Author Topic: BASE64  (Read 327 times)

Offline Petr

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BASE64
« on: December 23, 2019, 07:04:16 AM »
Hi. This my first attempt for writing 64 - based (6 bite) function.

I put it here for you, before find for me unknown bug. Unexpected rounding of large numbers occurs, for small (up to 10,000,000) it works as expected.
I use methods that avoid AND. I will continue in it evening. I place it here,  if anyone want to look into this crossword puzzle ... :)

I think, Bug is in first function - BASE64$.

Code: QB64: [Select]
  1.     INPUT "insert number for calculating as BASE64 and back:"; nr
  2.     A$ = BASE64$(nr)
  3.     PRINT A$
  4.     PRINT BASE64TODEC(A$)
  5.  
  6.  
  7. FUNCTION BASE64$ (nr AS _UNSIGNED LONG) 'vstup je cislo, vystup 64 bitovy retezec
  8.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG
  9.     FOR a = 0 TO 63
  10.         IF a <= 25 THEN B = a + 65
  11.         IF a > 25 THEN B = a + 71
  12.         IF a > 51 THEN B = a - 4
  13.         IF a = 62 THEN B = 43
  14.         IF a = 63 THEN B = 47
  15.         ' https://en.wikipedia.org/wiki/Base64
  16.         B64(a) = B
  17.     NEXT
  18.     REDIM b64out(0) AS _UNSIGNED _BYTE
  19.     IF nr = 0 THEN BASE64$ = CHR$(B64(0))
  20.     DO UNTIL nr = 0
  21.         V = nr MOD 64
  22.         nr = nr \ 64
  23.         b64out(i) = V
  24.         i = i + 1
  25.         REDIM _PRESERVE b64out(i) AS _UNSIGNED _BYTE
  26.     LOOP
  27.  
  28.     FOR s = i - 1 TO 0 STEP -1
  29.         BASE64$ = BASE64$ + CHR$(B64(b64out(s)))
  30.     NEXT
  31.     ERASE B64
  32.     ERASE b64out
  33.  
  34.  
  35. FUNCTION BASE64TODEC~& (nr$)
  36.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED _BYTE, sj AS LONG
  37.     FOR a = 0 TO 63
  38.         IF a <= 25 THEN B = a + 65
  39.         IF a > 25 THEN B = a + 71
  40.         IF a > 51 THEN B = a - 4
  41.         IF a = 62 THEN B = 43
  42.         IF a = 63 THEN B = 47
  43.         ' https://en.wikipedia.org/wiki/Base64
  44.         B64(a) = B
  45.     NEXT
  46.  
  47.     FOR Si = 1 TO LEN(nr$)
  48.         V = ASC(nr$, Si)
  49.         search = 0
  50.         DO UNTIL B64(search) = V
  51.             search = search + 1
  52.         LOOP
  53.         sj = LEN(nr$) - Si
  54.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ sj)
  55.     NEXT
  56.  

Fast news>>>>> add DEFLNG A-Z to begin and it works correctly.  I repair this later, because must go out now...
« Last Edit: December 23, 2019, 07:53:48 AM by Petr »

Offline SMcNeill

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Re: BASE64
« Reply #1 on: December 23, 2019, 07:51:35 AM »
See if this simple solution isn't more like what you're looking for:

Code: QB64: [Select]
  1.  
  2. FOR i = 0 TO 256 ^ 3 - 1
  3.     IF i <> ToBase10(ToBase64(i)) THEN
  4.         PRINT i, ToBase64(i), ToBase10(ToBase64(i))
  5.     END IF
  6.  
  7. PRINT "Finished, with the only errors occuring being the ones above (if any)."
  8.  
  9. FUNCTION ToBase64$ (n AS _UNSIGNED LONG)
  10.     IF n > 256 ^ 3 - 1 THEN ERROR 5: END 'We can only work with 3 bytes at a time max conversion
  11.     FOR i = 1 TO 4
  12.         b = n MOD 64
  13.         n = n \ 64
  14.         SELECT CASE b
  15.             CASE 0 TO 25: b = b + 65
  16.             CASE 26 TO 51: b = b + 71
  17.             CASE 52 TO 61: b = b - 4
  18.             CASE 62: b = 43
  19.             CASE 63: b = 47
  20.         END SELECT
  21.         ToBase64$ = CHR$(b) + ToBase64$
  22.     NEXT
  23.  
  24.  
  25. FUNCTION ToBase10 (Base64 AS STRING * 4)
  26.     FOR i = 0 TO 3
  27.         b = ASC(Base64, 4 - i)
  28.         SELECT CASE b
  29.             CASE 65 TO 90: b = b - 65
  30.             CASE 97 TO 122: b = b - 71
  31.             CASE 48 TO 57: b = b + 4
  32.             CASE 43: b = 62
  33.             CASE 47: b = 63
  34.         END SELECT
  35.         ToBase10 = ToBase10 + b * 64 ^ i
  36.     NEXT
« Last Edit: December 23, 2019, 07:56:19 AM by SMcNeill »
https://github.com/SteveMcNeill/Steve64 — A github collection of all things Steve!

Offline Petr

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Re: BASE64
« Reply #2 on: December 23, 2019, 09:44:04 AM »
You Steve.... are you sure? Its look nice, but...  See to your source: SELECT CASE B.... and then you use again the same variable as CHR$ number? Therefore it return bad outputs.

Offline Petr

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Re: BASE64
« Reply #3 on: December 23, 2019, 11:40:09 AM »
So. Here is repaired version, which correctly calculate values to BASE64 and back up to 999999999.  I think, its enought.
What was wrong in previous source code? 4 bytes. Input values was SINGLE. This caused round bug.

Code: QB64: [Select]
  1.     INPUT "insert number for calculating as BASE64 and back:"; nr~&
  2.     A$ = BASE64$(nr~&)
  3.     PRINT A$
  4.     PRINT BASE64TODEC(A$)
  5.  
  6.  
  7. FUNCTION BASE64$ (nr AS _UNSIGNED LONG) 'input is number, output is string
  8.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG
  9.     FOR a = 0 TO 63
  10.         IF a <= 25 THEN B = a + 65
  11.         IF a > 25 THEN B = a + 71
  12.         IF a > 51 THEN B = a - 4
  13.         IF a = 62 THEN B = 43
  14.         IF a = 63 THEN B = 47
  15.         ' https://en.wikipedia.org/wiki/Base64
  16.         B64(a) = B
  17.     NEXT
  18.     REDIM b64out(0) AS _UNSIGNED _BYTE
  19.     IF nr = 0 THEN BASE64$ = CHR$(B64(0))
  20.     DO UNTIL nr = 0
  21.         V = nr MOD 64
  22.         nr = nr \ 64
  23.         b64out(i) = V
  24.         i = i + 1
  25.         REDIM _PRESERVE b64out(i) AS _UNSIGNED _BYTE
  26.     LOOP
  27.     FOR s = i - 1 TO 0 STEP -1
  28.         BASE64$ = BASE64$ + CHR$(B64(b64out(s)))
  29.     NEXT
  30.     ERASE B64
  31.     ERASE b64out
  32.  
  33.  
  34. FUNCTION BASE64TODEC~& (nr$)
  35.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG
  36.     FOR a = 0 TO 63
  37.         IF a <= 25 THEN B = a + 65
  38.         IF a > 25 THEN B = a + 71
  39.         IF a > 51 THEN B = a - 4
  40.         IF a = 62 THEN B = 43
  41.         IF a = 63 THEN B = 47
  42.         ' https://en.wikipedia.org/wiki/Base64
  43.         B64(a) = B
  44.     NEXT
  45.  
  46.     FOR Si = 1 TO LEN(nr$)
  47.         V = ASC(nr$, Si)
  48.         FOR search = 0 TO 63
  49.             IF B64(search) = V THEN EXIT FOR
  50.         NEXT
  51.         Sj = LEN(nr$) - Si
  52.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ Sj)
  53.     NEXT
  54.  

Offline SMcNeill

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Re: BASE64
« Reply #4 on: December 23, 2019, 02:28:40 PM »
You Steve.... are you sure? Its look nice, but...  See to your source: SELECT CASE B.... and then you use again the same variable as CHR$ number? Therefore it return bad outputs.

It shouldn’t.  If you look, the two SELECT CASES are mirror images of each other..

It’s a case of:

IF b = 47 THEN b = 63 ‘To set a base 64 value

And

IF b = 63 THEN b = 47 ‘To convert back to base 10.

b is just a temp variable in each routine, so it’s cleared each time we exit it’s respective FUNCTION.  It seemed to me to work as it should.  At which point are we getting bad outputs?

1 = AAAA
2 = AAAB
3 = AAAC

and so on.
https://github.com/SteveMcNeill/Steve64 — A github collection of all things Steve!

Offline Petr

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  • The best code is the DNA of the hops.
Re: BASE64
« Reply #5 on: December 23, 2019, 03:46:35 PM »
Hi Steve. Bad output is for example AAAA for 0. Correct is just one A for 0, B for 1, C for 2, D for 3....   so as for HEX. Also is not FF for 15, but just one F.

Here is first output, first example, which contains "build - in" PNG file writed as BASE64:
Code: QB64: [Select]
  1. A0$ = "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"
  2. A1$ = "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"
  3. A2$ = "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"
  4. A3$ = "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"
  5. A4$ = "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"
  6. A5$ = "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"
  7. A6$ = "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"
  8. A7$ = "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"
  9. A8$ = "bfb8/+MgS5L2lvfzZrWGR3EP/hK/qTb30Z/l/x8HWZK0t7yff0it5VH8LH+B3zSzqfOfiYMsSdpb3s8/rNb0KH6Gyf+G2shHf5X/TBxkSdLe8n6+iVrbo9jLxH/D7AbOfy4OsiRpb3k/30yt8VHsYdJPqk17VPKfi4MsSdpb3s83VWt9FGuZ8JOubNb8Z+MgS5L2lvfzG6h1n8UaJvuE2qBHZ/KfjYMsSdpb3s9vpNZ/Fq9lok+4ujHzn4+DLEnaW97Pb6j+O87iNUzyotqMR4/kPx8HWZK0t7yf31j995zF7zHBi57ZhPnvxEGWJO0t7+cPUP9dZ/Eck7ugNt7Rr+S/EwdZkrS3vJ8/SP33ncU1JnbBsxsu/704yJKkveX9/IHqv/Ms5pjUpNpkRzPy34uDLEnaW97PH6z+e8/iMROa9DubK//dOMiSpL3l/fwF6r/7LJrJTKgNdTQr/904yJKkveX9/EXqv/8sRiYy4Xc3Uv77cZAl"
  10. A9$ = "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"
  11. A10$ = "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"
  12. A11$ = "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"
  13. A12$ = "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"
  14. A13$ = "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"
  15. A14$ = "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"
  16. A15$ = "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"
  17. A16$ = "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"
  18. A17$ = "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"
  19. A18$ = "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"
  20. A19$ = "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"
  21. A20$ = "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"
  22. A21$ = "oAAALvIBBQBwkQ8oAICLfEABAFzkAwoA4CIfUAAAF/mAAgC4yAcUAMBFPqAAAC7yAQUAcJEPKACAi3xAAQBc5AMKAOAiH1AAABf5gAIAuMgHFADART6gAAAu8gEFAHCRDygAgIt8QAEAXOQDCgDgIh9QAACX/POf/x8hvwdlSVDJigAAAABJRU5ErkJgggAA"
  23.  
  24. '10902  bytes long text, contains 8017 bytes big PNG file
  25.  
  26. A$ = A0$ + A1$ + A2$ + A3$ + A4$ + A5$ + A6$ + A7$ + A8$ + A9$ + A10$ + A11$ + A12$ + A13$ + A14$ + A15$ + A16$ + A17$ + A18$ + A19$ + A20$ + A21$
  27. DECODE64 A$, "Known_image.png"
  28. img = _LOADIMAGE("Known_image.png", 32)
  29. SCREEN img
  30. KILL "Known_image.png"
  31.  
  32.  
  33.  
  34.  
  35. SUB DECODE64 (code$, ToFile$)
  36.     '    DO UNTIL LEN(code$) MOD 4 = 0
  37.     '    code$ = code$ + "="
  38.     '    LOOP
  39.     ff = FREEFILE
  40.     IF _FILEEXISTS(ToFile$) THEN KILL ToFile$
  41.  
  42.     OPEN ToFile$ FOR BINARY AS #ff
  43.  
  44.     FOR d = 1 TO LEN(code$) STEP 4
  45.         A$ = MID$(code$, d, 1)
  46.         B$ = MID$(code$, d + 1, 1)
  47.         C$ = MID$(code$, d + 2, 1)
  48.         D$ = MID$(code$, d + 3, 1)
  49.  
  50.         BinaryA$ = DECtoBIN6$(BASE64TODEC(A$))
  51.         BinaryB$ = DECtoBIN6$(BASE64TODEC(B$))
  52.         BinaryC$ = DECtoBIN6$(BASE64TODEC(C$))
  53.         BinaryD$ = DECtoBIN6$(BASE64TODEC(D$))
  54.  
  55.         BINARY$ = BinaryA$ + BinaryB$ + BinaryC$ + BinaryD$
  56.  
  57.         DIM a AS _UNSIGNED _BYTE
  58.         FOR Code = 1 TO 24 STEP 8
  59.             a = BINtoDEC(MID$(BINARY$, Code, 8))
  60.             PUT #ff, , a
  61.         NEXT
  62.     NEXT d
  63.     CLOSE ff
  64.  
  65. FUNCTION DECtoBIN6$ (vstup)
  66.     FOR rj = 5 TO 0 STEP -1
  67.         IF vstup AND 2 ^ rj THEN DECtoBIN6$ = DECtoBIN6$ + "1" ELSE DECtoBIN6$ = DECtoBIN6$ + "0"
  68.     NEXT rj
  69.  
  70.  
  71. FUNCTION BINtoDEC (b AS STRING)
  72.     FOR Si = 1 TO LEN(b)
  73.         e$ = MID$(b$, Si, 1)
  74.         c = VAL(e$) '
  75.         Sj = LEN(b) - Si
  76.         BINtoDEC = BINtoDEC + (c * 2 ^ Sj)
  77.     NEXT Si
  78.  
  79. FUNCTION BASE64TODEC~& (nr$)
  80.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG, Si AS LONG
  81.     FOR a = 0 TO 63
  82.         IF a <= 25 THEN B = a + 65
  83.         IF a > 25 THEN B = a + 71
  84.         IF a > 51 THEN B = a - 4
  85.         IF a = 62 THEN B = 43
  86.         IF a = 63 THEN B = 47
  87.         ' https://en.wikipedia.org/wiki/Base64
  88.         B64(a) = B
  89.     NEXT
  90.  
  91.     FOR Si = 1 TO LEN(nr$)
  92.         V = ASC(nr$, Si)
  93.         FOR search = 0 TO 63
  94.             IF B64(search) = V THEN EXIT FOR
  95.         NEXT
  96.         Sj = LEN(nr$) - Si
  97.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ Sj)
  98.     NEXT
  99.  



I have to learn properly with the AND binary statement, because that eternal conversion of strings so crazy everything slow - down. I know it's no problem other than my own....

How it works. Program read 3 bytes from file. So he give 24 bites. 24bites are then translated as four  BASE64 6bit words. This is writed as 6bit text to source code.

Then, this text is translated to binary code, 4 BASE64 words at once. This is 24 bites. This 24 bites is then translated to file as three 8bites words.

