jesusalber1/index.handlebars

## index.handlebars
<!DOCTYPE html>
<html lang="en">
<head>
	<meta charset="UTF-8">
	<meta name="viewport" content="width=device-width, initial-scale=1.0">
	<meta http-equiv="X-UA-Compatible" content="ie=edge">
	<title>Fil Rouge</title>
	<link href="https://netdna.bootstrapcdn.com/bootstrap/4.0.0/css/bootstrap.min.css" rel="stylesheet" id="bootstrap-css">
	<link rel="stylesheet" href="assets/style.css">
	<script src="https://code.jquery.com/jquery-1.11.1.min.js"></script>
	<script src="https://netdna.bootstrapcdn.com/bootstrap/4.0.0/js/bootstrap.min.js"></script>
</head>
<body>
	<div class="container">
		<div class="row">
      <div class="col-8">
      	<h1 class="text-center">Photo Gallery</h1>
      </div>
			<div class="col-2"><button type="button" class="btn btn-primary pull-right open-modal" data-toggle="modal" data-target="#upload-photo">Upload photo</button></div>
			{{#if message}}
			<div class="col-12">
				<div class="alert alert-success text-center" role="alert">{{message}}</div>
			</div>
			{{/if}}
			<div class="gallery">
        {{#each images}}
			  <figure>
			    <img src="{{image}}" alt="" />
			    <figcaption>{{author}} <small>{{date}}</small></figcaption>
			  </figure>
        {{/each}}
		  </div>
		</div>
	</div>
	<footer>
		<p class="text-center">Maria El Hindy & Jesus Alberto Polo</p>
		<script>
			popup = {
				init: function(){
					$('figure').click(function(){
						popup.open($(this));
					});

					$(document).on('click', '.popup img', function(){
						return false;
					}).on('click', '.popup', function(){
						popup.close();
					})
				},
				open: function($figure) {
					$('.gallery').addClass('pop');
					$popup = $('<div class="popup" />').appendTo($('body'));
					$fig = $figure.clone().appendTo($('.popup'));
					$bg = $('<div class="bg" />').appendTo($('.popup'));
					$close = $('<div class="close"><svg><use xlink:href="#close"></use></svg></div>').appendTo($fig);
					$shadow = $('<div class="shadow" />').appendTo($fig);
					src = $('img', $fig).attr('src');
					$shadow.css({backgroundImage: 'url(' + src + ')'});
					$bg.css({backgroundImage: 'url(' + src + ')'});
					setTimeout(function(){
						$('.popup').addClass('pop');
					}, 10);
				},
				close: function(){
					$('.gallery, .popup').removeClass('pop');
					setTimeout(function(){
						$('.popup').remove()
					}, 100);
				}
			}
			popup.init()
		</script>
	</footer>
  <!-- Modal -->
  <div class="modal" tabindex="-1" role="dialog" id="upload-photo">
  <div class="modal-dialog" role="document">
    <div class="modal-content">
      <div class="modal-header">
        <h5 class="modal-title">Upload new photo</h5>
        <button type="button" class="close" data-dismiss="modal" aria-label="Close">
          <span aria-hidden="true">&times;</span>
        </button>
      </div>
      <div class="modal-body">
				<form action="/upload" method="post" encType="multipart/form-data">
				  <div class="form-group">
				    <label for="authorId">Email address</label>
				    <input type="text" class="form-control" id="authorId" name="authorId" placeholder="Author id">
				  </div>
				  <div class="form-group">
				    <label for="imageFile">Password</label>
				    <input type="file" class="form-control" id="imageFile" name="image">
				  </div>
				  <button type="submit" class="btn btn-primary">Upload</button>
					<button type="button" class="btn btn-secondary" data-dismiss="modal">Cancel</button>
				</form>
      </div>
    </div>
  </div>
</div>
</body>
</html>

## server.js
/* Photo microservice API REST */
const path = require('path');
const express = require('express');
const bodyParser = require('body-parser');
const fileUpload = require('express-fileupload');
const expressHandlebars = require('express-handlebars');
const flash = require('express-flash');
const session = require('express-session');
const cookieParser = require('cookie-parser');
const request = require('request');
const port = process.env.PORT || 4000;

/* Express app */
const app = express();
const apiRouter = express.Router();
app.use(bodyParser.urlencoded({ extended: true }));
app.use(bodyParser.json());
app.use(fileUpload());
app.use(cookieParser('secret'));
app.use(session({cookie: { maxAge: 60000 }}));
app.use(flash());
// Register '.html' extension with The Mustache Express
app.engine('handlebars', expressHandlebars());
app.set('view engine', 'handlebars');
app.set('views', __dirname + '/views');

