mirror of
https://github.com/publiclab/image-sequencer.git
synced 2025-12-11 19:00:00 +01:00
51 lines
40 KiB
JavaScript
51 lines
40 KiB
JavaScript
const test = require('tape'),
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base64Img = require('base64-img'),
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looksSame = require('looks-same'),
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ImageSequencer = require('../../../src/ImageSequencer'),
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image = require('../images/IS-QR'),
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target = 'test_outputs',
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options = {
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offset: -1
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};
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let benchmark = 'data:image/png;base64,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';
|
|
|
|
let sequencer = ImageSequencer({ui: false});
|
|
|
|
test('blend module loads correctly', t => {
|
|
sequencer.loadImages(image);
|
|
sequencer.addSteps('brightness', {});
|
|
sequencer.addSteps('blend', options);
|
|
|
|
t.equal(sequencer.steps[2].options.name, 'blend', 'blend module is getting loaded');
|
|
t.end();
|
|
});
|
|
|
|
test('blend module loads with correct options', t => {
|
|
for (const option in options) {
|
|
t.equal(sequencer.steps[2].options[option], options[option], `Option ${option} is correct`);
|
|
}
|
|
|
|
t.end();
|
|
});
|
|
|
|
test('blend module works correctly', t => {
|
|
sequencer.run(() => {
|
|
|
|
let result = sequencer.steps[2].output.src;
|
|
|
|
base64Img.imgSync(result, target, 'result');
|
|
base64Img.imgSync(benchmark, target, 'benchmark');
|
|
|
|
result = './test_outputs/result.png';
|
|
benchmark = './test_outputs/benchmark.png';
|
|
|
|
looksSame(result, benchmark, function(err, res) {
|
|
if (err) console.log(err);
|
|
|
|
t.equal(res.equal, true, 'blend module works correctly');
|
|
sequencer = null;
|
|
t.end();
|
|
});
|
|
});
|
|
}); |