This is a crossudoku 2

The name of the pictureThe name of the pictureThe name of the pictureClash Royale CLAN TAG#URR8PPP












6












$begingroup$


As a follow-up to the first This is a crossudoku puzzle, I decided to make a new one.



enter image description here



Here are the clues:



Horizontal:



D2-F2 The sum of three consecutive prime numbers
B3-E3, F9-I9 A novel by George Orwell
A5-C5 Number of countries in the world
H5-I5 The number of minutes an iguana can stay under water
A6-B6 Bones in your foot
B7-C7 Giraffe tongue in inches
B7-G7 Number of litres of fuel a Boeing 747 airliner can hold



Vertical



B3-B6 Longest street in km (or the popular misconception for it)
D2-D5 Braille alphabet was invented
D6-D8 The number of octominoes
C1-C3, G7-G9 A cube of a square
H1-H2 A square
H3-H4 Ga
I2-I4 A square










share|improve this question











$endgroup$







  • 1




    $begingroup$
    B3-E3 is the novel, B3-B6 is the street length (or, as it turns out, a popular misconception for it :) )
    $endgroup$
    – Maria Deleva
    Jan 13 at 17:19















6












$begingroup$


As a follow-up to the first This is a crossudoku puzzle, I decided to make a new one.



enter image description here



Here are the clues:



Horizontal:



D2-F2 The sum of three consecutive prime numbers
B3-E3, F9-I9 A novel by George Orwell
A5-C5 Number of countries in the world
H5-I5 The number of minutes an iguana can stay under water
A6-B6 Bones in your foot
B7-C7 Giraffe tongue in inches
B7-G7 Number of litres of fuel a Boeing 747 airliner can hold



Vertical



B3-B6 Longest street in km (or the popular misconception for it)
D2-D5 Braille alphabet was invented
D6-D8 The number of octominoes
C1-C3, G7-G9 A cube of a square
H1-H2 A square
H3-H4 Ga
I2-I4 A square










share|improve this question











$endgroup$







  • 1




    $begingroup$
    B3-E3 is the novel, B3-B6 is the street length (or, as it turns out, a popular misconception for it :) )
    $endgroup$
    – Maria Deleva
    Jan 13 at 17:19













6












6








6


2



$begingroup$


As a follow-up to the first This is a crossudoku puzzle, I decided to make a new one.



enter image description here



Here are the clues:



Horizontal:



D2-F2 The sum of three consecutive prime numbers
B3-E3, F9-I9 A novel by George Orwell
A5-C5 Number of countries in the world
H5-I5 The number of minutes an iguana can stay under water
A6-B6 Bones in your foot
B7-C7 Giraffe tongue in inches
B7-G7 Number of litres of fuel a Boeing 747 airliner can hold



Vertical



B3-B6 Longest street in km (or the popular misconception for it)
D2-D5 Braille alphabet was invented
D6-D8 The number of octominoes
C1-C3, G7-G9 A cube of a square
H1-H2 A square
H3-H4 Ga
I2-I4 A square










share|improve this question











$endgroup$




As a follow-up to the first This is a crossudoku puzzle, I decided to make a new one.



enter image description here



Here are the clues:



Horizontal:



D2-F2 The sum of three consecutive prime numbers
B3-E3, F9-I9 A novel by George Orwell
A5-C5 Number of countries in the world
H5-I5 The number of minutes an iguana can stay under water
A6-B6 Bones in your foot
B7-C7 Giraffe tongue in inches
B7-G7 Number of litres of fuel a Boeing 747 airliner can hold



Vertical



B3-B6 Longest street in km (or the popular misconception for it)
D2-D5 Braille alphabet was invented
D6-D8 The number of octominoes
C1-C3, G7-G9 A cube of a square
H1-H2 A square
H3-H4 Ga
I2-I4 A square







sudoku






share|improve this question















share|improve this question













share|improve this question




share|improve this question








edited Jan 13 at 18:18







Maria Deleva

















asked Jan 13 at 16:11









Maria DelevaMaria Deleva

4,5521971




4,5521971







  • 1




    $begingroup$
    B3-E3 is the novel, B3-B6 is the street length (or, as it turns out, a popular misconception for it :) )
    $endgroup$
    – Maria Deleva
    Jan 13 at 17:19












  • 1




    $begingroup$
    B3-E3 is the novel, B3-B6 is the street length (or, as it turns out, a popular misconception for it :) )
    $endgroup$
    – Maria Deleva
    Jan 13 at 17:19







1




1




$begingroup$
B3-E3 is the novel, B3-B6 is the street length (or, as it turns out, a popular misconception for it :) )
$endgroup$
– Maria Deleva
Jan 13 at 17:19




$begingroup$
B3-E3 is the novel, B3-B6 is the street length (or, as it turns out, a popular misconception for it :) )
$endgroup$
– Maria Deleva
Jan 13 at 17:19










2 Answers
2






active

oldest

votes


















3












$begingroup$

Not 100% sure I have it nailed, but I got down to one...




Horizontal:


D2-F2 The sum of three consecutive prime numbers - since D2 is $1$ from Braille clue and E3 is $4$ from Orwell clue, $159$, $173$, or $187$ - say 1AB

B3-E3, F9-I9 A novel by George Orwell - $1984$

A5-C5 Number of countries in the world - $195$ (according to the U.N.)

H5-I5 The number of minutes an iguana can stay under water - $30$ ($0$ can't be right and can't start with $3$ due to Ga) - say 2C

A6-B6 Bones in your foot - $26$

B7-C7 Giraffe tongue in inches - I found "$18$-$20$" but a leading $1$ contradicts Braille as $1824$, so $21$?

