Hidden Mystery Math Messages: Multiplication & Basic Facts - Free Printable

Let’s solve this step by step.

We are given a code where each letter of the alphabet is matched to a number:

A = 24
B = 72
C = 49
D = 81
E = 30
F = 7
G = 9
H = 12
I = 32
J = 14
K = 4
L = 25
M = 56
N = 28
O = 18
P = 82
Q = 25 ← Wait, that can’t be right — L and Q both 25? Let me check again.

Actually, looking carefully at the table:

Row 1: A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
Row 2: 24 72 49 81 30 7 9 12 32 14 4 25 56 28 18 82 25 36 8 40 20 42 70 3 16 99

Wait — there’s a problem. “Q” is listed as 25, but “L” is also 25. That might be a typo in the original? But let’s look again — maybe it’s correct? Or perhaps we misread.

Actually, let’s list them clearly with positions:

Position: 1=A, 2=B, 3=C, 4=D, 5=E, 6=F, 7=G, 8=H, 9=I, 10=J, 11=K, 12=L, 13=M, 14=N, 15=O, 16=P, 17=Q, 18=R, 19=S, 20=T, 21=U, 22=V, 23=W, 24=X, 25=Y, 26=Z

Numbers:

A(1)=24
B(2)=72
C(3)=49
D(4)=81
E(5)=30
F(6)=7
G(7)=9
H(8)=12
I(9)=32
J(10)=14
K(11)=4
L(12)=25
M(13)=56
N(14)=28
O(15)=18
P(16)=82
Q(17)=25 ← same as L? That seems odd. Maybe it's a mistake? But let’s keep going — perhaps it’s intentional? Or maybe it’s 26? Wait, no — the image says 25 for Q.

But then R(18)=36
S(19)=8
T(20)=40
U(21)=20
V(22)=42
W(23)=70
X(24)=3
Y(25)=16
Z(26)=99

Okay, so even though L and Q both have 25, we’ll use what’s given. Maybe it’s a trick or just how it is.

Now, the instructions say: Use the table above and the questions below to find the hidden message. For example: 1x3 = 3 → turns into letter X (because X is assigned 3).

So the rule is: Multiply the numbers in each box, get a product, then find which letter has that number as its code. Then write that letter.

Let’s go row by row.

First row of boxes:

Box 1: 4 x 4 = 16 → Look up 16 → Y (since Y=16)

Box 2: 2 x 9 = 18 → O (O=18)

Box 3: 4 x 6 = 24 → A (A=24)

Box 4: 9 x 4 = 36 → R (R=36)

Box 5: 1 x 30 = 30 → E (E=30)

Box 6: 8 x 9 = 72 → B (B=72)

Box 7: 5 x 6 = 30 → E (E=30)

Box 8: 3 x 8 = 24 → A (A=24)

Box 9: 8 x 7 = 56 → M (M=56)

Box 10: 5 x 8 = 40 → T (T=40)

Box 11: 9 x 8 = 72 → B (B=72)

Box 12: 10 x 4 = 40 → T (T=40)

Box 13: 3 x 4 = 12 → H (H=12)

Box 14: 9 x 4 = 36 → R (R=36)

Box 15: 4 x 7 = 28 → N (N=28)

So first line: Y O A R E B E A M T B T H R N → That doesn’t make sense yet. Maybe we need to group words?

Wait — perhaps we should do all rows first, then read the full message.

Second row:

Box 1: 8 x 2 = 16 → Y

Box 2: 3 x 6 = 18 → O

Box 3: 2 x 10 = 20 → U

Box 4: 9 x 8 = 72 → B

Box 5: 3 x 10 = 30 → E

Box 6: 5 x 5 = 25 → L or Q? Both are 25. Hmm. Problem.

Wait — let’s check the table again. In the original image, is Q really 25? Let me double-check the user’s image description.

User wrote:

"A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
24 72 49 81 30 7 9 12 32 14 4 25 56 28 18 82 25 36 8 40 20 42 70 3 16 99"

Yes, Q is 25, same as L. So when we get 25, which letter do we pick? This is ambiguous.

But in the example: 1x3=3 → X, because X=3. So they’re using the number to find the letter. If two letters have same number, it’s a problem.

Perhaps it’s a typo? Maybe Q is supposed to be something else? But we have to work with what’s given.

Maybe in context, we can figure out which one makes sense.

Let’s continue and see.

Back to second row:

Box 6: 5x5=25 → could be L or Q. Let’s hold that.

