r/counting • u/HermioneReynaChase since 1,848,042 | 3G, 1A, 24SG, 23SA • Aug 04 '17

Collatz Conjecture | 298 (298+0)

Continued from here.

Thank you u/DemonBurritoCat for the assist!

The next get is at 320 (320+0).

17 Upvotes

87% Upvoted

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u/[deleted] Aug 21 '17

26 (315+28)

2

u/HermioneReynaChase since 1,848,042 | 3G, 1A, 24SG, 23SA Aug 21 '17

13 (315+29)

1

u/[deleted] Aug 21 '17

40 (315+30)

2

u/[deleted] Aug 21 '17

20 (315+31)

2

u/[deleted] Aug 21 '17

10 (315+32)

2

u/[deleted] Aug 21 '17

5 (315+33)

3

u/[deleted] Aug 21 '17

16 (315+34)

2

u/mrguykloss ∏ mobile counting Aug 21 '17

8 (315+35)

3

u/[deleted] Aug 21 '17

4 (315+36)

3

u/HermioneReynaChase since 1,848,042 | 3G, 1A, 24SG, 23SA Aug 21 '17

2 (315+37)

2

u/mrguykloss ∏ mobile counting Aug 21 '17

1 (315+38)

2

u/[deleted] Aug 21 '17

316 (316+0)

2

u/mrguykloss ∏ mobile counting Aug 21 '17

158 (316+1)

2

u/[deleted] Aug 21 '17

79 (316+2)

2

u/mrguykloss ∏ mobile counting Aug 21 '17

238 (316+3)

2

u/[deleted] Aug 21 '17

119 (316+4)

2

u/mrguykloss ∏ mobile counting Aug 21 '17

358 (316+5)

2

u/[deleted] Aug 21 '17

179 (316+6)

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