{"flag":true,"single":true,"pageTitle":"SVG Tutorial","post":{"id":305,"user_id":"1","slug":"svg-tutorial-nqtk","title":"SVG Tutorial","body":"<p>SVG stands for <strong>Scalable Vector Graphics<\/strong>. Its XML format, not lose quality, supported by browsers.<\/p>\r\n<p>SVG has some predefined shape elements that can be used by developers:<\/p>\r\n<ol>\r\n<li><strong>Rectangle <\/strong>&lt;rect&gt;<\/li>\r\n<li><strong>Circle <\/strong>&lt;circle&gt;<\/li>\r\n<li><strong>Ellipse <\/strong>&lt;ellipse&gt;<\/li>\r\n<li><strong>Line <\/strong>&lt;line&gt;<\/li>\r\n<li><strong>Polyline <\/strong>&lt;polyline&gt;<\/li>\r\n<li><strong>Polygon <\/strong>&lt;polygon&gt;<\/li>\r\n<li><strong>Path <\/strong>&lt;path&gt;<\/li>\r\n<\/ol>\r\n<p><strong>1. SVG Rectangle:&nbsp;<br><\/strong><\/p>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 44.7812px;\" border=\"1\"><colgroup><col style=\"width: 6.99482%;\"><col style=\"width: 8.48446%;\"><col style=\"width: 13.0181%;\"><col style=\"width: 9.26166%;\"><col style=\"width: 30.1981%;\"><col style=\"width: 32.0429%;\"><\/colgroup>\r\n<tbody>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\"><strong>width<\/strong><\/td>\r\n<td style=\"height: 22.3906px;\"><strong>height<\/strong><\/td>\r\n<td style=\"height: 22.3906px;\">x<\/td>\r\n<td style=\"height: 22.3906px;\">y<\/td>\r\n<td style=\"height: 22.3906px;\">rx<\/td>\r\n<td style=\"height: 22.3906px;\">ry<\/td>\r\n<\/tr>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">width of rect<\/td>\r\n<td style=\"height: 22.3906px;\">height of rect<\/td>\r\n<td style=\"height: 22.3906px;\">top-left corner position<\/td>\r\n<td style=\"height: 22.3906px;\">top left y position<\/td>\r\n<td style=\"height: 22.3906px;\">radius to round corners (def 0) , top side, bottom side round<\/td>\r\n<td style=\"height: 22.3906px;\">radius to round corners from left, right side (def 0)<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 49.9676%;\"><col style=\"width: 49.9676%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg width=\"300\" height=\"130\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;rect width=\"200\" height=\"100\" x=\"10\" y=\"10\" rx=\"50\" ry=\"50\" fill=\"blue\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg width=\"100\" height=\"130\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;rect width=\"200\" height=\"100\" x=\"10\" y=\"10\" rx=\"50\" ry=\"30\" fill=\"blue\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p>A rectangle with pink stroke and blue colors , blue color opacity 10%, stroke opacity: 90%<\/p>\r\n<pre class=\"language-markup\"><code>&lt;rect width=\"200\" height=\"100\" x=\"10\" y=\"10\" rx=\"50\" ry=\"30\" style=\"fill:blue;stroke:pink;stroke-width:5;fill-opacity:0.1;stroke-opacity:0.9\" \/&gt;<\/code><\/pre>\r\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" src=\"data:image\/png;base64,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\"><\/p>\r\n<p><strong>2. SVG