Box 7: 4 x 8 = 32 → I (I=32)

Box 8: 2 x 15 = 30 → E (E=30)

Box 9: 7 x 6 = 42 → V (V=42)

Box 10: 8 x 5 = 40 → T (T=40)

So second row: Y O U B E ? I E V T

If we assume 25 is L, then "YOU BELIEVT" — almost "BELIEVE", but ends with T. Wait, last is T, so "BELIEVT"? No.

If 25 is Q, "YOU BEQIEVT" — worse.

Perhaps it’s L, and we’ll see later.

Third row:

Box 1: 2 x 4 = 8 → S (S=8)

Box 2: 5 x 8 = 40 → T (T=40)

Box 3: 3 x 12 = 36 → R (R=36)

Box 4: 1 x 18 = 18 → O (O=18)

Box 5: 2 x 14 = 28 → N (N=28)

Box 6: 3 x 4 = 12 → H (H=12)

Box 7: 10 x 3 = 30 → E (E=30)

Box 8: 9 x 1 = 9 → G (G=9)

Box 9: 2 x 20 = 40 → T (T=40)

Box 10: 2 x 6 = 12 → H (H=12)

Box 11: 2 x 12 = 24 → A (A=24)

Box 12: 1 x 28 = 28 → N (N=28)

Box 13: 2 x 8 = 16 → Y (Y=16)

Box 14: 5 x 2 = 10 → wait, 10 is not in the table? What letter is 10?

Look back: J=14, K=4, L=25... no 10. Uh oh.

Problem: 2x8=16 → Y, that’s fine. But 5x2=10 — is there a letter with code 10? From the table: A=24, B=72, ..., J=14, K=4, L=25, M=56, etc. No 10. Did I miscalculate?

Box 14 is "5x2" — yes, 5*2=10. But no letter has code 10. That can't be right.

Perhaps I misread the box. Let me check the user’s input.

User wrote for third row: "2x4 5x8 3x12 1x18 2x14 3x4 10x3 9x1 2x20 2x6 2x12 1x28 2x8 5x2 5x4"

Last is 5x2=10, and 5x4=20.

20 is U (U=20), but 10 is not assigned.

This is a problem. Unless... did I miss a letter?

List all codes from table:

24,72,49,81,30,7,9,12,32,14,4,25,56,28,18,82,25,36,8,40,20,42,70,3,16,99

No 10. So 5x2=10 has no corresponding letter. That suggests either a mistake in the problem or in my reading.

Perhaps the "5x2" is meant to be something else? Or maybe it's 5x something else.

Another thought: perhaps the multiplication is not of the numbers, but of the positions? But the example says 1x3=3 -> X, and X is coded as 3, so it's the product equals the code number.

Unless for 10, it's not used, but that doesn't make sense.

Let's skip and come back.

Fourth row:

Box 1: 8x1 = 8 → S

Box 2: 5x6 = 30 → E

Box 3: 2x12 = 24 → A

Box 4: 7x8 = 56 → M

Box 5: 8x3 = 24 → A

Box 6: 7x4 = 28 → N

Box 7: 9x8 = 72 → B

Box 8: 4x2 = 8 → S

Box 9: 8x7 = 56 → M

Box 10: 12x2 = 24 → A

Box 11: 1x36 = 36 → R

Box 12: 4x10 = 40 → T

Box 13: 1x30 = 30 → E

Box 14: 4x9 = 36 → R

So fourth row: S E A M A N B S M A R T E R → "SEAMANBSMARTER" — probably "SEA MAN BS SMARTER"? Not making sense.

Fifth row:

Box 1: 8x5 = 40 → T

Box 2: 4x3 = 12 → H

Box 3: 4x6 = 24 → A

Box 4: 28x1 = 28 → N

Box 5: 4x4 = 16 → Y

Box 6: 9x2 = 18 → O

Box 7: 10x2 = 20 → U

Box 8: 6x2 = 12 → H

Box 9: 8x4 = 32 → I

Box 10: 4x7 = 28 → N

Box 11: 2x2 = 4 → K

So fifth row: T H A N Y O U H I N K → "THANYOUHINK" — likely "THANK YOU THINK" but missing K? Last is K, so "THANK YOU HINK"? No, "THANYOUHINK" — if we split: THAN YOU HINK — not good.

Perhaps it's "THANK YOU" but we have T,H,A,N,Y,O,U,H,I,N,K — that's 11 letters. "THANK YOU" is 8 letters. Extra H,I,N,K.

This is messy.

I think I made a mistake in the beginning. Let's re-examine the example.

