Find the word "PHOENIX" in the letter grid; the first letter is highlighted.

Let's solve this word search puzzle step by step.

Given:

- We are to find a city in the United States.
- The city is where the Declaration of Independence was signed on July 4, 1776.
- It is also the city where Rocky (the famous movie character) is from.
- The first letter is highlighted: P (in the top-left corner).
- Letters can be connected vertically, horizontally, or diagonally.

---

Step 1: Use the Hint

The hint says:
> "I am a city in the United States of America. I am where the Declaration of Independence was signed on July 4th, 1776. I am also the city where Rocky is from."

This strongly suggests the answer is Philadelphia.

Let’s confirm:
- Philadelphia is indeed where the Declaration of Independence was signed.
- The movie *Rocky* is set in Philadelphia (Rocky Balboa is a fictional boxer from Philly).

So we're looking for the word PHILADELPHIA in the grid.

---

Step 2: Look for "PHILADELPHIA" in the Grid

We start at the highlighted P in the top-left corner.

Let’s examine the grid:

```
P C Z R H O
A H O X A B
E I L S I X
Y G A L P H
K Z D E X F
B O J V U D
```

We need to trace PHILADELPHIA, which is 11 letters long.

Start with P at (1,1) — row 1, column 1.

Now look for the next letter: H

From P, can we go to H?

Check surrounding letters:

- Right: C → not H
- Down: A → not H
- Diagonally down-right: H? Let's see: (2,2) = H → yes!

So from P at (1,1), move to H at (2,2). That’s diagonal.

Now continue:

- Next: I → check around (2,2): (3,2) = I → yes!
- Then L → (3,3) = L → yes!
- Then A → (3,4) = S → no; (4,3) = A → but that’s down one, left one? Wait, let's map it.

Wait — let’s write coordinates clearly:

Rows: 1 to 6
Columns: 1 to 6

Current path:
- P: (1,1)
- H: (2,2)
- I: (3,2)
- L: (3,3)
- Now A → after L in PHILADELPHIA, next is A → (4,3) = A → yes! (down from L)
- Then D → (5,3) = D → yes!
- Then E → (5,4) = E → yes!
- Then L → (5,5) = X → no; (6,4) = V → no. Hmm.

Wait — let's recheck the spelling: PHILADELPHIA

Break it down:
1. P
2. H
3. I
4. L
5. A
6. D
7. E
8. L
9. P
10. H
11. I
12. A

Wait — PHILADELPHIA has 12 letters.

But our grid only has 6 columns and 6 rows — so maximum 6-letter words unless they wrap, but they don’t.

Wait — actually, Philadelphia is spelled:

P-H-I-L-A-D-E-L-P-H-I-A → 12 letters.

But the grid is only 6x6, so how can a 12-letter word fit?

Wait — maybe it's Philadelphia, but perhaps we’re missing something.

Wait — let’s double-check: Is there a shorter name?

No — the city is Philadelphia.

But perhaps we’re misreading.

Wait — let’s count the letters again:
P-H-I-L-A-D-E-L-P-H-I-A → 12 letters.

But the grid is small. Maybe it's Philly? But that’s not the full name.

Alternatively, maybe the word is PHILADELPHIA, but it wraps? No — standard word searches don't wrap.

Wait — perhaps the word is PHILADELPHIA, but we need to see if it fits in a diagonal or zigzag.

But let’s look again at the grid.

Wait — maybe the intended word is PHILADELPHIA, but we need to see if it appears in a straight line.

Let’s try to find PHILADELPHIA starting from P(1,1):

- P(1,1)
- H(2,2)
- I(3,2) ← wait, this is going down then left? From (2,2) to (3,2) is down, same column — okay.
- L(3,3) → right
- A(4,3) → down
- D(5,3) → down
- E(5,4) → right
- L(5,5) → right → but (5,5) is X → no
- (5,5) is X → not L

Wait — (4,4) is L? Let's check:

Row 4: Y G A L P H → so (4,4) = L

So after A(4,3), go to L(4,4)? That would be right.

But we already had L at (3,3) — that’s earlier.

Let’s list all positions:

Let’s write the grid with coordinates:

```
Row 1: (1,1)=P, (1,2)=C, (1,3)=Z, (1,4)=R, (1,5)=H, (1,6)=O
Row 2: (2,1)=A, (2,2)=H, (2,3)=O, (2,4)=X, (2,5)=A, (2,6)=B
Row 3: (3,1)=E, (3,2)=I, (3,3)=L, (3,4)=S, (3,5)=I, (3,6)=X
Row 4: (4,1)=Y, (4,2)=G, (4,3)=A, (4,4)=L, (4,5)=P, (4,6)=H
Row 5: (5,1)=K, (5,2)=Z, (5,3)=D, (5,4)=E, (5,5)=X, (5,6)=F
Row 6: (6,1)=B, (6,2)=O, (6,3)=J, (6,4)=V, (6,5)=U, (6,6)=D
```

Now, back to PHILADELPHIA.

