- (1, 6, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 6, 1) has 2 + 1 =
**3**(3) possible DDs - (3, 6, 1) has 3 + 4 =
**7**(7) possible DDs - (4, 6, 1) has 5 + 8 =
**13**(13) possible DDs - (5, 6, 1) has 7 + 16 =
**23**(23) possible DDs - (6, 6, 1) has 10 + 29 =
**39**(39) possible DDs - (2, 18, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 18, 2) has 2 + 1 =
**3**(3) possible DDs - (4, 18, 2) has 3 + 5 =
**8**(9) possible DDs - (5, 18, 2) has 3 + 8 =
**11**(13) possible DDs - (6, 18, 2) has 3 + 18 =
**21**(27) possible DDs - (7, 18, 2) has 1 + 32 =
**33**(43) possible DDs

- (1, 6, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 6, 1) has 2 + 1 =
**3**(3) possible DDs - (3, 6, 1) has 3 + 4 =
**7**(7) possible DDs - (2, 18, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 18, 2) has 2 + 1 =
**3**(3) possible DDs - (4, 18, 2) has 3 + 5 =
**8**(9) possible DDs - (3, 54, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 54, 3) has 2 + 1 =
**3**(3) possible DDs - (5, 54, 3) has 3 + 6 =
**9**(10) possible DDs

- (1, 9, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 9, 1) has 3 + 1 =
**4**(4) possible DDs - (3, 9, 1) has 7 + 5 =
**12**(12) possible DDs - (4, 9, 1) has 15 + 15 =
**30**(30) possible DDs - (5, 9, 1) has 28 + 38 =
**66**(66) possible DDs - (6, 9, 1) has 51 + 88 =
**139**(139) possible DDs - (7, 9, 1) has 86 + 182 =
**268**(268) possible DDs - (8, 9, 1) has 141 + 354 =
**495**(495) possible DDs - (9, 9, 1) has 222 + 645 =
**867**(867) possible DDs - (10, 9, 1) has 340 + 1128 =
**1468**(1468) possible DDs - (11, 9, 1) has 506 + 1887 =
**2393**(2393) possible DDs - (12, 9, 1) has 738 + 3060 =
**3798**(3798) possible DDs - (2, 27, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 27, 2) has 3 + 1 =
**4**(4) possible DDs - (4, 27, 2) has 8 + 5 =
**13**(16) possible DDs - (5, 27, 2) has 12 + 21 =
**33**(37) possible DDs - (6, 27, 2) has 13 + 53 =
**66**(75) possible DDs - (7, 27, 2) has 14 + 115 =
**129**(155) possible DDs - (8, 27, 2) has 16 + 227 =
**243**(285) possible DDs - (9, 27, 2) has 11 + 405 =
**416**(488) possible DDs - (10, 27, 2) has 7 + 680 =
**687**(799) possible DDs - (11, 27, 2) has 3 + 1056 =
**1059**(1253) possible DDs - (12, 27, 2) has 1 + 1546 =
**1547**(1914) possible DDs - (13, 27, 2) has 1 + 2207 =
**2208**(2836) possible DDs

- (1, 9, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 9, 1) has 3 + 1 =
**4**(4) possible DDs - (3, 9, 1) has 7 + 5 =
**12**(12) possible DDs - (4, 9, 1) has 15 + 15 =
**30**(30) possible DDs - (5, 9, 1) has 28 + 38 =
**66**(66) possible DDs - (6, 9, 1) has 51 + 88 =
**139**(139) possible DDs - (7, 9, 1) has 86 + 182 =
**268**(268) possible DDs - (8, 9, 1) has 141 + 354 =
**495**(495) possible DDs - (2, 27, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 27, 2) has 3 + 1 =
**4**(4) possible DDs - (4, 27, 2) has 8 + 5 =
**13**(16) possible DDs - (5, 27, 2) has 12 + 21 =
**33**(37) possible DDs - (6, 27, 2) has 13 + 53 =
**66**(75) possible DDs - (7, 27, 2) has 14 + 115 =
**129**(155) possible DDs - (8, 27, 2) has 16 + 227 =
**243**(285) possible DDs - (9, 27, 2) has 11 + 405 =
**416**(488) possible DDs - (3, 81, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 81, 3) has 3 + 1 =
**4**(4) possible DDs - (5, 81, 3) has 6 + 5 =
**11**(18) possible DDs - (6, 81, 3) has 14 + 27 =
**41**(56) possible DDs - (7, 81, 3) has 18 + 86 =
**104**(162) possible DDs - (8, 81, 3) has 24 + 230 =
**254**(443) possible DDs - (9, 81, 3) has 29 + 639 =
**668**(1068) possible DDs - (10, 81, 3) has 26 + 1428 =
**1454**(2458) possible DDs - (4, 243, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 243, 4) has 3 + 1 =
**4**(4) possible DDs - (6, 243, 4) has 6 + 5 =
**11**(22) possible DDs - (7, 243, 4) has 15 + 33 =
**48**(86) possible DDs - (8, 243, 4) has 18 + 120 =
**138**(334) possible DDs - (9, 243, 4) has 5 + 350 =
**355**(975) possible DDs - (10, 243, 4) has 1 + 329 =
**330**(2861) possible DDs - (11, 243, 4) has 1 + 5 =
**6**(8234) possible DDs - (5, 729, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 729, 5) has 3 + 1 =
**4**(4) possible DDs - (7, 729, 5) has 6 + 5 =
**11**(24) possible DDs - (8, 729, 5) has 13 + 37 =
**50**(128) possible DDs - (9, 729, 5) has 19 + 149 =
**168**(678) possible DDs - (10, 729, 5) has 5 + 501 =
**506**(2853) possible DDs - (11, 729, 5) has 1 + 2 =
**3**(11299) possible DDs - (12, 729, 5) has 1 + 3 =
**4**(44315) possible DDs

