
  5. Cat 5 of 8: the yellow patch is down to a single free square at row 1, column 1, so its cat settles there.
  6. Cat 6 of 8: the rose patch is down to a single free square at row 3, column 5, so its cat settles there.
  7. Cat 7 of 8: the lilac patch is down to a single free square at row 5, column 4, so its cat settles there.
  8. Cat 8 of 8: the peach patch is down to a single free square at row 6, column 2, so its cat settles there.
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