The example says: "for example 1x3 = 3, this would turn into the letter X."

And X is coded as 3, so yes, product = code number, find letter with that code.

But in the table, some codes are repeated (L and Q both 25), and some products like 10 have no code.

Perhaps the "1x3" in the example is not related to the table values, but to the position? Let's read carefully.

"Use the table above and the questions below to find the hidden message. For example 1x3 = 3, this would turn into the letter X."

It doesn't specify what 1 and 3 refer to. In the context, probably 1 and 3 are multipliers, and 3 is the product, which corresponds to X since X=3.

But in the boxes, we have things like "4x4", which are likely the multipliers, and we multiply them to get the code.

But then why is there a 10 with no letter?

Unless the table has a letter for 10 that I missed. Let's list all codes again:

From user's text:

A:24, B:72, C:49, D:81, E:30, F:7, G:9, H:12, I:32, J:14, K:4, L:25, M:56, N:28, O:18, P:82, Q:25, R:36, S:8, T:40, U:20, V:42, W:70, X:3, Y:16, Z:99

No 10, no 1, no 2, etc. Only specific numbers.

Products like 5x2=10, which is not in the list, so impossible.

Perhaps the "x" is not multiplication? But the example says 1x3=3, which is multiplication.

Another idea: perhaps the numbers in the boxes are not to be multiplied, but are the codes themselves, and we need to find the letter for that code. But the example says "1x3=3", implying multiplication.

Let's look at the first box: "4x4" — if we multiply, 16, which is Y.

But if we take 4 and 4 as separate, but the box is "4x4", so likely one operation.

Perhaps "4x4" means the code for the letter that is the 4th letter times something, but that doesn't fit the example.

Let's try a different approach. Perhaps the "1x3=3" in the example is illustrative, and in the actual problems, the numbers are the codes, and we need to divide or something.

But the instruction says "use the table above and the questions below", and "for example 1x3=3 -> X".

Another thought: in the example, 1 and 3 might be indices or something. Let's see what letter is at position 1: A=24, position 3: C=49, 1x3=3, and X=3, so not related.

Perhaps 1 and 3 are the values, and their product is 3, which matches X's code.

I think my initial approach is correct, but there are errors in the problem or in my calculation.

Let's calculate all products and see which ones match the codes.

List of all codes present: 3,4,7,8,9,12,14,16,18,20,24,25,28,30,32,36,40,42,49,56,70,72,81,82,99

Missing many numbers, so only products that equal these will work.

In the first row, we had:

4x4=16 -> Y (good)

2x9=18 -> O (good)

4x6=24 -> A (good)

9x4=36 -> R (good)

1x30=30 -> E (good)

8x9=72 -> B (good)

5x6=30 -> E (good)

3x8=24 -> A (good)

8x7=56 -> M (good)

5x8=40 -> T (good)

9x8=72 -> B (good)

10x4=40 -> T (good) — 10 is not a code, but 40 is T's code, so ok.

3x4=12 -> H (good)

9x4=36 -> R (good)

4x7=28 -> N (good)

All good for first row.

Second row:

8x2=16 -> Y

3x6=18 -> O

2x10=20 -> U (U=20, good)

9x8=72 -> B

3x10=30 -> E

5x5=25 -> L or Q

4x8=32 -> I

2x15=30 -> E

7x6=42 -> V

8x5=40 -> T

So "Y O U B E ? I E V T"

If we take 25 as L, "YOU BELIEVT" — close to "YOU BELIEVE T" but extra T.

Perhaps it's "YOU BELIEVE IT" but we have V T at end.

7x6=42=V, 8x5=40=T, so "VT".

But "BELIEVE" would require E at the end, but we have T.

Unless the last is not T, but let's see the box: "8x5" for the last of second row, which is 40=T.

Perhaps the message is "YOU BELIEVE IT" but we have only up to T.

Another idea: perhaps the "5x5=25" is for L, and then "I E V T" is "IEVT", not good.

Let's do third row again.

Third row: "2x4 5x8 3x12 1x18 2x14 3x4 10x3 9x1 2x20 2x6 2x12 1x28 2x8 5x2 5x4"

Calculate:

2x4=8 -> S

5x8=40 -> T

3x12=36 -> R

1x18=18 -> O

2x14=28 -> N

3x4=12 -> H

10x3=30 -> E

9x1=9 -> G

2x20=40 -> T

2x6=12 -> H

2x12=24 -> A

1x28=28 -> N

2x8=16 -> Y

5x2=10 -> ? no letter

5x4=20 -> U

So we have a problem with 5x2=10.