- (1, 9, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 9, 1) has 3 + 1 =
**4**(4) possible DDs - (3, 9, 1) has 7 + 5 =
**12**(12) possible DDs - (2, 27, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 27, 2) has 3 + 1 =
**4**(4) possible DDs - (4, 27, 2) has 8 + 5 =
**13**(16) possible DDs - (3, 81, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 81, 3) has 3 + 1 =
**4**(4) possible DDs - (5, 81, 3) has 6 + 5 =
**11**(18) possible DDs - (4, 243, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 243, 4) has 3 + 1 =
**4**(4) possible DDs - (6, 243, 4) has 6 + 5 =
**11**(22) possible DDs - (5, 729, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 729, 5) has 3 + 1 =
**4**(4) possible DDs - (7, 729, 5) has 6 + 5 =
**11**(24) possible DDs - (6, 2187, 6) has 1 + 0 =
**1**(1) possible DDs - (7, 2187, 6) has 3 + 1 =
**4**(4) possible DDs - (8, 2187, 6) has 5 + 5 =
**10**(28) possible DDs - (7, 6561, 7) has 1 + 0 =
**1**(1) possible DDs - (8, 6561, 7) has 3 + 1 =
**4**(4) possible DDs - (9, 6561, 7) has 5 + 5 =
**10**(30) possible DDs - (8, 19683, 8) has 1 + 0 =
**1**(1) possible DDs - (9, 19683, 8) has 3 + 1 =
**4**(4) possible DDs - (10, 19683, 8) has 5 + 5 =
**10**(34) possible DDs - (9, 59049, 9) has 1 + 0 =
**1**(1) possible DDs - (10, 59049, 9) has 3 + 1 =
**4**(4) possible DDs - (11, 59049, 9) has 5 + 5 =
**10**(36) possible DDs - (10, 177147, 10) has 1 + 0 =
**1**(1) possible DDs - (11, 177147, 10) has 3 + 1 =
**4**(4) possible DDs - (12, 177147, 10) has 5 + 5 =
**10**(40) possible DDs

- (1, 12, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 12, 1) has 4 + 1 =
**5**(5) possible DDs - (3, 12, 1) has 12 + 7 =
**19**(19) possible DDs - (4, 12, 1) has 33 + 24 =
**57**(57) possible DDs - (5, 12, 1) has 77 + 77 =
**154**(154) possible DDs - (6, 12, 1) has 170 + 212 =
**382**(382) possible DDs - (7, 12, 1) has 346 + 525 =
**871**(871) possible DDs - (8, 12, 1) has 673 + 1197 =
**1870**(1870) possible DDs - (9, 12, 1) has 1241 + 2557 =
**3798**(3798) possible DDs - (10, 12, 1) has 2208 + 5155 =
**7363**(7363) possible DDs - (11, 12, 1) has 3782 + 9921 =
**13703**(13703) possible DDs - (12, 12, 1) has 6300 + 18320 =
**24620**(24620) possible DDs - (13, 12, 1) has 10194 + 32647 =
**42841**(42841) possible DDs - (14, 12, 1) has ? + ? =
**?**(?) possible DDs - (15, 12, 1) has ? + ? =
**?**(?) possible DDs - (2, 36, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 36, 2) has 4 + 1 =
**5**(5) possible DDs - (4, 36, 2) has 14 + 9 =
**23**(25) possible DDs - (5, 36, 2) has 30 + 36 =
**66**(69) possible DDs - (6, 36, 2) has 49 + 120 =
**169**(174) possible DDs - (7, 36, 2) has 79 + 318 =
**397**(419) possible DDs - (8, 36, 2) has 102 + 736 =
**838**(886) possible DDs - (9, 36, 2) has 108 + 1493 =
**1601**(1686) possible DDs - (10, 36, 2) has 111 + 2888 =
**2999**(3118) possible DDs - (11, 36, 2) has 99 + 5061 =
**5160**(5474) possible DDs - (12, 36, 2) has 79 + 8626 =
**8705**(9029) possible DDs - (13, 36, 2) has 50 + 14047 =
**14097**(14608) possible DDs - (14, 36, 2) has 26 + 22016 =
**22042**(23047) possible DDs - (15, 36, 2) has ? + ? =
**?**(34836) possible DDs - (16, 36, 2) has ? + ? =
**?**(51900) possible DDs - (3, 108, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 108, 3) has 4 + 1 =
**5**(5) possible DDs - (5, 108, 3) has 16 + 11 =
**27**(29) possible DDs - (6, 108, 3) has 38 + 49 =
**87**(113) possible DDs - (7, 108, 3) has 89 + 252 =
**341**(395) possible DDs - (8, 108, 3) has 204 + 888 =
**1092**(1314) possible DDs - (9, 108, 3) has 334 + 2749 =
**3083**(3782) possible DDs - (10, 108, 3) has 521 + 7881 =
**8402**(10115) possible DDs - (11, 108, 3) has 694 + 21593 =
**22287**(26525) possible DDs - (12, 108, 3) has ? + ? =
**?**(62944) possible DDs - (13, 108, 3) has ? + ? =
**?**(141332) possible DDs - (14, 108, 3) has ? + ? =
**?**(311881) possible DDs - (15, 108, 3) has ? + ? =
**?**(648005) possible DDs - (16, 108, 3) has ? + ? =
**?**(?) possible DDs - (17, 108, 3) has ? + ? =
**?**(?) possible DDs

