The Francis Gurtowski Mathematical Conjectures (Numbers Primer than Prime)

THE FRANCIS GURTOWSKI MATHEMATICAL CONJECTURES There are not any left-handed-nested, primest numbers greater in value than decimal 96,797,933. There are not any right-handed-nested, primest numbers greater in value than decimal 99,986,857. For the sake of argument, the pertinent numbers are decimal, read left-to-right, big endian (BE) style, sans decimal point, and sans minus sign, and sans plus sign. PRIMER NUMBERS Primers are prime but have no 0 symbols; for example, 101 is prime, but not primer. PRIMEST NUMBERS Primests are primer and at least four numerals long including a three-numeral, primer root; for example, 12,791 on the left hand and 12,269 on the right. LEFTIES 12,791 is lefty inasmuch as its root (127) is positioned on its far left and nested within both the primers 1,279 and 12,791 itself. LEFT-HANDEDNESS Lefties append on the right. 967 is nested within 9679 9679 is nested within 96797 96797 is nested within 967979 967979 is nested within 9679793 9679793 is nested within 96797933 RIGHTIES 12,269 is righty inasmuch as its root (269) is positioned on its far right and nested within both the primers 2,269 and 12,269 itself. RIGHT-HANDEDNESS Righties append on the left. 857 is nested within 6857 6857 is nested within 86857 86857 is nested within 986857 986857 is nested within 9986857 9986857 is nested within 99986857