Unless 10 is a code for a letter that I missed. Is there a letter with code 10? From the list, no.

Perhaps "5x2" is 5 and 2, and we add or something, but the example uses multiplication.

Another possibility: perhaps the "x" is not multiplication, but a separator, and we need to use the numbers as is. But the example says "1x3=3", which implies multiplication.

Let's look at the example again: "for example 1x3 = 3, this would turn into the letter X."

1x3=3, and X=3, so it's clear that the product is used as the code.

For 5x2=10, if there's no letter with code 10, it must be a mistake.

Perhaps in the table, "J" is 10, but user said J=14.

User wrote: "J 14", so not 10.

Perhaps "K" is 10, but K=4.

Let's count the letters: A to Z is 26 letters, and 26 numbers given, so no room for 10.

Unless one of the numbers is wrong.

Perhaps for 5x2, it's 5*2=10, and 10 is not used, but in context, maybe it's 1 and 0, but that doesn't help.

Another idea: perhaps the numbers in the boxes are the codes, and "x" means something else, but the example contradicts that.

Let's try to ignore the multiplication for a moment and see what the numbers are.

For example, in first box "4x4", if we take 4 and 4, and 4 is K's code, so K and K, but then what.

But the example says 1x3=3 -> X, so not that.

Perhaps 1 and 3 are the multipliers for the position.

Let's think differently. Suppose that for "a x b", it means take the a-th letter's code times b-th letter's code, but that would be large numbers, and 1x3 would be A's code * C's code = 24*49=1176, not 3.

Not that.

Perhaps a and b are the codes, and we multiply them, but 1 and 3 are not codes; 1 is not in the table.

I'm stuck.

Let's look online or recall that this is a common type of puzzle.

Perhaps "1x3=3" means that 1 and 3 are to be multiplied to get 3, and 3 corresponds to X, so for "4x4", 4*4=16, Y, as before.

For the 10 issue, perhaps in the third row, "5x2" is a typo, and it's "5x4" or "2x5", but 2x5=10 same thing.

Or "5x3=15", but 15 not in table.

Another thought: perhaps the "2" in "5x2" is not 2, but the letter B or something, but no.

Let's calculate the product and see if it matches any code by accident.

5x2=10, not in list.

5x4=20, U, good.

So for the last of third row, 5x4=20 -> U.

But 5x2=10 is problematic.

Perhaps it's "5+2=7" -> F, but the example uses multiplication.

Let's check the fourth row to see if there are issues.

Fourth row: "8x1 5x6 2x12 7x8 8x3 7x4 9x8 4x2 8x7 12x2 1x36 4x10 1x30 4x9"

Calculate:

8x1=8 -> S

5x6=30 -> E

2x12=24 -> A

7x8=56 -> M

8x3=24 -> A

7x4=28 -> N

9x8=72 -> B

4x2=8 -> S

8x7=56 -> M

12x2=24 -> A

1x36=36 -> R

4x10=40 -> T

1x30=30 -> E

4x9=36 -> R

So "S E A M A N B S M A R T E R" — "SEAMANBSMARTER" — perhaps "SEA MAN IS SMARTER" but we have B instead of I, and no I.

B is 72, I is 32, not the same.

"SEAMAN" could be "seaman", then "BS" might be "bees" or something, but not likely.

Perhaps it's "SEA MAN BS SMARTER" but BS is not nice.

Another idea: perhaps the message is "YOU ARE THE BEST" or something, but let's try to assemble what we have.

From first row: Y O A R E B E A M T B T H R N

Second row: Y O U B E L I E V T (assuming 25=L)

Third row: S T R O N H E G T H A N Y ? U (with ? for 10)

Fourth row: S E A M A N B S M A R T E R

Fifth row: T H A N Y O U H I N K

Now, if we put together:

Row 1: YOAREBEAMTBTHR N — perhaps "YOU ARE BEAM TB THR N" not good.

Let's group as words.

Perhaps it's "YOU ARE THE BEST" but let's see the letters.

Another approach: perhaps the hidden message is a quote by A.A. Milne / Christopher Robin, as stated at the bottom.

Common quotes: "You are braver than you believe, stronger than you seem, and smarter than you think."

Oh! That sounds familiar.

Let me verify.

"You are braver than you believe, stronger than you seem, and smarter than you think."

Let's see if our decoded letters match this.

First, let's write the quote without punctuation: "youarebraveryouthanbelievestrongerthanyouseemandsmarterthanyouthink"

But usually it's "You are braver than you believe, stronger than you seem, and smarter than you think."