B7-G7 Number of litres of fuel a Boeing 747 airliner can hold - I've seen reference to $216,000$ litres (fits with giraffe $21$ and the $6$ of octominoes), G7 is $7$ from "cube of a square" - say 216DE7


Vertical:


B3-B6 Longest street in km (or the popular misconception for it) - Yonge Street $1896$

D2-D5 Braille alphabet was invented - $1824$

D6-D8 The number of octominoes - $369$

C1-C3, G7-G9 A cube of a square - No six digit ones work, so $729$

H1-H2 A square - disregarding $3$, $1$, and $8$ from all: $25$, $49$, or $64$ - say FG

H3-H4 Ga - Gallium, atomic number $31$

I2-I4 A square - disregarding $2$ and $1$ from I2, $1$, $9$, $8$, $4$, and $3$ from I3, $8$, $2$, and $1$ from I4, and $4$ from all places: $529$, $576$, $625$, or $729$ - say HIJ




This gives:





 
A B C D E F G H I
+-------+-------+-------+
1 | · · 7 | · · · | · F · |
2 | · · 2 | 1 A B | · G H |
3 | · 1 9 | 8 4 · | · 3 I |
+-------+-------+-------+
4 | · 8 · | 2 · · | · 1 J |
5 | 1 9 5 | 4 · · | · 2 C |
6 | 2 6 · | 3 · · | · · · |
+-------+-------+-------+
7 | · 2 1 | 6 D E | 7 · · |
8 | · · · | 9 · · | 2 · · |
9 | · · · | · · 1 | 9 8 4 |
+-------+-------+-------+



...and a single solution that fits all of the constraints I placed on values A,B,C,F,G,H,I, and J:

 
A B C D E F G H I
+-------+-------+-------+
1 | 8 3 7 | 5 9 6 | 1 4 2 |
2 | 6 4 2 | 1 7 3 | 8 9 5 |
3 | 5 1 9 | 8 4 2 | 6 3 7 |
+-------+-------+-------+
4 | 7 8 3 | 2 5 9 | 4 1 6 |
5 | 1 9 5 | 4 6 7 | 3 2 8 |
6 | 2 6 4 | 3 1 8 | 5 7 9 |
+-------+-------+-------+
7 | 9 2 1 | 6 8 4 | 7 5 3 |
8 | 4 7 8 | 9 3 5 | 2 6 1 |
9 | 3 5 6 | 7 2 1 | 9 8 4 |
+-------+-------+-------+






share|improve this answer











$endgroup$




















    2












    $begingroup$

    Oh ... there seems to be a guess already ... that's why even though I'm not done yet I'll share my work so far.



    --- After edit ---



    Now here's my solution



    Horizontal:



    D2-F2 The sum of three consecutive prime numbers




    First there was a eight options but the Braille clue gave away that the number starts with 1 so the prime numbers left to consider were 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71.

    They make up eight sums: 109, 121, 131, 143, 159, 173, 187, 199
    Of these sums can be easily dismissed since they contain double numbers or zeroes leaving us with: 143, 159, 173, 187
    The Orwell clue rules out the options containing 4 or 8. What's left: 159, 173
    Further sudokuing (is that a word?) reveals a number 5 in the square ruling out 159 and leaving us with 173 as answer




    B3-E3, F9-I9 A novel by George Orwell




    Quick googling reveals 1984




    A5-C5 Number of countries in the world




    193 if we count UN-countries only, 195 if we count the other two, but the digits 19... are definite. After some consideration ... it kind of says all countries, therefore 195 must be the answer.




    H5-I5 The number of minutes an iguana can stay under water




    Googling says 30 but that cannot be true since 0 is not a number found in Sudokus, numbers higher than 30 don't make much sense when googling, so a leading 2... seems plausible but I left that open for now since that is not definite.

    Since 26, 27 and 29 can be ruled out by sudokuing and the number has to be at least close to 30, the solution to this one must be 28




    A6-B6 Bones in your foot




    26 definite answer




    B7-C7 Giraffe tongue in inches




    Google says 18 - 20 inches, which means 18 or 19, since 20 contains a zero. However, the 747 clue gives away that it really must be 21 even though I didn't find that info during research.




    B7-G7 Number of litres of fuel a Boeing 747 airliner can hold




    I found online that there are several types of Boeing 747 which have different fuel capacities that begin with a leading 1 or 2. But the longest road clue gives away that it cannot be 1, so there is two types left. The numbers given by the cube of square clue and the octomino clue rule out the larger one leaving 216847 as definite result.




    Vertical



    B3-B6 Longest street in km (or the popular misconception for it)




    Guiness World Records listed Yonge Street for some time but it only has 56km. However, a common misconception said that its length was 1896 km which must be the answer




    D2-D5 Braille alphabet was invented




    1824, easy, look it up




    D6-D8 The number of octominoes




    Definite mathematical thing -> definite answer: 369




    C1-C3, G7-G9 A cube of a square




    The only cube of a square with three digits: 729




    H1-H2 A square




    Possbile two digit squares: 16, 25, 36, 49, 64, 81

    We can rule out 81 with the Orwille clue an 25 with the Iguana clue having now 16, 36, 49, 64 left as guesses.

    Some further sudokuing and the 1 from the Ga clue rule out every number with a 1 and a 6: 16, 36, 64, conveniently leaving 49 as final answer.




    H3-H4 Ga




    This could be a reference to Gallium, which would be 31 on the periodic table.

    This could also be numerically encoded, resulting in 71

    Having only this two clues I dare make the conclusion, that the second digit is ...1.

    > Having 576 as three digit square rules out 71 leaving 31 as answer.