/* API endpoins (all start with '/api')
    GET     /photographer                      -> Get all photographers
    GET     /photographer/:photographerId     -> Get a photographer
    POST    /photographer                      -> Create a new photographer
    PUT     /photographer/:photographerId      -> Update a photographer
    DELETE  /photographer/:photographerId      -> Remove a photographer

    GET     /photo                                        -> Get all photos
    GET     /photo/:photoId                               -> Get a photo
    POST    /photographer/:photographerId/photo           -> Upload a new photo
    PUT     /photographer/:photographerId/photo/:photoId  -> Update a photo
    DELETE  /photographer/:photographerId/photo/:photoId  -> Remove a photo
*/

/* Get all photographers */
apiRouter.get('/photographer', (req, res) => {
  console.log(`All photographers requested`);
  request.get(`http://localhost:6000/photographers`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    return res.status(200).json(body);
  });
});

/* Get a specific photographer */
apiRouter.get('/photographer/:photographerId', (req, res) => {
  console.log(`Photographer ${req.params.photographerId} requested`);
  request.get(`http://localhost:6000/photographers`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    return res.status(200).json(body);
  });
});

/* Create a photographer */
apiRouter.post('/photographer', (req, res) => {
  console.log(`New photographer uploaded`);
  console.log(req.body);
  request.post('http://localhost:6000/photographers', { body: req.body, json: true }, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    return res.status(201).send(body);
  });
});

/* Update a specific photographer */
apiRouter.put('/photographer/:photographerId', (req, res) => {
  console.log(`Photographer ${req.params.photographerId} update`);
  request.put(`http://localhost:6000/photographer/${req.params.photographerId}`, { body: req.body, json: true }, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    return res.status(200).send(body);
  });
});

/* Remove a specific photographer */
apiRouter.delete('/photographer/:photographerId', (req, res) => {
  console.log(`Photographer ${req.params.photographerId} delete`);
  request.delete(`http://localhost:6000/photographer/${req.params.photographerId}`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    return res.status(200).end();
  });
});

/* Photos */
/* Get all photos */
apiRouter.get('/photo', (req, res) => {
  console.log(`All photos requested`);
  request.get(`http://localhost:5000/`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    return res.status(200).json(JSON.parse(body));
  });
});

/* Get a specific photo */
apiRouter.get('/photo/:photoId', (req, res) => {
  console.log(`Photo ${req.params.photoId} requested`);
  request.get(`http://localhost:5000/${req.params.photoId}`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    return res.status(200).json(JSON.parse(body));
  });
});

/* Upload a new photo */
apiRouter.post('/photographer/:photographerId/photo', (req, res) => {
  // TODO: Convert photo
  let newPhoto = req.body;
  console.log(`New photo uploaded (${req.params.photographerId})`);
  request.get(`http://localhost:6000/photographer/${req.params.photographerId}`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    request.post('http://localhost:5000/', { body: newPhoto, json: true }, (error, response, body) => {
      if (error) {
        return res.status(500).send(error);
      }
      if (response.statusCode === '404') {
        return res.status(404).json(body);
      }
      return res.status(201).json(body);
    });
  });
});

/* Update a specific photo */
apiRouter.put('/photographer/:photographerId/photo/:photoId', (req, res) => {
  console.log(`Photo ${req.params.photoId} update (${req.params.photographerId})`);
  // TODO: Convert photo
  let updatedPhoto = req.body;
  let photoId = req.params.photoId;
  console.log(`New photo uploaded (${req.params.photographerId})`);
  request.get(`http://localhost:6000/photographer/${req.params.photographerId}`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    request.put(`http://localhost:5000/${photoId}`, { body: updatedPhoto, json: true }, (error, response, body) => {
      if (error) {
        return res.status(500).send(error);
      }
      if (response.statusCode === '404') {
        return res.status(404).json(body);
      }
      return res.status(200).json(body);
    });
  });
});

/* Remove a specific photo */
apiRouter.delete('/photographer/:photographerId/photo/:photoId', (req, res) => {
  console.log(`Photo ${req.params.photoId} delete (${req.params.photographerId})`);
  let photoId = req.params.photoId;
  console.log(`New photo uploaded (${req.params.photographerId})`);
  request.get(`http://localhost:6000/photographer/${req.params.photographerId}`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    request.delete(`http://localhost:5000/${photoId}`, (error, response, body) => {
      if (error) {
        return res.status(500).send(error);
      }
      if (response.statusCode === '404') {
        return res.status(404).json(body);
      }
      return res.status(204).end();
    });
  });
});

