Intro Page

Hello fellow fisherman,

We've all heard that saying, "it's like shooting fish in a barrel" to represent a task that's easy and undemanding. However, not many of those people have actually tried to shoot fish in a barrel, whether or not that is due to PETA and the like who knows.

Here I present you with a rather simple game, but one of those games that is tirelessly addicting such as snake, Tetris, or brick breaker. It is bold to place "Fish in a Barrel" among such canonical games but once you've played for yourself it will be hard to disagree.

You may select the number of fish once the program is running, however changing this will reset the game. Also note that a larger number of fish than the original number cannot be selected due to the nature of an Array.

Click anywhere in the display window to play the game. Aim your harpoon gun using the right and left arrow keys. Last, but certainly not least, let loose a harpoon with a simple tap of the spacebar.

**Also try changing the gravitational constant acting on the fish to catch those pesky evaders**

Refer to the PDF readME file for "Fish in a Barrel" for more information on the game you can't stop playing.

Happy Fishing!

### Translations

Code Language Translator Run

### Software Requirements

SoftwareRequirements

 Android iOS Windows MacOS with best with Chrome Chrome Chrome Chrome support full-screen? Yes. Chrome/Opera No. Firefox/ Samsung Internet Not yet Yes Yes cannot work on some mobile browser that don't understand JavaScript such as..... cannot work on Internet Explorer 9 and below

### Credits

Jack Taylor; Loo Kang Wee; Leow Guan Sin; Lay Kim, Feng Xia and Marinah from Admiralty Primary

### Sample Learning Goals

Include: • determining if a 1-digit number is a factor of a given number, • listing all factors of a given number up to 100, • finding the common factors of two given numbers, • recognising the relationship between factor and multiple, • determining if a number is a multiple of a given 1-digit number, • listing the first 12 multiples of a given 1-digit number, • finding the common multiples of two given 1-digit numbers.

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