===================================DISCLAIMER==================================
I have decided not to allow websites other than Gamefaqs (www.gamefaqs.com),
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to host my FAQs from now on.
Please don't ask, because I will not grant permission.  It's just that too many
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So if anyone sees this FAQ on any site other than those mentioned above, please
let me know and I will take care of the situation, thanks.

Just to make things crystal clear for some people, this FAQ is not to appear
anywhere at the following URLs:

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This document Copyright 2004 Daniel Engel
===============================================================================

Mario's Picross 2 FAQ
January 06, 2006
Daniel (FecalLord) Engel
fecalord [AT] gmail [DOT] com



###############################################################################
                             (A) TABLE OF CONTENTS
###############################################################################

Table of Contents

 (A) This Table of Contents
 (B) Introduction
 (C) Controls
 (D) Basics
 (E) Advanced Techniques
  - (F-01) Easy Puzzle Solutions
  ----------------------------------------------------------
  - (F-02) Mario World 01 Puzzle Solutions
  - (F-03) Mario World 02 Puzzle Solutions
  - (F-04) Mario World 03 Puzzle Solutions
  --- (F-04A) Mario Quick Picross Vol 1 - Series A Solutions
  --- (F-04B) Mario Quick Picross Vol 1 - Series B Solutions
  --- (F-04C) Mario Quick Picross Vol 1 - Series C Solutions
  --- (F-04D) Mario Quick Picross Vol 1 - Series D Solutions
  --- (F-04E) Mario Quick Picross Vol 1 - Series E Solutions
  --- (F-04F) Mario Quick Picross Vol 1 - Series F Solutions
  --- (F-04G) Mario Quick Picross Vol 1 - Series G Solutions
  --- (F-04H) Mario Quick Picross Vol 1 - Series H Solutions
  --- (F-04H) Mario Quick Picross Vol 1 - Series I Solutions
  - (F-05) Mario World 04 Puzzle Solutions
  - (F-06) Mario World 05 Puzzle Solutions
  - (F-07) Mario World 06 Puzzle Solutions
  --- (F-07A) Mario Quick Picross Vol 2 - Series A Solutions
  --- (F-07A) Mario Quick Picross Vol 2 - Series B Solutions
  --- (F-07A) Mario Quick Picross Vol 2 - Series C Solutions
  - (F-08) Mario World 07 Puzzle Solutions
  - (F-09) Mario World 08 Puzzle Solutions
  - (F-10) Mario World 09 Puzzle Solutions
  --- (F-10A) Mario Quick Picross Vol 3 - Series A Solutions
  --- (F-10B) Mario Quick Picross Vol 3 - Series B Solutions
  --- (F-10C) Mario Quick Picross Vol 3 - Series C Solutions
  --- (F-10D) Mario Quick Picross Vol 3 - Series D Solutions
  --- (F-10E) Mario Quick Picross Vol 3 - Series E Solutions
  --- (F-10F) Mario Quick Picross Vol 3 - Series F Solutions
  --- (F-10G) Mario Quick Picross Vol 3 - Series G Solutions
  - (F-11) Mario World 10 Puzzle Solutions
  - (F-12) Mario Final Puzzle Solution
  ----------------------------------------------------------
  - (F-13) Wario World 01 Puzzle Solutions
  - (F-14) Wario World 02 Puzzle Solutions
  - (F-15) Wario World 03 Puzzle Solutions
  --- (F-15A) Wario Quick Picross Vol 1 - Series A Solutions
  --- (F-15B) Wario Quick Picross Vol 1 - Series B Solutions
  --- (F-15C) Wario Quick Picross Vol 1 - Series C Solutions
  --- (F-15D) Wario Quick Picross Vol 1 - Series D Solutions
  --- (F-15E) Wario Quick Picross Vol 1 - Series E Solutions
  --- (F-15F) Wario Quick Picross Vol 1 - Series F Solutions
  --- (F-15G) Wario Quick Picross Vol 1 - Series G Solutions
  --- (F-15H) Wario Quick Picross Vol 1 - Series H Solutions
  --- (F-15I) Wario Quick Picross Vol 1 - Series I Solutions
  --- (F-15J) Wario Quick Picross Vol 1 - Series J Solutions
  - (F-16) Wario World 04 Puzzle Solutions
  - (F-17) Wario World 05 Puzzle Solutions
  - (F-18) Wario World 06 Puzzle Solutions
  --- (F-18A) Wario Quick Picross Vol 2 - Series A Solutions
  --- (F-18B) Wario Quick Picross Vol 2 - Series B Solutions
  --- (F-18C) Wario Quick Picross Vol 2 - Series C Solutions
  --- (F-18D) Wario Quick Picross Vol 2 - Series D Solutions
  --- (F-18E) Wario Quick Picross Vol 2 - Series E Solutions
  --- (F-18F) Wario Quick Picross Vol 2 - Series F Solutions
  --- (F-18G) Wario Quick Picross Vol 2 - Series G Solutions
  - (F-19) Wario World 07 Puzzle Solutions
  - (F-20) Wario World 08 Puzzle Solutions
  - (F-21) Wario World 09 Puzzle Solutions
  --- (F-21A) Wario Quick Picross Vol 3 - Series A Solutions
  --- (F-21B) Wario Quick Picross Vol 3 - Series B Solutions
  --- (F-21C) Wario Quick Picross Vol 3 - Series C Solutions
  --- (F-21D) Wario Quick Picross Vol 3 - Series D Solutions
  --- (F-21E) Wario Quick Picross Vol 3 - Series E Solutions
  --- (F-21F) Wario Quick Picross Vol 3 - Series F Solutions
  --- (F-21G) Wario Quick Picross Vol 3 - Series G Solutions
  --- (F-21H) Wario Quick Picross Vol 3 - Series H Solutions
  --- (F-21H) Wario Quick Picross Vol 3 - Series I Solutions
  - (F-22) Wario World 10 Puzzle Solutions
  - (F-23) Wario Final Puzzle Solution
 (G) Thanks
 (H) Experimental