- (1, 12, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 12, 1) has 4 + 1 =
**5**(5) possible DDs - (3, 12, 1) has 12 + 7 =
**19**(19) possible DDs - (4, 12, 1) has 33 + 24 =
**57**(57) possible DDs - (5, 12, 1) has 77 + 77 =
**154**(154) possible DDs - (6, 12, 1) has 170 + 212 =
**382**(382) possible DDs - (2, 36, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 36, 2) has 4 + 1 =
**5**(5) possible DDs - (4, 36, 2) has 14 + 9 =
**23**(25) possible DDs - (5, 36, 2) has 30 + 36 =
**66**(69) possible DDs - (6, 36, 2) has 49 + 120 =
**169**(174) possible DDs - (7, 36, 2) has 79 + 319 =
**398**(419) possible DDs - (3, 108, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 108, 3) has 4 + 1 =
**5**(5) possible DDs - (5, 108, 3) has 16 + 11 =
**27**(29) possible DDs - (6, 108, 3) has 38 + 49 =
**87**(113) possible DDs - (7, 108, 3) has 89 + 252 =
**341**(395) possible DDs - (8, 108, 3) has 204 + 891 =
**1095**(1314) possible DDs - (4, 324, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 324, 4) has 4 + 1 =
**5**(5) possible DDs - (6, 324, 4) has 18 + 13 =
**31**(35) possible DDs - (7, 324, 4) has 36 + 60 =
**96**(177) possible DDs - (8, 324, 4) has 123 + 467 =
**590**(835) possible DDs - (9, 324, 4) has 179 + 1892 =
**2071**(2869) possible DDs - (5, 972, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 972, 5) has 4 + 1 =
**5**(5) possible DDs - (7, 972, 5) has 20 + 15 =
**35**(39) possible DDs - (8, 972, 5) has 40 + 75 =
**115**(258) possible DDs - (9, 972, 5) has 190 + 806 =
**996**(1693) possible DDs - (10, 972, 5) has 368 + 4318 =
**4686**(8476) possible DDs - (6, 2916, 6) has 1 + 0 =
**1**(1) possible DDs - (7, 2916, 6) has 4 + 1 =
**5**(5) possible DDs - (8, 2916, 6) has 22 + 17 =
**39**(45) possible DDs - (9, 2916, 6) has 45 + 87 =
**132**(370) possible DDs - (10, 2916, 6) has 257 + 1296 =
**1553**(3256) possible DDs - (11, 2916, 6) has 659 + 9228 =
**9887**(22858) possible DDs

- (1, 15, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 15, 1) has 5 + 1 =
**6**(6) possible DDs - (3, 15, 1) has 19 + 8 =
**27**(27) possible DDs - (4, 15, 1) has 62 + 35 =
**97**(97) possible DDs - (5, 15, 1) has 174 + 132 =
**306**(306) possible DDs - (6, 15, 1) has 449 + 433 =
**882**(882) possible DDs - (7, 15, 1) has 1069 + 1244 =
**2313**(2313) possible DDs - (8, 15, 1) has 2392 + 3279 =
**5671**(5671) possible DDs - (9, 15, 1) has 5061 + 7997 =
**13058**(13058) possible DDs - (10, 15, 1) has ? + ? =
**?**(?) possible DDs - (11, 15, 1) has ? + ? =
**?**(?) possible DDs - (12, 15, 1) has ? + ? =
**?**(?) possible DDs - (13, 15, 1) has ? + ? =
**?**(?) possible DDs - (14, 15, 1) has ? + ? =
**?**(?) possible DDs - (15, 15, 1) has ? + ? =
**?**(?) possible DDs - (16, 15, 1) has ? + ? =
**?**(?) possible DDs - (17, 15, 1) has ? + ? =
**?**(?) possible DDs - (18, 15, 1) has ? + ? =
**?**(?) possible DDs - (2, 45, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 45, 2) has 5 + 1 =
**6**(6) possible DDs - (4, 45, 2) has 23 + 9 =
**32**(36) possible DDs - (5, 45, 2) has 57 + 55 =
**112**(115) possible DDs - (6, 45, 2) has 122 + 207 =
**329**(344) possible DDs - (7, 45, 2) has 243 + 674 =
**917**(954) possible DDs - (8, 45, 2) has ? + ? =
**?**(2205) possible DDs - (9, 45, 2) has ? + ? =
**?**(4763) possible DDs - (10, 45, 2) has ? + ? =
**?**(9735) possible DDs - (11, 45, 2) has ? + ? =
**?**(18367) possible DDs - (12, 45, 2) has ? + ? =
**?**(33265) possible DDs - (13, 45, 2) has ? + ? =
**?**(58058) possible DDs - (14, 45, 2) has ? + ? =
**?**(97211) possible DDs - (15, 45, 2) has ? + ? =
**?**(?) possible DDs - (16, 45, 2) has ? + ? =
**?**(?) possible DDs - (17, 45, 2) has ? + ? =
**?**(?) possible DDs - (18, 45, 2) has ? + ? =
**?**(?) possible DDs - (19, 45, 2) has ? + ? =
**?**(?) possible DDs - (3, 135, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 135, 3) has 5 + 1 =
**6**(6) possible DDs - (5, 135, 3) has 24 + 10 =
**34**(42) possible DDs - (6, 135, 3) has 80 + 82 =
**162**(195) possible DDs - (7, 135, 3) has 248 + 454 =
**702**(807) possible DDs - (8, 135, 3) has 733 + 2044 =
**2777**(3188) possible DDs - (9, 135, 3) has ? + ? =
**?**(10493) possible DDs - (10, 135, 3) has ? + ? =
**?**(32024) possible DDs - (11, 135, 3) has ? + ? =
**?**(96034) possible DDs - (12, 135, 3) has ? + ? =
**?**(256208) possible DDs - (13, 135, 3) has ? + ? =
**?**(?) possible DDs - (14, 135, 3) has ? + ? =
**?**(?) possible DDs - (15, 135, 3) has ? + ? =
**?**(?) possible DDs - (16, 135, 3) has ? + ? =
**?**(?) possible DDs - (17, 135, 3) has ? + ? =
**?**(?) possible DDs - (18, 135, 3) has ? + ? =
**?**(?) possible DDs - (19, 135, 3) has ? + ? =
**?**(?) possible DDs - (20, 135, 3) has ? + ? =
**?**(?) possible DDs

