Couch, Plan e Building car

.fontcustom-manifest.json

 {
   "checksum": {
-    "previous": "5cd8cbeb287ccdd9c3000756341a051999f55f8a93f767a93f9e1bd75fd4ad89",
-    "current": "5cd8cbeb287ccdd9c3000756341a051999f55f8a93f767a93f9e1bd75fd4ad89"
+    "previous": "5fb31e1153061dcf10d1ee9025126c865fc46408d68a4361669b3e99993d5356",
+    "current": "5fb31e1153061dcf10d1ee9025126c865fc46408d68a4361669b3e99993d5356"
   },
   "fonts": [
-    "dist/fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.ttf",
-    "dist/fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg",
-    "dist/fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.woff",
-    "dist/fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.eot"
+    "dist/fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.ttf",
+    "dist/fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg",
+    "dist/fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.woff",
+    "dist/fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.eot"
   ],
   "glyphs": {
     "add-imovel": {
@@ -46,6 +46,10 @@
       "codepoint": 61703,
       "source": "svg/broken-cam-01.svg"
     },
+    "building-car": {
+      "codepoint": 61782,
+      "source": "svg/building-car.svg"
+    },
     "calendar-01": {
       "codepoint": 61704,
       "source": "svg/calendar-01.svg"
@@ -134,6 +138,10 @@
       "codepoint": 61725,
       "source": "svg/connection-01.svg"
     },
+    "couch-o": {
+      "codepoint": 61783,
+      "source": "svg/couch-o.svg"
+    },
     "dashboard-01": {
       "codepoint": 61726,
       "source": "svg/dashboard-01.svg"
@@ -270,6 +278,10 @@
       "codepoint": 61756,
       "source": "svg/partner-03.svg"
     },
+    "plan": {
+      "codepoint": 61784,
+      "source": "svg/plan.svg"
+    },
     "plus-01": {
       "codepoint": 61757,
       "source": "svg/plus-01.svg"

bower.json

 {
   "name": "gaia-fontawesome",
-  "version": "1.0.0",
+  "version": "1.1.1",
   "homepage": "https://github.com/I-Value/gaia-fontawesome",
   "authors": [
     "Jessé Pinheiro <jessebpinheiro@hotmail.com>"

dist/css/_gaia-fontawesome-rails.scss

@@ -4,16 +4,16 @@
 
 @font-face {
   font-family: "gaia-fontawesome";
-  src: font-url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.eot?") format("embedded-opentype");
+  src: font-url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.eot?") format("embedded-opentype");
   font-weight: normal;
   font-style: normal;
 }
 
 @font-face {
   font-family: "gaia-fontawesome";
-  src: 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") format("woff"),
-       font-url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.ttf") format("truetype"),
-       font-url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg#gaia-fontawesome") format("svg");
+  src: 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") format("woff"),
+       font-url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.ttf") format("truetype"),
+       font-url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg#gaia-fontawesome") format("svg");
   font-weight: normal;
   font-style: normal;
 }
@@ -21,7 +21,7 @@
 @media screen and (-webkit-min-device-pixel-ratio:0) {
   @font-face {
     font-family: "gaia-fontawesome";
-    src: font-url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg#gaia-fontawesome") format("svg");
+    src: font-url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg#gaia-fontawesome") format("svg");
   }
 }
 
@@ -37,6 +37,7 @@
 .ga-bathroom-02:before,
 .ga-bedrooms-01:before,
 .ga-broken-cam-01:before,
+.ga-building-car:before,
 .ga-calendar-01:before,
 .ga-calendar-check-01:before,
 .ga-call-center-01:before,
@@ -59,6 +60,7 @@
 .ga-commercial-02:before,
 .ga-condominios-01:before,
 .ga-connection-01:before,
+.ga-couch-o:before,
 .ga-dashboard-01:before,
 .ga-dashboard-02:before,
 .ga-dimob-01:before,
@@ -93,6 +95,7 @@
 .ga-partner-01:before,
 .ga-partner-02:before,
 .ga-partner-03:before,
+.ga-plan:before,
 .ga-plus-01:before,
 .ga-popup-01:before,
 .ga-radar-01:before,
@@ -137,6 +140,7 @@
 .ga-bathroom-02:before { content: "\f105"; }
 .ga-bedrooms-01:before { content: "\f106"; }
 .ga-broken-cam-01:before { content: "\f107"; }
+.ga-building-car:before { content: "\f156"; }
 .ga-calendar-01:before { content: "\f108"; }
 .ga-calendar-check-01:before { content: "\f109"; }
 .ga-call-center-01:before { content: "\f10a"; }
@@ -159,6 +163,7 @@
 .ga-commercial-02:before { content: "\f11b"; }
 .ga-condominios-01:before { content: "\f11c"; }
 .ga-connection-01:before { content: "\f11d"; }
+.ga-couch-o:before { content: "\f157"; }
 .ga-dashboard-01:before { content: "\f11e"; }
 .ga-dashboard-02:before { content: "\f11f"; }
 .ga-dimob-01:before { content: "\f120"; }
@@ -193,6 +198,7 @@
 .ga-partner-01:before { content: "\f13a"; }
 .ga-partner-02:before { content: "\f13b"; }
 .ga-partner-03:before { content: "\f13c"; }
+.ga-plan:before { content: "\f158"; }
 .ga-plus-01:before { content: "\f13d"; }
 .ga-popup-01:before { content: "\f13e"; }
 .ga-radar-01:before { content: "\f13f"; }

dist/css/gaia-fontawesome.css

@@ -4,16 +4,16 @@
 
 @font-face {
   font-family: "gaia-fontawesome";
-  src: url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.eot?") format("embedded-opentype");
+  src: url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.eot?") format("embedded-opentype");
   font-weight: normal;
   font-style: normal;
 }
 