AndyA wrote, that he also works on it. Is i see to his links to his source codes, so i know, that he can much better this do using AND. But, i am happy, that this works... :)


And how this all is created?
This source do it: (use please small files, because this is first easiest and fast - writed version, regardless to program speed)

Code: QB64: [Select]
  1. file$ = "haus.png"
  2.  
  3. C64$ = CODE64$(file$) '                                                function return 6bit text created with CODE64$
  4.  
  5. OPEN "Base64text.txt" FOR OUTPUT AS #f '                               write 6bit text to external file
  6. FOR W = 1 TO LEN(C64$) STEP 500
  7.     t$ = MID$(C64$, W, 500)
  8.     id$ = "A" + LTRIM$(STR$(i)) + "$ =" + CHR$(34)
  9.     PRINT #f, id$ + t$ + CHR$(34)
  10.     i = i + 1
  11.  
  12. DECODE64 C64$, "Base64TesImage.PNG" '                                 decode 6bite text back as external file
  13.  
  14. FUNCTION CODE64$ (InputFile AS STRING)
  15.     IF _FILEEXISTS(InputFile$) THEN
  16.         ff = FREEFILE
  17.         OPEN InputFile FOR BINARY AS #ff
  18.         fw = FREEFILE
  19.         WHILE NOT EOF(ff)
  20.             GET #ff, , A
  21.             GET #ff, , B
  22.             GET #ff, , C
  23.  
  24.             BinaryA$ = DECtoBIN$(A)
  25.             BinaryB$ = DECtoBIN$(B)
  26.             BinaryC$ = DECtoBIN$(C)
  27.  
  28.             BINARY$ = BinaryA$ + BinaryB$ + BinaryC$
  29.  
  30.             FOR Code = 1 TO 24 STEP 6
  31.                 CODE64$ = CODE64$ + BASE64$(BINtoDEC(MID$(BINARY$, Code, 6)))
  32.             NEXT
  33.         WEND
  34.     END IF
  35.  
  36.  
  37. SUB DECODE64 (code$, ToFile$)
  38.     ff = FREEFILE
  39.     IF _FILEEXISTS(ToFile$) THEN KILL ToFile$
  40.  
  41.     OPEN ToFile$ FOR BINARY AS #ff
  42.  
  43.     FOR d = 1 TO LEN(code$) STEP 4
  44.         A$ = MID$(code$, d, 1)
  45.         B$ = MID$(code$, d + 1, 1)
  46.         C$ = MID$(code$, d + 2, 1)
  47.         D$ = MID$(code$, d + 3, 1)
  48.  
  49.         BinaryA$ = DECtoBIN6$(BASE64TODEC(A$))
  50.         BinaryB$ = DECtoBIN6$(BASE64TODEC(B$))
  51.         BinaryC$ = DECtoBIN6$(BASE64TODEC(C$))
  52.         BinaryD$ = DECtoBIN6$(BASE64TODEC(D$))
  53.  
  54.         BINARY$ = BinaryA$ + BinaryB$ + BinaryC$ + BinaryD$
  55.  
  56.         DIM a AS _UNSIGNED _BYTE
  57.         FOR Code = 1 TO 24 STEP 8
  58.             a = BINtoDEC(MID$(BINARY$, Code, 8))
  59.             PUT #ff, , a
  60.         NEXT
  61.     NEXT d
  62.     CLOSE ff
  63.  
  64.  
  65. FUNCTION BASE64$ (nr AS _UNSIGNED LONG) 'input is number, output is string
  66.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG
  67.     FOR a = 0 TO 63
  68.         IF a <= 25 THEN B = a + 65
  69.         IF a > 25 THEN B = a + 71
  70.         IF a > 51 THEN B = a - 4
  71.         IF a = 62 THEN B = 43
  72.         IF a = 63 THEN B = 47
  73.         ' https://en.wikipedia.org/wiki/Base64
  74.         B64(a) = B
  75.     NEXT
  76.     REDIM b64out(0) AS _UNSIGNED _BYTE
  77.     IF nr = 0 THEN BASE64$ = CHR$(B64(0))
  78.     DO UNTIL nr = 0
  79.         V = nr MOD 64
  80.         nr = nr \ 64
  81.         b64out(i) = V
  82.         i = i + 1
  83.         REDIM _PRESERVE b64out(i) AS _UNSIGNED _BYTE
  84.     LOOP
  85.     FOR s = i - 1 TO 0 STEP -1
  86.         BASE64$ = BASE64$ + CHR$(B64(b64out(s)))
  87.     NEXT
  88.     ERASE B64
  89.     ERASE b64out
  90.  
  91.  
  92. FUNCTION BASE64TODEC~& (nr$)
  93.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG, Si AS LONG
  94.     FOR a = 0 TO 63
  95.         IF a <= 25 THEN B = a + 65
  96.         IF a > 25 THEN B = a + 71
  97.         IF a > 51 THEN B = a - 4
  98.         IF a = 62 THEN B = 43
  99.         IF a = 63 THEN B = 47
  100.         ' https://en.wikipedia.org/wiki/Base64
  101.         B64(a) = B
  102.     NEXT
  103.  
  104.     FOR Si = 1 TO LEN(nr$)
  105.         V = ASC(nr$, Si)
  106.         FOR search = 0 TO 63
  107.             IF B64(search) = V THEN EXIT FOR
  108.         NEXT
  109.         Sj = LEN(nr$) - Si
  110.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ Sj)
  111.     NEXT
  112.  
  113. FUNCTION DECtoBIN$ (vstup)
  114.     FOR rj = 7 TO 0 STEP -1
  115.         IF vstup AND 2 ^ rj THEN DECtoBIN$ = DECtoBIN$ + "1" ELSE DECtoBIN$ = DECtoBIN$ + "0"
  116.     NEXT rj
  117.  
  118. FUNCTION DECtoBIN6$ (vstup)
  119.     FOR rj = 5 TO 0 STEP -1
  120.         IF vstup AND 2 ^ rj THEN DECtoBIN6$ = DECtoBIN6$ + "1" ELSE DECtoBIN6$ = DECtoBIN6$ + "0"
  121.     NEXT rj
  122.  
  123.  
  124. FUNCTION BINtoDEC (b AS STRING)
  125.     FOR Si = 1 TO LEN(b)
  126.         e$ = MID$(b$, Si, 1)
  127.         c = VAL(e$) '
  128.         Sj = LEN(b) - Si
  129.         BINtoDEC = BINtoDEC + (c * 2 ^ Sj)
  130.     NEXT Si
  131.  

Offline SMcNeill

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Re: BASE64
« Reply #6 on: December 23, 2019, 04:04:20 PM »
Hi Steve. Bad output is for example AAAA for 0. Correct is just one A for 0, B for 1, C for 2, D for 3....   so as for HEX. Also is not FF for 15, but just one F.

I'll have to do some studying on what you have for your output to sort this out.  Apparently I'm thinking of things completely wrong somewhere.   In HEX, 0 = 0, so &H0000 is the same value as &H0.  We wouldn't see FF for 15, but 0F is still a true representation of it, for example.

If this case A = 0, so AAAA = 0000.   AAAB = 0001.  AAAC = 0002...  until we get to AABA = 64.

If we strip out those leading A's, so we just have A for 0, instead of AAAA, how do we know what AABA represents?  Is it 0, 0, 1, 0?  Or shouldn't the whole thing be read at once to become 64?

I've definitely got some sorting out to do if things are wrong.  I'll study your code more closely later and see what it's doing differently than I am.  Apparently I'm just not wrapping my mind around what the required process is correctly, at the moment. 
https://github.com/SteveMcNeill/Steve64 — A github collection of all things Steve!

Offline Petr

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Re: BASE64
« Reply #7 on: December 23, 2019, 04:11:14 PM »
Well, :-) so that it doesn't end up being so, that this read AndyA and tells us that we're both on the wrong track. That would be fun :) 

Offline Petr

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Re: BASE64
« Reply #8 on: December 23, 2019, 04:16:19 PM »
No, really, i am correct.

Tested with AndyA DATA blocks from here:  https://socoder.net/?Snippet=33278


Code: QB64: [Select]
  1. A0$ = "iVBORw0KGgoAAAANSUhEUgAAAOAAAAAgCAIAAACEp+MCAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAgY0hSTQAAeiYAAICEAAD6AAAAgOgAAHUwAADqYAAAOpgA"
  2. A1$ = "ABdwnLpRPAAAAAlwSFlzAAALMgAACzIBQPVfaAAACBFJREFUeF7dmT9sHUUQxvdF0CBFAYmQPKM4doFEAQUSFFS0aSheR5UKpARRUkGTwkh5IoWpIqVEKLIQxZPS0aRxYQRK"
  3. A2$ = "XgGiQQJZwVYQBVYUSEjw8b039mS9Mzc373Yv/nMane729r7b2/3d3O5MrxoOA7a1tcne2Obnw9xc2NgI6+sNNXfVFjc3cfjJsMJ+3CTfnw+n5sLdjbDpkL89VfthcxH7fx9d"
  4. A3$ = "nJxsNz2gNx96c6HaCJXjAVO1xVcn7b/429XJC4VbDd0TXp4LpzbC3fXwe2P/rIXbqLO5OMZ++NOjif7jpu4/FuaOhY3tsL7dKB/WJpJh841J/zz46Ffs/2vqnmO73bPt6J7H"
  5. A4$ = "U7XXp/1/ffUr7O/cuWM368SJE8ePH793797W1lbjC5Da0tLSpCYAHYVgGHqx6verwWCy7/VwKg2XkkKULIQAuzas+mFk2JkwfrtffTiosH+lV+FUGi4lhSh5NizAqkfD0dfB"
  6. A5$ = "sPF3ofqnXz0cTPZ/93AqDZeSQpQsnA2wYXU1jE5aNj7dr94cVB9g36vOhvFpabiUFE5KFp6BDe9X4cuRZTfH/T+rwVaFfe+PKtwcS8OlpHBScmYB9mBYXQ8jw1bDeKtf3R9U"
  7. A6$ = "2P/Vq3AqDZeSQpTMhwXY6urqe+Z24cKFK1eurKysYH/p0iWcyg2XkkKUPD/dAsgrTidghSYBCvKK0wlYobkD6MNBcToBKzQJUJBXnM4JrIB+CijIK07nBFZAPwUU5BWnE7BC"
  8. A7$ = "kwAFeQaf7ejEXdBsBrSd7yRX6gG0ne8kV+oBtJ3vJFfqArSV79xxpR5AW/nOHVfqALSd7yRX6gG0NZ0uQHPo9ACaQ6cH0Bw6XYDm0OnxoDl0OjxoDp0eQHPobAbURWfNfNTj"
  9. A8$ = "QT101s1HPR7URWfNfNTlQR101s1HXR7UQWfdfNTjQT101s1HPR7UQ2fdfJQmo9YvPp9O24Pm02l70Hw6GzxoPp22B82n0/Sg+XTaHjSfTgvQInSSE1UXSUXoJCeqLpKK0ElO"
  10. A9$ = "VF8kFaGTVvrqIqkInbTS1xZJRegkJ6oukorQSU5UWSQVpFNdJBWkU10kFaRTXyQVpFNdJBWkU1skFaRTXSQVpFP5xbvoFPFODn8mIVIJqIdOGe/k8GcyJZWAuugU8U4OfyYh"
  11. A10$ = "UgVQB50y3snhz3RKKgF10CnjnRz+TKekAlAPnTLeyeHPZEoqAfXQKeOdHP5MpqQpoJl0ytB9AmgmnTJ0nwCaSacM3aeA5tGpRO8TQPPoVKL3ewHNpFOG7hNAM+mUofs9gEo6"
  12. A11$ = "ZcZI5ooklHFJDKikU67QDd+p5pZiQCWdMmMkc0VqSokL9wAq6JQrdMN3qrmlPYF6QadcoRu+U80txYF6SadcoRu+U80txYBKOuUK3fCdam5pD6BJJlPNW9o4yqvL0SIpyWSq"
  13. A12$ = "eUuVQqPwxbDMi6Qkk6nmLW0c5dXlz58skpJMpp631DKcOppUc/kFXiQlmUw9b6llOHU0qebSMi+SkkymmrdUKTQKL4dlXiQlmUw1b6lSaBSeO3duZ5FE7pMCQzA+oFO1hC/V"
  14. A13$ = "HYBOBpTcJwWGYHzA+U9ZYufucRV0MqDkPikwBOMDzn/KEjt3j6ugkwEFTDtEUkaeIkSxyRI7d4+roHMXUMC0QyRl5ClCFJsssXP3uAo6dwEl90mBIRgfcP5Tlti5e1wFnQwo"
  15. A14$ = "uU8KDGHjA85/yhI7d4+roPMJoBQM6s7Iz3VnFAzqzsjPdWjTYFB3Rn6uOyM/193WIZoEfXdoknJ3aJJyh2gS913SCfHu0CTl7tDc+cX/8vM3sO9XP7Ptx1vXUA37xpqo8O3o"
  16. A15$ = "POylk8/B/PohhK718YhO219cH4LJNmv7pcIhKwFAn378lmFfXH4HtBF2N1bexak0XEoKY0Cd+ui4p6DPwxM3OGl/PIT+/kkGvpR+HU9O/UOGo/pFFqcTfQdN8qB4Io7pufJB"
  17. A16$ = "TP9MdBbRpyZRA3iwuX9atF9FIV/fJqxO/9BzyS8A11gHaDvfSYPNAwx9RjNhNNYnVmzfHNcpog9BSWfr9qtMNOond8VjQf1jo6Z+XUeHTrxJHaA5dCaAxp3OjHLv0xjU0cl+"
  18. A17$ = "LqkTA3oQ9Bv9XF375Y30Oh46+V5UPlJQxi+jAuqhs26+KD1Q4qH5x0oOrI7OWF/WqQOUphMJ/Uw5DyQOius3Mhp/hPEUQt44E51HFk16MQloPp2GByXfQI82Vl0JPTMBWqev"
  19. A18$ = "YhojqwKk9o/afqkfo5P8ImxADeZI54hDaXjQInRSJ9IiKRngFnTykCRj3EKfXpzpT5DaF/0WqCXtNxRokXq4txiggnSqv2DPvNOYOcR+NEc/5jKG0q9fp0Azh5n0W9PDLa9T"
  20. A19$ = "4ChK60cciBsZUA+dMt7J3ZSAJQGK6aTK8sf91PQThviUm2S03/hxc/tV/biw9S/eA008xfLUP9B1CNBMOpOfo5yDSjoloAadHekTjvF3Ugcotz8Zy7hhsv2sL5nOAbTRdx41"
  21. A21$ = "QCWd8j87Ez0JoKyPcSLleBZF3b0v+uq/mKiKPWjcfulsjPbXeabWACUfanH9g+hKKYcZZzLVvKX0YXbJ++df40UMvzZxmcSWW9CJW0rpy2kGlaj66vjZ7a+7hfU9TBhfbxF9"
  22. A22$ = "Txv2rQ73L8eHk7Alfe4zGXo/HgDq3zp9vPlM4qhcVl82ACUzAWS3Xx3aA6W/b/B5Hkx+rjtDG2zxxgqZt3v0qaPiB/FpkT5URfyr7MbRydT3vOO+1Wl8+cwKTj5aP6Wgvirl"
  23. A23$ = "HBhP+51SBm2N32rOIw7mvf8D5zQ8aMiOeWUAAAAASUVORK5CYII="
  24.  
  25.  
  26.  
  27. '10902  bytes long text, contains 8017 bytes big PNG file
  28.  
  29. A$ = A0$ + A1$ + A2$ + A3$ + A4$ + A5$ + A6$ + A7$ + A8$ + A9$ + A10$ + A11$ + A12$ + A13$ + A14$ + A15$ + A16$ + A17$ + A18$ + A19$ + A20$ + A21$ + A22$ + A23$
  30. DECODE64 A$, "Known_image.png"
  31. img = _LOADIMAGE("Known_image.png", 32)
  32. SCREEN img
  33. KILL "Known_image.png"
  34.  
  35.  
  36.  
  37.  
  38. SUB DECODE64 (code$, ToFile$)
  39.     '    DO UNTIL LEN(code$) MOD 4 = 0
  40.     '    code$ = code$ + "="
  41.     '    LOOP
  42.     ff = FREEFILE
  43.     IF _FILEEXISTS(ToFile$) THEN KILL ToFile$
  44.  
  45.     OPEN ToFile$ FOR BINARY AS #ff
  46.  
  47.     FOR d = 1 TO LEN(code$) STEP 4
  48.         A$ = MID$(code$, d, 1)
  49.         B$ = MID$(code$, d + 1, 1)
  50.         C$ = MID$(code$, d + 2, 1)
  51.         D$ = MID$(code$, d + 3, 1)
  52.  
  53.         BinaryA$ = DECtoBIN6$(BASE64TODEC(A$))
  54.         BinaryB$ = DECtoBIN6$(BASE64TODEC(B$))
  55.         BinaryC$ = DECtoBIN6$(BASE64TODEC(C$))
  56.         BinaryD$ = DECtoBIN6$(BASE64TODEC(D$))
  57.  
  58.         BINARY$ = BinaryA$ + BinaryB$ + BinaryC$ + BinaryD$
  59.  
  60.         DIM a AS _UNSIGNED _BYTE
  61.         FOR Code = 1 TO 24 STEP 8
  62.             a = BINtoDEC(MID$(BINARY$, Code, 8))
  63.             PUT #ff, , a
  64.         NEXT
  65.     NEXT d
  66.     CLOSE ff
  67.  
  68. FUNCTION DECtoBIN6$ (vstup)
  69.     FOR rj = 5 TO 0 STEP -1
  70.         IF vstup AND 2 ^ rj THEN DECtoBIN6$ = DECtoBIN6$ + "1" ELSE DECtoBIN6$ = DECtoBIN6$ + "0"
  71.     NEXT rj
  72.  
  73.  
  74. FUNCTION BINtoDEC (b AS STRING)
  75.     FOR Si = 1 TO LEN(b)
  76.         e$ = MID$(b$, Si, 1)
  77.         c = VAL(e$) '
  78.         Sj = LEN(b) - Si
  79.         BINtoDEC = BINtoDEC + (c * 2 ^ Sj)
  80.     NEXT Si
  81.  
  82. FUNCTION BASE64TODEC~& (nr$)
  83.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG, Si AS LONG
  84.     FOR a = 0 TO 63
  85.         IF a <= 25 THEN B = a + 65
  86.         IF a > 25 THEN B = a + 71
  87.         IF a > 51 THEN B = a - 4
  88.         IF a = 62 THEN B = 43
  89.         IF a = 63 THEN B = 47
  90.         ' https://en.wikipedia.org/wiki/Base64
  91.         B64(a) = B
  92.     NEXT
  93.  
  94.     FOR Si = 1 TO LEN(nr$)
  95.         V = ASC(nr$, Si)
  96.         FOR search = 0 TO 63
  97.             IF B64(search) = V THEN EXIT FOR
  98.         NEXT
  99.         Sj = LEN(nr$) - Si
  100.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ Sj)
  101.     NEXT
  102.  
  103.  

