From 3d5614e8cd68f1d3704abb5fee1f20e0ef22af8e Mon Sep 17 00:00:00 2001 From: Alexander Yakovlev Date: Fri, 16 Jun 2017 19:54:07 +0700 Subject: [PATCH] Color picker for the circles --- stylesheets/style.scss | 47 +++++++++++++++++++++-------------- stylesheets/trigonometry.scss | 13 +++++++--- userlist.php | 17 ++++++++++--- 3 files changed, 51 insertions(+), 26 deletions(-) diff --git a/stylesheets/style.scss b/stylesheets/style.scss index 3a4d9b3..99d4ee1 100644 --- a/stylesheets/style.scss +++ b/stylesheets/style.scss @@ -20,6 +20,7 @@ $angle: pi() / 5; left: ($i - 1)*5%; position: absolute; z-index: $i; + background: darken(#fff, $i*5%); } } @@ -33,7 +34,6 @@ $angle: pi() / 5; .humans { &:hover .texts { display: block; - /*z-index:999;*/ } .texts { height: auto; @@ -43,7 +43,6 @@ $angle: pi() / 5; left: 102%; position: absolute; color: #4d545d; - z-index: 0; border: none; display: none; border: 1px solid white; @@ -55,17 +54,23 @@ $angle: pi() / 5; font-weight: 900; margin-top: 3%; } + z-index: 90; } position: absolute; width: 15%; - z-index: 0; - animation: humanreverse 100s linear infinite; box-shadow: none !important; -} - -@keyframes humanreverse { - to { - transform: rotate(-1turn); + img, + .texts { + animation: humanreverse 100s linear infinite; + } + img { + border-radius: 50%; + max-width: 100%; + position: relative; + border: 5px solid white; + top: -30px; + left: -30px; + z-index: 90; } } @@ -77,8 +82,18 @@ $angle: pi() / 5; display: block; animation: rotat 100s linear infinite; position: absolute; + top: 0; + left: 0; width: 100%; - margin: 0 auto; + height: 100%; + margin: 0; + z-index: -1; + } +} + +@keyframes humanreverse { + to { + transform: rotate(-1turn); } } @@ -88,14 +103,6 @@ $angle: pi() / 5; } } -.humans > img { - border-radius: 50%; - max-width: 100%; - position: relative; - z-index: -1; - border: 5px solid white; -} - .circle-#{$circles} { &, .avatars { animation-play-state: paused; @@ -113,7 +120,8 @@ $angle: pi() / 5; .all .avatars:hover { animation-play-state: paused; - .humans { + .humans img, + .humans .texts{ animation-play-state: paused; } } @@ -123,6 +131,7 @@ $angle: pi() / 5; position: absolute; border: 3px solid; border-radius: 50%; + z-index: 10; } @font-face{font-family:"Gotham SSm 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kM9/Ol8zaI7xewu4zpAJR+BH6WGlW0yr/AGFvY5EUAtxP4IY6q+EXu16xX1BrodYOYI4aldNV8JejNsrKVG1OEPmq3UApCC7Kt4QQJwzXX8YEkuJOA3HXgu7Y3bDbvhkOpxuqmAhJogIc1bu75818KXiECStOxQ7skFllUJUuvvgQj/RKq4TAyLlfOMX15Hs9NY68E7wvOLHjK+rsSttV6kHZ2PbZdr2H11Nh9IuXDh9OuFgKtwC44yzC1RTIkyoHs1VpLpjZqfP7/XsjnAnI5TSPGNVOGKJwBO+dcYJGkqQoZplIPMuMmE8qYzX0xsv0eF845JQquIHVuADaYpzYy7jFTieN/OLP10d6bIOz5pjgsWlBQ5EKKIaCDENIjiQ42GMYgnh6lECDSMwyCcfoiz6IAi6V52XDr4QIxuZ8GEQdV+K19GXYmb5nZaP3Nb0C0YjizLC9FmbySUmp+D3vvrSoAdXq+7LmZyy5LBJaVnClIveA30gopceSMTn4DuVcmUwkp7TJsRYqKRz0rFTF1h0sRUXwuUNCUuHY521mhcurBcjGTo6QYs/eG5vIrC8uEULtS24ePdOEAE5jVkb1fTob1q/Kg88o5s+7/p7LQyYcOFktpzIp7ed2MwWi5HRxpIkPqME12+h9Y4PVAauEcMlb6qW4RKn1TAaSz49ufLeIhY/2D3O2cPWqpccg73rynx2nXJokEfNr7fTa7p19/nLGy5DHi9DPZyrZNcaceWdi5o0vys8/hWc3X3sJFxgsWLq7GFvcoTmykBdyWrxdOzBdUhTjLhy7Xm7kr9r5gu+OkmvHKciTDGxNJy/V29hwAa7uyWG2TkPk/U4vK5Kgyx9Izj82Zd/0zOl55aUZIyfWfuosKVpyTHFzKWkhny9MFe6SBxbqJFHiKvOpeQeIAmlg5sO3X4aO71nPjdrh3i7NdbdsqpmkyR/8gRPbqGTDgNhLSOjn35Fk1J0KbPIlDpphgU21cf5QIWxJmIcVK2XUZ1UUydoOTONeWJA2t7CUmp6f1mYYx26rFJyS50gVe/llN1mAeUwNnB6rZtp2KjCjy0MCI+vF6DzaNq5c2U3ogFc0FUg1nd9/UAJEttF4twbgR5+dOKIZmvFSnoB0r1aL9V1Wy02zFXlzZZ1qfN+/9HZUWEu3Y8fnZzkBv2gT1BnPP2BdM9MvBTFBonHTiXCFVY2KnN0vO6alBAYWT+aokGq8ifdEUGWLFFz73gwJe586pW4+WvCRjSgccV/iv2jIgEd2hRIZwsVGlS1Mo4z6iNQxxlp8k/EHqtAoXGe4BCjzQBQaQFvUhyokZsQBcgdXZtbc7cr8K4IlAZbipEwlGyJFXAMhnOb4JXno4rOtTY8m7zLMoxHcNg+cAaj5SyxyJqifWIlXWw51VTGFyCwrbXk9l+SHE1XIXU0WGwYW2OqwVaymRQmSLNk/xj00kd2UVF5VCVBPhCQ2Xm+DqgpraUKgr7J1WV1WDeiP4bSKqEs7H60sWkXqyGCFprhAf12RtPkDfrSqQlafGNSYhEVoMMOKl+pxUszI6RyY3UQnR97yrcZbuYB8YWZEddxUnimDi6P64ygn2JEUpBOO6o8/9HlHW0SK+lSy56oOPyjk/Zua8n9v0ijsdyfgiMBbJp0hcjTFRa9dBhoVFu5V5lSkkPHmvDbwba1MTgBnPyVNr/srOeYc5mKl/7WYe+/LMoZQEH6RQk/FNsLnf448VoJvGU7xO+ay3Sib6G+5O/V5feUVeH70srH9/InjpbbEewCxrXMZp4ikul7LmhnehGs3MIV808WGddoUE43lpn+7GVED2JnXuyaIN2LPauF9ItIHvOEvaicFAcp1cxR4ngJc