Circle:<\/strong><\/p>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 44.7812px;\" border=\"1\"><colgroup><col style=\"width: 33.3549%;\"><col style=\"width: 33.3549%;\"><col style=\"width: 33.2902%;\"><\/colgroup>\r\n<tbody>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">r<\/td>\r\n<td style=\"height: 22.3906px;\">cx<\/td>\r\n<td style=\"height: 22.3906px;\">cy<\/td>\r\n<\/tr>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">Required. The radius of the circle<\/td>\r\n<td>The x-axis center of the circle. Default is 0<\/td>\r\n<td>The x-axis center of the circle. Default is 0<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 308.391px;\" border=\"1\"><colgroup><col style=\"width: 45.7902%;\"><col style=\"width: 54.2746%;\"><\/colgroup>\r\n<tbody>\r\n<tr style=\"height: 308.391px;\">\r\n<td style=\"height: 308.391px;\">\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"100\" width=\"100\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;circle r=\"45\" cx=\"50\" cy=\"50\" fill=\"red\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<td style=\"height: 308.391px;\">\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"100\" width=\"100\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;circle r=\"45\" cx=\"0\" cy=\"0\" fill=\"red\" stroke=\"green\" stroke-width=\"3\" opacity=\"0.5\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p style=\"text-align: left;\"><strong>3. SVG Ellipse : <\/strong>ellipse has an x and a y radius that differs from each other, while a circle has equal x and y radius.<\/p>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 25%;\"><col style=\"width: 25%;\"><col style=\"width: 25%;\"><col style=\"width: 25%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>rx<\/td>\r\n<td>ry<\/td>\r\n<td>cx<\/td>\r\n<td>cy<\/td>\r\n<\/tr>\r\n<tr>\r\n<td>Required. The x radius of the ellipse from center<\/td>\r\n<td>Required. The y radius of the ellipse<\/td>\r\n<td>The x-axis center of the ellipse. Default is 0<\/td>\r\n<td>\r\n<div class=\"w3-responsive\">\r\n<table class=\"ws-table-all notranslate\">\r\n<tbody>\r\n<tr>\r\n<td>The y-axis center of the ellipse. Default is 0<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<\/div>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 49.9676%;\"><col style=\"width: 49.9676%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"140\" width=\"500\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;ellipse rx=\"100\" ry=\"50\" cx=\"120\" cy=\"80\"\r\n  style=\"fill:yellow;stroke:green;stroke-width:3\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" 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\"><\/p>\r\n<p>&nbsp;<\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p><strong>4.SVG Line<\/strong><\/p>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 