2012/2/21 - by Joe R. Luciano
Using Binary Decoder v3.1
For each page, I have listed the ORIGINAL binary codes as they were displayed on the photo images of the original 5 pages. As best as possible, the spaces between groups of binary digits were preserved as written on the original pages.
The ARRANGED codes were modified ONLY by adding/removing spaces and moving bits from one line to the next to make obvious groups of 8. The Binary Decoder TOTALLY ignores spaces. So, they have no effect whatsoever in the decoding process.
When feeding the ARRANGED binary code into the Binary Decoder:
NO bits were moved out of relative position within the overall stream of bits.
NO bits were added or removed from the original source codes.
NO bits were modified from 0 to 1 or 1 to 0.
ONLY after seeing the results of the decoding from 8-bit binary ASCII into characters did I determine to add, remove or change bits where the resulting characters did not make any sense due to transmission errors of the binary bits. All such corrections are fully documented in my notes alongside the code.
I have presented the precise decoding (without any bit modification) of the original binary code into 8-bit ASCII characters as produced by the Binary Decoder, and then shown my interpretation after the inserting, removing or changing of bits to compensate for "transmission errors", and thus make the characters contextually relevant.
NOTE: Scroll all the way to the bottom to see the composite of the decoded Pages 1-5.
Page 1 - ARRANGED CODE:
01000101 01011000 01010000 01001100
01001111 01010010 01000001 01010100
01001001 01001111 01001110
01001111
01000111 01001000 01010101 01001101
01000001 01001110 01001001 01010100
01011001
00110110
0110110
011011
00111000 00110001 00110000 00110000
Page 1 - BINARY DECODER RESULTS:
01000101 | 01011000 | 01010000 | 01001100 | |
E | X | P | L | |
01001111 | 01010010 | 01000001 | 01010100 | |
O | R | A | T | |
01001001 | 01001111 | 01001110 | 01001111 | |
I | O | N | O | |
01001000 | 01010101 | 01001101 | ||
H | U | M | ||
01000111 | <-- Should last 1 be a 0? Would be: 01000110 | |||
G | <-- Would be: F | |||
01000001 | 01001110 | 01001001 | 01010100 | |
A | N | I | T | |
01011001 | ||||
Y | ||||
00110110 | ||||
6 | ||||
0110110 | <-- Missing 0 at begin? Would be: 00110110 | |||
[exs] | <-- Would be: 6 | |||
011011 | <-- Missing 0 at begin & end? Would be: 00110110 | |||
[exs] | <-- Would be: 6 | |||
00111000 | 00110001 | 00110000 | 00110000 | |
8 | 1 | 0 | 0 |
My interpretation with apparent transmission errors corrected in original binary:
(See Page 1 notes above)
EXPLORATIONOFHUMANITY <-- G replaced with F
6668100 <-- Two ?'s replaced with two 6's
Page 2 - ORIGINAL CODE:
00110101 00110010
00110000 00111001 0011
010000110010 0011
0101 00110011 0011
0010 01001110
00110001 0011001100
110001 00110011
0011000100110010 0011
0110 00111001 0101
0111 01000011 0100
1111 01001110
01010100 0100
1001 001 01001110
Page 2 - ARRANGED CODE:
00110101 00110010 00110000 00111001
00110100 00110010 00110101 00110011
00110010 01001110 00110001 00110011
00110001 00110011 00110001 00110010
00110110 00111001 01010111 01000011
01001111 01001110 01010100 01001001
001
01001110
Page 2 - BINARY DECODER RESULTS:
00110101 | 00110010 | 00110000 | 00111001 | |
5 | 2 | 0 | 9 | |
00110100 | 00110010 | 00110101 | 00110011 | |
4 | 2 | 5 | 3 | |
00110010 | 01001110 | 00110001 | 00110011 | |
2 | N | 1 | 3 | |
00110001 | 00110011 | 00110001 | 00110010 | |
1 | 3 | 1 | 2 | |
00110110 | 00111001 | 01010111 | 01000011 | |
6 | 9 | W | C | |
01001111 | 01001110 | 01010100 | 01001001 | |
O | N | T | I | |
001 | <-- Binary Transmission Error (3 excess bits) | |||
[exs] | ||||
01001110 | ||||
N |
Page 3 - ORIGINAL CODE:
0101010101001111 01 01
01 01 0101 001101
01000110 01001111
01010010010100000100
1100010000010100