###############################################################################
                               (B) INTRODUCTION
###############################################################################

Mario's Picross is a puzzle game that's pretty easy to learn and very
addictive.  In the game you are presented with a blank grid and a set of
numbers beside each row and above each column.  Using these numbers you try to
chisel out certain holes in the grid to form a picture.

A GBA version of Mario's Picross would be really cool, because this is a great
game to play on the go.  However there haven't been any new picross games since
the days of the SNES.

Basically I saw an incomplete FAQ for this great game when I was under the
impression that all the games in the series already had full FAQs, so I knew I
had to write for it.


###############################################################################
                                 (C) CONTROLS
###############################################################################

The controls for this game are as follows:

dpad - Moves the cursor.

A - Confirms menu choices, chisels a square.
B - Cancels menu choices, marks a square [to be left blank] with an X.

Select - Switch between other sections of a larger puzzle [instead of waiting
         until you clear the current section to change].
Start - Brings up the menu and pauses the timer for the puzzle.


Inside the menu you have the following options:

Give Up - Abort the puzzle.

Save - Save your progress in the puzzle and return to the title screen.
       This is helpful if your batteries are about to die.  The next time you
       start the game you must continue this puzzle where you left off or give
       up.

B.G.M - Change the background music to one of 5 different tunes, or switch it
        off.

Hint - Gives you another hint [1 row & 1 column revealed] but it also takes 5
       minutes off of your timer when used.

?Start - This option only appears when playing Wario's puzzles.  Basically you
         choose this option when you want to try something out in a puzzle.
         Once you've found out whether or not what you've tried is the right
         thing to do you select this option again from the menu, where it will
         be called "?End".  Then if you want to keep the changes that you've
         made to the puzzle choose the top option, otherwise choose the bottom
         one to ignore all changes and leave the puzzle how it was before you
         chose this command in the menu.  It's VERY useful on the Wario stages
         since your mistakes aren't shown to you in this mode.


###############################################################################
                                   (D) BASICS
###############################################################################

In picross you must use the numbers above the columns and beside the rows or
you're not going to get far at all.

The clues beside the rows are read from left to right, so 1 2 3 means that
there is one block [maybe space before it], then some space and two blocks in a
row, followed by some more space and three blocks in a row [perhaps with more
space beyond them].

Similarly the clues above the columns are red from top to bottom and correspond
to chiseled blocks from top to bottom.

Here is an easy example to start with.