Offline Petr

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  • The best code is the DNA of the hops.
Re: BASE64
« Reply #9 on: December 23, 2019, 04:43:34 PM »
Here is one really big source code. Original file size is 218410 bytes, as BASE64 it is 298187 bytes.  Last photo spam here :)

Code: QB64: [Select]
  1. DIM A(583) AS STRING
  2. A(0) = "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"
  3. A(1) = "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"
  4. A(2) = "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"
  5. A(3) = "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"
  6. A(4) = "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"
  7. A(5) = "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"
  8. A(6) = "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"
  9. A(7) = "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"
  10. A(8) = "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"
  11. A(9) = "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"
  12. A(10) = "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"
  13. A(11) = "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"
  14. A(12) = "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"
  15. A(13) = "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"
  16. A(14) = "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"
  17. A(15) = "jbV0zhuBL5gAT5fgg05At/mzD4hp8IP/AEksvqwZSWjgjnzhYmI58bi9wOrtDroU2cQAvjIkuzY7fcKw11sfTAgCT8V0/Tdgx2sgtJGjTzHdcxhVZVtjfTLDW4iZnT97culx7GVVWX2OAooBcXeAaPcmQ3tdk+Wnmvrn1F2Jl1V1hpEEWBzZiR7Pd9L85cjSKQNrLy51YMVFkAeTXImf1SzLzr860kV3PPoY5PtcNToT7vSqVPOtacdt9R2l0B3jp2hNkfVXfZpzNm923Znux2MyccBtxOwuaASPvQ7MgsLi12/Jt5e6Z2/nNCq4+Q/cHPLXhreIH0vGP3lfZdh5lbcb1Gm2g72CAx0O5YbFGaB16byCNdijo6k/0jQCWuY8GuwaGTp7UVuR69zvVhuw/pHDj+q3+WgW9Jz6qxkbSa6zLIIeWz2eKy5QbbTUwUmfUaZLdpLp5cXfmJHQAR1s+fCquj//1eayG27W31FxEbXmsmAT+813"
  18. A(16) = "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"
  19. A(17) = "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"
  20. A(18) = "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"
  21. A(19) = "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"
  22. A(20) = "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"
  23. A(21) = "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"
  24. A(22) = "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"
  25. A(23) = "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"
  26. A(24) = "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"
  27. A(25) = "NPCm0F7iXeH0tE69b7MgL//R4UtIkOEEchGrw32Y5uHjAC2epYLMnb6TNljPbu8VZrxQKAyACG6jzCpT5gACu+rE85XgOf6jnA+wAx5FPRi2srY+sE+4h336Lo8LHbayxuR7Q8bWvCOOlDGYRuDi1oAjkj95NOY6npf7FNOjDflY15x7gzIxhqw95G6FlP6T1C15e0gVkiT3W7hYLKd75cX5D4LuAB+6jucaw6t7eHe1A5qAMSDp26oLhY2Hm4+U8UP3Mgbt3J/qrqWZFNOMysNIAaAY5H/nSDTjVDc5/OpB+SHdZVSRZc8jT2ggcpQlxdrrUhn5b5j5J+pdTq6PjV3Pqrr+0NL2OyN8AAO2N2YwfZvu9N/ou/7cWh06+/Nx7bcqh1F/qFltDwNzHsaLWtdHt/PY9Usc4HV2sws5hy/TBcxukhoO76Tmub9JX+lNpxLLcKmsV1Ms3mtzhuLnRvcdx3uc5qk9BhQB420OLi3HC3H0UdO6"
  28. A(26) = "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"
  29. A(27) = "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"
  30. A(28) = "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"
  31. A(29) = "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"
  32. A(30) = "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"
  33. A(31) = "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"
  34. A(32) = "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"
  35. A(33) = "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"
  36. A(34) = "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"
  37. A(35) = "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"
  38. A(36) = "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"
  39. A(37) = "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"
  40. A(38) = "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"
  41. A(39) = "GPelCc0FCOKnmRSAsR1J/CmlgeTTSSMgVEzY61aKQ9mOM+tQO/p/Omu3XmoHcc1aiA53qBn5PNNd8nj0qMtx147VpGIDicn8KcgzTAMjrUqDn8Kb0AmReKsIOlRIv5dqmQYPSsmxMmA7+tOpBTu3TFZsVgJ4phIxyM8Up5OKaTiqihCNgAZP/wBem5GcZHFKTjpmkzkDIrRIYnHajjFJyTyOTR7YyM8U9h3E70vHbml/HNJ346dRTAD1NIeCR6UvPpmkoAae1B6elLgk4FG00BcYT3zyetJgntUgXnPboKcE4x0xTuFyHYT2pQvtU/lg4OMAdKcYxjvSchORWK/h7U0qTVoIM4FL5Qyc5pcwuYp7O+OtBXFWzFyeKiaM9OnrRzjUisV70dOamKZ/OmlOtUpIfMh0bHAxxVuNvxqiCV/LpTxcFeMUNXDc14nrShcFcdvWucjvSDjGD3q5Bf8AzYP6ms5RZLR0KNkAZHAqQLntnFZcV0G5"
  42. A(40) = "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"
  43. A(41) = "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"
  44. A(42) = "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"
  45. A(43) = "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"
  46. A(44) = "ckkARRkjJq5HEe4P4VJHAPSrIjA4GB9K551lsS2QBAB0P40xl5zgc1ZKcZ55qJhgZ/ClGVwTKjr1HpVSUkZxirczAdM/hWfO4APX611U9TSLIXc9BUDPnNDOe5NRdz7HrXTGJSFyeTSAZJpRzTgv8qoY5Vw3PTrU6KOPU9ajQDuKmQY69aiTEyZBgZ61MvB/pUS57cVICfxrJiJQc5yKM4xTR14+lL+PtSsITknnr3pD+dKO+31pGGKtIQhGSfTNNx75pw9PTtikP5jtVoBB+BHUUnAPTP1p35e1NHXjFAwPft9RR9KXnPWjsKAE+npRjKgetKFLE4qVUAByPxoC4xV479cUu3/Cn4z1xS4GKVxNjQg6kZpQvqDThSnPapbFcQLg9OKeF60DGTjpThUtksaE9cn3p3lj8qdj5QaeAe9ZuRLZAyDjHrxUZj9BVzAHTr7U0pknpn3qecXMUymR0HNMMfHAFXCg+v4Ux09vxqlMEyi0fHrU"
  47. A(45) = "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"
  48. A(46) = "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"
  49. A(47) = "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"
  50. A(48) = "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"
  51. A(49) = "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"
  52. A(50) = "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"
  53. A(51) = "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"
  54. A(52) = "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"
  55. A(53) = "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"
  56. A(54) = "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"
  57. A(55) = "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"
  58. A(56) = "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"
  59. A(57) = "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"
  60. A(58) = "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"
  61. A(59) = "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"
  62. A(60) = "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"
  63. A(61) = "MV8MO2etRlXlUMT8/p61bfY7IxR6HbeIrWeRY5WAYnAJHBqvrnhCy1zNxDIqSkdR91vrXCq7ZKMGDD1rX0vXLiwmBDlkPVWP61UZLaSujOdG/wAOhzHifwfd2SxxSD5WBCsBnpzXEXliQuChDqwBHSvpCOWz8Q2ZhmUE4yOOh9RXnHjPwlNZStPApMZUsGX1FNxt70djlnDpbU8mjtBM84IJ2gYx9BVPaQcE8j1rooFU3MjYwsq5xjv0/wAKybmIrcOOmTkf5/GnzXRyyjYqhSOaAPw9ql29scdqXYe5pXIuRgHJz607ABGKeU68fjQV9KLibGAdznPepEQ8Z7UBT3FWIk3Hpx2p3JbHxR45PTtU4TjpUqRAcYp5UZpNiKxQd/rTCp6elWGTtgcVEwx2oTArOO1QNzmp5Tg59arsTzzgGtENDO/akNLz0OcjqB3pvHfj6UykA4Yj0qQH3qPjr+npSg9DkHNDGShuuaAw9aiyfpQCemel"
  64. A(62) = "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"
  65. A(63) = "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"
  66. A(64) = "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"
  67. A(65) = "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"
  68. A(66) = "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"
  69. A(67) = "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"
  70. A(68) = "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"
  71. A(69) = "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"
  72. A(70) = "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"
  73. A(71) = "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"
  74. A(72) = "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"
  75. A(73) = "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"
  76. A(74) = "mHrmnEd84zTSK1QxO+fWjH4UYxzRxjIFMYc5J/rQFJ6U4DJwPSrMMG7HFArhBAWwcVqQW4xyKLeAgZIrQijA7VLYIrPZKykYH41nz6ac5CjPtXRpGDx+NI9vlc4z9BS5h2OLlt2jPIOBUWDnv+eK6S8tQVYgflWDPGUcnFNMTID0z689aYcADPanH2ppzk9MdsimCEPqetMPen89PT0ppzn370xhx19RT06gHtTADnpTxnr60ATo2B9e9WEYY7CqanFTIx7c1lKNzOSL6N3z1qcNg8GqaMfX8fWrCNxzXJOJk0WQQRSgjA9ccj0qIZOKkAOM88msWhCnp/8AWpjdeKdz+HamkH0H1ppjIm5zUJj3YHpVoIT1qVIM84NaxkBn/ZS3IHemNaEZIB5Oa3o7U9cVOLIMMEe/StoyKRyMtqeu39KpvCV68/hXay6ZuXge3Ssu50xhnAHHHNbRkWmczg9OtWIcnGM9KnksHDZww+tT29tgY6H3"
  77. A(75) = "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"
  78. A(76) = "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"
  79. A(77) = "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"
  80. A(78) = "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"
  81. A(79) = "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"
  82. A(80) = "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"
  83. A(81) = "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"
  84. A(82) = "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"
  85. A(83) = "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"
  86. A(84) = "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"
  87. A(85) = "CfmNFiWSJgnIqwmeOagQZPf8asxr04/GgksRuR1FWUc5wc8VWReasohz7VLVx3LCkn1P0qZM8cfnUaIcAEdO9TohA/rUezbBMcFwMjsa0UtUnhjljfDjGQGqvbxiRihHPUe9Xba3KTgDI7mmqWuxtS0Zpu0kdokZOT1qnICRnuOKuXAw4Ck4A9aoufmwRg11WtZHt0l7qFVjtCkZxTgh64pvC8g5p6MeuetBsAJPqMUh5bkc96lyCOgB9ajcdyMHvSYAYjg45BHTPWpSkk1qGfJkhOzIPVD939ciq6vgYJNW7aZFlAYEq42Nz600JkK+dG3yjJHrUiGWbIIG7vzTjMiSPHIGDKcHjOfQ/wA6Y7RlgwLBvrihqwJ3JCsiLnbnnBxUkE8cYMckYaN/zFVmuSowScg59akAjuFUA7T1znFSykatjcm0KoSTHuyp9K6WRI9W0qW3yCJAQM1xtu5iVre5GVPKPmtzRbh7eXyZCdh5UnpRGVnY"
  88. A(86) = "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"
  89. A(87) = "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"
  90. A(88) = "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"
  91. A(89) = "GmWMcUmQPrTdxxx1puWPA/GlcLj2II5qMgGlBJPNOOMUJgVZIh6VTli4OQM1osATg9qhlQYOKaYrGNKNpqu7+n41fnTBOR+NZswxnJx6VokFiMse1Rl+aRm4qJmOKpI0SJ1fmrUTg4yazA+D1xViKUjBzTcR20N22wcela9uuOnSuftbjpz9K2LefI5IzUcpKNaIAVZT61RikBA5q3G4yOaTQFhVz2qdF4FQxkY61Mrg96loLEo96QgUm8e34U1m54zWUkJjtgLZp6IMHimIc9c1IGxWdhE0eBwamXFVRJ7iniTjrQBa3DFMduOTzUPmcDmmNLg8GkMJGGKozMOakkm4PrVCaXrzQ0UiKZutU5SCOKleX3qtK4PUipsM4E+uOtIRkc0tIc9D2r2TUQ9eOpppzgcU7jNB6ii4DT7Zo5NKQKaOtO4CnpSDqccUHNHbGelNAH45o4xyKOKO/pTuAo+nNOU4OOw6Uz60oOOe1K4mW0bGBnpV"
  92. A(90) = "lH4NUUb1qwjc4OOKwmibF5GOeT2qdX96pq3vU6Nzj09655IVi0G4604N39agVh3p4ceuB/Ws2hMmBozz61GGHHP6Uu7HtSsA8evbsKXJ9cH6Ug68HkUd+2KLAO5pRxwKacc07tk96dgQuRyT9Kdn15pn6fjSjrimkMlj+9+Fa1ovGccdqzIFyRWtbDOMUCNSAgYrSiI//VWbCvTHNX4jgAUuYbLW0Y+npVedBtzj9anD8YzVed8gn1q4skyblBzxWPcoMk4HNbNww5rIuiOR6VomMxbheSKouoyfTtWhORnGccZqoyj6Yp3GV9gyfenCPgD07Y6VIF/PvTwvfHWhgQGIAcDjtURjw3QdKvhfUc96hdMHIFBIyKPkEVpWqFWHp2qrbgHg9q0okxjiiwGpbMQAfQ1pxOeM/WsiEkH61oRP/nNZyiQ0aIccD0qvO45Oe/Sml8L1qpPMSuCaxcBWIpZOv9aozOD3x9KWWYZ61TlmHrWcY2Y0"
  93. A(91) = "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"
  94. A(92) = "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"
  95. A(93) = "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"
  96. A(94) = "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"
  97. A(95) = "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"
  98. A(96) = "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"
  99. A(97) = "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"
  100. A(98) = "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"
  101. A(99) = "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"
  102. A(100) = "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"
  103. A(101) = "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"
  104. A(102) = "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"
  105. A(103) = "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"
  106. A(104) = "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"
  107. A(105) = "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"
  108. A(106) = "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"
  109. A(107) = "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"
  110. A(108) = "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"
  111. A(109) = "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"
  112. A(110) = "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"
  113. A(111) = "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"
  114. A(112) = "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"
  115. A(113) = "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"
  116. A(114) = "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"
  117. A(115) = "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"
  118. A(116) = "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"
  119. A(117) = "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"
  120. A(118) = "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"
  121. A(119) = "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"
  122. A(120) = "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"
  123. A(121) = "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"
  124. A(122) = "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"
  125. A(123) = "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"
  126. A(124) = "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"
  127. A(125) = "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"
