Everyday Grids Libra Answer Today: November 17, 2024

This page has the complete Everyday Grids Libra answers for November 17, 2024 (17 November 2024): the solved grids for both the Normal and Hard Libra levels, plus a full solution walkthrough with a step by step explanation of every move. Need a quick cheat to check your grid, a hint to get unstuck, or a complete Libra guide? It’s all below, and each Everyday Grids Libra solution is verified against the puzzle rules, so it matches the Nov 17, 2024 puzzle in the app exactly.
About Everyday Grids Libra
Everyday Grids is a relaxing daily logic-puzzle game by Fanatee with seven different grids: Zip, Gems, Lotus, Panda, Libra, Sums and Hashi. Everyday Grids Libra is one of them. Fill each cell with a flame or an ice cube: 3 of each per row and column, never three alike in a row, no two identical rows or columns. = means same, × means different. Every level can be solved with pure logic, with no guessing and no luck, and a brand-new Normal and Hard Libra puzzle is released every day. The game is free to download on Android and iPhone.
Everyday Grids Libra Answers and Solutions for November 17, 2024
Each level below shows the solved Libra grid first, so you can copy the answer straight away. If you’d rather learn how it’s done, tap Step by Step Explanation under the grid: the grid and the current step stay on screen together while you follow the solution one logical move at a time (R = row, C = column, counted from the top-left).
Everyday Grids Libra Normal Answer, Nov 17, 2024
6×6 grid- 0/23Each row and column needs 3 🔥 and 3 🧊, never three of the same in a row, and no two rows (or columns) can be identical. = means same, × means different. Tap Start to follow all 23 logical steps, no guessing.
- 1/23The × sign between R3C4 and R2C4 means they are opposite. R3C4 is 🔥, so R2C4 is 🧊.
- 2/23The × sign between R2C4 and R2C5 means they are opposite. R2C4 is 🧊, so R2C5 is 🔥.
- 3/23The × sign between R2C5 and R3C5 means they are opposite. R2C5 is 🔥, so R3C5 is 🧊.
- 4/23The × sign between R4C6 and R3C6 means they are opposite. R4C6 is 🔥, so R3C6 is 🧊.
- 5/23R1C2 and R1C4 are both 🧊 with a gap between them in row 1. Filling the gap with 🧊 would make three in a row, so it must be 🔥.
- 6/23Two 🧊 sit side by side in row 2 (R2C3, R2C4). A third would make three in a row, so the cell next to them gets 🔥.
- 7/23Row 2 already has its 3 🧊, so every empty cell left in it is 🔥.
- 8/23Two 🧊 sit side by side in column 3 (R5C3, R6C3). A third would make three in a row, so the cell next to them gets 🔥.
- 9/23Column 3 already has its 3 🧊, so every empty cell left in it is 🔥.
- 10/23Two 🔥 sit side by side in row 3 (R3C3, R3C4). A third would make three in a row, so the cell next to them gets 🧊.
- 11/23Row 3 already has its 3 🧊, so every empty cell left in it is 🔥.
- 12/23Two 🔥 sit side by side in column 1 (R2C1, R3C1). A third would make three in a row, so the cells on both ends get 🧊.
- 13/23Row 1 already has its 3 🧊, so every empty cell left in it is 🔥.
- 14/23Two 🧊 sit side by side in column 2 (R3C2, R4C2). A third would make three in a row, so the cell next to them gets 🔥.
- 15/23Column 2 already has its 3 🧊, so every empty cell left in it is 🔥.
- 16/23Try every way to fill row 4 with 3 🔥 and 3 🧊, no three in a row. Any fill that would copy row 1 is out too, no two rows (or columns) may be identical. Only 1 fits. They are: 🧊🧊🔥🔥🧊🔥. All of them agree here: R4C4 → 🔥; R4C5 → 🧊.
- 17/23Two 🔥 sit side by side in column 4 (R3C4, R4C4). A third would make three in a row, so the cell next to them gets 🧊.
- 18/23Two 🧊 sit side by side in row 5 (R5C3, R5C4). A third would make three in a row, so the cell next to them gets 🔥.
- 19/23Column 4 already has its 3 🧊, so every empty cell left in it is 🔥.
- 20/23Column 5 already has its 3 🔥, so every empty cell left in it is 🧊.
- 21/23Try every way to fill row 5 with 3 🔥 and 3 🧊, no three in a row. Any fill that would copy row 2 is out too, no two rows (or columns) may be identical. Only 1 fits. They are: 🧊🔥🧊🧊🔥🔥. All of them agree here: R5C6 → 🔥; R5C1 → 🧊.
- 22/23Two 🧊 sit side by side in column 1 (R4C1, R5C1). A third would make three in a row, so the cell next to them gets 🔥.
- 23/23Row 6 already has its 3 🔥, so every empty cell left in it is 🧊. ✅ Solved!