    I2-I4 A square




    There are a total of 22 possible three digit squares but ruling them out with the rules of Sudoku left me with: 529, 576, 625 and 691
    Getting 49 in the double digit square clue rules out 691, leaving 529, 576 and 625
    Some sudokuing after guessing the country clue we get 6 as definite last digit and therefore 576 as answer.




    After having solved all clues everything left was to solve the Sudoku which went astoundingly fast.



    My solution looks as follows




    --------+-------+--------

    | 8 3 7 | 5 9 6 | 1 4 2 |

    | 6 4 2 | 1 7 3 | 8 9 5 |

    | 5 1 9 | 8 4 2 | 6 3 7 |

    --------+-------+--------

    | 7 8 3 | 2 5 9 | 4 1 6 |

    | 1 9 5 | 4 6 7 | 3 2 8 |

    | 2 6 4 | 3 1 8 | 5 7 9 |

    --------+-------+--------

    | 9 2 1 | 6 8 4 | 7 5 3 |

    | 4 7 8 | 9 3 5 | 2 6 1 |

    | 3 5 6 | 7 2 1 | 9 8 4 |

    --------+-------+--------







    share|improve this answer











    $endgroup$








    • 1




      $begingroup$
      See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
      $endgroup$
      – Jonathan Allan
      Jan 13 at 21:11







    • 1




      $begingroup$
      Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
      $endgroup$
      – kleinsinus
      Jan 13 at 22:29










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    2 Answers
    2






    active

    oldest

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    2 Answers
    2






    active

    oldest

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    active

    oldest

    votes






    active

    oldest

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    3












    $begingroup$

    Not 100% sure I have it nailed, but I got down to one...




    Horizontal:


    D2-F2 The sum of three consecutive prime numbers - since D2 is $1$ from Braille clue and E3 is $4$ from Orwell clue, $159$, $173$, or $187$ - say 1AB

    B3-E3, F9-I9 A novel by George Orwell - $1984$

    A5-C5 Number of countries in the world - $195$ (according to the U.N.)

    H5-I5 The number of minutes an iguana can stay under water - $30$ ($0$ can't be right and can't start with $3$ due to Ga) - say 2C

    A6-B6 Bones in your foot - $26$

    B7-C7 Giraffe tongue in inches - I found "$18$-$20$" but a leading $1$ contradicts Braille as $1824$, so $21$?

    B7-G7 Number of litres of fuel a Boeing 747 airliner can hold - I've seen reference to $216,000$ litres (fits with giraffe $21$ and the $6$ of octominoes), G7 is $7$ from "cube of a square" - say 216DE7


    Vertical:


    B3-B6 Longest street in km (or the popular misconception for it) - Yonge Street $1896$

    D2-D5 Braille alphabet was invented - $1824$

    D6-D8 The number of octominoes - $369$

    C1-C3, G7-G9 A cube of a square - No six digit ones work, so $729$

    H1-H2 A square - disregarding $3$, $1$, and $8$ from all: $25$, $49$, or $64$ - say FG

    H3-H4 Ga - Gallium, atomic number $31$

    I2-I4 A square - disregarding $2$ and $1$ from I2, $1$, $9$, $8$, $4$, and $3$ from I3, $8$, $2$, and $1$ from I4, and $4$ from all places: $529$, $576$, $625$, or $729$ - say HIJ




    This gives:





     
    A B C D E F G H I
    +-------+-------+-------+
    1 | · · 7 | · · · | · F · |
    2 | · · 2 | 1 A B | · G H |
    3 | · 1 9 | 8 4 · | · 3 I |
    +-------+-------+-------+
    4 | · 8 · | 2 · · | · 1 J |
    5 | 1 9 5 | 4 · · | · 2 C |
    6 | 2 6 · | 3 · · | · · · |
    +-------+-------+-------+
    7 | · 2 1 | 6 D E | 7 · · |
    8 | · · · | 9 · · | 2 · · |
    9 | · · · | · · 1 | 9 8 4 |
    +-------+-------+-------+



    ...and a single solution that fits all of the constraints I placed on values A,B,C,F,G,H,I, and J:

     
    A B C D E F G H I
    +-------+-------+-------+
    1 | 8 3 7 | 5 9 6 | 1 4 2 |
    2 | 6 4 2 | 1 7 3 | 8 9 5 |
    3 | 5 1 9 | 8 4 2 | 6 3 7 |
    +-------+-------+-------+
    4 | 7 8 3 | 2 5 9 | 4 1 6 |
    5 | 1 9 5 | 4 6 7 | 3 2 8 |
    6 | 2 6 4 | 3 1 8 | 5 7 9 |
    +-------+-------+-------+
    7 | 9 2 1 | 6 8 4 | 7 5 3 |
    8 | 4 7 8 | 9 3 5 | 2 6 1 |
    9 | 3 5 6 | 7 2 1 | 9 8 4 |
    +-------+-------+-------+






    share|improve this answer











    $endgroup$

















      3












      $begingroup$

      Not 100% sure I have it nailed, but I got down to one...




      Horizontal:


      D2-F2 The sum of three consecutive prime numbers - since D2 is $1$ from Braille clue and E3 is $4$ from Orwell clue, $159$, $173$, or $187$ - say 1AB

      B3-E3, F9-I9 A novel by George Orwell - $1984$

      A5-C5 Number of countries in the world - $195$ (according to the U.N.)

      H5-I5 The number of minutes an iguana can stay under water - $30$ ($0$ can't be right and can't start with $3$ due to Ga) - say 2C

      A6-B6 Bones in your foot - $26$

      B7-C7 Giraffe tongue in inches - I found "$18$-$20$" but a leading $1$ contradicts Braille as $1824$, so $21$?

