CROSSHARE
1A
πŸŸ‘πŸ”΄πŸŸ‘ 3*((3^3)*(3*3+3-3^(3-3))+(3*3+3^(3-3))) since all numbers can be generated using only 3! Alternately the digit of three squared, the digit just less than 3, and the digit of three divided by itself.
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Across
  1. 1A
    πŸŸ‘πŸ”΄πŸŸ‘ 3*((3^3)*(3*3+3-3^(3-3))+(3*3+3^(3-3))) since all numbers can be generated using only 3! Alternately the digit of three squared, the digit just less than 3, and the digit of three divided by itself.
  2. 5A
    πŸ”΄πŸŸ‘πŸ”΄ Digits declining by twos. Starting with the only digit divisible by two different prime digits.
  3. 6A
    πŸ”΄πŸŸ‘πŸ”΄ The smallest non-single digit prime number that is a palindrome in both binary and decimal. Motown’s area code
  4. 7A
    🟒🟒🟒 The smallest number written as the sum of three squares in five ways!
Down
  1. 1D
    πŸŸ‘πŸ”΄πŸ”΄ Equal to the sum of all the primes less that one-tenth of itself. Sum of the first 24 primes. 2+3+…+83+89
  2. 2D
    πŸ”΄πŸŸ‘πŸŸ‘ The next digit in the number is given by 7-1.5d where d is the current digit (i.e. if the 100s digit were 0 the 10s digit would be 7-1.50=7. This would make the 1s digit -3.5 though which doesn’t work.) Start with the only even prime number.
  3. 3D
    πŸŸ‘πŸ”΄πŸ”΄ β€œABC, Easy as ___” Jackson 5 lyrics (Smallest 3-digit number with increasing digits)
  4. 4D
    🟒🟒🟒 Number associated with the Nigerian prince scam due to the section of Nigerian Criminal Code dealing with fraud.
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