So letters: Y O U A R E B R A V E R T H A N Y O U B E L I E V E S T R O N G E R T H A N Y O U S E E M A N D S M A R T E R T H A N Y O U T H I N K

Now, let's compare to what we have.

From our decoding:

Row 1: Y O A R E B E A M T B T H R N — not matching.

Perhaps I have the order wrong.

Let's list all decoded letters in order.

From first row of boxes: 15 boxes: Y,O,A,R,E,B,E,A,M,T,B,T,H,R,N

Second row: 10 boxes: Y,O,U,B,E,L,I,E,V,T (assuming L for 25)

Third row: 15 boxes: S,T,R,O,N,H,E,G,T,H,A,N,Y,?,U ( ? for 10)

Fourth row: 14 boxes: S,E,A,M,A,N,B,S,M,A,R,T,E,R

Fifth row: 11 boxes: T,H,A,N,Y,O,U,H,I,N,K

Now, if we concatenate:

Y O A R E B E A M T B T H R N Y O U B E L I E V T S T R O N H E G T H A N Y ? U S E A M A N B S M A R T E R T H A N Y O U H I N K

This is long. Let's remove spaces and see if we can find the quote.

Notice that in the quote, "braver" has 'v', which we have in second row "V" from 7x6=42=V.

"believe" has 'l','i','e','v','e' — we have L,I,E,V,E in second row.

In second row, we have Y,O,U,B,E,L,I,E,V,T — so "YOU BELIEVT" — if the T is for "than" or something.

Perhaps the T at the end of second row is the start of "than".

Then third row starts with S,T,R,O,N — "STRON" for "stronger"?

"stronger" is S,T,R,O,N,G,E,R

We have S,T,R,O,N,H,E,G — so "STRONHEG" — close to "STRONGER" but H instead of G, and G instead of R.

H is 12, G is 9, not the same.

In third row, after N is H, but for "stronger", after N should be G.

We have 3x4=12=H, but should be G=9.

Not matching.

Perhaps for "5x2=10", if we assume it's a typo and it's "5x1.8" or something, but not integer.

Another idea: perhaps "5x2" means 5 and 2, and we take the code for the 5th letter and 2nd letter, but 5th is E=30, 2nd is B=72, 30*72=2160, not helpful.

Let's calculate the product for "5x2" as 10, and see if 10 is close to a code. Closest are 9=G, 12=H, not 10.

Perhaps it's 5+2=7=F, but example uses multiplication.

Let's look back at the user's input for the third row: "2x4 5x8 3x12 1x18 2x14 3x4 10x3 9x1 2x20 2x6 2x12 1x28 2x8 5x2 5x4"

"10x3" — 10*3=30=E, good.

"9x1"=9=G, good.

"2x20"=40=T, good.

"2x6"=12=H, good.

"2x12"=24=A, good.

"1x28"=28=N, good.

"2x8"=16=Y, good.

"5x2"=10 — problem.

"5x4"=20=U, good.

So only "5x2" is problematic.

Perhaps in the context, "5x2" is meant to be "5x something else", or perhaps it's "5-2=3" -> X, but not specified.

Maybe "x" means the letter whose code is the first number, times the second number, but complicated.

Let's assume that for "5x2", it's a mistake, and it should be "5x1.8" or something, but not.

Another thought: perhaps the "2" in "5x2" is the code for K, but K=4, not 2.

Let's list the codes again and see if 10 is missing, but perhaps for this puzzle, we can skip or assume.

Perhaps "5x2" = 10, and 10 is not used, but in the message, it might be space or something, but the example doesn't suggest that.

Let's try to decode the fifth row, which has "THANYOUHINK" — if we have "THANK YOU THINK", but we have T,H,A,N,Y,O,U,H,I,N,K — so "THAN YOU HINK" — if "HINK" is "THINK" missing T, but we have T at start.

"THANYOUHINK" — if we split as "THAN YOU HINK", but "HINK" should be "THINK", so perhaps the first T is for "THINK", but it's at beginning.

Perhaps the message is "YOU ARE BRAVER THAN YOU BELIEVE STRONGER THAN YOU SEEM AND SMARTER THAN YOU THINK"

Let's count the letters in that.

"YOUAREBRAVERTHANYOUBELIEVESTRONGERTHANYOUSEEMANDSMARTERTHANYOUTHINK"

Remove spaces: Y O U A R E B R A V E R T H A N Y O U B E L I E V E S T R O N G E R T H A N Y O U S E E M A N D S M A R T E R T H A N Y O U T H I N K

Now, let's see how many letters: let's calculate.

