.pf{position:relative;background-color:#fff;overflow:hidden;margin:0;border:0}.pc{position:absolute;border:0;padding:0;margin:0;top:0;left:0;width:100%;height:100%;overflow:hidden;display:block;transform-origin:0 0;-ms-transform-origin:0 0;-webkit-transform-origin:0 0}.bi{position:absolute;border:0;margin:0}.c{position:absolute;border:0;padding:0;margin:0;overflow:hidden;display:block}.t{position:absolute;white-space:pre;font-size:1px;transform-origin:0 100%;-ms-transform-origin:0 100%;-webkit-transform-origin:0 100%;unicode-bidi:bidi-override;-moz-font-feature-settings:"liga" 0}.t:after{content:''}.t:before{content:'';display:inline-block}.t span{position:relative;unicode-bidi:bidi-override}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}.ff1{font-family:ff1;line-height:.861816;font-style:normal;font-weight:400;visibility:visible}.ff2{font-family:ff2;line-height:.858398;font-style:normal;font-weight:400;visibility:visible}.ff3{font-family:ff3;line-height:.871094;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff4;src:url(data:application/font-woff;base64,d09GRgABAAAAABzEAA8AAAAAKPwAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAABWAAAABwAAAAcfRs0fUdERUYAAAF0AAAAHAAAAB4AJwAhT1MvMgAAAZAAAAAoAAAAVgiwCEJjbWFwAAABuAAAAMEAAAG6KcZa0mN2dCAAAAJ8AAABWQAAAppFBFCGZnBnbQAAA9gAAAPWAAAGw3D1hH1nbHlmAAAHsAAAD4kAABSkUYT5m2hlYWQAABc8AAAAMQAAADYbvMVZaGhlYQAAF3AAAAAeAAAAJAuPBXJobXR4AAAXkAAAAGkAAABsXdkLCmxvY2EAABf8AAAAOAAAADg2cjuqbWF4cAAAGDQAAAAgAAAAIANQAUtuYW1lAAAYVAAAAPUAAAIZn5MDWnBvc3QAABlMAAAASwAAAGGgKsndcHJlcAAAGZgAAAMqAAAECuCCSTEAAAABAAAAANgScoUAAAAAydydcAAAAADbLCSHeJxjYGRgYOABYjEgZmJgBEIpIGYB8xgABLwASXicY2BkXsk4gYGVgVjAgcZXYKhk7fg3mYGBtYMxF8hnBAkCAKB5BP94nGNgYGBmgGAZBkYGENgC5DGC+SwMM4C0EoMCkMUEJDUZ9BiMGEwZnBl8GQIYghkSGVIZMhhyGQoYShgq//8HqlVg0GDQZTBEU5MOVJPPUARS8//x/zv/b/6//v/q/xP/9//f+3/3/3X/V/9f9X/Z/6X/l/xfAHUDAcDIxgBXyMgEJJjQFUC8BAIsrECCjZ2BgYOTgYELRRU3nMXDwMDLwMCHIssPxAIMgkIgtjCDiCiDmLgEiC1JjAtpDwC8Hyz5AAAAeJzNUL9LglEUPV/Pp6hliDW2BG4tLQVt2VBUEFQ2FBZIWGSCUWq/yKhBkgajoaiQfkANEdH2DQVtETQ19jdUYFGE8H2v46dDs1MXHvfHOefed68jL2NCN3dBkx7jBdVYN8aRxBkGMV+VvmIyCbe4gR0+QBXVm3nOp0vPn4r1T1sTK96yRjnVOxk+q1ZvsQollqmLAOyW1m08sPpFzC+czOtUG