Libra Normal answer as text
Everyday Grids Libra Hard Answer, Nov 17, 2024
6×6 grid- 0/28Each row and column needs 3 🔥 and 3 🧊, never three of the same in a row, and no two rows (or columns) can be identical. = means same, × means different. Tap Start to follow all 28 logical steps, no guessing.
- 1/28The = sign between R6C3 and R6C4 means they are the same. R6C3 is 🧊, so R6C4 is 🧊.
- 2/28The = sign between R6C4 and R5C4 means they are the same. R6C4 is 🧊, so R5C4 is 🧊.
- 3/28The × sign between R5C4 and R5C3 means they are opposite. R5C4 is 🧊, so R5C3 is 🔥.
- 4/28Two 🧊 sit side by side in row 6 (R6C3, R6C4). A third would make three in a row, so the cells on both ends get 🔥.
- 5/28The = sign between R6C5 and R6C6 means they are the same. R6C5 is 🔥, so R6C6 is 🔥.
- 6/28The × sign between R6C6 and R5C6 means they are opposite. R6C6 is 🔥, so R5C6 is 🧊.
- 7/28R5C4 and R5C6 are both 🧊 with a gap between them in row 5. Filling the gap with 🧊 would make three in a row, so it must be 🔥.
- 8/28Row 6 already has its 3 🔥, so every empty cell left in it is 🧊.
- 9/28R4C1 and R6C1 are both 🧊 with a gap between them in column 1. Filling the gap with 🧊 would make three in a row, so it must be 🔥.
- 10/28R5C1 and R5C3 are both 🔥 with a gap between them in row 5. Filling the gap with 🔥 would make three in a row, so it must be 🧊.
- 11/28Two 🧊 sit side by side in column 4 (R5C4, R6C4). A third would make three in a row, so the cell next to them gets 🔥.
- 12/28The × sign between R4C4 and R4C3 means they are opposite. R4C4 is 🔥, so R4C3 is 🧊.
- 13/28R4C1 and R4C3 are both 🧊 with a gap between them in row 4. Filling the gap with 🧊 would make three in a row, so it must be 🔥.
- 14/28Two 🔥 sit side by side in column 2 (R3C2, R4C2). A third would make three in a row, so the cell next to them gets 🧊.
- 15/28Column 2 already has its 3 🔥, so every empty cell left in it is 🧊.
- 16/28Two 🔥 sit side by side in column 5 (R5C5, R6C5). A third would make three in a row, so the cell next to them gets 🧊.
- 17/28Row 4 already has its 3 🧊, so every empty cell left in it is 🔥.
- 18/28Try every way to fill column 6 with 3 🔥 and 3 🧊, no three in a row, obeying its = / × signs. Any fill that would copy column 2 is out too, no two rows (or columns) may be identical. Only 1 fits. They are: 🔥🧊🧊🔥🧊🔥. All of them agree here: R1C6 → 🔥; R3C6 → 🧊.
- 19/28Try every way to fill row 2 with 3 🔥 and 3 🧊, no three in a row. Any fill that would copy row 5 is out too, no two rows (or columns) may be identical. Only 2 fit. They are: 🔥🧊🔥🔥🧊🧊 · 🔥🧊🧊🔥🔥🧊. All of them agree here: R2C1, R2C4 → 🔥.
- 20/28R2C4 and R4C4 are both 🔥 with a gap between them in column 4. Filling the gap with 🔥 would make three in a row, so it must be 🧊.
- 21/28R3C4 and R3C6 are both 🧊 with a gap between them in row 3. Filling the gap with 🧊 would make three in a row, so it must be 🔥.
- 22/28Column 4 already has its 3 🧊, so every empty cell left in it is 🔥.
- 23/28Two 🔥 sit side by side in row 1 (R1C3, R1C4). A third would make three in a row, so the cell next to them gets 🧊.
- 24/28Row 1 already has its 3 🔥, so every empty cell left in it is 🧊.
- 25/28Column 1 already has its 3 🧊, so every empty cell left in it is 🔥.
- 26/28Two 🔥 sit side by side in row 3 (R3C1, R3C2). A third would make three in a row, so the cell next to them gets 🧊.
- 27/28Two 🧊 sit side by side in column 3 (R3C3, R4C3). A third would make three in a row, so the cell next to them gets 🔥.
- 28/28Two 🔥 sit side by side in row 2 (R2C3, R2C4). A third would make three in a row, so the cell next to them gets 🧊. ✅ Solved!
Libra Hard answer as text
How to Solve Everyday Grids Libra: Quick Tips
- Use the = and × signs first: once one side is known, the other follows.
- Two equal symbols side by side must have the opposite symbol on both ends.
- A gap between two equal symbols must be filled with the opposite one.
- Each line needs exactly 3 flames and 3 ice cubes, and no two rows or columns may be identical.