Make a Bowl of Alphabet Soup

Question

This is what we'll call a bowl of alphabet soup - a roughly circular ascii-art shape with the 26 uppercase English letters (A-Z) arranged clockwise to form the perimeter:

   XYZABC
 VW      DE
U          F
T          G
S          H
 RQ      JI
   PONMLK

Write a program that takes in a single letter character, A-Z, and outputs that same bowl of alphabet soup "rotated", so to speak, so the input letter appears where the A does in the example above and the rest of the alphabet cycles fully around clockwise.

So the output for input A would be that same original bowl of alphabet soup.

And the output for input B would be this one:

   YZABCD
 WX      EF
V          G
U          H
T          I
 SR      KJ
   QPONML

Likewise the output for H would be:

   EFGHIJ
 CD      KL
B          M
A          N
Z          O
 YX      QP
   WVUTSR

Or for Z:

   WXYZAB
 UV      CD
T          E
S          F
R          G
 QP      IH
   ONMLKJ

This needs to work for all 26 letters, A through Z.

Details:

• You can assume the only input will be a single letter, A through Z.
• If convenient you may use lowercase a-z for input and/or output, you can even mix and match lower and uppercase.
• The alphabet order must cycle clockwise, not counter-clockwise.
• You must use spaces, not something else, to indent and fill the soup bowl.
• There may be leading or trailing newlines or spaces in the output as long as the soup bowl is arranged properly.
• Note that the bowl shape is 12 characters wide by 7 tall to make it appear roughly circular as text. Your bowls need to be the same shape.

This is code golf so the shortest code wins!

Answer 1

05AB1E, 21 bytes

Defines a program \$f : \color{purple}{\texttt{AlphabeticChar}} \rightarrow \color{purple}{\texttt{String}}\$

Code:

2AA¹k._•1못*Ć,ãiDΣ•Λ

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Breakdown:

2AA¹k._•1못*Ć,ãiDΣ•Λ

2                       # <length>
 AA¹k._                 # <filler>
       •1못*Ć,ãiDΣ•    # <pattern>
                    Λ   # Invoke the canvas function.

Explanation:

The canvas (Λ) in this particular context works as a function with the following signature:

$$ \mathsf{\Lambda} : \left(\texttt{length}: \color{purple}{\texttt{Nat}},\ \texttt{filler}: \color{purple}{\texttt{String}},\ \texttt{pattern}: \color{purple}{\texttt{Nat}}\right) \rightarrow \color{purple}{\texttt{String}} $$

The \$\texttt{pattern}\$ parameter is in this situation a number defining the directions. In the code, this number is represented as •1못*Ć,ãiDΣ•, which is a compressed version of the big number \$2232344565666667670012122\$. Directions are denoted in the following manner:

$$ \begin{array}{l} 7 & & 0 & & 1 \\ & \nwarrow & \uparrow & \nearrow & \\ 6 & \leftarrow & \bullet & \rightarrow & 2 \\ & \swarrow & \downarrow & \searrow & \\ 5 & & 4 & & 3 \end{array} $$

This means that the big number represents the following pattern of directions:

$$ [\rightarrow, \rightarrow, \searrow, \rightarrow, \searrow, \downarrow, \downarrow, \swarrow, \leftarrow, \swarrow, \leftarrow, \leftarrow, \leftarrow, \leftarrow, \leftarrow, \nwarrow, \leftarrow, \nwarrow, \uparrow, \uparrow, \nearrow, \rightarrow, \nearrow, \rightarrow, \rightarrow] $$

With this signature context, the canvas iterates through the \$\texttt{pattern}\$ list and writes \$\texttt{length}\$ characters from the \$\texttt{filler}\$ in the current direction.

The \$\texttt{length}\$ is specified in the code as \$2\$ (at the beginning of the code). For the \$\texttt{filler}\$, we need a rotated version of the alphabet such that it starts with the given input. That is done with the following code (try it here):

AA¹k._

 A¹k       # Find the <index> of the given input character in the alphabet
A   ._     # Rotate the alphabet to the left <index> times.

