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dL/Uf5YfK0fQvwVX1e4OLTdoVSq2mlMDM6zKuOJp+VKLi0gqT2Sir5RIxyqyDnqMYNGQ24y8th5CkOtkpWhYIUkg4IIO4IO2I9iOU/ndjnrFAeNfTpu1NTJe6aZKpbkrmYU+4EjAE02QHfL1gpCvMlUdL8OanKU3QrSbzys/2MjVLGFNdrTWEV8B3j7zkGPhyO4x95SSMDMdcnlZZg45FcsSdzD7TZRcyoAdO6GensqW8lJG0SJbNIDqQoN9D3xSuqypJtF22oOcugsotEIx6h+bEdZJSCWkBR27t43SMgllOSkZG8WX4TLdt+upur46olPqJZVJdn6XKoe5Mh7OOYHGcD6I52tXdTxOioWvYLdJFcJt9iVlirnG3nHE1yspcKg2oHOwAj03rFsaSUJhM3X7dtGQaWrkQ5Nycs0lSsE8oKwATgE48o82OLuvS8/wAVr1jacyNMnKa9b0k9KsURlC+1mlOKQUpDOQo7jbGYhptNlqGyUlHBwL7oWrY7R8bSknBIiUqdwe8SlQkkT/2EtS6Vjm7OZqDDbg8ikq2PlEc3tZN+6YVZFJv62Z2kPO5LKnkgtvAdShYJSrGRnByMjOMxLvyuC1Ttqc5qKYJlCsc0KJY+iHMK7Gt26NQal8Q2bSHqrPhpUwWGikK7NOAT6xA2yPpjuHOGfiAWcjTSpb/7oz/Diq5Nvg2XZ29Bbak0v2OQFYI2JAhQw+l85Kh0hZX9ANdbco87cFa0+qEpT6cwuZmX1utcrbaBlSjhedgIzsLR7WG9qKxctsWVPVCmTPMGpltbYSopVg7FQPUeEMcJYyOhK1jw2sCNaEq6GNS1BA5fCO0ltG9VHq8/aibLnjV5aVROvSnM3zoZWopSs+tjBII9kaLt0g1Gs2mCtXVac5TZNTiWe2dUgp51dB6qicnBgi2nyijdwo1H9Ekcc2+rHqjeMVVFKF8qlAHwjuLG0W1K1DlzOWla781KBSkelOLSyyVDqApZAUR34ziFN3cOOrlo05ys1uzn/RGUlbrsq6iYDaR1UoIJIA7zjaHuTa4RFbQoxbjVfJwQnQe+FDDoc6dYd7P0h1Ev6QdqtnWvNVWUYeMu46wpGEuBIVy7qG+FJPtjrJThy1tZACtOql7FNfw4lWPEirunGX0s4B6X5knG+0cXcEs4jKkJOQYme6dM74siRZqN323M0qWmHewbdmFI5SvlKsbKPckn2Q40rhl1Zu2QTUafZ7zTLyQtszbqJdSgeh5VkKx84iSjcOm+TPuLaE4ZTKvszUwiYwoEb7ZEdfR5hRA5uuN47m/eHTUWwUCdum135aWUvkE0lSXGebuSVoJAJ7s4jlWqLNSqOZLJwIsV7qnPjxKtCxqR+vOULUTLYBzgQ2zkyAskHMN9Sdm2FYTmEyHHnsc5IPnESg9u9Mmpyh2myaHBNQISQnfeGyoTbrzwSdgmHCXkVOkAJIJhem31OJyUAkwsK0IczI7iDk2qZCeQOu8dDqIgzOl1CqAJPZsvSiiO7C1DEc9v+dO8dTVGxU9Ep9lOO2ptSWo+SFIQpP0q5/ojd+J6e+yU/Jo4vT2pVNr/APsEqfB63EGq5ISaz/NG5mTOQcYCQrHz5Sk4849DGflFXjvHlLwUXH8XX7LypKUobqzGVq7g8SjA+kR6qSjpV8o52jzS4jiozurR7qX8DiDg5jclfdCcqEbEKGOkRIsihKjGxJxtGpJHhDTd130Cx6E9clzVAScjLlKCrl5luOHPKhCRupRwdvAHOOsPjFze2ID8