Spoiler alert! if you don’t want all of the hints to all of the puzzles revealed at this time, please go to the individual puzzle pages instead.

### C(U)SI: Cold Case File

For a hint that reveals the puzzle’s theme, click here

Square 33 is filled by the word PUMPKIN

### Logic Puzzles

**The Student Meet Up**

For a class year and building, click here

For a class year, building and restaurant, click here

Freshman, Ives, Souvlaki House

**A Cornellian Quartet**

For a first and last name, click here

For a first name, last name and class year, click here

For a first name, last name, class year and major, click here

Jennie Stimson ’51, mechanical engineering

For a first name, last name, class year, major and sport, click here

Jennie Stimson ’51, mechanical engineering, basketball

*For a step-by-step explanation of how to eliminate possibilities and arrive at the answers to A Cornellian Quartet, click here.*

### Rebuses

For an explanation of how the five rebus answers are formed, click here

1) Tag + gown + knock + vowels = Taughannock Falls

2) Sh + owl + cup + F + yield = Schoellkopf Field

3) Ant + root + deck + sun + weight = Andrew Dickson White

4) Oil + in + L + eye + prayer + E = Olin Library

5) Spear + eat + off + sinks = Spirit of Zinck’s

### Cryptic Crossword

For tips on how to solve a cryptic, see this article from The Telegraph or this one from The Guardian. Fred Piscop ’70 has also published a Cryptic primer (right).

### Founders Maze

To see the maze minus a section that is not needed to derive the solution, click here

### Word Scramble

For the solution to the longest word (#6), click here

### Symbolic Math

**Solve for Nye**

For a way to derive the answer, click here

From first equation:

A + A + B = 8

Subtracting 2A from both sides —> B = 8 – 2A

From second equation:

C – B = 5

adding B to both sides —> C = 5 + B

Combining these two solutions:

—> C = 5 + (8 – 2A)

—> C = 13 – 2A

From third equation:

A + 2(C) = 11

substituting our solution for C in terms of A

—> A + 2(13 – 2A) = 11

—> A + 26 – 4A = 11

subtracting 26 from both sides and collecting the A terms

—> -3A = -15

dividing both sides by -3

—> A = 5

B = 8 – 2A

substituting A = 5

—> B = 8 – 2(5)

—> B = 8 – 10

—> B = -2

C = 13 – 2A

substituting A = 5

—> C = 13 – 2(5)

—> C = 13 – 10

—> C = 3

Therefore, final equation is:

A – B – 2(C) = ?

5 – (-2) – 2(3) = ?

5 + 2 – 6 = **1**

**Solve for Sagan**

For a way to derive the answer, click here

From third equation:

**A = B + 2**

Substituting into second equation:

(B+2) + B – C = -7

adding 7 to both sides —> B + 2 + B – C + 7 = 0

adding C to both sides —> B + 2 + B + 7 = C

collecting terms —> **C = 2B + 9**

Now we can put A and C into the first equation:

(B+2) + (B x (2B+9)) = -10

multiplying the second term —> (B+2) + (2B^2 +9B) = -10

collecting terms —> 2B^2 + 10B + 2 = -10

adding 10 to both sides —> 2B^2 + 10B + 12 = 0

dividing all terms by 2 —> **B^2 + 5B + 6 = 0**

Using the quadratic equation where the solution to any equation ax^2 + bx + c = 0 is:

x = [-b +/- sqrt(b^2 – 4ac)] / 2a

In our equation —> a = 1, b = 5, c = 6

Therefore:

B = [-5 +/- sqrt(5×5 – 4×6)] / 2

—> B = [-5 +/- sqrt(25 – 24)] / 2

—> B = [-5 +/- sqrt(1)] / 2

—> B = [-5 +/- 1] / 2

—> **B = (-3, -2) two answers**

With this answer for B, we go back to A = B + 2 —> **A = (-1, 0)**

C = 2B + 9 —> **C = (3, 5)**

Our final equation then has the following two answers:

(A x B) + (2 x C) = ?

When A = -1, B = -3, C = 3, then the answer is —> (-1 x -3) + (2 x 3) = **9**

When A = 0, B = -2, C = 5, then the answer is —> (0 x -2) + (2 x 5) = **10**

### Cornellian ´Crostic

For the author and title of the book from which the quote is taken [filling in 23 squares of the grid] click here

Bishop, *A History of Cornell*

### Word Search

For the six ‘bonus’ words, click here

Carl Sagan

Chapter House

Dragon Day

Give My Regards to Davy

Sage Chapel

Suspension Bridge

### Cryptoquotes

**#1**: Reveal one letter or reveal the first two words.

**#2**: Reveal one letter or reveal the first two words.

**#3**: Reveal one letter or reveal the first two words.

**#4**: Reveal one letter or reveal the first two words.

**#5**: Reveal one letter or reveal the first two words.

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