In pseudocode, this would be executed by the canvas function:

\$ \begin{array}{l} 1. & \text{Write } \color{blue}{\texttt{ab}} \text{ in the direction} \rightarrow \\ 2. & \text{Write } \color{blue}{\texttt{bc}} \text{ in the direction} \rightarrow \\ 3. & \text{Write } \color{blue}{\texttt{cd}} \text{ in the direction} \searrow \\ 4. & \text{Write } \color{blue}{\texttt{de}} \text{ in the direction} \rightarrow \\ 5. & \text{Write } \color{blue}{\texttt{ef}} \text{ in the direction} \searrow \\ 6. & \text{Write } \color{blue}{\texttt{fg}} \text{ in the direction} \downarrow \\ \dots \end{array} \$

Lastly, you can see that the filler argument is 'rotated' \$\texttt{length} - 1\$ times to the right, meaning that the canvas would iterate through the following (cycled and therefore infinite) list:

$$ [\color{blue}{\texttt{ab}}, \color{blue}{\texttt{bc}}, \color{blue}{\texttt{cd}}, \color{blue}{\texttt{de}}, \color{blue}{\texttt{ef}}, \color{blue}{\texttt{fg}}, \color{blue}{\texttt{gh}}, \color{blue}{\texttt{hi}}, \color{blue}{\texttt{ij}}, \color{blue}{\texttt{jk}}, ... $$

Which results in the desired alphabet soup ascii-art shape.

Answer 2

Perl 6, 100 bytes

{"2XYZABC
 VW5DE
U9F
T9G
S9H
 RQ5JI
2PONMLK".trans(/\S/=>{(try ' 'x$/+1)||chr ($/.ord+.ord)%26+65})}

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Replaces all letters in the string with their shifted counterparts, while replacing digits with the number of spaces they represent plus one.

Explanation

{                                                            }# Anonymous code block
 "...".trans(/\S/=>{                                       }) # Translate non-whitespace
                    (try ' 'x$/+1)      # If digits, the amount of spaces plus one
                                  ||chr ($/.ord+.ord)%26+64  # Else the shifted letter

Answer 3

Ruby, 107 bytes

->n{a=(0..6).map{' '*11}
(?A..?Z).map{|i|j,k=(1i**((i.ord-n.ord-6)/6.5)).rect;a[3.5*k+=1][5.2*j+6]=i}
a*$/}

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Improved syntax "i".to_c -> 1i (Suggested by Jordan)

Changed coordinate system so 0 degrees is at right instead of top. This enables 0.5 -> 6

Adjusted multipliers of j and k for shortness

Rather than print output puts a, concatenate array elements and return a string a*$/

Ruby, 119 bytes

->n{a=(0..6).map{' '*11}
(?A..?Z).map{|i|j,k=("i".to_c**((i.ord-n.ord+0.5)/6.5)).rect;a[3.5-j*3.3][6+k*5.17]=i}
puts a}

Uses a complex number raised to a power to map to an ellipse. A complete turn is 26, so each quadrant is 6.5.

This approach relies on the required output resembling an ellipse sufficiently that a valid mapping can be achieved.

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Answer 4

MATL, 49 bytes

7I8*32tvB[1b]&Zvc2Y2j7+_YSy&f7-w4-_Z;YPE\,&S])yg(

What a mess. But it was fun writing. There's even an arctangent involved.

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Explanation

The code

7I8*32tvB

creates an array of numbers and converts them to binary. This gives the zero-one matrix

0 0 0 1 1 1
0 1 1 0 0 0
1 0 0 0 0 0
1 0 0 0 0 0

which is the top left quadrant of a matrix specfying the positions of the letters.

[1b]&Zv

reflects that quadrant vertically without repeating the last row, and horizontally repeating the last column to produce the full matrix:

0 0 0 1 1 1 1 1 1 0 0 0
0 1 1 0 0 0 0 0 0 1 1 0
1 0 0 0 0 0 0 0 0 0 0 1
1 0 0 0 0 0 0 0 0 0 0 1
1 0 0 0 0 0 0 0 0 0 0 1
0 1 1 0 0 0 0 0 0 1 1 0
0 0 0 1 1 1 1 1 1 0 0 0

We now have a mask with the positions. The code

c

converts this to char, because the final result will be a char matrix. Character 0 is displayed as space, and the nonzero entries will be written with the appropriate letters.