/* App ready! */
app.use('/api', apiRouter); // api

app.get('/', (req, res, next) => {
    res.render('index', {
      message: req.flash('info'),
      images: [{
        author: 'Maria El Hindy',
        image: 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',
        date: '17 Feb 2018'
      },{
        author: 'Maria El Hindy',
        image: 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',
        date: '17 Feb 2018'
      },{
        author: 'Maria El Hindy',
        image: 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',
        date: '17 Feb 2018'
      }]
  });
});

app.post('/upload', (req, res, next) => {
  let encodedImage = 'data:image/jpeg;base64,' + req.files.image.data.toString('base64');
  console.log(req.body.authorId);
  let newPhoto = {
    image: encodedImage
  };
  let newPhoto = req.body;
  console.log(`New photo uploaded (${req.params.photographerId})`);
  request.get(`http://localhost:6000/photographer/${req.params.photographerId}`, (error, response, body) => {
    if (error) {
      return res.status(500).send(error);
    }
    if (response.statusCode === '404') {
      return res.status(404).json(body);
    }
    newPhoto.author = {
      displayName: body.display_name,
      id: body.id.$oid
    };
    request.post('http://localhost:5000/', { body: newPhoto, json: true }, (error, response, body) => {
      if (error) {
        return res.status(500).send(error);
      }
      if (response.statusCode === '404') {
        return res.status(404).json(body);
      }
      //return res.status(201).json(body);
      req.flash('info', 'Photo uploaded successfully');
      return res.redirect('/');
    });
  });
});

app.use(express.static(path.join(__dirname, './views/'))); // assets
app.listen(port, () => {
  console.log(`Photo microservice listening on port ${port}`);
});

module.exports = app;

## style.css
*,
*::before,
*::after {
  box-sizing: border-box;
}

img {
  display: block;
}

.gallery {
  position: relative;
  z-index: 2;
  padding: 10px;
  display: -webkit-box;
  display: -ms-flexbox;
  display: flex;
  -ms-flex-flow: row wrap;
      flex-flow: row wrap;
  -webkit-box-pack: justify;
      -ms-flex-pack: justify;
          justify-content: space-between;
  -webkit-transition: all .5s ease-in-out;
  transition: all .5s ease-in-out;
}
.gallery.pop {
  -webkit-filter: blur(10px);
          filter: blur(10px);
}
.gallery figure {
  -ms-flex-preferred-size: 33.333%;
      flex-basis: 33.333%;
  padding: 10px;
  overflow: hidden;
  border-radius: 10px;
  cursor: pointer;
}
.gallery figure img {
  width: 100%;
  border-radius: 10px;
  -webkit-transition: all .3s ease-in-out;
  transition: all .3s ease-in-out;
}
.gallery figure figcaption {
  display: none;
}

.popup {
  position: fixed;
  z-index: 2;
  top: 0;
  left: 0;
  width: 100%;
  height: 100%;
  background: rgba(255, 255, 255, 0.75);
  opacity: 0;
  -webkit-transition: opacity .5s ease-in-out .2s;
  transition: opacity .5s ease-in-out .2s;
}
.popup.pop {
  opacity: 1;
  -webkit-transition: opacity .2s ease-in-out 0s;
  transition: opacity .2s ease-in-out 0s;
}
.popup.pop figure {
  margin-top: 0;
  opacity: 1;
}
.popup figure {
  position: absolute;
  top: 50%;
  left: 50%;
  -webkit-transform: translate(-50%, -50%);
          transform: translate(-50%, -50%);
  -webkit-transform-origin: 0 0;
          transform-origin: 0 0;
  margin-top: 30px;
  opacity: 0;
  -webkit-animation: poppy 500ms linear both;
          animation: poppy 500ms linear both;
}
.popup figure img {
  position: relative;
  z-index: 2;
  border-radius: 15px;
  box-shadow: 0 1px 5px rgba(0, 0, 0, 0.2), 0 6px 30px rgba(0, 0, 0, 0.4);
}
.popup figure figcaption {
  position: absolute;
  bottom: 50px;
  background: -webkit-linear-gradient(top, transparent, rgba(0, 0, 0, 0.78));
  background: linear-gradient(180deg, transparent, rgba(0, 0, 0, 0.78));
  z-index: 2;
  width: 100%;
  border-radius: 0 0 15px 15px;
  padding: 100px 20px 20px 20px;
  color: #fff;
  font-family: 'Open Sans', sans-serif;
  font-size: 32px;
}
.popup figure figcaption small {
  font-size: 11px;
  display: block;
  text-transform: uppercase;
  margin-top: 12px;
  text-indent: 3px;
  opacity: .7;
  letter-spacing: 1px;
}
.popup figure .shadow {
  position: relative;
  z-index: 1;
  top: -15px;
  margin: 0 auto;
  background-position: center bottom;
  background-repeat: no-repeat;
  width: 98%;
  height: 50px;
  opacity: .6;
  -webkit-filter: blur(15px) contrast(2);
          filter: blur(15px) contrast(2);
}
.popup .close {
  position: absolute;
  z-index: 3;
  top: 10px;
  right: 10px;
  width: 25px;
  height: 25px;
  cursor: pointer;
  background: url(#close);
  border-radius: 25px;
  background: rgba(0, 0, 0, 0.1);
  box-shadow: 0 0 3px rgba(0, 0, 0, 0.2);
}
.popup .close svg {
  width: 100%;
  height: 100%;
}

