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Caida
Hooked

Joined: 03 Nov 2007
Posts: 38

 Posted: Tue Dec 25, 2007 4:47 am    Post subject: Assassin 10 Below is my walkthrough for Assassin 10 Now I think all of the Assassins (except for the still "unsolveables") have walkthroughs. I found this one really easy - I'd rate it 0.75 Assassin 10 walkthrough Preliminaries a. 28(4)n1 = {4789/5689} (no 1..3) -> 8,9 locked for n1 b. 5(2)n14 and n58 = {14/23} (no 5..9) c. 10(3)n3 = {127/136/145/235} (no 8,9) d. 30(4)n356 = {6789} (no 1..5) e. 13(2)n36 and n8 = {49/58/67} (no 1..3) f. 6(2)n58 = {15/24} (no 3, 6..9) g. 14(4)n6 = {1238/1247/1256/1346/2345} (no 9) h. 9(3)n7 = {126/135/234} (no 7..9) i. 6(3)n9 = {123} -> 1,2,3 locked for n9 1. Innies n1: r3c13 = 7(2) = [16/25]/{34} 1a. -> r3c3 no 1,2,7 2. Innies n3: r3c79 = 12(2) = [75/84] 2a. -> r3c7 no 6,9 2b. -> r3c9 no 6,7,8,9 2c. -> r4c9 no 4,5,6,7 2d. -> r4c45 no 6,9 (CPE with 30(4)n356)) 3. Innies n7: r7c23+r8c3 = 19(3) = {289/379/469/478/568} (no 1) 4. Innies n9: r7c78+r8c7 = 22(3) = {589/679} 4a. r7c78+r8c7 no 4 4b. 9 locked for n9 in r7c78+r8c7 -> no 9 elsewhere in n9 4c. 4 locked for n9 in r9 -> no 4 elsewhere in r9 4d. r8c5 no 9 5. Innies c1234: r123c4 = 21(3) = {489/579/678} (no 1,2,3) 6. Innies c6789: r123c6 = 16(3) 6a. -> r123c5 = 8(3) = {125/134} (no 6,7,8,9) 6b. -> 1 locked in c5 and n2 7. Innie c5: r4c5 = 8 (using step 6a for r123c5) 7a. r4c9 = 9 7b. r3c9 = 4 7c. r3c7 = 8 (step 2) 7d. r5c6 = 9 (hidden single within 30(4)) 7e. pair {67} locked for r4 in r4c67 7f. r3c13 no 3 (step 1) 7g. r4c1 no 1,2 7h. r89c5 no 5 7i. r7c8 no 5 (step 4) 8. 28(4)n1 = {4789} -> locked for n1 Note: {5689} blocked by r3c3 9. Innie and Outie n6: r4c7 = r7c8 9a. -> r7c8 no 8,9 9b. -> r7c78+r8c7 = {679} (step 4) 9c. -> 17(3)n9 = {458} -> locked for n9 and r9 10. 23(4)n89 10a. -> r78c7 = {69/79} 10b. -> r89c6 = 8(2)/7(2) -> no 8 10c. -> single: r8c4 = 8 10d. -> r7c2 = 8 11. 17(3)n7 = {179/269} 11a. -> r9c123 no 3 11b. -> 9 locked in r9c123 for n7 and r9 11c. single: r7c5 = 9 11d. -> r8c7 = 9 11e. -> 13(2)n8 = {67} -> locked for n8 and c5 12. Innies n7 (step 3): r78c3 = 11(2) = {47/56} (no 2,3) 12a. -> r9c4 = 1 12b. 5(2)n58 = {23} -> locked for c4 12c. single: r6c6 = 1 12d. r7c6 = 5 12e. r7c6 = 4 12f. r7c7 = 7; r9c6 = 3 (cage sum) Singles and cage sums are all that is left
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