/PPmkwpLiscefPavLBQt61dO+QdhtCBTvRjmLsFMYEo1pj3Mg5jmX4Ms0hgA13owwjxCGK8QRpHvMM9nqkMUjmFOFJUZpDDHi7xiBAmyVzACrI4wR2mMcd+m9jGPvFQpc8VfRxLWMcWdnBApIdYaeIA+YvskcUMp+WoS5H770yOohHH6kcFzFPjVvhFrfbEnTPcKMFdigjLBkRli/rWmlVButSrLa0KWqv6gEusioj0/gINPXq8AAAAeJx9VM1u20YQ3qVkWZVilE4dQwAPWXYjwYakqkDc1HVVmxW5ilw1rWUpwNLogZQlQ775lEPQAr7VoNt3WboX+ZYX6Dvk0GNzzDmdWZKCZbQlCGnmm79vZnbpOFP5cjQ8Hhz9+MOL7/vfHfaed4Xndr51Dva/aX+999Xul8++aH3WbGzVqk/4p48rG+vmx2vl0kfF1cJKPmdQ0hC8GzBVC1S+xnu9Juo8BCC8AwSKAdRd9lEs0G5s2dMBz7N7nk7i6Sw8qcnapN1sMMGZ+tPjbE5PBhLk3z3uM/VOyy+0nK9pZQ0U24YIJiozjykaMKG6r2aRCDzIF5dLLnenpWaDxKUyiGWQ1Ba/iOnWPtWCsSX2YoMU17CsylVFOFFHAyk8y7Z9jRFX51IFV63qXOwcOZNrFjfeRL/NTTIO6g8mfBL+JFUuhKAoJ6LoV7VeV9vcU9uv/6pAy1PV4J5QdQ7J+seLAlStVE3OovcEyPN3fy8jYYoUquZ7giK2uBgT2DOZADdgCP3ZNnK5njtkDIq6HMhEZ2Rs3RCnVfeVEaDlTWZ59BItl5llER5wG1clgvR9NauoyzFrNmD6+q3CC3amcrVgfDrD/3Aacc9L5jaSyvFAcMK0VxF/3gL/MIAmznEMA6la/EJt8E7iAADDHZwPpQ5Jw9SGq0hwmkaplvCQFxNR4CUEMRcfyFvy9MPbeIdZfzwlO8RHHmrThaXURCQnZ+pxYE3gfJ4xadnK8WF8PpdTH7fETbX9FsrZuqKOgt7ueWfO2PlqtcikYeV83BYArAs/vNMGgwnr0iputNNmklokc4MqqQdKS3lAyVXdHppyGOr2LNu3k+d/KFkpp5WqKt7JZQKw4JTU+U9qiTcS2mZi6t0huJR0JSWYZvt3ngbOIi0MEUVcZy8z5apwcwEzII2GcIsVpsgRk3zKfQ5nyDmS2BvOWu+3P+T9wYnU205PyWhJS+y7C1sqKcOFA9itW9lOtf5c6wu1d898mJlZVOT9YYSZeZqQMLg+0HGhdhhe7z7cgXvZhU8b74acmawbhfMPl+ModpzoQgSzPczBDycRH8q2pakdy1+s11jqIenT/qjTbMCHpxNzejWIHXo1PJG3JiHsaiRvDGq4QcePn4BN3jJCHI0aiCKICkMFMx2DUtT+1q1DyKW25jWg9dM5JRorZhglp3MjwcwMMwDLJ5ijMXxgQ5UZzBe+tYJNcDc/+7Mo8PFmkU3YI7xUUb5PlMH3Y2oUHqgSn3ZUmXcQP0D8IMELiK/CqaCbFKYpZjybFRezcHpDKH30Cd+NKVl/1vwHjezWIgAAeJyNWGlwW9d5vfe+DXjAe8AD8LCSxEoAJEjsBAgSBMCdWEiR4qLNILWZsmRtlC1Zm9fElmQ7sdMklpvEjSeGpTaOK5HT2DE1/lHZdTzjMPY0SiaZidROf/RHWzZum6YTSaR6L0DKspN0Cgwe8O6A4HfOd77zzn0AgT4A0G5mElCAA8F5CELpBY5+dTk6zzK/Ti9QCH8E8xRZZsjyAseWbqcXIFmPSU6p0Sk5+5Bj1QNfXn2Ambz5Rh+9BACA4Burb8BfM2eBG1hzausloL3EUguyXfU0yIZgaOUXy79YDkcgi2SDztQAReh2BZEvSLXFMyiZoWLRBgR/df/2XdtpqDRIar2GpxLjqXpH53gMsmpZ0uhVkNnzk9WJn/18depjpaCkEc0xuz/55Y25uRu/+vtZimEoRiGAai1ncC0f41qcoC4ngAWdzFzS2C/JVr5WDC5FW63GICJOpHAlMJFM6NriyOfNIFKKyaiDH9enNiYoXqNX6wxKRO/YuWM3BVV6jVYWGDR7Epnnbvzyk90MhwvB5SzBH/z8Z/AHP+EEBUNq+Wh1uFZLAX6I/KgFaID4N4BTVWgQWoahJfLfWbfT5W2LJ2JO/