8

I downloaded the Inter font from google fonts and then took the variable font file and uploaded it to font squirrel so that I could just embed the base64 directly into my CSS.

The problem is that the font weight is not accurate as compared to using the separate downloaded weights (400, 500, 600). I read elsewhere that with variable fonts you can use any font weight under the sun.

Instead, it looks like the only font weights available are 500 and 600. 500 is the regular one and 600 is extremely bolded (and kind of ugly). Am I doing something wrong? Here is my CSS declaration for the inline font:

@font-face {
  font-family: 'Inter';
  src: url(data:application/font-woff2;charset=utf-8;base64,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) format('woff2');
}

Then in my code I set the font family to Inter and try altering its font-weight, but it only lets my choose two values instead of what I assumed would be an infinite amount due to the fact it's a variable font.

Here's a fiddle demonstrating the problem: https://jsfiddle.net/tnc4y0w5/

My end goal is to be able to embed the Inter font (with just the Western languages subset) into my CSS and have it basically look-wise to the external google fonts link.

Ryan Peschel
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  • Please provide [minimal reproducible example](https://stackoverflow.com/help/minimal-reproducible-example) like codepen. [Here](https://codepen.io/radoslav-valchev/pen/KKVbgoj) is a simple example with Manrope font. I have included it via `link` tag. @Ryan Peschel – Rado Aug 19 '20 at 08:19

4 Answers4

7

For variable fonts, you want to use the font-variation-settings CSS property, not the font-weight.

Also the file you are using represents one of the static versions of this font, to use variable fonts from GoogleFonts you can request a range of weights by appending :wght@min..max to the stylesheet's URL:

@import url('https://fonts.googleapis.com/css2?family=Inter:wght@200..900');
.t1 {
  font-family: 'Inter';
  font-variation-settings: 'wght' 200;
}

.t2 {
  font-family: 'Inter';
  font-variation-settings: 'wght' 400;
}

.t3 {
  font-family: 'Inter';
  font-variation-settings: 'wght' 500;
}

.t4 {
  font-family: 'Inter';
  font-variation-settings: 'wght' 200;
  animation: weight 2s infinite;
}
@keyframes weight {
  50% { font-variation-settings: 'wght' 900; }
}
<main>
  <span class="t1">hellofg</span>
  <span class="t2">hellofg</span>
  <span class="t3">hellofg</span>
  <span class="t4">hellofg</span>
</main>
Kaiido
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  • Yeah, I haven't had an issue getting multiple font weights working with linking to google's fonts, only when trying to embed the variable font as base64. Could you give an example of doing that with font-variation-settings? Because I tried that property as well and could not get it working. – Ryan Peschel Aug 19 '20 at 09:34
  • Also, how do you know I'm using the a static representation of the font as base64? I uploaded the variable font file to fontsquirrel for processing, so shouldn't the data URI base64 representation be of the variable font? – Ryan Peschel Aug 19 '20 at 09:36
  • @RyanPeschel using the font-weight you weren't using the variable-weight properties of the font, but just different static font-weight. [Here is an example](https://plnkr.co/edit/JOjQwNFJ3oPbjZ3d?open=lib%2Fscript.js) using the correct `Inter-VariableFont_slnt,wght.ttf` file as a data:// URL. And I know you weren't using that file because the file you have is only 15KB while the real one is 748KB. Regarding FontSquirrel's services, I don't know about it, and it's off-topic for SO. – Kaiido Aug 19 '20 at 12:11
  • I was using that file. FontSquirrel lets you select a subset of the character set for exporting. Because I only selected ASCII characters the file size was much smaller. I guess I need to ask a separate question on how to properly turn these files into base64 while retaining the variable weight encoding. – Ryan Peschel Aug 19 '20 at 12:18
  • Well certainly their service also scrapes out the variable-wght info from the font. And except if you are the author of this service and looking for help on how to fix it, asking about this would be off topic for SO as it's not programming related. – Kaiido Aug 20 '20 at 00:45
  • font-weight: [number]' works fine if you set font-weight: range in @font-face at-rule. here is example for local fonts https://codepen.io/n4ks/pen/vYXxboa – n4ks Dec 15 '20 at 22:22
  • @n4ks Please double check you only have the variable-font version installed on your system and not the whole set with different font weights. – Kaiido Dec 15 '20 at 23:07
  • @gpoole's answer down below worked better `font-weight: 100 900;` didn't have to manually declare all the font-weight one by one cause mine was actually going from 100 to 900. – maiakd Jan 05 '23 at 13:21
  • @maiakd Google probably did change their setup since this answer was posted. Good there is a more up to date answer (by the way, you can sort the answers by "trending", gpoole's answer is first). I'll have to double check when I get time if mine needs an update or at least a notice, so thanks for the heads up. – Kaiido Jan 05 '23 at 13:37
6

The information available online around this change is quite confusing. You can use font-variation-settings to set the font weight and that will work, but the actual problem here was just that the @font-face was missing a font-weight in the declaration:

