1RB1LD 1RC1RB 1LC1LA 0RC0RD - Revision history

Polygon: Added Category:BB(4)

2026-02-28T11:49:18Z

Added Category:BB(4)

← Older revision		Revision as of 11:49, 28 February 2026
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	== References ==		== References ==

			[[Category:BB(4)]]

Polygon: Undo revision 4446 by Polygon (talk) bringing back the link

2025-10-09T19:21:36Z

Undo revision 4446 by Polygon (talk) bringing back the link

← Older revision		Revision as of 19:21, 9 October 2025
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	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps at which point it becomes a [[translated cycler]] with period 1. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps at which point it becomes a [[translated cycler]] with period 1. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by Shawn Ligocki ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==
	Let <math display="block">D(a, b):= 0^\infty\;1^a\;0^b\;\textrm{D}\textrm{>}\;0^\infty</math>then:<math display="block">\begin{array}{lc}		Let <math display="block">D(a, b):= 0^\infty\;1^a\;0^b\;\textrm{D}\textrm{>}\;0^\infty</math>then:<math display="block">\begin{array}{lc}
	D(a+3, & b) & \to & D(a, b+5) \\		D(a+3, & b) & \to & D(a, b+5) \\

Polygon: /* Analysis by Shawn Ligocki */ Removed link to username (consistency with other TM pages)

2025-10-09T19:05:52Z

Analysis by Shawn Ligocki: Removed link to username (consistency with other TM pages)

← Older revision		Revision as of 19:05, 9 October 2025
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	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps at which point it becomes a [[translated cycler]] with period 1. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps at which point it becomes a [[translated cycler]] with period 1. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by ~~[[User:sligocki\|~~Shawn Ligocki]] ==		== Analysis by Shawn Ligocki ==
	Let <math display="block">D(a, b):= 0^\infty\;1^a\;0^b\;\textrm{D}\textrm{>}\;0^\infty</math>then:<math display="block">\begin{array}{lc}		Let <math display="block">D(a, b):= 0^\infty\;1^a\;0^b\;\textrm{D}\textrm{>}\;0^\infty</math>then:<math display="block">\begin{array}{lc}
	D(a+3, & b) & \to & D(a, b+5) \\		D(a+3, & b) & \to & D(a, b+5) \\

MrSolis: ??

2025-10-07T22:52:22Z

Sligocki: Simplify new commentary about TC. I think we don't need to repeat the preperiod bit.

2025-08-27T20:20:10Z

Simplify new commentary about TC. I think we don't need to repeat the preperiod bit.

← Older revision		Revision as of 20:20, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps~~. It is also~~ a [[translated cycler]] with ~~a preperiod of 32,779,478 steps, a~~ period ~~length of 1 step and a cycle offset of~~ 1 ~~symbol to the left~~. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps at which point it becomes a [[translated cycler]] with period 1. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

Polygon: Fixed link to Blanking Busy Beaver

2025-08-27T20:01:31Z

Fixed link to Blanking Busy Beaver

← Older revision		Revision as of 20:01, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 symbol to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 symbol to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

Polygon: Added a word

2025-08-27T18:54:29Z

Added a word

← Older revision		Revision as of 18:54, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 symbol to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

Polygon: Added its properties as a translated cycler

2025-08-27T18:50:33Z

Added its properties as a translated cycler

← Older revision		Revision as of 18:50, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

Polygon: Mentioned Beeping Busy Beaver championship

2025-08-15T10:57:04Z

Mentioned Beeping Busy Beaver championship

← Older revision		Revision as of 10:57, 15 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) champion, creating a blank tape after 32,779,477 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

Polygon: Combined introduction with link to bbch, reworded part of the introduction

2025-08-10T20:46:36Z

Combined introduction with link to bbch, reworded part of the introduction

← Older revision		Revision as of 20:46, 10 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) champion, creating a blank tape after 32,779,477 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	[[Blanking Beaver]] BLB(4,2) champion ~~which creates~~ a blank tape after 32,779,477 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

← Older revision		Revision as of 20:20, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps~~. It is also~~ a [[translated cycler]] with ~~a preperiod of 32,779,478 steps, a~~ period ~~length of 1 step and a cycle offset of~~ 1 ~~symbol to the left~~. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps at which point it becomes a [[translated cycler]] with period 1. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

← Older revision		Revision as of 20:01, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 symbol to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Busy Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 symbol to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

← Older revision		Revision as of 18:54, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 symbol to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