- (1, 15, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 15, 1) has 5 + 1 =
**6**(6) possible DDs - (3, 15, 1) has 19 + 8 =
**27**(27) possible DDs - (4, 15, 1) has 62 + 35 =
**97**(97) possible DDs - (5, 15, 1) has 174 + 132 =
**306**(306) possible DDs - (6, 15, 1) has 449 + 433 =
**882**(882) possible DDs - (7, 15, 1) has 1069 + 1244 =
**2313**(2313) possible DDs - (8, 15, 1) has 2392 + 3279 =
**5671**(5671) possible DDs - (9, 15, 1) has 5061 + 7997 =
**13058**(13058) possible DDs - (10, 15, 1) has 37534 + 54599 =
**92133**(92133) possible DDs - (2, 45, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 45, 2) has 5 + 1 =
**6**(6) possible DDs - (4, 45, 2) has 23 + 9 =
**32**(36) possible DDs - (5, 45, 2) has 57 + 55 =
**112**(115) possible DDs - (6, 45, 2) has 122 + 207 =
**329**(344) possible DDs - (7, 45, 2) has 243 + 674 =
**917**(954) possible DDs - (8, 45, 2) has ? + ? =
**?**(2205) possible DDs - (9, 45, 2) has ? + ? =
**?**(4763) possible DDs - (10, 45, 2) has ? + ? =
**?**(9735) possible DDs - (11, 45, 2) has ? + ? =
**?**(18367) possible DDs - (3, 135, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 135, 3) has 5 + 1 =
**6**(6) possible DDs - (5, 135, 3) has 24 + 10 =
**34**(42) possible DDs - (6, 135, 3) has 80 + 82 =
**162**(195) possible DDs - (7, 135, 3) has 248 + 454 =
**702**(807) possible DDs - (8, 135, 3) has 733 + 2044 =
**2777**(3188) possible DDs - (9, 135, 3) has ? + ? =
**?**(10493) possible DDs - (10, 135, 3) has ? + ? =
**?**(32024) possible DDs - (11, 135, 3) has ? + ? =
**?**(96034) possible DDs - (12, 135, 3) has ? + ? =
**?**(256208) possible DDs - (4, 405, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 405, 4) has 5 + 1 =
**6**(6) possible DDs - (6, 405, 4) has 27 + 11 =
**38**(51) possible DDs - (7, 405, 4) has 104 + 122 =
**226**(306) possible DDs - (8, 405, 4) has 399 + 896 =
**1295**(1730) possible DDs - (9, 405, 4) has 836 + 4842 =
**5678**(6924) possible DDs - (10, 405, 4) has ? + ? =
**?**(25772) possible DDs - (11, 405, 4) has ? + ? =
**?**(98039) possible DDs - (12, 405, 4) has ? + ? =
**?**(335419) possible DDs - (13, 405, 4) has ? + ? =
**?**(?) possible DDs

- (1, 15, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 15, 1) has 5 + 1 =
**6**(6) possible DDs - (3, 15, 1) has 19 + 8 =
**27**(27) possible DDs - (4, 15, 1) has 62 + 35 =
**97**(97) possible DDs - (5, 15, 1) has 174 + 132 =
**306**(306) possible DDs - (6, 15, 1) has 449 + 433 =
**882**(882) possible DDs - (7, 15, 1) has 1069 + 1244 =
**2313**(2313) possible DDs - (8, 15, 1) has 2392 + 3279 =
**5671**(5671) possible DDs - (9, 15, 1) has 5061 + 7997 =
**13058**(13058) possible DDs - (2, 45, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 45, 2) has 5 + 1 =
**6**(6) possible DDs - (4, 45, 2) has 23 + 9 =
**32**(36) possible DDs - (5, 45, 2) has 57 + 55 =
**112**(115) possible DDs - (6, 45, 2) has 122 + 207 =
**329**(344) possible DDs - (7, 45, 2) has 243 + 674 =
**917**(954) possible DDs - (8, 45, 2) has ? + ? =
**?**(2205) possible DDs - (9, 45, 2) has ? + ? =
**?**(4763) possible DDs - (10, 45, 2) has ? + ? =
**?**(9735) possible DDs - (3, 135, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 135, 3) has 5 + 1 =
**6**(6) possible DDs - (5, 135, 3) has 24 + 10 =
**34**(42) possible DDs - (6, 135, 3) has 80 + 82 =
**162**(195) possible DDs - (7, 135, 3) has 248 + 454 =
**702**(807) possible DDs - (8, 135, 3) has 733 + 2044 =
**2777**(3188) possible DDs - (9, 135, 3) has ? + ? =
**?**(10493) possible DDs - (10, 135, 3) has ? + ? =
**?**(32024) possible DDs - (11, 135, 3) has ? + ? =
**?**(96034) possible DDs - (4, 405, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 405, 4) has 5 + 1 =
**6**(6) possible DDs - (6, 405, 4) has 27 + 11 =
**38**(51) possible DDs - (7, 405, 4) has 104 + 122 =
**226**(306) possible DDs - (8, 405, 4) has 399 + 896 =
**1295**(1730) possible DDs - (9, 405, 4) has 836 + 4842 =
**5678**(6924) possible DDs - (10, 405, 4) has ? + ? =
**?**(25772) possible DDs - (11, 405, 4) has ? + ? =
**?**(98039) possible DDs - (12, 405, 4) has ? + ? =
**?**(335419) possible DDs - (5, 1215, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 1215, 5) has 5 + 1 =
**6**(6) possible DDs - (7, 1215, 5) has 30 + 12 =
**42**(57) possible DDs - (8, 1215, 5) has 133 + 172 =
**305**(454) possible DDs - (9, 1215, 5) has 643 + 1640 =
**2283**(3553) possible DDs - (10, 1215, 5) has 2097 + 12703 =
**14800**(20585) possible DDs - (11, 1215, 5) has ? + ? =
**?**(110517) possible DDs - (12, 1215, 5) has ? + ? =
**?**(600855) possible DDs - (13, 1215, 5) has ? + ? =
**?**(?) possible DDs