        1   1
        1   1   1   1
    5   1   1   1   1
  --- --- --- --- ---
5|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
1|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
3|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
1|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
5|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---


Now if we look at the number beside the top row it is a five.  This means that
in the five squares to the right of it, five of them in a row need to be
chiseled.

This is the type of clue you're going to love when you're just starting out, a
complete row/column.

So since every square in that row needs to be chiseled, let's do exactly that.

        1   1
        1   1   1   1
    5   1   1   1   1
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- ---
1|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
3|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
1|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---
5|   |   |   |   |   |
 |   |   |   |   |   |
  --- --- --- --- ---

Now lets look at the numbers above the far right column, they are "1 1".

This means that in that column there's one chiseled block, then at least one
space [there could be more] and then another chiseled block.

These two chiseled blocks also aren't necessarily at the very edge of the grid,
there could be space before or after them.

In this case though we've already found one of the two chiseled blocks from the
clue that we used in the last step.

So to make sure that we're not going to chisel the block directly below it
[because that would make the clue a 2, for two blocks in a row] we're going to
put an X below that block.

        1   1                                            1   1
        1   1   1   1                                    1   1   1   1
    5   1   1   1   1                                5   1   1   1   1
  --- --- --- --- ---                              --- --- --- --- ---
5|###|###|###|###|###|  Since we can do this     5|###|###|###|###|###|
 |###|###|###|###|###|  in the middle three       |###|###|###|###|###|
  --- --- --- --- ---   columns, lets do the       --- --- --- --- ---
1|   |   |   |   |\/ |  same thing for them      1|   |\/ |\/ |\/ |\/ |
 |   |   |   |   |/\ |  too.                      |   |/\ |/\ |/\ |/\ |
  --- --- --- --- ---                              --- --- --- --- ---
3|   |   |   |   |   |  This is because they     3|   |   |   |   |   |
 |   |   |   |   |   |  are all made up of        |   |   |   |   |   |
  --- --- --- --- ---   1's and we have our        --- --- --- --- ---
1|   |   |   |   |   |  first one in those       1|   |   |   |   |   |
 |   |   |   |   |   |  columns                   |   |   |   |   |   |
  --- --- --- --- ---                              --- --- --- --- ---
5|   |   |   |   |   |  -------------------\     5|   |   |   |   |   |
 |   |   |   |   |   |  -------------------/      |   |   |   |   |   |
  --- --- --- --- ---                              --- --- --- --- ---

Now if you'll notice in the second row, the clue is a 1.

So there's only one square to be chiseled in that row of five blocks, but we've
already marked off four of them with X's [so that we don't chisel them by
mistake].

This means that we know where that chiseled block MUST go, so lets do that.
I'm also going to fill in the other 5's since they're easy to recognize and
fill in.

        1   1
        1   1   1   1
    5   1   1   1   1
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- --- 
1|###|\/ |\/ |\/ |\/ |
 |###|/\ |/\ |/\ |/\ |
  --- --- --- --- --- 
3|###|   |   |   |   |
 |###|   |   |   |   |
  --- --- --- --- ---
1|###|   |   |   |   |
 |###|   |   |   |   |
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- ---

now before we do any more chiseling here there are a lot of X's that we can
place.

For instance in the fifth column there is two single chiseled blocks according
to the clues, and we have already found them.  The same thing has happened with
the fourth column, so the empty space in those two columns can be filled with
X's.

In the fourth row there is only one chiseled block according to the clue, and
we have already found it so the blank space in that row can also be filled in
with X's.

        1   1
        1   1   1   1
    5   1   1   1   1
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- --- 
1|###|\/ |\/ |\/ |\/ |
 |###|/\ |/\ |/\ |/\ |
  --- --- --- --- --- 
3|###|   |   |\/ |\/ |
 |###|   |   |/\ |/\ |
  --- --- --- --- ---
1|###|\/ |\/ |\/ |\/ |
 |###|/\ |/\ |/\ |/\ |
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- ---

Well it looks like we've almost got the whole puzzle solved, only two more
blank squares to figure out.

Now both of those blank squares are supposed to be chiseled for a couple of
reasons.

1. The X's show that they are the only possible places left to chisel in that
   row to make three chiseled blocks in a row.

2. If the X's weren't in that row at all...

  --- --- --- --- --- 
3|###|   |   |   |   |
 |###|   |   |   |   |
  --- --- --- --- ---

   ...then we'd still know where to chisel.  This is due to the fact that there
   are supposed to be three chiseled blocks in a row.  We've already found one
   of them, and because it's at the left edge of the grid, the other two blocks
   can't be any farther left than that.

