theinfinityseeker's golapulus series

Previous serie: theinfinityseeker's goplexulus series 

goxxablorg group

1. xaplorgulus = {10,10(2)2} & 10

2. goxxablorg = {10,100(2)2} & 10

3. goxxadworg = {10,100(2)(2)2} & 10

4. dimentriatrix = {3,3(3)2} & 3

5. goxxathrorg = {10,100(2)(2)(2)2} & 10

6. goxxaquorg = {10,100(2)(2)(2)(2)2} & 10

7. goxxaquirg = 100^2 * 5 & 10 & 10

8. goxxasorg = 100^2 * 6 & 10 & 10

coxxablorg group

1. cosslorgulus = {10,10(3)2} & 10

2. coxxablorg = {10,100(3)2} & 10

3. coxxadworg = {10,100(3)(3)2} & 10

4. coxxathrorg = {10,100(3)(3)(3)2} & 10

5. dimentetratrix = {4,4(4)2} & 4

6. coxxaquorg = {10,100(3)(3)(3)(3)2} & 10

7. coxxaquirg = 100^3 * 5 & 10 & 10

8. coxxasorg = 100^3 * 6 & 10 & 10

toxxablorg group

1. tesslorgulus = {10,10(4)2} & 10

2. toxxablorg = {10,100(4)2} & 10

3. toxxadworg = {10,100(4)(4)2} & 10

4. toxxathrorg = {10,100(4)(4)(4)2} & 10

5. toxxaquorg = {10,100(4)(4)(4)(4)2} & 10

6. dimenpentatrix = {5,5(5)2} & 5

7. toxxaquirg = 100^4 * 5 & 10 & 10

8. toxxasorg = 100^4 * 6 & 10 & 10

poxxablorg group

1. pesslorgulus = {10,10(5)2} & 10

2. poxxablorg = {10,100(5)2} & 10

3. poxxadworg = {10,100(5)(5)2} & 10

4. poxxathrorg = {10,100(5)(5)(5)2} & 10

5. poxxaquorg = {10,100(5)(5)(5)(5)2} & 10

6. poxxaquirg = 100^5 * 5 & 10 & 10

7. dimenhexatrix = {6,6(6)2} & 6

8. poxxasorg = 100^5 * 6 & 10 & 10

hexxablorg  group

1. hesslorgulus = {10,10(6)2} & 10

2. hexxablorg = {10,100(6)2} & 10

3. hexxadworg = {10,100(6)(6)2} & 10

4. hexxathrorg = {10,100(6)(6)(6)2} & 10

5. hexxaquorg = {10,100(6)(6)(6)(6)2} & 10

6. hexxaquirg = 100^6 * 5 & 10 & 10

7. hexxasorg = 100^6 * 6 & 10 & 10

8. dimenheptatrix = {7,7(7)2} & 7

zexxablorg group

1. zesslorgulus = {10,10(7)2} & 10

2. zexxablorg = {10,100(7)2} & 10

3. zexxadworg = {10,100(7)(7)2} & 10

4. zexxathrorg = {10,100(7)(7)(7)2} & 10

5. zexxaquorg = {10,100(7)(7)(7)(7)2} & 10

6. zexxaquirg = 100^7 * 5 & 10 & 10

7. zexxasorg = 100^7 * 6 & 10 & 10

8. dimenoctatrix = {8,8(8)2} & 8

yoxxablorg group

1. yosslorgulus = {10,10(8)2} & 10

2. yoxxablorg = {10,100(8)2} & 10

3. yoxxadworg = {10,100(8)(8)2} & 10

4. yoxxathrorg = {10,100(8)(8)(8)2} & 10

5. yoxxaquorg = {10,100(8)(8)(8)(8)2} & 10

6. yoxxaquirg = 100^8 * 5 & 10 & 10

7. yoxxasorg = 100^8 * 6 & 10 & 10

8. dimenennatrix = {9,9(9)2} & 9

broxxablorg group

1. brosslorgulus = {10,10(9)2} & 10

2. broxxablorg = {10,100(9)2} & 10

3. broxxadworg = {10,100(9)(9)2} & 10

4. broxxathrorg = {10,100(9)(9)(9)2} & 10

5. broxxaquorg = {10,100(9)(9)(9)(9)2} & 10

6. broxxaquirg = 100^9 * 5 & 10 & 10

7. broxxasorg = 100^9 * 6 & 10 & 10