- (1, 15, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 15, 1) has 5 + 1 =
**6**(6) possible DDs - (3, 15, 1) has 19 + 8 =
**27**(27) possible DDs - (4, 15, 1) has 62 + 35 =
**97**(97) possible DDs - (5, 15, 1) has 174 + 132 =
**306**(306) possible DDs - (6, 15, 1) has 449 + 433 =
**882**(882) possible DDs - (2, 45, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 45, 2) has 5 + 1 =
**6**(6) possible DDs - (4, 45, 2) has 23 + 9 =
**32**(36) possible DDs - (5, 45, 2) has 57 + 55 =
**112**(115) possible DDs - (6, 45, 2) has 122 + 207 =
**329**(344) possible DDs - (7, 45, 2) has 243 + 674 =
**917**(954) possible DDs - (3, 135, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 135, 3) has 5 + 1 =
**6**(6) possible DDs - (5, 135, 3) has 24 + 10 =
**34**(42) possible DDs - (6, 135, 3) has 80 + 82 =
**162**(195) possible DDs - (7, 135, 3) has 248 + 454 =
**702**(807) possible DDs - (8, 135, 3) has 733 + 2044 =
**2777**(3188) possible DDs - (4, 405, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 405, 4) has 5 + 1 =
**6**(6) possible DDs - (6, 405, 4) has 27 + 11 =
**38**(51) possible DDs - (7, 405, 4) has 104 + 122 =
**226**(306) possible DDs - (8, 405, 4) has 399 + 896 =
**1295**(1730) possible DDs - (9, 405, 4) has 836 + 4842 =
**5678**(6924) possible DDs - (5, 1215, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 1215, 5) has 5 + 1 =
**6**(6) possible DDs - (7, 1215, 5) has 30 + 12 =
**42**(57) possible DDs - (8, 1215, 5) has 133 + 172 =
**305**(454) possible DDs - (9, 1215, 5) has 643 + 1640 =
**2283**(3553) possible DDs - (10, 1215, 5) has 2097 + 12703 =
**14800**(20585) possible DDs - (6, 3645, 6) has ? + ? =
**?**(1) possible DDs - (7, 3645, 6) has ? + ? =
**?**(6) possible DDs - (8, 3645, 6) has ? + ? =
**?**(66) possible DDs - (9, 3645, 6) has ? + ? =
**?**(652) possible DDs - (10, 3645, 6) has ? + ? =
**?**(6858) possible DDs - (11, 3645, 6) has ? + ? =
**?**(55886) possible DDs

- (1, 15, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 15, 1) has 5 + 1 =
**6**(6) possible DDs - (3, 15, 1) has 19 + 8 =
**27**(27) possible DDs - (4, 15, 1) has 62 + 35 =
**97**(97) possible DDs - (2, 45, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 45, 2) has 5 + 1 =
**6**(6) possible DDs - (4, 45, 2) has 23 + 9 =
**32**(36) possible DDs - (5, 45, 2) has 57 + 55 =
**112**(115) possible DDs - (3, 135, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 135, 3) has 5 + 1 =
**6**(6) possible DDs - (5, 135, 3) has 24 + 10 =
**34**(42) possible DDs - (6, 135, 3) has 80 + 82 =
**162**(195) possible DDs - (4, 405, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 405, 4) has 5 + 1 =
**6**(6) possible DDs - (6, 405, 4) has 27 + 11 =
**38**(51) possible DDs - (7, 405, 4) has 104 + 122 =
**226**(306) possible DDs - (5, 1215, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 1215, 5) has 5 + 1 =
**6**(6) possible DDs - (7, 1215, 5) has 30 + 12 =
**42**(57) possible DDs - (8, 1215, 5) has 133 + 172 =
**305**(454) possible DDs - (6, 3645, 6) has 1 + 0 =
**1**(1) possible DDs - (7, 3645, 6) has 5 + 1 =
**6**(6) possible DDs - (8, 3645, 6) has 32 + 13 =
**45**(66) possible DDs - (9, 3645, 6) has 166 + 233 =
**399**(652) possible DDs - (7, 10935, 7) has 1 + 0 =
**1**(1) possible DDs - (8, 10935, 7) has 5 + 1 =
**6**(6) possible DDs - (9, 10935, 7) has 35 + 14 =
**49**(72) possible DDs - (10, 10935, 7) has 199 + 304 =
**503**(892) possible DDs - (8, 32805, 8) has 1 + 0 =
**1**(1) possible DDs - (9, 32805, 8) has 5 + 1 =
**6**(6) possible DDs - (10, 32805, 8) has 38 + 15 =
**53**(81) possible DDs - (11, 32805, 8) has 237 + 389 =
**626**(1184) possible DDs