  128. A(126) = "G3g8E4x71lXePMLhRweAe9Ma9VWVU7HJx2odzKQx5J6k96iTvoVCNncqbdg3dVJ3fSoi+UbIwSc5q+QFjeMrlXU4x2PWsy9Y26RgcZHfvU2NLjowZJVXgHvV0Woxt24HbFZVqx84EHJBzW3EGaBWz0z/AI0AyB7QAIpXIz3oSzQzNngBTg+lSJcB1YMeQwIHrUsswjdhgcgHJ7U0KyKX2JmAQHCnkn1pj2ixrtAGQcnmrAnEMbPkZJ4Hp71UknLKCTyx6jvT2E4plqSANGrEAkqAOM0qWwj8vABYnninIw2gE5+Xj1p6AtggjI9aVw5UQT2iyBxjGDjmsmezCo21OSMDIro5f3cQyQSTk1UkWMxAYBIyc07kypRZzUFmSxAGR0qnd27QzLHgnnccCuxs7UFgdoI61Vu7MPfSyOoH8K8dqSM3Qjaxx99Yw3l7FJGuQq8/Wql7ZCGBYgMktuJArqrWwjjUs4AUEmqS2L3Ny8jhtmc89qdz"
  129. A(127) = "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"
  130. A(128) = "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"
  131. A(129) = "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"
  132. A(130) = "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"
  133. A(131) = "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"
  134. A(132) = "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"
  135. A(133) = "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"
  136. A(134) = "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"
  137. A(135) = "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"
  138. A(136) = "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"
  139. A(137) = "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"
  140. A(138) = "UAjGSec4P860ixXKpGDn1py8dulIeO3WkHHfOK0eqC1yYN7mnbhjAGccdag3cdaXcc89e9TYXKTB8Ac8454607zOwNQFvQ03fjBGSO2aHHQOUtK+eSetSBx09DVNXJOOvv6VMrnHWs5RE4lsPnGTjNPB696rqwzg1Mp+bvnpWMo2Fyj1zu5zyKlCfoaiGd39amQAkZpJtCXYswAKwPHFdRpTjYuc/hXNQoODW9pp2kdeanm1KWh1C42gjAXPanCUIw3DowyfUZqtFKfKC5JA7elHDnBz059xVw1ZrFXZMImWUgZ2BiAPrzWqHAgAIGRxnHWorOIGMA8nGM0XIMa4PIBruirI9KlHlQ4XIVCoYAjkiqktwRwxwaoTSMshIJGarSXRPyuenQ5wTVI1sWppx2OawL9wxfIUj3q202GPzZH51nXTgkkHrVN6FJamarKj4R3RvUNgVO8zyKBKkVyuepG1h9CKqO21iT1NNDEsDnB7dqRVjUto"
  141. A(139) = "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"
  142. A(140) = "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"
  143. A(141) = "kXL+ZIqqQFIyfaiwy5bndGuTknt6CnY8x2/uKcjmqsM4YbVwP4QfarSShVZSR0wKBMfEwDHjqetaUUoUkIOTwTVJYiFDOQOOBRFIyk8HPTIovYTVy/OwdAoOFHpVOUjhQRkDJx2pTII15OTjv3qkZtoIHzOxwRWiZNhZXAGDkknt3pAFTDEZYDoRnFAXyyd5zKRg+1NwB/Fz/OrRLELF2Jbvz6VIOR0AHvTDuLcCnBSOByR2q0IcAAByOakRRjP4VHk8HAB6UocbsE5q0BZCgjIAwOlOUjrtxUa5JwD07A04MQ2Mfl61QItKcc54NP2hs8A1AjH1/OpVc4wASfYZoAa6c8AZ9BVZ4zk5yKurIjcSAqw79M02RVdeuPQ1DRSZmyJxjGaoyKd/A4NaUsZBIPBFVWUDJIqWMhXCnnqKAS7dM9zSH7547VJEuCTSAsIMCp4wAOmTUCYx+tXLeMlslc00KRt6OCFLEZYDiuM8Q3RXUWUkA5zj"
  144. A(142) = "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"
  145. A(143) = "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"
  146. A(144) = "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"
  147. A(145) = "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"
  148. A(146) = "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"
  149. A(147) = "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"
  150. A(148) = "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"
  151. A(149) = "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"
  152. A(150) = "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"
  153. A(151) = "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"
  154. A(152) = "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"
  155. A(153) = "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"
  156. A(154) = "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"
  157. A(155) = "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"
  158. A(156) = "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"
  159. A(157) = "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"
  160. A(158) = "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"
  161. A(159) = "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"
  162. A(160) = "fmjbkIxwKdBBbSbSkjA5IBZeKma1kYMcK5B6Dr9aOVgmPe3DR/aLYckYliPJA9RU9lMkkeASWUYGeh9vrWckktvJwWLDGQeoHtV4Isi+Yh2MzZDgcE+59aXoMv2kcLLNbNuETsHXHWN/UUhRthic/Op6g8g+v9aS3BSNiYyZF54PWrM0QuIhPAxEiruIHUr3/KnYCLeGt5ItxDS/Mh9HXt+INV2l3pFIAAX4OOuR/wDWxU2BJC4Tr99T7jmqQcIJF/hLCRfY45H5U29AW5Yj27c4UnkA1A9uZLxXAyoAzj2GamhKs2BnBGQferMalbIDBMhU5OOgzSQMzr+LdPGwUFpBjnsMVTMI2hVAJLYZj1Pb+hrclQrKsxAJG5IwO54H9Kyp1FnDvkIJjjwBj+Njn+tTJWHFlqxkDvKVOdijcPQZxVgqIpZ3kGDkIo9hyT+eKztIdoopGIJyi5z65z/Or00imDkfdJUjvkcUXuh21KasX1A4PyIu"
  163. A(161) = "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"
  164. A(162) = "vU/WlEw2gBRGmMgA5P4nvQl3BsstPFbrtVd7e3T8aUXDMo3EBQOAO1VMhMFhjIyBU0UTStmQ7UHIApp9hWLcU8jKdoCg9Cec1ZRXIUlz0xlv8KqRspfAGFHTNWRITyRgZ4J9K2j5kMexTJ64/vE4zVdjg5QgD1Y06VwmSw5PI96oXUrMQAAi44FaISRJNcADJ2k+pqoZ1frwcc4qF0IXLEjPPJqIgDJ7ds1ZSSLBl561G0gBzmq+89D0phcNn1qWikieWbCg5pIJNwyRnNQjLDB5FT26B2wOFAosDZdiyzAAcnrU8qYHB4A6+tMgG3AHOKkKmRiSOBwKGyWyqEJYnHBHAq7bQ5Kgj5qlhtwQCeGNTwQMsxwSfepYc19DQgjwoAHStJ2Wz02WZo9xIPHrVW2jYMpIOB3p2uXBa1WON1HHOT/SnFamNaVkeJ+KUe5vnk8kRpkkcVzZTpgY4yK7PXow0zrv3tu5wOK51rcLkkAHpgdqiT1P"
  165. A(163) = "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"
  166. A(164) = "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"
  167. A(165) = "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"
  168. A(166) = "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"
  169. A(167) = "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"
  170. A(168) = "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"
  171. A(169) = "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"
  172. A(170) = "j6Vpz5zg8kVUcDPFZN3PP5ne5SeIH0+tQMgAJxwe9XWGO9V5OcH1oQXKZUYPUUxV59qsFcZGPw9KYFwe1DE2PUZwKmA4z61GmelSjn1rnkZSHA+hpe2QMjNIASAfU0/byfrWbRlYWNyD68VMMnp2qEKN3GKsRqdv6VSdkbwTQ0rwcDHNU54sjjkZ4960ivHpxVaVAauMjoWxhyxEKx5HNVQDnvWtcKAp4xWftOfeuqEroiQ6Pnp1q9CwNVFBqwnYGokyLl1D6GphnvxVWN+cHrVkNySaxaAnQ+vQ085xj0qENwO3vUueBWbQhDkds03HPWnGo34GM1NgsIWPamhqbk+tNY88mriikS7iSRxxUZlOajL46GoWkPNbJDLHm89aQy8HvVIy/Wmlz71okMtGTnrn8aUOeuaqB/X9aejEgdKVhWLJPcUjnoSM0zOcim57ZosNDWOD1/Chep5pGznOaac1VxgcD+LNQseTTzkDNMA57U7jBamS"
  173. A(171) = "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"
  174. A(172) = "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"
  175. A(173) = "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"
  176. A(174) = "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"
  177. A(175) = "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"
  178. A(176) = "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"
  179. A(177) = "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"
  180. A(178) = "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"
  181. A(179) = "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"
  182. A(180) = "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"
  183. A(181) = "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"
  184. A(182) = "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"
  185. A(183) = "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"
  186. A(184) = "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"
  187. A(185) = "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"
  188. A(186) = "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"
  189. A(187) = "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"
  190. A(188) = "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"
  191. A(189) = "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"
  192. A(190) = "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"
  193. A(191) = "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"
  194. A(192) = "z+54pTbMVywVFPYUqSJJ9yRT6sDjmp4kLLkOrY6gnNHKguZcw2qVjjODxuI61TeMbuQCQMYJzj8K3SWLNiFSvoBVZkR2LCEjHUAdKlopMyggjDEjBPfHJoiDFWMhKZ9uQKsSIdzHbhc8EnJNRlXfMhAC44z2qSrldli6qNzEd/SovLyck9ecdqtoA27aMg9TjOahdM/eyqjoKlghoQbQF5buTyKlWDLcEkDjJpkQC4A781cjXJ5OB/OhA9BEti7ZPap/sqp8wHPt1qwi/LkAgH2qRNvU8gVSQrmHewOVJKnBPAArNWBkQ+YCDnpXWOquc4GO3FUJ7EMxc89ulaRlYVzDiQ5KqfmJ6DtWzb2pVlD9hk4ptvbBWJEYAHQkVcGRwMEnqfem5AyRCDlQOAeSamgAZieo7VCE7Yyas2w+YZXDenpSuI1rFcsABjp2rQ1GYQae4yB8p5NJZKFiBxgmsLxTfyxWrxxgZx3rSOiOaerPL/FFx5ty"
  195. A(193) = "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"
  196. A(194) = "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"
  197. A(195) = "ivEGA4685qpLAewx+FaoQnqKa8BI6fjjNdKlY6jF2lTj8aXHPNXZrXuBn36YqsV2nn0q1K4hnFHPOPWlx6ZBo4PPrSBic80h5wfWlHXGaKYDc96Tjj8qf3644pBQA3A9qei5PTPFAXPTNWI4d3rmpbCwsSDHQVft15A9PaoUiIIGD0q5ApBzjqa56krgXI1O33qwFyozTIwMYzjn0qdAPp2rklLUClOmazpUIPORWzKgOcjiqEycnit6UgKar6jP40piBJ46VOqcDp0p4St7jKJjIxxx60hjJGDV4xg8dKQQ89M/Si4FIKQQenbpUTLlzgZzWn5Q6EVWeAEkqc01ICvEmG4ArUgXKjiqaR7W5H41oW69PesarAkCcUFflHAqbZ16YzxSMgCj1rARmToAx4qiV+atadQee9Zzj5s1rF6DIGX5TxVdlJYHjn1q24wv16E96iRCzdcY46VSGPgTsAODV6IYx9elRRRY5xj2qcAryMYHFZSl"
  198. A(196) = "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"
  199. A(197) = "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"
  200. A(198) = "Ooxz2qPxHGYdejYE7ZUIz75zTbv9/YAICCRk4HXFdW6Od7nGay25DHI2DncTng965gsN5weM9BXQa2jtESRjDYIPauePVcd8HrWkERLcUsSeSSelA9D0NIx+9wOtOj+/6jFWQetfC74daB4o0Yavqck1xIk7I8AfaqkdM/hWn488JW3hzXrKTToVh0+5iZfLXOFdQM/mCKofA3XbSwh1mxvryO2jkZJY2kOASAQcfgBXe/EDU9K1LQrU2t7Bczwzhl8tg2Bggn9RSdhxvc8L1VFttQikXgiQNjpgZ6V2uhsHvkByVA4/H3/CuL8SyBZZCDwmeQev+cV3HhxRJHaPgHfGrEjvxWNWJvTZ3VgGEMaddxLHjOBU90UAcZYIg2g+pH/66bbKY7YMchnJVT7df61LdwjyBkKQCN3t7fjXNI2SMI5EwZFGNwUEnkgdTitKFZMRGMgSyZAGe/8AnbVe1iLXBeQASkkKD0VasxsqEyIcs+cE9FUA"
  201. A(199) = "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"
  202. A(200) = "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"
  203. A(201) = "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"
  204. A(202) = "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"
  205. A(203) = "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"
  206. A(204) = "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"
  207. A(205) = "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"
  208. A(206) = "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"
  209. A(207) = "jBP9aZArDzlJJJnWXcB94Yxj9aJVLuIyxJlcZIHTnJ/XP51esAjlsjahGRk8gf5A/Ks+prbQuQwGVN+fmjHHoT3/ACqSdQ+BnI+4Af8AewaW2XZHFG5wwXJPqScZpZ12SgKCcyYHoDjr+eaq2hnfUu2cAj8sEkshIHHY/wD6qtKSu/JPGTx3qONCrcYwwx06Ecj+tLvxGRwCASc9jW8FZHPLVlG6uRBZmd1AJUMQf5frXm3iPV/s8U99KNzyELGueS3QACuv8RXpcpAp6k5wcYryDVtSXVdfMUeTa2rbIwOQW/iP9K6KcbsJSsg02AmVp7k75JTuYkdPb8OldX4bi0fUtQCanMDFH92MNgY96w5iBYu8aYPQCuJ1PUJ7e4jeJ2jfHJDYyK3SV7HNJ9T3LxfceHrXTmjsfLDBThIxgV4fqOpQzTSEfKxwMH2Bqhcazc3BJkkZjjnJrPL787sZPPNatpqxlqy/b6jJbTqwLbSQSpNdxpWr"
  210. A(208) = "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"
  211. A(209) = "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"
  212. A(210) = "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"
  213. A(211) = "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"
  214. A(212) = "mrQFpX4wevepVwaorJg+vv6VZil3HGarmsMtIg3ZqyicYPaoo8H8qtQgN1HUVnKVwFEWabJFxVwIMc/ypHjBGBSihmDcw46DNZUqENyOa6eeDI5HFZFzbjdkD9K6GtBWMmRdzjPYVat19uOtRvGRIeDxxVq3T8+9TLRAWlU7TimbefarKrx07U0oc5xXLfUZGiDceRxSgfNjipFXk5/SnKmW5H5UR1Yh6Dv2PSpiMj+lEaDA+tPOAfxq7DKzjBz61AzZPGKuOobr6+lVGQgkiok7CK0uTk9c9/Ws+Vdue1aUgPTnp61VlQ7cf0qqcrMEY1xkkcZ71CFJYHHWrk8ZDdDwMVJZWnmyA44FehGXulI0dJtyVBYcEcD0raWDbwB0PrUdnbhAO1aRTAHr3p3GQIny4x3pcbQcipVQ5PFDjAHGKiQMpHrjsOlTR9DzikZAWGB0FSxqQKxkTYaVIORzSHPPOakIHOKjPTgn6Vl1JIwNrg5q2jDF"
  215. A(213) = "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"
  216. A(214) = "okC3Me8EeYi/MB1PuPb1pI7y7j3fZ2JUdQeB+FZVo97FKuFPHQqcg+xrZiVJo2eMqik4dOmD/hRFsGrktpqUi5WQMu88grkfnWgzQSxsF5BGCpHFU3gj8kA7gwGAw5GKqqLq1OUAaIjORW0ZGcotGZfeG45JmktmNs+eiHI/KsySx1O3yJIVuFHCupwfyrsIrhJog0mTk4yB09qfsgLDLDPTAHStFUa3IdNM4Qz3KAhdPl344O3OagLavOoBtJQPTOBXpAs7Y/MTgH05NMa2jRmA+c4yAOw+lUqovZJHmb+H9Xu2wEjiU84ds4q/Y+BLeFhNfTPO/XaOAK7iWBuAsZAIyCTyar7G3Y5wBQ60noNUolBLO3t0EcMQUY6CnyIYFUgZA4qyUCuZGIK9cjtVZ5xk5JKk8/Sm53WpSjY2bK4ZolVmCgjcDn0qyWClcMSWOQCM81lWtwWKwxxqFA5ZeSBV5pY1ykb5YAHJrGTuUkXA4ZlQYTA3"
  217. A(215) = "MSOWOelSO7OjAnLkckDoPSqlvIzgt8jKeMg1JcPJtAR18s/NlevHrWTLSJkAbCqCcLwcVegwFUxndn+8OWGMEVStMzRMSRhSNuTgnmtJA6CRyMr97ryPxqUtSm7IlDgxrGWIBG4sevXP6VZEYcBXJ3FQSfU54P8AOqC/Kw3YJJ3DB68Y/pVuPMjxZBUxD5gTzjg1SIZpJIAoAyQMA89DVK/ugmQgIypBPpTpJikTFQCc598Hn+tZF7cCTaVIyRyM1vB3M+Wzucl4n1CS3tZ5EJ3kFVPvjrXmWiKplwclsk59Setei+I4jJbnIOwMSeM15xZn7FqrxnOFbIzwSD/k12wSSuYVLnRXQkezVoslSTnB6EVwWsoTMpJzk4ya9GgUzWrqmdrAkj61xuv6eyyuAMCMjGTzT6mT2OWZSCxJ79PpTlAYdMDr9aQk5ORznkUK+0nAyccVaZFj6M+BN+0/gJrZvmNtevGB6KQG/qa5L4taatr8R1uU"
  218. A(216) = "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"
  219. A(217) = "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"
  220. A(218) = "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"
  221. A(219) = "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"
  222. A(220) = "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"
  223. A(221) = "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"
  224. A(222) = "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"
  225. A(223) = "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"
  226. A(224) = "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"
  227. A(225) = "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"
  228. A(226) = "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"
  229. A(227) = "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"
  230. A(228) = "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"
  231. A(229) = "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"
  232. A(230) = "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"
  233. A(231) = "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"