1110 01000101010101
0001000001 0101
0010 01011001
01000001 01000
100 01010110010
00001 01001110
000111 001 000
100 100001
Page 3 - ARRANGED CODE:
01010101 01001111 01010101 01010011
01
01000110 01001111 01010010 01010000
01001100 01000001 01001110 01000101
01010100 01000001 01010010 01011001
01000001 01000100 01010110 01000001
01001110
00011100 10001001 00001
Page 3 - BINARY DECODER RESULTS:
01010101 | 01001111 | 01010101 | 01010011 | ||
U | O | U | S | ||
01 | <-- Binary Transmission Error (2 excess bits) | ||||
[exs] | |||||
01000110 | 01001111 | 01010010 | 01010000 | ||
F | O | R | P | ||
01001100 | 01000001 | 01001110 | 01000101 | ||
L | A | N | E | ||
01010100 | 01000001 | 01010010 | 01011001 | ||
T | A | R | Y | ||
01000001 | 01000100 | 01010110 | 01000001 | ||
A | D | V | A | ||
01001110 | |||||
N | |||||
00011100 | 10001001 | 00001 | <-- Binary Transmission Errors (unintelligible) | ||
[FS] | ! | [exs] |
Page 4 - ORIGINAL CODE:
0100011001001110101010
101010 10010010101
000100100001000011
01001111010011110100
01000100100101001
1100100000101010100
01000 10101000011010
0111101001 11001010
100 01001001 01001110
010101010100111101010
10001 010 1010101000
1010 1001110
01000011 011000101
01010000 0101001
0 01000010 01000
101 010 0011 0 010011
11 01010010
Page 4 - ARRANGED CODE:
01000110
01001110 10101010 1
01010010 01010100 01001000 01000011
01001111 01001111 01000100 01001001
01001110 01000001 01010100 01000101
01000011 01001111 01001110 01010100
01001001 01001110 01010101 01001111
01010100 01010101 01010001 01010011 10
01000011 01100010 1
01010000 01010010 01000010 01000101
01000110 01001111 01010010
Page 4 - BINARY DECODER RESULTS:
01000110 | |||||
F | |||||
01001110 | 10101010 | 1 | <-- Extra 0 in position 8? Would be: 01001111 01010101 | ||
N | ª | [exs] | <-- Would be: O U | ||
01010010 | 01010100 | 01001000 | 01000011 | ||
R | T | H | C | ||
01001111 | 01001111 | 01000100 | 01001001 | ||
O | O | D | I | ||
01001110 | 01000001 | 01010100 | 01000101 | ||
N | A | T | E | ||
01000011 | 01001111 | 01001110 | 01010100 | ||
C | O | N | T | ||
01001001 | 01001110 | 01010101 | 01001111 | ||
I | N | U | O | ||
01010100 | 01010101 | 01010001 | 01010011 | 10 | <-- Binary Transmission Error (2 excess bits) |
T | U | Q | S | [exs] | |
01000011 | 01100010 | 1 | <-- Binary Transmission Error (1 excess bit) | ||
C | b | [exs] | |||
01010000 | 01010010 | 01000010 | 01000101 | ||
P | R | B | E | ||
01000110 | 01001111 | 01010010 | |||
F | O | R |
Page 4 - My interpretation with apparent transmission errors corrected in original binary:
(See Page 4 notes above)
FOURTHCOODINATECONTINUOTUQSCbPRBEFOR <-- Interpreted with extra binary zero removed
Page 5 - ORIGINAL CODE:
01000101
Page 5 - BINARY DECODER RESULTS:
01000101 |
E |
Pages 1-5 - Composite of Message:
EXPLORATIONOGHUMANITY6??8100
520942532N13131269WCONTIN
UOUSFORPLANETARYADVAN???
FNªRTHCOODINATECONTINUOTUQSCbPRBEFOR
E
Pages 1-5 - With "Appropriate" spaces and line breaks:
EXPLORATION OG HUMANITY 6?? 8100
520942532N 13131269W CONTINUOUS FOR PLANETARY ADVAN???
FNªRTH COODINATE CONTINUOT UQS CbPR BEFORE
Pages 1-5 - My interpretation with apparent transmission errors corrected in original binary:
(See Pages 1, 2, 3, and 4 notes above)
EXPLORATION OF HUMANITY 666 8100 <-- Interpreted with dropped 0-bits added back in
520942532N 13131269W CONTINUOUS FOR PLANETARY ADVAN???
FOURTH COODINATE CONTINUOT UQS CbPR BEFORE <-- Interpreted with extra binary zero removed
Go To Main Menu
Home Page
Complete Decoded and Interpreted Message
Interpreted Geographic Coordinate Set
Google Maps and Information on Each Coordinate
Analysis of Geographic Coordinates
Binary Decoder Analysis of Pages 1-5 (This Page)
Binary Decoder Analysis of Pages 6-13
Binary Decoder Analysis of Pages 14-16
Full 16-pages of Transcribed Binary Code
RFI Notebook Original Pages