2Y2

pushes the string 'abc···xyz', which contains the 26 letters. This string needs to be circularly shifted as per the input. To do that,

j7+_YS

reads the input letter, adds 7 to its ASCII code, and negates the result. For input 'a' this gives −104, which is a multiple of 26, so circularly shifting by this amount will do nothing. If the input is b this gives −105, which shifts the string 1 step to the left to produce 'bcd···yza'; etc.

The next step is to define the order in which the shifted string will be written into the nonzero entries of the matrix. To this end,

y&f

creates a copy of the matrix and pushes two vectors containing the 1-based row and column positions of the nonzeros. Then

7-w4-_

subtracts 7 from the latter, brings the former to top, substracts 4 from it, and negates it. The 7 and 4 specify an origin of coordinates, so that the angles of the position vectors of the nonzero entries with respect to that origin define the desired order.

Z;YPE\

computes the two-argument arctangent modulo 2*pi to produce those angles. Now the smallest angle, which is 0, corresponds to the entry where the first letter should go, and the rest advance counter-clockwise.

,&S])

rearranges the letters in the string according to those angles, so that when the letters are written into the nonzero entries of the matrix in column-major order (down, then across) the result will be correct. This is done by

yg(

For example, if the input is 'a' the string was not circularly shifted:

abcdefghijklmnopqrstuvwxyz

The rearranging as per the angles transforms this into

utsvrwqxpyoznamblckdjeifgh

so that 'u' will correctly go to the first (in column-major order) nonzero entry, which is (3,1) in matrix notation; 't' will go to (4,1), 's' to (5,1); 'v' to (2,2) etc:

   ······   
 v·      ·· 
u          ·
t          ·
s          ·
 ··      ·· 
   ······   

Answer 5

Charcoal, 33 bytes

ＧＨ→→↘→↘↓↓77←←←←↖←↖↑↑↗→↗→→²✂⁺αα⌕αＳ

Try it online! Link is to verbose version of code. Explanation:

ＧＨ

Trace a path.

→→↘→↘↓↓77←←←←↖←↖↑↑↗→↗→→

Outline the bowl. Each 7 expands to ↙←.

²

Move one character at a time (this API overlaps each line's ends with the next).

✂⁺αα⌕αＳ

Draw using the doubled alphabet, but starting at the position of the input character.

Answer 6

Python 2, 129 bytes

lambda x:''.join((i,chr((ord(x)+ord(i))%26+65),' '*5)[ord(i)/46]for i in'''   XYZABC
 VW] DE
U]]F
T]]G
S]]H
 RQ] JI
   PONMLK''')

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Answer 7

R, 139 122 bytes

-17 bytes thanks to Giuseppe

u=utf8ToInt;`*`=rep;o=c(' '*12,'
')*7;o[u("  &3@LKWVUTSRDC5(")]=LETTERS[(13:38+u(scan(,'')))%%26+1];cat(o,sep='')

Explanation:

o=rep(c(rep(' ',12),'
'),7) 

Builds an empty box of spaces

u(" &3@LKWVUTSRDC5(")

is a set of indices for letter positions corresponding to:

c(7:9,23,24,38,51,64,76,75,87:82,68,67,53,40,27,15,16,4:6)

TIO

Answer 8

JavaScript (Node.js),  121  119 bytes

Saved 2 bytes thanks to @tsh

c=>`2XYZABC
0VW5DE
U9F
T9G
S9H
0RQ5JI
2PONMLK`.replace(/./g,x=>''.padEnd(+x+1)||(B=Buffer)([65+([a,b]=B(c+x),a+b)%26]))

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How?

This code abuses Buffer to extract the ASCII codes of the template letter \$x\$ and input letter \$c\$ and convert them back into the target letter.

