Use logic to fill each of the nine squares in each
row, column, and three-by-three box of these grids with a different number from 1 to 9. There is only
one correct solution to each puzzle.
Each of these
sets of connected
letters can be used
to spell the full
name of an NFL
team (such as New
York Jets). Start at
one of the letters
(which is for you
to determine) and
move from letter
to letter along the
connecting lines,
ignoring the spaces
between words. You
will need to revisit
some letters to spell
the team’s name.
As a hint to get you
started, Puzzle 1
starts with the O.
The answer words in
this grid march both
across (“Rows”) and
around (“Bands”). Each
Row has two answer
words to be entered
across, from left to
right. Their dividing
point is for you to
determine, except
in row 7, where the
words are separated
by a black square. Each
yellow or green Band
has answer words to
be entered clockwise,
in a continuous string
around the band,
starting at a lettered
square (A–F) and ending
in the space below that
square. The dividing
points in each Band’s
string of words are also
for you to determine.
All clues are in order.
When you finish the
puzzle, you will have
used each square once
in both a Row word and
a Band word.
Takegaki is Japanese
for “bamboo fence.”
Each of the grids
here represents a
plot of land. Your
task is to enclose
a part of the plot
with a continuous
fence. Each number
in a grid indicates
the number of fence
segments that
must appear along
the sides of that
numbered square.
To build the fence,
draw a horizontal
or vertical line that
connects one dot
to the next and that
agrees with the
numbers, continuing
until you return to
your starting point
and forming a single
closed loop.
Can you divide
this arrangement
of pictures into
six sections so
that each section
consists of five
adjacent squares
and contains one
of each kind of
picture? Bear in
mind that the
sections won’t have
the same shape.