.open-modal {
  margin-top: 10px;
}

@-webkit-keyframes poppy {
  0% {
    -webkit-transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
            transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
  }
  3.4% {
    -webkit-transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
            transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
  }
  4.3% {
    -webkit-transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
            transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
  }
  4.7% {
    -webkit-transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
            transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
  }
  6.81% {
    -webkit-transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
            transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
  }
  8.61% {
    -webkit-transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
            transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
  }
  9.41% {
    -webkit-transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
            transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
  }
  10.21% {
    -webkit-transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
            transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
  }
  12.91% {
    -webkit-transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
            transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
  }
  13.61% {
    -webkit-transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
            transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
  }
  14.11% {
    -webkit-transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
            transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
  }
  17.22% {
    -webkit-transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
            transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
  }
  17.52% {
    -webkit-transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
            transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
  }
  18.72% {
    -webkit-transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
            transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
  }
  21.32% {
    -webkit-transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
            transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
  }
  24.32% {
    -webkit-transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
            transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
  }
  25.23% {
    -webkit-transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
            transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
  }
  28.33% {
    -webkit-transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
            transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
  }
  29.03% {
    -webkit-transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
            transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
  }
  29.93% {
    -webkit-transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
            transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
  }
  35.54% {
    -webkit-transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
            transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
  }
  36.74% {
    -webkit-transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
            transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
  }
  39.44% {
    -webkit-transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
            transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
  }
  41.04% {
    -webkit-transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
            transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
  }
  44.44% {
    -webkit-transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
            transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
  }
  52.15% {
    -webkit-transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
            transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
  }
  59.86% {
    -webkit-transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
            transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
  }
  61.66% {
    -webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
            transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
  }
  63.26% {
    -webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
            transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
  }
  75.28% {
    -webkit-transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
            transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
  }
  83.98% {
    -webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
            transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
  }
  85.49% {
    -webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
            transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
  }
  90.69% {
    -webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
            transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
  }
  100% {
    -webkit-transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
            transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
  }
}

