HOW TO PLAYHOW TO PLAY
& GAME RULES& GAME RULES
COORDINATE
BATTLESHIPCOORDINATE
BATTLESHIP
Players take turns
selecting a position on
the 5 x 6 board using
coordinates (e.g., ( 5 , 3 )).
The opponent
announces whether
there is a candy under
the chosen cap
Hit: There is a candy.
The player collects it.
The next player will
continue
Miss: No candy is
present. The turn skip
to the next player
The game continues
until all candies are
found or after a set
number of turns.Players take turns
selecting a position on
the 5 x 6 board using
coordinates (e.g., ( 5 , 3 )).
The opponent
announces whether
there is a candy under
the chosen cap
Hit: There is a candy.
The player collects it.
The next player will
continue
Miss: No candy is
present. The turn skip
to the next player
The game continues
until all candies are
found or after a set
number of turns.KEY OF RATIOKEY OF RATIO
Before lifting a bottle
cap, the player must
solve a ratio problem
based on the shape
drawn on top of the
cap.
Example: If the shape
is divided into 5 parts
with 3 shaded, the
player must state the
ratio (e.g., " 3 : 2 ").
A correct answer
allows the player to
open the cap and claim
the prize if there is
one.
If the answer is
incorrect, the turn is
skipped.Before lifting a bottle
cap, the player must
solve a ratio problem
based on the shape
drawn on top of the
cap.
Example: If the shape
is divided into 5 parts
with 3 shaded, the
player must state the
ratio (e.g., " 3 : 2 ").
A correct answer
allows the player to
open the cap and claim
the prize if there is
one.
If the answer is
incorrect, the turn is
skipped.PROPORTION
VERIFICATIONPROPORTION
VERIFICATIONIf a player solved the
ratio correctly in Level
2 , they must now draw
a random number card
( 1 – 100 ).
The card’s value
represents the total
quantity to be divided
according to the ratio.
The player must use
the ratio from Level 2
to determine the
individual values.
Example: If a player
draws a random
number card showing
10 , they must divide
10 according to the
ratio 3 : 2. Since the
total parts are 3 + 2 =
5 , each part represents
10 ÷ 5 = 2. The values
are then 6 ( 3 × 2 ) for
the shaded part and 4
( 2 × 2 ) for the
unshaded part.
A correct answer
allows the player to
open the cap and claim
any hidden candy.
An incorrect answer
results in a skipped
turn.If a player solved the
ratio correctly in Level
2 , they must now draw
a random number card
( 1 – 100 ).
The card’s value
represents the total
quantity to be divided
according to the ratio.
The player must use
the ratio from Level 2
to determine the
individual values.
Example: If a player
draws a random
number card showing
10 , they must divide
10 according to the
ratio 3 : 2. Since the
total parts are 3 + 2 =
5 , each part represents
10 ÷ 5 = 2. The values
are then 6 ( 3 × 2 ) for
the shaded part and 4
( 2 × 2 ) for the
unshaded part.
A correct answer
allows the player to
open the cap and claim
any hidden candy.
An incorrect answer
results in a skipped
turn.