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Fixed JavaScript errors related to Google Maps and IE
[contagged] / scripts / interface / easing.js
1 /**\r
2  * Interface Elements for jQuery\r
3  * Easing formulas\r
4  *\r
5  * http://interface.eyecon.ro\r
6  *\r
7  * Copyright (c) 2006 Stefan Petre\r
8  * Dual licensed under the MIT (MIT-LICENSE.txt)\r
9  * and GPL (GPL-LICENSE.txt) licenses.\r
10  */\r
11  \r
12 /**\r
13  * Starting with jQuery 1.1  the fx function accepts easing formulas that can be used with .animation() and most of FX plugins from Interface. The object can be extended to accept new easing formulas\r
14  */\r
15  \r
16  jQuery.extend({        \r
17         /**\r
18          *\r
19          * @param Integer p period step in animation\r
20          * @param Integer n current time\r
21          * @param Mixed firstNum begin value\r
22          * @param Mixed delta change in\r
23          * @param Integer duration duration\r
24          */\r
25         easing :  {\r
26                 linear: function(p, n, firstNum, delta, duration) {\r
27                         return ((-Math.cos(p*Math.PI)/2) + 0.5) * delta + firstNum;\r
28                 },\r
29                 \r
30                 easein: function(p, n, firstNum, delta, duration) {\r
31                         return delta*(n/=duration)*n*n + firstNum;\r
32                 },\r
33                 \r
34                 easeout: function(p, n, firstNum, delta, duration) {\r
35                         return -delta * ((n=n/duration-1)*n*n*n - 1) + firstNum;\r
36                 },\r
37                 \r
38                 easeboth: function(p, n, firstNum, delta, duration) {\r
39                         if ((n/=duration/2) < 1)\r
40                                 return delta/2*n*n*n*n + firstNum;\r
41                                 return -delta/2 * ((n-=2)*n*n*n - 2) + firstNum;\r
42                 },\r
43                 \r
44                 bounceout: function(p, n, firstNum, delta, duration) {\r
45                         if ((n/=duration) < (1/2.75)) {\r
46                                 return delta*(7.5625*n*n) + firstNum;\r
47                         } else if (n < (2/2.75)) {\r
48                                 return delta*(7.5625*(n-=(1.5/2.75))*n + .75) + firstNum;\r
49                         } else if (n < (2.5/2.75)) {\r
50                                 return delta*(7.5625*(n-=(2.25/2.75))*n + .9375) + firstNum;\r
51                         } else {\r
52                                 return delta*(7.5625*(n-=(2.625/2.75))*n + .984375) + firstNum;\r
53                         }\r
54                 },\r
55                 \r
56                 bouncein: function(p, n, firstNum, delta, duration) {\r
57                         if (jQuery.easing.bounceout)\r
58                                 return delta - jQuery.easing.bounceout (p, duration - n, 0, delta, duration) + firstNum;\r
59                         return firstNum + delta;\r
60                 },\r
61                 \r
62                 bounceboth: function(p, n, firstNum, delta, duration) {\r
63                         if (jQuery.easing.bouncein && jQuery.easing.bounceout)\r
64                                 if (n < duration/2)\r
65                                         return jQuery.easing.bouncein(p, n*2, 0, delta, duration) * .5 + firstNum;\r
66                                 return jQuery.easing.bounceout(p, n*2-duration, 0, delta, duration) * .5 + delta*.5 + firstNum; \r
67                         return firstNum + delta;\r
68                 },\r
69                 \r
70                 elasticin: function(p, n, firstNum, delta, duration) {\r
71                         var a, s;\r
72                         if (n == 0)\r
73                                 return firstNum;\r
74                         if ((n/=duration)==1)\r
75                                 return firstNum+delta;\r
76                         a = delta * 0.3;\r
77                         p=duration*.3;\r
78                         if (a < Math.abs(delta)) {\r
79                                 a=delta;\r
80                                 s=p/4;\r
81                         } else { \r
82                                 s = p/(2*Math.PI) * Math.asin (delta/a);\r
83                         }\r
84                         return -(a*Math.pow(2,10*(n-=1)) * Math.sin( (n*duration-s)*(2*Math.PI)/p )) + firstNum; \r
85                 },\r
86                 \r
87                 elasticout:function(p, n, firstNum, delta, duration) {\r
88                         var a, s;\r
89                         if (n==0)\r
90                                 return firstNum;\r
91                         if ((n/=duration/2)==2)\r
92                                 return firstNum + delta;\r
93                         a = delta * 0.3;\r
94                         p=duration*.3;\r
95                         if (a < Math.abs(delta)){\r
96                                 a = delta;\r
97                                 s=p/4;\r
98                         } else { \r
99                                 s = p/(2*Math.PI) * Math.asin (delta/a);\r
100                         }\r
101                         return a*Math.pow(2,-10*n) * Math.sin( (n*duration-s)*(2*Math.PI)/p ) + delta + firstNum;\r
102                 },\r
103                 \r
104                 elasticboth: function(p, n, firstNum, delta, duration) {\r
105                         var a, s;\r
106                         if (n==0)\r
107                                 return firstNum;\r
108                         if ((n/=duration/2)==2)\r
109                                 return firstNum + delta;\r
110                         a = delta * 0.3;\r
111                         p=duration*.3;\r
112                         if (a < Math.abs(delta)){\r
113                                 a = delta;\r
114                                 s=p/4;\r
115                         } else { \r
116                                 s = p/(2*Math.PI) * Math.asin (delta/a);\r
117                         }\r
118                         if (n < 1) {\r
119                                 return -.5*(a*Math.pow(2,10*(n-=1)) * Math.sin( (n*duration-s)*(2*Math.PI)/p )) + firstNum;\r
120                         }\r
121                         return a*Math.pow(2,-10*(n-=1)) * Math.sin( (n*duration-s)*(2*Math.PI)/p )*.5 + delta + firstNum; \r
122                 }\r
123         }\r
124 });