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Phoenix 1 (xp2_882030kgz010602)

#C [[ GRID THUMBLAUNCH THUMBSIZE 2 THEME Catagolue ]]
x = 1, y = 1, rule = B3/S23
b!
This pattern is an oscillator.
This pattern is periodic with period 2.
This pattern runs in standard life (b3s23).
The population is constantly 12.
This evolutionary sequence works in multiple rules, from b3nqrs through to b2ein345678s1c2345678.

Pattern RLE

Code: Select all

Glider synthesis

Code: Select all
#C [[ GRID MAXGRIDSIZE 14 THEME Catagolue ]]
#CSYNTH xp2_882030kgz010602 costs 6 gliders (true).
#CLL state-numbering golly
x = 16, y = 20, rule = B3/S23
6bo$7bo$5b3o4$6b2o$7b2o4b2o$6bo6bobo$13bo$2bo$obo6bo$b2o4b2o$8b2o
4$8b3o$8bo$9bo!

Sample occurrences

There are 1579 sample soups in the Catagolue:

Official symmetries

SymmetrySoupsSample soup links

4x64 8           

8x32 1  

C1 498                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                                         

C2_1 43                                                            

C2_2 58                                                                                 

C2_4 188                                                                                                                                                                                                                                                                       

C4_1 48                                                                   

C4_4 10              

D2_+1 2   

D2_+2 1  

D4_+1 48                                                                   

D4_+2 30                                          

D4_+4 27                                      

D4_x1 27                                      

D4_x4 26                                     

D8_1 18                         

D8_4 9            

G1 6         

G2_2 2   

G2_4 195                                                                                                                                                                                                                                                                                 

Inflated symmetries

SymmetrySoupsSample soup links

i4x64 1  

iC2_1 16                       

iC2_2 19                          

iC2_4 10              

iC4_4 10              

iiC2_1 6         

iiC2_2 2   

iiC2_4 3    

iiC4_1 13                  

iiC4_4 13                  

iiiC2_1 2   

iiiC4_1 12                 

iiiC4_4 4     

Unofficial symmetries

SymmetrySoupsSample soup links

6G_C2_4_stdin 2   

8G_C2_4_stdin 72                                                                                                     

D4_+1_skewTest 3    

QuFince_stdin 35                                                 

WSS_Test 1  

b3s23osc_stdin 12                 

catforce_stdin 5       

lifecompetes_stdin_test 61                                                                                      

mvr_catforce_stdin 25                                   

mvr_catsoup_stdin 4     

oscillators_stdin 1  

oscstdin 1  

oscthread_stdin 1  

Comments (24)

Displaying comments 1 to 20.

On 2020-05-27 at 15:08:33 UTC, Someone wrote:

First occurrence in B35/S23!

On 2019-12-27 at 14:38:02 UTC, superjedi224 wrote:

Found this one in B34S36

On 2018-10-16 at 15:26:52 UTC, paulrw63@live.com wrote:

The Phoenix is indeed extr.rare. There are endless extensions, variations and elaborations. There is,however, the question: All known phoenices are of P2. Are there any of higher periods ?

I think I can intuitively answer that question.There are none.

Rather, the phoenices, in all their infinite variety, are a special P2 case of the STATORLESS. (Def: during the oscillator's cycle, all cells die and are reborn at some point or another. ALL ROTOR, NO STATOR). Period 3 has what I call the Clotheshorse, P4 has 2, P5 has 1 ,P6 has one. I have not found any of P7, but P8 has at least 3. There is also the pentadecathlon ...

Here is my hypothesis: There are statorless in every period. This is a tall question, as some periods are known only by a few oscillators, and 4 or 5 have NO oscillators known at all. (19,23...)

I also don't think that there is any property common to these statorless oscillators.

My eMail address is at the top,right side. Bold text.

My theory is that

On 2018-09-16 at 02:26:59 UTC, Someone wrote:

Pretty sure it only applies to B3/S23/C1, I tried to search B3/S23/C4_4 but it didn't give me the badge despite me finding a pheonix in that symmetry.

On 2018-08-21 at 13:57:04 UTC, ilovecoding23 wrote:

My bad, accidentally sent the comment twice.

On 2018-08-21 at 13:56:35 UTC, ilovecoding23 wrote:

Not to brag, but it was my discovery in B3/S2. That being said, why don't I get the Conchita badge?

On 2018-08-21 at 13:56:30 UTC, ilovecoding23 wrote:

Not to brag, but it was my discovery in B3/S2. That being said, why don't I get the Conchita badge?

On 2018-08-04 at 02:34:06 UTC, Someone wrote:

It's not that rare. It appeared after less than 500 billion objects, around 461, in fact.

On 2018-08-03 at 20:26:10 UTC, Someone wrote:

Found in B3/S2 now!

On 2017-11-19 at 23:29:13 UTC, Someone wrote:

None of these 14 -to date- messages stated that I do NOT see the phoenices or the foam-froth oscillators constructable by ANY glider crashes.

On 2017-03-07 at 15:37:30 UTC, Someone wrote:

Two in B38/S23!

On 2016-12-21 at 03:09:57 UTC, paulrw63@live.com wrote:

I found a diehard -8 bits- that is phoenix-like to gen.1, then it proceeds normally.

Also this compact oscillator can be extended endlessly and in all sorts of ways. The number of P2 oscillators is infinite, whereas some other periods only showed up a very few times.

On 2016-11-30 at 02:20:45 UTC, Someone wrote:

There's one in 8x32 now.

On 2016-05-16 at 15:37:24 UTC, connors12321 wrote:

Also works in b35678s

On 2016-02-13 at 20:56:46 UTC, Someone wrote:

Another one. Another one. Another one.

On 2015-10-23 at 19:43:14 UTC, Someone wrote:

There's another one!!

On 2015-10-13 at 03:29:18 UTC, galen@cholbi.com wrote:

I'm waiting for another occurence that provides a better slow-salvo seed than my horrible phoenix seed....

On 2015-10-06 at 20:16:24 UTC, Someone wrote:

YESSSSSS

On 2015-10-05 at 17:05:13 UTC, apgoucher@gmx.com wrote:

Found by Tom Rokicki: Theme music

On 2015-08-04 at 15:22:23 UTC, Someone wrote:

Wiill it ever actually appear?

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