/*EN: Loading symbol - position and background color*/
/*DE: Ladesymbol - Position und Hintergrundfarbe*/
.loading {
	display: none;
	position: fixed;
	z-index: 1000;
	top: 0;
	left: 0;
	height: 100%;
	width: 100%;
	background-color: rgb(255, 255, 255);
	background-position: 50% 50%;
	background-repeat: no-repeat;
}

/*EN: Contents of the symbol - cut off, no scroll bar*/
/*DE: Inhalt des Symbols - abgeschnitten, kein Scrollbalken*/
form.xm-loading {
	overflow: hidden;
}


form.xm-loading .loading {
	display: block;
}

/*EN: Integration of the individual charging symbol*/
/*DE: Einbindung des individuellen Ladesymbols*/
.loading .animation{
	background-image:   url('data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIAAAABTCAYAAABXlA9KAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAABU0SURBVHhe7d0LvGxVXQfwA1wySErLoELMHmZRlFpUhMYAppmIKSImGFA+8lFmJj1UwEdppZVGU5Z5EgLKtEIFy0DBosTUtBJLxLBjWERqPoEL3H7fPbPOXXefPXNec+bce+78Pp/fzN5r79mv9V//9V///3/t2Wdub0G/9+X5fGD4feH9w28KDw3PmHvalRfle6/E1haAfu/r83lS+Mjwe8JtIewI/y48L3xdBOBOhXsjtp4A9Htfms9TwjPCo8L6Hv8v/KPwVan0f25K9nJsHQHo9w7P5zPC08KDFFX4l/C3wwtT8Z9pSmZosOcLQL/3oHz+XPiwcF9FQ9wRXhq+MnxbKp7an6GFPVcA+r1ePs8Nvz+s7+PW8PzwZan0DzUlM4zEnicA/R4L/iXhQ8L6+rV41vw5qfh/b0pmWBZ7jgD0e1+Vz18KTw/3U1Thb8JnpeLfM1idYaXY/QWg31PZTw1fFN5NUYWbwp8NGXd77VBuPdi9BWBg2b86NJyrwaAznNPq/7cpmWFN2D0FoN9zXT8V6usPUFRBq39KKv4vBqszrAe7nwAMXLZ/GD6iWd8Vbw1PT+X/12B1hvWiHjdvPvq9b8nnNWG78vXvZ4cPm1X+ZLH7aIB+T5DmzeHdm/Wd+HR4airethkmjN1DAPq9B+dTn/4lzfpOfCx8eCr/nwarM0wamy8AA48el+2BzfpOXB8en8r/6GB1ho3A5grAwKt3ZSiCV+Mj4TGpfBpghg3E5glAvycZg8Hnu8b/hEel8mmAGTYYmzMK6Pe+KJ9/GrYrf3t40qzyp4fNGga+IGx79+CFqXx+/RmmhOl3Af3ekfn8+7Ad0PlAeP8IAC2wFPMLtIYUr28IaY67hvDJUNj3vXNnHvaFpmSGFWO6AjBw8ap8+XltUP1/NlxW4fa9Xyif79jwO8P2MLGGdK9XhefOBGHlmLYA/HA+/3ywsgtuDO8VAbgjFa+Sfyz8iVAwaLW4LDwhQjDLAFoBpm0DPHv43cblw8onIP8aSuNaS+XDD4XfPVicYTlMTwD6PX330YOVJbgulf+UfOsC7tmU7ISWzBkk/EuAHheKFH4+HIUjht8zLIPpdQH93tPzKQ+/Cy+YO+CCp+X7Kwerjf//HeFfhSKA1+2i0gf2AcPvG5v1pTgp+++0J1aCgX3CyHxAsz43d0W00ieGy1sW0xSAP8invr0Ll0YAXpZv1v0Hww+kAiV3dmN+QVqYkHEXPhsemt8TovHo9/bPJ63E0Hx4SKDKMxF1NCrZ0tHHaQoA40zqdhduCw/Pw17eATS/8IP5ZEh+cbO+FM9P5b94uLwUAyfUcaEZQyeGB4ejcFqu6cLh8pbENI3AcTl7KuWCVE4Z23djfuFH8ylqOKrydRu/Mlis0O8dGJ4YviZrRhxvCZ8Yjqt8+M/h95bFNDXAK/LJeBuH94dPTKt792B1iPmFu+Tz10Izf0Zds98el9b/iZzLPvcJjw9pDC1+vHAtxbXhEbmWLZ1sOk0BkOXzxsHKWHjgl4d/Er5j7oD5tPZtJnqIHHZjx803zN32inPm7rzha7L2XSFHU3s0sRqwP3qp/HcOVrcupikAXL9alWnZK0B235Yh/f6PivW//+jrvP2qubntr81Ctwd5DeBFPCWV/6bB6tbG9AQA+r1j8ql1l2na3dg3o7H9M2DY92uHBR3Y8fnUeRTDHVcPCyaC94beF7DXzByergBAv2fa9u+HS4Vgn3TT204Ouf7HXNod6e63z0cIJjYl4MOhFPTXpvJNMdtrMH0BgH6PcWYcP+ynqfvYadsePRCCUVDh2y+KALxrWLAu6Of/MuSfuGxvq/iCzREA6PcOyumfM7ffA86a2/bYu8zty34bgR23pK+/bMCm3taM/w7fHsowfksqfct7+pbD5gnA/IJ5/b8cem/PCMSwu/3K8JIIgWjvqvC5UGDpH0MqwythPphKn80hrDB9AZhfUOHPD38gHHX+L0TdXzJ366/efW7HjboJDhvOH44rMYHbQy5fUnFz+PFQAul/hBJKxQluSGVPbGiwVTEdAZhfMATkBzCT1wSQUeelkiV1vHLuzMN2+uAHjh3H8E0AduytffaksbECML8g1987e34mvK+iEZAO1g/PT8Vr2TNMCRsjAPMLVLY5/XiIog6I578hNCS8OhU/65s3AZMVgPmFb80nf79W357pA9Q3P78h4MWpdAmdM2wi1i8Ag/5dmPcnQ3P82hFGlf5voXkAKl28f0U4+NjzxOv59j9y09ufYQi3C7JdfGBbtv3DoKQp4z40pvxQyhtPUcqkiC1k/eNZlvAhuETjOK6JKA2yze+K+1GI+tps3yXBNPvINjog5Y0zYrjedl58NNtvzDbaj8+D0XpVyhbvIdvuna+vDt9XzpEyM6Q0InhXyhs7J+Xlnj4VMna/LdwF2Vey7aqx9nDw/MKh4c9nicXNb+6lTeV4Hp7Q7C+ELvbwVPzZq6n8IcwUNnx7VLNWIQ/ly/IlWHNNlusJJiKGfvOLzdoAsoq8PBLkEvAfe2Aq6eKwVKB0M781N4Gm+nC2iSo2yLKwtW3vzPJhTeGgC/Obmo/P9u/It2GoQJacAnMhanBA2feEZm2Abw/LMWRBF8iRVCZpRq5k2afwb8M1YT35AF7IxH0qjYp3xgP79ZC1f3Aq+5jwpeG1IS0waTw0NFIw9LNcw/WclkqgQbpwQaj1PS8kGB4wlOv0kL1+zoupnqxgCLEMWAhLcoukEsKgdTuuZSOZZ4Y0LAGS6iYc3iDX5V1H/CCEUCZSG+6pOVf2pWFdS3nzGb+Gc0ihA0mwY4Im47EeAaBKSak0qrulko8Mnx2+OVy112YN8OBNLNUC2g9RZhH7ouvhwq3UcSh5hHvx1Dxo6rd0iZ/ONi1dWlmt3rXWq4b04Knem0JqWZfyOcuht5H6HU1o+6fCWvvJUXB93l760Jy7XQ/ObdY06OYIQfMGtBznNufIYgmElPOvCWsXgDMPuzE0G+f68JZh6VSQByaQ5CH+dehhPThl7dYuRizwtBzeFlLt3k5SNMD9cjzdF6Gok0tpN/s75/HZhy0xCrKOtPx3Z792NrTjcEk7Di1Tq3sg2EfndypeMguB2xCn1no0wGaCM+krwlIZKopKraHv1bqWS/sq7w42IaVoAFqBm/olaV2EjNAx9r4uFM7W52rh7XPWMNI5K6Ser8rvn6Qw34RX93F5jk3V3zBcr6Fr8HIsrV9o9IpwQ7CnCoAWxNfvAXuw1O8uDzEPVz6flmRIOg5aIBgNFA3AEuejeHoqrGgW6p8173zmMLDQR3Uxzr8jlMZmepuKfvmw8rnCGbfHZv038+2cTXdSwb0ZZRhVETJCtyHYkwXAkMhEU8NEBlj7IYJWKJG00whNBVCxjw79XrZSgf6Zdc9YY4ABm8N+zomW2y13CSIERkmEyRvMaQ3XzrYwDHQcQ8Ajcy1tTWUUZXocDcVTuiHYUwTgqDygM4bUX3Irn5WHezRm2StkD882KrqGDOJ7he03jN47+56ab6+m0ULPznHasQX9rsp5RPZVOXwJz63O+cLwvtnWOTkl5U8IHxNqxY8Jr8/vCC0BeH11HFpEPbRHMmwE3ccV2a9TgCeB3V0A3LghnaHa7w6p4hidtVr0sOwnwkhNs761PmWmlPkuFWxZq9bC+Q9Oz36/l2/QldhOfZdzqBgt3THNVCrQvZRzgu3OXaAbeV3IhnBcw1L5kARysU/PedgA/AWOs3j+0OhGXKSxQQLHrg3Bet81Y7cWgDwc/TK1WfM5vrPNG0MbZJn6ts1rZZ8b6hYKjMdtM+QC1r71g/K7I0LGYsFvhY5NvYPJqow/43vlixHKLPNuOo4xP5j76FwNsp2TjKHKg3efrHNaXRf6zcVhDc6yM0PGn/PwJIqV0Fzl+oxoTGYp0K04Fr/ADDOsDeuOBUSt6Y/nB2sNLo306pMXkX34xOv3AlydfbRk2+QIMMTenzLRQ2WMH8bbe1ImxqCMKj7H8hi8Jvu/Ovvy7NVaoMYx2Wd79jk5y88aFM29KWW8mg2yTYvULVCvD8q2O1OmhdMENbTS94XnZR+qvEH21e3wkLbxmezX9PXZx59dcJ8X6HLMWtI9XJj9mm6sIPt7ha7Rh+7IM5cgo4uQ0Hp+9udaXjUm0QUYP3vfT+FTc7FtwWJB1/vUuQGsYWUlCAL6SWXUdcE9wvoYXSz+eb/r2o7lng3/Stnzcs1cwwVUa9lW7sW4vJQVCvSYss7Z45oLxAHa+2ItlIzHepvxPvvG9DXqfRE59vfmy0iAb8Kw0NC0TFsrf4W3JkzSBtBaXBTDqt36zL4F/eZaIZpo/Ix16+IpK+WLrXiI3wjLtoZpKQynNoSu/e/QSiFWwMvHRtBy9fVd/gb2SH3+Lq0gM1nrFjMomvSEVHoj/Pl2HjOqCCwN4VkekvtwDdLljBQYx2vCJAVASymzaTyYBrkBrUlL8aBE5dYEKjHkUzeUqqd+f7aUh85Rg8+/bCu/bcM43Vj7ybnWOqo4DmIFN4eXZLmM0d1nG7fU5w67YiTbU/7JkCqvJ7YWv4D8CkKgS3hI9ntj2IwG8m20IvawGA5fLSY9Cnj98HtRAAI+e/2V4cy0/7LtwFTqIRXb/gDg9PHiCiqe5b4S3CPHumfofQdCuIaYXfMe71qdG9tvRF1EtnFK8ReA52SyK5Rw8RtS0RN3CE1aAIxdZehyypQ4elH/XS+HmgTGjYO1HkO3Qv1rF8TZtc4n5bqLHTEODD8hYYaXLOQTUzldE0nlANTnb3dRcFzOaXhoWOu9Bo77uByvaKviaKqTXs71m4pr7lonLQCcE6WiH5kLY6zwdHFirGRm8FowbiTDB89hU+gPJJcgD1s2MntBdE8UcDkw0iR5EAQG7Ytzr20vJFDr9flVdBs0D6FjBwDPn2BUgUgleLYF7An9v98RECOUNWHSAgDFgtXyedxc7JW5qc34b5+Lct5jK/rTiVEQmHGNPx4ul2DxzByL0ScnwjR2UbuSVFKj3zq/c7ShsnUNTbQw4O42KiigOcDIosDwVWyhvM9ozcP5jRAAQQyTNQxNyjuBNkr9TwypHF3Ay0MtbkUjgvxG91P+qq6uoNWAIcfA050UDVGyfUDIG04pWib73xnSqu34xaoxcQEYXpgKd+zHh1TXWv/gaZ/c9H4ttqV9nA2w5PfD8lHgCtYXj34ZxQCOtX8omldabtefVe5bnxuH5UswFCZJLHBy9mX5A6EkIIaqb035A8M1t/g2NkIDQO3IuCY3Z/y6FkiL4m2rWatHGPcweBl3+X0eHodSJ3KdPGtL3zG0FPp2xxOzZ+zyLYgOtuFY9fmXe3MZv78GwxZptGeuid3CKyoyqb+XAPOx3Id3GFheFyYhAOVBYDFUqC1dgTIBmgK5a8pqY8hLIJXVOXNlP4mmDK2akiVoGdvRehusYtuo5/bv/RYEfOxT5wHA74Sii7axvIuGUQHlnAIwXiYhZGwIeWQqqs7aUWld5y9DOzB6sM/is8gxyshC+WKaWMrZGdzT7AzPicHIEUSjyE56aTjDDDPMMMMMM8ywYnRZ0OOGSmXcaZ91j0HXiHJ9Xecft213x3LPdGrPnNU7iiWBggXLfz5tPCF0HaP+S5Blbnt7IsbuAFb8qHfaGeO77vYQt0ASiO0FHEX1W1clytTJJeuCE0mYlHjQJrcuGF+PzInfQBQBQFG4GnzjZdvuKACGi5I/u1AEoMw9bEOY2jMv4K+QQwi0+LjfjsUoP4D0Jk6GNst8/mbm7GCxyWaVzSOBgX9c7L8NWUPCmo8N24GLklXL6cMPX2cBjUOZ7VvwI8PvNvjZJVOa+bs403eIcm4Pj3BJ4ATCJS2tzM+rIY3chNEyX6DAvtzfMn+dq07zLqnsInx1qLwL5jcIC9cZRhJtPHPwe89THMA5y/FkBn3zYLGB7VLINNxVgTTJZBmHugsQ5SIcfsepIbJWUplBHryoHHewBAr7FV83ybYuUsjBwbFiXWV0oWgAQZX2q+Vl1Ar22F40gG/haY4d57DNC6oKrJv75/q1Tn2sOIBycwZ8/3RYIANYmQknnDWyecr8QLkQKsl2Wb+COMLjIAwsw1mc33W2UTQApxQHmmfF/VtiKXUX4PeWfdMq9brZzsD5pkyGEWeWeyn20bLwQ5XRxWI0tgVA8EdaFPD/O0ZpbR6U9/8U6Lt472S8FAGok0h5wkb9U3gRADfjmy8eivrX2n0XAWATvGiw2KD8vqSsWV6cth3wDvLilbeYuq4SjKG97F+3MvdeXMcEgJexbOeps3/5hzRu3nKsNooAmEpWIDmlCHnbBuBxpWWgdAHlf5LkFVqvw9OEo/M/FEZ1AVosKW+zvogaWnwJ914Uakl87sKqKokPXMXL8HUMN1zPiK1zBVRAEaZRcHxCKJsYqHi+8TrfT5KnoE4JsICsXm7c2tiqJ5hw3WrVxV2sFXsRBZjhI+BDtbsPdF91l8cdXPp5rVnDKLEHx2zeBDIGJaMKTCqRQ9gVmpb6Nmq2sG6N4EjELdep65Y7uQSjBIAaItltjkKxDQq0UJVc3gzuYvSbImf6+XYl1LkCKleSxHKgKYoA6GZkzNaQbQztPEBh37p1qKQa7Qdb/pzCvTCC3Qf6wwkJGfVQuv3mUZqk3IvKX04ANLyCEkDrSmMbdxzXKVZQX6fG0DmVfVLRQJXdhmOX4RoDzTCIccWIkpo1Lsd/JQKgwt0sa1gr/OOwRsn+aWcoa5F1pZeMG3De9rmLAAjUsFEYvGYLif+bnVwLXvs5MNbK7GKtdpQGLagNv2Lcdb38oZ38WoMQ6Wrq69Sd7DJXo2CUAEhBVlld7EKXAICMWwZYMwlkCMti3KMeRt1qloO5eipAtKwNBpdUcn1iAeNTazBxowvuo37RhGspAkAly3LSH4PJLrrFWpu0n0N9LJqNsJWhdBcIFNAqKk3X2JVJxQZgW5Q0Mih14zp1icUv4H51feykFUHFjGJpZW0j0Elr2LcMsUiidHBlQsdUW5HuYgTWM2xZsovz/looRlyB2T3WS+YsNWe9GIEM0WLN66YIZD0sUl6Pn9kRZQ4hGA0tvkUs4AjTRTAW/bbOdNJ/t408+5ThqWsnBMraIDjKaUbf6A0jpRtrG4FlPxoJpONbL/MK+AzYHOU6d5loMmnITcMa7XVQ1iWFo/adJIwOulpe13W3tU/XtVDVdesD+3Udr42uPr0GrVyygcbBPdX9OsO5jF4Kuq5zhhkK5ub+H+G/amcGjKlKAAAAAElFTkSuQmCC');
	height: 100%;
	background-repeat: no-repeat;
	background-position: center;
	-webkit-animation: scale-up-center 3000ms infinite alternate-reverse both;
	        animation: scale-up-center 3000ms infinite alternate-reverse both;
}

/*EN: Scaling while loading*/
/*DE: Skalierung beim Laden*/
@-webkit-keyframes scale-up-center {
  0% {
    -webkit-transform: scale(0.5);
            transform: scale(0.5);
  }
  100% {
    -webkit-transform: scale(1);
            transform: scale(1);
  }
}
@keyframes scale-up-center {
  0% {
    -webkit-transform: scale(0.5);
            transform: scale(0.5);
  }
  100% {
    -webkit-transform: scale(1);
            transform: scale(1);
  }
}