n = 670,617,279

370 steps to 1 · pair₀ (LSB) = left edge of GPK
steps 370
episodes 83
ep/steps 0.224
d=1 58%
peak 322,205,345,153
n
GPK (pair₀ → MSB)
670,617,279
GGGPPGKGKPGGGPP
1,005,925,919
GGPKPPGKPPGGGPG
1,508,888,879
GGPKPKPGGGPGPPPP
2,263,333,319
GPKGPPGPGPPGPPKP
3,394,999,979
GPPPPPPPGPPPPPKG
5,092,499,969
PKKKPKPPPPKPGGPKP
3,819,374,977
PKKPPPKKGPPPGKPG
2,864,531,233
PKPKGPKPPGGPPPPP
2,148,398,425
PPPPPPGGPGKKKKKP
1,611,298,819
GKKKKPGPPPKKKKPP
2,416,948,229
PPKKKPGPGGKKKKPP
453,177,793
PKKGPKGGPKKKGPP
339,883,345
PKPPPPGKPKKPKPP
254,912,509
PGGGGPPPPKGKGG
95,592,191
GGGGPGPPPKGPPP
143,388,287
GGGPPGPGGPKPKP
215,082,431
GGGPPPPGPKPGKG
322,623,647
GGPPKPPGPPGKGKP
483,935,471
GGPGKPKPKPPGKGP
725,903,207
GPPPGPPPKPKPGPP
1,088,854,811
GPPKGPPPPPPGKKKP
1,633,282,217
PPPPKPPGPPPPPKPP
1,224,961,663
GGGPPGPPGKKKPPKP
1,837,442,495
GGGPPPPKPPKPPGPP
2,756,163,743
GGPPKPGPGPKPKPPP
4,134,245,615
GGPGKPPPGPPPPPGG
6,201,368,423
GPPPGGPPPKPPPKGPP
9,302,052,635
GPPKGGKKPKGPPPPKP
13,953,078,953
PPPPPPPKGPPPGGGKG
10,464,809,215
GGGGKKPPKKKGGGPPP
15,697,213,823
GGGPPPGPKKPPGPPPG
23,545,820,735
GGGKPPGPKKGPGPGPPP
35,318,731,103
GGPPPKPKPPPKPPGKKP
52,978,096,655
GGKKPPPPPGGPPPPPKG
79,467,144,983
GPPKGPPPKGPPKKKPPKP
119,200,717,475
GKPPPPPPPPPGKKKGGPP
178,801,076,213
PPGGGPPGGGPPPKPPPPP
16,762,600,895
GGGPPGGGKKPKGPPGG
25,143,901,343
GGPPKGGPPKGPPPPGPP
37,715,852,015
GGPGPPGKPPKKKPKGKP
56,573,778,023
GPPPKPPPGGKKKGPKPG
84,860,667,035
GPPPKPKKGPPKPKKGGKP
127,291,000,553
PPPGPPKPPKPKGKPPPGP
95,468,250,415
GGPKPPPGPPPPPPGKPPP
143,202,375,623
GPKGGPPGPPKPGPPPPKP
214,803,563,435
GPPPGKKPPPKPGKKKPKG
322,205,345,153
PKKPPPPPGGPGKPKKGPKP
241,654,008,865
PKPKKGKPGKGPGKKPKPG
181,240,506,649
PPPKPPPPPPKGPKGKPPP
135,930,379,987
GKPGPGGGKPPKPPPPGGP
203,895,569,981
PGGKPGGPGGPKPPGPGGP
76,460,838,743
GPPPGGKGGPPPPGKGPKP
114,691,258,115
GKKKGPGPPKPKKPGPPPP
172,036,887,173
PPKPPKPPPKGKPGKKKPP
32,256,916,345
PPGPGPGPPPPPPKKPGP
24,192,687,259
GPPPKGPKGGGGPKPPPP
36,289,030,889
PPPGPPPPPGGGPKGPKP
27,216,773,167
GGPKKKKKGGGKPPPPPP
40,825,159,751
GPKPKKKPPGPPPKKPPP
61,237,739,627
GPPPKKKGPGKKPKKPPG