@font-face {
  font-family: 'Inter';
  /* need to specify a range of weights that are covered by this font face declaration */
  font-weight: 100 900;
  src: url(data:application/font-woff2;charset=utf-8;base64,d09GMgABAAAAADnMABEAAAAA23wAADlmAAEAAAAAAAAAAAAAAAAAAAAAAAAAAAAAP0ZGVE0cGoEWG4GqEhzxLAZgAIQKCAQRCAr2aOERC4NmAAE2AiQDh0gEIAWJSAeGDwwHG5bNJWybxrXbAVw36/hERyQlrXQjEXZSkhKy//+anMgYwwS23+xVqThG0CWtrmMPbJUWDFmapd0tBa3gMXObWUvk20ignkbg93GX9i9179epqsKvmCyoaBIubqoLYnGYbT4SGZttffyIBqo5xcfkbIi8aCY0W3XfY+576l/06IUgRRcGRhDiqKpsLNaYeoTGPkly7XncrHn/J1ghDSmlbEohS6kaFedYd7lV1XaNE5MfwG39wwGcaXFFp5d0aZrZdI1ybC5xlOaYyBIVBREUNwoNZ65BSoDuzMzS0vMoTC39aduULlfbX155d94U/qvl/87tnu6eHUIs/xCOQidhkQj5yxNSeRRCRYlNHot8QpJ0DLvD89/v97rOuwE0NhHqCxVSURkPgHUKVWSN7lRVEigSrnO3j73WfLdHWbpJqRSHrIg/Vorppg/d6U7pi27SnT70TXf6kjqRaGUUUayE4kiraD8oFqFYofnDRA7ZkyyxEEssuYlEsdCVBvj3Dzg477kO8Jk67tPZO2OQfDMry/Ah4aIFrJEFBwi7OwEpYdn3qyBXxK7CYMvvpyjTpkSe//+L33lAP2mtIAgDyYdLPlgXcAAfYIQBBhjhgPyzh41bOxCWzGmu9NDcF3DIqsIsi1+C1zJV6vWP+7UNfP/ugEQSbyYyQRPRMvcXGl4ThPLmyInBQy3f2WxeEkrd+RK67ULGWBxGHrv362Npben9HK3eYD0qikEYhEfihOPvp6XU8rdcugyYO/QYMHe5pRZYAXLZp90/8o/SmqKUVpHuSf/v6v7uubQOE1gLKhXgoAKoUSbDQ0PTAdL7aXUP7eyxoJsQHspvwg6j/P/+VlY553/evOxfhzVnT1iLF51VSUWdNkWV7vLeg8/7jz9o9sC8MVhlYsgKRIG/M4eZmBtEIWZepjQp2pTxoui097JIXcf3/anPlcDuMOvcUpU4juNShTd/1234fe7oNeknQsqSC0tI9ySIHWQ6DFasuNYLj73fZ5FNJ+2d3Q28ljSpAf9/SwAIgKf/rjgBwKu1LWsAeL0z7wkEMAPmA5hwZBIy2QzMTDORWRZhFluMLLES87FVyGrrMRtsRDbZjtlhB7LTQcwhh5DDTmBOOoWcdh5zwQXkoouYS64gV13FXPMjIgAYgAAm2epTWa5OCIStZ504SYAjAPA/BqDdz9nuwBQWbD3txk4CrP9OgFCHjoQg2P4+Ay6vdTb3QExEMg0j8ioGTLaSapUNMlx2WZ6rrslHwwUCAAXGq7DKDmecccsL39wurqrt/DUjbtVneqRuG8hKODMQWBgjhcNZGDZ+UOHM8lULt5pT2fm+0GQ2iKZYjVUvQJUb8Lt7YwGMigAg/nAARllbtZuzRuSpBqMcvu1HBFjknSsUFt0h0/6aUIMz0LEo61mnqUl7dA4Y7CgClTOObagY7NLQ++S1sr5YlKiAiBAA96Y/qKPArZhuW9wbxOPACc71LzKoFsb7rhJ9k4mwTtx5CyD6Yikk/bilv0QJnKT7HwfyOINjeqxDgd5bescoJ21T1jxOpZkaTvUsVtd6Qrq8+LHD4/3xTFOS7DuMWt4REf2Jpci0EQose6gpP545yOuiBFLEqV/PxYPLmevi2FULAPbde0BVkkvn32esvLyAWHFIggRckmyCXMUkNXjZqZYTvlOXHx2TzeA0yywe8y0QbYmVYqyyXpJ9Dspw2GE5LrnE56rrctHUAwIARSZbaJfJdVAyZmj+9U+XtUW75OusoWWLv+xx60+JjcaqOBFRXI8oc1SSSk7LUr6hGdWFXJzxfj1z+sx0vVbVz61XK6i0l/ob/ajxP4z64v7d9YTmSyNHnFcics0pAVuBa+P0VKxWyufbjXc1nOiiaTE3uuYfWZAiFiWCrQ5sDbZd7KviwPiO3VzvxHkuevWuVgThAvxK+W1E/W45zinqJAJkJTW+ZmDAgVahpqJOYnZF3fgRl2bcm15n3HrGEqoVTOHQzQd6Bnsoy4VioCbAmQu9pW6sQHAq1LEqeYLuwEhAcFLnyFyZ8/aN5r1BWy2kE1GjiaH9iVYdwxJVe0K+odR1pAFQxRZVeXtGJgZwGiVMcWVlQNfbQ0BKPnX9nQAEAlg9va2xUJPaNLY5a7tu9pPEyRhOWZjKNKYzg5luwnYzsIWtbGM7O9wJ7gJ2s4e98WCBhzaPAEd/fKzoccorsPZN571B+fyUeg2j6te9wPdgEzVp0dNiofixKDhazDY7KdAIOcNZznG+NgepO4/YpQyXDbwoGZjCVKYxnRnMPFgSaiCANecWfDMb0zgJsBU/2wLnuVgrUslVaNp4ZxCjZrFkiWGCV1sP0wkHitNsAyASp7GhTQQyyW5zvuQRe6QCyrFjXcRYrzBrG7KRpglNaWYrD9uCfbSDvR0ZklksZRnLXaFZySpWs4a1rGtLeX9/Qfew5jwXvWTzsqvX6Vqhefu6kRIRVbjHiwGQYyumtlloa/8s87zyopqSO3hF1y7oPhzVVzmVnJbGMZeyT7YaVS9XCPPtFm2uX8LVRBGRQFHwz7LN3D5uc3KovPbkEppjHJNcnBbMsWxLq302CxRVVFNDLXU0oCiItHpVIoWnEhmSnBuA/s1ONvo7ABy1cHLPijCAt/FbE/luJpf7WzUWr48pDEb5LM9kHFnmIRAIBAKhkBdWWMFPq5HWV3XyQf+agmlcGZeLHIdxNWzroA4eTnBeDxPa3wCsS/FWnAQjH1nhkROGw+FwODzpWhFa8jKRvPHeYIArTEUF75O2pgit2DWly4rvpKGG0Hk2R5B5lh2MDKR7uxYdmk524uWIpUwKEIX/ES4iMjAysZCEklkpwkRwqELlVJVHqXKuTgsWKkyEaDHIYiVgYGJh40rDky5LtjyLfWyDjY474aTzLqpQ6a13gj7zlW99h61NJMBH78g23Z021+MDF2g4egCKRAqnm09wlquskpCH8VJ15CoFyTXzFAfbu8jvBE5UIj5LiWdrDJb5VMeiNN5FVS5nEcSufXqREjgtRRLhq8i4s2KK5yDbeZQUhahmPQ0lF0GPV7cjR5GaqldKE/T5q9+IvtGwucqYA/raivvQ89e2vCqRkwZMPxu4QLHwSLOUQWIWyMWWD9FbEtiUEiqISpVGI5O4la/4cMadFZr3hlBJSkfbqFhPpEbblXKRvp5pmUBfsIIzz+GN87TnWiCGbxeUJ8gR19OQyzaLUeJcEYVb1OdPie9dXlBw1eHRFI5D+W2TBqW1LSx65KfdLNAqxv3S7zOIHag2UKESMQBJbMVxw0tf0tJn57Takx0AwJbf4u1CYoV1TwbS6aeEeH1fg/Ay52ZINeep4VtrPRX/fH59Yp68vIXy1jZJQQZf4ikqX05960hbNvVpvPIzFyqVhIhI7YiuksYUtbn9GZe6JklCgldgXPpKh3JRAmpLwqhgtmRR+hGYyWTi3+AuBPWxXRbGi40QKeqNQWjTn2pYyysH2vYvqqoyGe+2gSea9APL3Ndhwsw/97uiKPYS+WUZqeXEU2lpeOd3mQRbdZ/TeaIpomrMtgTyALxozCuGOIut7YWuNPpnOmenwu+cj1ik7JJa0MC0rNaAc6bF/vnR4zQMKASLiHDjhu/Sa7wvPQLICqrXnKD9nbS892SVkjp/nbICJSxbPhJLPcoa4kSiLT8s77RoJ7aIso/aE0nBXihYlEat2MtXbckwz4Hyg4TAmKzAhjE5hOh1QPe4gN+UxnuUlV7zDuK3eIosslQ5kYTASpWccpSu0Tj2D6yJV9YKfn1O8maG7kB6pLBscon1gyO2LqfGybqypjoL3PDxxNiWplVfhl7gBZ4XC26JB9zeXhrmpu4fl9XHxbuovTNNydUSSVQo/5Kr4fJDar4LnvKT91lXD+O2RcsJRo2kjrQJB6ZMTEPaLkp6Y/MTcy2ps5IQjleRFHQxyklKGDPtg1q2o+316GAN/MlUtWr/ydZWCCbn62J1WOoAGqfRsmy+VVWpRffyCh1yTMDzHwmp2yygFJiBDzmLcnJPfiQv94GYTDX/M2skXVYYI3sgrcyjYi9HeImu0+AdeT13KRsl8ffyZHOUHNsvrzjFr6/D/BdSqU7QDa1GZjRUS5Q2WStAMx+Wu6XPRaV/ovOIZf/B3tJTHrKa1scQAkmFBjw18xJLT27hHsk2oKgyGOEusxMdkK/GpBrnXxtXUrdLBVy9kXcsWEJQ1HiGG6nWd6w45qVzpSHUOTcrK/8Za/aoIzdEuOmHJpw7JiyXY955OzxxxiduM5lqjjpcmqFLLgSfkZ4VvdOHmlU9iSf/X0xD1WNTMH/NP+RdbE8+zMVs+vmJizuJ/mGnrToSQpdm5pyL+pQyd8x551DxDAZuUZq9yFw3LoAhs7vpaCedUIbsecxdnNX3EVOOd0NEX8kGRAKAbD55cigKru9noNBHoh1VAgBaO6pQvnyAAwAAIrsIAr0s0QDAxCkGAAjiCFSRQpikSeQh8fJBiHcPAISxAQySuRAzs6oAQtj0yhbhjDhZgniyKr5MWcRmfvWCJGUAigBADodOdgP4vYXrkpSDcvGX0XoR9BYs91gBIIwGBKbTlgB2NNrAxsDM46ZgCButYLgvy8eIzEzPQCIwU7dWd1y15fUDCgBlXDgBgCQd+dstKqpWIgt7qkTJUiSRpF0fXp+xPI0djzyLvxhISJcDsg6JwKu0Xh6N9t5VhJF+ag8XB4sqkiHE7QCgZ27F+hRHRCLERfhkWZkYGEVxMoqQjKSQAACL6qexWw6JJB+QRAY0AjDIJQFq2cN3CUTiNvnh68qlSFn20iwsx5V63Ycxxa+qE3JLCgxwoxExqiUUcGoTqW8tlK5gub9dGiCHzZ3dAL9da8jYjQCp4cTE+mrDRDBRuYTSaGy8SoSnxde9qYAY5rqi8Jcg0UlMLIHYuIKkSRcmS7ZI+VbqoMF6w11y3VhK720WFLTTpz63y1e+sxcBTAb656Oh9jFmvSBRKNKl+EdBxpbKA/UQu+5H0IPsAJY+y5nC+BDjdicGB2x3lw+J4y45kQWeB+wYMhDOmGQGxF9wE9nAumRTkiD1NsU0y9hbLisF8gEEABibcAAhgIUA835MQpg/hpJQjgXXLMyJYHaqwAffDgQqnxJtUSRpss0+x5xzzT3PvPGZ7/xWoCmS5VCsjmlEEwohANUmdABzHdCUUssxp/msIYtnQmuyQXtkBgz3bmbDC7t+ey/Dm+JbmnU7E67icFrnltpeQ/XPerFP7lPLLUtTY8Uyulwdw4YfCADNlAEJoJnAYLe2R9tber0YNGu32/c6MGjOzAbfwuY+HMmj9513AQTxe1bz31SYb2zhWURHbqADVJuXH7lwNC8lHq0rsaWKLW1jYXCYN99WbLfevrKjARuGXd8p/i5e+zvtBZ3jOve/L9yVpSvGIXGpuEe7I37A/vCX3la9Tv3j+rN7cwwwBjOGI/vm9hvulxsXHsg/2H7on8OSI6lHeSbtZkizU2Y5Zv1m6+YHzePN+83XLRwtKiyGLdYsj1qSLMWW76yMrJLIW0AAaHSWDsBGF0c7I7s7Tz6L3MeYcZ/rKwsCp/DKxAFEQRwIwBBSFwLsk6rXx/5rCsNLMybMJdcRpi4ft5CRB8cJIWmwBKM29NBO8+CluBDxMhWpzl9YDj4TT765iAfcHQUTYf45vXlBPPZaHkr0yIQmsXXkjQT4CkHCkIqPaDBRkERDo0GFwBs38kqVx48gCFE8DgQXDPnl3qordL6DvrKBRzKfMicEikLPJT7li2MrznB5DPTG9DSJspWo6ZQICCoM+eCSqYbID/rKOq5CcTuCAyaFlDMcuKoRLxc5s/d2BDtM0qlV2LHUoEQCNaNuJzaYJFEos/nL9Aw5R5IXdjxoulBnKD6pnaHJ30VDZHQcM5DdEjqEROXqUzipBBB3JTpPsYWUTi3SK/888OpUnqPbmW9951Ji7jh5MYM6Q2wcl1hdn8H9IL0cTfwa85SZ1AiQRY5H4n4r4HfC4FihSs/+sZCtSABBoMFQIyeDSI+lEtX5ChJlcHyoYVzMxzqevxBE9AB4oJU1JtEfG6eEIYnHNulDgoRePu9CAGsQ6ArCr33jMLG9ko6g3S3cAC4PF+Hsy7C11jgD8OJmzTb2Npi5y2Rf7mDZmKqDwZIygMGtTOF+eFkRUaRvlr3yGirNvGxnILslPJy6VxO9xgthuZkGaFDfZAWKbAFEAIARBUQCbHSC6pRLMl1xRaHrritCdEKYlSgThUiFgLsNeCXopk997rEvfecZQKiumMjGpzqSnFEuka6pjl2emij41ozqaXb39RwK1EaTb51To3wWPN1