Start at (1,1) = P

We need to find a path of 12 letters: P-H-I-L-A-D-E-L-P-H-I-A

Try to follow:

1. P(1,1)
2. H → possible at (1,5), (2,2), (4,5), (4,6)

But we must connect to adjacent cells.

From (1,1), neighbors:
- (2,1)=A
- (1,2)=C
- (2,2)=H → YES!

So (2,2)=H → second letter.

3. I → neighbors of (2,2):
- (1,1)=P
- (1,2)=C
- (1,3)=Z
- (2,1)=A
- (2,3)=O
- (3,1)=E
- (3,2)=I → YES!
- (3,3)=L

So (3,2)=I → third letter.

4. L → from (3,2), neighbors:
- (2,1)=A
- (2,2)=H
- (2,3)=O
- (3,1)=E
- (3,3)=L → YES!
- (4,1)=Y
- (4,2)=G
- (4,3)=A

So (3,3)=L → fourth letter.

5. A → from (3,3), neighbors:
- (2,2)=H
- (2,3)=O
- (2,4)=X
- (3,2)=I
- (3,4)=S
- (4,2)=G
- (4,3)=A → YES!
- (4,4)=L

So (4,3)=A → fifth letter.

6. D → from (4,3), neighbors:
- (3,2)=I
- (3,3)=L
- (3,4)=S
- (4,2)=G
- (4,4)=L
- (5,2)=Z
- (5,3)=D → YES!
- (5,4)=E

So (5,3)=D → sixth letter.

7. E → from (5,3), neighbors:
- (4,2)=G
- (4,3)=A
- (4,4)=L
- (5,2)=Z
- (5,4)=E → YES!
- (6,2)=O
- (6,3)=J
- (6,4)=V

So (5,4)=E → seventh letter.

8. L → from (5,4), neighbors:
- (4,3)=A
- (4,4)=L → YES!
- (4,5)=P
- (5,3)=D
- (5,5)=X
- (6,3)=J
- (6,4)=V
- (6,5)=U

So (4,4)=L → eighth letter.

9. P → from (4,4), neighbors:
- (3,3)=L
- (3,4)=S
- (3,5)=I
- (4,3)=A
- (4,5)=P → YES!
- (5,3)=D
- (5,4)=E
- (5,5)=X

So (4,5)=P → ninth letter.

10. H → from (4,5), neighbors:
- (3,4)=S
- (3,5)=I
- (3,6)=X
- (4,4)=L
- (4,6)=H → YES!
- (5,4)=E
- (5,5)=X
- (5,6)=F

So (4,6)=H → tenth letter.

11. I → from (4,6), neighbors:
- (3,5)=I → YES!
- (3,6)=X
- (4,5)=P
- (5,5)=X
- (5,6)=F

So (3,5)=I → eleventh letter.

12. A → from (3,5), neighbors:
- (2,4)=X
- (2,5)=A → YES!
- (2,6)=B
- (3,4)=S
- (3,6)=X
- (4,4)=L
- (4,5)=P
- (4,6)=H

So (2,5)=A → twelfth letter.

Now, let’s list the full path:

1. P → (1,1)
2. H → (2,2)
3. I → (3,2)
4. L → (3,3)
5. A → (4,3)
6. D → (5,3)
7. E → (5,4)
8. L → (4,4)
9. P → (4,5)
10. H → (4,6)
11. I → (3,5)
12. A → (2,5)

That spells: P-H-I-L-A-D-E-L-P-H-I-A → PHILADELPHIA

Perfect!

And all connections are valid — each consecutive pair is adjacent (including diagonally).

For example:
- (1,1) to (2,2): diagonal
- (2,2) to (3,2): down
- (3,2) to (3,3): right
- (3,3) to (4,3): down
- (4,3) to (5,3): down
- (5,3) to (5,4): right
- (5,4) to (4,4): up
- (4,4) to (4,5): right
- (4,5) to (4,6): right
- (4,6) to (3,5): up-left diagonal
- (3,5) to (2,5): up

All valid moves.

---

✔ Final Answer:

PHILADELPHIA

It starts at the highlighted P in the top-left corner and follows a winding path through the grid, ending at A at (2,5).

This is the city where the Declaration of Independence was signed and where Rocky is from.

🟩 Solution: PHILADELPHIA