C+RXyuslgVJEuBrrEpBw5v1srGuzsio9dXfef3O7+EoeAeogOaH4C1WSZVAdgljCUca8Q/VfidqhKPeSKiRvLZ2ehs78Iv87bsAUC8xRhAEoZwVNF1tsJuh2a6CKq0EJb3uXffGJu077ATILkezKx/AUHmp/H45trJEfltEuMogIn2KOSVGhEFY7VljrWmyRI7USyyvZlcOsyqeZZRqDtpX/11rUNOIVXIQkyhqVZJZZH/HCUomKurVDEYlqg0CR3sv8hRv0gp6kWc+QDQFaZZnb+3jBAOu+wlc93OMHWTARC7ii0AmIkeQ4pzlzy3ouAUe10Pje7FG/ASpv1NJ7SmHI2VbjBnZ4Lg2tbgGR5dKLUupEH7DXC2lUqGQFlNWLpeny+XPgUvCDBZjELldeLG2xlYB4i9pIOkQLkUpKlf6lVo1i1heAZW7jmb09vSWjuzuYlTN8hyFNWlKTswmt53Z2iL3f+nAv6FRBQbWrpY1ClYwagSDVquE5gcqX94fDm/q9rkDblYwCGqtoDa43JbEfSd6M6e+dvmh/+FEgv+BO7+hzjAixn8kVzzfdbHr7S6K6YLn0xfTb6ep5xzwOSs8bsVDBZN/e9j/hB/5o/6oWP8eELP8ol5vTiy2dLwDXGHXdtdhF61wuZiWMfMiM4WZwcSEpsvLWkLOMtTeuLasI+SUa+SQB5kOTARb7TyGH4tmUI2gqtykNd3KRMZSBlZlcKbv9JsPpPdPtIkMjSiOZ/lA4UBx8OTWWMvWc/dlJz1Ws92KfIQTvW5VchfbjvzVoSR8Zc+rB1N6i0VQCnrMhMhZ7VZ36ej4wN4Bl2DxwNt1dkyIYHKszjIoufMs0fSDd/6LVjM2kAK+nKEOBN4TO8xXnN5F/Ti92Ba+osQgV64tkxdGt3zt/aqWWfe6lKMNrFwDWO24bKgBJChoNW6jPrfjsdLJD54rjn7to1MdB+7L27gqIk6MjR8f3/byga72fd/ZNXZiKqlh8cRfVulEtT7Q3DBZ+fRbf3HrUtnoarGpsXeIuPNN0ab8Vz858+SH54bwR0YwVmfyzk2Wwb1Ng2LOL4TDplCID5rN1queiFrNXwWexJjKbBJC5kiQtfvH7JO6SezaWfzQmVJSLAtD15ajUkxLDlKqKxSLSbG1eSUYJTesOhvyQbd0dzGe6ITE3mAMq736UWYZVmPSafF0olUKKUS9gJlWwNU6iNf1kklkvLoei7feoIBvMPBd3mSpl/JKg1ZlwINKk2mlX7i1D3sxRWEvpF+6NXd3/YrHppIb9Ldu08DsNChYjVlHPBER7NQFjL0ONAFvTu9hr0pYtFLjIsuq3YvymJoAxYIkTnkNazRa8+oAvBcJUR/NYUHiZdI66kLXkcrDf8mKJh3xGq8Ocr7Crj1Dvid7ZvYEf3R58shIE/XtrS/tT69K95bImbLbjo5NHE1pVn4aKD1IelPCc1fCvpMHG3OB7queqCeqtr0H1AW3LR28kuQXJUcSJqWkZEwv5o3d3Tamadx4d65Sko54DpkmLRkwXeqz+Vq76mAM9Bfmiv0TsmSpUubwt7ZlDk51GnmaU7FibGyu2DVbaIpP7p/bPxlP7Dy3sWmi2KknI8cqWVVr33S6c3NHfXzqwNyBqTicnjo7EzU5nCa7STKKjLvJ7cxs60hPdbe1ZcYPDxcfGW/RWux6pagXBazWek+9I1loSk/1tLV1jR8i/SI+5KSughjIgR0/PN9+sR1FfnTn01wbLwz59e16xOuteqTQmPG50hSfBz6fHdPYsSB1N19wuesrwbbXjMZgoauiHqZLpLdZ3Fvtym+rs/l+OYVNOZoKRwLYlAPElkk6gF1rKYEQ0wm/4M101Zu5GknGWDSRpJyCjDsvdH19w+DcSHPmyKs7XzQnpjLp7UMhnpgza8mNbw+Xn9jgeuT1of1D7l1bB0/1G3gVw6j4+3uGGvt3dhUPFRpHOrakGzAJtEpSyxaLq17XOnFq5B1rdKB1pJwvrfNxDvMRAHGwK9d9LPJMBB0PwvNNF5vQS/4LfqR0W9xIabfYkWKWO8Yhvd7ZsgACMBCnF5xtLa/RdF2o4i2YK6JLWakbxlb12+U1wWNCotfL5DN24ul1K8Yee49DyZ93MiT7El7CBEed8+pWzjtLJ7dkd+cJapbCmuDjE4dye