@dashkite/joy/build/node/src/math.js

*The simplicity of Lodash with the functional flair of Rambda.*

"use strict";
Object.defineProperty(exports, "__esModule", {
    value: true
});
function _export(target, all) {
    for(var name in all)Object.defineProperty(target, name, {
        enumerable: true,
        get: Object.getOwnPropertyDescriptor(all, name).get
    });
}
_export(exports, {
    get abs () {
        return abs;
    },
    get add () {
        return add;
    },
    get cube () {
        return cube;
    },
    get div () {
        return div;
    },
    get even () {
        return even;
    },
    get gt () {
        return gt;
    },
    get gte () {
        return gte;
    },
    get isModulo () {
        return isModulo;
    },
    get lt () {
        return lt;
    },
    get lte () {
        return lte;
    },
    get max () {
        return max;
    },
    get min () {
        return min;
    },
    get mod () {
        return mod;
    },
    get mul () {
        return mul;
    },
    get odd () {
        return odd;
    },
    get pow () {
        return pow;
    },
    get square () {
        return square;
    },
    get sub () {
        return sub;
    }
});
const _function = require("./function");
const _predicate = require("./predicate");
var abs, add, cube, div, even, gt, gte, isModulo, lt, lte, max, min, mod, mul, odd, pow, square, sub;
// `eq` and `neq` were here, but I moved them to the value module. 
gte = (0, _function.curry)(function(x, y) {
    return y >= x;
});
lte = (0, _function.curry)(function(x, y) {
    return y <= x;
});
gt = (0, _function.curry)(function(x, y) {
    return y > x;
});
lt = (0, _function.curry)(function(x, y) {
    return y < x;
});
add = (0, _function.curry)(function(x, y) {
    return x + y;
});
sub = (0, _function.curry)(function(x, y) {
    return y - x;
});
mul = (0, _function.curry)(function(x, y) {
    return x * y;
});
div = (0, _function.curry)(function(x, y) {
    return y / x;
});
mod = (0, _function.curry)(function(x, y) {
    return y % x;
});
isModulo = (0, _function.curry)(function(x, y) {
    return y % x === 0;
});
even = isModulo(2);
odd = (0, _predicate.negate)(even);
min = function(ax) {
    return (0, _function.apply)(Math.min, ax);
};
max = function(ax) {
    return (0, _function.apply)(Math.max, ax);
};
({ abs } = Math);
pow = (0, _function.curry)(function(x, y) {
    return x ** y;
});
square = (0, _function.partial)(pow, [
    _function._,
    2
]);
cube = (0, _function.partial)(pow, [
    _function._,
    3
]);
 //# sourceMappingURL=data:application/json;base64,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
 //# sourceURL=/@dashkite/joy/src/math.coffee

//# sourceMappingURL=data:application/json;base64,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