Cryptogram Level 965 Answer

Looking for the Cryptogram Level 965 answer? The fully decoded quote by Smash Mouth is shown below, verified against its original source. Cryptogram by Gismart replaces every letter of a famous quote with a symbol - crack the substitution cipher to reveal it. This is a 18-word, 88-character Advanced-tier puzzle. All answers are free, with no sign-up.

Decoded Answer - Level 965
Somebody once told me the world is gonna roll me, I ain’t the sharpest tool in the shed.
- Smash Mouth
English · 88 characters
Answer Breakdown
Somebody8 letters once4 letters told4 letters me2 letters the3 letters world5 letters is2 letters gonna5 letters roll4 letters me,2 letters I1 letter ain’t4 letters the3 letters sharpest8 letters tool4 letters in2 letters the3 letters shed.4 letters
The Level 965 cryptogram decodes to a 18-word quote (88 characters total). Match the symbol pattern of each word above against the grid to confirm your solution.
SM
About the Author
Smash Mouth

Smash Mouth is the author credited with this quote in Cryptogram Level 965. This decoded quote was verified against its original source by Oliver Brennan, senior editor.

How to Solve Cryptogram Level 965

Level 965 is a 88-character quote. Start with the single-letter word - it must be A or I. The repeated letters (nn, ll, oo) are a strong clue for common patterns like LL, SS, EE. Crack short common words first (THE, AND, FOR) then work outward.

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Level 965 is in the Levels 901-1000 range.

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Frequently Asked Questions

What is the answer to Cryptogram Level 965?

The decoded quote for Level 965 is: “Somebody once told me the world is gonna roll me, I ain’t the sharpest tool in the shed.” - Smash Mouth.

Who said “Somebody once told me the world is gonna…”?

This quote is attributed to Smash Mouth.

How many characters is the Level 965 answer?

The Level 965 decoded quote is 88 characters long.

What difficulty is Cryptogram Level 965?

Level 965 falls in the Advanced tier (Levels 901-1000). Later levels feature complex sentences and unusual letter distributions.

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