9OJ9/ogq6Q41+f7YAN/Mh1JLSxnIfkQNnnR7Ocq6ChPIxKKxsXuhz2wD1BeBAUM1nroWewZND4ZvFQELaCnJk0676Tlns46XAHsTeGEwRYrxEmHXJUxEDkWCiQGye8W4mHQD1esxg1xktTHbBHP0AffsTBgVaHxlVykOesvrzdMj9ZrxjzHeKSHiQ/Fts/raeDlzrLU/OI2wMsE5HSbDAiGMRtiB92AwZSNm//d/8C3zecHjm3ZOAY5BC+5gmRqWQT/SR/v/lGeWTcWo2TSCO95oNbsuKr3/yOJkrm0cc7T1wO3tbTmdg7J19GPLYPHnONmZXWULYuKFK2LsPpQpsHtENm7hEUNPrxNfaedne1arRNKQnOnD+iLH9KPtAORE1kkKMV80wpY0RoKaBce3DAx3oCAvuWRl+Ubs4D6TQjl3vzvNgoRJ54iBYzzloSIYzRq5eFE9Y30I8Gb53T2TfXKacrBKRt3C56N+rZsLMQ8JOsVJGPLojSTwQOw31nFFkPwDij3UI5YEsMnwqSk2aFSNEBDq9lZgPve0QuLZDX4haZlCFmz7iarpHZRAyvYQTPU69bCak8uPX0p0Im4ViIg2Nhod3ZT9gSnZ/R74Zrb1EJUGkQ0TxnQz7EuP3HmBdJ9Gl9ee2SXaDl3B4uTzz3PmSwyP7bIcE6MaKH0xHv9ppkxxuSaQJpWUym5/fgGRWxSgb8ovjRYFwoA0y/7PlBRuxiozSYpNKq+ytgScHqPU+Yv8KddBFhnC6mcf+y6VdSt6nH97rtmPgel0YqSzW7XYw3GGelDZI2Y/3qmo6NGyqlgSarh2a6cMjT6xg61JGEFyQVKQYIFrUfn+KjjSkD7+y24VpTxMMuyoc17/gg3Uk3lLDg4lAz3oj5DtZZC26jwlrCHjUUVUeG0yIEzTOqxbS6Q4xetFkL5tyCKWn7cv43U/58UJQr51kMVOVEWnGwEAzKixHmuDm/lRkYsTdmWESjloa+ZW6WPxBH0u965oolaxRHa3O1uVQSLTvcrKnBcZn91t7Qqb3c989Ksm2JEHeyAceC80/tLs3t4VdvnzDgazQz83/OTe7Ux14x1UCtxCe53Zq4Is87phCILjOJGoKWUyu1DqUVuTo5HsFqUkNtxiDPhebz50O2WQ0uH42esRlwjy6kOWbm4mZYih4tw+LkIBNhdNduyz8QVHWFr02D46ggPVzAqzxGDr+C7LsJU0tXhNd86KWah06YTMBcNcn9/edfgY+ZT3u00MtEh69GhstEDyV8q75PfO82zamg+LeQhzuklGiJ2PNcEmuV32vXmFPsiIx/1liq+Ks8R2Z2jyDPRx/WpTb/cTyJFMSKsQoZnyMr1je0SBYHIgYFqWWhNVUk988iF8e4L7nYoiel5ufmFifknaK3TH4GjcITFinAs9rjhGMM1J2iuS3h/o7oJnkBu9LV+4hexU+kneVazQ4LhYxkJhKtq3gSAd1uBAsN5udlbAlAN70q+tf7ZYc7p8B/9vf/h+kk6d2n3UZ2HFJQuPKXDzglPaauZl4RvxojHixpyWuyPw6rYknoA+GWLVMfSfQs+AzmDdV2Be7xA0fAcSy2z9NemjPngTSZ7y9t30aa9c/TJTJUmokq5n0zdLzHLBBVt1WyFYWREEI7MU9S+725rTcFMWKBcXz6VrhUGjZ71RbG9IFLcVlDAmWl6jBmffJPoKLavfxuz+vuBfVMveppXdsouqFiy+wzfstQ2O/arJfuV2dJ5ICQH+TFHeEIKIQNXsCSD47omVVNWiKIzzxMhZKQJJl0Fqst6pW5HJcMGcz2bDhgGx67OTeiDjliMo4wKglBWqXEkAFQasAKYu0vD4aF0W7IG1HfIos/MdwCE8JUF6onwR3c0c52dtQHVwgB18s10ppBPJ+8QxqEsNeEJV+GtbycotLbbiMA5F5AQrnBINWzdY5onHM5QArNhI7M3gAnP81wwKP7whGTpy7r20kRd1CqbT2w+nBooFFgOWWxo7zgManycKFmW2h0zJYuSEaTkFWJc85nneSDX58IYbqi+WqzrgUSpZFvFQdDBdufIkZ0jm41t2JPLbPcO7K5t8cOqqKFBJ9admThm6dIlSWyqpkZ2zkpt2oClmHVt+UOswvH+g0eOrW0XDuMCTpzk9+k3rhXT+fwu7Ea6vu1Qc7jVaFaoZ+AoaSunqYdCSsldJ5lyrLayh2KRG5aSFhzHtaianlmDug3tE/P9Kea7ruN5jnQlC5SQAiGFLCwVLctKgnFXOpZnM5gwQ7uOEAGXUjLhB4ggAq6IlTXf8X0P7OaeELKwkAKlr9mSsB0ZGpBccB6wD7HAdj3XtEHqOS9JVMVdrOwjiUgsVUkGy8W69qMTyv5C8m5QEo7nfPeavIYQ1KPhhLQy9WwjO3Qs2LujUyrmCnv66HZPq3g5ezV9EoeUOdhOmVbIcS5Sm3QryuxsZT5UWWbG3uSMLX1DHOHKMqzJRMdAjmNitDVyZ0/9md9T5D4aYoQScpO7T+fGsdz+6NZwEcbopZZwDH41YWuWffaaTS8lsjYojOOyaLM81+rM3Q+Zm2bdTDMxzzzYHD7v2H7obtvqToGefYjQbHM3Nh8X7LjHDs17eOWcpiPLDPVoSHna84sz+PlatS2zrHxUxuh43T0x+bKrSks/FDX3jgcuxp1PTY2bvzpiRP0axwIukfvjriTDbVbXfWAW7pi6M7F8ES1KMH6pfNlV1n3SHCt7joWDf0Gw58ZXuFjlFuhOj2hTEEO25UJe172SZnRUl/VaX/bzEFQ21W68Rz8Vs3mOzLV5MgTkrVkbs55m9mZRZvPNNprtXU/o3GbMpWiRAJuEuyuxTNNiP7f2qKoogBbF+A4xv3dG+8/GGpgstCtdNkFy0mhLpWUD6PtvO2zzUYCMysWX6S5R4kXh43yNjVVpUU6TXKPXFl3Xmemu4FzWHp8NRMKclsSK7c+Bd6E1anqjX7/kCMYJd5RXwHKl3Ad6j3c/pyB3aLB/3xPpyrSYBA4oGJxSlPnV0JCCyjmQDR0qPEWAV1T5+k+RAeCQQJLXvsP9Dk9YIkmlseygNeggUfFEnBRoledXVb1T9HZXr6s3FUYoOt3Tx3cD7R3ogdLCEYL2JZSlXcpmDi/QHsLNFabg5cCZqZF2aIGpPVPRlpIz93Bls3dX3RMPrVSGWjgX3DTlUfAn17c9gh/qHJ2zyfhGLte89ZfW0UTRxim07D7eb8hDWCKayrr58M27J/ZkhWWQ+xLslW79cytugj6uBjXElrFUDQNJoTWlk60/HBzSEFC9xvZ/qL7zHD6AyX5PBdOugQi+SFVt3L0FFJMNG6qb6t38SpjRNF5LRLlG3ukjzjxHErg4ZKT0AOhn8TnBao53BXO9zJib17Gjths0yxUuLz9+fjY8hTxjFpIJrLHTeQC01y+RM9LhjNQ6Dykta/TCGbA+tAK9cFomL1ADF3CpXUuAW+FI5OUVtA+CiDboiaJ9ArUVtf7PmFiwLQ6gLYS4SyfvsZCjsHr6eeeYnEEsilXMmlGPwgljZayLil0uIzRPNPoPoIW22S4dLBzKHwDFH+D86zr3WpAO99LQ4qcw98TID9SipWVXGdlkGjuq26tba1un7pgJ95pd39CdczhVbx7EADqFvcX9hf3w40pevrnx8aMxeRMmzJ47aeLNeU+M+Ir1R8+cPnrszJmj61Zu+devMOLVf57faYIn2OqnG16D7yZ996gUuiza3tAgnsV3tHAI+5rtE0dofFVbsWb7JqzCvCtrfvTGQJXDT4TUwNTyZZ/yeICY4Hd6NtH2zdPTz8DWhl3JgQqlUj4fmQ2jhiDkEVm6z1yPgSxXVIx4wB3TyOkVIWQyzlxZrwkZBMIp5F2HGfF6pVKvl6J8vmTm+ypm3YhHCQLABggAFATCAQQScLQPV4NSMsq99ydlgPPW87XlcEECYCZPkzk/yovv1VSC8+bL1eWwBXMAHKxFx0N5WNPah6Iqx46CsJsXyxNAKlKSLMXKNQowSas5FllhHecmhHJD1XcNN7mAqXWh4jysmrhG0leoqehSarKWp/Zno2L8de/mEhlvYQdz5HCbr6fvSkpqYgq066seV8M5tQcRXwuf/y8h6bik1LR0kUpv8fUXm9hvxY/8vbSE99Ifi0NdRjkQVAxPknxvmk0w/iDeyET/HdhE9KSqm7VjciyzofTi4wCHUETsbTcPiAKp3QHaUEA1ScpjuAQe3LsIxjHL9jKVrWMBzQIJQm5o9OTIq+XG3AICBlonKMwThSyE0w8zXDoQ9ZsgcgtDKvYPcodqhjLUkmW8an7j8VK1M4dnIejsDC8JLWVpQFyeX4ZRn7T+Jwm2hxMXa6Y4KdIShxWVXcnCj0WrSukNR75yMxjmJl5KGvuAcCDrBOX+PC5R8j1QtFaIH6/nG5b0ykDQMYi61uWuTMDXTNkgXDKTxWyWJ9NxzgVpnseIxR+hRxyxXLsGhUTbzyp6OZyIaBeuInhyCAfGDb9LPCDfhVsilgqXJUdrT0ykjuHGNy0OSgZyCgII3lxNqHNUIfPJ/jEcp/hjYGIjXjbAmDQsJatj7StoJnnarJis906u+O2410lq6sm/bVA34I1FK1Onmg/Zrmpf/I8xK1aZb6a7bqgKOY8AEyoyvZIF/WI8nYmwWQho6ydV9EZYROXkAwkqm0zpAwU6TYM7S3DYojh+mU8eN8ng+4huxEIZayWefIATSCzujyFCxC1ET/0wiQK3rBBBgoum9ACO1KOUXnu5k62FjLqhJze4+CdOJRQfWZQQdMGowiTYJ74jedAKERlBit+54RIciKwKU+XaPlq3LKHfBksnQIi9g9PGJJdE121JsobG0vgbMybCmeiB9K52oORVOTooZXbpYk/qxerLQaMimbCg0HjAktpLCFNppd4W25HB0tbwrXImEPslbv0Gm3/LyXV4lhQ762q8MFS7gKHViqNYhTLzQvpS00abGBFf9eUKE3bRogK5LQuyBpHYBUEZDYKZ9BJ1g0PVNGxLdZN6sWi8GHjbHa7pXzsU91BfibSKAUxnKNqGVm4QTEZFHLEWghKqAnGT1GQgCimvqNEQFpPcOhZkuVsxm0srp3YAGKcQTu37gf8vuaOlhZG3KF6xqNO9eUDHy1BuhBy9Xi169XGI1l6oDZbhKIlwjVMWpGxmMBuWIYh+qTXEahfRdGqMimQAjj3prOJM1GAyXLkT7qSxdIXU28GnQ05rMEhnLGm8VCGgjaDvSRwAyDvFgI/xlEJyiD2mti7tyLPhUKkY6hKn12oP7IZO2c7+RFhRxxCTpnXs1cazkc9J1yRP6/wlQvV70tLYbNfn8L+EuOJ54v/j6e1CAbdearAOF7YHtGtprdcXiSzSpZUEu8ws8UkM3LQyq5Xc4xnVL+1O0kU/OY5orDbULoSidTLAXDTthr4uPHLk+MUaadgyzilcGpAA89kQBlzBdJb8g44agGjXNTvHgicBew0xnpICpcyBOWSA2QsOJqDzJPB3NeLGLLhkHrUaM1qysJ9YeB54Y2SLAOLoD59gfgEwASFQlMUJHHmu1JXaGMmF8IIISLKyHP7CDNOyHTeNNfJ7UeZXQHcJPev45R4j4Lqfr4R5aw7fzgTjJBBVYuXGCjtA7el+5juA9gPMD1f0ApGRFq45kTZhZbbOshYpQx5pWgxd/zrmuOE0CxM+ODvQdXWNjblgKhgu2EsDVWPQDcvpwppJMSfyl1iamTkLmDnFS/LHZdsBwBotJm5rSioM0acq+7VcEIpViTmc8hRtqw5D+9E9cG6gwzkhCQh57V+SEqx4TIDzb0mbYQCOI2Bwcn0PUGGTsz3aM7FYrfNZdCMNDR9hwviKEM2PVqwgKVLIZBtGrtwI8caZKpOJid50sxVbYjWDtdYbjsBEADIRgLVWTFoD53ACQno6fuLDD6UyMNe4RTjoV4JnUPgZL+XAJkHedYPNKH19XHLB1NalLxqyRzsN0MqPn/iWXLdk5qtR1juRb6zjL/YxAQjPeFCFq+binPQDsBIAyok+rNRAEdSbIS4Ij+xKxYnhjUuONWCNceg8CHmSUFKLEiNOf4XKVKlVr8lo5H45ttplr4OOuOCm+/7RFZHgELzYxC72cYxzPOObwIgiiSzqaBOT2MQnI1nJSV6KUhxDhmRYylOZ6tSmKSMzOuY61LkX+vTkcDlBNsvfuS10EroKPYQ+wlDhtmwPsxkg5MGbknpd4Fop9Azw3I1GWuPaZIf7gMNOOG97uFh/I3m6jh+cEM+kWZaW