67.1718px;\" border=\"1\"><colgroup><col style=\"width: 25%;\"><col style=\"width: 25%;\"><col style=\"width: 25%;\"><col style=\"width: 25%;\"><\/colgroup>\r\n<tbody>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">x1<\/td>\r\n<td style=\"height: 22.3906px;\">y1<\/td>\r\n<td style=\"height: 22.3906px;\">x2<\/td>\r\n<td style=\"height: 22.3906px;\">y2<\/td>\r\n<\/tr>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">The start of the line on the x-axis<\/td>\r\n<td style=\"height: 22.3906px;\">The start of the line on the y-axis<\/td>\r\n<td style=\"height: 22.3906px;\">The end of the line on the x-axis<\/td>\r\n<td style=\"height: 22.3906px;\">\r\n<div class=\"w3-responsive\">\r\n<table class=\"ws-table-all notranslate\">\r\n<tbody>\r\n<tr>\r\n<td>The end of the line on the y-axis<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<\/div>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 49.9676%;\"><col style=\"width: 49.9676%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"200\" width=\"300\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;line x1=\"0\" y1=\"0\" x2=\"100\" y2=\"50\" style=\"stroke:red;stroke-width:2\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"50\" width=\"300\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;line x1=\"0\" y1=\"10\" x2=\"250\" y2=\"10\" style=\"stroke:red;stroke-width:12\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img style=\"display: block; margin-left: auto; margin-right: auto;\" src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p><strong>5. SVG &lt;polygon&gt;<\/strong><\/p>\r\n<p>contains at least three sides,<br>made of straight lines, and the shape is \"closed\" (it automatically connects the last point with the first).<\/p>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 99.9353%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>points attribute<\/td>\r\n<\/tr>\r\n<tr>\r\n<td>Required. The list of points of the polygon. Each point must contain an x coordinate and a y coordinate <strong>&lt;polygon points=\"x1,y1 x2,y2 x3,y3 ... xn,yn\" \/&gt;<\/strong><br><br><\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 103.236%;\" border=\"1\"><colgroup><col style=\"width: 47.749%;\"><col style=\"width: 52.2078%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"220\" width=\"500\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;polygon points=\"100,10 150,190 50,190\" style=\"fill:lime;stroke:purple;stroke-width:3\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><img 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class=\"language-markup\"><code>&lt;svg height=\"260\" width=\"500\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;polygon points=\"220,10 300,210 170,250 123,234\" style=\"fill:lime;stroke:purple;stroke-width:3\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img 