91,856,609,441
PKPPKKPPKPPKGKPPPPP
68,892,457,081
PPGPKPGPGGKPPPKKKKP
51,669,342,811
GPPPPPPPGPGPGPKKKG
77,504,014,217
PPKPGPPPPPPPGPKKPKP
58,128,010,663
GPPPPGKKGKGPKPKPPG
87,192,015,995
GPGPKPPPKGKKPGKPKPP
130,788,023,993
PPGPPGPGPKPPGKGPPGP
98,091,017,995
GPKKGPPKPGPPPPPGPPP
147,136,526,993
PKPPPPGKPPKKPKKPPKP
110,352,395,245
PGPGGPPGGKKPPKGPPPP
41,382,148,217
PPGPKPGPPKPPPKPPPP
31,036,611,163
GPPPPPPKPGPGPPGKGP
46,554,916,745
PPKPGPPPGKPGPPPGPP
34,916,187,559
GPPPPGGPPPPKPKPKKP
52,374,281,339
GPGPKGPKKKKGPKGKKG
78,561,422,009
PPGPPPPKKKPPPPKPPKP
58,921,066,507
GPKKKKPKKPGGGPGPPG
88,381,599,761
PKPKKKGKKPGGGKPPKPP
66,286,199,821
PGKKKPPKGPGGPGPPGG
24,857,324,933
PPKPPGPPKGPPPPKGPP
4,660,748,425
PPKPKKPPPGKGPPPKP
3,495,561,319
GPPPKPKKPPPPKKPG
5,243,341,979
GPPPKGKKGPKPKPGKP
7,865,012,969
PPPGPKPPPPKGKPPGP
5,898,759,727
GGPKPGPGGPPPGGPPP
8,848,139,591
GPKPPPPGGKPPGGKKP
13,272,209,387
GPPGGPPGPPPKGPPKG
19,908,314,081
PKPGGKKGKKPPPKPPKP
14,931,235,561
PPPGPKPPKPGGPPGPG
11,198,426,671
GGPKPGPPPPGPGPPPP
16,797,640,007
GPKPPPPPGPGKPPPGG
25,196,460,011
GPPGGPGPGKPGPGPGPP
37,794,690,017
PKPGGKGKPGGPKGKGKP
28,346,017,513
PPPGPPPGPGKPPPPPPP
21,259,513,135
GGPKPGPPPPPKGKGGKP
31,889,269,703
GPKGGKPPGGGPKGPPGP
47,833,904,555
GPPPPPGPGGPKGKPKGP
71,750,856,833
PKKPKKGKGGPPKPGPKKP
53,813,142,625
PKPPKPPPGKKPGPKPKG
40,359,856,969
PPKPGPKPPKPPPPPPPP
30,269,892,727
GPGPKPPGPPGKKGKKGP
45,404,839,091
GKGPKGPGPPPPPKPPPP
68,107,258,637
PGKKGPKPPKKPGPPGGG
25,540,221,989
PPPKKGPGKKPPPKGGPP
4,788,791,623
GPKPPPPKGGPPPGPKP
7,183,187,435
GPPGPGGPPPPKKGPPP
10,774,781,153
PKPGKGPKPPGKPKKPP
8,081,085,865
PPPPPPPPGPPPPKPGP
6,060,814,399
GGGKKKGPKKKPPPPPP
9,091,221,599
GGPPKPKKPKPGPGPKP
13,636,832,399
GGKPKGKPPKPGKGPKG
20,455,248,599
GPPGPKPPPPGKGKKGKP
30,682,872,899
GKKPKGGPGPPGKPPKGP
46,024,309,349
PPPPPPGKGKKPGPGPPP
8,629,558,003
GKGGPPPPKGPPPKKKP
12,944,337,005
PGPPKPPGPPKPGKKKG
4,854,126,377
PPPKGPPKKPPPPKPKP
3,640,594,783
GGPPPKPKGGGGKPPG
5,460,892,175
GGKKPPPPPGGPPPKPP
8,191,338,263
GPPKGPPGPGGKKPPGP
12,287,007,395
GKPPPPPGKGPPKGPGP
18,430,511,093
PPGGGPKPGPKPPPKPKP
1,727,860,415
GGGPPGKKPGGGPPPP