Example with \$c=\$"H" and \$x=\$"B"

// extracting the ASCII codes
Buffer(c + x) → Buffer("HB") → <Buffer 48 42>

// assigning them to variables
[a, b] = Buffer(c + x) → a = 0x48 (72) and b = 0x42 (66)

// computing the ASCII code of the target letter
65 + ((a + b) % 26) → 65 + (138 % 26) → 65 + 8 → 73

// turning it back into a character
Buffer([73]) → <Buffer 49> → implicitly coerced to "I" by replace()

Answer 9

APL+WIN, 72 bytes

Prompts for character

m←7 12⍴' '⋄n←(7⍴2)⊤v,⌽v←(⍳3)/28 34 65⋄((,n)/,m)←(22+s⍳⎕)⌽s←⎕av[65+⍳26]⋄m

Try it online!Coutesy of Dyalog Classic

Answer 10

R, 218 197 bytes

-21 bytes thanks to Giuseppe

function(t,l=letters,`*`=rep,s=" ",n="
",`~`=`[`,r=c(l~l>=t,l))cat(s*3,r~24:26,r~1:3,n,s,r~22:23,q<-s*6,r~4:5,n,r~21,u<-s*10,r~6,n,r~20,u,r~7,n,r~19,u,r~8,n,s,r~17:18,q,r~10:9,n,s*3,r~16:11,sep='')

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Ungolfed:

alphasoup <- function(startlet){
  startnum <- which(l == startlet)
  rotatedletters <- c(letters[startnum:26], letters[1:(startnum -1)])[1:26]
  cat('   ',rotatedletters[24:26],rotatedletters[1:3], '\n ', 
      rotatedletters[22:23], s6 <- '      ', rotatedletters[4:5], '\n',
      rotatedletters[21], s10 <- rep(' ', 10), rotatedletters[6], '\n',
      rotatedletters[20], s10, rotatedletters[7], '\n',
      rotatedletters[19], s10, rotatedletters[8], '\n ',
      rotatedletters[17:18], s6, rotatedletters[10:9], '\n   ',
      rotatedletters[16:11],
      sep = '')
}

Created rotated letter vector and uses cat to fill out rim of bowl with that vector.

Answer 11

Java 11, 134 bytes

c->"2XYZABC_0VW5DE_U9F_T9G_S9H_0RQ5JI_2PONMLK".chars().forEach(i->System.out.print(i<59?" ".repeat(i-47):(char)(i>90?10:(c+i)%26+65)))

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136 bytes version with potential to be golfed?

c->"2XYZABC_0VW5DE_U9F_T9G_S9H_0RQ5JI_2PONMLK".chars().forEach(i->System.out.printf("%"+(i<59?i-47:"")+"c",i>90?10:i<59?32:(c+i)%26+65))

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Explanation (of the first answer)

c->                          // Method with character parameter and no return-type
  "2XYZABC_0VW5DE_U9F_T9G_S9H_0RQ5JI_2PONMLK"
                             //  Template-String
    .chars().forEach(i->     //  Loop over the unicode values of its characters:
    System.out.print(        //   Print:
     i<59?                   //    If the value is below 59 (so a digit character):
      " ".repeat(i-47)       //     Repeat a space that digit + 1 amount of times
     :(char)(i>90?           //    Else-if the value is above 90 (an underscore character):
              10             //     Print a newline
             :               //    Else:
              (c+i)          //     Add the current value and the input together
                   %26       //     Take modulo-26 of it to get the index in the alphabet
                      +65))) //     And add 65 to make it an uppercase letter

Answer 12

Wolfram Language (Mathematica), 258 bytes

(t[x_]:=Table[" ",x];w=RotateRight[Alphabet[],4-LetterNumber@#];j=Join;a[x_,y_]:=j[{w[[x]]},t@10,{w[[y]]}];b[m_,n_]:=j[t@1,w[[m;;m+1]],t@6,w[[n;;n+1]],t@1];""<>#&/@{j[t@3,w[[1;;6]]],b[25,7],a[24,9],a[23,10],a[22,11],Reverse@b[12,20],j[t@3,w[[19;;14;;-1]]]})&

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Answer 13

Haskell, 127 bytes

("cXYZABC aVWfDE UjF TjG SjH aRQfJI cPONMLK">>=).(?)
t?c|c>'Z'=' '<$['a'..c]|c<'!'="\n"|t<'B'=[c]|c>'Y'=t?'@'|1<2=pred t?succ c