793MNV58Nszsy+WA6eoZ7/ct2fQSyHOY5s4uyNutBnxdUjDCSqet1gM2VNvHX/orcd7+x56eUL14vdiE4fSeG4p0Lv6deo0xp0BI2AGLOYebWpLtSF1pC6CAuHOMAo51NohdaAugBQpf96P2t1DbmR1N7uRqd5XjxKWAQuSLY34oGxUIt3l1sH5WHaB2zBvozVhKsa1xjibjYu10mQIN883N27XhDmqvVBRj1dkeXs7VUnnmx09lfbCtopjA5k2zFOWTBjJdNgXMXtRrCcTnrRQSMILZADJ8+5VbRoLrEpoADbA2qh5fSL+ZLTDBmp99qqBgASdRLIWd3C0MjmjRiruvau4DNLHvb5GkVo7o07rxBeanZGtp4tdB+0Ga77jvzMHNoYje149tO+bMwGtM+KIhcOuekd0y+mCr78eqiTNP8w90DYat87NJsbi1pkHt67+3hO08d98emJuoIF6vM4YuL99+Ph4i8tiiLu8ccSjhs6pjvTB8Uhj9+aYO9Met1kLzZkZr3drtnRiolXJWVf/dc/DnszG4O6HPF1jK7t6BihlXTTUaiqUnIkBQutF7L1PM0dAFHTlvN5QIjQQwmlfG0KKwQAc0EHVfLTZMN/QbNFWWgueAUuJKVWvOphpnKCi16pUroenmhVXMwF3jzevqXItFcjU06xgwt0QWGt8LNH/bAmf6siVhRFry4VvFLacLDrvXlGQZWJvsWnnzMoj6ytMH5lgkihWPto4nJ49u30NCzOP9TgKHsmNDg5D73BiGIFh7TBi+uV+5OtL9iG2z9iHsWVhwjvgRRjggH6+oSHKz9tHN4wiMApHM775qLZSLHgq3YXMQGt7vrV0FzU2baIyjDx1rVyuhqXUenwkj/+LhT9BSz2s0WJaC9DMfI0dkTFFirHsk8PklLBjrp7eQ5YsSUY1M/J8f2pLX1gTGi8OuCaPDto/o6019wXa/nCFOrdO5BObRmyRvqb4YECP+az62m7saz/GfOqBD9yXy+1tPNGIZp3HnGjWdsyG9ppOmNAZHTwvQVZ6RkIKAZ7FIZg7x2HjgQrDQg63pGGB91sqmoL7dWa4OqDV9EVi5Rpj92bLuwbGxT8fw6gftx+6cGDfdx9sSx66cHDfd/clHmsYOLZ59FjRs/4O/2n/W88Uex9dOLz/racLPY8unBx+/sFsx57nx0a+si/TMfs8xnMR+9W7GE8z6AL5XHBv54lOtLkT7g2eCCLGDxkKOhP8vBxYADKfaHPSTBibsi2v3ZCq1KonsseuUgshqTUTWS/e98daS90Lh5MaYBXOu7FdfzbtH+jtbbzbTXyp1WAbby6VRlt3PrvJ96g5NTPk6R8aCRTPFft3ZerhPz+8+NSg5El4V1vXe0Z/ig8UdnTuS4Fss6H41JtHS1852GMI5hOrx7bt6D1wDqzNBXqler1uzOm9mvkZvGblXw8UvBrZkZeJtKvChqH3y0TP8J7I8UcFS1Cx6BXEcKzS7PCabPFU1vtFYfp60qkGweWzq/E2jjqkkQVOyStNsYmule/8ofxeSA34REqhUnIqPal58s5v0BVccx7M5jJnhs4PIasXqrxQRpBGsPuyxxPFIWyefFVdCFaS/OvS9uThJBqV1pJYhcSwgnGtc7V9H8lg1RBGElj1ohoNLX++jf/vHIauhLecLoYm+kI4h2EoqubsplSw1G73d49vGu/2e4pHR129Sb/MUdUcpnDEh0KhwaDJ3zOxaaIHy617z5BXY7IaGiwC3uPUOesM/mxzc0fA6W5OT3SGtg21qHSyVqWW1Hh3zBmtRqM/4WhJt7hcTR1jBLjvzn+gbfT3QQeYzLXzWkE7FOA7+SJPCXw9j9yt8yYgaAUkCFJTE9BIdikrbZBohdRacefrhYopH6lwtalcIs2fLr8fxTvjUDlGEjaOXtjN6LXdA7mhUItd6yKoBQ+WhHDjehBB2zhNvbfZ0Dudtp0RtbRCxZ1ZN/WbnEpBS8LNzhGzr0FWMHiXVJCtGkHJePKHSyiGt3t6gb2xrocbLD61WFau79nPq3kcvjDeJjy/09TbwINzeHiv5YQFwQWHEiqVIrDa5j1W3mpeCImPi0jUWGesSGG15y28Ps8X6Q2guObfWWjBQM3V7muv4wMBTDTgpGrxMqkPQh/0xtdcmWyNCDZowLb2GONw68wCYp5QqNHq24zKIhutGux2NhoaGanOoLeomdU3VRoSFmE3JXLUQ6LEVyf09r9QRlFJ0bwkAECDIA5QS3jPQ+67pcAwKOQ8rRzqWOgT3zT14SeCjr9W0BDZFZByt7HUmEXKZ2kIQtdvXL+xlMUvqXoT4/r1GyTwVG9k4Of1n+LxlZxS9VW9VWGoRUNfda9HJO39LDYn1m61UV/wX2rp9g5q/Pbv0JOe7s1xxijzeIdOW2VDpNsvbd7py4YdHMWRO2ycP9nr7J/tdf0jS/ps1rBkW4dtgGXEm//JiLfa6aduPUYZ09M5N/y+gkM0Q39okm3BnGf0PkmWKKUGq1vB6XWCt2fryun1X1h7x/b1v16GUmQAAAB4nGNgZGBgYDM23vBx4bR4fpuvDPIcDCBwW0elHU6r/5vMxsraAeRyMDCBRAFPyArKAAAAeJxjYGRgYO34N5mBge0wAxCwsTIwMqACaQBUdAMQAAB4nGN6w+DCAARMqxgYGM8D6RSGKUDczlTM4MX4jWEpCx/DXiBuAOIMFg+GbLbDQL4Aw17mBQw+zEcZMpi/APFBBmcWTYblbCEMy1m0GVJAbKbDDMuZJRlCmRYxqDO3M2gC9esBAPL5FzYAAAAAAAAsACwALAAsAHIAuADcAPoBVgHWAmQCxANCA5IEGgSiBR4GAAZmBw4HdgfyCEwI3glWCbwKUgABAAAAGwBgAAQAAAAAAAIAEAAvAGYAAAK6ALoAAAAAeJylj8FqwkAQhr/VKBY8euilsEepxMZcgl4KsQQr4kXwWFAIMVSysPosfYw+Up+lf9o99lBwl5n59ucfZgcY8oGhPYYRj4E7RLwG7vLEZ+CIkRkE7jE0WeC+9EZOE91JGf90tdxhwHPgLm9sA0fyfAXucW8eAvcZmxfW7OQsWJEzYcmBMzVHvHLMRrnixBXWu22xyifLw7k++jre1NVJao7TfRc4p1zo0cjdVq/OEkvKlER1ofjvtF/3XFqmSNXfBoVrroXzVWnTaWIX9q8/SZ7HWZwmqRpu3G6vBTwX2dq1LLOwCvvSX2rX2Jm+ceuUbxJuVEkAAAB4nGNgYsAPpIGYkYGJgZmBm4GHQYBBkEGEQZRBgkGNwYDBmMGMwYXBg8GLwZshgCGIIZghlCGMIZwhhpGJwy8xN9U3Vc8AAJHlB2wAeJxlkl1vFGUUx58zUyoaQiXxgpA0pwHxZrBbpClFxE4L7pSOlm7bg+2OlipYCsmw7c7SlcWxY5W1mmJN9AKjtSQUbiaBmS0kZRCto2A1uvRCiy836ifwG6xndlsudDL/8/ufl+fl4vEfjrVuhGdEC0uCPdAkmgVC8yp3Q1OhGZdbn+UcoF00gyYI4sznmAeY+5ltzFamymxhxpj1zCeZOwQJB3QBHDt4j4OVnjjEO4H4h+dBCNgnGlhS2Y2wHNafrKrSIuyb37gpLviSjTzUyK1Gscyq4uFdoo7lwK6CvCHWugF28mY1HJGVYo2zpmFnYV2NWIB69VN47O+5Ev7ll/CPj0fxt/v1+PvKCfz15xm8v7IDf1nZjcvFLXivOIw/Fa/ij0UHa4pgYhEYe39YmsDvl6bwu6UmvBt24p2wD78Nj+A34RB+HZq4GDoowkfDulA268KGUIqsFFWkvXUhfBU8gV8GT+PtoBu/CEy8FVh4M3gbF4Iz2BXAQmlxPshNxMscPlUhJStsi0dUS0HsqfgNX8fr/ss47x/Fgn8SPT+L1/wJvOobeGVuFC/P5fDS3BTOztTi5zN78LOZj/CTC4QXphrwfXiPzskKviNrOGE49Jbr0Lhh05uuTTEbYnaLnbJn7Xt2ya4+Y2TpdTdLmJ3OzmblLOToDSNHZ90cjeRg0sjTu26eMD+dn83LeTlNXWODY9IYm1NDJnkmHDFT5rgpm1zJGGmy3DSp6cH0SNpJV6WlFI0aKRpxU5SqBjzJlzqhHadh9zgNacfoNfcYHdVepVe0QVIH4SUtSYabVDvoRR48rPUSub3UoyWo201QojqOh7RO6pS34wuaTs+7OnVo7XTQbad2SUFNi1McFHx86yO4betmFDKsl29D9PDW8Yv8UPQq+sJDpW7dW99leDDpbe+JoppIetWTnqCk0ecDfNBf2ALS/t5teiJZyc+dPy9q23SvtqevIF+8WNvWr3tO5FW17EuRFzzSP2Ap//+s/3jLimitJvxnHrSBJVaprHpFWevD6QErc3rtjPIcFyq5eLAYFDFglet8SCYKaxeImNk88C9knkH4AAA=) format("woff")}.ff4{font-family:ff4;line-height:.869629;font-style:normal;font-weight:400;visibility:visible}.ff5{font-family:ff5;line-height:.855957;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320449,0,0,.320260,0,0);-ms-transform:matrix(.320449,0,0,.320260,0,0);-webkit-transform:matrix(.320449,0,0,.320260,0,0)}.ls2{letter-spacing:-.010666px}.ls1{letter-spacing:0}.ls0{letter-spacing:.021332px}.sc0{text-shadow:-.015em 0 transparent,0 .015em transparent,.015em 0 transparent,0 -.015em transparent}@media screen and (-webkit-min-device-pixel-ratio:0){.sc0{-webkit-text-stroke:.015em transparent;text-shadow:none}}.ws0{word-spacing:0}.fc0{color:#1e4e79}.fc3{color:#767676}.fc1{color:#2e75b5}.fc2{color:#000}.fs4{font-size:53.3288px}.fs2{font-size:58.662px}.fs1{font-size:74.660400px}.fs0{font-size:85.3264px}.fs3{font-size:106.658px}.y1c{bottom:7.594014px}.yf{bottom:8.42746px}.yc{bottom:8.427972px}.ya{bottom:8.551977px}.y6{bottom:8.552233px}.y2{bottom:9.478427px}.y13{bottom:9.911547px}.y11{bottom:10.320071px}.y4{bottom:10.349535px}.y1a{bottom:12.137869px}.ye{bottom:31.484159px}.y9{bottom:31.609188px}.y8{bottom:54.665887px}.y0{bottom:76.862494px}.y12{bottom:115.326792px}.y10{bottom:144.788442px}.yd{bottom:630.263483px}.yb{bottom:653.319669px}.y7{bottom:675.096094px}.y5{bottom:721.209748px}.y3{bottom:744.267215px}.y1{bottom:773.728609px}.y1b{bottom:862.012869px}.y19{bottom:887.633701px}.hf{height:23.186852px}.h9{height:25.618269px}.h6{height:25.618782px}.h4{height:32.023093px}.hb{height:32.023477px}.h2{height:35.866217px}.h10{height:36.1688px}.h7{height:40.645204px}.hd{height:44.964559px}.ha{height:48.675608px}.h5{height:50.782196px}.h3{height:58.328594px}.h8{height:71.732307px}.he{height:73.744008px}.h1{height:532.913291px}.h0{height:1014.58492px}.w6{width:534.322437px}.w1{width:621.305159px}.w4{width:654.944030px}.w2{width:701.084585px}.w3{width:702.366907px}.w5{width:733.011984px}.w0{width:783.997438px}.x2{left:12.816949px}.x1{left:51.068978px}.x0{left:63.411557px}.x3{left:69.012656px}.x4{left:97.210046px}.x5{left:249.675001px}

