2Deadfish/Constants

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This page serves to find the shortest way to output a number as the final one in 2Deadfish using the fewest commands.

Note that this is different from Deadfish/Constants because this one also shows you how to output the number. The creator of this page decided to do this differently because outputting helps people see how the number was incremented/decremented. It might help someone more pattern-savvy find a pattern.

Constants

I have decided to only include constants less than 1,000,000 simply because that seems like a good stopping point. If there are a lot of integers (like 1000) I will only include that many.

Basically, if the integer is less than 1,000,000 or there are 1,000 smaller found digits before it, I will not include it.

It is okay to add versions of codes with fewer commands. Please check that they work, though.

Text

In this, all newlines are replaced with | and the code starts after the = sign. It corresponds with the code in the table.

      0=o
      1=i|o
      2=io|s
      3=ii|so
      4=ii|s|oi
      5= i|si| o
      6= i|si|oi
      7=  i|osi|i i
      8=  i| s|dii|do
      9=  i| s|dii|o
     10=iio|ss
     11=iii|sso
     12=ii i|ssdi| oi
     13=iioi|ssii
     17=ii|si| o
     18=ii|si|oi
     25= io|sid| s
     26= i|sio| s
     37=iiiio|ddss
     50=  i| si|oii
     99=iii|ssds|  o
    100=iii|ssds| oi
    122=iiio|sss
    123=iiii|ssso
    145=iii|ssi|  o
    174=  io|ii i| s|iiii
    624= is|sido| s
    678= io|sis| s
    730= i|siio| ss
   2116= i io|sisd|i dd|ii
   2117= iii|si i|sdii|sii| o
   2137= iii|si i|sdii|sii|  di i|i i i i|iiiiiio
  15130=iiiio|ssss
  15377=iiii|sssi|   o
  30277=  i i|ii i o| s   is|iiiidd
1000000=NO NUMBERS THIS SIZE OR LARGER

Table

Constants
Constant 2Deadfish Code Notes
0
o
1
i
o
2
io
s
Alternatives with an equal amount of commands exist.
3
ii
so
Alternatives with an equal amount of commands exist.
4
ii
s
oi
5
 i
si
 o
6
 i
si
oi
7
  i
osi
i i
8
  i
 s
dii
do
9
  i
 s
dii
o
10
iio
ss
11
iii
sso
12
ii i
ssdi
 oi
13
iioi
ssii
outputs 10, then 13
17
ii
si
 o
18
ii
si
oi
25
 io
sid
 s
26
 i
sio
 s
37
iiiio
ddss
50
  i
 si
oii
99
iii
ssds
  o
100
iii
ssds
 oi
122
iiio
sss 
123
iiii
ssso
145
iii
ssi
  o
174
  io
ii i
 s
iiii
For an unspecified reason.
256 N/A This is a reminder to myself that 256 cannot be obtained in 2Deadfish.
624
 is
sido
 s
678
 io
sis
 s
730
 i
siio
 ss
2116
 i io
sisd
i dd
ii
For an unspecified reason
2117
 iii
si i
sdii
sii
 o
For an unspecified reason.
2137
 iii
si i
sdii
sii
  di i
i i i i
iiiiiio
For Forth Truffle (Polish funny number)
15130
iiiio
sssi
15377
iiii
sssi
   o
30277
  i i
ii i o
 s   is
iiiidd
For an unspecified reason.
1,000,000 NOT SHOWN This is a reminder to myself that I won't put numbers larger than this here.

Patterns

For these patterns, assume the pointer is traveling left-to-right on the top row of the pattern as it does in the beginning, and the counter has value n. The pointer exits the pattern in the place with the o.

Constants
Pattern Linearized Pattern Numerical Result Direction Going Out Examples Notes
 i
 ds
oi
i/ ds/oi n² + 1 if n is 0, else n² Left n = 0, result = 1

n = 5, result = 25

Can be easily stacked by replacing o with s,
then repeating the bottom two lines underneath.
Keep in mind that anything going through 256 will not work correctly.
io
s
io/s (n + 1)² + 1 Right n = 0, result = 2

n = 2, result = 10

Can be easily stacked by copying and pasting the first column to the right of itself.
 i
sio
 s
i/sio/ s ((n + 2)² + 1)² + 1 Right n = 0, result = 26 Can be easily stacked by copying and pasting the middle one right and one down.
ii
si
 o
ii/si/ o ((n + 1)² + 3)² + 1 Down n = 0, result = 17
 io
sis
 s
io/sis/ s (((n + 2)² + 1)² + 1)² + 2 Right n = 0, result = 678
oii
isi
iii
oii/isi/iii ((((n + 1)² + 3)² + 3)² + 3)² + 1 Up n = 0, result = 132497 Prints n before printing result.