2,591,790,623
GGPKPPPPGPGPPPPP
3,887,685,935
GGPKPKPPPPGPGPPG
5,831,528,903
GPKGPKPKPPPPGPPPP
8,747,293,355
GPPPPPPKPKPPPPKKP
13,120,940,033
PKKKKPPPPKPKPGKKG
9,840,705,025
PKKKPGGKPGKPPPKPP
7,380,528,769
PKKPPGPGPPPGGPGPP
5,535,396,577
PKPGPKGPGGPGPPKPP
4,151,547,433
PPPKPPPPGKGPGPGG
3,113,660,575
GGPPKKGPPPPPPPGP
4,670,490,863
GGPGKPKKPKPPPPPKP
7,005,736,295
GPPPPGKKGKPPPKPPP
10,508,604,443
GPPKKPPPKGPPPKGPP
15,762,906,665
PPPKPGPGPPKPGPPPG
11,822,179,999
GGPPPPPKKPPPKKKGP
17,733,269,999
GGPGPPGKKGGGKKPKKP
26,599,904,999
GPPGPPPPPPGPPKGKPP
39,899,857,499
GPPPPKKPGPGKPPKPPP
59,849,786,249
PPKPGKKPGKPPGGPGPG
44,887,339,687
GPPPPKGPPGGPGKGPPP
67,331,009,531
GPGGGPPPPGGKPGPPGG
100,996,514,297
PPGGPKKPKGPGGKKPGPP
75,747,385,723
GPGPPKPPPPPGPKPPPKP
113,621,078,585
PPGKPKPKKPPPKPGPPPP
85,215,808,939
GPPPPGKKPKKPGPPGGKP
127,823,713,409
PKKPKPPKGKPGPKKGPGP
95,867,785,057
PKPPGGKPPPPKPKPPPPP
71,900,838,793
PPKPGPGPGGPPPGGPKKP
53,925,629,095
GPPPKGKGGPGKPGKPKG
80,888,443,643
GPGGPKGPGKPPPPPGPKP
121,332,665,465
PPGPKGKPPGGGGGGKKGP
90,999,499,099
GPPPPPPKPGGGGGPKPPP
136,499,248,649
PPKKPGGKPGGGGPKGGGP
102,374,436,487
GPKPPGPGPGGGPPPGGPP
153,561,654,731
GPKGPPPGKGGGKKKGGKP
230,342,482,097
PKGPKPPPGPGPPKPPPPG
172,756,861,573
PPKPPKKPKGPKPPGKKPP
32,391,911,545
PPGPKPPPPPGPPPKPGP
24,293,933,659
GPPPPKKKKPKKKPPPPP
36,440,900,489
PPKPGKKKKGKKKGGPKP
27,330,675,367
GPPPPKKKPPKKPGPPPP
40,996,013,051
GPGGGKKPPGKPGPKPPP
61,494,019,577
PPGGPPKPKPPPPKPPPG
46,120,514,683
GPGPKPGKGGGGKGGPPP
69,180,772,025
PPGPPGKGPGGPGPPKKKP
51,885,579,019
GPKKGPPKGGPPKPPKKG
77,828,368,529
PKPPKPPPPGPGPGPKPKP
58,371,276,397
PGPPPGGGPKGKGPPPPG
21,889,228,649
PPPPGGPKGKGPKPPKPP
16,416,921,487
GGKPGPPPPPKPPKPGG
24,625,382,231
GPPPGKKPPPKGGPGPPP
36,938,073,347
GKKKPPKPPGPPPPPPKP
55,407,110,021
PPKPGPPPPPKPPPPGKG
10,388,833,129
PPPPGKKKPPGKGPPPP
7,791,624,847
GGKPPKKGPPPPKKPGP
11,687,437,271
GPPGGKPKKKPPKPGPP
17,531,155,907
GKKGPPGKKKGGKPPKKP
26,296,733,861
PPPPKKPPKPPPGGPKPP
4,930,637,599
GGPKGGKPGKPGPPPKP
7,395,956,399
GGPPPPPPPPPGKPGPP
11,093,934,599
GPKKPKKKKKKPPPPPP
16,640,901,899
GPKKGKKKKKPGGGPGG
24,961,352,849