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Each character in the encoded string is decoded by function ? into a string:

t?c                             -- 't' is the starting char,
                                -- 'c' the char from the encoded string
   |c>'Z'=' '<$['a'..c]         -- if 'c' is a lowercase letter, return some spaces
                                -- 'a': one, 'b': two, etc
   |c<'!'="\n"                  -- if 'c' is a space, return a newline
   |t<'B'=[c]                   -- if 't' is the letter A, return 'c'
   |c>'Y'=t?'@'                 -- wrap around Z
   |1<2=pred t?succ c           -- else the result is the same as starting one letter
                                -- earlier (pred t) but looking at the successor of 'c'

Answer 14

Kotlin, 148 146 145 bytes

Removed extra parentheses for -2
Replaced raw string for -1

{l:Char->"2XYZABC 0VW5DE U9F T9G S9H 0RQ5JI 2PONMLK".map{c->if(c>'@')((c-'A'+(l-'A'))%26+65).toChar()
else if(c>' ')" ".repeat(c-'/')
else '\n'}}

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Answer 15

C# (Visual C# Interactive Compiler), 126 118 bytes

n=>$@"   XYZABC
 VW{"",6}DE
U {"",9}F
T {"",9}G
S {"",9}H
 RQ{"",6}JI
   PONMLK".Select(b=>b<65?b:(char)((b+n)%26+65))

Saved 8 bytes thanks to @someone. Yes, that's actually his username.

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Answer 16

TSQL query, 238 bytes

DECLARE @y char='G'

,@ char(91)=3;WITH C as(SELECT'5585877636333330301125255'z,8a,ascii(@y)x
UNION ALL
SELECT stuff(z,1,1,''),a+left(z,1)/3*13+left(z,1)%3-14,(x+14)%26+65FROM
C WHERE''<z)SELECT
@=stuff(stuff(@,a,1,char(x)),1+a/13*13,1,char(13))FROM
C PRINT @

The test link for this answer broke the line breaks and excluded the spaces. I have replaced the spaces with period and replaced char(13) with char(13)+char(10) in order to show a readable result.

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Ungolfed:

DECLARE @y char='G'

-- @ is the string being printed last. 
-- @ is populated with 3 to save a byte
-- the number 3 gets replaced later
-- (this could have been any 1 digit value), 
-- @ is automatically filled with spaces, because
-- it is declared as a char(x) and assigned a value
,@ char(91)=3;
-- recursive query
WITH C as
(
-- z string containing digits for the direction of next letter
-- z should not contain 4 because it will point to same position.
-- values in z 0,1,2,3,4,5,6,7,8 can logally convert to 
-- (-1,-1),(-1,0),(-1,1),(0,-1),(0,0),(0,1),(1,-1),(1,0),(1,1)
-- a is the starting position
  SELECT'5585877636333330301125255'z,8a,ascii(@y)x
  UNION ALL
-- stuff remove first character from the z string
-- a calculate next position of the next letter
-- x cycle the input letter
  SELECT stuff(z,1,1,''),a+left(z,1)/3*13+left(z,1)%3-14,(x+14)%26+65
-- repeat recursive until long string is empty
  FROM C
  WHERE''<z
)
SELECT
-- 1st stuff replace the character to created the start of a 
--   logical line in the string @ this is where 3 gets overwritten
-- 2nd stuff replaces a character(space if coded correct) 
--  with the letter at the calculated position.
  @=stuff(stuff(@,a,1,char(x)),1+a/13*13,1,char(13))
FROM C

PRINT @

Answer 17

C(GCC) 286 270 bytes

-12 bytes ceilingcat

Not exactly the shortest golf, but it works

#define r(a)(a+c)%26+65
#define R(a)for(i=10;i;a[--i]>32?a[i]=r(a[i]):0);
i;f(c){char T[]="   XYZABC\n",E[]="VW      DE\n",F[]="RQ      JI\n",B[]="   PONMLK";R(T)R(E)R(F)R(B)printf("%s %s%c%*c\n%c%*c\n%c%*c\n %s%s",T,E,r(85),11,r(70),r(84),11,r(71),r(83),11,r(72),F,B);}