@keyframes poppy {
  0% {
    -webkit-transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
            transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
  }
  3.4% {
    -webkit-transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
            transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
  }
  4.3% {
    -webkit-transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
            transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
  }
  4.7% {
    -webkit-transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
            transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
  }
  6.81% {
    -webkit-transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
            transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
  }
  8.61% {
    -webkit-transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
            transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
  }
  9.41% {
    -webkit-transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
            transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
  }
  10.21% {
    -webkit-transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
            transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
  }
  12.91% {
    -webkit-transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
            transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
  }
  13.61% {
    -webkit-transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
            transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
  }
  14.11% {
    -webkit-transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
            transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
  }
  17.22% {
    -webkit-transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
            transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
  }
  17.52% {
    -webkit-transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
            transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
  }
  18.72% {
    -webkit-transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
            transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
  }
  21.32% {
    -webkit-transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
            transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
  }
  24.32% {
    -webkit-transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
            transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
  }
  25.23% {
    -webkit-transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
            transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
  }
  28.33% {
    -webkit-transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
            transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
  }
  29.03% {
    -webkit-transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
            transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
  }
  29.93% {
    -webkit-transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
            transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
  }
  35.54% {
    -webkit-transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
            transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
  }
  36.74% {
    -webkit-transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
            transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
  }
  39.44% {
    -webkit-transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
            transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
  }
  41.04% {
    -webkit-transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
            transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
  }
  44.44% {
    -webkit-transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
            transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
  }
  52.15% {
    -webkit-transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
            transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
  }
  59.86% {
    -webkit-transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
            transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
  }
  61.66% {
    -webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
            transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
  }
  63.26% {
    -webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
            transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
  }
  75.28% {
    -webkit-transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
            transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
  }
  83.98% {
    -webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
            transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
  }
  85.49% {
    -webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
            transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
  }
  90.69% {
    -webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
            transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
  }
  100% {
    -webkit-transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
            transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
  }
}
	<!DOCTYPE html>
	<html lang="en">
	<head>
	<meta charset="UTF-8">
	<meta name="viewport" content="width=device-width, initial-scale=1.0">
	<meta http-equiv="X-UA-Compatible" content="ie=edge">
	<title>Fil Rouge</title>
	<link href="https://netdna.bootstrapcdn.com/bootstrap/4.0.0/css/bootstrap.min.css" rel="stylesheet" id="bootstrap-css">
	<link rel="stylesheet" href="assets/style.css">
	<script src="https://code.jquery.com/jquery-1.11.1.min.js"></script>
	<script src="https://netdna.bootstrapcdn.com/bootstrap/4.0.0/js/bootstrap.min.js"></script>
	</head>
	<body>
	<div class="container">
	<div class="row">
	<div class="col-8">
	<h1 class="text-center">Photo Gallery</h1>
	</div>
	<div class="col-2"><button type="button" class="btn btn-primary pull-right open-modal" data-toggle="modal" data-target="#upload-photo">Upload photo</button></div>
	{{#if message}}
	<div class="col-12">
	<div class="alert alert-success text-center" role="alert">{{message}}</div>
	</div>
	{{/if}}
	<div class="gallery">
	{{#each images}}
	<figure>
	<img src="{{image}}" alt="" />
	<figcaption>{{author}} <small>{{date}}</small></figcaption>
	</figure>
	{{/each}}
	</div>
	</div>
	</div>
	<footer>
	<p class="text-center">Maria El Hindy & Jesus Alberto Polo</p>
	<script>
	popup = {
	init: function(){
	$('figure').click(function(){
	popup.open($(this));
	});

	$(document).on('click', '.popup img', function(){
	return false;
	}).on('click', '.popup', function(){
	popup.close();
	})
	},
	open: function($figure) {
	$('.gallery').addClass('pop');
	$popup = $('<div class="popup" />').appendTo($('body'));
	$fig = $figure.clone().appendTo($('.popup'));
	$bg = $('<div class="bg" />').appendTo($('.popup'));
	$close = $('<div class="close"><svg><use xlink:href="#close"></use></svg></div>').appendTo($fig);
	$shadow = $('<div class="shadow" />').appendTo($fig);
	src = $('img', $fig).attr('src');
	$shadow.css({backgroundImage: 'url(' + src + ')'});
	$bg.css({backgroundImage: 'url(' + src + ')'});
	setTimeout(function(){
	$('.popup').addClass('pop');
	}, 10);
	},
	close: function(){
	$('.gallery, .popup').removeClass('pop');
	setTimeout(function(){
	$('.popup').remove()
	}, 100);
	}
	}
	popup.init()
	</script>
	</footer>
	<!-- Modal -->
	<div class="modal" tabindex="-1" role="dialog" id="upload-photo">
	<div class="modal-dialog" role="document">
	<div class="modal-content">
	<div class="modal-header">
	<h5 class="modal-title">Upload new photo</h5>
	<button type="button" class="close" data-dismiss="modal" aria-label="Close">
	<span aria-hidden="true">×</span>
	</button>
	</div>
	<div class="modal-body">
	<form action="/upload" method="post" encType="multipart/form-data">
	<div class="form-group">
	<label for="authorId">Email address</label>
	<input type="text" class="form-control" id="authorId" name="authorId" placeholder="Author id">
	</div>
	<div class="form-group">
	<label for="imageFile">Password</label>
	<input type="file" class="form-control" id="imageFile" name="image">
	</div>
	<button type="submit" class="btn btn-primary">Upload</button>
	<button type="button" class="btn btn-secondary" data-dismiss="modal">Cancel</button>
	</form>
	</div>
	</div>
	</div>
	</div>
	</body>
	</html>
	*,
	*::before,
	*::after {
	box-sizing: border-box;
	}