Trivia

  • The largest number which can be created (not output) from a grid with 3 rows and 3 columns seems to be:
7073314610:

The code to get this is:

iii
sis
 s
  • The largest number which can be created (not output) from a grid with 4 rows and 3 columns seems to be:
15494111221007235429132631937499268310770
iii
sis
sis
 s

As you can see, it is essentially a stretched version of the code that created the last largest number.

  • The largest number which can be created (not output) from a grid with 3 rows and 4 columns seems to be:
6265904955731451823248530089528397054442485687402055129686641529513027237424101

The code to get this is:

iiii
sisi
 sii
  • The largest number which can be created (not output) from a grid with 4 rows and 4 columns seems to be:
1104569352399156450744550677775757371441124903219425561293893578672495119790296925211587878064275295567629806769637546834916536067777343075550
5200458543764411094080721272929428098253660296513322211223646639101545624232374791008029803500593163247774806344325843899392631719443798523870
4913832808185899753810696151109841496105466634274102923597677370936214562567203247101182679580671663504157474139915881993654459386475190487083
0025774530880946189700374011177129884408799527866710971642516036164619660634021753649571252571536903253925931296377667296709286650625648210000
1769911710846392469725955491510112192408119328236939035681661909927058021410

The code to get this is:

iiii
sisi
siis
 ss

Unclear Data

If there is any data under here, it doesn't have o, so you don't know where the code halts (though I can't think of a way to create an infinite loop, so it probably stops looping).

