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The notion of chiral prime concatenations is studied as a recursiveconstruction of prime numbers starting from a seed set and with appropriateblocks to define the primality growth, generation by generation, either fromthe right or from the left. Several basic questions are addressed like whetherchiral concatenation is a symmetric process, an endless process, as well as thecalculation of largest chiral prime numbers. In particular, the largestleft-concatenated prime number is constructed. It is a unique prime number of24 digits. By introducing anomalous left-concatenations of primes we cansurpass the limit of 24 digits for left-concatenated primes. It is conjecturedthat prime numbers are left chiral under anomalous concatenations.

Chiral Prime Concatenations