	img {
	display: block;
	}

	.gallery {
	position: relative;
	z-index: 2;
	padding: 10px;
	display: -webkit-box;
	display: -ms-flexbox;
	display: flex;
	-ms-flex-flow: row wrap;
	flex-flow: row wrap;
	-webkit-box-pack: justify;
	-ms-flex-pack: justify;
	justify-content: space-between;
	-webkit-transition: all .5s ease-in-out;
	transition: all .5s ease-in-out;
	}
	.gallery.pop {
	-webkit-filter: blur(10px);
	filter: blur(10px);
	}
	.gallery figure {
	-ms-flex-preferred-size: 33.333%;
	flex-basis: 33.333%;
	padding: 10px;
	overflow: hidden;
	border-radius: 10px;
	cursor: pointer;
	}
	.gallery figure img {
	width: 100%;
	border-radius: 10px;
	-webkit-transition: all .3s ease-in-out;
	transition: all .3s ease-in-out;
	}
	.gallery figure figcaption {
	display: none;
	}

	.popup {
	position: fixed;
	z-index: 2;
	top: 0;
	left: 0;
	width: 100%;
	height: 100%;
	background: rgba(255, 255, 255, 0.75);
	opacity: 0;
	-webkit-transition: opacity .5s ease-in-out .2s;
	transition: opacity .5s ease-in-out .2s;
	}
	.popup.pop {
	opacity: 1;
	-webkit-transition: opacity .2s ease-in-out 0s;
	transition: opacity .2s ease-in-out 0s;
	}
	.popup.pop figure {
	margin-top: 0;
	opacity: 1;
	}
	.popup figure {
	position: absolute;
	top: 50%;
	left: 50%;
	-webkit-transform: translate(-50%, -50%);
	transform: translate(-50%, -50%);
	-webkit-transform-origin: 0 0;
	transform-origin: 0 0;
	margin-top: 30px;
	opacity: 0;
	-webkit-animation: poppy 500ms linear both;
	animation: poppy 500ms linear both;
	}
	.popup figure img {
	position: relative;
	z-index: 2;
	border-radius: 15px;
	box-shadow: 0 1px 5px rgba(0, 0, 0, 0.2), 0 6px 30px rgba(0, 0, 0, 0.4);
	}
	.popup figure figcaption {
	position: absolute;
	bottom: 50px;
	background: -webkit-linear-gradient(top, transparent, rgba(0, 0, 0, 0.78));
	background: linear-gradient(180deg, transparent, rgba(0, 0, 0, 0.78));
	z-index: 2;
	width: 100%;
	border-radius: 0 0 15px 15px;
	padding: 100px 20px 20px 20px;
	color: #fff;
	font-family: 'Open Sans', sans-serif;
	font-size: 32px;
	}
	.popup figure figcaption small {
	font-size: 11px;
	display: block;
	text-transform: uppercase;
	margin-top: 12px;
	text-indent: 3px;
	opacity: .7;
	letter-spacing: 1px;
	}
	.popup figure .shadow {
	position: relative;
	z-index: 1;
	top: -15px;
	margin: 0 auto;
	background-position: center bottom;
	background-repeat: no-repeat;
	width: 98%;
	height: 50px;
	opacity: .6;
	-webkit-filter: blur(15px) contrast(2);
	filter: blur(15px) contrast(2);
	}
	.popup .close {
	position: absolute;
	z-index: 3;
	top: 10px;
	right: 10px;
	width: 25px;
	height: 25px;
	cursor: pointer;
	background: url(#close);
	border-radius: 25px;
	background: rgba(0, 0, 0, 0.1);
	box-shadow: 0 0 3px rgba(0, 0, 0, 0.2);
	}
	.popup .close svg {
	width: 100%;
	height: 100%;
	}