   So those other two blocks must belong to the second and third columns to
   make up the three.


Now let's fill in those blocks and see the puzzle solution...

        1   1
        1   1   1   1
    5   1   1   1   1
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- ---
1|###|\/ |\/ |\/ |\/ |        \
 |###|/\ |/\ |/\ |/\ |         \    ####
  --- --- --- --- ---  ---------\   #
3|###|###|###|\/ |\/ |           \  ###
 |###|###|###|/\ |/\ |           /  #
  --- --- --- --- ---  ---------/   ####
1|###|\/ |\/ |\/ |\/ |         /
 |###|/\ |/\ |/\ |/\ |        /
  --- --- --- --- ---
5|###|###|###|###|###|
 |###|###|###|###|###|
  --- --- --- --- ---

You've solved your first puzzle, it's the letter "E"!


-----
Timer
-----

Now when you work on a puzzle in the game you are given a half hour [30
minutes] to complete it.  This may seem like a long time, but in some of the
later puzzles it may not seem like enough.

Also if you make a mistake and chisel a square that was meant to stay blank,
then you will lose time as follows:

1st Mistake = Subtract 2 minutes
2nd Mistake = Subtract 4 minutes
3rd Mistake = Subtract 8 minutes

After this point any further mistakes that you make will take 8 minutes off of
your timer.  This is done to stop you from merely "guessing" your way through a
puzzle and actually using the clues to learn how to play.


This is the very basics of picross, and I HIGHLY recommend that you play the
first Mario's Picross game before you play this one.

This is because there are VERY FEW of these easy 5x5 puzzles in Mario's
Picross 2.  The game very quickly starts giving you 15x15 puzzles and even some
30x30 puzzles which are MUCH harder than the basic 5x5 puzzles.


If you've already played through the first picross game then you should be more
than ready for this one.

I have also outlined an advanced strategy that I call the count technique in
the section below.


-----------
10th Puzzle
-----------

In every world there are 10 puzzles to play, but the 10th puzzle doesn't always
appear.

The 10th puzzle only appears if you meet the following conditions:


Mario Mode - Don't fail any puzzles, give up any puzzles, restart any puzzles,
             or use hints on any puzzles.

Wario Mode - Don't fail any puzzles, give up any puzzles, or restart any
             puzzles, and make sure you play with the time limit turned ON.


###############################################################################
                            (E) ADVANCED TECHNIQUES
###############################################################################

===============
COUNT TECHNIQUE
===============

This is quite a basic technique, and once learned becomes invaluable as
you progress to the harder puzzles.  Basically it works on the principal
that each group of blocks has to be separated from the next group by AT
LEAST one square.

Example:

    --- --- --- --- --- --- ---
3 2|   |   |   |   |   |   |   |
   |   |   |   |   |   |   |   |
    --- --- --- --- --- --- ---

In this example there should be 3 blocks in a row, followed by at least
one blank space, then 2 blocks in a row.  (From left to right)

This means that you have 3 possible solutions for this row (as usual, "#" means
that the block is filled):

    --- --- --- --- --- --- ---
3 2|###|###|###|   |###|###|   |
   |###|###|###|   |###|###|   |
    --- --- --- --- --- --- ---
    --- --- --- --- --- --- ---
3 2|###|###|###|   |   |###|###|
   |###|###|###|   |   |###|###|
    --- --- --- --- --- --- ---
    --- --- --- --- --- --- ---
3 2|   |###|###|###|   |###|###|
   |   |###|###|###|   |###|###|
    --- --- --- --- --- --- ---
        / \ / \         / \
         |   |           |
         |   |           |
Notice how the second, third and sixth squares are filled in all 3
cases. (See above arrows)

If you were to just show these "shared" squares, the result would look
like this:

    --- --- --- --- --- --- ---
3 2|   |###|###|   |   |###|   |
   |   |###|###|   |   |###|   |
    --- --- --- --- --- --- ---

Basically this means that no matter what the real solution is, these
squares will be filled.


This is the basic concept behind this powerful technique, but there is a
faster way.

