.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}._{display:inline-block;color:transparent;z-index:-1}.pi{display:none}@media screen{.pf{margin:13px auto;box-shadow:1px 1px 3px 1px #333;border-collapse:separate}}@font-face{font-family:ff1;src:url(data:application/font-woff;base64,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) format("woff")}.ff1{font-family:ff1;line-height:.938477;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff2;src:url(data:application/font-woff;base64,d09GRgABAAAAABqsAA0AAAAAI8gAAQAAAAAAAAAAAAAAAAAAAAAAAAAAAABGRlRNAAAakAAAABoAAAAczLmVcUdERUYAABp0AAAAHAAAAB4AJwBWT1MvMgAAAaAAAABFAAAAVmLVWK1jbWFwAAAC2AAAAHkAAAFS54q3aGdhc3AAABpsAAAACAAAAAj//wADZ2x5ZgAAA/gAABSxAAAbOPyPOuRoZWFkAAABMAAAAC4AAAA2XoGqImhoZWEAAAFgAAAAIAAAACQM7wXoaG10eAAAAegAAADvAAABQEj+HABsb2NhAAADVAAAAKIAAACiAtz73m1heHAAAAGAAAAAHgAAACAAlQBIbmFtZQAAGKwAAADjAAABhtQqRntwb3N0AAAZkAAAANoAAAHaxuZ7Y3icY2BkAIPH6i9WxPPbfGXg5gDza1Q3NMDo/4v+BbKXsV4BcjkYmECiAFFRDEAAAHicY2BkYGC98i+QgYG99/+i/zvZyxiAIiggAAClOwbleJxjYGRgYAhgcGVgZgABJiBmZACJOYD5DAARqwDeAAB4nGNgZNFnnMDAysDAasw6k4GBUQ5CM19nSGMSYmBgYmBlZoABRgEGBAhIc00BUgoP5Fmv/AsE6r/CuB6kBiQHAH9PCjUAAAB4nC2QvWoCURCFj/HuBqsUYqFdIIWllSAEQoIkQREEyRLERgQrbbJtOvGnSSsWIigpZPEFtAlW+xgWvkZk/a7uwvDdOXNm7tyVrt9NQJS0dUItjK9RIlQPjs1RazT39kdZI03QmuRL+JgIoxXaHZ6C2ejL8bRghp2zo56Bf3i7jhedyHPER3KvoltSh+jTW3QDzeib4g3YocHZhW/U8vg940f/8D32CLbgA54hehXfE6xcdvX1yn2/cMDcMW8YWJ2eFT1pvHXyMp45fKE+QbN7TZn3zPkefpMf7K5x1OxusG1rzEoRn/E/aJwBILdGHwB4nGNgYGBmgGAZBkYGEPAB8hjBfBYGAyDNAYRMQNqdIfKB/P//QJYCkMXw////x/8vKehAdYEBIxsDnMsI0sPEgAqAkswsrGzsHJxc3Dy8fPwCgkLCIqJi4hKSUtIysnLyCopKyiqqauoamloM6EAbQ2RQAgACUQ+HAAAAAAAAAAAAAAAAEgBQAIoApADiAPYBHgFOAWoBrAHwAi4CUgJ2AogCnALMAtoC5gMeAyoDagOKA6YD6AP8BD4EjAS2BNoFMgVSBYAFngXKBegGOgZIBoIGngaeBwQHMgdUB5IH8AhYCIQIvgjWCQYJSAlUCXoJkgm4CfAKJAo6CowKngq2CsYK1AsKCywLRgucC9gMLgxGDGgMigykDQwNOg2cAAB4nG1ZCVhTV9q+59xExg2JAQKyaBJIgiAkhBC2sJMgmySQBWQLW1gVlU0FAVlVlLpAtXVDwaKVajV1CjpVo9UZLW21Wv21jp1OR6vTznTa+fvbQi7/uTdB0Bl4boAs53zn/d7v/d7vgkFsBMNAB42H4ZgNhjHFEi4DXSNj6AvPGBt/MIZhEDuIYfRM+ihmj3limJjtLw20fEsC+Dzym8tmMtj+LEeWo4O9zSzym3sQMjqLShTxMhmfHxy6TteU+S5hYwIBwynlyYk8fpxIlbbTeZFQqE7b3PLO1X379EluDr/9TMtzX7qx4clgTU2cyMUFI/fumPyOtpja2wPD