PKPPKPKKKKPGGGKGPP
18,721,014,637
PGPPGKKKKGPGGPPPKP
7,020,380,489
PPKPPKKPPKGPPKPPP
5,265,285,367
GPGGKKPGPPPGPPGKP
7,897,928,051
GKGPPKPGKKKGPPPGP
11,846,892,077
PGPKPPGKPKPKPKKGP
4,442,584,529
PKPGPPGPKGKGKPKKP
3,331,938,397
PGPPKPPPPPPPPPKG
1,249,476,899
GKPKPKKPPPGPPPKP
1,874,215,349
PPGPPKKPPPGPGGPP
175,707,689
PPPKPPPKPPGPPP
131,780,767
GGPPKKPGPPPGGP
197,671,151
GGPGKPGKKPKGGP
296,506,727
GPPPPPPPKGPPPKP
444,760,091
GPPKKKKPPKKPPPP
667,140,137
PPPKKKKGGKKGGPP
500,355,103
GGPKKKPGPKPGPGP
750,532,655
GGPKKPGKKGGPKGP
1,125,798,983
GPKPKPPPPPPKGKKP
1,688,698,475
GPPPPGGPGPPPKPPP
2,533,047,713
PKPPPGGKGPGGPPPP
1,899,785,785
PPGKPGPPKGGKPKGP
1,424,839,339
GPPPPKPPPGPGKPPP
2,137,259,009
PKKKKGGGGKPPGGGP
1,602,944,257
PKKKPGGGPPKPGGPP
1,202,208,193
PKKGPGGKKPPPGPKP
901,656,145
PKPPPGPKPGGPPPG
676,242,109
PGGPPKPPPGKPKPP
253,590,791
GPKKPGGPPGPKGG
380,386,187
GPKPGPGKKGPPPPP
570,579,281
PKPPPPPPPKKKPKP
427,934,461
PGGGPKKGPKKPPPP
160,475,423
GGPKPPPPKKPPPP
240,713,135
GGPPPGGGKPPPPG
361,069,703
GPKPKGGPPPKPPPP
541,604,555
GPKGPPGKKPKPKKP
812,406,833
PKGKKPPPKGPPKKG
609,305,125
PPPKPKKPPKPPKPP
114,244,711
GPPPKGGKGGKGPP
171,367,067
GPPPPPPGPPGKPP
257,050,601
PPPGGPKPPKPPGG
192,787,951
GGPGPPGPPGGPGP
289,181,927
GPPGKKPPKGGKPKP
433,772,891
GPPPPPPGPPPGPPP
650,659,337
PPKKPPKPKPKGPPP
487,994,503
GPKPKPGKPPPKPGP
731,991,755
GPKGPGKPPKPPGPP
1,097,987,633
PKGKPPGGPKGPPKKP
823,490,725
PPPPKPGPPPPKPKG
154,404,511
GGPPPPKKKPGKPP
231,606,767
GGPGPPKKPGKGPG
347,410,151
GPPGPGKKPPGPKPP
521,115,227
GPPPPPPPGGKKGGP
781,672,841
PPKPPKPPGPPPPGP
586,254,631
GPPKPPKPPKGGPKP
879,381,947
GPGPPGKPPPPPKPG
1,319,072,921
PPPPKPGPGGPPPGKP
989,304,691
GKGPGPPPGPGGPPG
1,483,957,037
PGPKGKPPGKGPKPPP
556,483,889
PKGKPPKPGPPKPKP
417,362,917
PPPGGKGPKKPGKPP
78,255,547
GPGPPPPKPPPPKP
117,383,321
PPPPKKPKGGGGPP
88,037,491
GKGPKPPPGGGKPP
132,056,237
PGPPKPKKGGPGGP
49,521,089
PKKGPKPPGKGGP
37,140,817
PKPPPPGPPPGKP
27,855,613
PGGGPPKKPPPPP
10,445,855
GGPKKPPPGGPP
15,668,783
GGPKPPPKGGPG
23,503,175
GPKPPKPPPPPPP
35,254,763
GPPGPKGGPPPKP
52,882,145
PKPGPPPGPPPKG
39,661,609
PPPKKKGKPGPPP
29,746,207
GGPKKPPGPPKGP