YOU = 3
ARE = 3
BRAVER = 6
THAN = 4
YOU = 3
BELIEVE = 7
STRONGER = 8
THAN = 4
YOU = 3
SEEM = 4
AND = 3
SMARTER = 7
THAN = 4
YOU = 3
THINK = 5

Sum: 3+3+6+4+3+7+8+4+3+4+3+7+4+3+5 = let's add: 3+3=6, +6=12, +4=16, +3=19, +7=26, +8=34, +4=38, +3=41, +4=45, +3=48, +7=55, +4=59, +3=62, +5=67 letters.

Now, from our boxes:

First row: 15 boxes
Second row: 10 boxes
Third row: 15 boxes
Fourth row: 14 boxes
Fifth row: 11 boxes
Total: 15+10=25, +15=40, +14=54, +11=65 boxes.

65 letters, but the quote has 67, so close but not exact.

Perhaps with punctuation, but usually not.

Another common quote: "You are braver than you believe, stronger than you seem, and smarter than you think." — same as above.

Perhaps "and" is included, which we have.

In our decoding, we have 65 letters, quote has 67, so missing 2.

Perhaps the "5x2=10" is intended to be two letters or something.

Maybe for "5x2", it's 5 and 2, and we take the letters for code 5 and code 2, but 5 and 2 are not in the table.

Code 5 not present, code 2 not present.

Perhaps the numbers are the positions, not the codes.

Let's try that.

Suppose that for "a x b", it means take the a-th letter of the alphabet, and b-th letter, but then what.

For example, 1x3: 1st letter A, 3rd letter C, but 1x3=3, not related.

Perhaps a and b are to be added or multiplied to get the position.

1+3=4, D, but example says X.

1*3=3, C, but example says X.

X is 24th letter, not 3.

In the table, X is coded as 3, so it's the code, not the position.

I think I need to accept that for "5x2=10", it might be a typo, and it should be "5x1.8" or "3x3.333", but not.

Perhaps "5x2" means 5*2=10, and 10 is J's code, but user said J=14.

Unless the table is wrong.

Let's double-check the user's table description.

User wrote: "A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
24 72 49 81 30 7 9 12 32 14 4 25 56 28 18 82 25 36 8 40 20 42 70 3 16 99"

Perhaps "J" is 10, but it's written as 14. Or maybe it's a miscommunication.

In some fonts, 10 and 14 look similar, but unlikely.

Perhaps "K" is 10, but K=4.

Another idea: perhaps the "x" is not multiplication, but the letter 'x', but that doesn't make sense.

Let's look at the first box: "4x4" — if we interpret as 4 and 4, and 4 is K's code, so K and K, but then for the message, it would be KK, not good.

Perhaps it's the product, and for 10, it's not used, but in the context of the quote, we can infer.

Let's assume that "5x2=10" is meant to be "5x2=10" and 10 corresponds to a letter that is not in the table, but perhaps it's 'J' if we force it, but J=14.

Let's calculate what 10 should be. In the quote, at that position, what letter should be.

From earlier, if we have the sequence, in third row, after Y (from 2x8=16), then 5x2=10, then 5x4=20=U.

In the quote, after "Y" in "THAN YOU", but let's map.

Perhaps start from the beginning.

Let me try to decode with the assumption that 25 is L, and for 10, we'll see.

From first row: Y O A R E B E A M T B T H R N

Second row: Y O U B E L I E V T

Third row: S T R O N H E G T H A N Y ? U

Fourth row: S E A M A N B S M A R T E R

Fifth row: T H A N Y O U H I N K

Now, let's write it as a string:

YOAREBEAMTBTHRNYOUBELIEVTSTRONHEGTHANY?USEAMANBSMARTERTHANYOUHINK

Now, let's insert spaces where it makes sense.

Start with "YOU" — positions 1-3: Y O A — not YOU.

Positions 10-12: T B T — not.

Perhaps "YOU" is in second row: positions 16-18: Y O U — yes! So second row starts with Y O U.

So the message might start from second row.

But first row has 15 letters, so perhaps first row is part of it.

Let's list all letters with indices.

Let me number the boxes in order.