      B7-G7 Number of litres of fuel a Boeing 747 airliner can hold - I've seen reference to $216,000$ litres (fits with giraffe $21$ and the $6$ of octominoes), G7 is $7$ from "cube of a square" - say 216DE7


      Vertical:


      B3-B6 Longest street in km (or the popular misconception for it) - Yonge Street $1896$

      D2-D5 Braille alphabet was invented - $1824$

      D6-D8 The number of octominoes - $369$

      C1-C3, G7-G9 A cube of a square - No six digit ones work, so $729$

      H1-H2 A square - disregarding $3$, $1$, and $8$ from all: $25$, $49$, or $64$ - say FG

      H3-H4 Ga - Gallium, atomic number $31$

      I2-I4 A square - disregarding $2$ and $1$ from I2, $1$, $9$, $8$, $4$, and $3$ from I3, $8$, $2$, and $1$ from I4, and $4$ from all places: $529$, $576$, $625$, or $729$ - say HIJ




      This gives:





       
      A B C D E F G H I
      +-------+-------+-------+
      1 | · · 7 | · · · | · F · |
      2 | · · 2 | 1 A B | · G H |
      3 | · 1 9 | 8 4 · | · 3 I |
      +-------+-------+-------+
      4 | · 8 · | 2 · · | · 1 J |
      5 | 1 9 5 | 4 · · | · 2 C |
      6 | 2 6 · | 3 · · | · · · |
      +-------+-------+-------+
      7 | · 2 1 | 6 D E | 7 · · |
      8 | · · · | 9 · · | 2 · · |
      9 | · · · | · · 1 | 9 8 4 |
      +-------+-------+-------+



      ...and a single solution that fits all of the constraints I placed on values A,B,C,F,G,H,I, and J:

       
      A B C D E F G H I
      +-------+-------+-------+
      1 | 8 3 7 | 5 9 6 | 1 4 2 |
      2 | 6 4 2 | 1 7 3 | 8 9 5 |
      3 | 5 1 9 | 8 4 2 | 6 3 7 |
      +-------+-------+-------+
      4 | 7 8 3 | 2 5 9 | 4 1 6 |
      5 | 1 9 5 | 4 6 7 | 3 2 8 |
      6 | 2 6 4 | 3 1 8 | 5 7 9 |
      +-------+-------+-------+
      7 | 9 2 1 | 6 8 4 | 7 5 3 |
      8 | 4 7 8 | 9 3 5 | 2 6 1 |
      9 | 3 5 6 | 7 2 1 | 9 8 4 |
      +-------+-------+-------+






      share|improve this answer











      $endgroup$















        3












        3








        3





        $begingroup$

        Not 100% sure I have it nailed, but I got down to one...




        Horizontal:


        D2-F2 The sum of three consecutive prime numbers - since D2 is $1$ from Braille clue and E3 is $4$ from Orwell clue, $159$, $173$, or $187$ - say 1AB

        B3-E3, F9-I9 A novel by George Orwell - $1984$

        A5-C5 Number of countries in the world - $195$ (according to the U.N.)

        H5-I5 The number of minutes an iguana can stay under water - $30$ ($0$ can't be right and can't start with $3$ due to Ga) - say 2C

        A6-B6 Bones in your foot - $26$

        B7-C7 Giraffe tongue in inches - I found "$18$-$20$" but a leading $1$ contradicts Braille as $1824$, so $21$?

        B7-G7 Number of litres of fuel a Boeing 747 airliner can hold - I've seen reference to $216,000$ litres (fits with giraffe $21$ and the $6$ of octominoes), G7 is $7$ from "cube of a square" - say 216DE7


        Vertical:


        B3-B6 Longest street in km (or the popular misconception for it) - Yonge Street $1896$

        D2-D5 Braille alphabet was invented - $1824$

        D6-D8 The number of octominoes - $369$

        C1-C3, G7-G9 A cube of a square - No six digit ones work, so $729$

        H1-H2 A square - disregarding $3$, $1$, and $8$ from all: $25$, $49$, or $64$ - say FG

        H3-H4 Ga - Gallium, atomic number $31$

        I2-I4 A square - disregarding $2$ and $1$ from I2, $1$, $9$, $8$, $4$, and $3$ from I3, $8$, $2$, and $1$ from I4, and $4$ from all places: $529$, $576$, $625$, or $729$ - say HIJ




        This gives:





         
        A B C D E F G H I
        +-------+-------+-------+
        1 | · · 7 | · · · | · F · |
        2 | · · 2 | 1 A B | · G H |
        3 | · 1 9 | 8 4 · | · 3 I |
        +-------+-------+-------+
        4 | · 8 · | 2 · · | · 1 J |
        5 | 1 9 5 | 4 · · | · 2 C |
        6 | 2 6 · | 3 · · | · · · |
        +-------+-------+-------+
        7 | · 2 1 | 6 D E | 7 · · |
        8 | · · · | 9 · · | 2 · · |
        9 | · · · | · · 1 | 9 8 4 |
        +-------+-------+-------+



        ...and a single solution that fits all of the constraints I placed on values A,B,C,F,G,H,I, and J:

         
        A B C D E F G H I
        +-------+-------+-------+
        1 | 8 3 7 | 5 9 6 | 1 4 2 |
        2 | 6 4 2 | 1 7 3 | 8 9 5 |
        3 | 5 1 9 | 8 4 2 | 6 3 7 |
        +-------+-------+-------+
        4 | 7 8 3 | 2 5 9 | 4 1 6 |
        5 | 1 9 5 | 4 6 7 | 3 2 8 |
        6 | 2 6 4 | 3 1 8 | 5 7 9 |
        +-------+-------+-------+
        7 | 9 2 1 | 6 8 4 | 7 5 3 |
        8 | 4 7 8 | 9 3 5 | 2 6 1 |
        9 | 3 5 6 | 7 2 1 | 9 8 4 |
        +-------+-------+-------+






        share|improve this answer











        $endgroup$



        Not 100% sure I have it nailed, but I got down to one...