	.open-modal {
	margin-top: 10px;
	}

	@-webkit-keyframes poppy {
	0% {
	-webkit-transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
	transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
	}
	3.4% {
	-webkit-transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
	transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
	}
	4.3% {
	-webkit-transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
	transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
	}
	4.7% {
	-webkit-transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
	transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
	}
	6.81% {
	-webkit-transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
	transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
	}
	8.61% {
	-webkit-transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
	transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
	}
	9.41% {
	-webkit-transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
	transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
	}
	10.21% {
	-webkit-transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
	transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
	}
	12.91% {
	-webkit-transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
	transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
	}
	13.61% {
	-webkit-transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
	transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
	}
	14.11% {
	-webkit-transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
	transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
	}
	17.22% {
	-webkit-transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
	transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
	}
	17.52% {
	-webkit-transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
	transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
	}
	18.72% {
	-webkit-transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
	transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
	}
	21.32% {
	-webkit-transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
	transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
	}
	24.32% {
	-webkit-transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
	transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
	}
	25.23% {
	-webkit-transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
	transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
	}
	28.33% {
	-webkit-transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
	transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
	}
	29.03% {
	-webkit-transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
	transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
	}
	29.93% {
	-webkit-transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
	transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
	}
	35.54% {
	-webkit-transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
	transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
	}
	36.74% {
	-webkit-transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
	transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
	}
	39.44% {
	-webkit-transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
	transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
	}
	41.04% {
	-webkit-transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
	transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
	}
	44.44% {
	-webkit-transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
	transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
	}
	52.15% {
	-webkit-transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
	transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
	}
	59.86% {
	-webkit-transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
	transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
	}
	61.66% {
	-webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
	transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
	}
	63.26% {
	-webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
	transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
	}
	75.28% {
	-webkit-transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
	transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
	}
	83.98% {
	-webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
	transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
	}
	85.49% {
	-webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
	transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
	}
	90.69% {
	-webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
	transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
	}
	100% {
	-webkit-transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
	transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
	}
	}