2BJHFtqXMbUvx4bBZTADpIFif8veXA6fB5aVfvRRR+eSxcHB2gz9+2uNgxp1XU2aCj3uVAe0vw3h7l7AWFtckCD34vfAub/JocvlkuKC/Fs3DIZtagxgFfgzIKP/CZtHIkKeh9xUBrgNOfgil0CfTJ/Fl2kv0vz8WAqBKqRzkIqzkyilsWnhmBPGJz/FQGCwZoCEQp1lI+G+Giuv0+iniMvaWLU6NEQSUGrYUrJcETZwNCNjbXV6mlpTX3uMKIX0UE8PCGPjWlsG3mxpjJcL+GlbzU8/qSwvKrr5ZWHxVRTvEIbR2hFGszEsFDDYEjZ5DZngaXMq7jLBhW8Ng2vD6H2zUB5/j3Jtj5AUM1lMMeDiNnyci9tC8gdIvHDP6/h5kHTqnExyaOS4res8EHF8FBd9YG6j8cxvjd2EJeZdQav96N/CIkQbzBnDbGrRvk7keiBQ6sgC5JKzbHhzARegH+SiB68BqRNzHgdIzoNdV554u3NSbz8nns2VOvEeX6dlq7X+G8aP0kcnVO/u+RnYwycTHN6z7Yfwy2j9LgzDX6D151LnkgLxbLQsg9tlbAK5fyaiQN8zQmMEgxvMf4H7wVYiFY/FqFxkIjzm0b9AjBGgMMUWtoYDSYAHlQYyL2L/l1y1meVgjyPSg/vDwNZ2kYuuNXMSu/fJhgbnEafkpOq6AVfX7GxPIct9ztgYKK0QCj09U6qP5B17Xlk55rh3efzBshCRME25LEiWVO5ONI1ZYuhHWA+j2F0xLyp6lHV3gDjBFOMkd6eJYa0dSzTcftNfkhf7aqQBOtO/J1PS+Cm3i4tksuLiq+ZaE/j8aFIin5+Y0AG32cwNkkd3EZ+BnrokLs+1onz/+sICL755PfhbTEyJIkzm4krGAbAwhIUN/RJZuZ7swOnK5f13KFhsmo1Z5Obne+SqKp3r8csXnzdutB+BySmbG/amK3/ap1LyWBD/07DQX9g1mK1XabTDzysqP2NuS07ZVVG8tup6oz6nKCyKwmDyCKEEIQgDHGNatAWnakKCipbckMfvMBq/jUnYGyk2urhIOWLas1svTjAgzE+5QssbH3iD5wHgPHSGBYgH/0K8tSORBAhCxAPy836IDgseAFbIg0dEDVh976ynj4Bz9C/AAI5mEOegP/j3uDg6VvwrAS1YCBEWoygeG5KvZI04sCHTBP42Xgv+Sp8/PEzmbS3op4XQZln0EKC3kBctZCII/yO6coaGiJihIYsm0sxoLTuUYarqlvx3PURSaAL1IKi2zmfZ8sSyFW+Y75lAXbswyc/34AWYvnnzaHn2SrH/QluzAs6b7xAVld3UTcaKTT6FwYjDOIY5oKLaCYbecKZ/bznHKHroxMbI10KBhDuKxJrinMPkU1oG+owLthjDWGImG0eXhE0iz+TibPJyYONcB7EUvWTo04IQDXoIIJ4n3hzWvqklPtb2aYlbgJFw/bgxAYQmOoMThAac6AXlvWCYSCOvXqK3F/1N9JJxXEQPLVR+SQS4F00mOhkaVjz5lF6L4kBKCGZZRJnPkwRILWRjSaf0EBUei9JJDynNKFhTNdBevS5Q6uu7turEbpP4YsibvY+uHO7X6VKS+nb++BSEhEP4YW5OXOz2rRd2d3YplbsOL7uxpkqne/fEk9u/P6fPhfDFjyTvzKj2Mqg822IYF2FAKR2TFCgm/mk/LHr3kXnoVne/vxs/ah+4QMQi+TkM3tvS03GCKEM4LkK5tUOfn4PNp5hCdkUucEBQAthnvHZtt7kANhAScBPkDuLnJhIGB2Evib8a4c9AteaI8RDf7SwdYOGMboWOzLSzdACGnQUY9c71d46UlpaxOcGhuozaQ2VlksCR7OWNjZr0dM3GhnQ1/ILIP9cHoVoDwgF40LJZlyH006gPHSImQGlHaV0t0Uvsra+vr7VwIxCewbch7JHWu0B0bPDPH//vA+LATuIQPAPV5ndx9sRjMtYClKNH9DuYA9WvrHmY0a+WTIeKaGwNtiA9/ejh21f6BzMz1ZqjR28SNz+++sfePZ/uqq6WhW3f8fDejh54w3RyuDAfwozM06cfPxoe1us//ZToAQk925cntHecJZ68/da+vZZYK1EMIyhWVJeAzXiNKdTeSDKlvoDEjjbNFvQag44ngVNhG+qadjW3xMQGscNC9Xkdldkr89mnPPc0tRx6SJzOyMzMfH/44ZG+fTvMu2EE8c9AkSgysq39yoGtK6JjBAIev7lKuOfDALFxZPTL+6dOZa2EMChkDVwCKBwnn+J6xAEWQmfWS2ysymUJNJReUmRqzcv19THZMwMDEgqCpL8Dhx+uroRQHFBc/Hv86YRtY0gwhxMuO06dFx171gJKM8h6Qb2SgVSI6pOAvfc8GDoFTpwnxol+v8VuXsQg8RXt6/EltJvjEkRP2lb9yk00WxI3HOtD/HxG9V0eJp3hyKjU/UdnoVQIhQxe92h90G97Xm5UpI+3Ir69OEAcHFpoeMf8wAQ8D0RHc7gJicHNxBWQ1p2Y6LXUzdXXJ5ard3YSCjO0JU25OXz/dFVuUXbWMh/zXnDe3jEwaHlKIYthXgleOC0KlankEomb6zwbSpdOEH8GrZTHtJvymDNc1bmxsWLcxSXYX+MlsJjODH+RczI/Tl5l7aVp+M8wE/FkHuk4AJc8Kx8t4AbEnjP/APbIny2S+mR6L7kMAqd/p11VC30d5QKlrH3w1vSvFg6SnkiOsJxHVbrVtqAfMNQEl39DfJsdE64lHn8PJbASTyaU22tXbwGjE2epuBT4M5hC+UTn15wifeYf2mnbSIX1XyzkrRluEpCuBb+D8LIlcythc2ykZBNCWQYC/CThULphNYyY2A/e11abs96evREeqds1a+KF5TyaySc0R6RBgSgia7VQdCDtz0sVIp+ddsw2r9hnvmZhc+OV+1u74+M3FxZLAouK6t+rqWEb7eXy27ExWSur6U72KaIGlVKraypPSFwMWs9Vr4GwreNiT06Ou+/+3MIMnURcUGRc0hYdHRVZ2BgWBg/apyobWjJ0sTH7UIyTE+AGbTVcSfYNHJ2PRls3vh3c2ElhGk+U4l8jH22PcUjvxuA6TPUKq55KQYA1eCpc3Md4pOpaY1lpUNCWzo/SkxO8zXdVyucZ2mPr1qs1RCn9DzuORUU1txwkftvbCwGqWjD4RWFBednda1cNBgtmqJ7oqhk+kz0bsFE/6zP9COcAzLwJGohfzQITmHhuXoSXQJXZC94jP5eF9P7viJfRVqxfUdApJaMUFLU8X/BKz3OcLkWL6vGz6ElJnW1/OtjYEBsjC2/S/OOHoGDliveHdJoFo/SY2F8Gd22sj4wI8C9LvXkzZKWXwGupWrNqY3GRr58tuLdnXU1IENKv4BJDTe3KlSF8aUCAeEVWZKRCsc22pdhQ4i/S61cXpyqDvIUiFicgIC4mJITNRqUvX0Vh4DH5E1xK34e8A+Y5pcNU40MjloOYMSW90M6X7WXvOHvOBx+cbWtzdAyUFIQn9NvMn+/okAIru8G6CuLXbvOBAaF4sRuEthZ821Fir6GcMil8rT4AYWIditqN7kyhX2h0dHjOynBJoOwI9FmbF+7J5b8T4uFZ1W/RgEQ0B7qjNRZh3Bmugh0osSM5jTFesiPQCjmeI1DICzp0GXNwJ9DZefcr4vstnc8vVNd7T/zfbLV64xZN0DygWSMJyM4+5eACbHbuJO4T/ybMPTsg1K08AkK6VWklse1k/BGT3+Hvo73DXtbUVDVNpfllll/2+ZmJJtNMRhvhXln+eZO+sMTbJyH1fBfLl+VY1lAaEjzvtJ3vspzcxrT4REGIO1vAT07+eLenJCzsRUzcAiA7oU6HcKnPwcxsWcQStr/nbHtXV65U5eundDKEyzw8HFjuS0PC5SmRUR48EY/FlcWJxMHB5RbcEhBurih2fwwNR56OLDGKUAZesSTWKYA1YwywRo+eZ1qe5Ey3ZTzsd64XuHPmzWbwl6ZpO7YVG4KkTqfdZLJNW2LFoOxeRYAiJJTjkZN9ujIzS+3mqUq9HSh1dvHxW/XH1iRpeHT0+I/1volC0eIlnp5y+RqnNct8ZMtWOTp7OtvOZwr4kVEp7eSB2VzwNLomIsXXVyiMF/L4THs7N5SLTqQZT9B5XKa4ZHUoqJVOH0rC7TSmq6oVUomDg3EOijMlVf+o5giM/WT58iVoClpl3gC3N/ulSlBzPvUmhZMc5fgx0gAHkl+oE3AZ1FIzTColPNZhCc3ueNA7Z/0SE/StdySS0JDysqaPC83Xlan1G4dUqrqak/RR80/RAsHWlrYDRzY1KuIAGlG77+jzP3lwPVd/w1IXA0h3OC91h80gd2UzuAMm+JvJZJ5lgmfNyWidYzDT8v5WFOPXqC+4WSOcoR6UM2FNiRAe0W90c1fIValBQXZzjXMZfL5KmfPlRjTFX++Mj/da6iVQBGyFyeZVa6TKAKkHandnLNjO4iFsfV6pUwu2rwGNQJ6+q9FpdHONjkwq9PExJiRUyfyWMRln1eqDNzYtTkyqLUtLF/VD/hspSV6CMFmdOQWWHk1KcHMVisqRjf6fczrtqE4k8hMl91rOiB6k0zNFq9FomSnIvH9n8WNkbNa5dSrr1J2gTmOYQrGiotro6anT1F3aZIRxjTuWem3oMufC/gNKlZ/vLlKRAHYE+afvLLiLrXdLyOsITT7RgHtP3MXzx78aBj+fBJeHqZiQbsFmpPPOlklewrXqulXBkPdAEnnm7GefcbhKicQlK6kuMsaZeegQ/lZ3vp7DnXNgobePXFyxphutlYpy+APCmD2lYq+ox2utDg+zlyvK2gZOdGVEhS86taRy1fDWdTXBwe2tD0/V1buC9q7IKNOXd0yBkgqXwxnayMjNLSeJX3Zsh7C49ANL/cei+uej/RjkTDg1k1h6FLnZQruZzT92a9fX3TW1Mtm27gfXugZGznS2Z2ZkZHR06SCT+LkHrRsRVVuN7HxPbQ9hC/beKDJc/dxQXIzOtR9xefHLe1Bk40Zmav8oDq+PThDXac3jzfTR8RZaExlTNKHEn6OYPLAANKfOdNcvm739QrG/1JGSIrKo8dfu8RXTa6sv9ldWiv2Pbbiww1ASJP3x4elaYOsUG7OpJtp/7qL09PoNWjRCNWxSpene1SA9CQ0zlP6C9zXvlcubm/c9Iq5uOxmKjCaEQl4q3HspX19QaPokNy9Pb8GtC+UnjOLhy/ui5J0n9EX7+2e/yVEVAnJOxL9Dv82h7n9RN77IO17vDYFdI98vdeZwvv0IVVz9Wt36bNhg8Rm0pWhNupV33D58j9nXNEyfb6nvKPAhLIOVJPfJuT0KepnvgQ8/oF5jI8z+gfZypXqQ5TbO9JZTss3jN0VItLIIP14E2GP8qxfbU/DIBHYvAFx7lodHmF8QYbCHUOCtjT9OCzL3Vm3eVg4N4/eXwkKOB5NpadgAayCUMA/xnUE6MMwiBFKulZjgcQtx15sT7lXXciEz2VBCKME34PHFkb6tWWMTEw9/IP41PoHWIIfMceRDSV/NID9r40ANbnC82m/Nut608pJo+qXcIkPce4vDZRHj7VPzszP6jBc51TBf+imG3VSvstACzfEvZxhS/ICVFFQhOVaxKiqGB+rqwmWy8Nq6nuub2ybOVeZkSYGLi0AQHqnKl8lYMCBV2Yhm6zP1NQMg7VR2DjleDw2CRcBu+47k5K6ux/eJF4EBWjv7qorK8ChPnjRoPax7S6fTabbvv3qOxIiMlU0/Rt6VnumzUZRk6vCZLZUKUr2wqeHGL9uq29ouvdG+Ai4383cc94qTa7u1mszMzRVJyQ6geaRqFYSnd1271d6eBbaeNC9wjBDwMzLeOqrPl8u3WHiZjPZ1QBh5kA4fWHFh/Edd20xN0I4s8FrtIM887rhq1XvPug7s2P5Nu6EkLHRTk7E4NzcSisRpkdqyBB8n8x21esNGpVKVtiZFoeALaGkn8vVDlwkt0TowAKEsoq6+63Z7m1BY8FXd+jBhsqjU3LdDp9VmvHloJRoJ1ekUj6i5DxsjORAKZk580/PejFEPYKj00OzyDjUlsi2EFgdKF6KTSNh6+GnXho2RUfjIgsDErZ07JhJpv7397dOffjn5YATQXvzvm93Y69xlTv2rgGtxYXbAvKfEkJx5oWUjL9TDm7hLKC9MjIMFPzycmLirbX/73EWCTbijNWZbZ0JrXVtHQhh1HYZfI6q9PbhLidbbSM7urd3UUE3zomZy3eSf6XzqnrOEnAc8KT2nRlPgMZUUyknM8FZg5oxApoc5a4rJpPiPrVu1fnOBSnh+kQ/xK3DI1fceMJSwOfnvaXXlrd80GMqJZ6kedgtFoni5yI/D6QxM1yo3KxRi8a7hLfKe7LaGS4IaLVix51ZLVpY+vy1aEb9Gtapyy97GPiR6/nhOto8Hjx3n6+cnSogIEJuTlCJxnl63PDFBizDon3xKeROkcYBh9x8uwyrYtLxzX25S6zgepiBpW8vn95taRf700YkzxPcmkX9m5kU8ZeL97zo7FXEQpio3tz3EV5BYpVnr3B3zxSItfXAKkpm3MJD7Ip9+/f87r/cCPg+UdcQvb2978KCtXa7orAyU1NRcuvgkMDApNtZgiI2NjjWUx8SEpKuaWzWadHVzuiLewxN34ebpey43NUG4qekPW/QF3oLkpKJDa1Y/OFyWlAxmZ0VHx8QW5EVGR0ebr2xKT1drWprT0gT8eAVK9/8DFc9ycgAAAHicdY4xasNAEEWfbNkhJIRUIeVCmjQSWrlwcOdGnRtj3KtYhEBIsLYhJ0mVI6TMMXKAHCHHyJczTQovDPv482f+ALe8kTC+hCvujSfiZ+MpT7wap9I/jGfc8GU8l/4jZ5JeS7k7T408ET8aT6kojFPp78YzHvg0nkv/Zk2kpaZjww7Wsa27jWBLoOEkvZaDbWhOXS2oGOg5nv8oR8BRkivNsVL93/eneRZkLFWlfJ4XrRn6YzXEJrgyL9zKWa7IL7JlVhZepku37ZUaOag33jLuH/PZh3hoh975vLg4+wuf6zaRAHicfc83TgNQFETRO8455xxJlR8m2BINwa5ZAw2ioWP/YJiaL7055dUnwf/v9edEgiQp0mTIkiNPgSIlylSoUqNOgyYt2nTo0qPPgCEjxkyYMmPOgiUr1pxxzgWXXPGghJJKKa2Mssopr4KKKqmsiqqqqa6GmmqprY666qmvgYYaaayJpppproWWWmmd/fr8OGw2Gxv22m7tjb21d/be7uzePton+2xf7MEe/wz3w/1wP9wP98P9cD/cD/fD/XA/3A/3w/1wP47p959P7k+7+d3t7rTx9g2iHlJPAAAAAAAB//8AAnicY2BkYGDgAWIxIGZiYARCfyBmAfMYAAcDAH54nGNgYGBkAIIreSYFILpGdUMDjAYAOw0FigAA) format("woff")}.ff2{font-family:ff2;line-height:.938965;font-style:normal;font-weight:400;visibility:visible}@font-face{font-family:ff3;src:url(data:application/font-woff;base64,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) format("woff")}.ff3{font-family:ff3;line-height:.722656;font-style:normal;font-weight:400;visibility:visible}.m0{transform:matrix(.320260,0,0,.320260,0,0);-ms-transform:matrix(.320260,0,0,.320260,0,0);-webkit-transform:matrix(.320260,0,0,.320260,0,0)}.v0{vertical-align:0}.ls1{letter-spacing:0}.ls0{letter-spacing:.288px}.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}}.ws1{word-spacing:-18.94848px}.ws2{word-spacing:-17.880960px}.ws3{word-spacing:-13.344px}.ws0{word-spacing:-.072000px}.ws6{word-spacing:-.048000px}.ws9{word-spacing:0}.ws4{word-spacing:6.920064px}.ws8{word-spacing:9.799728px}.ws7{word-spacing:21.320064px}.ws5{word-spacing:28.999728px}._3{margin-left:-3.561718px}._1{margin-left:-2.19297px}._4{margin-left:-1.071803px}._0{width:1.022657px}._2{width:3.070312px}._6{width:20.264064px}._5{width:42.679666px}.fc0{color:#000}.fs1{font-size:48px}.fs3{font-size:64.32px}.fs2{font-size:68.16px}.fs0{font-size:72px}.y0{bottom:0}.y2b{bottom:131.896040px}.y2a{bottom:150.650744px}.y29{bottom:173.094464px}.y28{bottom:190.926435px}.y27{bottom:208.451212px}.y26{bottom:226.283182px}.y25{bottom:243