Puzzle 280: Fillomino

This is a modified version.The originally posted puzzle was non-unique.

Puzzle 245: Fillomino

Puzzle 243: Fillomino

Puzzle 240: Touchy fillomino (Gra-n-tifying Grant)

My friend Grant( better known as mathgrant )is concerned about an ongoing personal crisis(he recently wrote about this on his blog).Apart from showing my concern in a personal message,I also wrote a puzzle today which I dedicate to him.Though this puzzle is not enough to gratify him,I will be glad if it manages to comfort him a little.Grant is made to stretch to meet the growing bills, and this themed puzzle will make the polyominos stretch to meet their consecutives.

Puzzle 238: Filllomino;Non-rectangular odds,Rectangular Evens

Rules:Follow regular fillomino rules.Additionally,all even-sized polyominos must be rectangular and all odd-sized non-rectangular(1s are not considered odd).

Puzzle 237: No rectangles Fillomino

Rules: Follow regular fillomino rules,,except that rectangular polyominos are not allowed.

Puzzle 233: Touchy Fillomino

Puzzle 232: Fillomino

Puzzle 227, 228: Fillomino and nurikabe

Puzzle 225: Fillomino - No more rectangles

I aarrived at this variation by modifying the rules of 'No rectangles' fillomino.

Rules: Follow regular fillomino rules.Additionally,some of the givens may form rectangular polyominos.However,all other polyominos must be non-rectangular.

Puzzle 220: Fillomino

Rules:Divide the grid into polyominos ,and write a number in every cell,such that every number in the grid is contained in a polyomino of that area.Polyominos of the same size cannot touch through edges.A polyomino can contain one,more than one,or none of the given numbers.

Puzzle 219: Fillomino: No rectangles

Rules: Follow regular fillomino rules.Rectangular polyominos are not allowed.

Edit: Fixed (added clue in R5C1) for uniqueness.

Puzzle 206: Touchy Fillomino

This is a touchy fillomino.

Puzzle 205: Embedded Polyominos

This is a fillomino/LITS hybrid.
Rules: Follow regular fillomino rules.Then shade in a tetromino in every polyomino of area 4 or larger.All tetrominos should be interconnected to form a single polyomino without any 2x2 areas.Two identical terominos cannot touch through their sides.

Puzzle 203 : Serpent Pool Fillomino

This is a new fillomino variation.

Rules:Follow regular fillomino rules.Additionally,every polyomino must be a 1-cell wide snake that does not touch itself,even diagonally.

Fillomino/Battleships

This is a new fillomino variation,combining battleships with fillomino. For the first puzzle,I used standard clues for the battleships,without any given ship segments.Next time, I will try using only ships segments.Should be more interesting that way.

Rules:Place the complete standard fleet of ten battleships,without touching even diagonally.Ships cannot be placed on numbers.Then fill the rest of the grid with numbers,following regular fillomino rules.Hints outside indicate the number of cells occupied by ships.

Sigma Fillomino

Rules:Fill in numbers using regular fillomino rules.Numbers on some grid nodes indicate the total area of all the polyminos that touch that node.

Snake fillomino,Walls fillomino ,No rectangles

Fillomino

I like using 3s and 1s in fillominos.The logic is forced significantly by these numbers in this fillomino. Thanks to Palmer for testing this one.

Design contest 2

Fillomino rules: Divide the grid into polyominos ,and write a number in every cell,such that every number in the grid is contained in a polyomino of that area.Polyominos of the same size cannot touch through edges.A polyomino can contain one,more than one,or none of the given numbers.

You are asked to create a fillomino which :
1. has a unique solution,
2. contains clues only in the grey cells(see the layout below).All grey cells will have clues.

Your objective is to minimize the sum of all clues.

If you are entering the contest,and if two or more puzzles tie on the score,you agree that I will pick the best puzzle based on how much i liked the puzzle, not based on how early it was submitted.
Labelled(i mean the clues added up)entries should be sent to anuragthefirst@gmail.com until the 2nd of September.