- (1, 18, 1) has ? + ? =
**?**(1) possible DDs - (2, 18, 1) has ? + ? =
**?**(7) possible DDs - (3, 18, 1) has ? + ? =
**?**(37) possible DDs - (4, 18, 1) has ? + ? =
**?**(153) possible DDs - (5, 18, 1) has ? + ? =
**?**(553) possible DDs - (6, 18, 1) has ? + ? =
**?**(1804) possible DDs - (7, 18, 1) has ? + ? =
**?**(5353) possible DDs - (8, 18, 1) has ? + ? =
**?**(14721) possible DDs - (9, 18, 1) has ? + ? =
**?**(37889) possible DDs - (10, 18, 1) has ? + ? =
**?**(92133) possible DDs - (11, 18, 1) has ? + ? =
**?**(?) possible DDs - (12, 18, 1) has ? + ? =
**?**(?) possible DDs - (13, 18, 1) has ? + ? =
**?**(?) possible DDs - (14, 18, 1) has ? + ? =
**?**(?) possible DDs - (15, 18, 1) has ? + ? =
**?**(?) possible DDs - (16, 18, 1) has ? + ? =
**?**(?) possible DDs - (17, 18, 1) has ? + ? =
**?**(?) possible DDs - (18, 18, 1) has ? + ? =
**?**(?) possible DDs - (19, 18, 1) has ? + ? =
**?**(?) possible DDs - (20, 18, 1) has ? + ? =
**?**(?) possible DDs - (21, 18, 1) has ? + ? =
**?**(?) possible DDs - (22, 18, 1) has ? + ? =
**?**(?) possible DDs - (23, 18, 1) has ? + ? =
**?**(?) possible DDs - (24, 18, 1) has ? + ? =
**?**(?) possible DDs - (2, 54, 2) has ? + ? =
**?**(1) possible DDs - (3, 54, 2) has ? + ? =
**?**(7) possible DDs - (4, 54, 2) has ? + ? =
**?**(49) possible DDs - (5, 54, 2) has ? + ? =
**?**(189) possible DDs - (6, 54, 2) has ? + ? =
**?**(616) possible DDs - (7, 54, 2) has ? + ? =
**?**(1924) possible DDs - (8, 54, 2) has ? + ? =
**?**(4986) possible DDs - (9, 54, 2) has ? + ? =
**?**(11663) possible DDs - (10, 54, 2) has ? + ? =
**?**(26012) possible DDs - (11, 54, 2) has ? + ? =
**?**(53224) possible DDs - (12, 54, 2) has ? + ? =
**?**(102919) possible DDs - (13, 54, 2) has ? + ? =
**?**(192357) possible DDs - (14, 54, 2) has ? + ? =
**?**(342716) possible DDs - (15, 54, 2) has ? + ? =
**?**(?) possible DDs - (16, 54, 2) has ? + ? =
**?**(?) possible DDs - (17, 54, 2) has ? + ? =
**?**(?) possible DDs - (18, 54, 2) has ? + ? =
**?**(?) possible DDs - (19, 54, 2) has ? + ? =
**?**(?) possible DDs - (20, 54, 2) has ? + ? =
**?**(?) possible DDs - (21, 54, 2) has ? + ? =
**?**(?) possible DDs - (22, 54, 2) has ? + ? =
**?**(?) possible DDs - (23, 54, 2) has ? + ? =
**?**(?) possible DDs - (24, 54, 2) has ? + ? =
**?**(?) possible DDs - (25, 54, 2) has ? + ? =
**?**(?) possible DDs - (3, 162, 3) has ? + ? =
**?**(1) possible DDs - (4, 162, 3) has ? + ? =
**?**(7) possible DDs - (5, 162, 3) has ? + ? =
**?**(58) possible DDs - (6, 162, 3) has ? + ? =
**?**(312) possible DDs - (7, 162, 3) has ? + ? =
**?**(1490) possible DDs - (8, 162, 3) has ? + ? =
**?**(6714) possible DDs - (9, 162, 3) has ? + ? =
**?**(24903) possible DDs - (10, 162, 3) has ? + ? =
**?**(85428) possible DDs - (11, 162, 3) has ? + ? =
**?**(287308) possible DDs - (12, 162, 3) has ? + ? =
**?**(?) possible DDs - (13, 162, 3) has ? + ? =
**?**(?) possible DDs - (14, 162, 3) has ? + ? =
**?**(?) possible DDs - (15, 162, 3) has ? + ? =
**?**(?) possible DDs - (16, 162, 3) has ? + ? =
**?**(?) possible DDs - (17, 162, 3) has ? + ? =
**?**(?) possible DDs - (18, 162, 3) has ? + ? =
**?**(?) possible DDs - (19, 162, 3) has ? + ? =
**?**(?) possible DDs - (20, 162, 3) has ? + ? =
**?**(?) possible DDs - (21, 162, 3) has ? + ? =
**?**(?) possible DDs - (22, 162, 3) has ? + ? =
**?**(?) possible DDs - (23, 162, 3) has ? + ? =
**?**(?) possible DDs - (24, 162, 3) has ? + ? =
**?**(?) possible DDs - (25, 162, 3) has ? + ? =
**?**(?) possible DDs - (26, 162, 3) has ? + ? =
**?**(?) possible DDs