	@keyframes poppy {
	0% {
	-webkit-transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
	transform: matrix3d(0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1);
	}
	3.4% {
	-webkit-transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
	transform: matrix3d(0.316, 0, 0, 0, 0, 0.407, 0, 0, 0, 0, 1, 0, -94.672, -91.573, 0, 1);
	}
	4.3% {
	-webkit-transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
	transform: matrix3d(0.408, 0, 0, 0, 0, 0.54, 0, 0, 0, 0, 1, 0, -122.527, -121.509, 0, 1);
	}
	4.7% {
	-webkit-transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
	transform: matrix3d(0.45, 0, 0, 0, 0, 0.599, 0, 0, 0, 0, 1, 0, -134.908, -134.843, 0, 1);
	}
	6.81% {
	-webkit-transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
	transform: matrix3d(0.659, 0, 0, 0, 0, 0.893, 0, 0, 0, 0, 1, 0, -197.77, -200.879, 0, 1);
	}
	8.61% {
	-webkit-transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
	transform: matrix3d(0.82, 0, 0, 0, 0, 1.097, 0, 0, 0, 0, 1, 0, -245.972, -246.757, 0, 1);
	}
	9.41% {
	-webkit-transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
	transform: matrix3d(0.883, 0, 0, 0, 0, 1.168, 0, 0, 0, 0, 1, 0, -265.038, -262.804, 0, 1);
	}
	10.21% {
	-webkit-transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
	transform: matrix3d(0.942, 0, 0, 0, 0, 1.226, 0, 0, 0, 0, 1, 0, -282.462, -275.93, 0, 1);
	}
	12.91% {
	-webkit-transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
	transform: matrix3d(1.094, 0, 0, 0, 0, 1.328, 0, 0, 0, 0, 1, 0, -328.332, -298.813, 0, 1);
	}
	13.61% {
	-webkit-transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
	transform: matrix3d(1.123, 0, 0, 0, 0, 1.332, 0, 0, 0, 0, 1, 0, -336.934, -299.783, 0, 1);
	}
	14.11% {
	-webkit-transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
	transform: matrix3d(1.141, 0, 0, 0, 0, 1.331, 0, 0, 0, 0, 1, 0, -342.273, -299.395, 0, 1);
	}
	17.22% {
	-webkit-transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
	transform: matrix3d(1.205, 0, 0, 0, 0, 1.252, 0, 0, 0, 0, 1, 0, -361.606, -281.592, 0, 1);
	}
	17.52% {
	-webkit-transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
	transform: matrix3d(1.208, 0, 0, 0, 0, 1.239, 0, 0, 0, 0, 1, 0, -362.348, -278.88, 0, 1);
	}
	18.72% {
	-webkit-transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
	transform: matrix3d(1.212, 0, 0, 0, 0, 1.187, 0, 0, 0, 0, 1, 0, -363.633, -267.15, 0, 1);
	}
	21.32% {
	-webkit-transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
	transform: matrix3d(1.196, 0, 0, 0, 0, 1.069, 0, 0, 0, 0, 1, 0, -358.864, -240.617, 0, 1);
	}
	24.32% {
	-webkit-transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
	transform: matrix3d(1.151, 0, 0, 0, 0, 0.96, 0, 0, 0, 0, 1, 0, -345.164, -216.073, 0, 1);
	}
	25.23% {
	-webkit-transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
	transform: matrix3d(1.134, 0, 0, 0, 0, 0.938, 0, 0, 0, 0, 1, 0, -340.193, -210.948, 0, 1);
	}
	28.33% {
	-webkit-transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
	transform: matrix3d(1.075, 0, 0, 0, 0, 0.898, 0, 0, 0, 0, 1, 0, -322.647, -202.048, 0, 1);
	}
	29.03% {
	-webkit-transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
	transform: matrix3d(1.063, 0, 0, 0, 0, 0.897, 0, 0, 0, 0, 1, 0, -318.884, -201.771, 0, 1);
	}
	29.93% {
	-webkit-transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
	transform: matrix3d(1.048, 0, 0, 0, 0, 0.899, 0, 0, 0, 0, 1, 0, -314.277, -202.202, 0, 1);
	}
	35.54% {
	-webkit-transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
	transform: matrix3d(0.979, 0, 0, 0, 0, 0.962, 0, 0, 0, 0, 1, 0, -293.828, -216.499, 0, 1);
	}
	36.74% {
	-webkit-transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
	transform: matrix3d(0.972, 0, 0, 0, 0, 0.979, 0, 0, 0, 0, 1, 0, -291.489, -220.242, 0, 1);
	}
	39.44% {
	-webkit-transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
	transform: matrix3d(0.962, 0, 0, 0, 0, 1.01, 0, 0, 0, 0, 1, 0, -288.62, -227.228, 0, 1);
	}
	41.04% {
	-webkit-transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
	transform: matrix3d(0.961, 0, 0, 0, 0, 1.022, 0, 0, 0, 0, 1, 0, -288.247, -229.999, 0, 1);
	}
	44.44% {
	-webkit-transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
	transform: matrix3d(0.966, 0, 0, 0, 0, 1.032, 0, 0, 0, 0, 1, 0, -289.763, -232.215, 0, 1);
	}
	52.15% {
	-webkit-transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
	transform: matrix3d(0.991, 0, 0, 0, 0, 1.006, 0, 0, 0, 0, 1, 0, -297.363, -226.449, 0, 1);
	}
	59.86% {
	-webkit-transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
	transform: matrix3d(1.006, 0, 0, 0, 0, 0.99, 0, 0, 0, 0, 1, 0, -301.813, -222.759, 0, 1);
	}
	61.66% {
	-webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
	transform: matrix3d(1.007, 0, 0, 0, 0, 0.991, 0, 0, 0, 0, 1, 0, -302.102, -222.926, 0, 1);
	}
	63.26% {
	-webkit-transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
	transform: matrix3d(1.007, 0, 0, 0, 0, 0.992, 0, 0, 0, 0, 1, 0, -302.171, -223.276, 0, 1);
	}
	75.28% {
	-webkit-transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
	transform: matrix3d(1.001, 0, 0, 0, 0, 1.003, 0, 0, 0, 0, 1, 0, -300.341, -225.696, 0, 1);
	}
	83.98% {
	-webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
	transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.61, -225.049, 0, 1);
	}
	85.49% {
	-webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
	transform: matrix3d(0.999, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -299.599, -224.94, 0, 1);
	}
	90.69% {
	-webkit-transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
	transform: matrix3d(0.999, 0, 0, 0, 0, 0.999, 0, 0, 0, 0, 1, 0, -299.705, -224.784, 0, 1);
	}
	100% {
	-webkit-transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
	transform: matrix3d(1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 1, 0, -300, -225, 0, 1);
	}
	}