What are the most Super Bowl quarters won in one game by a pair of numbers in a Super Bowl pool / grid?

Q. What are the most Super Bowl quarters won in one game by a pair of digits in a pool where participants pick 0-9 number pairs predicting the last digits of team scores at quarter ends? 

A. Three. 

Super Bowl V (1971 Colts vs Cowboys)  Q1: 0-3  Q2: 6-3  Q3: 6-3  Q4: 6-3  The 6-3 square hit three times (Q2–Q4). The 6-3 square (Colts 6, Cowboys 3) won at halftime, the end of the third quarter, and the final score. The game was scoreless for both teams in the third quarter, preserving the halftime digits until the fourth-quarter 10 point scoring of the Colts - retaining 6-3.     

Super Bowl XIX (1985 Dolphins vs 49ers)  Q1: 0-7  Q2: 6-8  Q3: 6-8  Q4: 6-8   The 6-8 square also hit three times (Q2–Q4). The 6-8 square (Dolphins 6, 49ers 8) won at halftime, the end of the third quarter, and the final score. No points were scored by either team in the fourth quarter.  

Grok summarize: "No Super Bowl has ever had the same square win all four times (end of Q1, halftime, end of Q3, and final). Repeats of 2x are more common, occurring in about 40% of games (24 out of 60), often due to scoreless quarters preserving previous digits. Super Bowl LX (2026: Seattle Seahawks 29, New England Patriots 13) had no repeats."

[Grok]

Tweet