N-sum numbers in craps game

A method of executing a side bet on a craps gaming table comprising:

• providing a craps gaming table with indicia illustrating fourteen possible dice roll outcomes of exactly:
• 4
• 5
• 6
• 8
• 9
• 10
• 1-3
• 1-4
• 1-5
• 2-6
• 3-6
• 4-6
• 2-2
• 2-3
• 2-4
• 3-5
• 4-5
• 5-5
• 3-3
• 4-4
• at least one player position placing value at risk in the form of a physical chip or electronic data entry on a side bet wager;
• the side bet wager based on at least three different ones of the fourteen possible dice roll outcomes occurring before a seven outcome is rolled, with payout odds on the side bet dependent upon at least one of the following side bet conditions providing payout odds in ascending order of odds:
• at least three different ones of any of the fourteen possible dice roll outcomes paid at least 5:6;
• at least three different ones of any of the fourteen possible dice roll outcomes except for 1-5, 2-6, 2-4, and 3-5 paid at least 6:5;
• at least four different ones of any of the fourteen possible dice roll outcomes paid at least 3:1;
• at least four different ones of any of the fourteen possible dice roll outcomes except for 1-5, 2-6, 2-4, and 3-5 paid at least 4:1;
• at least five different ones of any of the fourteen possible dice roll outcomes paid at least 5:1;
• at least five different ones of any of the fourteen possible dice roll outcomes except for 1-5, 2-6, 2-4, and 3-5 paid at least 6:1;
• at least six different ones of any of the fourteen possible dice roll outcomes paid at least 20:1;
• and
• at least six different ones of any of the fourteen possible dice roll outcomes
• except for 1-5, 2-6, 2-4, and 3-5 paid at least 50:1,
• wherein upon each dice roll occurrence of any one of the fourteen possible dice roll outcomes a no-value lammer is placed over each specific one of the fourteen possible dice roll outcomes;
• and
• a house resolving the side bet when at least one of the side bet conditions is met.