##### Boolean Functions

Total Terms: 24

##### Function B1

Total Local Terms     : 14
Total Prime Imps      : 13
1st reduced Prime Imps: 13
2nd reduced Prime Imps: 0
3rd reduced Prime Imps: 0
<Redundant> Prime Imps: 0
<Essential> Prime Imps: 13

##### Truth Table

10110111011101101100111111001X11001001100001101001 1
10110111010000000001111111111011111101011110011111 1
10110111010000000001111111000110111101011110110111 1
10110111010000000001111111011110111000110111011100 1
10110111010000000001111111010010010101110011111111 1
10110111010000000001111111111011110100001110001101 1
10110111010000000001111111111001001001111010110100 1
10110111010000000001111111111000101010100111100011 1
10110111010000000001111111001001001100011001111110 1
10110111010000000001111111100011001000100101011101 1
10110111010000000001111111001101101100010000001110 1
10110111010000000001111111010000111010100001011000 1
10110111010000000001111111100110101100001001000001 1

##### Function B0

Total Local Terms     : 16
Total Prime Imps      : 15
1st reduced Prime Imps: 15
2nd reduced Prime Imps: 0
3rd reduced Prime Imps: 0
<Redundant> Prime Imps: 0
<Essential> Prime Imps: 15

##### Truth Table

10110111011101101100111111001X11001001100001101001 1
10110111010000000001111111111011111101011110011111 1
10110111010000000001111111011111101101011110101011 1
10110111010000000001111111011110111000110111011100 1
10110111010000000001111111011010101111101101100110 1
10110111010000000001111111010010010101110011111111 1
10110111010000000001111111000010111101011110001111 1
10110111010000000001111111000101101101110111101001 1
01101110110000000001111111111001001100110010101111 1
10110111010000000001111111010100111101000011001101 1
10110111010000000001111111000001110010001101100111 1
10110111010000000001111111101000101010100011010100 1
10110111010000000001111111100010000100101011011100 1
10110111010000000001111111011100010011000010100011 1
10110111010000000001111111010000111010100001011000 1