Infinity Icon (fi-onsuxl-infinity)
<i class="fi-onsuxl-infinity"></i>
Normal, solid, octagon, symbol, math, mathematics, mathematical, infinity, always, infinite, maths, loop.
M 300 350C 300 350 300 350 300 350C 345 350 383 369 418 395C 447 416 473 441 500 466C 526 442 553 417 581 395C 616 370 655 350 700 350C 785 350 849 419 850 500C 851 581 785 650 700 650C 618 650 556 586 500 534C 444 587 382 650 300 650C 218 650 149 582 150 500C 151 418 217 351 300 350M 300 400C 300 400 300 400 300 400C 245 400 200 446 200 500C 200 554 246 600 300 600C 353 600 407 551 463 500C 437 476 412 453 388 435C 358 413 330 400 300 400M 700 400C 700 400 700 400 700 400C 670 400 641 413 611 436C 587 453 562 476 537 500C 593 550 647 600 700 600C 759 600 800 556 800 500C 800 444 759 400 700 400
onsuxl
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<svg
width="24"
height="24"
viewBox="0 0 1000 1000"
xmlns="http://www.w3.org/2000/svg"><path
d="M 337 -1C 310 -1 285 9 266 28C 266 28 30 261 30 261C 12 280 1 305 1 332C 1 332 -1 663 -1 663C -1 690 9 715 28 734C 28 734 261 970 261 970C 280 988 305 999 332 999C 332 999 663 1001 663 1001C 690 1001 715 991 734 972C 734 972 970 739 970 739C 988 720 999 695 999 668C 999 668 1001 337 1001 337C 1001 310 991 285 972 266C 972 266 739 30 739 30C 720 12 695 1 668 1C 668 1 337 -1 337 -1 M 300 350C 300 350 300 350 300 350C 345 350 383 369 418 395C 447 416 473 441 500 466C 526 442 553 417 581 395C 616 370 655 350 700 350C 785 350 849 419 850 500C 851 581 785 650 700 650C 618 650 556 586 500 534C 444 587 382 650 300 650C 218 650 149 582 150 500C 151 418 217 351 300 350M 300 400C 300 400 300 400 300 400C 245 400 200 446 200 500C 200 554 246 600 300 600C 353 600 407 551 463 500C 437 476 412 453 388 435C 358 413 330 400 300 400M 700 400C 700 400 700 400 700 400C 670 400 641 413 611 436C 587 453 562 476 537 500C 593 550 647 600 700 600C 759 600 800 556 800 500C 800 444 759 400 700 400"/></svg>
<svg width="24" height="24" viewBox="0 0 1000 1000" xmlns="http://www.w3.org/2000/svg"><path d="M 337 -1C 310 -1 285 9 266 28C 266 28 30 261 30 261C 12 280 1 305 1 332C 1 332 -1 663 -1 663C -1 690 9 715 28 734C 28 734 261 970 261 970C 280 988 305 999 332 999C 332 999 663 1001 663 1001C 690 1001 715 991 734 972C 734 972 970 739 970 739C 988 720 999 695 999 668C 999 668 1001 337 1001 337C 1001 310 991 285 972 266C 972 266 739 30 739 30C 720 12 695 1 668 1C 668 1 337 -1 337 -1M 300 350C 300 350 300 350 300 350C 345 350 383 369 418 395C 447 416 473 441 500 466C 526 442 553 417 581 395C 616 370 655 350 700 350C 785 350 849 419 850 500C 851 581 785 650 700 650C 618 650 556 586 500 534C 444 587 382 650 300 650C 218 650 149 582 150 500C 151 418 217 351 300 350M 300 400C 300 400 300 400 300 400C 245 400 200 446 200 500C 200 554 246 600 300 600C 353 600 407 551 463 500C 437 476 412 453 388 435C 358 413 330 400 300 400M 700 400C 700 400 700 400 700 400C 670 400 641 413 611 436C 587 453 562 476 537 500C 593 550 647 600 700 600C 759 600 800 556 800 500C 800 444 759 400 700 400"/></svg>
Internal keywords: octagon, infinity.
Friconix is a collection of free flat icons.
The icons are designed to be embedded on a web page or app.
All our icons are
vectorized to minimize the size and preserve the quality whatever the scale factor.
The icon presented on this page is related to:
- normal
- solid
- octagon
- symbol
- math
- mathematics
- mathematical
- infinity
- always
- infinite
- maths
- loop
To use our icons, you have several options.
The
recommended option is to create a custom board with the icons you need.
The reader will find a board example on this page :
DOT-50 public services pictograms.
Friconix automatically generates a JavaScript file with all the icons of your board. Download the file and add a JS link into the page headers of your site.
Once the JavaScript file is loaded, you can add the
<i> tags with the icons.
The second option is to import all the icons.
While this option is easier to implement, it has the disadvantage of downloading all the icons which can slow down page loading.
This option is detailled on
quick start guide.
The last option is to download SVG, JPG et PNG images from this page.