 @font-face {
   font-family: "gaia-fontawesome";
-  src: 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") format("woff"),
-       url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.ttf") format("truetype"),
-       url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg#gaia-fontawesome") format("svg");
+  src: 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1fDu+oDjCrDOxGNPhBuaGMMvUllahAtkQipzsBodIYol0H6KhkMoWN/NNlermcO9AYXhNm+Wc/n6wW+VJjcsKGcO/ysQ2fkC2T3ladvKfpbyJQ+PVGZu3NxyymdK7e3DChYAObZ2KpPb5zhy6urzwUISbq7d3epO6y2NIUH/xfIwa8EOVprRoqmwZvoIZEeDKGd2ExsX9oyHOVHZmudNZm1w9DOyu68t/fivV5r0JgID914KJxofLrWFZfTbJjLZOnTHpgdbpx7aNAqL5r9nTv75iLSZJzDDwLfOAKzYbN2IeDAGwBTIpZchWGBCzy9hpM4ErNAIFldQBBpKyYlUTfud7ZSlPwGULTVSNLmqgiwGBGnAzpQHAimjuoO3g29Oyl8Gwkch1fm5qrErszPV+7o5HZki8VsVsB6tx3W18VLMH6lsCzhxxPlL/mx5Zjt0pcuaH/kzzARL+dfgSG8PM1xo+p85dYq1HhrZb5XIKvF7K3ZoiUWTUZ932cDXSXcYDpW7J9Tnoh9vLfUvuCcUjsLiVD7DvhCSMN5oxEYo9u1LKwWbdhQ0m4f+zWe/iJTV6oIHBtgNkpqh1Ho984CCY7R4MD9j91//9WVDfN//1f3ns2JvdTgvNm47F5YyHq12jvz9CuvfMVRuYFcc9EpuxZBTgAaWirrVU6Mi7adAnzzZ8d+SW4n79SqsF53aZcAlSkrfgnPmiU4YcdcrSVhkfZawNYk6htQ7sflCI1aIIukdZyhQfMUT+wPVVzdmPJP5J5JmX4/JpFnOBR4lQdMBwR0SAa8wUmwVohdI3ousBzgkOZBwbd1TnfdYWf/+Vs3LyBPs5gzQ6b7557Rmxdi0N8jaH5JuAE5z+sDJzQ97kW25YAc6GVzCHgN4JZZ4x8i04mjCeAYILKzjD5PWXl271lbAPsNlvduWxKXEDIxyDrTt8wMKR0srW2dmdGJU2RSYYsYvhnyGXKb0uUl2oRW0RqA5maBKqPubQVo8w7tNG2vdlC7Rnumdot2F7zJsaqtHzcQDQGNbtThFXabjX5XdvuNdVWc/G/i7XFaM5cSvq1QSbMTh7helEZvBSvuxKIeddp1IP69bNhujHMbrTiExfT7U5de+kee90cvFUI7tmnTQqOxeu21h65JQ+ecc+mz0tDBg1deuXH0iaJrmcydcuzfJy8PbfFtkHB3WudYvmXtBMn3TrEk+DlcbAZB9H+sTE/Htn1Z0fuSU9TfK54F1ViWFVnWUQjBD2Qe2rQ4BWmX2vYtlvUp6dsbOEBzfeEJd/SXwjAE2eZaFocS1uiTZA7whQRZf/QY8F/EnMf+lbyPvA7k0EgrwSJRMhXIsCiR0rGGMjPWUJKB4cm7mcG2GYHcNPzA7bd/4Pa7H7j55gduJlJiDjtFBsYmEtyOWaPv3Ix5Sp/6FfIm8n7gsAHQKOSyq9pu7VztUniPz9FeDE/t5OJQ1sbqUzJsDMNa2MXpf5y+oFKq1x4CFc0lYgjzvhF3+wPUrnZz/wdlflN6AsSwoRYaud3JPHv0MycMHWKdccYFowd+kHGuM8XLhYmXI4Vs0HJtfd4i7ubNhjh4cO7X5AkjzZt5SgqzDx68Re/7piDvD53Rx26BR7zJCUfnnFEm7dHTL3Ayn0M6ZRoTwokahFlugVhscyz4wsEHfzWHC4o58wc/XFRp1HLzmJajcv7gpGVanjA1G8b8UfLP5IMw+kWlwd4FI36N9jxYM/cCcte2UmScilMOkGCoGOpkB+tq6RqMEU85Vy7pKuTcQBKJCGcwbCBjS9RA9jADsLdPuoNUGomUHhKpKZSNh912A2JpWSBzOSCq61UNk2Ebl+FXLWZJLnT2ChMkY8OUwnn0cy+/75H7yKXW6NuZjGuCrBJzJrmbjcvlOOM5IqaWo+8rXmvZdmQgio4AtkqQVjnIrrY0QGbeKwmXbrFIqLEnnw8z+Xym6i65lU2b/phRwzYEF4wCWjZhXgvTcn708s/dd9/nNm68N1PK6NyQEppVzsVl2wSBSUZHj674XNjU4EDgAcZbQOSB/NkCVtnWiOrSPrvlQsrW9FFh/jA87IiVrjOQm54kzwbMVtOWYcbHKf1A7oyTVyIxh4T2ySlPKUGedMwfm4663CCk8WMDBklFTqSTS2cwhJf7Z2AkoVMqPIupeNHGa/7fgRf+O1BZH+ispsHSxk2IqfGb17ER3TghT//rl73sr182egg432P3k8NPZ5lLyDdfholvQm742P98OuNvedOlmuKvx54g/0YeAqq9cByX1VvtxhCkbqIYqVInD7oJ9LQeS6W36Y+7Fh5+8V0XX3SnvmHbthn9Gaftvebq0wqOlRdkewCcfsUxuOGSh8hdFx95yfOfdu21p15yzd49V4Nk6z3rRQYWCkJ/5TbDdTVy7JdakRwkNwKdOaGPQ5YKT1NaNqWb+9ADug7SFn3TAxTVkw88oFv6A2/Sha7/FebQBx6gx5MfEJA8HjdtmXyeHNJ2am/RPgS93Ey7Sl6FmewD8kf2EaeCbD1V08NfX0m/0NXBcPyHCnfF7WGxDBLFtn0SNUS9PWbiY1hQPx7MxblUMO7mVoAmw2h207p644fAclqkLVjKfZWySBZo0k1yPsXet4YrIApDE0iGuQYL803g+6jWzmVsj1YNPzP/0Q1TbuSaPGDMMm1kGVx6VuA6lh2AXAqCXjxlcF4teKUYVxjhuqFH2cgSQnIO3ITZNop3HOClGxvcnC9v9GeZtYXXspYZgRTNmRn6KEsT9eGB58ZM5zHAEbq3D49YgaXIJ4pb5kNyiPr5OQeoMKAKkbHq4VyiSxCKme4ImS1kMqEPK5cx4UWeZUgQN0GgBqBFSg4jLuVGzrSwOCdCFyY3Tdu0oXKq235GWCB9ZmyDeQKlcQIycTRpQX266SvJmFBHl9zJR4E0oan7OYP2kRUd2rYyH6zPgzZ5LzlTM4C6AmpZJcPEhyGWw4S1m7FsbwWkNnxOuKtUOjW4s/zMMpl8bqAiHy2cU19y7MX6P4Wj72XfVDynsYgxTfNg/fwR+U9yP9SYB9lhSduinQ5S3SXatdpt2p3aK7Q3au8AiSKJG7UwXTQx6/eAPgDYgRgQid8azv7/X76FsgVZ/cQnRp9pFv+y2PxaUAl+7efI75zx5tKGia8c+Rr5i2KzWRz9aTUIqsEzf/Xqj/79d854+zOzpYnomQDI4R18Bujix7U5wCdngCSF6OQu7bXa27Q/1f5a+zvta9qPtP+ASZElRdKEt5GD1446p7Gyq95OVzWMwxjPd5V6S+0K6rA0kYfCX4roYejG96n4MM1vpJnwSeP11onscbBCcuPCLRTg0qKtdiRi9bRh/0S1WLBxUsFcfxhHqmWrtLe8pBRmkyRt8iry7GSgfibpAAtCBrQyLUVVpP6bS0QgOq0Bdu7LzioVql7yiLFEyfSD0zo1G0btJTVCeEb3PaAf1d+rErYpuShhZPROyl2O20tUj4EsO4yalLKcZDyrM8qB5hlq04kYkOz6pARLOaPDSqV6WuA0YuUIgxKGzrAqQWhkEz3SVQlaY3AlKshLlNgRrdKcRewB43nKdNS5lQipYiLNzcETgDVEuNuVA7qExXO3YoH8JXmKlWbPzBJqM1MSvXZ3jbPs7gypuX2X8PrddZ4AIoP2I5WbAjzisL1NCEtKBJmCHG/3FLTUYljK+SgQuLogkKtTKEXljgYlIZ2CkXDg/jPgBpTRWA0LfwqqE45MALEYhJ/exFEC1AP3ORcGHMvR+nr5Gk8DQQAXIOBnNGkIAxCpLbYjlEw5METZUDwaQhUuYVVVjLDdLShHpjI3gXgGRVhUd74Scmoa60Uot7a0mUdp8yZeAvxB6JTCFLinlQWaeCOgzbKyl+hoA20NeGQC9FDCt9+G7xBiCZLLeNju64D9EoCHfRlvpW2ZwO8Q5idCwvUwuWXjxtzGs/f3ihs3bvSm9p89nR39z5mZmZznzgYv3br1lJesJdH26ZmZ5dnAI2fUXlV3G5PLy/VaUH9VrfYqM/cIWVz8YtF+FS0U8vebk8YLJ+6w7mm1Wv/xg9b33QVn/geQ/jZMLJmT2A+1n0c+Tt6hPVfp38cgRsiTNEttIWOFb1I9Tr/Vlrl1MI3wFwTyhkfGWh+AzniHinVQYk/VQP00pnRWw/S+MQSHurprhLzBjyLfjenTJT9D5vwg8ulZwJAzMWBf1zPPoL5t+Z5tmHuEvIpGrh/HvheRo/ZZgkFGzjf2uf64eNY5U/iW7QeWYPuNy0j8HUx2Qn2v9KPAt5k406BHaawqgWcepeIMqCXAR8jdMnQyuXIU+hnvbOrnPKjJOMMhl40f6kb0MuqcBYgbc3yy3w39UM2HEnkDuQ4kER8o67o0r5EuSnZxI671G/IkM5mTf8ng8tGVu2bJFbuv27/lzh/vnF24qNEAzDT6DpnIf//702ed9bIXvejjp556x/z8KY3GDZWKhvKOViVfJucpRPtf9QZaqu1S+lqlEIvrSqnbCMcK3UGvE3XGX9UWEFaG63oCbNPD2NnRTXh1yDsdZ3SRYxQt+Dvw3Mv2dF+34zz4R86L/R9gCbjknelpZ/Sk8573OE8U1b8P33LL4V27SD4/l9+dz2saygWbyd9Am1uwUs7SDgK3v167RXsJcPvXKP0QQL5+d0y6O4mQiuYDJGyIRquttk8GXYlSLIpoA7TegAjMPQnlEkxVKqbUUqTRBlms12g1+p1hGtDVfUqJNEMhbQB16w3FWdIdEsSeQyWqoXjQhrq/bbWtsl8XzrKDW+Oi+sKqrlffgdsanmjcCwIq6ZfLlArcYZeFMiRz+Hx63pMgwRGLu4S6jpwAkqtL19EZ04UzurHuy0bNjLjllGIdBLcMqU/oQYbmw2Zo+7HIwwLI5arx35fJecAifGPeXJRMFATlMQt2BJSF5xIIZk7L8EfmDnMz8hx5eE5EQo/F3GHKYtzp191ACBhFYN9CkNMupsZUAxjNBMiPJj1aAXI+Wc0zUY6mDSr6foLa7a2HDytZ+mvkYvI2pZdan8+b4J1t187RLoe51ejXcHQAnPX1k75Kq4FC3GDY7fTDHkw+iK+QE4ZiWXiX/VrcaieRHMvfqQQtYdRxR6EucU+hsxV46fwx7dj8O78E1/GH5HCJzvlOaFmjL1vW5xz/O7gIv+aaf6odA3xeNmB4y3lLGlYSUK7TEAaNCeHCFWQrPdju+9f4/rT6bAgCshRYo2daPnMs8koLgw7zbPJK2x89pCNGpr0KDJhZKTicOxDKSKaqYwnuweK+xCfJYfJpLYDV3gIp9xnaCxAl+SSRfdQVQzegc+36+pZ/Q9bX9/Pp8RBMPRw2VG0iMIFhE6k6IYxywzU6RAkrBStqDBWagbU9kAMEO8cLkiFkkgnpJGRrAvCBLeiS0V0mAImbfOECh7MAK9zkM+7dxE8E3+BGtcms2ZbSi80r1zydWcWatVx245Jw48irvC12I/bn9VvlWxfRtibPoyslky/OvFgafJukL7Y9VuUlVt0E41jlHlz6x0M/Zzlv9EhiG3KCOSAMbcT3UQp4MPoiSCVUWmwSpKicJyGS88hGEJHkgg43maQrG6GcdcdFCYg3sQuiBzs2OvZxchb5S5iVZW1e0/pllC3bC/rQI0lrMBRlphYyGqSlEY8sEHrtqdsv5LTYaBaku/V1lL5uq2tvmJ2i/MLtu647EWXbLr3s9MNnnEvpgT311Znu0ukza9/ZCp9Nu7Yvnt7ec4DS8/Zu/c5aGl07N5s9RwOpCNfLV2G9SC2EdbJXO1+7TLtP+0NNmxprGuSYOUZi2Kj3jm891I5vTUTrmo/1nYu2EmRBfs+t23/I49NI1I5njvdbTmKow8YJzixFqog4rsdSKq0IEockc8ZgcMbw8MKOHQuLO3bcO2NZM24YuqM/wCvGUO1EboLrF0PvLSgvviUbvcXUhfEW71HOpDwqPXklI9fr7KiU0oALe8DPFadmahM1oF8AJDOmW4odS3LL8CaSYqOcRLZBTTfrmh79kyE24HXbL96+49CO50UZ91to/AmXqBx/K65U4FK+z75JNw39Zte9WTdM/Sb7yvFzjzJ8qKEeeqPRmKwt1Iu5iWzWc6JJ3kyiMJlsVQpleTbJlTPId+ixnx97XPsmeb+WwVmTDVNrgrCvNhOQYWRzsRwrFxbV/kRb8aMyjTdIBw21ClbMjfgj0K2ksUgdoTOTkIl9UeBIAKZHRu8WIiT+2YaYMLllx87o/81MX5jPT+VxD4rbzp9Uy97T5uuBqVNfyV5fBtnrT5SGuAa8e6N2CkjAZ2sXwNy5WrsZKMldwBdfD7LYu7U/B6pSjz2S0sskTnJRDMS+obZzMmMtlhjPMWBw/bENJvSkN5UisYiPf6kqPOisx1vrsycaI74eG0/VOm4oqllVH+bWER1f30Ci4w1WPVrPEuMUOVBITy1BqlGWsZJCDhbwawO7FOTquTDMhQ/D1XaCR3mUM2ToFjkh38iFQS4cfTsXQP6bA4zBC8DC+yHs2IGDkaCEQcj9JoSD3FkkTKNEZOBGx34kwFLExGS49S2qnq/ZGR+eRoj3H8q6MJ9wlqNobvm2XEgn7ID0Q3zsLVinY78TBCEWZx3T9AlxVIV/o/K1Y6o9jRB/WgFUGeZerZ4wuhEfFwSzab+etLFc8Fd4U0Am1F3uOC0PvD08SrAbhECz0KBb2fR4MB8+Cb+4w90FiRykiWGzTCYJyMjIAWZJ+guQZQCEYIV1Ej7eqBh2261ZChxUxwQFYIb7yQuD8nS7dc89rfZ0OZjxZ7dcsTLrj95QjmCJ/d2DFRk+85mhrJADXg5QLsDvb+yj1cI9c8UoKs6l13sKVXptu/2PgJ/j8uEDcXzgRhWMp7DNQIt/CrLnJ7Ut2k6YuYe05+HeRjMlSkiE0827diM1A04Neevr+3nrf2Ojl/RvvUM60i1Yokpn3umv78xCGKl9LzW5aclG64QpjVIXjm+nmuB6lC0QykXiGQxk518AZjN8lCZh1YZZHQ1B4zBxTYdV8v7r/XwZYICbhJE12rShVNpQIjO2X3xpwbdeWvTtl1p+4c3NoB6wIGJmkI3c17pRVpomixzGIL3xS3XTE5snJqKw3gLwobMwu2HBDRkGo2w9DMvJWphfqy9lPJ0wilo8L7PUXCldXdowObkha8swNKylUNqWER4i1Aoo8DXfolSJ/rqvLxRBpqHktaq8RmD8/2/yj+TjuMOLeplW+6RdUTQJHwJUjnLrVtjKWkrZS72JVAwazG08pbPDMbKFTmtx58wZ7MEnSKPa2bzl9dtj3as/Y/PgIHkOmZTEAYA7tXjW5qXN1QLjhbmDG42acVpnIV/i5ounr5m+YiHPUxvPnx77Flkh79augpkrUkUx7jWtv/F+fahs4JMSjVOT9dQeXqlTGkKVaQOmQf2a2t1MA/16f7ieCJVBdWKSKvzYai+Xs8Uk8oK4kItLDocVVcy1SSWgeiNfaVASc5tJUxpUihLzfM8ve7CmMYA7ePDlJvlQvjINLCTwC+WpDc1WwJ3Kpk0NxyoWnVLDYgGlXs2slzIXtuuyJBxiyYps9y7JhOU46mSycGMul81MxtEz+rbUDWvTO11iGxzXh3YZvLy6NqnNaXu0C5V2TYOlC4wb/SKoYvmpPlGMrdtgQFB/j5y+QvXhetHxRsmvlFVF279alp5cVj61cFo26XDeAzxWBMmlLEAk0O9kjPOdO5nBT2O8BEOkSogiJVQfl+AG27WDA7A8jfOJYPSlU3Wxm0oyBQvKmDFAPGrKj+iWOHJYWPrThd7MvQnq6FK6rFPaFqINU7hD0Ric79jBBD8da6muFyGUnFRGsB34pLSMeaoQpxG+S1LChlIOGQDHXbrQHXHxxcKBR4lmTukxvk1+Rh7SeqiDyeGIxWMmPx6JXwkDloZrbytuFODIkRfdwFjVkDVDPmrISWnMSaMmjSpjNwjzBilvtMj1y4Qao/9Lyg+rz7WGca2U5DSDkmXKl7EbysbrJ0DH/wDasUM7F3i5BuJPDHMVkR7Qq1UGj62tx1ANSZFg47aJUqaqDZYO0r5aA6jfCmtGK7zTa4l2AxKamMMxndTIT2yK7gayYxjW6H973OiAjONlOM/WQTLNWv7SSqzr+uhbgnN53x+MvsrFfVsOGAxID6aRBQ4JLxdQhJTJDGeU6bmRz4jlvN42dPfNHqMG/P3cBNwP4qu3xSM6iwv3oH34BAdQTjIYVHLQn0N7AKUAKm9qHW0foBhtmIx31YcKswLAkiGaqMLAbyWtsUJItqMEJ+5A6dKzjbAtZG6sakqlp8GwLZdlmO2jvIiWaIMdW6mYBxDYWOUZvp2I1+vEGv3U0s+VrV5TPp3XhV7nxanCQ2SfMGhUygrquLbJZLl94B6L64arm+08W8AqXmUZ1ls4zHKujz5iWeR0wQZZvzo/X836dc/McZ4zvaReH+0hmzqGENwDkOlK6kgqs8Xh6LPkXCTkLhp0oBzwD9pPAWPGgDE3wvvfD2v+eu02GAvok5/CN4X4ocOo0u4MN5MhSHsgxc0S4JNAKHOdbm6YxG3UtKETSwSzR/aHqNpuoZHOVgpzFSScMVYb5iIZ41Ya3AukFdEhZHTS4Yyjl4UVzishGmsDmKJlKim6MojAsgIB+AffcPniSVhTvk7fwchwkur39HqZElWbRZSWFvKZTD5zYbHICmsFSopFQjZtImdumCi1StuMXKYnRC8DGM4kMqOLKCBmgxHTpuqfbRL27Ll9qIol9TnrAqJTEu6bk9bcoyZQVCd9iFO6PoNPOXv47CGVksIPGqjahL2slI1KpSi7Lmu/FrCGrVVgdPuAlS8ErAEYvQbrBoUsHAoPpKi20u33Uku4YRttO4RUW7LZTmoi3YT1Fyf4HkDaAkls2Gu1YTLKsXljG3USxKl1zdFnzG6tPWi5gB0W1xbRPHZhbV4npXAx8G1bb5VLG64UYvSwEOTC0QOGVbYkaUv8sfzJwBp91fYnDWn/gs1UKjMMMNa9MGXn11bnKOVUN3l1ZmbFbjpCBLnFjf3RHzrO45Z4J4i7FlT0IG7T2w+agW89aBlS7Tl/kXTJw6nlSkatH/x4VC5QnFzr8Odpd1wYEnPrsud1V63MnXOVylyVPHzhKa0qDnh4xcWzs5dclq23T3l2FfNg7ppQ971At+7VLKi9Agi0A/jzNJjBF2naoHNc35s5LmSweuu4UnesN+7hkMfplnoZ7aMRcawRbV0XrK0rjTvrN0fiG2tzc+XK3NXpz57K3CyEvlyem4HYDFmbnVubIR+uzBAyVynjdfQ/1mZn12bJNbOVMgQqUHJtdubLkDsLFYy+ObdlDnLINojMYJEGFJ5Zm/vztPjLyFy1Mk3IfGVydvRnkDVbrpB3q5/ZkQb3YNkxHj/2JDmbvA4oWkVb1rbBSDwdLWWfaqMwZsYnx3/FquF3v+O1gXPYCX7lYpj2Yds0VPhjv60Aed5GTMXLW4+H3rbRNkzTsDFMKr+lgLKZeIx0yAeUfrkNPV/X7Y01eesmUsMxNh/rMQb/jPaLb8DLjsh1I/fVSfiuMFEX8oG56ugvMIvsrM6NdrtY4MpHgnw+eCRIEvXMT5GLYI3XtRltCagmCj+4Z9AAMX2YS/oLBAcJ1dS5BNBu3Mm1gT72PRLjlmA8+Oze3eeeWrrylNXFzbv3nLWztH91OL1A2E4/DrNXz8z8MNjYIys76cKiWNndMraFvY1keBoZDPjyvkljjbZtR24ivvV+EtlbqFoTT5JHlf+RhDGYA6lsh7YXJPMX4h54LW7W4ppSz+HOYxLjvkgSd/trBBFvHzc62n0Zw0xPobBsd5/y/tfIWBRPGsqvAa0mBqlJQ6MOlTZ6qYC0rrVGJopWRzDWshs3yKOjc8grR8/8dGBapszabpAB8TIy7cA2PS8KjYIg1Nx2nZfJeNe52ezNkyih3B/hTh2AMIIOXsD5chSYuDCYaxjKDJ6DaEJoFEVvmJuz//iNJjUtzzWlXmBONmSOQ6KSYfI8F5HFzWrEDLGExMxgP8p4u+Ax7i4vsx/lk9KpDtpxIxeBCinDD2BItN6nQlicosdhygE4IHJFg7TbyTcBym3QFrXzgPLcrb1L+4T2LQJJw3qroeSb/timBC1XGzAPOlspOk6gDYoHInK720MZSAcUjG8F5WRaOuGo0VI4S72PcckmWjqWSQx1qnHOKTlDOam201chUlC9SpvdfmoUvELjBvx0YnhwnC5e2khUIOU+XRBQVFFALHD7up9GtO4OvZBiAUR80PRVuu6rATf30vYkWDu868ad8EYCGC1KTeGFjifZZoAb8P64x9FCBJ1BSVwx0DBkswQgLi00d4kJFHBsxwAUR02j6IWCbqqAwCpG99AsDrvtO5ZBcJ8ZJ4RlOCwDgYpNEkJDAtOE+jRyJbM/TUIQkygpSIN8ljBv7JNBAjreZoa55F/O1n01SIibxvD4CULuIMzRYVWFNsBOXc8aPuOADWBSmDY0e2hyAPJ5YnIp0fuU2BLq0o3QEZFpCF1kpI8urYIX0cOR2NSCuRfyOlqu0AXBTNtYgOafS3M0SyIKlJ3FrpDTdBcTtusNXYfsTSTJXgDSNEMPTmhWCBcPqitIAEJUwCq5gHhUJeshGrlxIovokiKmiGYfO3bsCfIIeRfZRp4F3Xk3+WvyGBnBCE7ROTpUNu9xlJosjUVZeGn43uqyLseK/EhAOl33F1KFWsr2GfUj/RaKuoPx7hbaNffrQm14jf+Gap70VdnegproyxLvQRvEhrLFgBmnvI2GQAm7UBjagm0CyNMZG1cgbe6vMfQOR8kIW4kq5F4XJXNlX4UyBfpkK41Mu95DV3LAlOgPUiaKNMGERb9s3J+D+mVqeo1rsdNHGoW1dPopvVKq06irvNJVBEFrapGhdnuEjNLRaY8X5rCL2LXdeqpJ2HE9Bvw1FhDbNWS3P+yt0GEDetJVw7teqLOVdPuKSPSwU6gnWFWmrihlIZtSXhNoZVaXXegpas+70PicjNcNyVtDACx1HGFl56JGUGnNFWHu4BApU7QOtLTRYmiHhhvfAiU1qFL5tKu13WgpG5hcDCUltG2505dbxtqXJAYcC/8MhIDodyQpCLOUBKbJDXTAYkAWVSY63xqUCRPNQQgsQTekgihXJZDWOBVuyE1Lt3IGklKoSzdAFNKBJtAMenFJdLXR0bkXHb0p3IwJlCAxQQ8pCHp07PHlodEbExmVjQ7bPtclRVcuybBFuP4gHd2FIRFIAzpEQRspNAzlJ51AK4luGIZyOneUQQjcxhlzwiDnMpv6sM45OhjDHKaOpQNJ0S3KQZ40XR869DRYc9ACYUvfsX3LUO2WYZzPBdgVZgv70i1+RrAKZVN8Ok4fDOmuUOYjQsmk6KWFPteEPAFsxTOUpYhKDrikMDzU/okyloMhlSG1P2pwkI2gyandH1HsCToOoi90IQiQvFLzBsXDTIamNmjRB+P8KRXGZHl5BsgX3UIksF5Bv4QtiNAqx/DgHp1ZVDCGgwncj1vA7hxD+dZDywTVGQjkhgBCCFxYOckTlrGQETMU1XEQOTTRKQFsy6C/HDGEg1RSIAtI3yK6slNHWasABbamLAKP4dg2iMLYQY8mvInUBT8RsTMD1cIrhvGDR6K1DpJuE/3ysPcM2Lby08MfAWReedzhI/CNCA8PEIApi/aJ6FFvUIc4OnARBi+UR3kHcqAQYgroq2PY0M3Yikw19aTp2iA6OcLRXSl1HhEXR/APD9Ia9bnD30ycfGD40koFUBxpip72ICLBOAiMEH43GhxJHCOCtkSmDjP3eTQTAHuEnjQWCf8TtWMIrI0pKRZ6gRbMBE0nCRv9Pe4oUjVDyc/VW1W4B50Ks0o//DSIZfEgAcsd+xv9gLyXvHLsfbasraQW/JHH1DL3qBJr1hgdg+LBeNtPjOPrm3+NOjHP3Z/Ua0lInerELfdNr+zbcn2nOdWbencEmM2tIiT2nu7ZludZNnnl6kJpulBoFnKbfcv09Jec1TlzbsIc3Q0yaWtwv4Ol39fEsFPMZkoZTZPHfqllyH+S7YBU94GEfFS7BRDU19NdadSZjmmrMmdHrUG6fwhUU0VT5Xx7vHGtbCwUVUsUOtIxQWFT5Ce9odqzF0lniJrbcXrSPx7qKp0vsJl2utcP0ZTao3ER+uElnfQpsUROMuxjkQpFa3tluQyBNIkAaW+rO6GlY2qNRvndIbIaChfyC6IfsAwfkE4AUCbksKCMgISwXtGo1XVMGlgG7pnp+qWC70MKl5TqQy+Cue7vOYgkcPQuYjFHcGmwErN4AmvD0N1lhohH6JJTwLwDyoGGAaTBcxTeoZMtW9xMqeCb/oSjb8gyPhntepqVt1zpo99p1gokzTsGo9OAZfQlNM8lfd0SQ0uITTqs4BXH3z93LuW7ADORSbsY6kJkipRNIHKuFWBtv19nsxnTcA3JHClMANoOnv1AHRYXYC05u7i4hZEQ4B1M7g0NWKOPMBn4IhDFMF+0DT3TIeWQcYNOZAJBah738jbM/l26Qbbk5mje9icd4CKA9vyrTnEdIyIxT0guMIAZtbHZC3hmR1dH939u99DpvV+bvrlGaBsIBaC8rC5ysMKiik1TG5+95FJS14hGIRZrRa2qbdH2aAe098As7LYl8PqckC2Q33qpU5doRzLuxe16o9Nti4V1KUd5PAOYKZMUleTkIDUGVYABzXXadTU/cm2AChUCd3bRHrOuLFRbIIYNxXjigWgHSeo+hFkIW1D7pmZRmeJ0lQp1xMuNZQgAUqmTS0ilQVyiw3TIArfzTelWSboVYxRq1pm+DyAWiJ1gPEHv6KWolDgrPrwiQJrEA0aILCVjw+jZelgBihM4jAQRVJFJBCB6f47M5Qw8jYR5lZBW5xhQTCJy2xMy58pwjs9FVjajuwZp+TYPPDwexhYmcJ6PPOMuS0hgihUzMEEsc3Vhoq0lULv9thvzHW7EdQpQOiuszT5hSVJmtHcFUGtb55YDz2PeDABpYpiG7niAF+ANM9cv6iJKQKAD4r4kF2EG6rYxEdGJGkOgIpMeyEaO8BqMmvYSjJPlAW1HqU4EOlP+zdoaOQa0B33W0O9GI2gMCev9+C6dl576obwURHuIr2XYRiCIuFdFGz5t9xO4ZSuQ2AqDbB3S9cEQbmgtwsRIcBoACQEYmaB3DaTg0T/qZbaHKWUAeoHeT0A/8AcmHTkGEpqYBKagA5VgRowaRldy2zNMPQL2rBdAbEIRNRAS2C3ItbRBdpxH2vRpRlQTYvMyb5HRh4M4A0nsvGk/FvrZjmsIwyIyYwCcAMLjUZc7WRA1DAqDY4UAyBCS1KyaL+iSuWStJsWYrP2FJUndMJmUDvAYG6GbDdgAUIvOJI/clAlzPUAj/gwO2ccS3UAXOkorLLH1l79Qv8un4rLY0Q3TvARhi8t13eOSZUFK8kIWAHilVM/InDomZs6Yg4lGthibifsSMfaJ+Tr5DHkrSN05bU7TptbddnNNofyYBkr2zaqNOGWzgr7hk6SLpirkM3defPjOOw9ffOfontXVU847+Py1Uw6cf7EhrzCMK6SB16ffeedH77xzuPYna2vPh+/oU1JeEVyBF6AI2rHvka+TW6EVJ7we0XJxh3YWSP1HtZu022H2vE57u/Z+7WPaZ7W/1Z7QvqF9W/uu9gOcU7V+U1mWdWv9WlgLG7GyNtMhHUhT3Bz/LhI18xK0r9WhZNIdu8xBN4fIoBHM91qNXKrAUvFhelgZ6uHK5Nen5wbrlWDkpDKt9RqVV94JD73flF4hip21JdAuZQMMVG6RJG05lENodvpLHhsNyOdHXdMks6OvkY9NTJmjafLF0Qr5GHzVr+VYlqs+jjm6hISj/7X9EnR/Uhe0qbkEL4lrXWK5eGGQYOiX6Ib1X5P+1jGP4G1HzCTrHsH7jrh3etYRhCNHYFrrR3TT1I+49q9JO2V3GyZiBZHshB8GdZ1zfdg7h5ezdKEw/iXXra1ZxugtZoY4o59mTHKJIXfu3Ly0tFld6+jEPO6NmXmDk3HgY2eLmUwxO6MAEh4nYpr+SWGuCtWLWSg2reBTHlItIzkpPH2OYM277wUgXJkVswL4MIgrh57Xze3sivGvsmc4dswlXyKuFmqbtZ3aBdrV2jUA/5BgMWAcuGuDRCeX6rtr6RxQoCmVelF6REomcymlS9pol6fgUFPhn/YCSc8jO+ksM5R302PJ4Jf8gTBs8WNBvay4uJAJnUu9c0zXNUc/wWs0QQqhx8MgG/jA9GrE3vKihRxQmCxQs+r+IGtSVNVlySs49USxGZ/aBgHEXzxQWKyxrYy6uhfnFzFprVGNmX8uoP+KzDpU3gDkIn9z8GI348JnMQoXPdfKDH5/OPpkbnIp43lAZSnZeH7Gl1FGBC8hur+lU5rg1PeoXqtv3YfOAV59oqpjipibXjb/EbHAscfJF8iDY7+7CqzyRe0xci75oNor/BUvvNyv/K6bI637Z1YoIoFUtYBwsaP0Amt6esgKKh5WGZ7xhtbmrfVTWcbqBMC+HkG9C0BAxeglajOADvQG40t/OFYMKoiR6hSiCo2T1HoCb/Vo6v2iYsq0ZYG10Ul9WKHjY1xgFqyRsa+aak5v3JBFepJiA25XWiP0GVFawL7SDfRO8phLNSbjVpBJkqCSSaRdWTeraS3SIWDj5dRZDpU9x93k4NljV7mx1kk96KTa0XPvqfVKUU8rXiCNXr21jP4LQH9W3/e8573veaMvfuLuuz9x1xNREES+r663B44TuE+oYwdKUulyUQz18xOTwiK+mVTzqEmgSq+gdMCpOOeYQjIdxLpms9Vq5uMAhW0U5dZLUCwt7GLx9JnZBgrRLnUskfrRpfVArQg9Gck3C5bI6+VqIQuAWUeFgNFBgVrIbCZCeY7rJBBxxk/PtaM6Ymddz0+UChN+JJX+eSxpkjTEzDCOS6VKHtAPCLBCaRohOZPN+xbI7cVM6FETNa8dlBS5lKZNGHrjccc0UEZ17NAN3BxX2gEAf5aX8fzQM8e6bgsghxCcE8ezTKUr4Uf8BzzyqufhSN931yfuuusTu4IIVvgb/Jzv577i4kCfq853+BdUjyrB3pZocUHtsEJ1iooPwUxiEMNhhmUJHTAJQFZStE2po2hbEtK248yEo5pKJX6EBSyASUMnDgcJ36Aqz4kLSV4IPDrQcFmQeBKG0Ra6bUseAEDFklxQE8a7kQWhnzNTYq0MtUqyh4PPdCnUKYLMSrLQPsBTTILkLhwXrdJ1AKeG4WVczsVY+yRBfpASHX1U7/BoO85DPysMrmfQ95LbgYUeyHgomAG5tXzRlWjIIHRTaSt4D9+GUkfh7HEsFKjQpQkwqoWn0mUMB0YFbgfEZNgW4GPiWFnUsvH0QEaS9QOp/DVRyYMzg17nPeCP/R9twLVvAormaXmQYtDrAL5bgVRAALg1rJVm0u+Sj3xn/8qhQ4emn/2qI/H3vxdrx25c/MoX3vWuL2zfvv1vjx79+o74rW+N/2z/zlROmgPaeJ42BehrTZ2zirafh7RL0HqqqTYKGEKvyviESoBfW8fHm3RruLPQSY2rEgXN4FuLa6vAcOtx1BFo2hKtkHqvHqExCeonh9DSXKdXx18EcuSzQlzlTImWHhD6QkoC/gCXNnnAegJG8DxRFvtH15DilZzvgHmFi9AWQq90LzKMzUeZfEy8UYh6XQ03q5v6v5rmrbfhAno/nxfXfsHRUU7sQOYSgtmrgOEKf9++wGC/X+GXjf2nP6nsHW/UbgFMV0eNQtz4nX/6PaRtv/sPiVlfkm+gEqta/T++Djmb/3Wf86m27xfk6t+QO6z+jo+h2vmjt//iF7gPjfPkdDIiGzRbK2iz2iog5Mu127SXaa/XHtC0ocwNcyBAoWmXCg+GbY8oqzCVs553PP8pKc3fUKZMjleTFiuTXynXGlf2lHI+eWpj2uIW0WxWpkWzwHj1GgjH0660myHj5Z/KqWa9VVZ5bGqSs8rDojVVa9VmRGuC8alJKDP6mZhptmbqC2IaotM1xqqfEdPTrRmvnA10kKQYm64z1hh903C7uQ3zU0v6fJnxmSnGsws/FHOzG+YnFn3Dm4WCs1OMNX9PTNYLIAXGnE0eEvWqLL7RqJRKZWNigrFSyahVfO4Jh/qMTZ4uq5XyZKlsThSh9CRj5UlZK09OlitGCWKTk5xPnmnUJspluL9YZLQ8yehE0aiWy2WbAub08QSzchm+Z4uM8KvVyYqB9dRAmva5ZdSr1WpohdI3ApXIKq8zCoVc3oihufm8MVmW+ZPXiYue100gNSd869aNZcl1ry6/etPuA7fd9u7bRv/y+muvff21N722/JoFiN524PRnXYspx2W+l5A3Q10VdfpY6myfAABBtKCQD8KSBYVKqMSzo05K+szwZnr47LMP02etFI40Gvo1F1xwDfeXj157pJnZls/zPaure8iLp7N59/CbFxbefNjNZ3cldSHKxaPvXVx879FqnhpTF9tTQcJ50T391mr11tOzY/3qd8lHoF2JtnFsSawpD2tAJwCz1TE3HQBoQPeSbDRUW1BpeoIHk/WU+AeZIBJ2YtkZ/jo/7u4Qw3AXhslbmY9Hwuzn3OOAh8lRRgrAiVQK8BvgB3frxneAp12o6/+Prl/I+XWQ+UsQG56NDrfwYW3KRlfAPUDqHKjL0TnaTI