Using the same example:

    --- --- --- --- --- --- ---
3 2|   |   |   |   |   |   |   |
   |   |   |   |   |   |   |   |
    --- --- --- --- --- --- ---

1. Add the numbers together.
   (3 + 2 = 5)

2. Take the amount of numbers in the row/column and subtract one.
   (2 - 1 = 1)

3. Add the total from Step 1, and Step 2 together.
   (5 + 1 = 6)

4. Figure out the total number of squares in the row/column.
   (7)

5. Subtract the total found in Step 3 from the total found in Step 4.
   (7 - 6 = 1) (This is your final total, and we will call it your
   answer from now on.)

6. If all of the numbers in the row/column are equal to or smaller than your
   answer in Step 5 then you can't do anything.  However if some of the numbers
   in the row/column are bigger than you answer in Step 5 then you can fill in
   some "shared" squares.  In this case both numbers (2 and 3) are bigger than
   our answer (1).

7. Now start from either end of the row/column and count out the blocks, while
   keeping your answer in mind.

   From the left side count one, two, three.  Do not shade in "one" because
   that is your answer, shade in "two" and "three".  Then assume that there is
   only one space between the first group of blocks and the second, just count
   this space "one/blank", but do not fill it in.  Now count "one", "two" for
   the next group of blocks.  Again do not fill in the "one" block because that
   is your answer, only fill in the "two" block.  Now look at what you have and
   it should match the "shared" block solution below.


   "one"  "three"  "one"
    --- --- --- --- --- --- ---
3 2|   |###|###|   |   |###|   |
   |   |###|###|   |   |###|   |
    --- --- --- --- --- --- ---
       "two"  "blank"  "two"

Don't worry if you don't understand this completely, because I have
solutions to all of the puzzles below.


=============
PLAYING SMART
=============

Here are a few cases that will outline how you can play smarter when solving
puzzles.


-------
Case 01
-------

    --- --- --- --- --- --- --- --- --- --- ---
2 3|   |###|   |   |   |   |   |   |###|###|   |
   |   |###|   |   |   |   |   |   |###|###|   |
    --- --- --- --- --- --- --- --- --- --- ---

In this case the row is nowhere near being complete, but you have each number
started at the very least.

There are only two numbers in this row, but from what you've got partially done
you should be able to recognize that the far left area holds the two and the
far right area holds the three.

It is impossible for either number to stretch far enough that it will meet the
other partially shaded area in this case.

For this reason you should fill in some X's in the middle area so that you
won't accidentally shade them later on.

This will help in solving this row, but more importantly it will help you solve
other rows and columns in the larger puzzle.

By filling in the X's the row now looks like this:

    --- --- --- --- --- --- --- --- --- --- ---
2 3|   |###|   |\/ |\/ |\/ |\/ |   |###|###|   |
   |   |###|   |/\ |/\ |/\ |/\ |   |###|###|   |
    --- --- --- --- --- --- --- --- --- --- ---

Make sure you understand why the row looks like this.  It is due to the fact
that the two on the far left can only be uncovered by either shading in the far
left block or the third block from the left.

Similarly, the three can only be uncovered by shading in the 6th block from the
left or the 10th block from the left.

We don't yet know which side of each partially shaded area to fill in, but we
know where it's POSSIBLE for the correct area to be and where it is IMPOSSIBLE.


-------
Case 02
-------

      --- --- --- --- --- --- --- --- --- ---
1 1 2|\/ |\/ |   |\/ |   |\/ |   |   |\/ |   |
     |/\ |/\ |   |/\ |   |/\ |   |   |/\ |   |
      --- --- --- --- --- --- --- --- --- ---

In this case we don't have any blocks shaded yet, but we have some X's which
are likely from other columns in the puzzle.

We need to carefully compare the gaps left in our puzzle, with the
clues/numbers that we are given.

If we just focus on the 1's, we see that they could fit into any of those gaps
if we just had them to worry about.  However if we look at the 2 we can plainly
see that it can only fit in one gap, the one that's 2 blocks wide.

The 2 represents the shaded number that's farthest right in this row, and yet
the gap that's farthest to the right doesn't fit that number.

In a situation like this you can safely use an X to get rid of that gap,
because the number that is supposed to go there is too big to fit.