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\">&nbsp;<\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p>The fill-rule attribute defines the algorithm to use to specify the inside part of a shape<\/p>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"210\" width=\"500\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;polygon points=\"100,10 40,198 190,78 10,78 160,198\"\r\n  style=\"fill:lime;stroke:purple;stroke-width:5;fill-rule:evenodd;\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img 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\"><\/p>\r\n<p>&nbsp;<\/p>\r\n<p><strong>6.SVG Polyline : <\/strong>create any shape that consists of only straight lines (that is connected at several points).<\/p>\r\n<table style=\"border-collapse: collapse; width: 100%; height: 44.7812px;\" border=\"1\"><colgroup><col style=\"width: 99.9353%;\"><\/colgroup>\r\n<tbody>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">points attribute : &lt;polyline<span class=\"attributecolor\">&nbsp;<\/span>points=\"x1,y1 x2,y2 x3,y3 ... xn,yn\" \/&gt;<\/td>\r\n<\/tr>\r\n<tr style=\"height: 22.3906px;\">\r\n<td style=\"height: 22.3906px;\">Required. The list of points of the polyline. Each point must contain an x coordinate and a y coordinate<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 49.9676%;\"><col style=\"width: 49.9676%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"210\" width=\"500\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;polyline points=\"0,0 50,150 100,75 150,50 200,140 250,140\"\r\n  style=\"fill:none;stroke:green;stroke-width:3\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQMAAAC5CAIAAACjlc07AAARcUlEQVR4Ae2dCXAUVRPHBymKwhMv5AYDhFOEAuQU8BMpiqIo8EQUvFALEVEQjZyD3ITcxIBJIHKECIIcgiCBcIeQcCQkwSAQIHcgJoZDQWU\/v6+lM2yGzc7um5k389qiZDL7pl\/3v\/u383eRHclB\/5ACpIDDIZEIpAAp4CASaAhIAVCA7gk0CaTA\/xQgEmgOSAEigWaAFLilAN0TbilBv4utAJEgdv+p+lsKEAm3lKDfxVaASBC7\/1T9LQVUSJBkqU14m1sL6HdSQAgF1EmQZCm9OF0IAahIUuD\/CtyRhOkJ00kiUkAcBe5IAhkkcYaAKlX\/M2ZJluBXehEZJBoSURRQuSf0jekLJJBBEmUKqE7V\/+9ITpCBBDJINCHiKKByT0jITkCDdKLohDhaUKUiK6BCgsPhQIM0LWGayOpQ7eIooE4CGqTWi1qLowVVKrIC6iSQQRJ5JsSsXZ0EMkhiToPIVd+RBDJIIo+FgLXfkQSlQUorShNQGipZKAXuSILSIE3dNVUoUahYARVwRQIapFaLWgkoDZUslAKuSCCDJNQoCF6sKxLIIAk+HEKVXwUJZJCEmgaRi62ChNsMUiF9giTyqNi89ipIUBqkKbum2FwMKk9gBaomAQ1Sy0UtBRaKSre5AlWToDRIqYWpNteDyhNVgapJIIMk6myIVbdbJFQYpDAySGLNhzjVukUCGSRxBkLYSt0igQySsPMhTuHukkAGSZyZELNSd0lQGqTjhcfFFIuqtrEC7pKgNEiTd062sSJUmpgKaCABDZJvmK+YYlHVNlZAAwm3GaQCMkg2ngoRS9NAAhkkEQdEmJq1kUAGSZjBEK5QbSQoDdKxgmPCqUUF21cBbSQoDdKknZPsKwtVJpwCmklAg9QirIVwalHB9lVAMwlkkOw7DEJXppkEMkhCz4t9i\/eEhAqDFEoGyb6jIVhlnpBABkmwIRGiXE9IUBqkL+K\/EEInKtLuCnhIAhqk5qHN7S4R1SeEAh6SoDRIRwuOCiEVFWlrBTwkgQySradCxOI8J4EMkojzYt+aPSfhNoOUTwbJvjMiRmWek0AGidsJySvP4zY3bhPzigQySLz1Na88T06QB64ayFti\/OfjFQlKg3Qk\/wj\/1do4Q2CgfkB9SZYkWVp2bJmNi9WjNK9IUBokv3g\/PfKjmFUq4MQAkNDl6y5Xrl+p8lpagAp4SwIapGYhzTAoHRijgCoDLcJaAAzz9883Jg177OItCWSQTJkDVQa6R3Vfk7