6+iNaL93D+Up5eP8gDXQ9QNaLe5efIfwL2RalXI4mcJXEXpNVuvxHCH/wOk7iGp7WQJyqV3MzM6LvT55++adPUFNm18xXk0FRz7fHH10YfJrt3r1QqK3etrWkZqPMR8n3yEaVrQ7udvrZN26sd0C7Vrjt+OuqbtT/W/hQkaY2c8CFpnAgmDXVA9zqfUSF5kotJ42R3k7oa8HULXRVqn/BlWq82PcT019Q7GBsFQlXHQ8NfU2fmuHlRaywnkJsBv/EZAAPTCCvXg9evSbkmhLqeSekMvr1prpDn8fBDAC4QYDzM4B1P6yCZzqCq53jYWZVy/bMo6LRu8RncHFkPvWB8f+/mc865+ZwL1THkZBM2gRv6DD0eeJEYF3wIn63rMzqnJ0KnS2zk+HM6gI4ZyMCWHA89tH7/iyh2bgbP/x0Hlk++efS5c1c2n3vu5pWP7r1q796rxnyiTh4ll8MMmNeWYRbg+Tf7tIMwB16BfkgKGMB6glWgLEzwnPEIFg4aOdTRQiE9vSZOYDLihIzhK4fpe5wliDrSPEw/YV84PMkTGIDFidcdqy2DHKzVdStcfOogdeOHwqRdJZlCJi+tauCbViGDirjQ75ym/n3PFYaUZbQEjl7xVvj3F9sXFrYvvMuMV6ZnVnot0zSbINeXE9My7ey3PO+fvAnX8ABMmt81LSsSFqTLrC2tTMbEmGVReIphWt3k7GRv/jQPRtkoA+rsWdaBZF/iL1Zri4u16lGzODW9sjLd3sRjyzCsiIVQn/kMf/S468415ioF28t6gFG7wlQ+v9eRH5FIq6qzhl6hvVf7K+1JGO3UqkuO1c/4NzbwGQtfOoxWegJhKp/BQomVr1a3kx7WmW6U50DEReVBqjZQZVAXdbxEShVTs5N6WgLE3P9SBMRaVY5CBUgT1SPXS3WT9FfpsRpoGaCyu0OkmxiMGr32ehg+aou/E8VJNK6hi7dE6XPgQ77H7ezU7La5eH727AUndJxsdePM4Iyzl2sTo+8xMilx4xjkIo9N5iJ1skqkR47Io6QFsN9kNoiPyIYlSA0LuSwWmchlRAxrgeC52yGzqZ6z8dBycy7J4BHZZaigINLNbsgnbA+Du0oljjoPgucGcKD3SrrAswZQ0StTlJ/u+vF7aBakAJ+pU77V0QACUvCEAG4xZWmDUqyrpK9/E2KPjRvdQGPwbCTdPdXVDWExjiY69qXMQXEMJQg8aJ0io2F4kAOIZJL0oCYbJMOQMZ/JVOiSkNNhhiQsgDpMoeOOJMfilFkelIMPt2bgAda0xXdxtw+yD4xgxGEV8IOMGWVJvSrnZsvCMx9aDiXzICvVDGpUJON6rBsNmKsB8IqHiUkefopf7389dW6HpsX9Liz0btwMayGDkDzp+9vi2ZSlda/pXjP6D2Lu66T/XtxN/71o/PuS3ug/em89awv820ZuH72QXL62tn9t7by1tUNrMI1+Y2Tn1FQedXW/1C4jPyVlLaesBbfCCtwPeHgwnvfp2gMGgywuSSFD6gAwWDe6G6z/nwIpJ0oLLq8rn9ZNaU+f5Lqtm9QSXhmdjeeE6dpMvyuyzcRa8FAReTkW8dISJXtc4APFVqvXaikR3n/DJmkJxolhlZYi/2xHmAwkYuty277M6Sk95Z2boQTMBywQnOVILCCanSZ8Dvqochnjtx8CTnoQ8FtZOxNSUA25XG9LdaJC9oSrpzqaB8A49M5T4Ly17mmtzG+SsX5SrKu7xm5BG++446JB9+bK5B0X7b3m6jP2XlPimZ1y9n6TcMnyVuRVF2FBSmgmMZmDCw/tPgRzsmYW14NpcGOSPHjHn98xUb6hs3LRHaNnXrP3jKuv2dudlzsyvPhSQYyM6eN/ZBCtTZYmspKYE57ODaWO0COQ0WG2gvCuM0edvfzzY18hPyR/Af1Fj7itgH/bYxcWhluIY7vTdXvKdccaGINobJEM4nFfyeoxzmfyN195zMk733Cc8zuHnPyDQh6RliHOg6F/wHEe0pPJ9gWrq3Ozq29sTbRaEx/+8peh9Dcd57zORRAQlny+MCz5RpM/4Nhv5YbtBavnr0H5TRPNJnzGZ5Nq28k/kH2wukog2W/Szjl+FsNxF99kHaAieZb/XWYT+W8bDVzRfTd3gtWS92QLxcx3M8VC9gf8u5ZBv8t5pqhSipn1lNHDDddp0qRazxu2bWzYOGiRfXGmkSmV4BLvaeh6g1rDAkTKZbgUzmyAOEXFFxsO3DZJa0m+7njOxg3tIS2k5xd/gTxG/hT6NtBOA2yh4V7LWCGrjqVuqv3a9Fge5c4yjnR7wGcAs6uTP1cIwPbUIlPZTvUhcwwdUm7Ya5HHRnMyz181bxpTr5oCpP4cIHWUU3/F1w24AFNgxJwymQgD1x394IWGYc+cuRwwvVSyGf4/EY7zpSnPuyRkNOtMOPT5738/zLFZlzFrziLkOZXbq1CDtcHiTCR4ALRB80fykpCImNaaX9JZQRDbim0rcLKEFch4f3MT+Q/ycZDEe7D+0Mut3xisH6+tTq6oEDyOm8i4WQM+mdrm0UY8VsQi/4yTVC2NO9pJ1E0G490ANJdXCCFVFGMhNHQo6/v2cdp+8wahV8PT9BuBMdnzzug9ZGfeM7yNnmjOxUJUnlchnM68Xczb+TAwM1EnJMTQJ7ZLbnoFZ0H2TN813Uw5RzM0I7ILwFOEZ0dGYdOXOCndUOI850yZuyQ/Mz0E/Avho5QKq23qYtXsln3IP5iDrGecprftfD4/5/oiC6PG41w1k53IO7NBxwxzYUXaOerTDPeiJJMxAicjY7Uujv3LsY+T/0U+AdR6GWS8M7XrU+8NpFDr3pxi/aDX4aBMkToJNQZlihv4ooXjqrTiaCe4QPEeFAwUFE3WKHr6S7wP0j2qdvoXKNREyJ78JXnATguRhb0wrKsOXFiv3uBvtERhdQ7WHjXknZUry5P2nmtny3Uil3fdoGco/33OLOijzM71faKfWVmo1eZqQ2aiLQjMIYvqUjeYihOImyr+TphGcSkfeAbPXZAz9IXT9jzrWh/1nhGbWy0IuWHTJ4Py/Oy1e6xydMogF5z2BT3GZ1Fh27aMZuFZ/FtJtZrkajUB9XKh2/Skh3JgHIALVDxdk58kJfJJ4OgVbRX/H4BhslWJYejVAn/KHALP0VKGNegrs45MU3vo40bmahehPYzl4iXk8Nxyb/6TgeuF2alWEbC4UWxNZUPPDeZtO4oLExOlQTYLDbazEClNDLKRbb9827YrH6RvzRVeFrVcTxpBMRvm4jBbDAzpua1scaKYjSw7lw1LE0WoIVQRSL5/smmPzyL6O/I4ebc6N6eDNqx4PlDqUKL211bJce2HjJMBeWGzR7rN6uRrunu63WZj4tWvnqw1u909PfKaSQKUv9kr7LEwoZvfbVt7ChDoTcFv6t/xb+RJch9QsrO0K0FKem56LquSVdsNFkl1kGK07ow2TP+3IPyfExJ1Sc86wrRBV68LWVPWpSmvxcO51WYKRfeik3ugDu6O8P9v2kpSP208oUHqQ7mV1NI6yb/Z1hTn8gx0Et6/l2w5f2WAB2NRjzbyvmUsTi4Xc3G9Sy2H6C7jo/uzJUouprPlJKuM2nLzxVk8j5m7i3v68xNTwBGq1ryxVGn2nwYAuSJzyoktWyGseOnlpdHzq2Hc2GiQp9sWH72PMnaTB+RwZsuWmZXKlYSzpKqX6jP2Yn2F68B0JqddtZMx0yjq6A/5oV4TuA3wnamJilFu9fdUAJrrUbaYzXj6tlvC8h2H5Fx9zBsFjPlzgS9u0U4BKnDxSbxRDfwiqY0dVtcP8u4k/fVDMTqDZpweTY/WvHh4RnaozlVKhuOT+MZaoTSsnLvIl/BAedOYMGl+9LM8NSdAzCzkM4JtKBG/tIHy0c0hOTcsx6N/i8teborc0sxtA8Rljt5o4F6XRd5lwYoshjvC4mHDOIzfQmZHpkB6pXa7BPNvixcVipG3Ek9Ojj53AP7dscP2fbtmmjX8xUi6Tj9P/pN8CHB3BpDBQNOytXB8APAKcoY4HAxJLUznRI0hhlbbDAjD06uSzOPzyEOjfeWZmbKThHGQI+8aPdOJJicj8qY9o5+/Mbq5H+2+Obrg2ojcOjowWyYHyzMFaP3oHwOQY0b/PLmhTPiHf1YQc9bkK2+88ZVFqf1/buG5sXjanY9NasMwEIWf8gelULLqriDoJgHbKAYTyDZgSiGQVehWOI4jSOygGEIWvUKvkBuU7nqA3qAn6pOjLloohRjG82n0Zt4IwA1eIXD+7vHgWaCPF88tXOPdcxuBuPPcQV9sPHfJJ8898ieVonPFU9p0ORaQ2Hhu4RYnz2084cNzB1I8eu6Snz33yG+YosIOR1gYFFij5sQBMgyZYyiMMEZAnkPzzqkyhmZlxn+GHEtOwLTaHa0p1rUcZEMZq9E4kHNdW5MZLWc6y5cUFexwvSFW7Ck5T+PACXuetswotNHhqiprfcj31ZaVP4Q/NKnXuGxpkjerR1xeYsL4z/asipFQ4eL72Ujpkla2yGUcKTmRv9djKU7CJHTPveh1C5YtBaZpkPR1zlGT3fZY5HZvqlIqNYqUUvISly/ObnQGAAAAeNptzUdulFEQReH/tAGTTQaTTc50vapnt8lOTc4ZiQUwYcb+2BkgOEOudHWG3zAa/u7Xz2F++N++/jnDaJhhxAyb2MwWZtnKNrazg53sYjdz7GEv+9jPAQ5yiMMcYZ6jHOM4JzjJKU6zwBnOco7zXOAil7jMFa5yjevc4CZjgkZSdBZZYsIyt7jNHe5yj/s8YIVV1lhngykPecRjnvCUZzznBS95xWve8JZ3vOcDH/nEZ77M/vj+bRrjsQ3bbNqy3S7aJTuxy3bFrto1u2437PRfQz/0Qz/0Qz/0Qz/0Qz/0Qz/0Qz/0Qz/0m37Tb/pNv+k3/abf9Jt+02/6Tb/pN/2m3/RTP/VTP/VTP/VTP/VTP/VTP/VTP/VTP/VLv/RLv/RLv/RLv/RLv/RLv/RLv/RLv/S7ftfv+l2/63f9rt/1++Q3AdzXSgAAAAH//wACeNpjYGBgZACCyzpaHiD6qs/5QBgNADoHBfUAAA==") format("woff"),
+       url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.ttf") format("truetype"),
+       url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg#gaia-fontawesome") format("svg");
   font-weight: normal;
   font-style: normal;
 }
@@ -21,7 +21,7 @@
 @media screen and (-webkit-min-device-pixel-ratio:0) {
   @font-face {
     font-family: "gaia-fontawesome";
-    src: url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg#gaia-fontawesome") format("svg");
+    src: url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg#gaia-fontawesome") format("svg");
   }
 }
 