  234. A(232) = "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"
  235. A(233) = "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"
  236. A(234) = "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"
  237. A(235) = "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"
  238. A(236) = "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"
  239. A(237) = "qsPrSqLQBxHrxSYw2eadkYpmRXMwJAwK8c805GwSeKiDe9IGxkmuum/dETu/yn61UeTDYIH1qQvlarOw3dvzoa1KROjR7RlQcVIZowMBcfSqkbAtjPT0q2ixnkgZ+ldFK9jaLAsG7Gmso6HPFPcZGRwP51CVYHpgY6561tqdEWV5WHICjr3qlLKqE8A1anU+uaoOMEknHt61LN4iSXGf4h9KqPPyeMn3p0uWOARk1CyOMAAfiKEUNM78ABRj1FPSSMLmTHXjFMNuD99yfoKetvCDxGz+gJ6U0hNjvtMLtt2knrkn+lTJIEOVXJ+nFLEm0gFVQd8DmhnVTgKpAPGe9DVxc1hWvich4VIzzg4NNM0LsCBLGTxkZNSKszjITaCc56CgzbDgsrkdlGf1pco+cgdpgSFnYgnsTzU0Ec2QWO8HgDdTX2ztg43HsGII/KrNtZIjBipOOQBnANHKHMaenIzFVa1QqG4ya62ynWOJomt90Dn5kA5H"
  240. A(238) = "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"
  241. A(239) = "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"
  242. A(240) = "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"
  243. A(241) = "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"
  244. A(242) = "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"
  245. A(243) = "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"
  246. A(244) = "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"
  247. A(245) = "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"
  248. A(246) = "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"
  249. A(247) = "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"
  250. A(248) = "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"
  251. A(249) = "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"
  252. A(250) = "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"
  253. A(251) = "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"
  254. A(252) = "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"
  255. A(253) = "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"
  256. A(254) = "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"
  257. A(255) = "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"
  258. A(256) = "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"
  259. A(257) = "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"
  260. A(258) = "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"
  261. A(259) = "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"
  262. A(260) = "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"
  263. A(261) = "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"
  264. A(262) = "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"
  265. A(263) = "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"
  266. A(264) = "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"
  267. A(265) = "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"
  268. A(266) = "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"
  269. A(267) = "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"
  270. A(268) = "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"
  271. A(269) = "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"
  272. A(270) = "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"
  273. A(271) = "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"
  274. A(272) = "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"
  275. A(273) = "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"
  276. A(274) = "DwR0qBM561NxgDGSPemAZwCBxk+tNP3emB2px+lNcsRwAPwpAQOvU8H61E2R1OamMbscZJPf3prwFQDnFSxWRWcqOcVXdlznAJ75qy9uzHrUH2baSCenrUtszkiBnGCQO/aq80g2+lXGhGCMiqlxEAvHP4VcWzkqpmXMR2NZlyx5+takiHJFZ1whJzjr7VDvc4ZxKwyQCOpFWInKsD3IwRnpUAUg+tKBgkelaQRlsaCyHcOelXopgyjJ6+/eseOQggdx1FWklK8da1TGX3YFce9QtgGoTOM9eO1DTjHWhpMBszYHFVC2TTppge9VN4J4NYVIoVyaQgjmoCBjPrT87ueKUjkc5riluIrbNpp4OR3p+AS3FNxjtQpAAx0xSoCSfUUqjvjH4VYjTJ4PNdEGmgLMHzqBnBq0qlCSvGO3rVRCyHrx3q6p+XKnjtTlFMYu5tgJqKRuMVOCMcjk1UmG0kDJHrXM4JO6AFkPQHNWI3xxmqQGRjv2"
  277. A(275) = "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"
  278. A(276) = "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"
  279. A(277) = "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"
  280. A(278) = "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"
  281. A(279) = "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"
  282. A(280) = "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"
  283. A(281) = "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"
  284. A(282) = "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"
  285. A(283) = "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"
  286. A(284) = "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"
  287. A(285) = "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"
  288. A(286) = "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"
  289. A(287) = "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"
  290. A(288) = "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"
  291. A(289) = "OIpoyQxAOBj3q0wCknAwT2700JkcS4DJ0wcilKqrKCB1yvtTyoLh+hI4pzDdzjJxkUrdQuNZQwJ6Z/Q1CVIYjJz1q2ORg1GQCxBAyO9Eo6XBSsRLiRCjgcnoe1UJ7UxMTtyp9q0GUq2cZ9aUjzI8EAntnvUuN0UnbUyoUZcgANG33o2qO6tAFDp80Z4Bxkj2P+NX2hBxxj2HaiJijEOCR3z0NRy30Zpe2qMb7PgjjkcDiporcMMA/MODkVpS2qcFT8p6EDp7VCYyvOAQKXJYancrizABIGGxk4qxLBmRyOfmz+gqQN6gnjt2qcrvO5cBsAnA6/5zTUUJy1KYiAAyDk+oqzAwjyqk+4NSrsbhuPakktwMNjI7YHSqUX0ByT0ZKFyMqOO4qGaOTIMUmAegIyKI5AjYJx65qUyjkEgEnj3p3T3Is0yi9zOrbXRR64NVLhxIM4ZCDwQavSMrMUYZ9yOR7VRuJI1yjK3HQjvWMvU6aaXYhTUn"
  292. A(290) = "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"
  293. A(291) = "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"
  294. A(292) = "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"
  295. A(293) = "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"
  296. A(294) = "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"
  297. A(295) = "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"
  298. A(296) = "kE9u/rRZjuNRCXzjJXp7iteAfMASw+XcD/Sq0EPBI5PXPpVtDyucAdRTURXL8LHCknB6iryOHYSDk55HvWZGQ2QDz1wasW8hQ85yTVokuwnaxB5GT+GecU5mCMMHAzxioVcsu4YAz0704HeoB5IzzjpQBZLnzBngsMZzipVcmNCfcev+e1UQ5zAcfMrhSPYnrU4ZvJYA4IfIHoKLgXEbIGeQDigMF2qc85H4ioEk2opAxuJ3fWllJdWA+8CHB/Q/pQKxNu5we/AJoJ3HgE5GRj8jVcS7yMEHIyCexqVHG4gEZI3rk9j1/WmndA1YdnI57dqCMYxximlwTkfjijcMdc46H1qWNA6bsMOh6j39ahZM5x1BqbeFO09DxUErGJ8cHHc96Jaocew6NwAVfkHr7U2RdhOee+c9vWoXmBGQcc06CXzT5bcMOUJPX1H5Uk76MqzWpBLIUG9cjPcd6nt51ZEkRwCRjB9j/wDqqN4MMQDkehqFrZZE"
  299. A(297) = "zEzJIpzgH9Km9mXypo1GCsoLDGT1x0oBMRxuBX0qtZzSKpWbkdKV2KOQenUDHaqctLkcrvZlqaATRcHJA4NZ2940KkAgce9WI5WBDAnPcUy5USKZYzgnqKzk01dblQTi+WWxWlcMozKygdGHUH0I7is24ee3fEqB0PORyB+PpVn7VEqkMMdiDTC62wAY77OQ4GeTGT3H+z61k/eOhe6Z4uAsmTtwfTpTLpV27ozkHkgdqrX0T29y6E8YyOcgj1B7j+VNsnUSlXYhT69K55Np2Z0xta6K5kDEnGDTsrxhulTXkCxSZB+UngjvVbAGDjOKkZKBntTwwAxkE1BuYnj69acqfNktmgCwHPQVMFZhgEj6VGm0Hj9asq47AAHpTSFcRIyMAnoO9WAVC4OKgLntSrkn1osK5IWAGaRGLHjOPrTwmckjHPT0qRIweKLBcjOW9qTDAEnrVnywB0phUdM4osFyAhj0phJXuc4qVyAMDnmoHII4qWMY"
  300. A(298) = "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"
  301. A(299) = "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"
  302. A(300) = "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"
  303. A(301) = "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"
  304. A(302) = "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"
  305. A(303) = "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"
  306. A(304) = "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"
  307. A(305) = "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"
  308. A(306) = "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"
  309. A(307) = "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"
  310. A(308) = "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"
  311. A(309) = "fWqpfmuqOwXLhlOc5qxE+dpzzjkVmq2e9XIWPr9am9mDZeZh1HfmpIpwVwT0qruP6Yx6UgyGGK3hIEaRlDDJ5pCxKj1xVRGyRwCCfWrSgADj9KqWpaQwpnqMYppCDgDJ96mKlhgAfU0hiVeWOCPQVlGPvG0SJYSzA+/JParEqCNLbByfKBPp95qYGzwo4NPlcBYBxnyh1+pP9a64JG62Ah25PA/Sq8qDqxOB0AqUucZJAqu5jYZJBA9au5RSlYA4UEk01IpHOSdo7DOKsNPjISMc9zTdrMwLnt0ApR1YxyqAMZ6e9OSMkc8ClRAOByfc1McqBgZbrWyM5EkBVFmAXkorZ+jhqS8P/EwuhnH+kSA/99GmQxu7sgBJaNlJ9OCf6VLPEXupXJX9428k+rDd/U0yGESj7DOSR/rY2I9eCKaSSORznoO1WIkVYJskn5cg+uCDUAyTuQE4GAcdP84oEIwwwjUZYjLYq1bqqD1J4wKhiiO4gHJJ"
  312. A(310) = "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"
  313. A(311) = "yxOcgEEe4qGIGGQZB+VgQfxqaQ7BEWwP3e0f8BJGf1FNfDqCCMkYqWNbEkwaPkAYSR1wPQ4Yf1ppbegZc7qVnyZM/eMKSj6jg1F8pXIbBBAok9RxQhlwcPgE9T61GZ+MHGR3qKXa6nO4EHjBxWdKxRyQ+M8Hms27GsY3NZyl1aMCAGh+dT3x3/I1RbzYuVJITGdv8S/5FRWt4Le4V3cFQcOCOoPB/Q1cZTDM0a7WVG24HcEZH5g5pOXMuYcVyvlKkx24nhP7l+RnsfSrKXRksVkX5ntzkjuYyf6H9KimjVFZdjCNuQAelV7X/QbpXZmaMjDKRkEHgj9azu0zSSTV+xq20ruu9CpUDI+h/wD1VaFwWAHAbGRz1FUlRLUPEjFgPmTA6g9D+WPyoWSOZMAlGB9cU3JoFFSVzVSVLi3KEbXHQD1qoHEc3kudr+p71XjnIfKcleuTVm8WO9twwGJQMnHWjmTRPJyOy2Yy7gE8R3feHIIrIiwj"
  314. A(312) = "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"
  315. A(313) = "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"
  316. A(314) = "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"
  317. A(315) = "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"
  318. A(316) = "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"
  319. A(317) = "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"
  320. A(318) = "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"
  321. A(319) = "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"
  322. A(320) = "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"
  323. A(321) = "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"
  324. A(322) = "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"
  325. A(323) = "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"
  326. A(324) = "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"
  327. A(325) = "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"
  328. A(326) = "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"
  329. A(327) = "YQDnnilCnsTQKxaQkdKsxkY4x9KqICAMc1YQkHJ496tCZOqnsKkAx1qJX6jOaeHOKdyR5x3qM4B7c80pJNN3BTyaTdwQHGMetNMYK5zilbJPGOOtMJIHUfhSKIZGKEjP41Vnwy4OfU5NWZFJGSSKqSqSMZ6UGcjFvowc4GeawLtOTgk11N3ACpPNc1fLgnpn3quhxVUc/cRnd39OtQxkhvc9asXDYJyAaq7wGHIHHrUX1OKW5cRhjnJrQtpMjmskNkAg9ant5THMMnK1rB3Eb0cQbBI4q/DaBsDb9Kp2bBsenaugtIw4Hr3roikNFI2BKnK8ioHsEKFZFB9sV1cNsGA4zUVzpu5SQDx6CteVDODudLQE7OGrPkgaLjGa628tSAcg5rCuoyvBzXPUSJsZTpxlaqTJ7YxWi52HBFQuoye1csopiZmA+nWkYEHHOTVl4cDcKiC5Pv8AWoV4sRAysGIA6UxlyOlWigbrTGTA6fpWkZFFBlwe"
  330. A(328) = "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"
  331. A(329) = "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"
  332. A(330) = "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"
  333. A(331) = "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"
  334. A(332) = "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"
  335. A(333) = "PLn7oG898Y6VEmVEyruaW3lWI4ZAm0kDqx5P6nH4VVE/ygHIIPH0rTlCSDcw4Y7iD6n/ACazJEKylQMqDwT3rGRtGw15Q65JOc8GmoxdgNwPqD3poULIAchSe1NFq/2pACcbt2QM8Dk/yrN3NOhdvoGjS0jVQBHDgjPckk/596qqADkjIIwwq89w0tw4LcjC5A7gc/rSiMEA55+lDV2CdimYmjIKcr1B9qBnqAQepGOlW3LLGQVGQfSqszDIYEjjtSasF7k0chC/MAVPvUx8prZxnYXcLgjjgZP6sKogllJHJxyCaklkZWSEnIjUE/7zfMfyzj8KFKw7XLSJIVBVxvU8Ed6m/dyRFwAkoPzAd/pVITAqCFw3RiDUqOr8E4bsSOtCkh2LYiS5gJDfvkHQnqKglQrakgAES7iPqMf0qIOYZQckMOcH0qeK43W827aQSmM9uo/pQmJor+eCNsgC54DUkTPOzR5UHG4E98f/AK6lZQwKkDGM"
  336. A(334) = "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"
  337. A(335) = "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"
  338. A(336) = "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"
  339. A(337) = "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"
  340. A(338) = "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"
  341. A(339) = "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"
  342. A(340) = "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"
  343. A(341) = "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"
  344. A(342) = "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"
  345. A(343) = "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"
  346. A(344) = "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"
  347. A(345) = "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"
  348. A(346) = "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"
  349. A(347) = "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"
  350. A(348) = "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"
  351. A(349) = "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"
  352. A(350) = "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"
  353. A(351) = "qAHXFKG8tgQMjvVxKjKxsCQipg5IrOjmyAeoqyknQZ4rS5o53LQODmpRID3qsHyMA01nK98e3rRclu5M7/N1qu75U8015DsNQNIcUXEV7gAmqrAYJNXHG7vVdo+cetG4rjIrXeQQOe1aMdvtUAjmpbG34+7WgbfHNdEIIaZkvANvSqtzEEjzgj+tbTQgfU1Q1NQgUVbirCZik4bIyKv2N0UcA5xVRE3NVpIhketZW5dSOp00EwMYOeKsCUdjWJazHGxjjHvVkzlRknir9oUi/I2VOKy7tdzCrQnBAqGQ5aspWY7lIoQOP5VE2QeetXHAAqnK3PauaUUiWRN3FQkc59KVmO7ipY491ZWENA+XvSY9qmKHBGP0pjKaEAg461KhqLp8p71InH4VMxE4welOROCeaYrAHFS7hisVqwJlA28ZzUiLkZNRRn0JH0qYHjgY9jVstHBqhR8gEZ9KvRKVwQTimNHx05ogbaQjHA7V6tOVy7G1ZOGw"
  354. A(352) = "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"
  355. A(353) = "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"
  356. A(354) = "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"