- (1, 18, 1) has ? + ? =
**?**(1) possible DDs - (2, 18, 1) has ? + ? =
**?**(7) possible DDs - (3, 18, 1) has ? + ? =
**?**(37) possible DDs - (4, 18, 1) has ? + ? =
**?**(153) possible DDs - (5, 18, 1) has ? + ? =
**?**(553) possible DDs - (6, 18, 1) has ? + ? =
**?**(1804) possible DDs - (7, 18, 1) has ? + ? =
**?**(5353) possible DDs - (8, 18, 1) has ? + ? =
**?**(14721) possible DDs - (9, 18, 1) has ? + ? =
**?**(37889) possible DDs - (10, 18, 1) has ? + ? =
**?**(92133) possible DDs - (11, 18, 1) has ? + ? =
**?**(?) possible DDs - (12, 18, 1) has ? + ? =
**?**(?) possible DDs - (2, 54, 2) has ? + ? =
**?**(1) possible DDs - (3, 54, 2) has ? + ? =
**?**(7) possible DDs - (4, 54, 2) has ? + ? =
**?**(49) possible DDs - (5, 54, 2) has ? + ? =
**?**(189) possible DDs - (6, 54, 2) has ? + ? =
**?**(616) possible DDs - (7, 54, 2) has ? + ? =
**?**(1924) possible DDs - (8, 54, 2) has ? + ? =
**?**(4986) possible DDs - (9, 54, 2) has ? + ? =
**?**(11663) possible DDs - (10, 54, 2) has ? + ? =
**?**(26012) possible DDs - (11, 54, 2) has ? + ? =
**?**(53224) possible DDs - (12, 54, 2) has ? + ? =
**?**(102919) possible DDs - (13, 54, 2) has ? + ? =
**?**(192357) possible DDs - (3, 162, 3) has ? + ? =
**?**(1) possible DDs - (4, 162, 3) has ? + ? =
**?**(7) possible DDs - (5, 162, 3) has ? + ? =
**?**(58) possible DDs - (6, 162, 3) has ? + ? =
**?**(312) possible DDs - (7, 162, 3) has ? + ? =
**?**(1490) possible DDs - (8, 162, 3) has ? + ? =
**?**(6714) possible DDs - (9, 162, 3) has ? + ? =
**?**(24903) possible DDs - (10, 162, 3) has ? + ? =
**?**(85428) possible DDs - (11, 162, 3) has ? + ? =
**?**(287308) possible DDs - (12, 162, 3) has ? + ? =
**?**(?) possible DDs - (13, 162, 3) has ? + ? =
**?**(?) possible DDs - (14, 162, 3) has ? + ? =
**?**(?) possible DDs - (4, 486, 4) has ? + ? =
**?**(1) possible DDs - (5, 486, 4) has ? + ? =
**?**(7) possible DDs - (6, 486, 4) has ? + ? =
**?**(70) possible DDs - (7, 486, 4) has ? + ? =
**?**(494) possible DDs - (8, 486, 4) has ? + ? =
**?**(3180) possible DDs - (9, 486, 4) has ? + ? =
**?**(14343) possible DDs - (10, 486, 4) has ? + ? =
**?**(59667) possible DDs - (11, 486, 4) has ? + ? =
**?**(252479) possible DDs - (12, 486, 4) has ? + ? =
**?**(?) possible DDs - (13, 486, 4) has ? + ? =
**?**(?) possible DDs - (14, 486, 4) has ? + ? =
**?**(?) possible DDs - (15, 486, 4) has ? + ? =
**?**(?) possible DDs - (5, 1458, 5) has ? + ? =
**?**(1) possible DDs - (6, 1458, 5) has ? + ? =
**?**(7) possible DDs - (7, 1458, 5) has ? + ? =
**?**(79) possible DDs - (8, 1458, 5) has ? + ? =
**?**(737) possible DDs - (9, 1458, 5) has ? + ? =
**?**(6591) possible DDs - (10, 1458, 5) has ? + ? =
**?**(43271) possible DDs - (11, 1458, 5) has ? + ? =
**?**(262393) possible DDs - (12, 1458, 5) has ? + ? =
**?**(?) possible DDs - (13, 1458, 5) has ? + ? =
**?**(?) possible DDs - (14, 1458, 5) has ? + ? =
**?**(?) possible DDs - (15, 1458, 5) has ? + ? =
**?**(?) possible DDs - (16, 1458, 5) has ? + ? =
**?**(?) possible DDs