@@ -37,6 +37,7 @@
 .ga-bathroom-02:before,
 .ga-bedrooms-01:before,
 .ga-broken-cam-01:before,
+.ga-building-car:before,
 .ga-calendar-01:before,
 .ga-calendar-check-01:before,
 .ga-call-center-01:before,
@@ -59,6 +60,7 @@
 .ga-commercial-02:before,
 .ga-condominios-01:before,
 .ga-connection-01:before,
+.ga-couch-o:before,
 .ga-dashboard-01:before,
 .ga-dashboard-02:before,
 .ga-dimob-01:before,
@@ -93,6 +95,7 @@
 .ga-partner-01:before,
 .ga-partner-02:before,
 .ga-partner-03:before,
+.ga-plan:before,
 .ga-plus-01:before,
 .ga-popup-01:before,
 .ga-radar-01:before,
@@ -137,6 +140,7 @@
 .ga-bathroom-02:before { content: "\f105"; }
 .ga-bedrooms-01:before { content: "\f106"; }
 .ga-broken-cam-01:before { content: "\f107"; }
+.ga-building-car:before { content: "\f156"; }
 .ga-calendar-01:before { content: "\f108"; }
 .ga-calendar-check-01:before { content: "\f109"; }
 .ga-call-center-01:before { content: "\f10a"; }
@@ -159,6 +163,7 @@
 .ga-commercial-02:before { content: "\f11b"; }
 .ga-condominios-01:before { content: "\f11c"; }
 .ga-connection-01:before { content: "\f11d"; }
+.ga-couch-o:before { content: "\f157"; }
 .ga-dashboard-01:before { content: "\f11e"; }
 .ga-dashboard-02:before { content: "\f11f"; }
 .ga-dimob-01:before { content: "\f120"; }
@@ -193,6 +198,7 @@
 .ga-partner-01:before { content: "\f13a"; }
 .ga-partner-02:before { content: "\f13b"; }
 .ga-partner-03:before { content: "\f13c"; }
+.ga-plan:before { content: "\f158"; }
 .ga-plus-01:before { content: "\f13d"; }
 .ga-popup-01:before { content: "\f13e"; }
 .ga-radar-01:before { content: "\f13f"; }

