We develop a triplet operator system which encompasses the structure of quark combinations. Ladder operators are created. The constants β are currently being found. Ternary Ladders Based on quarks Define: (1) So in Triplet operations exists operations which have an eigenstate of |α > and counting triplets and also binary operations in the same way quarks combine. So considering the β terms. The only time β α− 2 3 a might arise is if an a has operated on a state that is already filled by α − 2 3

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... . So, it should seem appropriate that if α = 0 this coeficcient drops to zero to prevent negative integer fillings. This proposes a trial function of 1