Puzzling InvalidD

(: Everything is fine :) (No, I really mean it.) (By the way, I'm thinking of making a Twitter account?) Fillomino rule (from Nikoli ): Fill in all empty cells with numbers under the following rules. Divide all of the board into blocks. Fill each block with the same number horizontally or vertically. Each block contains as many cells as the number in the block. Same sized blocks cannot touch each other, horizontally or vertically. Online Play Link

 What is this? I thought this place is abandoned? (Note: This one is a little bit bashy.) Shakashaka rule (from Nikoli ): Place black triangles in the grid under the following rules. There are four kinds of black triangles you can put in the squares: You cannot place black triangles in the black squares. The parts of the grid that remain white (uncovered by black triangles) always form a rectangle or a square. The numbers indicate how many black triangles are around it, vertically and horizontally. Online Play Link

Happy Moe day ! It came from the fact that 萌( Moe ) can be made from 十月十日(October 10th) (Bonus points for guessing why bottom left) Slitherlink rule (from Nikoli ): Connect adjacent dots with vertical or horizontal lines to make a single loop. The numbers indicate how many lines surround it, while empty cells may be surrounded by any number of lines. The loop never crosses itself and never branches off.   Online Play Link

  What? This is not a logic puzzle? Yeah, I said "somewhere to put puzzles I made". Also I'm not sure how you got here since I didn't put this link out there. Cryptic Clue Guide from Puzzling Stack Exchange

What to do when you have other puzzles to write and materials to study and like A LOT of materials to study? Write a completely unrelated puzzle of course! Ahahahahelpplzahaha Double Choco rules (From Nikoli ):  Divide the grid into blocks by drawing solid lines over the dotted lines. A block must contain a pair of areas of white cells and gray cells having the same form (size and shape). One area may be a rotated or mirrored image of the other. A number indicates the number of cells of that color in the block; the number corresponds to half the number of cells of the block. A block can contain any number of cells with numbers. Online Play link

So, it's Mid Autumn Festival! Which means puzzles about moons are sure to follow. (I'm sure I'm not the only one thought of this.) This one is more themed after Tsukimi though. The colors are just for aesthetic purpose. Also imagine the suns as full moons.  Moon or Sun rules (From Nikoli ): Draw a line to make a single loop. Lines pass through the centers of cells, horizontally, vertically, or turning. The loop never crosses itself, branches off, or goes through the same cell twice. A region, bordered by bold lines, is called a "room". The loop goes through each room only one time. Once the loop leaves a room, it cannot return to the same room. In each room, the loop goes through all of the moon cells or all of the sun cells. The loop cannot pass through both moon cells and sun cells in one room. After the loop goes through the moons in one room it has to go through all the suns in the next room it enters and vice versa. Online Play Link

Ah- back to school season. How I miss going to school (instead of the permanent study hell I'm stuck in). I, however, doesn't miss the alarm clocks one bit. Speaking of school, here's unusual puzzle type that involves avoiding bad luck --- School Trip. Rules of Shugaku (School Trip) (Translated from this site ): 1. Place numerous 1 by 2 blocks (futons) onto the board (vertically or horizontally). In addition, put a □ (pillow) in one of the squares for each futons. If the futon is placed vertically, the pillow must not be on the upper half (north-facing pillows are considered bad luck). 2. Futons cannot be laid on the circles (pillars). 3. If there's a number in the pillar, it indicates how many pillows are adjacent to its 4 sides. 4. All squares that are not covered with either futons or pillars are considered aisles. Each futon must touch at least one aisle square on one of its sides. 5. All aisles must be connected. The aisles cannot form a 2 by 2 square. Online play...