SVG
Viewer
Dark mode
Light mode
Hide sidebar
Any license
Apache
BSD
CC Attribution
CC0
GPL
MIT
OFL
Public domain
Neon App Icon
Neon App Icons
View collection
Send feedback
Browse all SVGs
Terms & Conditions
Privacy Policy
Rotate
Flip Y
Flip X
Colors
Edit colors
-1px x -1px
Change dimensions
Optimize
28.92 KB
27.75 KB
-4%
Optimize options
Prettify
Prettify options
Edit
with AI
Describe a change to make
Create
Describe a new SVG to make
Wrap
Stop wrapping long lines
Clear
<?xml version="1.0" encoding="utf-8"?> <!-- License: CC Attribution. Made by buatoom: https://buatoom.com/ --> <svg width="800px" height="800px" viewBox="-1.7 0 207.1 207.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <defs> <clipPath id="clip-path"> <path id="Path_57" data-name="Path 57" d="M1234.4,551.7V493.023H1037.3v207.1h58.675Z" fill="none"/> </clipPath> </defs> <g id="Group_53" data-name="Group 53" transform="translate(-1037.299 -493.023)"> <g id="Group_48" data-name="Group 48"> <g id="Group_47" data-name="Group 47" clip-path="url(#clip-path)"> <circle id="Ellipse_94" data-name="Ellipse 94" cx="80" cy="80" r="80" transform="translate(1055.849 521.894)" fill="#fe3d50" opacity="0.4"/> <circle id="Ellipse_95" data-name="Ellipse 95" cx="80" cy="80" r="80" transform="translate(1055.849 511.894)" fill="#fe3d50"/> </g> </g> <circle id="Ellipse_96" data-name="Ellipse 96" cx="55.885" cy="55.885" r="55.885" transform="translate(1079.965 541.01)" fill="#f8e71c" opacity="0.5"/> <circle id="Ellipse_97" data-name="Ellipse 97" cx="55.885" cy="55.885" r="55.885" transform="translate(1079.965 536.01)" fill="#f8e71c"/> <g id="Group_52" data-name="Group 52"> <rect id="Rectangle_38" data-name="Rectangle 38" width="60.745" height="100.766" transform="translate(1093.211 551.511)" fill="#1f211e" opacity="0.4"/> <rect id="Rectangle_39" data-name="Rectangle 39" width="72.948" height="100.766" transform="translate(1087.109 541.511)" fill="#ffffff"/> <rect id="Rectangle_40" data-name="Rectangle 40" width="54.174" height="2.442" transform="translate(1096.496 565.731)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_41" data-name="Rectangle 41" width="54.174" height="2.442" transform="translate(1096.496 575.362)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_42" data-name="Rectangle 42" width="54.174" height="2.442" transform="translate(1096.496 584.992)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_43" data-name="Rectangle 43" width="54.174" height="2.442" transform="translate(1096.496 594.623)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_44" data-name="Rectangle 44" width="34.174" height="2.442" transform="translate(1096.496 604.254)" fill="#fe3d50" opacity="0.1"/> <g id="Group_49" data-name="Group 49" opacity="0.4"> <image id="Rectangle_45" data-name="Rectangle 45" width="148" height="148" transform="translate(1093 525)" xlink:href="data:image/png;base64,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"/> </g> <rect id="Rectangle_46" data-name="Rectangle 46" width="3.506" height="8.24" transform="translate(1175.797 600.117) rotate(-45)" fill="#2283f6"/> <g id="Group_50" data-name="Group 50" opacity="0.7"> <image id="Rectangle_47" data-name="Rectangle 47" width="114" height="115" transform="translate(1102 523)" xlink:href="data:image/png;base64,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"/> </g> <circle id="Ellipse_98" data-name="Ellipse 98" cx="20.624" cy="20.624" r="20.624" transform="translate(1138.033 559.874)" fill="#2283f6" opacity="0.1"/> <path id="Path_58" data-name="Path 58" d="M1158.657,593.844a19.624,19.624,0,0,1-19.407-16.782,19.639,19.639,0,1,0,38.814,0A19.624,19.624,0,0,1,1158.657,593.844Z" fill="#2283f6" opacity="0.3"/> <ellipse id="Ellipse_99" data-name="Ellipse 99" cx="9.653" cy="5.025" rx="9.653" ry="5.025" transform="translate(1149.004 562.815)" fill="#ffffff" opacity="0.3"/> <path id="Path_59" data-name="Path 59" d="M1198.882,614.193c8.107,8.108,6.822,9.746,5.019,11.549s-3.441,3.088-11.549-5.02-14.506-14.855-11.416-17.945S1190.774,606.085,1198.882,614.193Z" fill="#ffffff"/> <path id="Path_60" data-name="Path 60" d="M1138.227,560.068a28.892,28.892,0,1,0,40.86,0A28.893,28.893,0,0,0,1138.227,560.068Zm36.135,36.135a22.21,22.21,0,1,1,0-31.41A22.211,22.211,0,0,1,1174.362,596.2Z" fill="#2283f6"/> <g id="Group_51" data-name="Group 51" opacity="0.3" style="mix-blend-mode: multiply;isolation: isolate"> <path id="Path_61" data-name="Path 61" d="M1174.362,561.793a22.186,22.186,0,0,0-37.867,16.7,22.183,22.183,0,0,1,44.324,0A22.125,22.125,0,0,0,1174.362,561.793Z" fill="#f8e71c"/> <path id="Path_62" data-name="Path 62" d="M1179.087,597.928a28.885,28.885,0,0,1-49.3-19.43,28.886,28.886,0,1,0,57.736,0A28.787,28.787,0,0,1,1179.087,597.928Z" fill="#f8e71c"/> </g> </g> </g> </svg>