        Horizontal:


        D2-F2 The sum of three consecutive prime numbers - since D2 is $1$ from Braille clue and E3 is $4$ from Orwell clue, $159$, $173$, or $187$ - say 1AB

        B3-E3, F9-I9 A novel by George Orwell - $1984$

        A5-C5 Number of countries in the world - $195$ (according to the U.N.)

        H5-I5 The number of minutes an iguana can stay under water - $30$ ($0$ can't be right and can't start with $3$ due to Ga) - say 2C

        A6-B6 Bones in your foot - $26$

        B7-C7 Giraffe tongue in inches - I found "$18$-$20$" but a leading $1$ contradicts Braille as $1824$, so $21$?

        B7-G7 Number of litres of fuel a Boeing 747 airliner can hold - I've seen reference to $216,000$ litres (fits with giraffe $21$ and the $6$ of octominoes), G7 is $7$ from "cube of a square" - say 216DE7


        Vertical:


        B3-B6 Longest street in km (or the popular misconception for it) - Yonge Street $1896$

        D2-D5 Braille alphabet was invented - $1824$

        D6-D8 The number of octominoes - $369$

        C1-C3, G7-G9 A cube of a square - No six digit ones work, so $729$

        H1-H2 A square - disregarding $3$, $1$, and $8$ from all: $25$, $49$, or $64$ - say FG

        H3-H4 Ga - Gallium, atomic number $31$

        I2-I4 A square - disregarding $2$ and $1$ from I2, $1$, $9$, $8$, $4$, and $3$ from I3, $8$, $2$, and $1$ from I4, and $4$ from all places: $529$, $576$, $625$, or $729$ - say HIJ




        This gives:





         
        A B C D E F G H I
        +-------+-------+-------+
        1 | · · 7 | · · · | · F · |
        2 | · · 2 | 1 A B | · G H |
        3 | · 1 9 | 8 4 · | · 3 I |
        +-------+-------+-------+
        4 | · 8 · | 2 · · | · 1 J |
        5 | 1 9 5 | 4 · · | · 2 C |
        6 | 2 6 · | 3 · · | · · · |
        +-------+-------+-------+
        7 | · 2 1 | 6 D E | 7 · · |
        8 | · · · | 9 · · | 2 · · |
        9 | · · · | · · 1 | 9 8 4 |
        +-------+-------+-------+



        ...and a single solution that fits all of the constraints I placed on values A,B,C,F,G,H,I, and J:

         
        A B C D E F G H I
        +-------+-------+-------+
        1 | 8 3 7 | 5 9 6 | 1 4 2 |
        2 | 6 4 2 | 1 7 3 | 8 9 5 |
        3 | 5 1 9 | 8 4 2 | 6 3 7 |
        +-------+-------+-------+
        4 | 7 8 3 | 2 5 9 | 4 1 6 |
        5 | 1 9 5 | 4 6 7 | 3 2 8 |
        6 | 2 6 4 | 3 1 8 | 5 7 9 |
        +-------+-------+-------+
        7 | 9 2 1 | 6 8 4 | 7 5 3 |
        8 | 4 7 8 | 9 3 5 | 2 6 1 |
        9 | 3 5 6 | 7 2 1 | 9 8 4 |
        +-------+-------+-------+







        share|improve this answer














        share|improve this answer



        share|improve this answer








        edited Jan 13 at 20:05

























        answered Jan 13 at 19:21









        Jonathan AllanJonathan Allan

        17.7k14697




        17.7k14697





















            2












            $begingroup$

            Oh ... there seems to be a guess already ... that's why even though I'm not done yet I'll share my work so far.



            --- After edit ---



            Now here's my solution



            Horizontal:



            D2-F2 The sum of three consecutive prime numbers




            First there was a eight options but the Braille clue gave away that the number starts with 1 so the prime numbers left to consider were 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71.

            They make up eight sums: 109, 121, 131, 143, 159, 173, 187, 199
            Of these sums can be easily dismissed since they contain double numbers or zeroes leaving us with: 143, 159, 173, 187
            The Orwell clue rules out the options containing 4 or 8. What's left: 159, 173
            Further sudokuing (is that a word?) reveals a number 5 in the square ruling out 159 and leaving us with 173 as answer




            B3-E3, F9-I9 A novel by George Orwell




            Quick googling reveals 1984




            A5-C5 Number of countries in the world




            193 if we count UN-countries only, 195 if we count the other two, but the digits 19... are definite. After some consideration ... it kind of says all countries, therefore 195 must be the answer.




            H5-I5 The number of minutes an iguana can stay under water




            Googling says 30 but that cannot be true since 0 is not a number found in Sudokus, numbers higher than 30 don't make much sense when googling, so a leading 2... seems plausible but I left that open for now since that is not definite.

            Since 26, 27 and 29 can be ruled out by sudokuing and the number has to be at least close to 30, the solution to this one must be 28




            A6-B6 Bones in your foot




            26 definite answer




            B7-C7 Giraffe tongue in inches




            Google says 18 - 20 inches, which means 18 or 19, since 20 contains a zero. However, the 747 clue gives away that it really must be 21 even though I didn't find that info during research.




            B7-G7 Number of litres of fuel a Boeing 747 airliner can hold




            I found online that there are several types of Boeing 747 which have different fuel capacities that begin with a leading 1 or 2. But the longest road clue gives away that it cannot be 1, so there is two types left. The numbers given by the cube of square clue and the octomino clue rule out the larger one leaving 216847 as definite result.