cCMT4BNJpc6RnzN5I4Dk5v7FYqA7r+Ad0QXVQD+eIkS901Hh10qyyQW2KbvxG7rqmsfeVTWm6Q+i0DNeZHs+nDegryNAhegwEiSInLy8SUL8VAF3BHwmcLJOfNK3sijxGl14KQSXz52l7s9dYdZoG0RSTfBae4LMOSImXS5ZJlVMdST7RFNLRYHFvUoBI9JntuSWyKG6aqqLd7h4jRb2TbVq1H7gdaDmmSF8IMrKgljmxY21JREKu5GWehiOKyTf1hwrKsIg9IE3AUGb7ZCI/NolHldPEjOnkiUhRx/XTap+9xfoPAYKSc6bG7IhuiivvZH96BQVpTgU4WZGeeSNxsUDBBuitxtCk3BUU2ZRhqHNlpM/wvwUdO78kDa75aSQe9cLJJwxrBUDvQKoXUtTE5JQMtD4uBHItFDRCx0B1vkT6Q4hmcyAFo8AkWO2QPdCnHil4xSEwEGZ6uY1QpwgMhpRlJTuxuhl8oF8OflECJT6e6+6w6bOI57ELGwzMOZ6jLtz7tiNQd9pBJ4BF5IZf/DOaX84zlCbRWO0hLwkNzpFV3mjlu7PJLlOkG7VcPgYeePFtSarut0qvOrYmt/zmv+ozml/Yz6Bd/HhNTYtzjadbITKxCGWlcCnnKtqECpXeeOud94IIwBHHaS3ynDpj8fETfCZ/Io/AQUiyo87W2kN/Ps9BbLviM73xlUQNJxiCFT0rDSrYSOBQmVToja/JnxF0EPuh5CkzfYEiiZOC5GLHVSVvDYgRfRi4dOgLFJM/uwij6qBPwFlAn+FZP4O229okzlgHrTXRrXeTS+WR2Jrt0TcTdlR5gvVqosCgOhl6P+lpzqDLp8S3Tyes9vMS6JOJAoN+qdC3E01/BhT2IDwX67is34wbg4N71pxNOHt2rxkggMPNK7Aqx+6ZGrNSK/vKuhYiCLwyBaT01A7Z3oqkGYQoAZ684J1wSqAgFBKbbbHVNtvtsNMuu+2x1yFHHHXMcSeccoUw/oc4ImEyNlcBPF6d/AMX2tuCzYqMA4DwDZYbbAwAAdB4wycA5LRvIblrB6Ynawf0AgA6BgA0ZgDXAafPu5bGwBHASfAFwEcjsBtP6Z4FPa6yVtokO2pnrb4zqac1VXNpHi1WS9MKtIDWpu06M+rd7wY9SMKeHmCH0Bg9dlH/XjvU45pDc25M/g8VPefmofnTXOQh08u3XNfn9dObE8mx5HDyR+In+13XTaqAw9tAzdGyNbfmQgvmbdUH0HZKOQBTOxPgAyKyvtYn31f95Pv6v/4gAogwoYwLqbSxzoeYcqmtj7n2ue8DiDChjAuptLHOh5hyqa2PufbjvO5n+2esrEJRZV2TVCJrbWnr6Orsvnylp/fqtev9NwYHhod+GgE2hRq3xLvESviQGg/nGyAFIDYNAAAYWdB+K4+cBACQmL1Myj9Tqxidm3+1oHx5E27fffv+9RsASP9lEYTFgpLCC2XlpdU1UCW62JjGS8H3W7j31gKAdhMbEEqPYwDgJwDoF8A/ID0Hjk0A/huwZwCkYgAAYOnRMCL6c2AGv5lMG9wV1HdHoT931kEHa7tuTIbivVFk4cpnNppMfjURukNHdKPUGB8KrRzoPVu9s270XS8UQSpXiHyA3fqeqU3gTMAKXFct/ctF0/1VBZiWA3AiBIic/+diGeKIL1U5FOOLiAqwOzVY5rtF0vMhLESG+ymAnPzPHI3IRdXkbmg8pZFDHrqx5J30lCI5pgxcoud+KLoiLuwz3ECvELRJ80TV57Ta2haIoZU/a3scpAnMjX9htmuargc6NAQj4CrXH0wO5iz9tCeWzO59iRNWL4PNbyyriVqhGoXRhr8HUpjJosCxy/D0zZLmH5rJzuKbdV+qosma7BlOTdRSKAFoEdY2lkCvioGxMNckA0CJEsdG2OtGic3cTsxp7sGpbmNwelzAozyH05Avc7OKCaYGL6LQCL4erQUkrxRMkHZPfERCp0y25A9cJyJmetenX8qMsvmi76CP0tlvqRY/bQFzYmH+4fYjkMgSleWeV1fctdaixDlGf/zJu5Xn1A8h4NR7zid/5chkNDMdTw3z4Ew4ORVMD4mwsSiwE3QtUHrJBBEL1HAKpJTUJNpFq+8xt8BV3W0zvDV/vdRrktn+RpyShoRmcYHxoK89kzFKa18FSsDSWaiDAXGDLAnhi7dxiFImW2pmG/ROAl/3CoULpKEJm8VLq+muI1E3h/1ImlAb5d/NOdoilM4XoqvXPwb1HS+cc6//Ws3HpO7MTwo2UMAPg0WewFwbaw2faxQ8wlpBi20BUA8o33s8xD2MM0zLVLmaun4nHl4S8ixDkE3f7A6loI/DMVMQbIJmXdFFOYJHbdEc4Bf2g/gZHhh4V/cGo55KpdtLpZOccj55mC3ayRgX5/RWivGcSzBoor9VGyM7PCT0gLs9OZJlCtSJF7PJuttMhd+4q2OIqLgFJZ5RlnQTGiy+DgLiRAE+fYo2lQq9c88uhXLnGBmiiKzJScFdcAbajFKS8OjWLVXxD5mVevRaeXUgRBTjGi3Vb/XXvTvSG6m5bFjFOiS2MlPUYYCvF7LTdNmQ24iwEa57o3ks5oT8DizytFF2sMQpVIeCm4owOqnJkgWM4Hxva7l7NpNQmrj3ZO78nrmcGhQQyq8S+z3DFcuINxTOqeGoq3sV/SPBKJucDiZQNdvwIeSrImJ20Ed8axc5cC4A7Dvq5XYlFop87ZDLKCFylU2YEx+U8UAYmowqeqIwtwEtOu36l3mxCRZl3htay+jWahJelEZhSHSXDiEriSJxfByWwHgwghyFS/xmsBL+rjRIMJG8ICuEGNi0qcc4/SzQ74xgrZmD5ydlqQEus4noNdrd17SsDuhiaGCd8ETSgZTQgMQYM5KMk33Bq/cP25AxoRWNX68TwcWB+5MRFTzE5EkmitqkQ+YRoah2h9ykX3A3zAfeLul2jvH3YyOMgxiAJoI9bFWsqtBAwy2RU3kGOtRGg26UF8KKRvObBywg3lTH7iu5RlWNDkLrlqjZ2QePKhUJ3rGYiAgL2WqDKI+PoCdC0XRy4lpzhJgLvlvDl7NWBEvwRoo0saJNN18ZppwTTjLaIrZRzaUVb3FJLS+qleUld15/3DMibhSf0t2lJ0LBWo7VoG6gtwgxIxHoGS4knxIsuW5ITZCdRkGVBRYZkgd4vIKTc17ZGu/nR7ADWcYA4USOGTVTcu6pLzgQUSa5GnZqd0ZaCa9J2F0Rla9aWpTlGtbnTQ9owLR32xyLbRWN+hpvQ0s2R5DKAEmox9KMhpJiGS2Eej6e06ba5mICa8TTWKGBNWig4ftYYYfEIVdoQRKfmfr4VU/4vvXMUMyE2x2z050C0yXwt4VL4OlbWtnZ1MfVsmBVJ1+FtBwr3yxJzyjz/GnmlLzoh7JhcxUd69mCf/lG8tzPXjsGS7tOZWUxOkTUK0EmZ4Se1VfwmXEngsPB6KSGGLt8QRWl7LUMiim05bwgVFoYomE4974cxMmghpIt1miOKY/49C0KWOZvDnBFcAERqiMi5tTUJPjQC1s5MA18qohs9vc20+HPkSPe7JhEBZUGjpYWXImTI6oStIafVeQMB11iJIq+LHFpEmd+G6a26dapey9diXK2Rm5g3RH8AR0q1Qz9BYRg38UihXuOhpCewGKxsdGRhFPcPaYM0rJieXlMVZZ0lbgXyCwkS59Zbj5eS3yin9YHjGef3c6KVopp6q6LDxqJzofxFc4XkteOoVh0VUtMKgjyZX9B/HEukcQdu0enakDCGRz6L2+RrndF0vBC02y/cazuAw2sl6rnOrJYB7Pi8jxG0Z/5TKv1cnFCuMBzQMMha8VzChA5BGTMMe6KkDEUABof+m2LhYnBLxEI940I6ooD3xFJy8gri4Qr8QrDouUlULJQS2BjEzRiG+C3BWb4LHwq+c9SVy7z2AQvqjKXfKqN9DL6wH+A5YIJNbjVGA8YaBZ8mMTY5UqEsGRnFZYbg1YdoPQNuOGfbNaOOAecp4YH9dGAV3xS4TobHmzeXVq6tt6555y8+RzoHq3ANyy48rPps8fbEhg6Hrv0ks9jG1fAexHnIwDBy4jAKVdB/bHNts6D34nNJ0i33rgr1z9g+j49ddORL+57L2fvy89XX+PPZ1Z/lg9v/KttqHHnwZrftu2Jxet7Wjfnt+762G/lzL9Zx/rx/3/e1YH5E6NfY+3+v9CADlP+6uZop28zyX9zc6jDunIMd3obvb050pkM/R9gRAZXMOKCKiI/1IAzLKyCIJism41GvgxBQ4P/S8BMjrtvUHkR0cpnjMk7s0/vnw+ypefF+Z4vZ/qm+rrynPG+FRl1Ln72o1k4U0F7Qt6Vx7H/4xVmzPzCqWl4mZp2h11Z/jw7otakgBrz80EiueU6NYMzT+oboqNaVqYiEdxyixGHEVLSEQbswoNcKYftCmLGaMYNjRkvUpZeZIgl89qn8PeN0mjBzA2N0Qw4ovrTJll9tYxU+dsGUj5Gt52bTLDBDsWA8tMisIBiUNcW+PVh6mq4cIoPC2CjvS0Bk+yu+uNrbbf+6QMPD6pond3CBHeBUslXgmAbD7LtJ4gHfqyaRWOwAdySw+9tz3wJ7c8cNxYWCBYi+JZQ/226OL/wx5UyDRb3kaLqlz/7L2gwUx7dBns8ABoZIDs1v3r/s5ngSb90OTWvXn6iM4pBu3j1NDO1hxh1mbva37Lth9pr/TtrLyKakv2fjSGvDE9+xAwqwZaPG7M81/8FJf4HRUorve2TKpwMT5Eykpndz2NEMqUsYzCY3sygh9e3nk6Ov0XglqlR19TF178Ynbs6sq2u/M/yy/1fG45ibu95gVa09aNtakEqnbL1KKs6TjkotMQMK1WlS9GgfnAV0ICVM673+6KOr6jGNa3Chf6LOaNc1gPBWc6jyfR8iIS79v++1UUp1oyVIV7hmos/ucQOG/W1W42P9pib9YKNHJeN+Dt8ei47FfcttfW2/vbqy92aBR3rOuJ1/WLFDcknTBPwMDaBDbwhl7heg54r5mMjHfbmgw9e5kxkcx7n57JmRjNzoqUnMvI8WiMy2I8n8gBr54XF6ClPAbyzQ+mAtTPugX3FFRXYDnmxyv4q5g7Nin2X/wMJNDb/plPS36ddIv4NGkHS89+FfZpJO65WxSkhD1p6VWwrpuaL7oUmSiERUrhX71PzBVNUzlVIgUSGdDIUrZhK6gyOuQhxEBvd0BGYnNIVGNkAsRBHvNgVDNZovWz4O3L6hV1jaK3y9Z7vXNe+tK5XPNr9/+0XM3p7QH26M77XsKfH1W5nfnNa5aMMJR+FNwHdabF/fhk43FbmGudu9QB2CJSzM7M+Kv7dMQDJdeYn8u4bZstMTcSI92JRUYy9NJJknedHCr9Q7xN1qtaNWo7i/oPqEP+KzpX0qhWVfhUluV7NKgq2CraO45m0IDI1mX68/lcj2BVn/rTVyU361GRf6/8cXSc69L9vvYGzLhU8KNc9ELpxq7bZs+1QHnXLac10UmyTQ7JqntrdeOGg63rpOb9XpW1yCnML+RupYRx+XpP15HxgZG4YjVFkbLByFq9Wsfzq8mHSzx/ZZSrYs4V/b/5F6G3niiHp6QGp2TGbgRdjFgv6WlLc2ZYE7xet7QFDUm8eW5waOMrhuy3UFwJBzQQNMEFDr9Gewxg9N5GOUgc2AI0Tz3ZWnPu9RhjRVUMO1sZGqv+UlvtK0lD025ELXz7Or36dGj5Hj+tVxJ/dmJ1i9QfHNzPODQ1PPYHUM/yNnfGMSw1JQza0W4eHehM1NHoTDw/dog3ZNCQxJDvjNnRFlX/Md2NCG5G1m++7u79/XruJXI0Jne+u/B1YPEBj1cG29cUJR+flqWu/D8yz/vNRSOP+2rhEc5GvFcMGoBEplf0ipWhwVanom1D5pJ+n5FVBrDpfjxIvrki+eYx548DQlUQNjauJJkMjvZo1Ndhh7210paby32dc3tQ6pmFzpfvXfOHnb73K70p0iMreynXdKtgANLIy97LHGVXuVbAnCvRXE+B8Hh6Kem30wrfqJX3t6hnVyxfXg4P4tV4xCdWhvj25Le/Kho6dYMPdSiGyGqUcPiwY3NxTVzUBVGFQCdsqYHzorEyHNYwBjRSQN2GNqS5oWJDvgDtaUnqM4cuIufHq8EQStn4QMoUAlA80fRf77AawD2x9R8f9IaD6q3l35b7r1yv2m/V8XlO+axlPDruTmRl2+15SWz+gCuCowscsHzrmF6DAvDpk471fgZ9ixpqFpFK3dqW2WdMn0wVj2UR0WG83M3zgHqX1v+FhRd0eQZ3eHtU6OH22jF8l+mtDJRFAKQRUAewokBErePDRKJ46/OuvBOOPrj23t8+oEbxbF3Z1/SbMf1cD2AkwQg7rqC8amoBhgIbOXWNCrK6nUAccm/k/dRo4TyJG1gfaaLhLNRCTNDR2hz5tqK/qjkHS8IA7oBjUKoAzEAzr4C7gjrr3EzYI0N/vgWRFKEOc4emOgHczaMAaZQG6zBoFtTxxdg4MwSGUfVd3P8ofT8FvFn2vIGL4z/Gq2zUdp2vwj9IfQAkmyBmbaezXaWg0qPh/UtGjGmGs7HLko6PxWkXf9mz3P2KHrhJLpR0/VxoFvPI7VjQh+uTIOSHf25+Q9mJgfXVGM5mZfNMv5nGxPJF0mTi7SMHlYzO2BoZvabIk0sMyb2TBBqDRXMfWRmT1kGru7L/dQv6y3kLZd0dedZUUnVOPW1Xd7KGiFVWlVWMiioZMQlIbq6spU5SRVWA8X2/WZrKN+uZDN836/oxENa3l+Y4Lq7vogxJR4YNStkpPHwv1oLw4otopNm1nwOqOc6JZyAEzuZ58350WyvqXFvL+23dqekgRWbXY9VVAo7GKq4/OuUpKeVyqqKKie7rJKoqyspqxOpKaREbRGBOBlVzvF+fRbtLqajfd+v4M773fz33J+55TxFO9+bTJYS6/ZKow8WXu+R7e2vOsC5E1lonxu/2WnQxSOnr+JIKtJ0wcn9h2FgAZCTOv3A1OCk7U7XKb3LlowaVx2YDcBJauxK7fgiTFJn5Dgj9jGJ3+Rbd+vSa3xdZHZfRG1dwyutLpt7baErVffqemlxSVVauzvgLI4ljfxmGOpiqhVJFH/drZSv5XcaGsZqyWtCkSU9bHCgHnJhKtAhrNNaxV6mzx9Ysfs/JhbGZVPjA80ca5EUMfgmsmqgamzV2Gk4+xPygOAxrOuLbgP9qkRxQiwOHh48uDWUCisYY1yXh6vqbu/nnbDIx96sfilgfqMKTXqlrnzfIcydU71e/WcIIO8dmIphhid7J8dAcSjTqc+dIe0fucPBjttn996L4suTeGOoRl4Yzt3R7yp7UeqhkzrzOoa596yI2mHzdNXopBNTTEfDMpbWoiiEf8qPqygudOgCYr6zjqnCbsYfBwlnkL7zivHsaivStVbDhl3PrK2030RRUpmP2/Du8wB5LnSwp3+SDM1voCNU1YPREUCX0KTgrbHx+zJFAELrElt/jkkFzqOf1lm/+Z3Zu6JKyZ1kq79tFi0ljxymZPZl9mecudYrI/k5Gya/PYI7PRR835FeP/JUtW1MbBxhMmcBNvmaugXqPYkyL0LPfrLJk85p3e7koZOZ115SycUOEUO9TeVMOseVnSU/YqJ7d5+/B4ZciN0KybEIGEu8/CmpJ0wi7hBKYxWO72hA3saB0GK6z7B+teZYnRqo06/W6nmkhHMkDnLDBTgh3zedMuMwPsmLebIPfg2PHI7TrHpvl6Xe6OXYfSDM6i8Z57hKrxG+UhTl5Dpzd091sLiRiCMmvYSi0Ew1AC8vOIrDZhkcy50PJemmDcqXKUI/SyruGW+RrnJobfNztg+E/lCE04iBc6yzzxtixJDS1o307fMq51tRDPsXAbXVtdAwONKtDSJnjMYOdGQfPjfb2HcTVCr9v+NlqlJfnejXAarT2EEfWjU4iFVRA5C5E6e8/BujcwZ1tIYhTeKfTiTtJZiHzQOYt++Nq+uan/SdMtdRhMD5oNbzdRl2U8wN1e/YeUTXSGQDko8Zq74iRbkX2uVFGlqGfbPvG3/cPmuFPazmZdhIKCetGzB1ciuvCe1nzZaRaX/NZJKzasTHwijHg1LHkYnJxxHfvzFz5m2w0MZNsuvN+f19FpnGehXNsylGvXeh6M8zvmM59RLl0NfyfsazLQvCyTbb0sNujrFRtu7TkqtG1u26ErbdPwNN6h2yzV1ibK28c5tKVSDbc1uDTX1oUdE6A3yvnZz0ht9ICQ03FsH9qwXIsGbPp5/V55xdtrDVD3KNuVWvf4MqUM/M7iVvLyO0vC2C7WZPPjbnTyqb8Fy1Tyj+Hxxy9EniBU5iR7a6t5ObrJiFUXRt5GCJt+yyp6I35X2Ss6x2xnMAluPr+He/Ar2muBcbwsEu9Vnc09qY3+RBARs7Ll80mlDa/y09+ou32xtyKeJvx9bvkm2ywwM5DIyThxOOV5bYZJFBf2omAmkejkQQzjOQsL83AKI/69v49wWA22NWtpNctK19IvPtou/LKDdj2fQ5HGxEgpFIBlUjjifCztS7Og8tGb9FKZVrOzgaEgay5HunevLBvmYG7L0N+bLZ2br0br7ZWqUiW3wduuQ7mLi7kHoQM6cw/tSw/kdnUegLbEj3dCe+tnYmnxIB/M1cRPgn1DToZRPVw/7ih8d13RPz/yU6/r1nTv9c+YxGN3xRO8hPDjdt6OgbZsM4LXXu3m3S7ivJKWvs6S+g+t/4cAYeBq1qqXnLGCXYEDgqql1CNx5ifo/id9WEl2Zlt5Sn2Ci6s7wWR3Q7xu+EB437VwEGBb9TPn5zP1W1sz9U3Tz6ywL2z5uX2HVLqjvZ0g1e3bbQD3CZhonwBjNV7uTGbmTG6ugFTnqsKccTzXw4OLxwtINV5lgm70gj8fJCowVr8DX2sxCxhAHwbR42YPh8gYk3DLsII4GkPAjpzp+ndmTDgexZTRT7kUFVUnRqsuoym9sE+xVjgbnnMJEadU8a8mMbk1CYGB4oRzFDGFWUUO9M2m0mgVZJWAGURcRvODUH7+3WBmPYlRWZDwLboCK2pm0rLFLyPAADnzdRprM10/aq0WZ9OHR+L4/JF4BLIK6n1a0XTgvczh85U5jjxNQwhDGa4d5swdaW3ce2uQKx1pn6NsO//w/txoo0a3+flsyYvn5j2RTKMaIzPsPTyoZslouJMCXzSOPXzi8XxmCr45ImKUpsw/za745d/tTy8Tkl88zmyM2PrZmZGZJuZx2eJMBi9FGs5xqhRMz2qWmlvv9dOE/YSlosKYYxVRZGu+f+9op5Uj3ZAdlxBzkOUuwHREQ5sz/O/mdq4AqlBlNW4odVNOKCGEL/YU0mtr36Qnv24FrAeuBNTGhqKPH7EowbuH9ujWym81M5RnCGbuSFOjhkRCsOd8DqPElCoCqRIOh9qqCCnFwAaoX+6q+UND2NOpldv4UXbl2qcLZtg72zc0nkkq/9tS0b+gXElsCg5upDQ9/d+NohmfWkHzk0WUjYy3NE4NVp78RAAb9DZP/mU0cejvE5dxd6eaMu2XHDV9o0oPm5985vF0S/rjpnd9dFl31OOjcZrKji2wRVdekkna5ffLsfG7i255Z/ST1BXd2N2nZRc+nIYAlMjCpdit8q2G7oT/gyM/Sb2fzfE1t/NmJ+eyX1qaLlYvIvlxn1LlUV9YbFtbEF5LiyYeRm20RR0ZvPe44u458uvS/NBNhaaK29XRv5WdD/30cxWQVMsW/AEWjFWNvel0bzw9lh80NhbvHUtXE2qanzQxOWl+XwCZAbWxbkhLPWKNPKG9+iRpVWCVcUxw7DNxFT1O4DxmHZXj4IptrKq7Gy76qFS7CUjAdGsNLE2ZW/KoNf9tDfl32MDXWQlIs3fs4Hhr3Jc11Dl4bwzU5owOsgZj73r2+671FawCkpUSp+8kV2nqaCo1sZoMcg4XdJGDCxi35tmpNmZhWht2omAeKdLVVU2PtQbonu2myUKJ9cTltjfLomk0SXRUM5EYVS8JpdYGJqTgvRN4gYjzvPH56QKdscEBVH3PnTy7YCM/s0AjazvfEKdr20Q9A3keoUYeZj5GdnYnQt4OWem1FqIaDwGIaq+t96uO/pLff8p+kNXt55Qb6xgacYc5CLvOw31Nszxe+nhq6nh6RuqYQQiNpSKUkV4CGoE5KGcqg7ErudG5CSvY2A5D86+kltrUG+dD79uGa4ffPRw+fpIPXuN4RJn6GeE2xAi6o6f/LAloPBLUuW3oYqKGBgG3rTNEdOS8Xzl5mk76nlL/e8bms+7uANT+fSs2EfCv9TxeCZd1k1+ItGSBvwD6M7gg5oujmSxnFvDrumKj/YOZTr7pkWFh6aSTE/WvR27dejlSgrfNzDkTe3r+GtqwHcIVsi3Py1ZCEj6qzbRHKzZUvWDUGbQpQNPYcvXJzoEZZ9jrtsafOM2uJj7xEIaRyfwoD3xJMDukKoQsDPJwTQ4NC8sO85hCRCaWDwXweAO+sedDIgWZCVvRZ78tKyRHJJfdOwW658+H1wSElgQFEaQjPKJ6U6ozat2jI9zcxHRXDVMPmAUmkCdhGgAoBbI6rSDc4VDkVS/JCdx0CVyfjP/e6FP0qX0CMlLs7NNx9NlVfjYAkBd93nScHd+6cGjfjFPL2K/HL4vUyG8mzMHbwkz4D/8kKmw3h5cNO/flGuYeyJgiRSD+4ztuDub/bNFo5/vmTWlq2Ggg0+7LOTw2IKFotl2g6KFtqq7cl2+xe7Bd7u7YxhulDkeDozGx4+JjjgVUN8eyQ6vwWOThsajGdqkOJMY0EJCPDVTGhrlKMR8UmdOc0EB17oLEnDcbsx6EdZjxAdWjJI5fVV1vfIfD6D/1oZivRr8vP2Di2j5gE23CplkDimX7jQ4dZc7aCbgv36ruwRaOfmNTAo9Ss91Ej6E55mMh0S78WHWgxh6nQgnYevUzgmz4mUHPeJUugigpsVycllLnnhJgtNm+QNMSHQdDnWqfnX8OUT1VN2CH2m3teScLCTBiaJbIoY6DYUOz5w2glP7zOGt2UwMSAA4DBBa8mmDrpU/evijwUA54HcS3dWA/pRlxgn3bwFxbe7ZcoKyTWV99Xe6EfdRDDZfA0cv0OqGdMKONt+VTsLzcAWqw3gMwhnUFc7NKGwLb2MSkWYa7riu7DyMDUfdWAGwvS2YMJHXIFQyeh52FYc8qH3+k7HMW6UCdssZ43NmomreCwjY2swnZrJcuFQDbjCLPi8IPMUpdYRuPbyHaQrNWN7blTZBJxK5lCtsGoR7WYZ0RA2vOMQVwzDE5cIXYorEOO54kpNKKbR/MSYhnM76rBNgGOOl6OA4xMIjPolHKmzje9jK07QncJuBeOK2XIZliPOFuh6ibUMo8Ft3QM3J6Guiv8V0/0V4e5jPCvecPVS9cOncwe1fMgz3Xht/8TbZYeqj60D9ZyPZVbAHwVuVjyP++TfuRH3kI33rBXaz171uM/hmgIwcAAt7xBQQOIAq+K5/rfW0tWAjAf6F62+1WiBojSIlevSC6pFl5cKu7vVNFvMB8EQ6bimggt7EvFALPI/QmJBPcGMaudIkK2JfCtvSIs041TSoZ8OtGXIlfsoiGqWGs9yNWwcaDVIphlkbWgaeVkuUq8KWlUtR6gVudFRlLq9hS9PAStLnJrSludq5a5Qnt7ZVCpWtkeMnBmFb2PFgWJsWUd+pBumB3GhoarGWzM8qq5Xh4RmRZWIGKHfbMz6s50yG2TbiSmvXoBIC28MHJOD9SqsRFa7fVCZ9VDbiSL2OpCu1SlUiUc5Rd1WV2eSe2r5MdenERzstOQ96wxKvLbMs8NGsqr5PDXp2cofBvk+yLK9PJovC6Z1sALyVs0gRftH2Uo2x6xtK2jnVSF5lE+mKYz9jkV3epQYcOHQxbxXeSW1210SBxoDHQFYHQjEFXfhhatVr36YqQKiJVkziUKQr5kjSrZJJbKW0UqRrAhqRtmlWoMReAWqF6DCopEppoEocyTSCW1ZXgbG98iDsacEqEC43xPQX2JnCd8WA4RPEhGBlYr8VdYAeAoutVtQEbA3gAYqNDMwccAjCdiuVR1LDWskdsxZ7URZcY5Y8BLtkHbb3+u4xLJbojHqxNY2l7hpLfAm0mdjp8yU3ynTP8AgMC8JMOkJpQy/GnIxXHAOHFQAAQxAM4GjMC0MRvLmJS08VIGru4VB1dAtV8l8hnh0tH9cal19SGy8BQdV1GWjVVQ/BQ1YyXapbCR1yS7OGJ6wZ7M7huSm8u1y2GVn+N23St+ZoJaNgikPfSobY930IX+ZZXPO8pLjuV+m1B0u/8pfTnjnRjKeCCgYOKLUnMLVtPV3FiuTxHih8lHfFTIzTOmoshBntM22vOU2Sm9EEtSPt0Zoaz9smTJ99xID0MEWSpnyIOUxI9WVLBM6JZGH63H8HaiCPlQXizYk49nSShlGvZS4o1oWco8mNQUCX68gRsNQCNHiGeyODR2+hTYgTXU5RjMuIoJUHHWedkSWEvrdT79PVDZXLEm4KREtWxOGdXm6g0kUYsSKXN+9oOyaiSpKByU4dhihyK7pZu4kcEkQ2woAy1f11v9XDFOKgZ5Co0UlYhS0XkqSri5JckDKsYETlBPyAhpYuTG9SqvU8GNiSGII9bxWHhjGIIzmf9UQOwxTLRgCeC+/LBqEhojBkfkW4RlPhJrlhI5NOiyEtcZ7YCOUEtnXmfJKlYrBJMBJppInd0ESMC23GuyVRUQUSvcIJpF8zYECX7o+aWpCPR7J8S6aXJuOKETgsYVMyb+88bF6z8E9BA/JOPWn6SUPrF1rN3iNa/5HoeGTuiuD7sBPdE6TUq+dY2VM5lWF4zLJeHMsliiJZ5d3datuN6PgBCMPIuz1zEfyUUzbAcL4iSrKiabpiW3eF0uT0FpHjxsamzlvvCdPPNsdZOW0ods70yxZJCkh7zrDDTZW8qj3V2+dUvfrPJXjddt09nZGW6mtTNhFvuu+Oue77U3WMPPLRfD2sWeeaJp3r66Fuz9BYnQSKGJGIDJGNhS8HFkSrNByNlSJcpW5ZBG02Qg2+Sb3znlOcOOOh0fUMmvFCh0ssaQGaykEShJMsqRWGyKVx2RcjBIYcdc9wVRxx11Qy763vOOe9M7VIkcwunKLnklqaq8mSPYhjpLLrZ652ao7hJcaamLqZri/twV3NsgeyGmdmOMrewId8M0GrYDJtjC2yJrbA1tsG22K7FZbiZacxM4/uuWUiJSaH/NWbuCW1WnmrfLTQxizxMXa2hxXaYm0e7uyn6nzjf3OKP1S23ZzWI2DzTq1YCAAAA) format('woff2');
}