dist/fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg → dist/fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg

 <?xml version="1.0" standalone="no"?>
 <!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd" >
 <!--
-2016-10-7: Created with FontForge (http://fontforge.org)
+2017-5-25: Created with FontForge (http://fontforge.org)
 -->
 <svg xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" version="1.1">
 <metadata>
-Created by FontForge 20160407 at Fri Oct  7 10:28:35 2016
+Created by FontForge 20160407 at Thu May 25 15:13:37 2017
  By Patricia Macedo
-Copyright (c) 2016, Patricia Macedo
+Copyright (c) 2017, Patricia Macedo
 </metadata>
 <defs>
 <font id="gaia-fontawesome" horiz-adv-x="512" >
@@ -22,7 +22,7 @@ Copyright (c) 2016, Patricia Macedo
     bbox="-0.496414 -243 515.269 498"
     underline-thickness="25.6"
     underline-position="-51.2"
-    unicode-range="U+0020-F155"
+    unicode-range="U+0020-F158"
   />
     <missing-glyph />
     <glyph glyph-name="space" unicode=" " horiz-adv-x="200" 
@@ -50,10 +50,11 @@ d="M149 379v-56c0 -8 -3 -15 -8 -20s-12 -8 -20 -8h-93c-8 0 -15 3 -20 8s-8 12 -8 2
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 c0 8 3 15 8 20s12 8 20 8h93c8 0 15 -3 20 -8s8 -12 8 -20zM336 230v-56c0 -8 -3 -15 -8 -20s-12 -8 -20 -8h-93c-8 0 -15 3 -20 8s-8 12 -8 20v56c0 8 3 15 8 20s12 8 20 8h93c8 0 15 -3 20 -8s8 -12 8 -20zM336 80v-56c0 -8 -3 -14 -8 -19s-12 -9 -20 -9h-93
 c-8 0 -15 4 -20 9s-8 11 -8 19v56c0 8 3 15 8 20s12 8 20 8h93c8 0 15 -3 20 -8s8 -12 8 -20z" />
-    <glyph glyph-name="uniF10A" unicode="&#xf10a;" horiz-adv-x="508" 
-d="M446 240v0c-44 6 -128 36 -106 99c-141 -157 -251 -66 -273 -140c-10 146 90 212 189 212s182 -76 190 -171zM308 96c10 -19 -11 -48 -51 -48c-37 0 -63 30 -53 47c12 -7 31 -12 51 -12c21 0 41 5 53 13v0zM143 190c0 21 16 39 37 39s38 -18 38 -39s-17 -38 -38 -38
-s-37 17 -37 38zM288 190c0 21 17 39 38 39s37 -18 37 -39s-16 -38 -37 -38s-38 17 -38 38zM254 220l2 -1l-2 1v0zM508 213v0v0c0 -31 -17 -79 -64 -72c9 23 15 46 16 71c4 114 -85 210 -199 214s-209 -85 -213 -199c-4 -107 75 -197 179 -211c3 4 8 6 13 6
-c10 0 17 -9 17 -18c0 -10 -8 -17 -17 -17c-5 0 -10 2 -13 6c-87 10 -158 69 -187 148c-23 5 -40 36 -40 73c0 35 16 64 36 72c29 97 120 166 226 162c101 -4 184 -72 211 -164c20 -8 35 -36 35 -71z" />
+    <glyph glyph-name="uniF156" unicode="&#xf156;" horiz-adv-x="508" 
+d="M497 355c6 0 11 -5 11 -11s-5 -10 -10 -10h-36c-3 0 -6 2 -8 4h-7l-76 -338c0 -2 -3 -4 -5 -5h-1c-2 0 -4 1 -5 3l-81 115l-75 -14c0 -4 1 -8 1 -12c0 -56 -46 -102 -103 -102s-102 46 -102 102c0 39 23 72 54 90l-36 102c-1 2 0 3 1 5c1 1 3 3 5 3h14c3 31 29 55 61 55
+c9 0 17 -1 25 -5c11 37 45 62 84 62c31 0 59 -16 75 -42c14 7 28 11 43 11c46 0 84 -36 87 -81h10l12 59c1 3 3 4 6 4h13c2 3 4 5 7 5h36zM99 330c-25 0 -46 -20 -49 -44h350c-3 39 -35 70 -75 70c-15 0 -30 -5 -42 -13c-1 -1 -2 -2 -4 -1c-1 1 -3 1 -4 3
+c-13 25 -39 42 -67 42c-35 0 -67 -26 -74 -61c-1 -2 -1 -4 -3 -5s-4 0 -6 1c-8 5 -17 8 -26 8zM102 -2c49 0 90 40 90 89c0 3 1 7 0 10l-45 -8v-2c0 -24 -21 -44 -45 -44s-44 20 -44 44s20 45 44 45c20 0 36 -13 42 -31l45 8c-10 39 -45 68 -87 68c-50 0 -90 -41 -90 -90
+s41 -89 90 -89zM102 81c-3 0 -5 3 -5 5c-1 4 1 6 4 7l31 5c-4 12 -15 20 -29 20c-18 0 -33 -14 -33 -32s15 -32 33 -32s32 14 32 32l-31 -5h-2zM363 16l26 117l-97 -17zM392 146l28 128h-388l32 -92c12 5 24 7 38 7c48 0 88 -34 99 -78z" />
     <glyph glyph-name="uniF117" unicode="&#xf117;" horiz-adv-x="340" 
 d="M180 196l158 -158c3 -3 3 -7 0 -10c-1 -1 -3 -2 -5 -2s-5 1 -6 2l-157 158l-158 -158c-1 -1 -3 -2 -5 -2s-4 1 -5 2c-3 3 -3 7 0 10l158 158l-158 158c-3 3 -3 7 0 10s7 3 10 0l158 -158l157 158c3 3 8 3 11 0s3 -7 0 -10z" />
     <glyph glyph-name="uniF10B" unicode="&#xf10b;" horiz-adv-x="479" 
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dist/preview/gaia-fontawesome-preview.html

