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Matrix teeth combination charts

All matrices contain a unique teeth combination. Thanks to this combination, the machine knows where to sort each individual matrix.

The teeth are found on the top of the matrix.

       
  Channel # Teeth  
  (left to right) Combination  
   
   
   
   
  -PARTITION 1-  
   
  0 2  
   
  1 1-2  
   
  2 3  
   
  3 1-3  
   
  4 2-3  
   
  5 1-2-3  
   
  6 4  
   
  7 1-4  
   
  8 2-4  
   
  9 1-2-4  
   
  10 3-4  
   
  11 1-3-4  
   
  12 2-3-4  
   
  13 1-2-3-4  
   
  14 5  
   
  15 1-5  
   
  16 2-5  
   
  17 1-2-5  
   
  18 3-5  
   
  -PARTITION 2-  
   
  19 1-3-5  
   
  20 2-3-5  
   
  21 1-2-3-5  
   
  22 4-5  
   
  23 1-4-5  
   
  24 2-4-5  
   
  25 1-2-4-5  
   
  26 3-4-5  
   
  27 1-3-4-5  
   
  28 2-3-4-5  
   
  29 1-2-3-4-5  
   
  30 6  
   
  31 1-6  
   
  32 2-6  
   
  33 1-2-6  
   
  34 3-6  
   
  35 1-3-6  
   
  36 2-3-6  
   
  -PARTITION 3-  
   
  37 1-2-3-6  
   
  38 4-6  
   
  39 1-4-6  
   
  40 2-4-6  
   
  41 1-2-4-6  
   
  42 3-4-6  
   
  43 1-3-4-6  
   
  44 2-3-4-6  
   
  45 1-2-3-4-6  
   
  46 5-6  
   
   
   
  47 1-5-6  
   
  48 2-5-6  
   
  49 1-2-5-6  
   
  50 3-5-6  
   
  51 1-3-5-6  
   
  52 2-3-5-6  
   
  53 1-2-3-5-6  
   
  54 4-5-6  
   
  -PARTITION 4-  
   
  55 1-4-5-6  
   
  56 2-4-5-6  
   
  57 1-2-4-5-6  
   
  58 3-4-5-6  
   
  59 1-3-4-5-6  
   
  60 2-3-4-5-6  
   
  61 1-2-3-4-5-6  
   
  62 7  
   
  63 1-7  
   
  64 2-7  
   
  65 1-2-7  
   
  66 3-7  
   
  67 1-3-7  
   
  68 2-3-7  
   
  69 1-2-3-7  
   
  70 4-7  
   
  71 1-4-7  
   
  72 2-4-7  
   
  -PARTITION 5-  
   
  73 1-2-4-7  
   
  74 3-4-7  
   
  75 1-3-4-7  
   
  76 2-3-4-7  
   
  77 1-2-3-4-7  
   
  78 5-7  
   
  79 1-5-7  
   
  80 2-5-7  
   
  81 1-2-5-7  
   
  82 3-5-7  
   
  83 1-3-5-7  
   
  84 2-3-5-7  
   
  85 1-2-3-5-7  
   
  86 4-5-7  
   
  87 1-4-5-7  
   
  88 2-4-5-7  
   
  89 1-2-4-5-7  
   
  90 3-4-5-7  
   
  91 1-2-3-4-5-6-7  
   
       

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