                                           |
                                           |
                                          \|/
      --- --- --- --- --- --- --- --- --- ---
1 1 2|\/ |\/ |   |\/ |   |\/ |   |   |\/ |\/ |
     |/\ |/\ |   |/\ |   |/\ |   |   |/\ |/\ |
      --- --- --- --- --- --- --- --- --- ---

We have done exactly that, and looking at the puzzle now there is no confusion.
Every clue fits into the row nicely and this particular row is solved!

      --- --- --- --- --- --- --- --- --- ---
1 1 2|\/ |\/ |###|\/ |###|\/ |###|###|\/ |\/ |
     |/\ |/\ |###|/\ |###|/\ |###|###|/\ |/\ |
      --- --- --- --- --- --- --- --- --- ---


###############################################################################
                           (F-01) EASY PUZZLE SOLUTIONS
###############################################################################
                           Bricklayer J. Gastronomy

=======================
Easy Puzzle 01 - Chisel
=======================

###############
########   ####
#######     ###
#######      ##
#######       #
########      #
###### ##     #
#####   ##   ##
####     ######
###     #######
##     ########
##    #########
##   ##########
###############
###############

                                    2   1
               10   9   8   7   6   2   2   1   1   2   3   4
       15  15   2   2   2   3   4   5   6   8   7   7   7   8  15
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
   15|###|###|###|###|###|###|###|###|###|###|###|###|###|###|###|
     |###|###|###|###|###|###|###|###|###|###|###|###|###|###|###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
  8 4|###|###|###|###|###|###|###|###|   |   |   |###|###|###|###|
     |###|###|###|###|###|###|###|###|   |   |   |###|###|###|###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
  7 3|###|###|###|###|###|###|###|   |   |   |   |   |###|###|###|
     |###|###|###|###|###|###|###|   |   |   |   |   |###|###|###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
  7 2|###|###|###|###|###|###|###|   |   |   |   |   |   |###|###|
     |###|###|###|###|###|###|###|   |   |   |   |   |   |###|###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
  7 1|###|###|###|###|###|###|###|   |   |   |   |   |   |   |###|
     |###|###|###|###|###|###|###|   |   |   |   |   |   |   |###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
  8 1|###|###|###|###|###|###|###|###|   |   |   |   |   |   |###|
     |###|###|###|###|###|###|###|###|   |   |   |   |   |   |###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
6 2 1|###|###|###|###|###|###|   |###|###|   |   |   |   |   |###|
     |###|###|###|###|###|###|   |###|###|   |   |   |   |   |###|
      --- --- --- --- --- --- --- --- --- --- --- --- --- --- ---
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=======================
Easy Puzzle 02 - Hammer
=======================

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=======================
Easy Puzzle 03 - Coffee
=======================

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=============================
Easy Puzzle 04 - Pocket Watch
=============================

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=====================
Easy Puzzle 05 - Lion
=====================

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========================
Easy Puzzle 06 - Lantern
========================

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========================
Easy Puzzle 07 - Top Hat
========================

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=======================
Easy Puzzle 08 - Monkey
=======================

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=================================
Easy Puzzle 09 - Magnifying Glass
=================================

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===========================
Easy Puzzle 10 - Teddy Bear
===========================

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###############################################################################
                       (F-02) MARIO WORLD 01 PUZZLE SOLUTIONS
###############################################################################

The puzzles in this world are 30x30, and you solve each 15x15 corner of the
larger puzzle seperately until the whole puzzle is complete [see diagram
below].

 --- ---
|Top|Top|     ---
|Lft|Rgt|    |   | = 15x15 grid
 --- ---     |   |
|Btm|Btm|     ---
|Lft|Rgt|
 --- ---

===============================
Mario World 01 Puzzle 01 - Bird
===============================

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--------
Top Left
--------

                                                5       1       2
                   12                           1   4   1   1   2
       15  15  14   1  10  11  10   9   9   8   1   2   2   3   2
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   4   3   1   1   3   1   3   1       3       5
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==================================
Mario World 01 Puzzle 02 - Hammock
==================================

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-----------
Bottom Left
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===============================
Mario World 01 Puzzle 04 - Deer
===============================

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   3   1   1   1   1   1   2   1   7   9  10  11  12  11   8
       6   8   5   5   5   5   7


================================
Mario World 01 Puzzle 05 - Fairy
================================

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--------
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          2   2               5       4
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---------
Top Right
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               2   4   6   3   5                   2
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