Searched refs:matrix (Results 26 – 50 of 191) sorted by relevance
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1 …matrix(.7071 -.7071 .7071 .7071 -12.4554 30.07)" cx="30.1" cy="30.1" r="30.1" fill="#d81f2e"/><pat…
4 …<path transform="translate(-2.113 26.2597) matrix(1 0 0 1 -387.206 -272.99)" fill="#000000" id="im…5 …<path transform="translate(-2.113 26.2597) matrix(1 0 0 1 -387.206 -272.99)" fill="#ffffff" id="im…
3 …e" x1="63.041" y1="-14.466" x2="122.93" y2="-113.563" gradientTransform="matrix(.09375 0 0 .09375 …7 …se" x1="164.137" y1="-58.54" x2="254.061" y2="-58.54" gradientTransform="matrix(.09375 0 0 .09375 …
17 matrix:24 matrix:
11 matrix:
16 matrix:
9 matrix:
10 matrix:
72 $matrix = array(78 imageconvolution($imgBlur, $matrix, 16, 0);
1 <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 640 480"><g fill-rule="evenodd" stroke-width="1pt"><path fill="#ce0000" d="M320 0h320v480H320z"/><path fill="#fff" d="M0 0h320v480H0z"/></g><g transform="translate(-12.4 -30.8) scale(1.5986)"><path fill="#f1eeee" fill-rule="evenodd" d="M104.8 108c0 .9-.9 1.5-2 1.5-1.2 0-2-.6-2-1.4 0-.8.8-1.5 2-1.5 1.1 0 2 .7 2 1.5z"/><path fill="#c00" fill-rule="evenodd" d="M40.7 101v37.2H78c0 6.2 6.2 12.4 12.4 12.4v37.2h37.3v-37.2c6.2 0 12.4-6.2 12.4-12.4h37.2V101H140c0-6.2-6.2-12.4-12.4-12.4V51.4H90.4v37.2c-6.3 0-12.5 6.2-12.5 12.4H40.7z"/><path fill="#ffe600" fill-rule="evenodd" d="M42 102.2V137h37.2c0 6.2 6.2 12.4 12.4 12.4v37.2h34.7v-37.1c6.2 0 12.4-6.2 12.4-12.4H176v-34.8h-37.2c0-6.2-6.2-12.4-12.4-12.4V52.6H91.6v37.2c-6.2 0-12.4 6.2-12.4 12.4H42z"/><path fill="#707070" fill-rule="evenodd" d="M43.2 103.5v32.2h37.2c0 6.2 6.2 12.4 12.4 12.4v37.2h32.3v-37.2c6.2 0 12.4-6.2 12.4-12.4h37.2v-32.2h-37.2c0-6.2-6.2-12.4-12.4-12.4V53.9H92.8V91c-6.2 0-12.4 6.2-12.4 12.4H43.2z"/><path fill="#a0a0a0" fill-rule="evenodd" d="M44.5 104.7v29.8h37.2c0 6.2 6.2 12.4 12.4 12.4V184h29.7v-37.2c6.2 0 12.4-6.2 12.4-12.4h37.2v-29.8h-37.2c0-6.2-6.2-12.4-12.4-12.4V55.1H94.1v37.2c-6.2 0-12.4 6.2-12.4 12.4H44.4z"/><g fill-rule="evenodd"><path fill="#d0d0d0" d="M94.4 89.2c2.1 2.2.4 7.5-4 11.9s-9.6 6-11.8 4c-2.2-2.3-.4-7.6 4-12s9.6-6 11.8-3.9z"/><path fill="gray" d="M91.7 91.8c2.2 2.2 1.6 