            Vertical



            B3-B6 Longest street in km (or the popular misconception for it)




            Guiness World Records listed Yonge Street for some time but it only has 56km. However, a common misconception said that its length was 1896 km which must be the answer




            D2-D5 Braille alphabet was invented




            1824, easy, look it up




            D6-D8 The number of octominoes




            Definite mathematical thing -> definite answer: 369




            C1-C3, G7-G9 A cube of a square




            The only cube of a square with three digits: 729




            H1-H2 A square




            Possbile two digit squares: 16, 25, 36, 49, 64, 81

            We can rule out 81 with the Orwille clue an 25 with the Iguana clue having now 16, 36, 49, 64 left as guesses.

            Some further sudokuing and the 1 from the Ga clue rule out every number with a 1 and a 6: 16, 36, 64, conveniently leaving 49 as final answer.




            H3-H4 Ga




            This could be a reference to Gallium, which would be 31 on the periodic table.

            This could also be numerically encoded, resulting in 71

            Having only this two clues I dare make the conclusion, that the second digit is ...1.

            > Having 576 as three digit square rules out 71 leaving 31 as answer.




            I2-I4 A square




            There are a total of 22 possible three digit squares but ruling them out with the rules of Sudoku left me with: 529, 576, 625 and 691
            Getting 49 in the double digit square clue rules out 691, leaving 529, 576 and 625
            Some sudokuing after guessing the country clue we get 6 as definite last digit and therefore 576 as answer.




            After having solved all clues everything left was to solve the Sudoku which went astoundingly fast.



            My solution looks as follows




            --------+-------+--------

            | 8 3 7 | 5 9 6 | 1 4 2 |

            | 6 4 2 | 1 7 3 | 8 9 5 |

            | 5 1 9 | 8 4 2 | 6 3 7 |

            --------+-------+--------

            | 7 8 3 | 2 5 9 | 4 1 6 |

            | 1 9 5 | 4 6 7 | 3 2 8 |

            | 2 6 4 | 3 1 8 | 5 7 9 |

            --------+-------+--------

            | 9 2 1 | 6 8 4 | 7 5 3 |

            | 4 7 8 | 9 3 5 | 2 6 1 |

            | 3 5 6 | 7 2 1 | 9 8 4 |

            --------+-------+--------







            share|improve this answer











            $endgroup$








            • 1




              $begingroup$
              See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
              $endgroup$
              – Jonathan Allan
              Jan 13 at 21:11







            • 1




              $begingroup$
              Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
              $endgroup$
              – kleinsinus
              Jan 13 at 22:29















            2












            $begingroup$

            Oh ... there seems to be a guess already ... that's why even though I'm not done yet I'll share my work so far.



            --- After edit ---



            Now here's my solution



            Horizontal:



            D2-F2 The sum of three consecutive prime numbers




            First there was a eight options but the Braille clue gave away that the number starts with 1 so the prime numbers left to consider were 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71.

            They make up eight sums: 109, 121, 131, 143, 159, 173, 187, 199
            Of these sums can be easily dismissed since they contain double numbers or zeroes leaving us with: 143, 159, 173, 187
            The Orwell clue rules out the options containing 4 or 8. What's left: 159, 173
            Further sudokuing (is that a word?) reveals a number 5 in the square ruling out 159 and leaving us with 173 as answer




            B3-E3, F9-I9 A novel by George Orwell




            Quick googling reveals 1984




            A5-C5 Number of countries in the world




            193 if we count UN-countries only, 195 if we count the other two, but the digits 19... are definite. After some consideration ... it kind of says all countries, therefore 195 must be the answer.




            H5-I5 The number of minutes an iguana can stay under water




            Googling says 30 but that cannot be true since 0 is not a number found in Sudokus, numbers higher than 30 don't make much sense when googling, so a leading 2... seems plausible but I left that open for now since that is not definite.

            Since 26, 27 and 29 can be ruled out by sudokuing and the number has to be at least close to 30, the solution to this one must be 28




            A6-B6 Bones in your foot




            26 definite answer




            B7-C7 Giraffe tongue in inches




            Google says 18 - 20 inches, which means 18 or 19, since 20 contains a zero. However, the 747 clue gives away that it really must be 21 even though I didn't find that info during research.




            B7-G7 Number of litres of fuel a Boeing 747 airliner can hold




            I found online that there are several types of Boeing 747 which have different fuel capacities that begin with a leading 1 or 2. But the longest road clue gives away that it cannot be 1, so there is two types left. The numbers given by the cube of square clue and the octomino clue rule out the larger one leaving 216847 as definite result.




            Vertical



            B3-B6 Longest street in km (or the popular misconception for it)




            Guiness World Records listed Yonge Street for some time but it only has 56km. However, a common misconception said that its length was 1896 km which must be the answer




            D2-D5 Braille alphabet was invented




            1824, easy, look it up




            D6-D8 The number of octominoes




            Definite mathematical thing -> definite answer: 369




            C1-C3, G7-G9 A cube of a square




            The only cube of a square with three digits: 729




            H1-H2 A square




            Possbile two digit squares: 16, 25, 36, 49, 64, 81

            We can rule out 81 with the Orwille clue an 25 with the Iguana clue having now 16, 36, 49, 64 left as guesses.

            Some further sudokuing and the 1 from the Ga clue rule out every number with a 1 and a 6: 16, 36, 64, conveniently leaving 49 as final answer.




            H3-H4 Ga




            This could be a reference to Gallium, which would be 31 on the periodic table.

            This could also be numerically encoded, resulting in 71

            Having only this two clues I dare make the conclusion, that the second digit is ...1.

            > Having 576 as three digit square rules out 71 leaving 31 as answer.