  357. A(355) = "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"
  358. A(356) = "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"
  359. A(357) = "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"
  360. A(358) = "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"
  361. A(359) = "aiBBXPp+lIrc5zn3p+zFYvcEdBUbxjbmkRyeMmnNnbUuJVivjmkJwaeSM8/hULHr61lKKZJMj8f/AF6kV8n/AOvVJZMHGetSeb71KpDSNBHFTI49RWYsue9TrJ703EoyGUEEVVkTByOoqbJLZ49DTjHuHQHmuqLNFZjraQSKDnDDqK1LScxtgk4NYojMT7hwD1rTgYPgj8K3jK6syWjZDg9/eopk3Lnv1psZIUA9QamBBGDUyjcTMaaM56UwxDbWlNCGIA61F5QAIIqVGwoq7Md4DuyKkiXAwR2q88A29Kg8r5j+VEnYbiIEJHAoK8EHPWrcMGV+YU2SAjPHNTKL3JsUl+99auwtgVTcFG6VMj8DFYtNMDQBBXqKhl6dM0RtwaWTBUVPqJmZcHbk4qos5UjP86vTxnaxGeTWY6kN+laJIVy9FcZ47/WraSAisiNiMc1ejcdzipYXLigMcZwKnRBtAziqqOPWrCSDpUpXGh4UhvX1pxOB"
  362. A(360) = "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"
  363. A(361) = "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"
  364. A(362) = "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"
  365. A(363) = "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"
  366. A(364) = "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"
  367. A(365) = "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"
  368. A(366) = "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"
  369. A(367) = "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"
  370. A(368) = "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"
  371. A(369) = "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"
  372. A(370) = "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"
  373. A(371) = "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"
  374. A(372) = "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"
  375. A(373) = "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"
  376. A(374) = "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"
  377. A(375) = "/YkZBweavQIHIGKpIvz4IwDWnZoQ4z9MelawVwJfs7IQQOOlPVQCRg8cjitZIgyAEfjVWe32gkdQeat07K6GVigYYx9KrTW5xwO1Ww3P0qVUDkqcfjWOzAwzalh0x+FU7mxK54/Gun+zhT046cVHNaBlIA6VtHYEjiSGQkEEHNKJiG5OAa1NRswp3Ac9zWTLGQe/0pOPcl6F6Kccc1cikz1Iz3rGiOOCcVfhY5GSfwrnlBAjTRdwyDg1OFKryOKrwOMZPf1q4rgjHb0rCUbFIiOMVE6A5IFTuueVH61EQR24rSNxlUgq3HpT/Myvcj1pxAOQR9KjKf3Tkd/rWykSBkPUd6kSQsaiMdKqleMYxScUxXL0EvODn3qwWxyDWdnbg4ziplnBXBOPpWLhbcq5qW1zsYDJxWiZQy5Fc0LjByDVqC/AG0njtV05JBc1XkDAis+6wVIpr3HzEg8VE0wbgntW6kgM2WLLZqIRktzV1xls4zTdg65A"
  378. A(376) = "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"
  379. A(377) = "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"
  380. A(378) = "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"
  381. A(379) = "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"
  382. A(380) = "1gKpxggDPep0I3c9q0SMGbMZyAR1oLgGobWYFG/lTHYbwentSkIkmAdDz0rGuosHp+la6yg5Wq9zEHXJxkVyVY6AzFaPcOlQeXtY5xV9054qBgRXKpOLJYsYwPmFPJByai3nFG/IHf8AGumFXTUEDHjiqkm7PtU7N83Wo2596cqhRGFLjnp60FMcCpxgrwKaVz2qFICuXbbtPUdDTBMyjk9asNCegyBVW4ibO1QDitNGBOspOATxUvnAjiqCE9BxT94Bz0Hp60mguTNIarSufWnF8niq02QaEA7dmg/SoRJg4NSg8bfxpuImPU4I/wAatxMe5/Sqa+tTx8kdawlHUk0Ek/d4HJpxbsaiQgAZodhvHzYppDQP6Cowv50GQA9aTzA0nUVrEZKq5+XvT/I4zgE1JGoIBqYJ/nFKUQKZiII60jDA71eKiq02Bmo5QRVaopHwMZp7uBmqcz9arl0G3oTpcANgmrCSj6Vmxk7smrURPX1qXdEm"
  383. A(381) = "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"
  384. A(382) = "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"
  385. A(383) = "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"
  386. A(384) = "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"
  387. A(385) = "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"
  388. A(386) = "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"
  389. A(387) = "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"
  390. A(388) = "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"
  391. A(389) = "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"
  392. A(390) = "4rKS6iLEh4z19KrPcEHjOe/NSK+VAz+dU5uDmnHQEydZzkjP605iH6HNUEY5xVqNhxmtldjTHNECvI4qpLDzkAn6VpD5gR61DIhBPHy4xVOOgMymi56Y+tORMHv+NWmjB7dqQKVYZ9KycdRXJIsgD8qlOGXjg56UwHHTp1pQeaLF30GOWBANIR79KkdQ4zjNRbipwTk+tZyjYlsY49P5VECSetSuc8elRDk04bg9izbn5sVfRRjPvWbC205q4k4HJ4zXR0JRaKj0pjRgngc96BIGHXpTwwwSTQ4plIpzRBSTjBqscdDir8uCM8/jVJ1weK5qkLPQL2EUdh2qUIcZAzmkVCVqVcr1IH1qYxuFyP7uM8fjTjyKlKAjoBjvUZT0BH1q+VoGVpV4NVsHfjP61dkGQQeOaqOADn0701ruIswkrz61ehkOOTVCIh1B68VbQEZx+VUop7FpXLB2t0OD9KFlKde9VzIQBTPOwOelTOGhLRfDq3Sm"
  393. A(391) = "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"
  394. A(392) = "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"
  395. A(393) = "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"
  396. A(394) = "TipAtxKScA5q5CDyB0Bqqgz3q3EGByKaC5dhUDGQDWhCo7cVSgG6tCHg4OatImT0JsDHI60iqAcjvQeuelTBQQMVaRi3YUgkVEEOc4xU6njGMUoIzjGMU7JmfM0MjbBIYcfSmTAZyMVM6jBIAqofTNOWiHHV3EBP1p3y9MUgUgdTSAHPIqLmujHn5eh/CoZEWRSDwadyccH6+tQSyMmSG6UNgkZt3aFSSAD7etZjx5zjhhWtLebhgntxxWdLhmzyGqNDKbKUrlWAkVgQOoqCWfHO4H6UXsp2nIPHQ4rOEu5gSTUSk9jmb1GXD4yQBzzWVLMc7sfpWvOoZD71h3YCBh6Vi4tmTVxjz45JxUP2sBsZzms+W56jtVeORmOdxxQqbIN+OctkelOaRgOTjNUYGJXvVnnb0/Ot1CyBEcxO3AY1mzFg3U1pSg7Oo/CsyT73PWrTsEiIknvRz26U4AHNPRM1WjERgE9KUhj3OKn8v3o8vHbb/Wiw"
  397. A(395) = "x9tKR8pP5mrsco9az0Qg9MVMPlPHSlJaAX/NAIORzTJnGcZFVDL2pDJu7VxTQyVyM9RUR55GOaQuSMYxTSdvcGlBtE31Eb5eMUw8jg04/N1GBSopY4UVvGRSk0IFIGTSEjB61aitZHXkHFTrpx9DSk0ytWZ6evNTLkc81d+wkdRTWtSv/wCqpViWmVAT6Ubec4zUrRgHmm8ZrWKW5LRZs8KR9a6O1SNsYAwe+K5hJQhzurRtL8Kwz0JrqpzSA6+1tVkAxg/hV5rMKuQKwrTUgu3IrYj1BZFAPP8ASunR6jRDMpUetYl9FBJkNGv1rcuJUZD0+tYF64DHBBrCpYZkSxxK3yDFM8sYxTnfJOaAfevNqWTKihhToRSMu4cVKNp96mhVC3JqqaTBxK6W+8BiDgVI1oOqZ96vFNvTBFMYADiupwViLFS0doLkd1PBrp7ZFflT1rlZGKtkVs6JqQcFWbkdqulJINjq7VtqbSKju1yuVH14qSEr"
  398. A(396) = "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"
  399. A(397) = "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"
  400. A(398) = "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"
  401. A(399) = "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"
  402. A(400) = "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"
  403. A(401) = "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"
  404. A(402) = "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"
  405. A(403) = "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"
  406. A(404) = "wKFGDTgAxyO1RknBFIAcg1hOJDLLYOarSkqcjtTkkJGD1FDjcDXY4poYqTblznnvSmYj/wDXVc5U5A6imMzHn1oimgRq2DeZMp9a77TrcGBSByOteeaQT5wHbNenaZgQgcbcV2UCkiO4txzxXBeIYwpY4xkmvRrhlCtjHSvOPE8nzKAM/Mc5qqyXIyZbmAFGAfamuowOKcjg+x9zStg8kY5rzIrUcSo0YJIwOKj+yKzZBxV7ytxOD+FKIttbwTLsigbeSIjIyvY+tTRnIyf/ANVXk4UAjnvmmvAhOUGCeuK0sZtCR4I9D3qcHDUwJt4BqVU7nIqXG5UXYuQSEAZPWrBYEfjVNDtHXHtnrQ0pAIqo3RW49yFJ/OmZ3AE1A8/GciiOUMcZokrmbRbhYROCCRn0q80+U3A5+lZoG4cVIjOq4yeO1VBW0GmXDOJFxnJ9azZ8g+oqwuT1HXvTjEGU4GcVUo3Q3qUBgA9jTVIB9KdOpjPHAquX"
  407. A(405) = "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"
  408. A(406) = "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"
  409. A(407) = "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"
  410. A(408) = "ajwQ5YkkgZqWMkRBtVDyqg8H1qldqUfIzjb2q7EpKAnvyaidBLLjseRSArW2ViBOATySe9TqC0bA/dboMUs6BIUPTLYxTQCpHJABo2GMljKwbU64rPjj5OD8wOTWs7BozgYzxVFI9sxJBwRgmlYdyvuPmFh0J5pSCHyv3T1HpVgRBEYkdDx9KYFKsCAcHtiiw7gFO7I4zU6ZHDjIPSkwCw7AU/Iz1xSsFxDDhvlHB7U7yip4PFOjnAJBwccdKmRlYDP5U7BciDFQOuO1To+OCOM0xgpfBIB9PSnnCqAfwotYLkhZSMkAZqFnIJxk/SmvIFUZGR0qONgCSDkGgEiVLkq2CCRjqalIhlwxjAz14qFY1c4PH44pyoY2wTkevXNLUY5okibKHjpmnbgVyCDntTgocEEcdqrSoUzhjjPHvTBCtMAMMAcf560izxgYByR2qmZSpwwwRQHjJBHB+tTdFKJdEwfAIwaaR8xw2KgLZYHIPrVmPa6j"
  411. A(409) = "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"
  412. A(410) = "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"
  413. A(411) = "tRLOGbGf1rTlET7gvTOT1pQwHrzVdnBO4UochaxnTuIuxyEEf1rasrjeu0tzXORvyOKvQTEHrUJcjBHRxng/MMfWpXYbDz0rKiu2YDParHmE+tW6tzVK5BccPn8apyyZ5qzKcg+1UJiQCc06buxSiQmTDZ70+GZlkyDzVUsM4pUba1diaTJaOjhkUxh1b6ipDINuAetY8NyVAXdxT2uwATkVspKwi5cyjZ16e9Z+4MCc9aJZ9wGKjhJORjHvWU5IpasccggetKshAPtT2UDocmoyKx5kdCjoNMhJyTTeoNNbGeCaauS3FCSbMJy6Dwp4FPUEGp40yMY5qxHbZ7Vq4IixlxurrkYNShgTjP41mRyFWByetXRICMg8GoT6FWJXQEcCq2MDB7VL5mV4NRM3fB+tXugZf0lsXC4x1716JYzbYAc9fSvN9MbEwNdtbXG2Ec10UnZDRp3Fwdjc54rzjxFKXuUAOep/WuynnLRtg9q4fVsvd5zn"
  414. A(412) = "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"
  415. A(413) = "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"
  416. A(414) = "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"
  417. A(415) = "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"
  418. A(416) = "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"
  419. A(417) = "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"
  420. A(418) = "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"
  421. A(419) = "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"
  422. A(420) = "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"
  423. A(421) = "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"
  424. A(422) = "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"
  425. A(423) = "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"
  426. A(424) = "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"
  427. A(425) = "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"
  428. A(426) = "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"
  429. A(427) = "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"
  430. A(428) = "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"
  431. A(429) = "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"
  432. A(430) = "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"
  433. A(431) = "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"
  434. A(432) = "TQhCOBUDDqKuFQR0qJ4xirGUW9aYshHeppIypyQQPWoCuCDxSaAnSQk+oqZCCeKrqMc1ZiXkc1m0gJ0GDmp1bPeogCM0ivt46UOOhonZFhuQOOlRNtLZI4NN8z3o3ZHSs2hcxHIPWoN5D5qaUkDqRVYgg460mrokuxSAjmp0x2qhGce1XIzxUKmFi2MbOarTEAHtUocYqvM3B5rojoiepRmwc8dqzmUc8VoOQT3zVN1IY4xmq3LsRqmWHpViOPDdM5pYkzwBn3q2qe2eKzlLoS0NjTAq2MhRUSqdoHvVgLkgVk9QsQknPSmSAlc4q35Oegpfs5KHA470+UEzJJIz71XkYitKWDgjFZ86YBGOlVEZJDKJFwTnFThhWVFKUl21oIcsBWyiUi1kEVDJxUqdM02VCR3p2FIhBJOCajY9R6U7GAQf1pm3J6fpQQQFcsTioSucnHetBI8p92ongJbNFmAyBcMF/Sritx/SqqIVNTZOetZTQIeZ"
  435. A(433) = "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"
  436. A(434) = "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"
  437. A(435) = "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"
  438. A(436) = "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"
  439. A(437) = "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"
  440. A(438) = "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"
  441. A(439) = "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"
  442. A(440) = "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"
  443. A(441) = "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"
  444. A(442) = "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"
  445. A(443) = "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"
  446. A(444) = "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"
  447. A(445) = "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"
  448. A(446) = "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"
  449. A(447) = "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"
  450. A(448) = "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"
  451. A(449) = "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"
  452. A(450) = "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"
  453. A(451) = "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"
  454. A(452) = "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"
  455. A(453) = "u61YR+QQck1xuLgyCfA65/SkA4oGD04FBrrpzAicdeKpTHk81ek6YrPnbGa3vcClOf7tUG+tXJe4qo6kdKZajchIyPWo2z71Pg46VGw56c1SYWIcHPXFWEzx3pqR9zVpIgMYFUyrD4wfpRJkAYHNShMUx6zYrFfHPAHvmpol56CmZG89KlUZAzUy2IbLUAHQH8quK2MYIqkmc8damVwOM81zSuQWlcHvz9aUICevWoI3BXrU4YVjKMgJVj7cUnlkE9ePSnxkn69qsCMEcnmpLSKLICOQD796s2y4YbTn1qRrb0PWljR4mHBxWkNGFi6u4dutWAu9ecCooXDpt53VY25OcY+ldKmhmbd22eR/+uqaw4OCta8itj1H1qu6YOVFRKYiBYsdKGiHUgVEZGDEHinfaVKZ71hztsCCVFAPAINZtxbKSSp59K0JHDHIqCQFj0reMrDRkPEyk5HFIq5HSr5So/Lw1axmUQBTjnpSFDxxU+wg9Kcs"
  456. A(454) = "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"
  457. A(455) = "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"
  458. A(456) = "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"
  459. A(457) = "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"
  460. A(458) = "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"
  461. A(459) = "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"
  462. A(460) = "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"
  463. A(461) = "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"
  464. A(462) = "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"
  465. A(463) = "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"
  466. A(464) = "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"
  467. A(465) = "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"
  468. A(466) = "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"
  469. A(467) = "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"
  470. A(468) = "WbEMYJ4xVlZMDgfjXDJO4rmqlxnHcmp0UMcv0rJjlx9aspcN6GqhBs1izXVYwBgA1PEFHUDFZSTnGeaU6kI+cniuhRaKctDfj2nGAOKsrGrc5FcsNbI71Zg1Yv3/AFqWmRc32tlKlcjmqc+nRupyqnP50kN2Xxz+tXFkJAoUWBz1xpTpymR7Gse4hlizuU/lXbyDI5FUrizST+EGtEhHDOhkypAwahFjnBT8q6e40lCDhSD7VXXS3SQYBND5noQ9TGS22nDL+NDxEdeldA1kdhBTn2qlPpz8YBFCpSfQXKc9MdoY5wPWqZuMH7x+ma27nSJmjJAIJqkvh6XPOc1pHDPqPlMw3Rz1qOScmt0eGnxnBNPHhkt2I/CtVQsUos56N2IHOatxjIBNbSeF3GOv5Vbj8OOoGVP5VfsmjWOhhqARUT9eSBXTf2A2Pu/pUT+HmPY/jRyMpvQyRMcEZ6VBK5PIpEO4ZB60kik9c1ClZGMtQimxjPGT"