Fmx5kdQEKToCZnS8+akp4VN\/WWBDJIBnfdBQOYybPfPAswfPrTp3iSDlwrwIAEMkiuJWb1qjsMwF5Zl7KAhFqzax3KPcQqAXvHYUCC0iCl5KfYWy9TqnOfAUzvzQ1vAgwjvx+JJ+nAhQIMSFAapM93fO5iM3pJqwIeMABbXLtxDUiQZGlz1mat+wq4ng0JaJB8QnwEFFGPklUZ6BbVbU3GGje3m5YwDWAYsHKAm5eIvIwNCWSQGM6QKgNdI7u6zwAmU2NmDYAh+mg0nqQDVQXYkEAGSVVcrSdVGegS2cUDBmDryCORQEKnJZ3Kr5drzUeo9cxIIIPkzdyoMtD5684eM4DJ+IT4AAxz983Fk3RQWQFmJCgNUnJecuWd6IyqAqoMdFrSyXsGYLttp7cBCY0CG53+9bRqDnTS4XAwI0FpkD7b8RmJW6UCqgx0XNKRFQOYQN+YvgDDJ9s\/wZN04KQASxLQID0e8rjTNvSjUgFVBjos7sCcAdg0szgTSKg5q+bBnIPKTOgYFWBJAhkklPVOB6oMPBnxpE4MYBoj1o8AGF5f\/zqepAOlAixJIIOkVNbpWJWBJyKe0JsBSKPsjzIgQZKlDT9vcMqNfmT83wn\/hKswSMFkkP4dMFUG2n3VzhgGcMon75wMMPRf0R9P0gEqwPieQAYJlXU4HKoMtA1vazADmNJdM+4CGCKPROJJOgAFGJNABglkVWWgdXjrb9O\/NXHyFqcsBhI6LO5Q9keZiZlwuDV7EtAgNQ1uymHBeqekykCrRa3i0uP03tqd+E2CmwAMs\/fOdme9OGvYk6A0SIfzDosjpSoDLcNarj6xmh8RtpzaAiQ0CGhwquQUP4mZngl7EpQGaeJPE02v0IAEVBnwDfONTYs1YHetWzy99GmAYdyP47Rea+P1upAgjkFSZaB5aPOVaSu5HZrUwlQgocbMGvsv7Oc2T4MT04WE2wxSrm0Nkpwg4\/cLwWw1C2m2InWFwS30YLvh64ZDwsPXDffgclteogsJIhgkebcMwwT\/9gnxWX58uVVG5OLVi5j8+pPrrZK2rnnqRYK9DVJSbhJOUtPgpjHHY3Rtkh7B\/eL9oIR+y\/vpEd9yMfUiQWmQknKTLKeL64S7RXWDMeoT08f1Sp5fRZiXpCzhOU9jctOLBKVBstm37szYPQNnqOhKkTF90mOX8MPhUEj7iPalv5fqsYWFYupIAhqkJsFNLKSI61ST85IRg7CkMNeL+X+1YWBDKGfmnpn8Z6trhjqSYEuD1D26O4xO72W9dW2MMcE3ZW2CcuotrJd1KcuYTfncRUcS7GeQZu6ZiTeEwsuFfHZUa1Y9ontAUWO3jtV6rZ3W60tChUEKsrxBSslPQQxCk0JtMwRYV\/UZ1fed32eburQWoi8JSoNk9S\/o7BndE0jotbSXVpU5X\/\/K2legtGHfDeM8Vf3S05cEpUGasH2CfmXoHXnW3ll4Q8i\/nK\/3dgbHzy\/Px+rWZa4zeHdOttOdBDRIjYMac1Kz1jSOFhzFQQk+FKz1ckusn\/jTRKjxP9\/8xxIJM09SdxJsYJB6Le0FU9IzuifzBvATEGmPSI7gJyvDMtGdBKsbpDn75uCI5JbnGtYY4zcKTQqFStt91a7kWonxCZi7oxEkWNcgHSs4hhgEJQaZ2yoDdq8XUA\/qnbF7hgHbcbWFESTcZpByrPSIl97LesNkdI\/qzlXbdEpmXeY6qLeOf52TF0\/qtAufYY0gwaIGae6+uXhDyPkth8\/+Mc+qa2RXqHrMljHMg\/Mc0CAS0CA1CmrEsxyYG\/7FLkmWAg4G4HnbHyTmJAIJ1eRqe87tsX29WKBBJCgNUmJOIm7P7UGfmD4wEF2junKbpE6JvbjmRaj9pbUv6bQFh2ENIkFpkMZvH8+hEMqU5u+fD6MgydL5svPKl0Q4Pld2Dstfm7FWhJLZfxukC9UqDFIg1wYprSgN58D\/gL+Limz80vjt40GEvjF9bVymsjTj7glWMUjPfPMMDEHXSOF8EU7Gjb9u4NtB+OFwPG\/jA+NIsIRBWnBgAU5Admm2jRtfZWmBiYEgRZvwNpeuXqpyvdUXGEoC5wYpvTgdMVhwYIHVW+t9\/nX864Ag0xOmex+N8wiGkqA0SBw+3KXf8n7QeJF9kXJeV59YDYI8suCRjOIM5Uv2OzaUBKVB+mQbX8\/8WnhwId4Qzv561n6d9qyizl93BllG\/zDaswhWucpoEtAgNQxsyI9GmcWZ1eRq0PJ5++fxk5jpmew5twffIBKyE0zPR78EjCaBT4PUf0V\/6Df5osqjNjRuKIjzwpoXKr9qmzNGk8ChQQo8+O+HJJIs0ROLK0\/2LyW\/4G3B3CehVM6N4RkTSODKIJ28eLL6jOrQ6Tn75jBU1k6hxv04DiSyx3fbqLbGBBKUBunAhQOqaRl2csDKAdBj8kUuNL964yreFmzwfWeqlZpAgtIgfbztY9W0jDkZlBiEDaYHzLjWfN7+eaBVq0Wtiq8Uu15sxVfNIQENUoPABmaplnUpq8aXNaC79NAxd7rw8IKHQa6pu6a6s95aa8whgQeDNHDVQOgr+SI3R3Z56nJQ7KH5D6UXp7t5lVWWmUOC6QYp5FAINFWSJcG\/D1TTpHZc3BF0e3\/z+5ou5H+xaSRUGKQAow3SqZJTNWfWhI7Sd0RrmtH4M\/H4DrIre5emazlfbBoJJhqkQbGDoJ3kizyYzsGrB4N6Q+OGenA5t5eYRoJZBgm\/1UeSJdG+voHJFGYUZ+BtgZPHrTOpy0wS0CDVD6jPpJgqg5wuOV1rVi1o5Jd7vqxyPS1QVWD0D6NBw15Le9103FRdY7mTZpKgNEjGPBgY7+zki7yZ1NLfS\/G2YJsv0DeTBKVBMuB58YsOL8L+ZRZnejMKdC0+VMU3zLfwih0eqmIyCYYZpDO\/nrln9j1AgrxbplH2XoHa82qDnlN2TfE+mukRTCbhNoN0fr9+cgyJGwJtI1\/ESuToo9Egae15tdOK0liFNSuOySQYY5DwcauSLNnvD0fNGh2Hw9E+oj3A8N7m90xMg8nW5pOgt0HKLs2+b+590DA5gXwRk7H5N8jWX7aCsJIsxZ+NZxna8Fjmk6A0SHo88e75b5+HbpEv0mO68H\/fGhI3RI\/4hsU0nwSlQfrox4\/YVh6RHIFvWjbwsmzFYRLteOFxVDj2RCyTmKYE4YIENEj1AuoxVOFc2bkH5j0AfSJfxFBYp1CjNo0CkXtE9\/j75t9Or1rlRy5I0Mkg4Xc+ky\/SdRyLrxTjbcG6T2TkggQ9DNKSlCXYntTCVF1HgYJP3TUV1G4e2rzgcoEVBeGFhAqDtJCBQbpQduHB+Q9Cb8gXGTOX+AHdpJ2TjNmR7S68kKA0SHvP7\/WyyJfXvgwYkC\/yUkn3L8cPJ+6fe78Vb8K8kKA0SGO3jnW\/AZVXRh2JQl90rOBY5QV0RicF2oa3BeVHbRql0xb6heWIBDRIdRfW9bjgnN9y8C+eky\/yWEbPLtz480Z8D9pxZodnQcy6iiMSmBikYd8NI19k1jA5HI7nlj8H+g9ePdjENDzYmiMSvDdIS48uxfekI\/lHPJCDLvFSgeS8ZGzBqrRVXkYz8nK+SPDGIOWV5z3q\/yi0gXyRkTPktNfI70dCF7pFdfvz7z+dXuX2R75IUBokrQ8Dfm3da9AA+rzI3GnLLc\/F20JgYqC5ybi\/O18kKA3Sh1s\/dL+MmOMxqH5KXor7F9JKPRTwi\/eDdviE+OSV5+mxBfOY3JGABumxhY+5WW3+5fy6C+uC9OSL3BRN12U3b968e\/bd0BG\/eD9d92IVnDsSPDBII9aPANHJF7EaC+\/j4Lfp3DvnXkv8qQ53JGg1SPhlnZIsHc477H0LKQIrBXzDfOEd6u2Nb7OKqV8cHkmoMEj+VRikwsuF9QPqky\/Sbz68ibw2Yy20RpKl7ae3exPKgGt5JMF9g\/TG92+QLzJgSjzeos+yPtCgQbGDPA5izIU8kuCmQVqZthLfcpJyk4zRi3bRpMCBCwewRytSV2i61uDFnJJQpUEqulLUMLAhqEyfFxk8NJq2e\/W7V6FNT0U+9U9befuFtXBKgtIg7T63G9PFg7c2vAX60udFqAmfB9ml2Xhb4PAAReOUBKVBGrNlDKYLB7EnYlHTQ7mHnF6lH3lTYML2Cdgv3g5QK35JQINUx78OputwOC5evdg4qDEISr5IqQy3x9f\/us6bKcJ8UDR+SbiTQXpn4zuAAfki7CIdeK8AvySoGqS49Di8vZIv8r79FAEV4JoEJ4NUcq2kaXBT8kXYPDpgqADXJCgNUkJ2wrub3iVfxLD3FEqpANckKA3SB1s+IF+k7Bwds1WAdxLQINHfR2PbeIrmpADvJCgNkiRL9HmRU\/\/oR1YK8E6C0iBJskSfF7FqPMVxUsACJKBBoj9Hc2oe\/chQAQuQAAaJfBHDrlOoygpYgAQwSOSLKjePzjBUwBokkC9i2HIKpaqANUhQTZ1OkgIMFSASGIpJoSysAJFg4eZR6gwVIBIYikmhLKwAkWDh5lHqDBUgEhiKSaEsrACRYOHmUeoMFSASGIpJoSysAJFg4eZR6gwVIBIYikmhLKwAkWDh5lHqDBUgEhiKSaEsrACRYOHmUeoMFSASGIpJoSysAJFg4eZR6gwVIBIYikmhLKwAkWDh5lHqDBUgEhiKSaEsrACRYOHmUeoMFSASGIpJoSysAJFg4eZR6gwV+C\/1LurpJ+YnfAAAAABJRU5ErkJggg==\"><\/p>\r\n<\/td>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"180\" width=\"500\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;polyline points=\"0,40 40,40 40,80 80,80 80,120 120,120 120,160\"\r\n  style=\"fill:yellow;stroke:red;stroke-width:4\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p>&nbsp;<\/p>\r\n<p><strong>7.SVG &lt;path&gt; :&nbsp; <\/strong>Paths are used to create simple or complex shapes combining several straight or curved lines.<\/p>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 99.9353%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td><strong>attribute: <\/strong>d&nbsp; &nbsp; &nbsp; Required. A set of commands which define the path.