Large Amount of Linearized Data

      1=i|d
      2=i|i
      3= i|ii
      4= i|i|ii
      5= i|si
      6= i|si| i
      7=  i| si|i i
      8= i|i i|iii
      9= i|sis| dd
     10= i|s|ii
     11=  i| s|iii
     12=  i| s|i|iii
     13=  i|i  i| s|iii
     14=iii|ss|i|i i
     15=  i| sii|i  i|i ii
     16= i|si| ds
     17=ii|si
     18=ii|si| i
     19=i i|s i| ii
     20=ii|si|i|ii
     21=ii|si|i i|ii
     22= i|i i|i  s|iii
     23=ii|si|i  i|iiii
     24=ii|si|i i|iii
     25= i|si|di|s
     26= i|si| s
     27= i|sii| s
     28= i|sii|  i| s
     29= i|si i| sii
     30= i|i ii|ii i|  s
     31= i|i ii|iis|i  i
     32= ii|i  i| s|iiii
     33= ii|i ii|ii i|  s
     34= i|  ii|si i| sii
     35= iii|i  i| s|iiii
     36=  i|s i|sd| ii
     37= i|si|si
     38= i|si|si| i
     39=  i| si| si|i i
     40= i|i  i|  si|ii i
     41= i|i  i|iisi|i  i
     42= ii|i  i|is|i ii
     43= i i|i  i|  si|ii i
     45= iii|i  i|is|i ii
     46= iii|si i|sdii| ii
     49=  i| si|id|i i
     50= i|si|ii
     51=  i| si|iii
     52=  i| si|i|iii
     53=  i|i  i| si|iii
     54=   i|iisi|i ii| i
     55= i i|i  i|  s|iiii
     56=  i|i  i| sii|iii
     57=   i|iisi|i ii|ii
     59=  i| sii|i  i|iiii
     64=ii|sds| s
     65=  i|isi|i i
     66=  i|i|isi|i i
     67=  i|i  i|isi|i i
     68=i i| i i|sdii| s
     69= ii|i i|ii s| ii
     70=  i|i  i|isii|i i
     71=i ii| i i|sdii| s
     73=  ii|i  i|isii|i i
     81=  i| s|dii|s
     82=ii|s|ids| s
     83=  i|ii i| si|i i
     84=ii|s s|i  i|iiii
     85= iii|i  i|ii i|  s
     86=  i|ii i| sii|i i
     89=  ii|ii i| sii|i i
    100=iii|ssds
    101=  i| s|sii
    102=  i| s|sii| i
    103=   i|  s| sii|i i
    104=   i|ids| sii|i i
    105=  ii|ii i|idis| ss
    106= i i|didi|diis| ss
    121=  i| s s|i  d|iii
    122=  i|ss|iii
    123=   i| ss|iiii
    124=   i| ss|i|iiii
    125=iiii|sss|d|i  i
    126=iiii|sss|i|i  i
    127=iiii|sss|ii|i  i
    144= i|si| dsd| d d
    145=  i|is|iii
    146=  i|i|is|iii
    147=  i|i  i|is|iii
    148=iii|ssi|i|i i
    149=iii|ssi|ii|i i
    150=  i|i  i|is|iiii
    151= iii|iddi| si|iiii
    152=iii|ssi|i  i|i ii
    153=  ii|i  i|is|iiii
    169= i|si| ds| dd
    170=  i|ii| s|iii
    171=  i|ii i| s|iii
    172=iii|ss|i|iii
    173=iii|ss|i  i|iii
    174=  i|ii i| s|iiii
    175= iii|iddi|isi|i ii
    176=iii|ss|i  i|iiii
    177=  ii|ii i| s|iiii
    196= i|si| ds| ds
    197=  i|i  i| s i|iii
    198=i ii|si| is| i i
    199= i i|sdii|sds| i i
    200=  i|i  i| s i|iiii
    201=iiii|si i|s d| dd
    202=iii|sdii|sd i| iii
    203=  ii|i  i| s i|iiii
    225= i|si| ds| s