← Older revision		Revision as of 18:50, 27 August 2025
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	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It is also a [[translated cycler]] with a preperiod of 32,779,478 steps, a period length of 1 step and a cycle offset of 1 to the left. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

← Older revision		Revision as of 10:57, 15 August 2025
Line 1:		Line 1:
	{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}		{{machine\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}}
	{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) champion, creating a blank tape after 32,779,477 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>		{{TM\|1RB1LD_1RC1RB_1LC1LA_0RC0RD}} is the current [[Blanking Beaver]] BLB(4,2) and [[Beeping Busy Beaver]] BBB(4,2) champion, creating a blank tape after 32,779,477 steps and [[Quasihalt\|quasihalting]] after 32,779,478 steps. It was discovered and reported by Nick Drozd in 2021.<ref>Nick Drozd. [https://nickdrozd.github.io/2021/07/11/self-cleaning-turing-machine.html A New Record in Self-Cleaning Turing Machines]. 2021.</ref>

	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==

← Older revision		Revision as of 22:52, 7 October 2025
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	== Analysis by [[User:sligocki\|Shawn Ligocki]] ==		== Analysis by [[User:sligocki\|Shawn Ligocki]] ==
	Let <math display="block">D(a, b) = 0^\infty \; 1^a \; 0^b \; \textrm{D>} \; 0^\infty</math>then:<math display="block">\begin{array}{lc}		Let <math display="block">D(a, b):= 0^\infty\;1^a\;0^b\;\textrm{D}\textrm{>}\;0^\infty</math>then:<math display="block">\begin{array}{lc}
	D(a+3, & b) & \to & D(a, b+5) \\		D(a+3, & b) & \to & D(a, b+5) \\
	D(0, & b) & = & \~~textrm~~{Blank} \\		D(0, & b) & \to & \text{Blank} \\
	D(1, & b) & \to & D(b+2, 4) \\		D(1, & b) & \to & D(b+2, 4) \\
	D(2, & b) & \to & D(b+3, 4) \\		D(2, & b) & \to & D(b+3, 4) \\
	\end{array}</math>let <math>D(a) = D(a, 4)</math>, then we can simplify to:		\end{array}</math>let <math>D(a):= D(a, 4)</math>, then we can simplify to:

	<math display="block">\begin{array}{lc}		<math display="block">\begin{array}{lc}
	D(3k ) & \to & \~~textrm~~{Blank} \\		D(3k ) & \to & \text{Blank} \\
	D(3k+1) & \to & D(5k+6) \\		D(3k+1) & \to & D(5k+6) \\
	D(3k+2) & \to & D(5k+7) \\		D(3k+2) & \to & D(5k+7) \\
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	& \to & D(7) & \to & D(16) & \to & D(31) & \to & D(56) & \to & D(97) \\		& \to & D(7) & \to & D(16) & \to & D(31) & \to & D(56) & \to & D(97) \\
	& \to & D(166) & \to & D(281) & \to & D(472) & \to & D(791) & \to & D(1322) \\		& \to & D(166) & \to & D(281) & \to & D(472) & \to & D(791) & \to & D(1322) \\
	& \to & D(2207) & \to & D(3682) & \to & D(6141) & \to & \~~textrm~~{Blank} \\		& \to & D(2207) & \to & D(3682) & \to & D(6141) & \to & \text{Blank} \\
	\end{array} </math>which has the remarkable luck of applying this [[Collatz-like]] map 14 times before reaching the blanking config (expected # of applications before halting is 3).		\end{array} </math>which has the remarkable luck of applying this [[Collatz-like]] map 14 times before reaching the blanking config (expected # of applications before halting is 3).

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	== Relation to other machines ==		== Relation to other machines ==

	The map and trajectory are equivalent to that of the [[BB(5) champion]]. For all <math>k</math>, let <math>f(k)</math> be the number such that <math>D(k)\to D(f(k))</math>, or <math>\text{HALT}</math> if <math>D(k)\to\~~textrm~~{Blank}</math>, and let <math>g</math> be the map simulated by the BB(5) champion. Then:		The map and trajectory are equivalent to that of the [[BB(5) champion]]. For all <math>k</math>, let <math>f(k)</math> be the number such that <math>D(k)\to D(f(k))</math>, or <math>\text{HALT}</math> if <math>D(k)\to\text{Blank}</math>, and let <math>g</math> be the map simulated by the BB(5) champion. Then:

	<math display="block">\begin{array}{lc}		<math display="block">\begin{array}{lc}