<\/td>\r\n<\/tr>\r\n<tr>\r\n<td>\r\n<ol>\r\n<li>M = moveto (move from one point to another point)<\/li>\r\n<li>L = lineto (create a line)<\/li>\r\n<li>H = horizontal lineto (create a horizontal line)<\/li>\r\n<li>V = vertical lineto (create a vertical line)<\/li>\r\n<li>C = curveto (create a curve)<\/li>\r\n<li>S = smooth curveto (create a smooth curve)<\/li>\r\n<li>Q = quadratic B&eacute;zier curve (create a quadratic B&eacute;zier curve)<\/li>\r\n<li>T = smooth quadratic B&eacute;zier curveto (create a smooth quadratic B&eacute;zier curve)<\/li>\r\n<li>A = elliptical Arc (create a elliptical arc)<\/li>\r\n<li>Z = closepath (close the path)<\/li>\r\n<\/ol>\r\nNote: All of the commands above can also be expressed in<strong> lower case<\/strong>. Upper case means absolutely positioned, lower case means relatively positioned.<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 49.9676%;\"><col style=\"width: 49.9676%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"210\" width=\"400\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n  &lt;path d=\"M150 5 L75 200 L225 200 Z\"\r\n  style=\"fill:none;stroke:green;stroke-width:3\" \/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p>M150 5 &nbsp; &nbsp; &nbsp;&rarr; Move to (150, 5) &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; [Starting point &mdash; no line yet]<br>L75 200 &nbsp; &nbsp; &rarr; Line to (75, 200) &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;[Line from (150, 5) to (75, 200)]<br>L225 200 &nbsp; &nbsp;&rarr; Line to (225, 200) &nbsp; &nbsp; &nbsp; &nbsp; [Line from (75, 200) to (225, 200)]<br>Z &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &rarr; Close path (back to M150 5)<\/p>\r\n<p><img src=\"data:image\/png;base64,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\"> &nbsp;<\/p>\r\n<p>&nbsp; &nbsp; &nbsp; &nbsp;(150,5)<br>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp; +<br>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; &nbsp;\/ \\<br>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp; \/ &nbsp; \\<br>&nbsp; &nbsp; &nbsp; &nbsp; &nbsp;\/ &nbsp; &nbsp; \\<br>&nbsp;(75,200)+-------+ (225,200)<\/p>\r\n<\/td>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"400\" width=\"450\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n   &lt;path id=\"lineAB\" d=\"M 100 350 l 150 -300\" stroke=\"red\" stroke-width=\"4\"\/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p>Its small L, so it will Draw Line (relative to current position)<\/p>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<p>1. Move pointer to 100,350 &lt;&lt;&lt;&lt;&lt;<strong>M 100 350<\/strong> l 150 -300<\/p>\r\n<p>+150 in X &rarr; to 250<br>-300 in Y &rarr; to 50<br>2. draw line at (250,50)<\/p>\r\n<p>&nbsp;<\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<table style=\"border-collapse: collapse; width: 100%;\" border=\"1\"><colgroup><col style=\"width: 49.9676%;\"><col style=\"width: 49.9676%;\"><\/colgroup>\r\n<tbody>\r\n<tr>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"400\" width=\"450\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n   &lt;path id=\"lineAC\" d=\"M 100 350 q 150 -300 300 0\" stroke=\"blue\" stroke-width=\"4\" fill=\"none\"\/&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><br>??? M 100 350 &gt;Move to (<strong>100, 350<\/strong>) &mdash; sets the starting point of the path. No drawing yet.