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Bingos from the Bingo Aces: how many can you find?

Posted by Juraj on Tue December 05, 2017 at 10h20

I was able to get bingos from Allan and Linda, but not from Vish. ALPHAGRAM(n) means that there are n solutions possible. For extra challenge see if you can solve Peter and Juraj's. Enjoy!

allan

1. AIKNOST(1)
2. DEENORS(1)
3. DEEFIIR(3)
4. BEILLNTU(1)
5. AADEILRT(1)
6. ADELNRTU(1)
7. EEEGNRS(1)
8. AEHLRTY(2)
9. ADEORRST(1)
10. EEFNORST(2)
11. ACELNRT(1)
12. CDDEEIOT(1)
13. AEILPRST(3)
14. ILRSTTUY(1)
15. DEEINSTT(2)
16. EIOORRT(1)
17. CEILNSU(1)
18. DEINORS(5)
19. BDEILRU(2)
20. ADEEITV(1)
21. ACERRSS(2)
22. BDELMOO(1)
23. DENOOST(1)
24. EINNSSTT(1)
25. ABDEFLT(1)

linda

1. AEILNST(7)
2. AEINSTU(2)
3. EGRRSSU(1)
4. ADEILST(2)
5. AELNNRT(1)
6. EGIINRT(2)
7. CEINOSTU(1)
8. AEINOST(1)
9. EHNORSST(1)
10. AFFNORS(1)

peter

1. GINOPRU(3)
2. AEILNNRT(1)
3. AEGRRSZ(1)
4. AENORTU(1)
5. CEIIMST(1)
6. DEGGNSU(1)
7. AEIPRTT(1)
8. GIMNOOOU(1)
9. AACEIINT(1)
10. ADENRSTX(1)
11. AEINNOT(1)
12. ACENRTU(2)
13. ADENRTU(4)
14. DEGGLSU(1)
15. EEEORSY(1)
16. ACEEINPT(1)
17. AENNRST(1)
18. ADEENOSS(2)
19. AEGIMNN(1)
20. DEIRSTV(2)
21. DEIOSTU(2)

juraj

1. ADEORSW(1)
2. ACEIRSU(1)
3. AADEINR(1)
4. AEENSUV(1)
5. ADEIMOST(1)
6. ADGIILNT(1)
7. EIKLNSV(1)
8. BINORSUW(1)
9. EGHORSTU(2)
10. ABEGINRT(3)
11. ILNSSTU(1)
12. AGMNORS(1)
13. AEGNRRS(2)
14. AENORSU(1)
15. AFGINRST(3)
16. ACEEINRT(4)
17. ADEEMORT(1)
18. IIJKOPR(1)
19. ACEFIIRT(1)
20. AEILNST(7)
21. DEINRSW(2)
22. BELOSTT(1)