            I2-I4 A square




            There are a total of 22 possible three digit squares but ruling them out with the rules of Sudoku left me with: 529, 576, 625 and 691
            Getting 49 in the double digit square clue rules out 691, leaving 529, 576 and 625
            Some sudokuing after guessing the country clue we get 6 as definite last digit and therefore 576 as answer.




            After having solved all clues everything left was to solve the Sudoku which went astoundingly fast.



            My solution looks as follows




            --------+-------+--------

            | 8 3 7 | 5 9 6 | 1 4 2 |

            | 6 4 2 | 1 7 3 | 8 9 5 |

            | 5 1 9 | 8 4 2 | 6 3 7 |

            --------+-------+--------

            | 7 8 3 | 2 5 9 | 4 1 6 |

            | 1 9 5 | 4 6 7 | 3 2 8 |

            | 2 6 4 | 3 1 8 | 5 7 9 |

            --------+-------+--------

            | 9 2 1 | 6 8 4 | 7 5 3 |

            | 4 7 8 | 9 3 5 | 2 6 1 |

            | 3 5 6 | 7 2 1 | 9 8 4 |

            --------+-------+--------







            share|improve this answer











            $endgroup$








            • 1




              $begingroup$
              See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
              $endgroup$
              – Jonathan Allan
              Jan 13 at 21:11







            • 1




              $begingroup$
              Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
              $endgroup$
              – kleinsinus
              Jan 13 at 22:29













            2












            2








            2





            $begingroup$

            Oh ... there seems to be a guess already ... that's why even though I'm not done yet I'll share my work so far.



            --- After edit ---



            Now here's my solution



            Horizontal:



            D2-F2 The sum of three consecutive prime numbers




            First there was a eight options but the Braille clue gave away that the number starts with 1 so the prime numbers left to consider were 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71.

            They make up eight sums: 109, 121, 131, 143, 159, 173, 187, 199
            Of these sums can be easily dismissed since they contain double numbers or zeroes leaving us with: 143, 159, 173, 187
            The Orwell clue rules out the options containing 4 or 8. What's left: 159, 173
            Further sudokuing (is that a word?) reveals a number 5 in the square ruling out 159 and leaving us with 173 as answer




            B3-E3, F9-I9 A novel by George Orwell




            Quick googling reveals 1984




            A5-C5 Number of countries in the world




            193 if we count UN-countries only, 195 if we count the other two, but the digits 19... are definite. After some consideration ... it kind of says all countries, therefore 195 must be the answer.




            H5-I5 The number of minutes an iguana can stay under water




            Googling says 30 but that cannot be true since 0 is not a number found in Sudokus, numbers higher than 30 don't make much sense when googling, so a leading 2... seems plausible but I left that open for now since that is not definite.

            Since 26, 27 and 29 can be ruled out by sudokuing and the number has to be at least close to 30, the solution to this one must be 28




            A6-B6 Bones in your foot




            26 definite answer




            B7-C7 Giraffe tongue in inches




            Google says 18 - 20 inches, which means 18 or 19, since 20 contains a zero. However, the 747 clue gives away that it really must be 21 even though I didn't find that info during research.




            B7-G7 Number of litres of fuel a Boeing 747 airliner can hold




            I found online that there are several types of Boeing 747 which have different fuel capacities that begin with a leading 1 or 2. But the longest road clue gives away that it cannot be 1, so there is two types left. The numbers given by the cube of square clue and the octomino clue rule out the larger one leaving 216847 as definite result.




            Vertical



            B3-B6 Longest street in km (or the popular misconception for it)




            Guiness World Records listed Yonge Street for some time but it only has 56km. However, a common misconception said that its length was 1896 km which must be the answer




            D2-D5 Braille alphabet was invented




            1824, easy, look it up




            D6-D8 The number of octominoes




            Definite mathematical thing -> definite answer: 369




            C1-C3, G7-G9 A cube of a square




            The only cube of a square with three digits: 729




            H1-H2 A square




            Possbile two digit squares: 16, 25, 36, 49, 64, 81

            We can rule out 81 with the Orwille clue an 25 with the Iguana clue having now 16, 36, 49, 64 left as guesses.

            Some further sudokuing and the 1 from the Ga clue rule out every number with a 1 and a 6: 16, 36, 64, conveniently leaving 49 as final answer.




            H3-H4 Ga




            This could be a reference to Gallium, which would be 31 on the periodic table.

            This could also be numerically encoded, resulting in 71

            Having only this two clues I dare make the conclusion, that the second digit is ...1.

            > Having 576 as three digit square rules out 71 leaving 31 as answer.




            I2-I4 A square




            There are a total of 22 possible three digit squares but ruling them out with the rules of Sudoku left me with: 529, 576, 625 and 691
            Getting 49 in the double digit square clue rules out 691, leaving 529, 576 and 625
            Some sudokuing after guessing the country clue we get 6 as definite last digit and therefore 576 as answer.




            After having solved all clues everything left was to solve the Sudoku which went astoundingly fast.



            My solution looks as follows




            --------+-------+--------

            | 8 3 7 | 5 9 6 | 1 4 2 |

            | 6 4 2 | 1 7 3 | 8 9 5 |

            | 5 1 9 | 8 4 2 | 6 3 7 |

            --------+-------+--------

            | 7 8 3 | 2 5 9 | 4 1 6 |

            | 1 9 5 | 4 6 7 | 3 2 8 |

            | 2 6 4 | 3 1 8 | 5 7 9 |

            --------+-------+--------

            | 9 2 1 | 6 8 4 | 7 5 3 |

            | 4 7 8 | 9 3 5 | 2 6 1 |

            | 3 5 6 | 7 2 1 | 9 8 4 |

            --------+-------+--------







            share|improve this answer











            $endgroup$



            Oh ... there seems to be a guess already ... that's why even though I'm not done yet I'll share my work so far.



