TrickyApr 23, 2026Solved

Clues by Sam Apr 23, 2026 Answer – Full Solution Explained

A1

👨‍🍳

Alex

cook

B1

👩‍🌾

Bonnie

farmer

C1

👨‍🌾

Donald

farmer

D1

👨‍🍳

Gabe

cook

A2

👨‍🍳

Hal

cook

B2

👨‍🌾

Ike

farmer

C2

👮‍♂️

Kumar

cop

D2

👩‍💼

Linda

clerk

A3

🕵️‍♀️

Mary

sleuth

B3

👷‍♂️

Noah

builder

C3

👮‍♀️

Olga

cop

D3

👩‍💼

Pam

clerk

A4

🕵️‍♀️

Quita

sleuth

B4

🕵️‍♀️

Ruby

sleuth

C4

👮‍♂️

Terry

cop

D4

👷‍♀️

Uma

builder

A5

💂‍♂️

Vince

guard

B5

💂‍♀️

Wanda

guard

C5

💂‍♂️

Xavi

guard

D5

👷‍♀️

Zara

builder

Final Board State

This puzzle is fully solved.

All characters have been identified as innocent or criminal based on today's clues.

Final Result
Innocent 10Criminal 10Unknown 0

See how each clue leads to the final result

Just the answer

Skip the reasoning — 10 criminals.

Full walkthrough · Thursday Apr 23, 2026

Clues by Sam answer for Apr 23, 2026 — a Tricky solved in 16 steps

Today's Clues by Sam puzzle is rated Tricky and resolves with 10 criminals on a 20-cell, 4-column × 5-row grid. The criminals are Bonnie (B1), Donald (C1), Gabe (D1), Hal (A2), Ike (B2), Mary (A3), Noah (B3), Quita (A4), Ruby (B4) and Uma (D4); the remaining 10 suspects are innocent.

The deduction chain, in plain English

01.C5 · Xavi INNOCENT, D5 · Zara INNOCENT

Linda’s clue says there are exactly 2 innocents in the group that is both in row 5 and neighboring Uma. That shared group contains only Xavi and Zara, and no one there is already known innocent. Since the group still needs 2 innocents and Xavi and Zara are the only people left in it, both of them have to be those 2 innocents. So Xavi and Zara must be INNOCENT.

02.A3 · Mary CRIMINAL

03.D1 · Gabe CRIMINAL

04.A4 · Quita CRIMINAL

05.A5 · Vince INNOCENT

06.B3 · Noah CRIMINAL

Vince’s clue says that Noah is one of Ike’s exactly 5 criminal neighbors. That directly places Noah among the criminal neighbors named by the clue. So Noah must be CRIMINAL.

07.B4 · Ruby CRIMINAL, B2 · Ike CRIMINAL

Column B is Bonnie, Ike, Noah, Ruby, and Wanda, and the clue says this column has exactly 1 innocent in total. Bonnie and Wanda are the edge-cell people in column B, and from Noah's clue exactly 1 of those two is criminal, so exactly 1 of them is innocent. That already uses up the only innocent allowed in column B, so nobody else in column B can be innocent. So Ike and Ruby must be criminal.

08.C4 · Terry INNOCENT, C2 · Kumar INNOCENT

Olga’s clue says her neighbors contain exactly 4 innocents, and among her still-unknown neighbors there is therefore exactly 1 criminal. In that group, the only people who can still be that one criminal are Pam and Uma. That means Kumar and Terry cannot be the criminal in Olga’s unknown-neighbor group. So Kumar and Terry must be INNOCENT.

09.C1 · Donald CRIMINAL

10.C3 · Olga INNOCENT

Column C already has 3 known innocents, while column D has 2, and Ike’s clue says column C has more innocents than column D. Ruby’s clue says Olga’s neighbors contain exactly 4 innocents, and those neighbors already include 3 known innocents, with only Pam and Uma still unknown among them. The only unknown people these two clues can still affect are Olga, Pam, and Uma, and together those limits already determine Olga’s status. So Olga must be innocent.

11.B1 · Bonnie CRIMINAL

12.B5 · Wanda INNOCENT

Quita’s clue says column B is the only column with exactly one innocent, so column B itself must contain exactly one innocent person. In column B, Bonnie, Ike, Noah, and Ruby are already criminals, and Wanda is the only unknown person left there. That means the one innocent in column B has to be Wanda. So B5 Wanda must be INNOCENT.

13.D3 · Pam INNOCENT

14.D4 · Uma CRIMINAL

15.A2 · Hal CRIMINAL

Pam’s clue says row 2 contains exactly 2 innocents. Row 2 already has those 2 known innocents, Kumar at C2 and Linda at D2. The only unknown person left in that row is Hal at A2, so Hal cannot be innocent. So Hal must be CRIMINAL.

16.A1 · Alex INNOCENT

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