gexxablorg group

1. gosslorgulus / dimendecatrix = {10,10(10)2} & 10

2. gexxablorg = {10,100(10)2} & 10

3. gexxadworg = {10,100(10)(10)2} & 10

4. gexxathrorg = {10,100(10)(10)(10)2} & 10

5. gexxaquorg = {10,100(10)(10)(10)(10)2} & 10

6. gexxaquirg = 100^10 * 5 & 10

7. gexxasorg = 100^10 * 6 & 10

pre-golapulus group

1. killanosslorgulus = {10,10(11)2} & 10

2. meganosslorgulus = {10,10(12)2} & 10

3. giganosslorgulus = {10,10(13)2} & 10

4. teranosslorgulus = {10,10(14)2} & 10

5. petanosslorgulus = {10,10(15)2} & 10

6. exanosslorgulus = {10,10(16)2} & 10

7. zettanosslorgulus = {10,10(17)2} & 10

8. yottanosslorgulus = {10,10(18)2} & 10

9. ronnanosslorgulus = {10,10(19)2} & 10

10. mosslorgulus = {10,10(20)2} & 10

11. hasslorgulus = {10,10(30)2} & 10

12. kysslorgulus = {10,10(40)2} & 10

13. pisslorgulus = {10,10(50)2} & 10

14. sasslorgulus = {10,10(60)2} & 10

15. pexxlorgulus = {10,10(70)2} & 10

16. nisslorgulus = {10,10(80)2} & 10

17. zozzlorgulus = {10,10(90)2} & 10

golapulus subseries

golapulus squadron

1. golapulus = {10,10(100)2} & 10

2. second golapulus = {10,100(100)2} & 10

3. giggapulus = {10,100,2(0,1)2} & 10

4. corporapulus = {10,100,1,2(0,1)2} & 10

5. goobapulus (TIS) = {10,100(1)2(0,1)2} & 10

6. goxxapulus (TIS) = {10,100(2)2(0,1)2} & 10

7. coxxapulus (TIS) = {10,100(3)2(0,1)2} & 10

8. toxxapulus (TIS) = {10,100(4)2(0,1)2} & 10

9. grand golapulus = {10,100(0,1)3} & 10

10. dueli-gongulus-amp = {10,100(0,1)(0,1)2} & 10

11. golapulusfact = {10,100(1,1)2} & 10

12. gongxaplapulus = {10,100(2,1)2} & 10

13. dulatriatrix = {3,3(0,2)2} & 3

14. gongcosslapulus = {10,100(3,1)2} & 10

15. gongtesslapulus = {10,100(4,1)2} & 10

16. ginglapulus = {10,100(0,2)2} & 10

17. ginglapulusfact = {10,100(1,2)2} & 10

18. gingxaplapulus = {10,100(2,2)2} & 10

19. trilatriatrix = {3,3(0,3)2} & 3

20. gingcosslapulus = {10,100(3,2)2} & 10

21. ganglapulus = {10,100(0,3)2} & 10

22. ganglapulusfact = {10,100(1,3)2} & 10

23. gangxaplapulus = {10,100(2,3)2} & 10

24. geenglapulus = {10,100(0,4)2} & 10

25. geenglapulusfact = {10,100(1,4)2} & 10

26. gownglapulus = {10,100(0,5)2} & 10

27. gunglapulus = {10,100(0,6)2} & 10

bolapulus squadron

28. bolapulus = {10,100(0,0,1)2} & 10

29. bolapulusfact = {10,100(1,0,1)2} & 10

30. bongxaplapulus = {10,100(2,0,1)2} & 10

31. bongcosslapulus = {10,100(3,0,1)2} & 10

32. bogolapullapulus = {10,100(0,1,1)2} & 10

33. bogolapullapulusfact = {10,100(1,1,1)2} & 10

34. bogongxaplapullapulus = {10,100(2,1,1)2} & 10

35. boginglapullapulus = {10,100(0,2,1)2} & 10

36. boginglapullapulusfact = {10,100(1,2,1)2} & 10