    226= i|i i|iids|  s
    227= ii| si|ii d|  dd
    228=ii|  s|siid| d d
    229= ii|i i|iids|  s
    230=i ii| s|sd i| iii
    289=ii|si|di|s
    290=ii|si| s
    291=ii|sii| s
    292=ii|sii|  i| s
    293=ii|si i| sii
    294=ii|si i| si|  ii
    295=i i|s ii|iis|i  i
    296=iii|  ii|sid| sii
    297=i i| dii|si i| sii
    298=ii|  ii|si i| sii
    300=iiii|si i|  ii| s
    301=ii i|  ii|si i| sii
    324=i i|s i|sd| ii
    325=ii|si|si
    326=ii|si|si| i
    327=i i|s i|s i| ii
    328=i  i|s  i|idsi|i  i
    329=i  i|s  i|iisi|i  i
    330=  ii|iisi| isi|i  i
    333=iiii|si i|siid| d d
    334=iiii|si i|sdii| ii
    361= ii| si|id|i i
    362=ii|si|ii
    363= ii| si|iii
    364= ii| si|i|iii
    365= ii|i  i| si|iii
    366= i|i ii|i s|ii i
    367= i i|idii|  si|i ii
    368= ii|i  i| sii|iii
    369= ii|i ii|i s|ii i
    371= ii| sii|i  i|iiii
    400=  ii|ii| dsi|i  i
    401= ii|isi|i i
    402= ii|i|isi|i i
    403= ii|i  i|isi|i i
    404= i|i  i|i si|ii i
    405= i i|idii|i si|i  i
    406= ii|i  i|isii|i i
    407= i i|i  i|i si|ii i
    409= iii|i  i|isii|i i
    441=   i|ddd| s i|ddii
    442=ii|si|i i|iis
    443=ii|si|i ii|iis
    444= i|i  i|i s|iiii
    445= iii|i d|i s|iiii
    447= i i|i  i|i s|iiii
    484=  i|s i|ddi|ds
    485=ii|si|i  i|iisi
    486= iii| sdi|di i|d d
    487= iii| sdi|iddi|i ii
    529= i|d d|sid| s
    530= ii|i  i|i s|ii i
    531= i i| ss|iddi|i ii
    533= iii|i  i|i s|ii i
    576=i| s|dis|ds
    577= i|  dd|si d| si
    578= ii| s|diis|d d
    579= i i|  ii|sd i| sii
    581= iii|s d|sid| sii
    582=ii i|sis|i i|iiii
    625= i|  s|sid| s
    626=  i|s i|idi| s
    627=   i| s i|iidi|  s
    628= i|  s|sidi| sii
    629= i i|  s|siid| sdd
    676= i|sii| sds
    677=i i| s|sii
    678= i|sis| s
    679= ii|si s| s
    680= ii|si s|  i| s
    681= ii|i i|sis| s
    682= i i|sis| si|  ii
    684= iii|si i| dis|  s
    685= iii|si i|ddis|iis
    729= i|sii|d i|ss
    730= i|sii| ss
    731= i|siii| ss
    732= i|siii|   i| ss
    733= i|siii|dss|i  i
    734=iii|di d|siid| ss
    735= i i|idii| ss|iiii
    784= i|si i| sd|  ii
    785= i|sii| si
    786= i|sii| si|  i
    787= i|si i| s i|  ii
    788= i|i ii|  si|ii i
    789= i|i ii|iisi|i  i
    790= ii|i  i|is|iiii
    791= ii|i ii|  si|ii i
    793= iii|i  i|is|iiii
    794= iii|si i| s i|  ii
    795= iii|si i|ds i|i ii
    841=  i| sii|id i|iis
    842= i|sii|i i| s
    843=  i| sii|ii i|  s
    844= i|i ii|  s|iiii
    845= i|i ii|iis|i ii
    847= ii|i ii|  s|iiii
    900= ii| sds|i  i|iiii
    901=  i|isii|i  i|  s
    902= i|i ii|iis| i i
    904= ii|i  i| s i|iiii
