ezpb
Description
This was made because I wanted a progress bar that was easy to use and integrate with other libraries, and I was bored.
I have attempted to build one from scratch for a few other projects, but it always ended up being buggy and hard to use.
It uses the Braille Unicode characters to display the progress bar.
It also has a few other features like an axios progress handler and an http progress handler.
Usage
import { ProgressBar } from 'ezpb';
const bar = new ProgressBar('name', 100 /* total */);
bar.start(15); // start the progress bar loop with 15ms interval (~60fps)
bar.update(10); // update the progress bar to 10 out of 100
bar.stop(); // stop the progress bar loop
API
new ProgressBar(name: string, total: number, style?: BrailleStyle)
Creates a new progress bar with the given name and total.
bar.start()
Starts the progress bar loop. Automatically stops when the progress bar is full.
bar.update(current: number)
Updates the progress bar to the given current value.
bar.stop()
Stops the progress bar loop.
bar.axiosProgress()
Returns an axios progress handler that updates the progress bar.
Use axios[METHOD](url, bar.axiosProgress())
or use the bar.axiosProgress().onDownloadProgress
function as the onDownloadProgress
option when requesting.
bar.httpProgress()
Returns an http progress handler that updates the progress bar.
Call bar.httpProgress()(response)
to start the progress bar.
Submodules
Braille
import { BrailleCharacter, Indices } from '../braille';
const character = new BrailleCharacter();
character.setPoint(0, 0, true); // set the top left dot
console.log(character.toString()); // ⠁
character.setBit(0b00000010, true); // set the second dot down on the left
console.log(character.toString()); // ⠃
character.xor(new BrailleCharacter().setBit(0b00000100, true)); // xor against other character object
console.log(character.toString()); // ⠇
character.xorGrid([
[false, true],
[false, false],
[false, false],
[false, false]
]); // xor against grid
console.log(character.toString()); // ⠏
character.xorBinary(0b00100000); // xor against binary number
console.log(character.toString()); // ⠟
character.togglePoint(1, 2); // toggle third dot down on the right
console.log(character.toString()); // ⠿
const unicode = character.getUnicode(); // get the unicode character code
console.log(unicode.toString(16)); // 283f
const char = character.getChar(); // get the string representation of the character
console.log(char); // ⠿
const string = character.toString(); // get the string representation of the character
console.log(string); // ⠿
// You can also use the static methods
const character2 = BrailleCharacter.fromUnicodeStyleBinary(0b01010101);
console.log(character2.toString()); // ⡕
const character3 = BrailleCharacter.fromChar('⠿');
console.log(character3.toString()); // ⠿
const character4 = BrailleCharacter.fromGrid([
[false, true],
[false, false],
[false, false],
[false, false]
]);
console.log(character4.toString()); // ⠈
const character5 = BrailleCharacter.fromPercent(0.5, 'clockwise'); // display styles are defined as an enum at BrailleStyleEnum, a type alias at BrailleStyle, an array at BrailleStyleArray, or can be a GeneratorFunction that yields a 2x8 grid of indices and returns a BrailleCharacter as fallback
console.log(character5.toString()); // ⡇
const binaryMapping: { [key: number]: { base: BrailleCharacter; xor: BrailleCharacter; }; } = {};
binaryMapping[0] = {
base: BrailleCharacter.fromUnicodeStyleBinary(0),
xor: BrailleCharacter.fromUnicodeStyleBinary(0)
};
for (let i = 1; i < 256; i++) {
const currentChar = BrailleCharacter.fromBinary(i);
binaryMapping[i] = {
base: currentChar,
xor: currentChar.clone().xor(BrailleCharacter.fromBinary(i - 1))
};
}
const indices: Indices = Object.values(binaryMapping).map((value) => value.xor.getIndices());
let str = '';
for (let i = 0; i < 256; i++) {
str += BrailleCharacter.fromPercent(i / 255, indices).toString();
}
console.log(str); // 256 braille characters
Note on binary numbers
The binary numbers in unicode format used in this module are in the following format below (x, y): binary literal [bit mask]
where (0, 0) is the top left dot and (3, 1) is the bottom right dot:
(0, 0): 0b00000001 [1 << 0]
(0, 1): 0b00000010 [1 << 1]
(0, 2): 0b00000100 [1 << 2]
(1, 0): 0b00001000 [1 << 3]
(1, 1): 0b00010000 [1 << 4]
(1, 2): 0b00100000 [1 << 5]
(0, 3): 0b01000000 [1 << 6]
(1, 3): 0b10000000 [1 << 7]
The binary numbers not in unicode format are in the following format below (x, y): binary literal [bit mask]
where (0, 0) is the top left dot and (3, 1) is the bottom right dot:
(0, 0): 0b00000001 [1 << 0]
(0, 1): 0b00000010 [1 << 1]
(0, 2): 0b00000100 [1 << 2]
(0, 3): 0b00001000 [1 << 3]
(1, 0): 0b00010000 [1 << 4]
(1, 1): 0b00100000 [1 << 5]
(1, 2): 0b01000000 [1 << 6]
(1, 3): 0b10000000 [1 << 7]