<\/p>\r\n<p>q 150 -300 300 0 &gt;&gt;quadratic curve, using relative coordinates<br>??? Draw a quadratic B&eacute;zier curve:<br><strong>First pair<\/strong> 150 -300: relative to the current position So control point =<strong> (100 + 150, 350 - 300) = (250, 50)<br>Second pair<\/strong> 300 0: relative end point: <strong>(100 + 300, 350 + 0) = (400, 350)<br><\/strong>???? The curve goes from (100,350) &rarr; (400,350), bending toward the control point (250,50).<\/p>\r\n<\/td>\r\n<td>\r\n<pre class=\"language-markup\"><code>&lt;svg height=\"400\" width=\"450\" xmlns=\"http:\/\/www.w3.org\/2000\/svg\"&gt;\r\n&lt;path d=\"M 100 350 l 150 -300\" stroke=\"red\" stroke-width=\"4\"\/&gt;\r\n&lt;path d=\"M 250 50 l 150 300\" stroke=\"red\" stroke-width=\"4\"\/&gt;\r\n&lt;path d=\"M 175 200 l 150 0\" stroke=\"green\" stroke-width=\"4\"\/&gt;\r\n&lt;path d=\"M 100 350 q 150 -300 300 0\" \r\n\tstroke=\"blue\" stroke-width=\"4\" fill=\"none\"\/&gt;\r\n\r\n&lt;g stroke=\"black\" stroke-width=\"3\" fill=\"black\"&gt;\r\n&lt;circle id=\"pointA\" cx=\"100\" cy=\"350\" r=\"4\" \/&gt;\r\n&lt;circle id=\"pointB\" cx=\"250\" cy=\"50\" r=\"4\" \/&gt;\r\n&lt;circle id=\"pointC\" cx=\"400\" cy=\"350\" r=\"4\" \/&gt;\r\n&lt;\/g&gt;\r\n\r\n&lt;g font-size=\"30\" font-family=\"sans-serif\" \r\n\tfill=\"green\" text-anchor=\"middle\"&gt;\r\n&lt;text x=\"100\" y=\"350\" dx=\"-30\"&gt;A&lt;\/text&gt;\r\n&lt;text x=\"250\" y=\"50\" dy=\"-10\"&gt;B&lt;\/text&gt;\r\n&lt;text x=\"400\" y=\"350\" dx=\"30\"&gt;C&lt;\/text&gt;\r\n&lt;\/g&gt;\r\n&lt;\/svg&gt;<\/code><\/pre>\r\n<p><img src=\"data:image\/png;base64,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\"><\/p>\r\n<\/td>\r\n<\/tr>\r\n<\/tbody>\r\n<\/table>\r\n<p>https:\/\/www.w3schools.com\/graphics\/svg_path.asp<\/p>","category_id":"18","is_private":"0","created_at":"2025-07-24T20:38:28.000000Z","updated_at":"2025-07-24T22:11:54.000000Z","category":{"id":18,"user_id":"1","name":"Tutorials","slug":"tutorials-n3lw","parent_id":null,"created_at":"2023-04-01T17:24:32.000000Z","updated_at":"2023-04-01T17:24:32.000000Z"},"user":{"id":1,"name":"R GONDAL","email":"rizikmw@gmail.com","email_verified_at":null,"two_factor_confirmed_at":null,"current_team_id":"1","profile_photo_path":null,"created_at":"2023-03-12T10:49:33.000000Z","updated_at":"2025-01-10T12:59:00.000000Z","profile_photo_url":"https:\/\/ui-avatars.com\/api\/?name=R+G&color=7F9CF5&background=EBF4FF"}},"pageDesc":"SVG stands for Scalable Vector Graphics. Its XML format, not lose quality, supported by browsers. SVG has some predefined shape elements tha - SVG Tutorial (Updated: July 24, 2025) - Read more about SVG Tutorial at my programming site [SITE]","categories":[]}