    905= ii|i ii|iis| i i
    907= iii|i  i| s i|iiii
    961=  i|ddii|si i| sii
    962= iii|   s|si i| sii
   1024=  i|sdii|si i| sii
   1025= ii|s ii|sid| sii
   1089=   i|ddsi|sd| i i
   1090= i|sidd|sis| d d
   1091= ii|sidd|sis| d d
   1156= i|sisd|si| d d
   1157= i i|si d|sisd| d d
   1158= iii|sd i|sdii| ii
   1159= iii| s i|i  i|iiii
   1225=  i| si|sd| ii
   1226=  i| sii|sddi| i i
   1227= iii|sddi| sdi|  ii
   1228=  i| si|sd i| iii
   1230=  i| sii|sd i| iii
   1296= i|si|si| ds
   1297=   i| isi|sd| i i
   1298= i|sis|sdi| ii
   1299= ii|si s|sid| dd
   1300= ii|si s|sdi| ii
   1302= i i|sis|sdi| iii
   1369=   i|ddsi|s  i| i i
   1370= i|si|si| s
   1371= i|si|sii| s
   1372= i|si|si i| sdi
   1373= i|si|si i| sii
   1374= i|sii|si i| sii
   1375= iii|si i|sid| s
   1376= iii|sidi|sid| sii
   1378= i i|sid|si i| sii
   1379= iii|si i|siid| sdd
   1444=   i|sdsi|s  i| i i
   1445= i|si|si|si
   1446=iiii|d di|diii| ss
   1521= ii|idii|iss|i  i
   1522= i|si|si|ii
   1523=  i| si| si|iii
   1524= i|i  i|  si|iiii
   1525= i|i  i|iisi|i ii
   1526=   i|iisi| isi|i ii
   1527= i i|i  i|  si|iiii
   1600=   i|iisi| dsi|i  i
   1601=  i|isi| si|i i
   1602= i|i  i|iisi| i i
   1603=   i|iisi|i si|i  i
   1604= ii|i  i|is i|i ii
   1605= i i|i  i|iisi| i i
   1607= iii|i  i|is i|i ii
   1682= ii|i  i|  si|ii i
   1685= iii|i  i|  si|ii i
   1850= iii|s di|i  i|iiii
   1936=   i|ddsi|d ii|ddds
   2027=   i|ddsi|d ii|dds
   2116= i|sisd|i dd|ii
   2117= iii|si i|sdii|sii
   2209=  i| sis|id d|i i
   2210=   i| ssi|d ii|dddi
   2211=   i| ssi|iddi|i ii
   2304=  i| si|dii|ds
   2305=   i| isi|d ii|dd
   2306=  i| si|diis|d d
   2307=ii i|  ii|sddi| ss
   2401=  i| si|dii|s
   2402=  i| si|idi|iis
   2403=  i| si|idii|iis
   2500=   i|sdsi| iii
   2501=  i| si|sii
   2502=  i| si|sii| i
   2503=   i|  si| sii|i i
   2504=   i|idsi| sii|i i
   2601=  i| sis|i  d|iii
   2602=  i|ssi|iii
   2603=   i| ssi|iiii
   2604=   i| ssi|i|iiii
   2605=iiii|ddsi|idsi|i  i
   2606=iiii|ddsi|iisi|i  i
   2704=   i|ii| dsi|i ii
   2705=  i|isi|iii
   2706=  i|i|isi|iii
   2707=  i|i  i|isi|iii
   2708= i i|sis|i di|ii i
   2709= i i|i  i|iis| iii
   2710=  i|i  i|isii|iii
   2713=  ii|i  i|isii|iii
   2809= ii|idi| si|iii
   2810=  i|ii| si|iii
   2811=  i|ii i| si|iii
   2812=  ii|iidi| s i|ii i
   2813= iii|i  i|  s|iiii
   2814=  i|ii i| sii|iii
   2817=  ii|ii i| sii|iii
   2917=   i|iisi|i ii|si
   2919= i i|  si|i  i|iiii
   3026= i i|s s|i  i|iiii
   3136=   i|iisi|i ii|iids
   3137= i i|i s|i  i|iiii
   3138=  i| sis|i  i|iiii
   3251=   i|iisi|i ii|iis