Upload
Copy
Download
Share
Preview
React
React Native
PNG
Data URI
100%
Download
SVG
Viewer
Dark mode
Light mode
Edit
Export
Rotate
Flip Y
Flip X
Colors
Edit colors
-1px x -1px
Change dimensions
Optimize
28.92 KB
27.75 KB
-4%
Optimize options
Prettify
Prettify options
Edit
with AI
Describe a change to make
Create
Describe a new SVG to make
Wrap
Stop wrapping long lines
Clear
<?xml version="1.0" encoding="utf-8"?> <!-- License: CC Attribution. Made by buatoom: https://buatoom.com/ --> <svg width="800px" height="800px" viewBox="-1.7 0 207.1 207.1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"> <defs> <clipPath id="clip-path"> <path id="Path_57" data-name="Path 57" d="M1234.4,551.7V493.023H1037.3v207.1h58.675Z" fill="none"/> </clipPath> </defs> <g id="Group_53" data-name="Group 53" transform="translate(-1037.299 -493.023)"> <g id="Group_48" data-name="Group 48"> <g id="Group_47" data-name="Group 47" clip-path="url(#clip-path)"> <circle id="Ellipse_94" data-name="Ellipse 94" cx="80" cy="80" r="80" transform="translate(1055.849 521.894)" fill="#fe3d50" opacity="0.4"/> <circle id="Ellipse_95" data-name="Ellipse 95" cx="80" cy="80" r="80" transform="translate(1055.849 511.894)" fill="#fe3d50"/> </g> </g> <circle id="Ellipse_96" data-name="Ellipse 96" cx="55.885" cy="55.885" r="55.885" transform="translate(1079.965 541.01)" fill="#f8e71c" opacity="0.5"/> <circle id="Ellipse_97" data-name="Ellipse 97" cx="55.885" cy="55.885" r="55.885" transform="translate(1079.965 536.01)" fill="#f8e71c"/> <g id="Group_52" data-name="Group 52"> <rect id="Rectangle_38" data-name="Rectangle 38" width="60.745" height="100.766" transform="translate(1093.211 551.511)" fill="#1f211e" opacity="0.4"/> <rect id="Rectangle_39" data-name="Rectangle 39" width="72.948" height="100.766" transform="translate(1087.109 541.511)" fill="#ffffff"/> <rect id="Rectangle_40" data-name="Rectangle 40" width="54.174" height="2.442" transform="translate(1096.496 565.731)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_41" data-name="Rectangle 41" width="54.174" height="2.442" transform="translate(1096.496 575.362)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_42" data-name="Rectangle 42" width="54.174" height="2.442" transform="translate(1096.496 584.992)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_43" data-name="Rectangle 43" width="54.174" height="2.442" transform="translate(1096.496 594.623)" fill="#fe3d50" opacity="0.1"/> <rect id="Rectangle_44" data-name="Rectangle 44" width="34.174" height="2.442" transform="translate(1096.496 604.254)" fill="#fe3d50" opacity="0.1"/> <g id="Group_49" data-name="Group 49" opacity="0.4"> <image id="Rectangle_45" data-name="Rectangle 45" width="148" height="148" transform="translate(1093 525)" xlink:href="data:image/png;base64,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"/> </g> <rect id="Rectangle_46" data-name="Rectangle 46" width="3.506" height="8.24" transform="translate(1175.797 600.117) rotate(-45)" fill="#2283f6"/> <g id="Group_50" data-name="Group 50" opacity="0.7"> <image id="Rectangle_47" data-name="Rectangle 47" width="114" height="115" transform="translate(1102 523)" xlink:href="data:image/png;base64,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"/> </g> <circle id="Ellipse_98" data-name="Ellipse 98" cx="20.624" cy="20.624" r="20.624" transform="translate(1138.033 559.874)" fill="#2283f6" opacity="0.1"/> <path id="Path_58" data-name="Path 58" d="M1158.657,593.844a19.624,19.624,0,0,1-19.407-16.782,19.639,19.639,0,1,0,38.814,0A19.624,19.624,0,0,1,1158.657,593.844Z" fill="#2283f6" opacity="0.3"/> <ellipse id="Ellipse_99" data-name="Ellipse 99" cx="9.653" cy="5.025" rx="9.653" ry="5.025" transform="translate(1149.004 562.815)" fill="#ffffff" opacity="0.3"/> <path id="Path_59" data-name="Path 59" d="M1198.882,614.193c8.107,8.108,6.822,9.746,5.019,11.549s-3.441,3.088-11.549-5.02-14.506-14.855-11.416-17.945S1190.774,606.085,1198.882,614.193Z" fill="#ffffff"/> <path id="Path_60" data-name="Path 60" d="M1138.227,560.068a28.892,28.892,0,1,0,40.86,0A28.893,28.893,0,0,0,1138.227,560.068Zm36.135,36.135a22.21,22.21,0,1,1,0-31.41A22.211,22.211,0,0,1,1174.362,596.2Z" fill="#2283f6"/> <g id="Group_51" data-name="Group 51" opacity="0.3" style="mix-blend-mode: multiply;isolation: isolate"> <path id="Path_61" data-name="Path 61" d="M1174.362,561.793a22.186,22.186,0,0,0-37.867,16.7,22.183,22.183,0,0,1,44.324,0A22.125,22.125,0,0,0,1174.362,561.793Z" fill="#f8e71c"/> <path id="Path_62" data-name="Path 62" d="M1179.087,597.928a28.885,28.885,0,0,1-49.3-19.43,28.886,28.886,0,1,0,57.736,0A28.787,28.787,0,0,1,1179.087,597.928Z" fill="#f8e71c"/> </g> </g> </g> </svg>
Upload
Copy
Download
Share
Preview
React
React Native
PNG
Data URI
100%
Download