Box 1 to 15: row 1: 1:Y,2:O,3:A,4:R,5:E,6:B,7:E,8:A,9:M,10:T,11:B,12:T,13:H,14:R,15:N

Box 16 to 25: row 2: 16:Y,17:O,18:U,19:B,20:E,21:L,22:I,23:E,24:V,25:T

Box 26 to 40: row 3: 26:S,27:T,28:R,29:O,30:N,31:H,32:E,33:G,34:T,35:H,36:A,37:N,38:Y,39:? ,40:U

Box 41 to 54: row 4: 41:S,42:E,43:A,44:M,45:A,46:N,47:B,48:S,49:M,50:A,51:R,52:T,53:E,54:R

Box 55 to 65: row 5: 55:T,56:H,57:A,58:N,59:Y,60:O,61:U,62:H,63:I,64:N,65:K

Now, the quote "You are braver than you believe, stronger than you seem, and smarter than you think."

Let's write it without spaces and punctuation: YOUAREBRAVERTHANYOUBELIEVESTRONGERTHANYOUSEEMANDSMARTERTHANYOUTHINK

Letters: 1:Y,2:O,3:U,4:A,5:R,6:E,7:B,8:R,9:A,10:V,11:E,12:R,13:T,14:H,15:A,16:N,17:Y,18:O,19:U,20:B,21:E,22:L,23:I,24:E,25:V,26:E,27:S,28:T,29:R,30:O,31:N,32:G,33:E,34:R,35:T,36:H,37:A,38:N,39:Y,40:O,41:U,42:S,43:E,44:E,45:M,46:A,47:N,48:D,49:S,50:M,51:A,52:R,53:T,54:E,55:R,56:T,57:H,58:A,59:N,60:Y,61:O,62:U,63:T,64:H,65:I,66:N,67:K

Now, compare to our decoded letters.

Our box 1: Y — matches quote pos 1: Y

Box 2: O — matches pos 2: O

Box 3: A — but quote pos 3: U — not match. We have A, should be U.

Problem.

Box 3 is A from 4x6=24=A, but should be U for "YOU".

U is 20, so should be a product of 20.

What could give 20? 4x5=20, or 2x10, etc.

In box 3, it's "4x6=24", not 20.

Perhaps the first few are not "YOU".

Box 16: Y — quote pos 17: Y (in "THAN YOU", pos 17 is Y)

Let's align.

Suppose that box 16 corresponds to quote pos 1: Y

Then box 16: Y — good

Box 17: O — good

Box 18: U — good

Box 19: B — quote pos 4: A — not match. Should be A for "ARE", but we have B.

Quote pos 4 is A, we have B.

B is 72, A is 24.

Not match.

Box 19 is B from 9x8=72=B, but should be A.

Perhaps it's "YOU" then "BELIEVE", but "BELIEVE" starts with B, which is box 19: B, good for pos 20: B in "BELIEVE" (pos 20 is B for "BELIEVE" in the quote? Let's see.

In the quote string: pos 1:Y,2:O,3:U,4:A,5:R,6:E,7:B,8:R,9:A,10:V,11:E,12:R,13:T,14:H,15:A,16:N,17:Y,18:O,19:U,20:B,21:E,22:L,23:I,24:E,25:V,26:E,27:S,28:T,29:R,30:O,31:N,32:G,33:E,34:R,35:T,36:H,37:A,38:N,39:Y,40:O,41:U,42:S,43:E,44:E,45:M,46:A,47:N,48:D,49:S,50:M,51:A,52:R,53:T,54:E,55:R,56:T,57:H,58:A,59:N,60:Y,61:O,62:U,63:T,64:H,65:I,66:N,67:K

So pos 20: B (start of "BELIEVE")

Pos 21: E

Pos 22: L

Pos 23: I

Pos 24: E

Pos 25: V

Pos 26: E

In our decoding, box 19: B (good for pos 20)

Box 20: E (good for pos 21)

Box 21: L (good for pos 22) — assuming 25=L

Box 22: I (good for pos 23)

Box 23: E (good for pos 24)

Box 24: V (good for pos 25)

Box 25: T — but should be E for pos 26. We have T, should be E.

T is 40, E is 30.

Not match.

Box 25 is T from 8x5=40=T, but should be E=30.

So close, but not quite.

Perhaps for box 25, "8x5" is 40, but should be 30, so maybe "6x5=30" or "5x6=30", but it's "8x5".

In the user's input, for second row, last is "8x5", yes.

Perhaps "8x5" is a typo, and it's "6x5=30" or "5x6=30".

Because 6x5=30=E, which would match pos 26: E.

Then box 26: S — quote pos 27: S (start of "STRONGER")

Good.