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Answer 18

PHP, 236 229 226 bytes

<?=($a=ord(file_get_contents('php://stdin'))-65)?preg_replace_callback('~\w~',function($m)use($a){return chr((ord($m[0])-65+$a)%26+65);},'   XYZABC
 VW      DE
U          F
T          G
S          H
 RQ      JI
   PONMLK'):'';

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Pre-golf:

<?php
$adjust = ord(file_get_contents('php://stdin')) - 65;
echo preg_replace_callback('~\w~', function($match) use ($adjust) {
    $new = ord($match[0]) - 65;
    $new = ($new + $adjust) % 26;
    $new += 65;
    return chr($new);
}, '   XYZABC
 VW      DE
U          F
T          G
S          H
 RQ      JI
   PONMLK');

Explanation:

Using ord we convert to an integer between 0 and 255. A is 65 and Z is 90.
Using this knowledge, we take the input and reduce it by 65 so we have an adjustment value.
We then iterate over all characters, call ord on them, reduce them by 65, increase them by our adjustment value. Using modulo we loop back down to 0 if they exceed 26.
We then increase them by 65 again and convert them back into letters with chr.

Sadly php://stdin can only be interogated once, so we need to pass the input into the function in our loop, preventing us from saving bytes on use($a) and having to declare a variable outside the function stops us from cleanly using the <?= echo method - we have to wrap everything in a giant ternary.

Answer 19

Javascript (V8), 316 bytes

function a(b){n="abcdefghijklmnopqrstuvwxyz".split(b);n=b+n[1]+n[0],console.log(`   ${n[23]+n[24]+n[25]+n[0]+n[1]+n[2]}\n ${n[21]+n[22]}      ${n[3]+n[4]}\n${n[20]}          ${n[5]}\n${n[19]}          ${n[6]}\n${n[18]}          ${n[7]}\n ${n[17]+n[16]}      ${n[9]+n[8]}\n   ${n[15]+n[14]+n[13]+n[12]+n[11]+n[10]}`)}

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First time trying code golf out. Appreciate any tips / feedback.

Original code before minifying:

function a(b){
    var c = ("abcdefghijklmnopqrstuvwxyz").split(b);
    c = b+c[1]+c[0]
    console.log(`   ${c[23]+c[24]+c[25]+c[0]+c[1]+c[2]}\n ${c[21]+c[22]}      ${c[3]+c[4]}\n${c[20]}          ${c[5]}\n${c[19]}          ${c[6]}\n${c[18]}          ${c[7]}\n ${c[17]+c[16]}      ${c[9]+c[8]}\n   ${c[15]+c[14]+c[13]+c[12]+c[11]+c[10]}`)
}

Answer 20

Red, 139 bytes

func[a][foreach c{   XYZABC
 VW      DE
U          F
T          G
S          H
 RQ      JI
   PONMLK}[if c > sp[c: c + a % 26 + 65]prin c]]

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A really naive solution.

Answer 21

Perl 5 -p, 110 bytes

$b=/A/?Z:chr(-1+ord);$_=eval("'2XYZABC
 VW5DE
U9F
T9G
S9H
 RQ5JI
2PONMLK'=~y/A-Z/$_-ZA-$b/r");s/\d/$".$"x$&/eg

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Answer 22

APL (Dyalog Classic), 50 bytes

⎕a@((-⎕a⍳⍞)⌽∪⌊.5+{3 5.5×1-2 1○○⍵÷¯19}¨⍳38)⊢7 12⍴''

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Answer 23

C (gcc), 200 198 197 bytes

-3 bytes thanks to ceilingcat.

x,z;f(c){char*y,t[27],i=0;for(c-=46;i<14;t[13+i++]=(c-i)%26+65)t[i]=(c+i)%26+65;for(i=-4;++i<4;printf("%*.*s%*.*s\n",3273>>x*3&7,x?:1,y,z,x?:1,y+2*!i+z))z="--*%"[x=abs(i)]-34,y=t+x+(x>2)+13*(i>0);}

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Answer 24

PHP, 131 bytes

for(;$s='2YZABCD
 WX5EF
V9G
U9H
T9I
 SR5KJ
2QPONML'[$i++];)echo$s<A?$s<'0'?$s:str_pad('',$s+1,' '):chr(65+(ord($s)+ord($argn))%26);

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