If you set the font-weight in the declaration, you get what the original asker was expecting without needing to use the font-variation-settings property. For example, this will now work:

h1 {
  font-family: Inter, sans-serif;
  font-weight: bold; 
}

In Kaiido's answer they mentioned using the following import along-side font-variation-settings:

@import url('https://fonts.googleapis.com/css2?family=Inter:wght@200..900');

That doesn't seem to be necessary; if you inspect the source for the imported CSS you can see that it includes font-weight settings for the @font-faces, so it should work fine with regular font-weights.

There's some more information on this available on the MDN font-weight page and the MDN variable fonts guide.

gpoole
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0
@font-face {
font-family: 'Inter';
font-weight: 600; //700, 800 or ...
src: url(font);
}
Ehsan
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    This doesn't seem to fix it, but perhaps I'm doing something wrong? It still doesn't let me set the font-weight to whatever I want and have it reflected on the page. – Ryan Peschel Aug 19 '20 at 08:26
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    Please add a description as to how this helps the OP –  Aug 19 '20 at 12:22
  • What this answer means is you can define multiple font-faces with different weights, e.g. create another font-face with the weight set to 700 and call it 'Inter Heavy' or something. Then in your CSS you use it with `font-family: 'Inter Heavy'` instead of `font-weight: 700` which won't work. – BadHorsie Jun 30 '21 at 14:14
0

As commented by @Kaiido:
font squirrel's generator apparently converts variable fonts to static/single-weight fonts.
This also applies to other converters like transfonter.
If you need to convert font files – make sure your converter definitely supports variable fonts.

Subset google fonts via subset query

To circumvent this problem you could retrieve an subsetted woff2 file via &text query parameter from google fonts like so:

https://fonts.googleapis.com/css2?family=Inter:wght@200..900&text=helofg

(resulting in a subset containing only the glyphs "h, e, l, o, f, g")

Test the returned @font-face output.
Due to googles user-agent detection, you might get static rules in some browsers – even though they support variable fonts flawlessly (e.g. chromium/blink based Opera browser). Firefox or Chrome should work perfectly.

Base64 Data-URL conversion

Use a "neutral" Base64 encoder that's only encoding the binary file without any font-optimizations.
See this answer by @Ilyich Converting and rendering web fonts to base64 - keep original look

Working example

body{
  font-size:5vw
}

@font-face {
  font-family: 'InterBase64';
  font-style: normal;
  font-weight: 200 900;
  src: url(data:application/font-woff2;charset=utf-8;base64,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);
}

/* format("woff2-variations") */


@font-face {
  font-family: 'InterSub';
  font-style: normal;
  font-weight: 200 900;
  src: url(https://fonts.gstatic.com/l/font?kit=UcC73FwrK3iLTeHuS_fvQtMwCp50KnMq14D4FCBW97h6&skey=c491285d6722e4fa&v=v12) format('woff2');
}

.InterBase64{
  font-family: 'InterBase64';
  font-weight: 400;
}

.interSub{
  font-family: 'InterSub';
}

.t1 {
  font-weight: 200;
}

.t2 {
  font-weight: 600;
}

.t3 {
  font-weight: 900;

}

.variableTest{
  transition: 0.5s;
}
  <p style="font-family:sans-serif; font-size:12px">Font-weight: <input type="range" id="fontWeight" value="100" min="100" max="900" step="50"></p>
  <p id="variableTest" style="font-weight:100" class="InterBase64 variableTest">hellofg</p>

  <div class="InterBase64">
    <span class="t1">hellofg</span>
    <span class="t2">hellofg</span>
    <span class="t3">hellofg</span>
  </div>

  <div class="interSub">
    <span class="t1">hellofg</span>
    <span class="t2">hellofg</span>
    <span class="t3">hellofg</span>
  </div>

  <script>
    fontWeight.addEventListener('change', (e) => {
      variableTest.style.fontWeight = e.currentTarget.value;
    })
  </script>

The above excerpt shows a range slider that seamlessly interpolates the font-weight. If you see fine-grained transitions, you have applied the correct variable font format.

As suggested by @gpoole add a font-weight range like font-weight:200 900 to you @font-face rule for best compatibility.

herrstrietzel
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