- (1, 18, 1) has ? + ? =
**?**(1) possible DDs - (2, 18, 1) has ? + ? =
**?**(7) possible DDs - (3, 18, 1) has ? + ? =
**?**(37) possible DDs - (4, 18, 1) has ? + ? =
**?**(153) possible DDs - (5, 18, 1) has ? + ? =
**?**(553) possible DDs - (6, 18, 1) has ? + ? =
**?**(1804) possible DDs - (7, 18, 1) has ? + ? =
**?**(5353) possible DDs - (2, 54, 2) has ? + ? =
**?**(1) possible DDs - (3, 54, 2) has ? + ? =
**?**(7) possible DDs - (4, 54, 2) has ? + ? =
**?**(49) possible DDs - (5, 54, 2) has ? + ? =
**?**(189) possible DDs - (6, 54, 2) has ? + ? =
**?**(616) possible DDs - (7, 54, 2) has ? + ? =
**?**(1924) possible DDs - (8, 54, 2) has ? + ? =
**?**(4986) possible DDs - (3, 162, 3) has ? + ? =
**?**(1) possible DDs - (4, 162, 3) has ? + ? =
**?**(7) possible DDs - (5, 162, 3) has ? + ? =
**?**(58) possible DDs - (6, 162, 3) has ? + ? =
**?**(312) possible DDs - (7, 162, 3) has ? + ? =
**?**(1490) possible DDs - (8, 162, 3) has ? + ? =
**?**(6714) possible DDs - (9, 162, 3) has ? + ? =
**?**(24903) possible DDs - (4, 486, 4) has ? + ? =
**?**(1) possible DDs - (5, 486, 4) has ? + ? =
**?**(7) possible DDs - (6, 486, 4) has ? + ? =
**?**(70) possible DDs - (7, 486, 4) has ? + ? =
**?**(494) possible DDs - (8, 486, 4) has ? + ? =
**?**(3180) possible DDs - (9, 486, 4) has ? + ? =
**?**(14343) possible DDs - (10, 486, 4) has ? + ? =
**?**(59667) possible DDs - (5, 1458, 5) has ? + ? =
**?**(1) possible DDs - (6, 1458, 5) has ? + ? =
**?**(7) possible DDs - (7, 1458, 5) has ? + ? =
**?**(79) possible DDs - (8, 1458, 5) has ? + ? =
**?**(737) possible DDs - (9, 1458, 5) has ? + ? =
**?**(6591) possible DDs - (10, 1458, 5) has ? + ? =
**?**(43271) possible DDs - (11, 1458, 5) has ? + ? =
**?**(262393) possible DDs - (6, 4374, 6) has ? + ? =
**?**(1) possible DDs - (7, 4374, 6) has ? + ? =
**?**(7) possible DDs - (8, 4374, 6) has ? + ? =
**?**(91) possible DDs - (9, 4374, 6) has ? + ? =
**?**(1052) possible DDs - (10, 4374, 6) has ? + ? =
**?**(12796) possible DDs - (11, 4374, 6) has ? + ? =
**?**(?) possible DDs - (12, 4374, 6) has ? + ? =
**?**(?) possible DDs

- (1, 18, 1) has 1 + 0 =
**1**(1) possible DDs - (2, 18, 1) has 6 + 1 =
**7**(7) possible DDs - (3, 18, 1) has 27 + 10 =
**37**(37) possible DDs - (4, 18, 1) has 104 + 49 =
**153**(153) possible DDs - (2, 54, 2) has 1 + 0 =
**1**(1) possible DDs - (3, 54, 2) has 6 + 1 =
**7**(7) possible DDs - (4, 54, 2) has 33 + 13 =
**46**(49) possible DDs - (5, 54, 2) has 106 + 80 =
**186**(189) possible DDs - (3, 162, 3) has 1 + 0 =
**1**(1) possible DDs - (4, 162, 3) has 6 + 1 =
**7**(7) possible DDs - (5, 162, 3) has 39 + 16 =
**55**(58) possible DDs - (6, 162, 3) has 168 + 130 =
**298**(312) possible DDs - (4, 486, 4) has 1 + 0 =
**1**(1) possible DDs - (5, 486, 4) has 6 + 1 =
**7**(7) possible DDs - (6, 486, 4) has 45 + 19 =
**64**(70) possible DDs - (7, 486, 4) has 238 + 197 =
**435**(494) possible DDs - (5, 1458, 5) has 1 + 0 =
**1**(1) possible DDs - (6, 1458, 5) has 6 + 1 =
**7**(7) possible DDs - (7, 1458, 5) has 51 + 22 =
**73**(79) possible DDs - (8, 1458, 5) has 330 + 285 =
**615**(737) possible DDs - (6, 4374, 6) has 1 + 0 =
**1**(1) possible DDs - (7, 4374, 6) has 6 + 1 =
**7**(7) possible DDs - (8, 4374, 6) has 57 + 25 =
**82**(91) possible DDs - (9, 4374, 6) has 443 + 396 =
**839**(1052) possible DDs - (7, 13122, 7) has 1 + 0 =
**1**(1) possible DDs - (8, 13122, 7) has 6 + 1 =
**7**(7) possible DDs - (9, 13122, 7) has 63 + 28 =
**91**(100) possible DDs - (10, 13122, 7) has 582 + 533 =
**1115**(1446) possible DDs - (8, 39366, 8) has 1 + 0 =
**1**(1) possible DDs - (9, 39366, 8) has 6 + 1 =
**7**(7) possible DDs - (10, 39366, 8) has 69 + 31 =
**100**(112) possible DDs - (11, 39366, 8) has 740 + 699 =
**1439**(1929) possible DDs - (9, 118098, 9) has 1 + 0 =
**1**(1) possible DDs - (10, 118098, 9) has 6 + 1 =
**7**(7) possible DDs - (11, 118098, 9) has 75 + 34 =
**109**(121) possible DDs - (12, 118098, 9) has 930 + 894 =
**1824**(2496) possible DDs - (10, 354294, 10) has 1 + 0 =
**1**(1) possible DDs - (11, 354294, 10) has 6 + 1 =
**7**(7) possible DDs - (12, 354294, 10) has 81 + 37 =
**118**(133) possible DDs - (13, 354294, 10) has 1144 + 1124 =
**2268**(3188) possible DDs

Authors: T. Marinova, M. Stoynova

Last modified: 20.06.2018