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Serpentes e Escadas

juliana 27794

Created on October 24, 2024

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Transcript

Roll the dice!

Segurança na internet

Instructions

Box 35

How much information does our brain retainthrough visual stimuli such as images, interactivities,or animations?

Gira o dado outra vez.

Box 2

Box 9

Não encerraste corretamente as tuas contas antes de fechar o browser volta para a casa 1.

Box 43

We do and see many things throughout the day. A lot. How many would you say our brain remembers? Like,in percentage.

Box 30

Avança dez casas.

Box 27

Vai para a casa 47.

Box 24

Did you know that images are an aesthetic resource that tell stories on their own?

Box 52

Estás com sorte não vais voltar nenhum para trás.

Box 6

Avança para a casa 50.

Box 55

Box 50

Estás quase no fim! Que pena que vais voltar paraa casa cinco.

Box 47

Vais ficar uma rodada sem jogar.

Box 21

Chegaste aqui, mas era melhor teres ficado para trás, recua cinco casas.

Box 17

Utilizaste a mesma palavra passe em todas as contas, volta 4 para trás.

SNAKES

Ladders

Ladders

SNAKES

If the player lands on a square where the tail of a snake starts, they go down to a lower square where the headis located.

If the player falls on the bottom of a ladder, they move up to the top square where the ladder ends.

INSTRUCTIONS

Players start with a token - which represents each of them - in the initial square and take turns rolling the die. The tokens move according to the numbering on the board, in ascending order. If, at the end of a move, a player lands on a square where a ladder begins, they move up it to the square where it ends. If, on the other hand, they land on a square where a snake's tail begins, they move down it to the square where its head ends. If a player rolls a 6, they can move twice in a single turn. If a player rolls three consecutive 6's, they must return to the initial square and cannot move their token until they roll a 6 again. The player who reaches the final square is the winner. There is a variation where, if a player is six or fewer squares away from the end, they must roll precisely the number needed to reach it. If the number rolled exceeds the number of remaining squares, the player cannot move.