PSY270H1 Chapter Notes - Chapter 5: Spreading Activation, Semantic Network, Sketchpad

Canada

Introduction to Cognitive Psychology

Psychology

Michael Souza

University of Toronto St. George

Calculus with Proofs

Cognitive Neuroscience

Introduction to Anthropology: Society, Culture and Language

Ancient Mythology I: Mesopotamia and Egypt

Introduction to Computer Science I

Discrete Mathematics

Introduction to Microeconomics: A Mathematical Approach

Introduction to Planet Earth

Geographic Information Systems (GIS) and Empirical Reasoning

Introduction to Linguistics

Introduction to Business

Managing the Business Organization

Calculus for Management II

Linear Algebra II

Techniques of the Calculus of Several Variables I

Differential Equations I

Reason and Truth

Introductory Psychology: Part I

Introductory Psychology: Part II

Introduction to Sociology I

An Introduction to Probability

Human Health and the Environment

Statistics I

Foundations in Health Studies I

Listening to Music

An Introduction to Statistical Reasoning and Data Science

Introduction to Sociology

PSY270H1 Lecture Notes - Lecture 3: Sensory Memory, Clive Wearing, Iconic Memory

PSY270H1 Chapter Notes - Chapter 5: Spreading Activation, Semantic Network, Sketchpad

PSY270H1 Full Course Notes

Get access

Related Documents

PSY270H1 Lecture Notes - Lecture 3: Sensory Memory, Clive Wearing, Iconic Memory

PSY270H1 Lecture Notes - Lecture 6: Sensory Memory, Harpoon, Henry Molaison

PSY270H1 Lecture Notes - Lecture 5: Power Law, Iconic Memory, Sensory Memory