**ANAGRAMS** – Find another word using the Same Letters as the Given Word. A Clue is

given and there are 8 Letter Words (AIM8) and 9 Letter Words (AIM9).

**EXTRACTION** – Get out of the BOX. Six, Nine and Eleven Letter Words with Definitions

or Synonyms and all the Letters given in a BOX.

**Geo 9 Math** – ( 9 by 9 ) Grid with No Repeat Numbers in any Row and Column. Groups

of 3, 4, and 5 Cells ( Color Coded ) so that simple math can be performed on Each

Group of Cells, based on their Color. Ex: ( A – B ) = ( C – D ), ( A / B ) = ( C – D ).

**Geo 8 Math** – ( 8 by 8 ) Grid with No Repeat Numbers in any Row and Column. Groups

of 3, and 4 Cells ( Color Coded ) so that simple math can be performed on Each Group of

Cells, based on their Color. Ex: ( A + B ) = ( C x D ), ( A + B ) / C = D, ( A – B ) = ( C / D ).

**GEOMETRIC** – ( 7 by 7) to ( 15 by 15 ) Grids. No Repeat Numbers in any Row and Column AND No Repeat Numbers within Each Geometric Shape or Pattern.

**LETTERO** – Basically Geometric Puzzles with Letters instead of Numbers. Therefore, No

Repeat Letters and usually there is a *Hidden Word* in one Row or Column.

**MEMORY** – Eight ( 8 ) Numbers, Letters, Symbols, or Characters arranged in a given sequence. You need to Remember and Replicate this Sequence. The Original disappears when you enter the first Numbers, Letter, Symbol, or Character.

**MISSING LINKS** – Three Words with the Common Word in a Table and you put that Word back in the Puzzle. Example: DOOR *STEP* LADDER where *STEP* is in the Table. The appropriate spaces are allocated in the Puzzle for re-inserting the Missing Word.

**OOPS** – Twelve 12 Letter Words with all the vowels missing. A definition or Synonym is given for Each Word and you put the vowels back in the Words.

**ORGANIZED DISORDER** – Jumbled Letters in Color Codes Areas of the Puzzle Grid. A Clue is given for Each Word and you put the Letters in a Color Coordinated Table to spell out each Word.

**QUADRUPLETS** – (8 by 8) and (9 by 9) Grids. Geometric Puzzles with 4 Groups of Cells where Each Color Group has the Same Number in all Cells of the Group. For Example: If you assign the Number 6 to a Green Cell, then all Four Green Cells contain the Number 6. This is Additional Information to use in the Logic of maintaining No Repeat Numbers in any Row, Column and Shape.

**QUINTUPLETS** – ( 10 by 10 ) Grid. Geometric Puzzles with 5 Groups of Cells where Each Color Group has the Same Number in all the Cells of that Group. For Example: If you assign the Number 7 to a Blue Cell, then all Five Blue Cells contain the Number 7. This is Additional Information to use in the Logic of Maintaining No Repeat Numbers in any Row, Column and Shape.

**RICOCHET** – ( 20 by 20 ) Grid. Word Search Puzzles where Words may collide with Borders or internal Barricades and Bounce ( RICOCHET ) at 90 degrees. Many of the Puzzles have a GREEN *FIND* BOX and if Clicked will locate the Current Search Word for you.

**SEQUENCES** – ( 9 by 9 ) Grid Geometric Puzzles. Three Sequential Numbers assigned to Seven Groups of 3 Cells ( 1,2,3 ), ( 2,3,4 ), etc. Each Group is Color Coded. So you know what Numbers are in Each Group of Colored Cells but not which-cell-has-what. However, this is additional information for solving the puzzle. Also ( 8 by 8 ) Sequences.

**SPRINKLED** – ( 7 by 7 ) Grid. Seven Colors of Seven Cells Each. Colors *SPRINKLED* throughout the Grid. Each Color Group has all 7 Numbers. Again, No Repeat Numbers in any Row and Column. Also ( 8 by 8 ) and ( 9 by 9 ) Grids.

**TRIPLETS** – ( 7 by 7 ) Grid Geometric Puzzles. *Three Colored Groups of Cells* with 3 Cells per Group. The Cells of Each Color Group have the Same Numbers.

**WORD PLACEMENT** – ( 9 by 9 ) Grid. Nine 9 Letter Words to be placed in pre-defined cell positions such that there are No Repeat Letters in any Row and Column. A Letter or two may already be in the Puzzle to help you get started.

**THE WEBSITE** – There are more than **750 PUZZLES**, in **17 Categories **you can do. ** ** Check them ALL OUT. This List continues to grow.

*YOU HAVE NEVER SEEN SOME OF THESE PUZZLES!*

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