Cracking the Code: How to Solve the Matilda School Report Riddle in Reverse 1999
When I first started playing Reverse 1999, I was under the impression that it was just another cute gacha game where strategy and luck would help me win. Little did I know that math would soon become my nemesis. As a self-proclaimed lover of all things cute, math is definitely not my strong suit - one reason I became a writer in the first place. However, when I encountered the Matilda School Report riddle in Reverse 1999, my completionist side took over, and I was determined to solve it.
Understanding the Riddle and the Clues
The Matilda School Report riddle in Reverse 1999 is an example of how obscure references and math can come together to stump players. Here's a summary of the clues that you need to keep in mind when solving the riddle:
'The sheet is a school report, and the signature block says Matilda Bouanich. The score has been blackened on purpose, and you can only see a jotting: The number of points I needed to reach full marks is exactly the number implied by h-h-her name. Why? Why?!Based on the riddle, the following clues can help you solve it:
- The score can range from 1 to 100, and the grading system is based on numbers rather than letters.
- Matilda is an intelligent and talented child destined for greatness, which means her score is likely close to 100.
- The phrase h-h-her name actually refers to Sonetto's name. Sonetto is Italian for sonnet, which is a type of poem with 14 lines.
The Answer to the Matilda School Report Riddle
Now that you've got the clues, let's dive into the solution. If you're impatient or just want to move on to other challenges in the game, I'll give you the answer straight away.
The correct answer to the Matilda School Report riddle in Reverse 1999 is 86. This is indeed Matilda Bouanich's school report score.
But how did I arrive at this answer? Let me explain: the phrase her name refers to Sonetto, which, as mentioned earlier, has 14 lines. To find the correct answer, you need to take the highest possible score (100) and subtract 14. Doing the math, we get 100 - 14 = 86.
Looking for More Solutions and Guides?
If you're struggling to find the answers to other puzzles, quests, or character analyses in Reverse 1999, be sure to check out our comprehensive guide to the game. We've compiled all the tips and solutions we've found to help you progress and make the most of your gaming experience.
Also, don't forget to read our Reverse 1999: Incredible Unicorn (Full Guide) for more in-depth analysis and insight into the game.