lRjNKjmIFRxTqnB6Tb2jN11SSc/mMyp5DPaD9EEhtYx8yjHxXE9dGfyPh4ulf9kEj/ERa+Uq+Q3cifcmPpOIr8rigvQfI4bLpV/ZRP8A+PGtXFDqEd2+F66lju/0XQP8ng+Uq+Qm9Fhs+Qj5jMV3PFDqhj1OFO6F/wBm2x/k0aVcUmrg/mfCPcp+e4Gh/k0L8nV8hdyLHE4jBRitrnFRrGD/ADoNw57s3KyP8mhOeLnUmRX29xcJ11Skg3u87I1xidmEJ7yljsUFw9+AsQ12dXrgTeuhZgnboI+cxjlNMtUbK1dtZm77Fq6Z+nuLUw4FJ5HZd9OOZp1B3QsZGx8QRkbnq1Y7hFWScXhj8mBODtEB8Z1os3DpWispbC36HOtPp235F5Qr90H2RPuMkxzmo9vfZTYVft8NFbk9IPIZAH+qcpKP2wEWbOs6FeM15kVamqtNw8zywcpyknGD7YUMSDY3JwYXTTqADkcp/QnYg+ENhmyHNjHaz1BtcENt8OVKmJSHmQlEocCgBscRK9mybKmQDjPWIelZ8NlIJ3JiQrYuHssICyNt4zbm93rGTobT4ZrU5JtEgVJbMrkAjpFieCmZS+zeKkncOSIP9q9FTKlWeYHmUTtFn+A+Y9Ik71UD0fkR+1ejPpVN0nE2tX0mNnpvaPrlHJ/CtU6Sq+kVgU+oSyJhiYvuTacbWMhSTLTIIiO/g4NGbLpuq1z3hIW/LMPUGltsSxGSELmXDlYyTghLBGf1RiTfhSPV0v04Peb/AJH97TMa/g9CTWb982KZ/fTMWlJqOF4mBZ29OenV6sl9UXHBaC/ryqFq1+yKXItMuN3LXviuaLiSVIb9EmHgpG+x5mU9c7ExHvG3bdPrHDPe9Tflm1zVu01ytSK1Ddt6XHPse7mSFJOO5UdHrOP/AAw0kP8A8Z//AG6dhHxgj/yWtVf+SdS/+gqGLhpoxoyceUUz+DdnVVzWGanWSstNW29MDPgt1gD2+tHobcl2yVsTVDkpuWeeVXakilslsp9RxTa3OZWSNsNnpvuIpJ8FLYzrFoXDqNMtKCJyXkaTJqI6pbR2jxHllbQ+dJideIK/JSn6+6BaZtv/AJdrdwVCruIB/wDV5WRcb9bwBXMIx48h8Ikqfq4Ld9V7Wtu/Zf2Or4t1LZ4X9VXWnFIWi0qmUqScEH0de4jivg93FucJlkPPOKUpbDqlKUSST2h3JjtOLzbhc1Wx+lGqfvdccX8HsAOEqxk+Mu5/fmGr9L/oUx2t6l11vjVvGuP0uoooz9gUmWYnVMOCVcmEzkwVtpcI5CsJUklIOQCPGOG+Emlp2f0QtymU6adl5ioX3QZNDiFlOO0mOTfHd60WcZui3HrlmLPYrMouuSkqiefp6XQX25dailDqkdQkqSoA9MgxXH4QkY0usTH+2XbA/u1MNT5yHQsnQ6FTLZo8nQqNLIlpKQYQww2nYJSkYHt7ye8kxy2il61DUfTGh3pV2GGZ2ptvKdQwkpbBQ8tGwJJ6IHUx3eAYiThSAVw/WkT/AK1Nfvp6E/cEyuf3SdT4eNctQdEbR0kauVldx0+qJU3WRI+hys+y0leG+wWFBtSFKxzDIUEjGMxeZJ2zHmfqgn/zgGo+2wkaB/eJj0xxgCHTw8PxHyjhKXmUJsXiOrHGJrhZVpVbRM2/bllXRUKl8afZCJxE3MSbEwyhtTHo7fKOdaXPlKAKAMHYi3GsV61ywLUkqzb1PanJqZrtJpqmnG1LBamZ1pl1QCSDzBDiiD0BGSCI88eDuznb9m6lbbdXnqaJ+7K2l6blHS2800H3SsoUDsrGQD3Zzv0i91OtPTjhnspM9JJrM6lU1JU30qp1KYqE2+9MPtsN5cfWogFbiSQnAwOkLLCeELOOxLnqSDdtvyd12tVrdqDfMxUZN2XUMbjmSQFDwIOCD3EAx5qaC1CZ1M0notz1ptHxg8ypqbUkABTzaihSgO7OM+2PUXAU2cjqekeVvB7OJa0WkmiPkT04B/0yoo3uex3R6lmxzKrs8MHVVfT5lxWUS4GO/Ec/M6elHrJT08omnnac2JyTGp1ljBKkj6IyoajXgtppSsKbluaIXlbXel1+u3lIPXEPDNMaSkDljt6lKsqQShAhgU3yEgCJ43U6nJFOhCHRFNuY+cddaA+MLRvGiqHMXpFmdTgdOyWpB+nth9Ajkdu+Ov0tKnLhmaWXAE1GmzUsR+i9TmA+lIPsj1bW6Lq2FWK8s/jk8hsp7biP8kZ6AVlyhahzYQoBTbanm0k/KcaWFgfiH0x7LUiaamZVEwwrmbeQlxBHekjIP0R4rWC+aFrNKtq5wlc2tlW+CUqj180dqTlR05t2Zfc53UU9ph1WMcy2x2aj7SkmPKLpcp+Z6DYvMWiQUk+EbkKMaEnYxmhWD1ipkuCpB8YgDisaVM1/S+Unx2lGmanONTDR+Qp4qlgnmHflJIHlz+MT4gk98QnxhSzh0nla5Lp/LNCrcrNtKHVPMlaD+2Lf0RbtJYqoZPpkjLjt4pbs4eKTR6Rp5L+jyrgQlRbwnmynIJI6xHlzXpx9UHQOX4jJhdLmrYmKbL1dUvK1F1c81KOgFLqm+zAwEqCjhRwN4fuNnTN7W6n6cUOjJWXLnnabKNvISCW23HEoLg/WoJV8wiWNXtWdINK+JOmy10cSVr29alDtJNrVewJ2mTEwmalXQVBalJBbSeQtAbK9VKgcBRjaIirXDdrjxi8Vqbrb0xr1JE5acqxNPydRqbjTs0l7tQlLOEFJOWsHmKQCpO++2vRfVLjo111Zq+jlFlnKDWaA2tysuVxx5hmncpISHVIbUQVnZICTzdRkAmJZ4ZNEm+FzjwmqXaj6pnTLV22JuatWel1lbC0pLUwGA50Km0g8p6lDiTvkxGk38JZfti3DJaQXPb8lKXhQ79l6Rd93pbQ2apR5Ka7Il0AA9spIWFK+SE5Kcc2EgHV0OS4v6vRr2r1f1x0/tmmaeV9+3q3M1SoTwS082GyHByy5/I1pdQUk4O+4EcFqxdXGBp7p0rWKg6h2jqFZDb3o83W7Tqjk21JqyAA8hSErb6p7iBkZxkRZS9ralK/qtxV8Pq5unMq1GtCnXVQ0zMwhtp2dSyuXcJWo4H5MiWBJ6cuYrxohYMrwW8Pmt8pxEajWhm/rf+LqPaVNrbU/MzM0Gn0B0ttkhG7rY5hnYEqI5U5TAnTk4a1eJO5rzpCamdaRIL2S9LzbbbK21nu9ZeFDY4I/F0hn1j1P1Lpunzlx0vUR6qMdq2OdKU8vIrIC0LQeoVjfPjHC2tpfQr70RpFPp80zS33HjOTE2pHOVOJ5kK5txtjuzgQzU+67PndMq9pQ3X/SpqnsPegzTrfZNzYQe0HIMnfIIAPUYx1iLLyef/O3VS77W1qzkoVNs4NLCjnGc4/r16FueAbVKqP6s23Oz06tTWqNrzLdU9YcszWac8v8nUnuc7L5Suqi+Sesej53EeLHB5fEtQGLMuGcWtH2A6kSBedCvkU6sN+jvD9alcogn9d5x7TuDs3VNH5SMpO2MEHEUb6PKkeiwMMgEgxmMYzGON8xkCAOkUc45JDzE1ttdy1dUbmoyGkpabqLzrQHc2tXOkDyAUPoiOnnEtKxnBix/HDSE0HVCWqoYKWq1TG3kq23cbUW1gfMAjP64RV6ZdddWVIzjrHUUp/MU0orwOn0+nKlRVatPjwQ4tznKsAQ/UmrqljzZjjpdTvacqgYd2FlABJghYSnLGDau/iK3taCalyd6utF5j1lDIHSLhfB4P8ApNKvlwnP5bkR+0dih6JojqvMN9YlZesSLlPnFudg8U84bdU2Tg5G4OYtx0trlHF6j8UfPUnRl0L2/CmlKdKdPXMj1b+kf3tMxHvBBqlb9kak1Gj3JOsSMrckk3LtzD6whAmWlktpUo7AKDjgye/lHfFM5ew7blJxieZYmFOyriXWi5NuLwtJ2O5/7/u9QuZU4CnblPUYhXZSjHHkVLG/p9jOjJ8SPZa5bLp901W2qrOTL7a7aqZqssG8crjnYOs4Vnuw8o7b5AisPwlfEHZ+nOgNx6aMViXmryvOT+LpOksLC5hDDhw4+tA3SjlCkpJxzKOBnBx5+Ceu2QlRJ0HUu+aJKJGBJ0u5JyWlkjwS0hwJSPIACOVl7UoNPqD9ZcE1O1J9SnFzk9MKfdU4RgrKlblXmcmKyt5Rf1BC0lN8NYPcvTu0rYsez6bb1pUKRo9OZYQpErJtJbaSopBUQlO25gqWnNhVm8ZDUKp2jS5q5aSyZeRqzsslU1LNnmJS24d0j11bDxMUD4l+PjTrUXQy69JLWsi+k1esUlEpLTpkmRLJc5kKyVoeKgPVPQGKX0fT6gzLMuJwTwcW0guD013PNgZ7/GInBrmQ61sa15Jwh1Xnwe8VdpFGuWjzlv16ny9Rp1QZXLTco+gLbfaUMKQpJ2IIyCD1iG+DES7OiwkZSTYlJWQuGuSMswwjlQ2yzUHm20gdwCUgY6RWvQPit044adG6PYk1ZN61txubmXAqlS6JwJ7RZX6xW6lWN4q1b1g0/UinVqs3FR6zIJnbpq1Tk2XlOSryGZl8uJCwk9cEZGSMg7wzMYRe58DoadXlWdFrD5/g9Jra/n8r3Vg4+1tRhnH9PzUcZ8JnNTMnoTb09IqSJiWvmhPMqPQLS/lJPlkCKX27oDZEmuc/K88TPS5lHlqnHCotkg4BJyDkbHO28O0nwz6Xy05LziJSprclX25hrtai6sBaFBQ2J8QIj7amuUyeWjXEeuD1Psi9aLf1Bl7goc22tDqE9s1zAuS7mMltYHRQ/wD2NjDJRpSyeH7S5mSrVzsU23bcYdW7Uao+hpKEKcUslSjgdV4AG52A3ijFbsem3KUTSajV6NUWm+ybqVGqT0jNpR15e0ZUklOd+U5GYjO6OHSkXK+w7el+X3dSJVXM01Wrgfm0JPiOckg9dxjrDVWg+WJV0evF4h0N9l6gJ1v4mtSNa6Qy63QqtU5GmUlT6ClTzMurlC8HplISrHUc2DuDHrSkjlG49keXFCtymW1TmKJRac3KScunlQy2MJA78+JJ6kwyzvDtpzdlUmK3V5SqCZnF9o52FRdaRnySDgdO6B14N8lmrpFV0Y7X0O54CqvIUCvPVGqTLcvL/ZjXWFuLVypQVvOpSSTsNyB7Yv3qhZtCv2126RcFUXIScnU5CrKfQpKcLlJlt9CSVDABU2Ae/BON4oTY1gW9p1QhbNtS7rckXVulLrhcKlLOVZJ3MMN58P8ASb7l1SVTvi92aOpSV/ErVwTHxckpORyy6lFCMd3KAB3YhzrQcuXwVKtjUkoqPVcHqAFADdQ659keSHCpMmW0llNsH02cyD/wyo3zvC3pShXP6JVkkAD1ao8Onfjm6w9W3b1D0+ozVs0CXUzIsqUpCVuFZyo5O5iKvOnOm4ReS5p2n1aNXfUxjBIyKxykZUIXIqQdQASMdYjtupLeOUr2746