1kO37tTzfdjxr9wSOghdykIeo2dfP/1g0qkS4qIiwkICEMWtGdMmjRsxZFCf9955600ouRrUqVGlIihRKF+uZtRk/bQPOSYwytzOpcYwh+23m9gWf5ICZu3yMAX4lO/AOWecAnTOi081m2ic0db33/OWCL3FDDHG1kc8lY9SpxSoM5hRCNPUORympU3YZNt6U9mT30zoSNnWiQv1irsK4yZ82iat3EXNeLoZvPjQVg3U1yxBJiN6dVKj6BCB2IiPB+em/nTABjpjV93I/3ZxgQf8vTa2dgLYH3Z0gvNxoNdJNyHcz3p6efv4+vkHBAaJxBJIr8sVSqjuUGtCQsPCIyKjorsBrT5i7kPsA/FA4TPFgPHNyoqqmura+saGphGjRo4eM640fmJLMwAg7aFErFH+cP+N05OgfxUA+gEAJD+Cuk/mAACQ8ujaUblPGaaLJUtXrlq2HJj6BTZ8vR5Axldt5MsDACh7CaWvDxk0TS1KnVddkLm4PhcEYl2xEADi5sc+e8c9bm74b7yW+gGAO79k/y7J/HW6lwnzHuMyUTRiKuo3Ky/4peArfEj/YT7YtqQDIO4E4gexfUE2lULaThYOYnNNQq4JzwXxna9fOJBml5hwkFqX9et2jqSN+sVRVhypOl+FZU11LauGx0TybycGjSXiR2VQd2+aegNN4N5/jjCVzSQ26ipO3GldBXYNTdeRTS8FY8t/mUbanuRc+xO92i4h9w2oy/ofiuvdRpTyzOsAih6T1zyhrRGaqSQ4v/BOkxd3BXFfzS14ipfOW3lFQ7pNqDqq3K7ZQdThfKoX0CreMYtIkrExC+sAkd0gobe4lqd+BgrLClHNosp6va6xknyQHPgRXHxgSyRQxaOqocTA8vvQJY4tLpUZQty24qEo9yVGWOJZgzpdnruWvGLeUwxk5kPP9Y/r/qB1DF7/byKosPpOGGKDd6hznt0kJHryZYH4JV6ojwx/DC/PsO8wEG7DfLgAWe3mVyRmdkwcDpK4ikbswwYf4EOuv6gZDlJjoKL6R/UPInqfW/eTl2e/DI/NZhz46RrkKHfLHKcscQF0cBDglf3IrUVTphM8ResUDGU6Fd0QlZTrNFYqdTrSaJ3BYDwwy9+pFkxn5bvfuiXrvvJkq1ZM5whoh8qzr/J5qfWZURGLBYBx4/pFJ8TOCp2CM290Kvb8Ukmu0zjN/zodc3HQGS4vQo3ZYvmkWjCdNc82kLolr82vPNmqFdM5MrbQVZ59lc9LrLfSbY6l0cUorAaNwwXG06PP2tBsPV3M55ubjc/UfDrbYNloTywWw1+Dj2w1Xz5JH7KHGdx7nPxOyKEqmA4M1nRcO3TTtvLudmXd4Htu7IDKlxv/X42yIp7+B90iOh54h3G0q/5g3v+9b+vLadO3qrw5eZnu9KFnLVvEHYDxuHsdMrbCMt2fBY4C22Il2wYkh8hEj/I43bs37feD7PSPbm83cOINZKt+9LBB6F8paueimeb4SwmRNw9sTGpo8dHrKR4WYMjWIhE+PVFhy30RrL5VY7L1wGqWLt95Z6j4TxDJHybdFmE6uEE8WUxscZEhO0Vf3XFzTHVlBXp3fZhPOTIbPeEApsnPTKV3VRN0wEBEge4GpdlPuPTA1IUdi3d3rhI29qg0B9vh584CPOYXMDA2r1Rlj2m2ni7m80+A4bZOWKToTLnBH3MNlScWiwHedCKKb8EUgROrWzgAoO2oIQm4MecSFUQv38HW2oIWOyZrFQS2eGWci4iQsQaR61xQQC9dvxnVuDEkxKkxbZXt6LsFz1uYETkIB6HzmKlskjeoxWyPboXhJ6jZIRaPIEL7lY+KOYMVpRDGVXQjUmSnsYizYWaC+xA94ozQrMHLGogOmouj91kCIJIb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diff --git a/stylesheets/trigonometry.scss b/stylesheets/trigonometry.scss index 5aaae3a..42547cc 100644 --- a/stylesheets/trigonometry.scss +++ b/stylesheets/trigonometry.scss @@ -64,15 +64,20 @@ /** * on-circle takes a radius, position on a circle, number of possible positions and returns top and left properties * - * $radius {Number} radius of the circle in pixels * $ordinalPosition {Number} the position of the item on the circle, counting from 1 (North) through N * $positions {Number} the number of positions on the circle + * $radius {Number} radius of the circle * $originX {Number} optional X origin point for the circle, defaults to the radius * $originY {Number} optional Y origin point for the circle, defaults to the radius * $offsetX {Number} optional X offset for the item, you might use 1/2 of the width of an item, default is 0 * $offsetY {Number} optional Y offset for the item, you might use 1/2 of the height of an item, default is 0 */ -@mixin on-circle ($ordinalPosition, $positions, $radius: 90%, $originX: 0, $originY: 0, $offsetX: 0, $offsetY: 0) { +@mixin on-circle ($ordinalPosition, $positions) { + $radius: 50%; + $originX: 50%; + $originY: 50%; + $offsetX: 0; + $offsetY: 0; /* Determine the angle for the position: @@ -98,6 +103,6 @@ x = [origin x] + (r * cos angle) y = [origin y] + (r * sin angle) */ - top: #{$originY + $offsetY + $radius * sin($positionAngleRadians)}px; - left: #{$originX + $offsetX + $radius * cos($positionAngleRadians)}px; + top: $originY + $offsetY + $radius * sin($positionAngleRadians); + left: $originX + $offsetX + $radius * cos($positionAngleRadians); } diff --git a/userlist.php b/userlist.php index 7e8dfa7..eed74b4 100644 --- a/userlist.php +++ b/userlist.php @@ -53,6 +53,12 @@ function imbb_register_metabox() { 'id' => $prefix . 'level', 'type' => 'text_small', )); + $cmb->add_field( array( + 'name' => esc_html__( 'Circle color', 'cmb2' ), + 'id' => $prefix . 'color', + 'type' => 'colorpicker', + 'default' => '#ffffff', + )); } function galaxyuser($post, $i) { ?> @@ -79,12 +85,17 @@ function imbb_usergalaxy() {
ID, 'imbb_color', TRUE ); + if ($color === '#ffffff' || $color === '') { + $color = 'rgb('.rand(0,255).', '.rand(0,255).', '.rand(0,255).')'; + } ?>