37. boganglapullapulus = {10,100(0,3,1)2} & 10

38. bogeenglapullapulus = {10,100(0,4,1)2} & 10

39. binglapulus = {10,100(0,0,2)2} & 10

40. binglapulusfact = {10,100(1,0,2)2} & 10

41. bingxaplapulus = {10,100(2,0,2)2} & 10

42. bingolapullapulus = {10,100(0,1,2)2} & 10

43. bingolapullapulusfact = {10,100(1,1,2)2} & 10

44. binginglapullapulus = {10,100(0,2,2)2} & 10

45. trimentriatrix = {3,3(0,0,0,1)2} & 3

46. binganglapullapulus = {10,100(0,3,2)2} & 10

47. banglapulus = {10,100(0,0,3)2} & 10

48. banglapulusfact = {10,100(1,0,3)2} & 10

49. bangolapullapulus = {10,100(0,1,3)2} & 10

50. beenglapulus = {10,100(0,0,4)2} & 10

trolapulus squadron

51. trolapulus = {10,100(0,0,0,1)2} & 10

52. trolapulusfact = {10,100(1,0,0,1)2} & 10

53. trogolapullapulus = {10,100(0,1,0,1)2} & 10

54. trobolapullapulus = {10,100(0,0,1,1)2} & 10

55. tringlapulus = {10,100(0,0,0,2)2} & 10

56. tranglapulus = {10,100(0,0,0,3)2} & 10

57. trimentetratrix = {4,4((1)1)2} & 4

quadrolapulus squadron and beyond

58. quadrolapulus = {10,100(0,0,0,0,1)2} & 10

59. quadrolapulusfact = {10,100(1,0,0,0,1)2} & 10

60. quadrogolapullapulus = {10,100(0,1,0,0,1)2} & 10

61. quadrobolapullapulus = {10,100(0,0,1,0,1)2} & 10

62. quadrotrolapullapulus = {10,100(0,0,0,1,1)2} & 10

63. quadringlapulus = {10,100(0,0,0,0,2)2} & 10

64. quadranglapulus = {10,100(0,0,0,0,3)2} & 10

65. quintolapulus = {10,100(0,0,0,0,0,1)2} & 10

66. sextolapulus = {10,100(0,0,0,0,0,0,1)2} & 10

Goplapulus subseries

Goplapulus plateau

1. goplapulus = {10,100((1)1)2} & 10

2. giplapulus = {10,100((1)(1)1)2} & 10

3. gaplapulus = {10,100((1)(1)(1)1)2} & 10

4. geeplapulus = {10,100((1)(1)(1)(1)1)2} & 10

5. boplapulus = {10,100((2)1)2} & 10

6. troplapulus = {10,100((3)1)2} & 10

7. quadroplapulus = {10,100((4)1)2} & 10

Goduplapulus plateau

1. goduplapulus = {10,100((0,1)1)2} & 10

2. giduplapulus = {10,100((0,2)1)2} & 10

3. gaduplapulus = {10,100((0,3)1)2} & 10

4. geeduplapulus = {10,100((0,4)1)2} & 10

5. boduplapulus = {10,100((0,0,1)1)2} & 10

6. troduplapulus = {10,100((0,0,0,1)1)2} & 10

7. quadroduplapulus = {10,100((0,0,0,0,1)1)2} & 10

... and beyond ...

1. gotriplapulus = 100^^5 & 10 & 10

2. goquadriplapulus = 100^^6 & 10 & 10

3. goquintiplapulus = 100^^7 & 10 & 10

4. gosextiplapulus = 100^^8 & 10 & 10

5. goseptiplapulus = 100^^9 & 10 & 10

6. decimendecatrix = 10^^10 & 10 & 10

7. go-octiplapulus = 100^^10 & 10 & 10

Quathragoth regiment

1. quathragoth = 10^^100 & 10 & 10

2. second quathragoth = 100^^100 & 10 & 10

3. quathricombinator = 100^^(100+1) & 10 & 10

... ... ...

TBC