   3481=iiii|dds|d ii|ddds
   3482=  i|ssii|i  i|iiii
   3600=i  i| dd|s di| ds
   3601=  i|isii|i  i|iiii
   3602=iiii|dds|d ii|dds
   3721= i|sis| dds|  dd
   3722=iiii|ddid|sisd| ddd
   3844=i i|sd|sdi| s
   3845=iii|sd i|sd i| s
   3846=iii|sdi|sdi| s
   3847= i i|sdii|sd i| ss
   3848=ii i|sdi|sdii| s
   3969=i i| s|sdi| s
   3970=i  i| s|sd i| sdi
   3971=i  i| s|sd i| sii
   3972=i  i| si|sd i| sii
   4096=   i|sd| isi| i i
   4097=  i| s|sd s|sii
   4098=i i|diis| sds|  s
   4225=ii i|  di|sds| s
   4226= i|si|i s|ii
   4227=  i| si|ii s| ii
   4228=iiii|   i|sds| s
   4229=iiii|sds|ds|i  i
   4230=iiii|sds| si|  ii
   4356=iii|sd s| sdi|  ii
   4357=  i|isi|is|i i
   4358=iii|sd s| si|  i
   4359=iii|sd s|dsi|i i
   4360=ii i|sdsi| si|  ii
   4489= ii|idi|isi|i i
   4490=  i|ii|isi|i i
   4491=  i|ii i|isi|i i
   4492=  ii|iidi|is i|i  i
   4493= iii|i  i|iis| i i
   4494=  i|ii i|isii|i i
   4497=  ii|ii i|isii|i i
   4625=iii|di s|isi|i i
   4626= i i|sisi|id i|i  i
   4627=ii i|disi|i  i|ii i
   4628= i i|sisi|idi|i ii
   4762= i i|sis|idii|i i
   4763=ii i|dis|i ii|iii
   4901=iiii|di i| sdi|  si
   5042=iiii|s di|i  i|iiii
   5929= iii|dd i| s i|ddii
   6084=   i|  s|ddii|ds
   6086= iii| sdi|iddi|iis
   6241=   i|  s|ddii|ss
   6400=   i|  s|sdii| s
   6401= iii|si i|sdid| sdd
   6402= iii|sd i| s i|  ii
   6403= iii|sd i|ds i|i ii
   6561= ii| s|dids|s s
   6562=   i|s s|idii| s
   6724=ii|sds|i  i|iiii
   6725=  i|ii s| si|i i
   6726=  i|ii|i is|iis
   6727= ii|sid|i is|iis
   6729=  ii|ii i|i is|iis
   6889=  ii|iidi| ssi|i  i
   6890=  i|ii i| sis|i i
   6891=   i|dds|diii| ss
   7057= ii|is|iids|  s
   7059= iii|  si|i  i|ii i
   7060= iii|  si|i i|iiii
   7226= iii|s s|i  i|ii i
   7227= iii|  s|i ii|iii
   7397= iii|i s|i  i|ii i
   7570=ii i|s s|i  i|iiii
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 619375= ii|i ii|  si|iiii
 620944= i i|i i|isdi|iiii
 620945=  i|isii|  si|i  i
 620946= i|i ii|iisi| i i
 620948= ii|i  i|is i|iiii
 620949= ii|i ii|iisi| i i
 620951= iii|i  i|is i|iiii
 630437= iii|si i| s i|s ii
 632026= iii|si i| s i|i ii
 632027= iii|si i|ds i|iiii
 705600=  i| sii|di i|d s
 707281=  i| sii|di i|s s
 707282=  i| sii|id i|iiss
 708964=  i|s ii|sds| iii
 708965= i|sii| s|sii
 708966=  i| sii|si i| is
 710650= i|sii| s|iii
 710651=  i| sii|  s|iiii
 712337=  i|isii|ii i|  s
 712338= i|i ii|iis| iii
 712341= ii|i ii|iis| iii
 804609=iiii|di i|sids| sdd
 806404=iiii|di i|sids| sds
 810001=iii|dids|si i| sii
 811802= i|sii|is|i i
 811803=  i| sii|iis| i i
 813605=  i|isii|i s|i  i
 815410=  ii| dis|si i| sii
1000000=NOT APPLICABLE