.807959px}.y24{bottom:261.639929px}.y23{bottom:279.164706px}.y22{bottom:296.996676px}.y21{bottom:314.521325px}.y20{bottom:332.353296px}.y1f{bottom:349.878072px}.y1e{bottom:367.710043px}.y1d{bottom:385.234819px}.y1c{bottom:403.066662px}.y1b{bottom:420.591439px}.y1a{bottom:438.423409px}.y19{bottom:455.948186px}.y18{bottom:474.702891px}.y17{bottom:497.146611px}.y16{bottom:514.978581px}.y15{bottom:532.503358px}.y14{bottom:550.335328px}.y13{bottom:567.860105px}.y12{bottom:585.692076px}.y11{bottom:603.216852px}.y10{bottom:621.048823px}.yf{bottom:638.573599px}.ye{bottom:656.405570px}.yd{bottom:673.930347px}.yc{bottom:691.762317px}.yb{bottom:709.287094px}.ya{bottom:727.119192px}.y9{bottom:744.643969px}.y8{bottom:762.47594px}.y7{bottom:780.000716px}.y6{bottom:797.832687px}.y5{bottom:816.279813px}.y4{bottom:840.260655px}.y3{bottom:863.934432px}.y2{bottom:881.766402px}.y1{bottom:900.828429px}.h3{height:34.96875px}.h5{height:46.858125px}.h4{height:49.656025px}.h2{height:52.417969px}.h1{height:991.526171px}.h0{height:1014.58492px}.w1{width:760.93869px}.w0{width:783.997438px}.x0{left:0}.x1{left:23.058748px}.x3{left:69.176245px}.x4{left:92.234993px}.x5{left:115.293741px}.x2{left:136.200339px}.x6{left:138.352489px}.x7{left:161.411237px}.x8{left:184.470088px}

PSYB10H3 Lecture 11: Social Psychology and Health (lecture 11)

Canada

Introduction to Social Psychology

Psychology

Elizabeth Page- Gould

University of Toronto Scarborough

Psychological Research Laboratory

Introduction to Clinical Psychology

An Introduction to Physiological Psychology

Cross-Cultural Social Psychology

Advanced Developmental Psychology

Psychology and the Law

All Subjects

Accounting

Mathematics

Statistics

Computer Science

Calculus

Management

Biology

Physics

Chemistry

Electrical Engineering

Mechanical Engineering

Marketing

Music

History

Project Management

Business

Architecture

Geography

Science

Nursing

Information Technology

Engineering

English

Finance

Philosophy

Astronomy

Communications

Sociology

Anthropology

Prealgebra

Algebra

Precalculus

Ethics

Geometry

Probability

Economics

PSYB10H3 Lecture 11: Social Psychology and Health (lecture 11)

Get access