            --- After edit ---



            Now here's my solution



            Horizontal:



            D2-F2 The sum of three consecutive prime numbers




            First there was a eight options but the Braille clue gave away that the number starts with 1 so the prime numbers left to consider were 29, 31, 37, 41, 43, 47, 53, 59, 61, 67, 71.

            They make up eight sums: 109, 121, 131, 143, 159, 173, 187, 199
            Of these sums can be easily dismissed since they contain double numbers or zeroes leaving us with: 143, 159, 173, 187
            The Orwell clue rules out the options containing 4 or 8. What's left: 159, 173
            Further sudokuing (is that a word?) reveals a number 5 in the square ruling out 159 and leaving us with 173 as answer




            B3-E3, F9-I9 A novel by George Orwell




            Quick googling reveals 1984




            A5-C5 Number of countries in the world




            193 if we count UN-countries only, 195 if we count the other two, but the digits 19... are definite. After some consideration ... it kind of says all countries, therefore 195 must be the answer.




            H5-I5 The number of minutes an iguana can stay under water




            Googling says 30 but that cannot be true since 0 is not a number found in Sudokus, numbers higher than 30 don't make much sense when googling, so a leading 2... seems plausible but I left that open for now since that is not definite.

            Since 26, 27 and 29 can be ruled out by sudokuing and the number has to be at least close to 30, the solution to this one must be 28




            A6-B6 Bones in your foot




            26 definite answer




            B7-C7 Giraffe tongue in inches




            Google says 18 - 20 inches, which means 18 or 19, since 20 contains a zero. However, the 747 clue gives away that it really must be 21 even though I didn't find that info during research.




            B7-G7 Number of litres of fuel a Boeing 747 airliner can hold




            I found online that there are several types of Boeing 747 which have different fuel capacities that begin with a leading 1 or 2. But the longest road clue gives away that it cannot be 1, so there is two types left. The numbers given by the cube of square clue and the octomino clue rule out the larger one leaving 216847 as definite result.




            Vertical



            B3-B6 Longest street in km (or the popular misconception for it)




            Guiness World Records listed Yonge Street for some time but it only has 56km. However, a common misconception said that its length was 1896 km which must be the answer




            D2-D5 Braille alphabet was invented




            1824, easy, look it up




            D6-D8 The number of octominoes




            Definite mathematical thing -> definite answer: 369




            C1-C3, G7-G9 A cube of a square




            The only cube of a square with three digits: 729




            H1-H2 A square




            Possbile two digit squares: 16, 25, 36, 49, 64, 81

            We can rule out 81 with the Orwille clue an 25 with the Iguana clue having now 16, 36, 49, 64 left as guesses.

            Some further sudokuing and the 1 from the Ga clue rule out every number with a 1 and a 6: 16, 36, 64, conveniently leaving 49 as final answer.




            H3-H4 Ga




            This could be a reference to Gallium, which would be 31 on the periodic table.

            This could also be numerically encoded, resulting in 71

            Having only this two clues I dare make the conclusion, that the second digit is ...1.

            > Having 576 as three digit square rules out 71 leaving 31 as answer.




            I2-I4 A square




            There are a total of 22 possible three digit squares but ruling them out with the rules of Sudoku left me with: 529, 576, 625 and 691
            Getting 49 in the double digit square clue rules out 691, leaving 529, 576 and 625
            Some sudokuing after guessing the country clue we get 6 as definite last digit and therefore 576 as answer.




            After having solved all clues everything left was to solve the Sudoku which went astoundingly fast.



            My solution looks as follows




            --------+-------+--------

            | 8 3 7 | 5 9 6 | 1 4 2 |

            | 6 4 2 | 1 7 3 | 8 9 5 |

            | 5 1 9 | 8 4 2 | 6 3 7 |

            --------+-------+--------

            | 7 8 3 | 2 5 9 | 4 1 6 |

            | 1 9 5 | 4 6 7 | 3 2 8 |

            | 2 6 4 | 3 1 8 | 5 7 9 |

            --------+-------+--------

            | 9 2 1 | 6 8 4 | 7 5 3 |

            | 4 7 8 | 9 3 5 | 2 6 1 |

            | 3 5 6 | 7 2 1 | 9 8 4 |

            --------+-------+--------








            share|improve this answer














            share|improve this answer



            share|improve this answer








            edited Jan 13 at 22:25

























            answered Jan 13 at 20:17









            kleinsinuskleinsinus

            765




            765







            • 1




              $begingroup$
              See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
              $endgroup$
              – Jonathan Allan
              Jan 13 at 21:11







            • 1




              $begingroup$
              Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
              $endgroup$
              – kleinsinus
              Jan 13 at 22:29












            • 1




              $begingroup$
              See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
              $endgroup$
              – Jonathan Allan
              Jan 13 at 21:11







            • 1




              $begingroup$
              Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
              $endgroup$
              – kleinsinus
              Jan 13 at 22:29







            1




            1




            $begingroup$
            See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
            $endgroup$
            – Jonathan Allan
            Jan 13 at 21:11





            $begingroup$
            See the <pre><code> markup trick I used to format my sudoku. EDIT maybe with only 46 you can't see, so I've edited it in for you.
            $endgroup$
            – Jonathan Allan
            Jan 13 at 21:11





            1




            1




            $begingroup$
            Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
            $endgroup$
            – kleinsinus
            Jan 13 at 22:29




            $begingroup$
            Seems like I have overwritten your EDIT when finishing my solution. However it is now also readable.
            $endgroup$
            – kleinsinus
            Jan 13 at 22:29

















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