Large Amount of 2D Data

1:
i

2:
i
i

3:
 i
ii

4:
 i
i
ii

5:
 i
si

6:
 i
si
 i

7:
  i
s i
 ii

8:
 i
i i
iii

9:
 i
sis
 dd

10:
ii
ss

11:
iii
ss

12:
iii
ss
  i

13:
ii i
ssii

14:
ii i
  i
ssii

16:
 i
si
 ds

17:
ii
si

18:
ii
si
 i

19:
i i
s i
 ii

20:
  ii
idsi
i  i

21:
  ii
iisi
i  i

25:
iii
d i
sii

26:
 i
si
 s

27:
 i
sii
 s

28:
 i
si i
 sdi

29:
 i
si i
 sii

30:
 ii
si i
 sii

31:
 iii
sid
 sii

36:
   i
sdsi
 i i

37:
 i
si
si

38:
 i i
ids
iiii

49:
 i
siss
 ddd

50:
 i
si
ii

51:
  i
 si
iii

52:
   i
idsi
i ii

53:
   i
iisi
i ii

64:
ii
sds
 s

65:
  i
isi
i i

66:
ii i
sds
 sdi

81:
iiis
ssdd

82:
 is
i di
ii s

100:
iii
ssds

101:
iis
ss

102:
i i
diis
 ss

121:
ii i
  di
sss

122:
iii
sss

123:
iiii
sss

124:
iiii
sss
   i

144:
ii i
s d
 sii

145:
iii
ssi

146:
iii
ssi
  i

147:
ii i
s  i
 sii

169:
 ii
sids
 ddd

170:
iii
ss
i i

171:
i ii
  s
siii

196:
ii
sisd
 d d

197:
i ii
 is
si i

225:
ii
sis
 dd

289:
  ii
ddsi
si i

290:
ii
si
 s

291:
ii
sii
 s

292:
ii
si i
 sdi

293:
ii
si i
 sii

294:
iii
si i
 sii

295:
iiii
sid
 sii

324:
i  i
sdsi
 i i

325:
ii
si
si

362:
ii
si
ii

363:
 ii
 si
iii

364:
  ii
idsi
i ii

365:
  ii
iisi
i ii

400:
iiii
si i
 dds

401:
 ii
isi
i i

402:
 iii
ids
iiii

484:
 idd
si d
 sds

529:
 idd
si d
 ss

576:
is
dis
ds

577:
 idd
si d
 si

625:
 is
sid
 s

626:
 is
sidi
 sdi

676:
 i
sii
 sds

677:
i i
 s
sii

678:
 i
sis
 s

679:
 ii
si s
 s

680:
 i i
sis
 sdi

730:
 i
sii
 ss

731:
 i
siii
 ss

785:
 i
sii
 si

786:
 i i
idsi
iiii

901:
 iis
si i
 sii

1089:
iiii
dd i
dss

1156:
iiii
dd i
sss

1225:
 i s
sisd
 ddd

1296:
iss
diis
sdd

1297:
 iii
si i
 sii

2304:
i i
sdds
 ss

2305:
iiii
sddi
 ss

2401:
   i
ddsi
siii

2500:
   i
sdsi
 iii

2501:
  i
 si
sii

2602:
  i
ssi
iii

2603:
   i
 ssi
iiii

2705:
  i
isi
iii

2706:
iiii
disi
 sdi

3721:
 is
i ds
iidd

3844:
 is
i ds
iids

3969:
 is
i ds
iis

4096:
iii
sd s
 sds

4097:
iis
sds
 s

4226:
iii
sds
 s

4227:
iiii
sds
 s

4228:
iiii
sds
 sdi

4357:
iii
sd s
 si

4358:
ii i
sdsi
 sdi

6400:
isii
di i
dsii

6561:
isii
di i
ssii

6725:
ii i
dis
 sii

9409:
iii
  ds
ssdd

9604:
iii
  ds
ssds

9801:
iii
  ds
sss

10000:
isd
diis
 ss

10001:
iii
  ds
ssi

10202:
iis
 dis
s s

10203:
i s
diis
 ss

10405:
i is
diis
 ss

10610:
i ii
diis
 ss

14400:
ii i
s di
 ss

14885:
iiis
sss

15130:
iiii
ssss

15377:
iiii
sssi

15378:
iiii
sssi
   i

15626:
iiii
sss
i  i

20449:
iii
s is
 sdd

20736:
iii
s i
 sds

20737:
iiis
s di
 sii

21026:
iii
s i
 ss

21027:
iii
s ii
 ss

21316:
i ii
sdsi
 i i

21317:
iii
s i
 si

21610:
iii
ssi
i i

21611:
i ii
  si
siii

21905:
i ii
 isi
si i

28900:
i ii
sds
 iii

28901:
iii
 s
sii

29242:
iii
ss
iii

29243:
 iii
 ss
iiii

29585:
i ii
 is
siii

37249:
iidd
sisd
 d d

37636:
iisd
sisd
 d d

38025:
ii s
sisd
 d d

48841:
iidd
sis
 ddd

49284:
ii
sisd
 ddd

49729:
ii
siss
 ddd

50176:
ii
sis
 dds

50177:
iis
si d
 ddd

51985:
iis
siid
 d d

81796:
iidd
si d
 sds

82369:
iidd
si d
 ss

82944:
iisd
si d
 s

82945:
iidd
si d
 si

83521:
iis
sid
 s

83522:
iis
sidi
 sdi

84100:
ii
sii
 sds

84101:
iiis
sid
 s

84102:
ii
sis
 s

84103:
iii
si s
 s

84104:
ii i
sis
 sdi

84682:
ii
sii
 ss

84683:
ii
siii
 ss

85265:
ii
sii
 si

86437:
iiis
si i
 sii

90001:
iiii
si i
 sii

130321:
  ii
ddsi
siii

131044:
i  i
sdsi
 iii

131045:
i i
 si
sii

131770:
i i
ssi
iii

131771:
 i i
 ssi
iiii

132497:
 ii
isi
iii

132498:
 iii
idsi
iiii

278784:
iss
d is
dds

334085:
 iii
sd i
 sii

386884:
 isd
sidd
 s

388129:
 iss
sidd
 s

389376:
 is
sids
 s

390626:
 is
sidi
 s s

391877:
 is
sidi
 s i

394385:
 is
sidi
 sii

455625:
iis
s is
 ddd

456976:
iis
s is
 dds

456977:
iis
sd i
 iii

458329:
 ii
si s
 sdd

458331:
 is
i is
iis

459684:
 ii
si s
 sds

459685:
 is
sis
 s

461042:
 ii
sis
 s

461043:
 iii
sis
 s

461044:
 iii
sis
 sdi

462401:
 ii
si s
 si

462402:
 i i
sisi
 sdi

529984:
 isd
siid
 ss

531441:
 i s
siid
 ss

532901:
 i
siis
 ss

532902:
 ii
siis
 ss

534362:
 i
siii
 sss

535825:
 i
siii
 ssi

708965:
 is
si i
 sii