6.3-1.3 9.3s-7 3.5-9.2 1.3c-2.2-2.2-1.6-6.3 1.3-9.2s7-3.5 9.2-1.4z"/><path fill="#d0d0d0" d="m80.8 98.4.8-.8 3.5 1.7-1.7-3.5.9-.9 3.5 7-7-3.5zm5.2-5.2 1-1 5.2 5.4-.9.8z"/></g><g fill-rule="evenodd"><path fill="#d0d0d0" d="M139.3 105c-2.2 2.2-7.5.4-11.8-4s-6.2-9.6-4-11.8c2.2-2.2 7.5-.4 11.9 4s6 9.6 4 11.8z"/><path fill="gray" d="M136.7 102.4c-2.2 2.2-6.3 1.6-9.2-1.3s-3.5-7-1.4-9.2c2.2-2.2 6.4-1.6 9.3 1.3s3.5 7 1.3 9.2z"/><path fill="#d0d0d0" d="m130.1 91.4.9.9-1.8 3.5 3.5-1.8 1 1-7.1 3.4 3.5-7zm5.3 5.3.8.8-5.2 5.3-.9-.9z"/></g><g fill-rule="evenodd"><path fill="#d0d0d0" d="M123.5 150c-2.2-2.2-.4-7.5 4-11.9s9.6-6.1 11.8-4c2.2 2.2.4 7.5-4 11.9s-9.6 6.1-11.8 4z"/><path fill="gray" d="M126.2 147.3c-2.2-2.2-1.6-6.3 1.3-9.2s7-3.5 9.2-1.3c2.2 2.2 1.6 6.3-1.3 9.2s-7 3.5-9.3 1.3z"/><path fill="#d0d0d0" d="m137.1 140.7-.9 1-3.5-1.8 1.8 3.5-.9.8-3.5-7 7 3.5zM132 146l-1 .9-5.2-5.3.9-.9z"/></g><g fill-rule="evenodd"><path fill="#d0d0d0" d="M78.6 134.2c2.2-2.2 7.5-.4 11.8 3.9s6.1 9.7 4 11.8c-2.2 2.2-7.5.5-11.9-3.9s-6-9.7-4-11.8z"/><path fill="gray" d="M81.2 136.8c2.2-2.2 6.3-1.6 9.2 1.3s3.5 7 1.3 9.2c-2.1 2.2-6.3 1.6-9.2-1.3s-3.5-7-1.3-9.2z"/><path fill="#d0d0d0" d="m87.8 147.8-.9-1 1.8-3.4-3.5 1.7-1-.9 7.1-3.5-3.5 7zm-5.3-5.3-.8-.9 5.2-5.2.9.8z"/></g><path fill="none" stroke="#707070" stroke-width="1pt" d="M269.3 414.6c0 41-34.1 74.4-76.2 74.4S117 455.7 117 414.6s34.1-74.4 76.2-74.4 76.2 33.3 76.2 74.4z" transform="matrix(.34191 0 0 .35003 43 -25.5)"/><path fill="none" stroke="#707070" stroke-width="1pt" d="M269.3 414.6c0 41-34.1 74.4-76.2 74.4S117 455.7 117 414.6s34.1-74.4 76.2-74.4 76.2 33.3 76.2 74.4z" transform="matrix(.2605 0 0 .26669 58.6 9)"/><path fill="#d0d0d0" fill-rule="evenodd" d="M100.3 140.7a1.2 1.2 0 1 1-2.5 0 1.2 1.2 0 0 1 2.5 0zm19.8 0a1.2 1.2 0 1 1-2.5 0 1.2 1.2 0 0 1 2.5 0zm-12 0v1.3h-1.6c-1.7 0-1.7 1.3 0 1.3h1.6v1.2c0 1.4 1.5 1.5 1.6.1v-1.4h1.7c1.7 0 1.7-1.2 0-1.2h-1.6v-1.3c0-1.3-1.7-1.3-1.7 0z"/><path fill="#d0d0d0" fill-rule="evenodd" stroke="#707070" stroke-width=".1" d="M102.8 122.3v.8s-.4.5-2.9.7c-2.5.2-2.9 0-2.9 0 .1.7.6 1.9.4 3.3.1 1.7-.4 3.2-.4 3.2 0 .1-.3.2-.8.1.4-.4.4-1.4.4-3 0-1.4-1.5-3.7-1.2-4.3.3-.6 7.4-.8 7.4-.8zm9.8-2.6 6.5-.1s1 2 .9 3c0 1-.4 2-.8 1.5-.5-.5.2-.4.3-1.5 0-1.2-.8-2.3-.8-2.3s-1.8.7-4.4.6c-2.6-.2-1.4-1.2-1.7-1.2z"/><path fill="#d0d0d0" fill-rule="evenodd" stroke="#707070" stroke-width=".1" d="M113.4 121.6c2.4-.1 4 .2 4 .2s1 2 1 3c-.1 1-.4 2-.9 1.5-.4-.4.2-.3.3-1.5 0-1.1-.8-2.3-.8-2.3s-1.7.7-4.3.6c-2.6-.2-1.8-.3-2.1-.4-.3 0-.4.8-4.3.9-4 0-6-.9-6-.9s-.4.6-2.8.8h-3c.1.6.6 1.8.5 3.3 0 1.6-.5 3.2-.5 3.2h-.7c.4-.3.3-1.4.4-2.9 0-1.5-1.6-3.7-1.3-4.4.4-.6 2.2 0 2.5-.3.3-.4-1.6-2.7-1.2-4.8.3-2.1 2.4-1.5 4.9-1.5 2.5.1 8 .8 9.4 0 1.4-.7.8-3.4 2-5.1a4.1 4.1 0 0 1 3.3-1.5c.9 0 2 3 2 3.7l-.3.4h-.4v.3c-1 .1-1.1-.8-1.7-1.4-.2 1 .8 4.4.8 6.6 0 1.8-.7 2.6-.8 2.5z"/><path fill="#d0d0d0" fill-rule="evenodd" stroke="#707070" stroke-width=".1" d="M105.5 118.4c0 .7-3.1 2.4-3.4 3-.2.7.8 1 .5 1.4-.3.4-.6.2-.7.3l-1.2-2.5s3-1.4 2.9-2c-.1-.6-2.2-1-2.6-2.4s-.2-4.3-.5-4.9c-.3-.6-4-1.2-4-2 0-1 3.8-3.4 4.2-3.8.4-.4.8.4.4.7-.4.4-3.3 2.7-3.3 3 0 .4 2.4.8 3.2.8.9 0 1.3-.4 1.3-.8 0-.3-.9-.3-.9-1s.5-1.2 1.3-1.2c.4 0 1.2.5 1.2 1.1s-.7.7-.8 1.1c-.1.5.8.8 1.6.8s3.6 2.1 4 2.5c.5.3.9.3.5.7-.4.4-.2.8-.6.4a1.5 1.5 0 0 1-.4-.7c0-.3-3-1.8-3.5-1.5-.4.4 0 4.8 0 5.2 0 .7.9.7.8 1.8z"/><path fill="#a7a7a7" fill-rule="evenodd" d="M100.3 109.9h5v5.1h-5z"/><rect width="30.6" height=".4" x="138.6" y="-25.7" fill="gray" fill-rule="evenodd" rx=".5" ry=".2" transform="matrix(.55442 .83223 -.88237 .47055 0 0)"/><path fill="#d0d0d0" fill-rule="evenodd" stroke="#707070" stroke-width="1pt" d="M180.7 42.5a7 7 0 1 1-14.2 0 7 7 0 0 1 14.2 0z" transform="matrix(.11563 0 0 .10345 80.7 101.5)"/><path fill="gray" fill-rule="evenodd" d="M115.9 112.5c0 .3-2 .7-4. (…)
7 url https://www.github.com/turtlewilly/dokuwiki-matrix-notifier/
1 <svg xmlns="http://www.w3.org/2000/svg" viewBox="0 0 59.5 59.5"><ellipse transform="matrix(.9511 -.…
8 matrix:
13 matrix:
14 matrix:
2 <rect width="16" height="10" rx="1.5" transform="matrix(1 0 0 -1 0 14.5)"/>
12 matrix:
63 var m = R.matrix();72 m = p.matrix,433 this.matrix = R.matrix();465 var matrix = this.matrix.clone(),471 matrix.translate(1, 1);473 skew.matrix = "1 0 0 1";475 split = matrix.split();477 o.style.filter = matrix.toFilter();490 skew.matrix = Str(matrix);491 skew.offset = matrix.offset();