Box 27: T — pos 28: T — good

Box 28: R — pos 29: R — good

Box 29: O — pos 30: O — good

Box 30: N — pos 31: N — good

Box 31: H — but should be G for pos 32: G in "STRONGER"

We have H=12, should be G=9.

Not match.

Box 31 is from 3x4=12=H, but should be G=9.

So error.

Box 32: E — pos 33: E — good

Box 33: G — pos 34: R — should be R, we have G.

G=9, R=36.

Not match.

This is not working.

Perhaps the "3x4" for box 31 is meant to be "3x3=9=G", but it's "3x4".

In user's input, "3x4" for box 31.

Let's look at the third row: "2x4 5x8 3x12 1x18 2x14 3x4 10x3 9x1 2x20 2x6 2x12 1x28 2x8 5x2 5x4"

Box 31 is the 6th in third row, which is "3x4" =12=H

But for "STRONGER", after N should be G, so perhaps it should be 9.

What gives 9? 3x3=9, or 1x9, etc.

Perhaps "3x3" but it's "3x4".

Another idea: perhaps the "x" is not multiplication, but the letter 'x', and we need to use the numbers as codes directly.

For example, "4x4" means code 4 and code 4, so K and K.

But then for the example, "1x3=3" — 1 and 3, code 1 not exist, code 3=X, so perhaps only the second number or something.

The example says "1x3=3", and 3->X, so perhaps the product is 3, so multiplication is correct.

I recall that in some puzzles, "a x b" means a times b, and you get the code.

For the sake of time, let's assume that for "5x2=10", it is a typo, and it should be "5x1.8" or perhaps "2x5=10", same thing, or maybe "3x3.333", but not.

Perhaps "5x2" means 5 and 2, and we take the average or something.

Let's calculate the product and see if it matches by rounding, but 10 is not close to any.

Another thought: perhaps the table has a letter for 10 that is not listed, but user provided the table.

Let's count the number of items in the table: A to Z is 26, and 26 numbers given, so no.

Perhaps "J" is 10, and "14" is for something else, but user said J=14.

Let's check the user's text: "J 14" , so likely 14.

Perhaps in the image, it's different, but we have to go with text.

Let's try to decode with the quote in mind.

Suppose that the message is "YOU ARE BRAVER THAN YOU BELIEVE STRONGER THAN YOU SEEM AND SMARTER THAN YOU THINK"

And we have 65 boxes, quote has 67 letters, so perhaps two letters are missing or combined.

In our decoding, we have 65 letters, quote has 67, so difference of 2.

Perhaps the "5x2=10" is intended to be two letters, but how.

Maybe for "5x2", it's 5*2=10, and 10 is not used, but in the context, it might be 'J' if we set J=10, but then other things break.

Assume that J=10, and see.

So change J from 14 to 10.

Then in the table, J=10.

Then for "5x2=10" -> J

Then in third row, box 39: J

Then box 40: U

So "Y J U" for boxes 38,39,40: Y,J,U

In the quote, at pos 38: N, 39: Y, 40: O — not match.

Pos 38: N, 39: Y, 40: O for "THAN YOU"

We have Y,J,U — not good.

Perhaps for box 31: "3x4=12=H", but if we want G=9, and 9 is G, so if "3x3=9", but it's "3x4".

Unless "3x4" is a typo for "3x3".

Similarly, for box 25: "8x5=40=T", but should be E=30, so "6x5=30" or "5x6=30".

In user's input, for second row, last is "8x5", but perhaps it's "6x5".

Let's assume that.

Suppose that in second row, "8x5" is "6x5=30=E"

Then box 25: E

Then for third row, "3x4" is "3x3=9=G" for box 31.

Then box 31: G

Box 32: E from 10x3=30=E — good for pos 33: E

Box 33: G from 9x1=9=G — but should be R for pos 34: R in "STRONGER"

G=9, R=36, not match.

Box 33 is "9x1=9=G", but should be R=36.

So still not.

Box 33 is the 8th in third row: "9x1" =9=G

But for "STRONGER", pos 34 is R, so should be 36.

What gives 36? 6x6, 4x9, etc.

"9x4=36", but it's "9x1".

Perhaps "9x4" but user said "9x1".

This is frustrating.

Let's look at the fourth row.

Box 47: B from 9x8=72=B

In the quote, pos 47: N for "SEEM AND" — pos 46: M, 47: A, 48: N, 49: D

So should be A or N, not B.

B is for "BELIEVE" earlier.

Perhaps the "B" in fourth row is for "AND" but A is 24, N is 28, D is 81, not B.

Another