Crumb Colony › All 220 levels › Level 160 · Water Wheel

Level 160 · Water Wheel

Water Wheel

Water Wheel is level 160 of Crumb Colony. The pixel picture has 1288 blocks in 8 colors, the tray holds 117 ant boxes, and the difficulty is Expert.

Difficulty
Expert
Pacing
All the way
Blocks
1288
Colors
8
Ant boxes
117
Mechanics
8 chained pair(s) · 2 golden key(s) · Spider web (59 bites) · Mystery boxes

Like this pixel picture? BitBead can turn it into a printable fuse bead pattern.

Play level 160

About the dish

The wooden water wheel in the bend of the creek creaked round and round, lifting the water into the fields one bucket at a time. I sat beside it and watched all summer, and it never once stopped.

How the picture comes apart

From the frame to the center the picture is 18 layers deep. The outer ring is mostly mint and light blue, the middle band is mostly mint and black, and the core is mostly mint and dark brown. Ants can only reach the next layer once the one around it is gone, so the core colors are the last to become useful.

By block count the biggest colors are mint, black and light blue.

The 2 golden key(s) are buried in the middle band of the picture, so the locks they open come into play around the middle of the level.

The spider web covers 30 cells in the outer ring of the picture and needs 59 bites from soldier ants.

Reading the tray

The tray starts with 117 boxes in 4 columns. At the start 1 of the 4 front boxes can bite right away: light blue (bites now), green (has to wait), green (has to wait) and green (has to wait).

Chained pairs start in column 1–2, row 7, column 2–3, row 2, column 2–3, row 5, column 2–3, row 19, column 3–4, row 11, column 3–4, row 18, column 3–4, row 26 and column 3–4, row 29.

Locked boxes start in column 1, row 15 and column 2, row 12.

49 mystery box(es) only show their color when they reach the front.

6 soldier box(es) carry the bites for the web.

How the verified run plays out

The solution further down was played to the end in the real game, with ants walking and real timing. It takes 109 taps. The chart shows how many boxes were still parked in the 5 slots, waiting for their color, just before each tap.

Opening Middle Ending01234515101520253035404550556065707580859095100105
Boxes waiting in the slots before each tap · tap 1–109

Opening (taps 1–37): 34% of the blocks are eaten, with up to 2 of the 5 slots holding a box that is waiting.

Middle (taps 38–72): 33% of the blocks are eaten, with up to 2 of the 5 slots holding a box that is waiting.

Ending (taps 73–109): 33% of the blocks are eaten, with up to 1 of the 5 slots holding a box that is waiting.

A key comes out before tap 34. A key comes out before tap 38. The web breaks before tap 17. Chained pairs are taken at taps 11, 16, 24, 35, 63, 64, 99 and 104.

Strategy

Check the colors of the first three boxes in each column and compare them with the colors exposed on the outer ring of the picture. Always keep one slot free to catch a color that can't be eaten yet.

Tight from start to finish. Only take boxes that can send ants immediately, watch the second and third rows of the tray, and plan the next tap ahead.

Keys are buried in the picture and must be dug out to open the locks in the tray. Prioritize colors that eat around the keys so locked boxes don't block the front row for long.

Nothing under the spider web can be eaten. Wait until the edge of the web is exposed before sending the soldier box (the leafy green one), or it just occupies a slot.

Chained boxes need both halves in the front row and two free slots. Take the boxes in front of them first and free two neighboring slots in advance.

Mystery boxes show their color only when they reach the front. When you see one coming, don't fill every slot; leave room for it.

Strategy guide: reading the tray and keeping the nest clear · Chained boxes · Locks and golden keys · Spider webs and soldier ants · Difficulty curves

Step-by-step solution

This order of taps is verified to clear the level. Columns are numbered 1–4 from the left; after each tap, wait until the ants are out before the next one. Two boxes shown together are a chained pair taken in one tap.

Show the solution
  1. Column 416
  2. Column 411
  3. Column 410
  4. Column 49
  5. Column 413
  6. Column 413
  7. Column 48
  8. Column 417
  9. Column 212
  10. Column 312
  11. Column 21 + Column 318
  12. Column 212
  13. Column 213
  14. Column 311
  15. Column 311
  16. Column 28 + Column 39
  17. Column 127
  18. Column 17
  19. Column 113
  20. Column 111
  21. Column 16
  22. Column 110
  23. Column 29
  24. Column 17 + Column 213
  25. Column 131
  26. Column 19
  27. Column 312
  28. Column 34
  29. Column 123
  30. Column 39
  31. Column 39
  32. Column 311
  33. Column 416
  34. Column 411
  35. Column 36 + Column 410
  36. Column 319
  37. Column 323
  38. Column 312
  39. Column 36
  40. Column 311
  41. Column 27
  42. Column 29
  43. Column 29
  44. Column 210
  45. Column 212
  46. Column 49
  47. Column 410
  48. Column 112
  49. Column 16
  50. Column 115
  51. Column 18
  52. Column 222
  53. Column 214
  54. Column 220
  55. Column 27
  56. Column 26
  57. Column 23
  58. Column 36
  59. Column 412
  60. Column 410
  61. Column 46
  62. Column 48
  63. Column 313 + Column 446
  64. Column 221 + Column 38
  65. Column 110
  66. Column 19
  67. Column 218
  68. Column 28
  69. Column 311
  70. Column 38
  71. Column 211
  72. Column 18
  73. Column 18
  74. Column 19
  75. Column 413
  76. Column 48
  77. Column 418
  78. Column 411
  79. Column 410
  80. Column 410
  81. Column 131
  82. Column 16
  83. Column 17
  84. Column 112
  85. Column 111
  86. Column 211
  87. Column 34
  88. Column 313
  89. Column 311
  90. Column 313
  91. Column 110
  92. Column 16
  93. Column 412
  94. Column 211
  95. Column 213
  96. Column 212
  97. Column 113
  98. Column 113
  99. Column 31 + Column 411
  100. Column 410
  101. Column 412
  102. Column 36
  103. Column 36
  104. Column 38 + Column 413
  105. Column 116
  106. Column 21
  107. Column 216
  108. Column 310
  109. Column 220

Level 160 questions

How many taps does level 160 take?

The verified solution clears it in 109 taps, and 8 of them take a chained pair.

Where is level 160 hardest?

It rarely jams at all; the challenge is keeping a steady rhythm. Tight from start to finish, think through every tap.

Do I need boosters for level 160?

No. Every level, this one included, can be cleared without boosters, and the step-by-step solution on this page uses none. Each booster you use costs one of the three stars.