  471. A(469) = "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"
  472. A(470) = "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"
  473. A(471) = "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"
  474. A(472) = "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"
  475. A(473) = "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"
  476. A(474) = "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"
  477. A(475) = "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"
  478. A(476) = "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"
  479. A(477) = "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"
  480. A(478) = "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"
  481. A(479) = "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"
  482. A(480) = "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"
  483. A(481) = "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"
  484. A(482) = "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"
  485. A(483) = "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"
  486. A(484) = "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"
  487. A(485) = "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"
  488. A(486) = "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"
  489. A(487) = "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"
  490. A(488) = "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"
  491. A(489) = "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"
  492. A(490) = "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"
  493. A(491) = "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"
  494. A(492) = "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"
  495. A(493) = "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"
  496. A(494) = "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"
  497. A(495) = "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"
  498. A(496) = "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"
  499. A(497) = "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"
  500. A(498) = "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"
  501. A(499) = "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"
  502. A(500) = "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"
  503. A(501) = "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"
  504. A(502) = "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"
  505. A(503) = "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"
  506. A(504) = "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"
  507. A(505) = "OtkqDoPyrXMXHT8hUTJjnHWnoFitFagnp+lW0sQ3YflSIGzgD9KuREjGRgUAVzpox0HHeom01c9MfhWqH4qN2J49KNAsY09gqqQAM1mSWwVsY7+ldHMhYcVRktCzDjpQ0mJopQqF5HH4VdRsAUwQMvbrS7CvY0gLAcYxS76qFivFKHPcE0AWw5704yAHg/rVUvhRxio/OwevPegC+Jgo604zj1rO884FNMx3GkM2oZQeSa0YmDD1rnba4Jbpitm3clcDmi5SRqxY9hU5244GPb0rPRzwMkYqyjFuOtFwsKUBB4z7VC8O5egFWlTjJFO2DHI4oAzDblRkAU0wnA4rRZR24zUZUZosBntGQAcdKZkg46cZrQZRgkjr7VCYRknFADYicVMGP50oUKuelIZFX0osAu446GmM2G/pTHuFHcU0OG59e1FgJTIeoPNCzfMQ2BTWxzk4NRhQT0zzRYVy4GBGc0FwOM0wL8uR1PaoJCQ2Mc/WmBNJ"
  508. A(506) = "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"
  509. A(507) = "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"
  510. A(508) = "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"
  511. A(509) = "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"
  512. A(510) = "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"
  513. A(511) = "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"
  514. A(512) = "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"
  515. A(513) = "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"
  516. A(514) = "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"
  517. A(515) = "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"
  518. A(516) = "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"
  519. A(517) = "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"
  520. A(518) = "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"
  521. A(519) = "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"
  522. A(520) = "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"
  523. A(521) = "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"
  524. A(522) = "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"
  525. A(523) = "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"
  526. A(524) = "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"
  527. A(525) = "D2q5EABzUIjOelWIkJ9aQCl8dKYJcnn+VTPEcVCIyG5FAEyYxmpdw6YqMAAcCkUnd6YoAVlB5HSmlB0I6VOBnpTHOD7HrQBCUGcYzinogAyRnFPjIYnJqUpx0/HFMCvIu5fTvUJgHU1aH3jTwoI6ZpAZUqY4xxVYoSea0rlB9KpnAbtQIr7CGA9O9ShQcg808qCMikKDHFAEJQelAI6jmmyybRx3qOFi7c+tA7XLDOwXPIBqlIWkbGSBWoEUjGOlNEKbicDOKVx2M9YMAZHSpEUK3arLoQML0qs0TqckUDLiIGXripFtNxBxmqkMpU4IPFacN0u3kD8aVw3IzaYHSozbqgIJxirpukxnINZ1zcg5APfpTACoY4A7UwW4ZsZ59DU9lEZOTxxV8WoLg4HFIZRFkcDANPSxJHI/St5IAsQOMgiolZFbBAx2zTAyxY4PA/Sn/Yj2HHatkKjdhntzSmDcBgChCMM2p6AY/CoTakZCrwO+K2po"
  528. A(526) = "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"
  529. A(527) = "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"
  530. A(528) = "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"
  531. A(529) = "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"
  532. A(530) = "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"
  533. A(531) = "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"
  534. A(532) = "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"
  535. A(533) = "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"
  536. A(534) = "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"
  537. A(535) = "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"
  538. A(536) = "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"
  539. A(537) = "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"
  540. A(538) = "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"
  541. A(539) = "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"
  542. A(540) = "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"
  543. A(541) = "MP7oGDj6VXncN2zUJlBJO7g0ocHknigBpUBQcU6KdVDYOMVBNL0ANIqfLknI9fWgRYNzljz+VRO43ZwPxoRELY71O9qNucE5FAFY3OOAcD2oSUEZ70PbA9AR+FQtGynAJA9PSgC9FID94qc0yWRQeASfaqiLIOMc9qcEkyC35UAWopS4yRz3qR8tx2POKqNJ5WSQMUC+jHUZPrTAeIgrAkAc0+RUMfGahmuldcrxVeK4OCpOD6elADggJHGTTHiG4nHepUO5wScAD86ZcOFwQcZOcUARMpUjAH40EnpnHfg0wzKWwTgHpzSv8igg8j070wFMBkGMnHakNgBx/OiC4PzDAP1oluGBxnNAhywCMHtjtTCeOAcmmi47E4JqOa6CLxg44pAPB65x+VQysXyBnHbFQRXIlYjgHpV2NV7kccVQisttznJ596m8kYxxmnysFHBApsUgABOCDRcZE0B6Y/Gq0sTLxgkjrWr50fTANRSsjduKLiMt"
  544. A(542) = "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"
  545. A(543) = "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"
  546. A(544) = "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"
  547. A(545) = "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"
  548. A(546) = "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"
  549. A(547) = "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"
  550. A(548) = "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"
  551. A(549) = "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"
  552. A(550) = "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"
  553. A(551) = "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"
  554. A(552) = "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"
  555. A(553) = "CsRXRultOcAfnUX9lxlsgDBosBDBY/LlcZqSTTnKcgn6VcitxCMZwRTpCSPlOfXHWnYDn5bKZHODke9NCSp94mthwxHAJ+orNnZi5GCPwosBGGz1zUqAn7oJpsNq74IzV5bNo13YJzQBCltIDkAjPvWjGCkYBbcabCp5zk0OHGB0X60CQ9ZCH6ZHepWkA5C1XJCjjk+lLv3jGAfbFAyYXA3Ecg0+N8seP1qqQY/myOacso59cetICcyqDjGTTZblNuNoqEOp+8OaZIU9AKAEkCMTgDmqzIu7aB+tStIFzwceoNV/MULkE4oAeMR5LHAqGR9y5DEinl1Yck+wqpLdJCeM59MUAPWUI3zBvwGaeZkblc+nIxWbLO8pwiNn1FJH5x5MZJ9TRYNDXECsOcc+9QS2r5/dj9azZXvN/wApwKlhNy2QzkE+hosBoeabcfvHxx0pF1KI8HHHtVCWylnPMjD1yetLHpIx1JHfmiwDrww3PRh9cdKp"
  556. A(554) = "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"
  557. A(555) = "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"
  558. A(556) = "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"
  559. A(557) = "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"
  560. A(558) = "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"
  561. A(559) = "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"
  562. A(560) = "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"
  563. A(561) = "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"
  564. A(562) = "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"
  565. A(563) = "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"
  566. A(564) = "NoAAANMMpY4yaACVgG69aiJDDJBJPSn+Uc5JIocKBg8UXAg2bj6HvUsY2NnBpgfBCjJ96nEJK7jkDt70gGvMRxx+dVnaQjNWRsLEAA49TUrW5ki+QA/j1pAZJQs24nj19atRMMYqN7eVWxjHPOTShPKGTyfWmBM8kZODkkdgant4ouSMAY4yaqxW4kcP689asy4RQAe/pmgCVlU9CMdsGmiMjG3H4U6JdsJYnJx19aSCUNuBUADpk0Bca8bMQdwH86csYXB3En61HcyoBncv41HFMXAwc5HNICy7sSQvHtmq5Z45Ms3H0zUb7hJkNjnmpch1BOB6cZoASa4ZuVyR7Cq6mV2+bAHXkU2W8CyqmD17CrcUgZcY5z1obAqyo3G3Ax7UJcSIoUjpV4wNtycBSeOagRokcggFvpSAieQkZK5yPSnwXYTGVIHQelSSh88JkH0qvcIDH93HqfWgDR85XUkMOnrVWSQbhyT9KqW7JgKCN3cE1eaD"
  567. A(565) = "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"
  568. A(566) = "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"
  569. A(567) = "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"
  570. A(568) = "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"
  571. A(569) = "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"
  572. A(570) = "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"
  573. A(571) = "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"
  574. A(572) = "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"
  575. A(573) = "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"
  576. A(574) = "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"
  577. A(575) = "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"
  578. A(576) = "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"
  579. A(577) = "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"
  580. A(578) = "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"
  581. A(579) = "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"
  582. A(580) = "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"
  583. A(581) = "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"
  584. A(582) = "FhEJs/thIDHePu4PFQi0vLYmOT7vrWy9oUKtCNp96ebaeWM+a+F/nRYDHtLZ2mAK7lHfFXJVm3mOFgF+lX4YIogEBUZ65NTm1RhlSCB6CiwrnP5mt5fu7m74qcutxzICGUccVdnt23gRxZ9zSSosYBwN1AHNTRXhuDIJSEB4zV2K6ZFDPuyO4q3cRrKdhLDPotZhxFceX5gZR/e4pAf/2QAA"
  585. FOR stringloader = 0 TO 582
  586.     A$ = A$ + A(stringloader)
  587.  
  588. DECODE64 A$, "Known_image.png"
  589. img = _LOADIMAGE("Known_image.png", 32)
  590. SCREEN img
  591. KILL "Known_image.png"
  592.  
  593.  
  594.  
  595.  
  596. SUB DECODE64 (code$, ToFile$)
  597.     '    DO UNTIL LEN(code$) MOD 4 = 0
  598.     '    code$ = code$ + "="
  599.     '    LOOP
  600.     ff = FREEFILE
  601.     IF _FILEEXISTS(ToFile$) THEN KILL ToFile$
  602.  
  603.     OPEN ToFile$ FOR BINARY AS #ff
  604.  
  605.     FOR d = 1 TO LEN(code$) STEP 4
  606.         A$ = MID$(code$, d, 1)
  607.         B$ = MID$(code$, d + 1, 1)
  608.         C$ = MID$(code$, d + 2, 1)
  609.         D$ = MID$(code$, d + 3, 1)
  610.  
  611.         BinaryA$ = DECtoBIN6$(BASE64TODEC(A$))
  612.         BinaryB$ = DECtoBIN6$(BASE64TODEC(B$))
  613.         BinaryC$ = DECtoBIN6$(BASE64TODEC(C$))
  614.         BinaryD$ = DECtoBIN6$(BASE64TODEC(D$))
  615.  
  616.         BINARY$ = BinaryA$ + BinaryB$ + BinaryC$ + BinaryD$
  617.  
  618.         DIM a AS _UNSIGNED _BYTE
  619.         FOR Code = 1 TO 24 STEP 8
  620.             a = BINtoDEC(MID$(BINARY$, Code, 8))
  621.             PUT #ff, , a
  622.         NEXT
  623.     NEXT d
  624.     CLOSE ff
  625.  
  626. FUNCTION DECtoBIN6$ (vstup)
  627.     FOR rj = 5 TO 0 STEP -1
  628.         IF vstup AND 2 ^ rj THEN DECtoBIN6$ = DECtoBIN6$ + "1" ELSE DECtoBIN6$ = DECtoBIN6$ + "0"
  629.     NEXT rj
  630.  
  631.  
  632. FUNCTION BINtoDEC (b AS STRING)
  633.     FOR Si = 1 TO LEN(b)
  634.         e$ = MID$(b$, Si, 1)
  635.         c = VAL(e$) '
  636.         Sj = LEN(b) - Si
  637.         BINtoDEC = BINtoDEC + (c * 2 ^ Sj)
  638.     NEXT Si
  639.  
  640. FUNCTION BASE64TODEC~& (nr$)
  641.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG, Si AS LONG
  642.     FOR a = 0 TO 63
  643.         IF a <= 25 THEN B = a + 65
  644.         IF a > 25 THEN B = a + 71
  645.         IF a > 51 THEN B = a - 4
  646.         IF a = 62 THEN B = 43
  647.         IF a = 63 THEN B = 47
  648.         ' https://en.wikipedia.org/wiki/Base64
  649.         B64(a) = B
  650.     NEXT
  651.  
  652.     FOR Si = 1 TO LEN(nr$)
  653.         V = ASC(nr$, Si)
  654.         FOR search = 0 TO 63
  655.             IF B64(search) = V THEN EXIT FOR
  656.         NEXT
  657.         Sj = LEN(nr$) - Si
  658.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ Sj)
  659.     NEXT
  660.  