44,619,311
GGPKPPPGKPPPP
66,928,967
GPKPPKKPPGGGG
100,393,451
GPPGPKPGGPGGPP
150,590,177
PKPGPKPGPPGGKP
112,942,633
PPPKPGPPGPGPPP
84,706,975
GGPPPPKPKGKKPP
127,060,463
GGPGPPKGPKPPGP
190,590,695
GPPGPGPKKGPPGP
285,886,043
GPPPPPKPPPKKPKP
428,829,065
PPKPPPPPGGKPPPP
321,621,799
GPPKGGKPGPPKGKP
482,432,699
GPGPPPPPPKKGKGP
723,649,049
PPPKPKKKPKPKGPP
542,736,787
GKPPPKKPPPPPKKP
814,105,181
PGPPPKKPPPKPKKG
305,289,443
GKPGKPPPPKGKPKP
457,934,165
PPPPPPKPGPKPGPP
335,401
PPPKPGPKPP
251,551
GGPPPPPGG
377,327
GGPGPKKGPP
565,991
GPPGPKPPKP
848,987
GPPPKPGGKG
1,273,481
PPKPPGPPGKP
955,111
GPPGPKPPPG
1,432,667
GPPPKGPGPPP
2,149,001
PPKPPPKGKKP
1,611,751
GPPGGPPPKPP
2,417,627
GPPGGKPGKPP
3,626,441
PPKGPPPPGPG
2,719,831
GPPPKKKPPPP
4,079,747
GKKPKKKPPGG
6,119,621
PPKGKKPPPGPP
1,147,429
PPPKPKKPPKP
215,143
GPPPKPKPG
322,715
GPPPKGPGKP
484,073
PPPGPKPPGP
363,055
GGPKPPKPPP
544,583
GPKPGGKPKP
816,875
GPPGPPGPKG
1,225,313
PKPPPKGPPKP
918,985
PPKGPPKKPG
689,239
GPPPKPKPPP
1,033,859
GKKPPPKGGG
1,550,789
PPKGPPPPGPP
290,773
PPPGGGPPKP
6,815
GGPPPPP
10,223
GGPGGPP
15,335
GPPGGPG
23,003
GPPGPPPP
34,505
PPKGPPKP
25,879
GPPKPPPP
38,819
GKPPGPPP
58,229
PPGPGKPG
5,459
GKPPPPP
8,189
PGGGGGP
3,071
GGGGGP
4,607
GGGGPKP
6,911
GGGGPPP
10,367
GGGPKPP
15,551
GGGPKGG
23,327
GGPKGPPP
34,991
GGPPKPKP
52,487
GPKKPGKG
78,731
GPKPGKGKP
118,097
PKPPPGKGP
88,573
PGGGPPPPP
33,215
GGGPPKKP
49,823
GGPPPKKG
74,735
GGPGGKPKP
112,103
GPPGPPGPP
168,155
GPPGKKPPP
252,233
PPKPPPPGG
189,175
GPGGPKPGP
283,763
GKGPKPPPKP
425,645
PGPPPGGPPP
159,617
PKKPGGPPP
119,713
PKPPGKPGP
89,785
PPGPPGPPP
67,339
GPKKGPKKP
101,009
PKPPPPKPP
75,757
PGPGGPPKP
28,409
PPGGPGPP
21,307
GPGKGKPP
31,961
PPPGKGGP
23,971
GKPPPGPP
35,957
PPGPKGKP
3,371
GPPKPG
5,057
PKKGGKP
3,793
PKPGPG
2,845
PGPKGP
1,067
GPPKKP
1,601
PKKPPP
1,201
PKGPKP
901
PPKPG
169
PPPP
127
GGGP
191
GGGP
287
GGPKP
431
GGPPP
647
GPKPP
971
GPKGG
1,457
PKGPPP
1,093
PPKPKP
205
PGKG
77
PGKP
29
PGP
11
GP
17
PKP
13
PG
5
PP
1
P
Red = pair₀=G (d=1, ×1.5 growth). Blue = pair₀≠G (d≥2, collapse).
Every red band is finite (Cor. 5.3: max burst ≤ ⌊log₂n⌋). The trajectory cannot diverge.