Watch “Unboxing Mind Space - Polyomino Roll and Write Board Game,” a board game unboxing for Mind Space from Party Tails Games on BoardGameVideo.
Description provided by Party Tails Games on YouTube:
Fill your brain with colorful emotions to achieve serenity with the board game Mind Space from Allplay. Emotions are represented by polyomino shapes and players will roll dice and write in the shapes inside of their brains to score points according to the score card. We’ll show you all of the goodies inside of the box with our full unboxing video!
What’s your favorite small box game? Let us know in the comments below.
Find out more about Mind Space here:
https://boardgamegeek.com/boardgame/377420/mind-space
***Road to 3,000 Subscribers!***
If you’re enjoying our content, please like our video and subscribe to our channel. We post new content several days a week and your likes and subscribes will help us continue to grow our channel! Thanks!
https://www.youtube.com/c/partytails?sub_confirmation=1
The late pledge for our time travel game - Timelancers - will be opening soon! Stay tuned!
Our social party card game, Party Tails, is available now on Amazon.
https://www.amazon.com/dp/B08CRXB7K
Mainly reviews. Mind Space is covered on BoardGameVideo.com by 14 reviews, 2 how-to-play guides, 4 recorded sessions, and 3 unboxings.
1 - 5 players
30 min
Light weight: Learn it in minutes
About Mind Space, from BoardGameGeek:
Mind Space is a thoughtful game in which players are trying to achieve serenity by adding emotions to their Brain Board.
Each emotion is represented by a polyomino shape. Five of the possible Seventeen emotion cards will be available each round, and five rolled dice will determine which colors can be used to add those shapes to a Brain Board.
After 12 rounds, the game is scored, and points can be earned by completing sections of the brain, achieving public goal cards, and meeting the organizational criteria of each color. The one section of each Brain Board with the most unfilled squares will result in a deduction of 1 point for each unfilled square in that section.