Offline SMcNeill

  • QB64 Developer
  • Forum Resident
  • Posts: 2367
    • Steve’s QB64 Archive Forum
Re: BASE64
« Reply #10 on: December 23, 2019, 04:46:48 PM »
Well, :-) so that it doesn't end up being so, that this read AndyA and tells us that we're both on the wrong track. That would be fun :)

Actually, I think we're both right.  The only difference is I'm not stripping off leading 0's like you are.  A quick little change to the function to do that (and adding some padding if necessary) has us getting the exact same output:

Code: QB64: [Select]
  1. FOR i = 0 TO 100
  2.     PRINT i,
  3.     A$ = BASE64$(i)
  4.     PRINT A$,
  5.     PRINT BASE64TODEC(A$),
  6.     B$ = SteveToBase64(i)
  7.     PRINT B$,
  8.     PRINT SteveToBase10(B$)
  9.     SLEEP
  10.  
  11.  
  12. FUNCTION BASE64$ (nr1 AS _UNSIGNED LONG) 'input is number, output is string
  13.     DIM nr AS _UNSIGNED LONG
  14.     nr = nr1
  15.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG
  16.     FOR a = 0 TO 63
  17.         IF a <= 25 THEN B = a + 65
  18.         IF a > 25 THEN B = a + 71
  19.         IF a > 51 THEN B = a - 4
  20.         IF a = 62 THEN B = 43
  21.         IF a = 63 THEN B = 47
  22.         ' https://en.wikipedia.org/wiki/Base64
  23.         B64(a) = B
  24.     NEXT
  25.     REDIM b64out(0) AS _UNSIGNED _BYTE
  26.     IF nr = 0 THEN BASE64$ = CHR$(B64(0))
  27.     DO UNTIL nr = 0
  28.         V = nr MOD 64
  29.         nr = nr \ 64
  30.         b64out(i) = V
  31.         i = i + 1
  32.         REDIM _PRESERVE b64out(i) AS _UNSIGNED _BYTE
  33.     LOOP
  34.     FOR s = i - 1 TO 0 STEP -1
  35.         BASE64$ = BASE64$ + CHR$(B64(b64out(s)))
  36.     NEXT
  37.     ERASE B64
  38.     ERASE b64out
  39.  
  40.  
  41. FUNCTION BASE64TODEC~& (nr$)
  42.     DIM B64(63) AS _UNSIGNED _BYTE, V AS _UNSIGNED LONG
  43.     FOR a = 0 TO 63
  44.         IF a <= 25 THEN B = a + 65
  45.         IF a > 25 THEN B = a + 71
  46.         IF a > 51 THEN B = a - 4
  47.         IF a = 62 THEN B = 43
  48.         IF a = 63 THEN B = 47
  49.         ' https://en.wikipedia.org/wiki/Base64
  50.         B64(a) = B
  51.     NEXT
  52.  
  53.     FOR Si = 1 TO LEN(nr$)
  54.         V = ASC(nr$, Si)
  55.         FOR search = 0 TO 63
  56.             IF B64(search) = V THEN EXIT FOR
  57.         NEXT
  58.         Sj = LEN(nr$) - Si
  59.         BASE64TODEC~& = BASE64TODEC~& + (search * 64 ^ Sj)
  60.     NEXT
  61.  
  62.  
  63.  
  64. FUNCTION SteveToBase64$ (n1 AS _UNSIGNED LONG)
  65.     n = n1
  66.     IF n > 256 ^ 3 - 1 THEN ERROR 5: END 'We can only work with 3 bytes at a time max conversion
  67.     FOR i = 1 TO 4
  68.         b = n MOD 64
  69.         n = n \ 64
  70.         SELECT CASE b
  71.             CASE 0 TO 25: b = b + 65
  72.             CASE 26 TO 51: b = b + 71
  73.             CASE 52 TO 61: b = b - 4
  74.             CASE 62: b = 43
  75.             CASE 63: b = 47
  76.         END SELECT
  77.         SteveToBase64$ = CHR$(b) + SteveToBase64$
  78.         IF n = 0 THEN EXIT FUNCTION
  79.     NEXT
  80.  
  81.  
  82. FUNCTION SteveToBase10 (SteveBase64 AS STRING)
  83.     IF LEN(SteveBase64) < 1 OR LEN(SteveBase64) > 4 THEN ERROR 5: END
  84.     Temp64$ = "AAAA"
  85.     MID$(Temp64$, 5 - LEN(SteveBase64)) = SteveBase64
  86.     SteveBase64 = Temp64$
  87.     FOR i = 0 TO 3
  88.         b = ASC(SteveBase64, 4 - i)
  89.         SELECT CASE b
  90.             CASE 65 TO 90: b = b - 65
  91.             CASE 97 TO 122: b = b - 71
  92.             CASE 48 TO 57: b = b + 4
  93.             CASE 43: b = 62
  94.             CASE 47: b = 63
  95.         END SELECT
  96.         SteveToBase10 = SteveToBase10 + b * 64 ^ i
  97.     NEXT
  98.  

I think the biggest change I needed so that mine gives the same result as yours is just this little tweak:

Code: [Select]
FUNCTION SteveToBase10 (SteveBase64 AS STRING)
    IF LEN(SteveBase64) < 1 OR LEN(SteveBase64) > 4 THEN ERROR 5: END
    Temp64$ = "AAAA"
    MID$(Temp64$, 5 - LEN(SteveBase64)) = SteveBase64

Just add some "AAAA" padding to make certain we're processing 4 characters at a time, in case the user only sends us a string with less than that.  (Such as "A" representing 0, instead of "AAAA".)
« Last Edit: December 23, 2019, 04:55:50 PM by SMcNeill »
https://github.com/SteveMcNeill/Steve64 — A github collection of all things Steve!

Offline Petr

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  • Posts: 1194
  • The best code is the DNA of the hops.
Re: BASE64
« Reply #11 on: December 23, 2019, 05:02:06 PM »
Adding more characters, than is need is destruct of the whole work. The reason for converting from 8 bits to 6 bits, writing and then converting back, is to reduce the content to the smallest possible size. I'm very curious what the new compression function will do with BASE64. Maybe it compresses so we're going to be the same size as the original file writed as 8 bites :)

in first phase (reading from file) you read 3 bytes FROM FILE. This is 24 bites. This 24 bites do four  6 bit   numbers.  This four 6 bit numbers is recaltulated as four BASE64 strings.

in second phase (reading from string in source code and creating file) you read 4 characters at once from the string.  Every one character is one 6bit  number.  This all four  6bit numbers is converted
to bites. Then exists 24 bites.  This 24 bites you convert back as three  8 bit numbers  and write  it to  file.

See here (is not in english): https://cs.wikipedia.org/wiki/Base64
« Last Edit: December 23, 2019, 05:12:39 PM by Petr »

Offline SMcNeill

  • QB64 Developer
  • Forum Resident
  • Posts: 2367
    • Steve’s QB64 Archive Forum
Re: BASE64
« Reply #12 on: December 23, 2019, 05:30:48 PM »
Adding more characters, than is need is destruct of the whole work. The reason for converting from 8 bits to 6 bits, writing and then converting back, is to reduce the content to the smallest possible size. I'm very curious what the new compression function will do with BASE64. Maybe it compresses so we're going to be the same size as the original file writed as 8 bites :)

The reason isn’t to convert to the smallest size; it’s to convert to a version that’s acceptable for programs to use/display.  It’s hard to display CHR$(0) as a character, so we convert it from base-256 to base-64, which only has visible text characters to display.  This makes actions like copy/paste in the IDE quite easy for us.  ;)

6-bit characters are always going to be larger than 8-bit characters, as we discard 2 whole bits from each character which doesn’t display/format properly in the IDE.  By the same token, 4-bit character representations (HEX$) are going to be larger than 6-bit ones for the same reason...

If you want the best copy/paste character set to display for the IDE, then use 7-bits.  Use CHR$(33 + 7-bit value) for the input/output string.  It’s not easy to actually type into a program like base64 is with a keyboard, but it should copy/paste into the QB64 IDE without any issues.

As for the new compression routines, you’d use them on the image data before you converted to your base64 (or base128) format.

You’re not working with bit-packing here to make smaller file sizes.  Any time you convert from a larger base to a smaller base, it takes more characters to display the same values.

255 in ASCII is CHR$(255).   (One character.)
255 in HEX is FF.  (2 characters.)
255 in BIN is 11111111.   (8 characters.)
« Last Edit: December 23, 2019, 05:32:06 PM by SMcNeill »
https://github.com/SteveMcNeill/Steve64 — A github collection of all things Steve!

Offline Petr

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  • Posts: 1194
  • The best code is the DNA of the hops.
Re: BASE64
« Reply #13 on: December 23, 2019, 05:43:13 PM »
Yeah, I get it. I mean, this is the best way to do this so far. When I compare it to my beginnings, when writing each pixel as DATA into the source code, I got into megabytes very quickly. Megabytes in the source code. That was crazy. The real compression, such simple,  which i use here  https://www.qb64.org/forum/index.php?topic=2013.msg112380#msg112380  is basically offset writing. Description of how many dots you move in the image from one color to the next. And this can be written hexadecimally, or better now - with Base64. This is the principle of my program, which I published in a thread about a compressed image in my own source code. Even for simple two-color images, this form of compression is more efficient than binary two-bit bitmaps. This includes commas in the DATA block between values. If I was writing to a binary file, I would probably have improved the compression ratio even further.

And you say - 7 bit encoding? Hmmmm :) Is there a standard, something that specifies which characters to use? Definitely, I'll try to do this!
« Last Edit: December 23, 2019, 05:52:15 PM by Petr »

Offline AndyA

  • Newbie
  • Posts: 35
Re: BASE64
« Reply #14 on: December 23, 2019, 11:21:17 PM »
Hi Petr,

Your original post, if I understand correctly, is Run Length Encoding.  Like 20 red pixels then 5 white pixels, 40 yellow pixels, etc...
https://en.wikipedia.org/wiki/Run-length_encoding
 
Base64 was designed to allow posting binary files on forums , usenet, and others that do not accept binary attachments. There are other methods to send binary data as ASCII text, such as base85, uuencode, and more.

Compression is not the primary goal of Base64, binary data to text communication is it's primary use. It just happens that Base64 is more efficient or compact than Hex when converting to text encoded binary files.

The main reason I posted Base64 encode/decode routines is to attach binary files to forums that do not allow attachments. So what my code does is to encode the binary data into a small decoder routine that automatically decodes and saves the Base64 encoded binary to disk.

As demonstrated you can also copy and paste a Base64 encoded image in to your browser search bar, click GO, and it appears in a new tab (I only tested using Chrome, but should work for most browsers). Just remember to place URI header before the Base64 data.

Base128 (7-bit encoding) is more efficient, but will give some forums, IDE's (Integrated Development Environments) and text editors problems in displaying the data correctly.

One last observation, the highest number used in Base64 encoding or decoding is 16,777,215  (&H00FFFFFF) for three bytes. So, LONG is the largest data type you will need for Base64 encoding or decoding.  You may wish to use _UNSIGNED INTEGER64 to eliminate file size limitations but, I seriously doubt that any personal computer will have that magnitude of storage available ;)

Best of luck, and Merry Christmas!

Andy

« Last Edit: December 23, 2019, 11:26:28 PM by AndyA »