@@ -141,16 +141,16 @@
 
       @font-face {
   font-family: "gaia-fontawesome";
-  src: url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.eot?") format("embedded-opentype");
+  src: url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.eot?") format("embedded-opentype");
   font-weight: normal;
   font-style: normal;
 }
 
 @font-face {
   font-family: "gaia-fontawesome";
-  src: 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") format("woff"),
-       url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.ttf") format("truetype"),
-       url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg#gaia-fontawesome") format("svg");
+  src: 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") format("woff"),
+       url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.ttf") format("truetype"),
+       url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg#gaia-fontawesome") format("svg");
   font-weight: normal;
   font-style: normal;
 }
@@ -158,7 +158,7 @@
 @media screen and (-webkit-min-device-pixel-ratio:0) {
   @font-face {
     font-family: "gaia-fontawesome";
-    src: url("../fonts/gaia-fontawesome_5cd8cbeb287ccdd9c3000756341a0519.svg#gaia-fontawesome") format("svg");
+    src: url("../fonts/gaia-fontawesome_5fb31e1153061dcf10d1ee9025126c86.svg#gaia-fontawesome") format("svg");
   }
 }
 
@@ -174,6 +174,7 @@
 .ga-bathroom-02:before,
 .ga-bedrooms-01:before,
 .ga-broken-cam-01:before,
+.ga-building-car:before,
 .ga-calendar-01:before,
 .ga-calendar-check-01:before,
 .ga-call-center-01:before,
@@ -196,6 +197,7 @@
 .ga-commercial-02:before,
 .ga-condominios-01:before,
 .ga-connection-01:before,
+.ga-couch-o:before,
 .ga-dashboard-01:before,
 .ga-dashboard-02:before,
 .ga-dimob-01:before,
@@ -230,6 +232,7 @@
 .ga-partner-01:before,
 .ga-partner-02:before,
 .ga-partner-03:before,
+.ga-plan:before,
 .ga-plus-01:before,
 .ga-popup-01:before,
 .ga-radar-01:before,
@@ -274,6 +277,7 @@
 .ga-bathroom-02:before { content: "\f105"; }
 .ga-bedrooms-01:before { content: "\f106"; }
 .ga-broken-cam-01:before { content: "\f107"; }
+.ga-building-car:before { content: "\f156"; }
 .ga-calendar-01:before { content: "\f108"; }
 .ga-calendar-check-01:before { content: "\f109"; }
 .ga-call-center-01:before { content: "\f10a"; }
@@ -296,6 +300,7 @@
 .ga-commercial-02:before { content: "\f11b"; }
 .ga-condominios-01:before { content: "\f11c"; }
 .ga-connection-01:before { content: "\f11d"; }
+.ga-couch-o:before { content: "\f157"; }
 .ga-dashboard-01:before { content: "\f11e"; }
 .ga-dashboard-02:before { content: "\f11f"; }
 .ga-dimob-01:before { content: "\f120"; }
@@ -330,6 +335,7 @@
 .ga-partner-01:before { content: "\f13a"; }
 .ga-partner-02:before { content: "\f13b"; }
 .ga-partner-03:before { content: "\f13c"; }
+.ga-plan:before { content: "\f158"; }
 .ga-plus-01:before { content: "\f13d"; }
 .ga-popup-01:before { content: "\f13e"; }
 .ga-radar-01:before { content: "\f13f"; }
@@ -366,7 +372,7 @@
   <body class="characters-off">
     <div id="page" class="container">
       <header>
-        <h1>gaia-fontawesome contains 86 glyphs:</h1>
+        <h1>gaia-fontawesome contains 89 glyphs:</h1>
         <a onclick="toggleCharacters(); return false;" href="#">Toggle Preview Characters</a>
       </header>
 
@@ -488,6 +494,19 @@
         </div>
       </div>
       
+      <div class="glyph">
+        <div class="preview-glyphs">
+          <span class="step size-12"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-building-car" class="ga-building-car"></i></span>
+        </div>
+        <div class="preview-scale">
+          <span class="step">12</span><span class="step">14</span><span class="step">16</span><span class="step">18</span><span class="step">21</span><span class="step">24</span><span class="step">36</span><span class="step">48</span><span class="step">60</span><span class="step">72</span>
+        </div>
+        <div class="usage">
+          <input class="class" type="text" readonly="readonly" onClick="this.select();" value=".ga-building-car" />
+          <input class="point" type="text" readonly="readonly" onClick="this.select();" value="&amp;#xf156;" />
+        </div>
+      </div>
+      
       <div class="glyph">
         <div class="preview-glyphs">
           <span class="step size-12"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-calendar-01" class="ga-calendar-01"></i></span>
@@ -774,6 +793,19 @@
         </div>
       </div>
       
+      <div class="glyph">
+        <div class="preview-glyphs">
+          <span class="step size-12"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-couch-o" class="ga-couch-o"></i></span>
+        </div>
+        <div class="preview-scale">
+          <span class="step">12</span><span class="step">14</span><span class="step">16</span><span class="step">18</span><span class="step">21</span><span class="step">24</span><span class="step">36</span><span class="step">48</span><span class="step">60</span><span class="step">72</span>
+        </div>
+        <div class="usage">
+          <input class="class" type="text" readonly="readonly" onClick="this.select();" value=".ga-couch-o" />
+          <input class="point" type="text" readonly="readonly" onClick="this.select();" value="&amp;#xf157;" />
+        </div>
+      </div>
+      
       <div class="glyph">
         <div class="preview-glyphs">
           <span class="step size-12"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-dashboard-01" class="ga-dashboard-01"></i></span>
@@ -1216,6 +1248,19 @@
         </div>
       </div>
       
+      <div class="glyph">
+        <div class="preview-glyphs">
+          <span class="step size-12"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-plan" class="ga-plan"></i></span>
+        </div>
+        <div class="preview-scale">
+          <span class="step">12</span><span class="step">14</span><span class="step">16</span><span class="step">18</span><span class="step">21</span><span class="step">24</span><span class="step">36</span><span class="step">48</span><span class="step">60</span><span class="step">72</span>
+        </div>
+        <div class="usage">
+          <input class="class" type="text" readonly="readonly" onClick="this.select();" value=".ga-plan" />
+          <input class="point" type="text" readonly="readonly" onClick="this.select();" value="&amp;#xf158;" />
+        </div>
+      </div>
+      
       <div class="glyph">
         <div class="preview-glyphs">
           <span class="step size-12"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-14"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-16"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-18"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-21"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-24"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-36"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-48"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-60"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span><span class="step size-72"><span class="letters">Pp</span><i id="ga-plus-01" class="ga-plus-01"></i></span>

package.json

 {
   "name": "gaia-fontawesome",
-  "version": "1.0.0",
+  "version": "1.1.1",
   "description": "** A Font Awesome based for Gaia **",
   "repository": {
     "type": "git",

svg/building-car.svg

+<?xml version="1.0" encoding="utf-8"?>
+<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0)  -->
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
+<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
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+	c0.023,0.107,0.023,0.24,0.023,0.348C6.819,14.502,5.37,15.926,3.634,15.926z M3.634,12.98c0.024,0,0.024,0,0.048,0l1.101-0.191
+	c0,0.623-0.515,1.137-1.137,1.137s-1.138-0.514-1.138-1.137s0.515-1.137,1.138-1.137c0.479,0,0.898,0.299,1.054,0.729l-1.102,0.168
+	c-0.108,0.025-0.192,0.133-0.167,0.264C3.442,12.896,3.526,12.98,3.634,12.98z M12.841,15.279l-2.502-3.533l3.436-0.621
+	L12.841,15.279z M13.871,10.681l-6.752,1.221C6.735,10.334,5.311,9.148,3.61,9.148c-0.479,0-0.922,0.084-1.329,0.264L1.156,6.143
+	h13.709L13.871,10.681z"/>
+</svg>

svg/couch-o.svg

+<?xml version="1.0" encoding="utf-8"?>
+<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0)  -->
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
+<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
+	 width="18.008px" height="18.105px" viewBox="0 0 18.008 18.105" enable-background="new 0 0 18.008 18.105" xml:space="preserve">
+<path id="XMLID_1_" fill="#818282" d="M16.496,6.656c-0.107,0-0.203,0.012-0.299,0.023V4.858c0-1.319-1.068-2.398-2.397-2.398h-9.59
+	c-1.318,0-2.397,1.079-2.397,2.398v1.821c-0.096-0.023-0.191-0.023-0.3-0.023c-0.839,0-1.498,0.671-1.498,1.498v2.386
+	c0,0.839,0.671,1.51,1.498,1.51h0.3v3.297c0,0.168,0.132,0.299,0.3,0.299H3.07c0.168,0,0.336-0.131,0.372-0.286l0.863-3.31h9.386
+	l0.863,3.31c0.036,0.155,0.203,0.286,0.371,0.286h0.959c0.168,0,0.3-0.143,0.3-0.299V12.05h0.312c0.827,0,1.499-0.671,1.499-1.498
+	V8.154C17.995,7.327,17.323,6.656,16.496,6.656z M2.411,4.858c0-0.996,0.803-1.799,1.798-1.799h9.59
+	c0.994,0,1.798,0.803,1.798,1.799v2.085c-0.36,0.275-0.6,0.707-0.6,1.199v0.91H3.011V8.154c0-0.492-0.24-0.923-0.6-1.199V4.858z
+	 M2.915,15.047H2.411V12.05h1.282L2.915,15.047z M15.597,15.047h-0.504l-0.779-2.997h1.283V15.047z M17.395,10.552
+	c0,0.491-0.396,0.899-0.899,0.899H1.512c-0.491,0-0.899-0.408-0.899-0.899V8.154c0-0.492,0.396-0.899,0.899-0.899
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+	c0-0.492,0.395-0.899,0.898-0.899c0.492,0,0.899,0.407,0.899,0.899V10.552z"/>
+</svg>

svg/plan.svg

+<?xml version="1.0" encoding="utf-8"?>
+<!-- Generator: Adobe Illustrator 16.0.0, SVG Export Plug-In . SVG Version: 6.00 Build 0)  -->
+<!DOCTYPE svg PUBLIC "-//W3C//DTD SVG 1.1//EN" "http://www.w3.org/Graphics/SVG/1.1/DTD/svg11.dtd">
+<svg version="1.1" id="Layer_1" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink" x="0px" y="0px"
+	 width="18.008px" height="18.105px" viewBox="0 0 18.008 18.105" enable-background="new 0 0 18.008 18.105" xml:space="preserve">
+<g>
+	<path fill="#818282" d="M2.988,2.581V0.44H2.581c-1.4,0-2.548,1.136-2.548,2.548v12.128c0,1.4,1.136,2.549,2.548,2.549h15.394
+		V2.581H2.988z M2.174,1.302v11.303c-0.502,0.085-0.969,0.3-1.34,0.646V2.976C0.834,2.175,1.409,1.469,2.174,1.302z M17.173,3.383
+		V16.85H2.581c-0.957,0-1.734-0.776-1.734-1.734c0-0.957,0.777-1.733,1.734-1.733h0.407v-10H17.173z"/>
+	<polygon fill="#818282" points="14.578,7.665 10.774,7.665 10.774,7.437 10.092,7.437 10.092,8.347 13.897,8.347 13.897,13.478 
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+		7.855,7.665 5.966,7.665 5.966,6.11 10.092,6.11 10.092,6.325 10.774,6.325 10.774,5.428 5.284,5.428 5.284,14.159 14.578,14.159 	
+		"/>
+</g>
+</svg>