ClvLxkqJ2jLlbeJrVVg6VxYcTkw2zLAOVHvjclwlEYAhSjz9II0mmUJJJlIo6HTubTJX3Qnl/JVOtsqPgHDyZ/bRz0ZNPuyj7U2woh1hYcbIGcKByD9Me2XEO1pSg/FYPDacts1LyZx2oMuu1tYnHOYo7CpBwEbEJC+72R6rcOc+JvTmXbA5uwmHW+v50nn/w8x5kcUDAlNRl1uWQAzUENzjYSeYcrgCk4O2RgjfEX44Mq+3UbKelu0IUpiTnACrI9ZCmyfpZH0x4zdLEEvI9C06WWWgQoHvjMEZhOwpKhuN42gjPSM81GsPArbVHA8QdKVWNFbwlkI5lM05U6ny7FaXCR/WpVHdNnwjGfpTVw02dt+ZALVUlnqesfqXm1IP99E1CW2omNkvpZSrVmfrFV4Pbeum26vPU6qUSVXLsTslMLZmJdxkYCkOIIUk4PUER5RV2uXLdtXma9c1bqdaqboC5mdnphyZfXy4AK3FkqOAANz4R6x6XNuXRwqXZbM+kmao1RcaW2Rug8gK9vncSPYYjnhvuDhz0b0lktG751bt2mT2rL9TcvFptBmlNyLrD0rJyzswj1JVTZUp4hZ5kqPQcxjoCAoXbkjrjd0xTbdt527Z5yXkXqhTZVEy+lLcoyhXaushRACEoSvJTtgEQy0uzL2vKk3FedMpc5U5G3UNTVbnyoH0dLyylC3Co5JUoEbZj0RXxAaW2pKWNWTfemU2xaWllZt1MpJSCVzaq8mXmm0sEhrmVJul0cqSrkUpZUQM5hhofE3wv06jTNXuSUoU2/cFv2Mm46PSaMmXZn5uVn5t2oJLKEJaJQ2pjKdkq2G+8AHnSOYb7becPlr2lVrrq8jSZBbEr8YPiWamptfYy4cJAAU6dk5JSN+8iPQa7eM/QulrmKjJXu5dt2S8hdLtDuJm10yJpiZtpIplPSgj1uxcCVhZGEFsY6xAWqvE/StUtQrKqFWve4W7el6NQHbtWinIeen6tJoSXnOyLjYcUpaQkLKx492IAOK1M4TtUdIrRqd2X1VralpSk1g288wxVQ+8ailsOqlkpQk+sG1BRyQMd+Yg5Ti+Y5653i4HFHxRaJ62afV+2rXZvZipVO+5m9mFT1KlGpcKdlkS/oy1ImnFYSlPMHAnfYco6xT1XyjCYQiWOhKuhz7k9I39arbrgVVLVmJloJUQEuybjc0F7d4Q06Af1Rj3b0fvc6k6U2ffzq0F+v0OSn5jlOQJhbKS8PY5zj2R4J8O1ckqBrbZ81VSfi6aqbdOngDgGWmcsO58RyOqJHlHsN8H1U5pfDuxZdTmEu1Cwq7VbWm8E5DjEwVDIPTKXQfbFS9hmnnyJIdSymQIAcx8IAj4OsZBKVe4+bSTU7Ft260JHbUepKlnCP9afRv8At20fTFJ25ZtLe4EemXElbqrn0Ru2UQgKcl5JU80AN+ZkhzYfMkj2x5dP1TA5UKzv820dpoO2rb7X1TMrULmvSain9IuKGkZzgGNaphKNsiGpU8t3ck+EYdspW+THSwoLqjBrXc6vVjqqcA741mbz3w2laj3w4W1QardlwU62KK2l2fqsy3JyzalhAU6tQSkFR2G5G8S9nGKy2V1UbeEZeld2Y2tzOe8RL9ycFvEDaFu1G669bNPZp1IlnJybWmqMqKWkJKlEAHJ2HdDXpbwvay6uW0busigSszTC+uXS69ONslS0Y5sBRyQM4z4gxW7e2cXLcmizGncRklh5I+QkOpO28JJqn842TvEgX7o3qFpPcchaN5UhDVWqbCZiUl5R5Myp1KllCQnkzlRUkgJ6/TEj0fg01/rMmieTZSJVC0ghuanGWnMeaSrI9sULl0sbk1hmrbXFeMsNPgraZZ1n5sRtk3y0sKzkjxiW9TuHnVHS+UTULxtGZlZFSg36U2Q8wFHoCtBIST3Z6xEK2HG3wlKMb7xlVUn+512n3k0uOpItoTs9OzDEhJsPPvOnDTLSCtbh8kp3PsiX2KbVqZLtqr9Gn6d2nqoM7KuMc6vAFYGYt5wjaQ21pzpDQaxK01lVauKnMVKfnVI/JldsgOJa5iMhKUqAx0yCe+Or0t1asbXulXSmg06YekbeuCetaos1CWSEPTEsoJcKU5UFtnIxnHmIzqlKMmyeevVN36clIg22jdKTsM7CFNOTP1FS0UqlT1QU0QHBJyy3+QnoFcgOD5GJEuTTihSnFvTdGEsqZo9apguSXbQo4MshTiX2ArORyrQn+tcAHSLOahXrZegWmszd1QpZlqDRAw0qXp7KAUB11DQKUkgbFYJ3zgHqYhVrj9TC41eOIumsvxKXS1TaamVyjyFsvNbOMupKHGz4KScEe0QreVLvMlfMgAbknoBF0dTNMre1KoExTanLMonUtKEjP9kC7KOkHlUD1Kc4ynOCIrXwVUKlamSFUvi46c085QZ9VI9BXhxDFQZJEwVZGFcp5Ak4HecZxgdq3yuglPVo7G5LnyI7bocy/LfGUvTp12UKef0hEo4WeXx5wnlxjvzCqmiVKUOtOoW2vopJBBHzjYxc2u6n25QNTLW0mnGZk1m7ZGpVGSWhALKG5Lse0CznIJ7dPLgH5Ks42zC/GPbtvWVYzmsUrINyj1LnZZNVWyOUPS7riW1OLA2KkKUlWeuAod8NlbZX0vkWjrG+W2qsIjAtS6eVayElR5UDqVq8AOpPkIWTrTsjLBc/JTUm2cYcmZdbKTnpusARYvQSy6PSLHpVzplmnapWpRE45NrSC4G3BzIQk9UpCSnYdTvD3Y+qdraj3De1pUlqZM1ZFURRaomYaAQ46uXQ9lG55k8rmN8HKVbY3h0bbC+plWpqW2o9kcoplVkY5sAYx45jiKxKKfeGQR5iJp4nadRNMNTLWpMjJtStKvlicTKobHKiWnZbs1KbCegQ427lIGMFpX6IYiufbAdAxnG0RTg6csG5Z3ULmnuiMcpT1pwEpMdDIo7NAB6xjLNgb4gfd7FBVDXyOq5l0HhleU47owfUW1Ep3+eENOnCs7knaFwAmBgdYMYKdX6OpSo7x8KQR3/5o3cvnHwjbG++0ez7TwXcaOIuVVO2naVcSQSqktsKV5tZRg/MEiLQcA1dTMUaRYU8s9rIvyys960qQtAHzJS79MV91Ik0VbQ2lzCQFuUuozMmvHdz4WPZhSY77gBr621y8gVZS1UEpx+g50KRn8ah7Y8f1al2VatTXhI7zSam5Qk/2/sekMm5lBjeVYORDfIubYzCwqjD6nROIraXmFLbqm3EOJ3KSCPnzCFlYhUkwIY1gqjpdJppWr2u+lwA7GYmHqnKI7uRxa3DgeQWyBHlFr3Rl0PVOuyamuTMypQHkTHrTWOS1uO9qX5giXu6320qT34LXZ5/t5c/QY84+Om2FUDWWcd5SkTBV1HnHR05boKRW6FcYIIIcAQQQQAEEfQknpDhQKDU7iqkvSKVLl6YmVBKU9w8ST3ADJJ8BCpZ4Q2co04uc3hIStl5laZlBWgoUClacjlPUHI6Hb8UevnAHf5qep2qFvPvpSLup9E1BlGQD6rszLpRPYPQ/kqmhn9Scx5+ajabMWtpWiQk2kqVIvtzEw+E4LzpBSpXzAKwB4fOYsHwK3aabqnoncypjDFcpNcsKcSBnL0usTTIUfFSX2sD9RDbuhKEXCfiUtL1ShqlN1qDzFNr8eJ6s85Oyuo2MHN5Rj3n8cEc7jk1zOalZeflXpGaaS6zMtqacQoZCkKGCD7DHl9UNDZ6mVSpUqYSVGmTT0qVqHyuRRTze0AGPUNJPdsYqbxKVOUsyu1FCEBLs+lM2PPmG5+kGNjRqtSNbZDxIriVGNGTqopw7Z60Vf0DASebG0SbRNAJupyYmc/KGREZP3JMqrRqO+Qon8cSfbOtdTYbblGkkgDGwjvKirKP0s5CMqTl9Q6t8NM65skZPSOo044fKha2pFo159shEpXZBzOP93REgaZXTWaqtEzPJUEbHJjvqhqBShdFtUJDiC/M1qQbGMZz6QiMurc1lmBoQoUuJIlfi3SpfDBqmloKUo2lU0gDck+jr2HnC7hm01d0i0HsiwJ9hDdQplIlxUAk7CbWgLeHnhZUM+USFVaVI1unu0qqSyH5WYADrShlK0gg8pHeDjfyjm7P1AkruvC9LakQFJs+dlaa+tODl9cuh9XtAdQPnEYWXtwbeFnJVvWqbtClfCN6c3Fe09KSNOpOnk7Oh+aOEIcTMPhJJ7sZJz5RK15cWlizluS03oVcVGv6ru1ymU1yTppdnORh+ZQ28s9j8kpaUtYJOBjJyAYhLiYser6j8fNj2xRH6eh9zTmccUJ8rDK2xNPBaDypVnIV0xjrHe2va9W4LrZmqy1ZFmuUWvVulyU23SJ1Uk42t54S6XAgywQ4R2ucFSc8uAd4najKKeeSPO18onPXGTok/o3e8tcb6WKam359yYeVgdglDC1dqCeiklPMD4gR5H6eyD972VSLlmmeR+dlgp4JG3aA4UR85Bj1h4h9JqfrbpBcenNRq9RprdUk1hMxIzCmlBwAlIWBstsqxzIOQR1jzy0LbtSraZUCdtmXdapq5UJbbfwXEqBPOF42J5s5MU605U6WV5nQaFGErh7vLoSCOK3i7t2QpNt6d2XpxPUmmyEvIy66gxOGZWptAbAwh8BSiAnoNyegi3vDNpVUNJtLmKXcTMo3cVcnpy4q/wCiAhhNRnXVPvIbySeRBUEAknZAiLOHPTRuv3H9lk5L81LoawGOYDD831GPJA3J/RFOOhhx47eJ8cPGlQp1rTPNfl3qVTbelmwFOtk4S5MhH6gLSE+K1IG+8LRlOcU5LkpajCjTruFHoiM7U1Hl9VvhRZ8UVYmaVYFmzVuqeTuj0vtQt0Z8eZa0f80YmLj8/nULy2xvIfv1mK8/B8aVu6Z3BTE1fLteq7E1O1R9xZW4t5aM8qlnJURvkk7kqPfFhOPxaTwp3knO+ZDoP6cZiVtS/SVKlKVF4kWK/OxU/wCDtx9hOqWP9tW5P3wIteVYGIqd8HWtKrI1TwQSNVrlJ/6dMGcRZGzo9Uv5+bQv/kvd397Jx8+EUBPBtqQB/wC4sfvpqDVNQ+7k0LJ/Svdw/aycHwiKwODfUg/0lL/vpqFT5Q0lbQ11DujFgqQrmCrYpeD+xW4inhcpVTkdZOI6bnqfMMMTl9S65dx1opS8kU5jJQT8objceMMOg2r952TpTbNEuTSS8axINUuXTIVCjU8TOZctpKAtsqScYIwpOQQBnGBmW9FtdadrPUrukqfZtxW8bSnmaa+3W5US7zrq2u0JS2CcJAIGSckk7DvJLke4uD2srr8I4r0e7dBJkbFN1TrfsVKjP7kR5PsqUTypMd78JQ4Psn0EZzgm65xfsEsnP7ojlgwh1kOEjpmKl0+Im/o0XskNks3hJzCabSCcZ74XP+psjpCF0KUqK0TdcElx1NTK+yOO7MLmJs5wnpCQS68ZMKGGwgAqh7afBQqUdzzIqBBGWBHwgR7SfPp0rKDU9HLupZSVegTcrPtjzWFIWfobT9MNHB3XjR7tqEu68EIlnG51Rz+dZcC1ftQYe7FaE/L3NRQRmfocwEJ/RLQUuD8STEe8PD7cjq43JTZ/IKiFy7g6HkIwfxEx5h8SUezvqmPFJnYaJV/8cU/A9eZJwBYCVBQ8YcVL9UfPHGWLVF1a26RUXByuvyTK3R4L5BzDHz5jrUqymOOR2YqZVvC5tXdDY0ogwsbXmFGSXiVi4sG02rrhonqTLtdmX5uYoUzMDu5Xm1MpPl+W3iPmMVJ+E/tcSt7M15lADUwvtAofoVjIi4nwgkhMK0FlLikl8s7bNySc/LrPcVodayfLmW2fZECfCJSEtd2ltAvWSSksztOYmm1D9CUgp/FG7avdRTK0lhnmOevSCAjBgiwNCCAdYzSgFQGOsAGUu048tLbaCpS1BKUgZJPgIu/w4cOsvSKImrVKfkGq7NI5ptp5Si5KNk7NhIScHoVK8TjbBzEXDXpI5UZ5q9qtKFTTS/ygzyklSx/qns7vPfuEW9ndOrno1PRdVMm1Sk2z6+AfWx5jv+aN7TbB7PmJ/wBDyj41+KYOq9Kt8uK/W1nj9v8Av8DPqroYusWDXadTp1D7qZB51tKWVALWhBUkAnB3IA6RV7hz1BXZ9mzVd3W9pzelBvZhDe61S/aKlp0Y8ClUuD7IvdpzqrQa8+1b12ts02qjCQ4rAYmfafknyO0UKtyznbY1v1L0bEtyioU6u0eUYByXVNAzMqEnxUWGsfPFXVHKpNOSNj4BdCnbTpW7ysp9W2s/ye7CyypRVLuBxo/zNYOQpPcQfAjEYxFPCveq9QeHLTm6HnVuPvW/KS0wtRypTrCOwWo+ZLZPtiVU/JEcXUWJtHo+c8mwHIIiovH9RXWWrWuhrZD4mKdMKPcpPK43+Iu/RFuEHAzEJ8ZFufZBofUZpKCpykTUvPp2yQArkUf7VwxpaLV7K9pv98fkoanFztZpdcHnHKyD87NIabTzc5xtFhdHtD5ioKRPzsueQjm9aIksv0dirMOzLYCEqBOTFz7F1PtSlURqW52kkIwR39I9A1CVSEdsEcpYqnOWZsZrrnm7Ipa5OnSpS5gjYbxB9oXDW6jrfZlQqRW1Js3BIrdccVyoQkPpyok7ARPdxXpY9ZcLj7yST4mODuGoaeGTe7PsuYjbaM6nuUWnHlmhNpyTjLoXvr+r2mVs0apV+rX3QW5alyrs3MAVFlSw22kqVhIVknAOw6xU/wCDe1D+PbK1I1U1BrMjSJm/r2ma2yidm0N4aU02hKElZGQnlKAf1MUsn9PtHZ+63Z+p2rJzPpDxddWVLBUonrsYsQmX0MujTSS00rduSTtvyBQtmTUpQCFJJIPMDnOST1374zp2EqKx1yaEL+nU6Hfaz6n0G3/hEdNbtptUlapT5ex5iUnFyL6ZjlQuYfCvkE7jKVY648Ys/Vb64fdXKL8V1S+bVq8nIT8tNuS5qzSFy81Lupda7RHOFoUlaUnlUAfEYiiVm6d8Omn9Z+P7NteVps62hTYcQ+4rAVsRhSiPxQn1Is3Qe+nzUbisylT07ygGZUjldIHQFScEj54hq0tqXBet3K4ltgWZ4p+O/RXSfT2tyFm37RbnvWclXZOl06kTaJwszKwUJW8polKEoJ5ikkKVjAG+RUnh5tqp2bpJQ6PVGVsTDbSnnGlfKRzKKgk+BwRkRzNHsrSy1aomcty0JCXeYVzMuFJcU2fFJWTy+yO+l7pS6gIyQcbxTrRzDYkdLpto7abqTfOC/eld0afW3pzbVOcuuhSL6qZLvzLTtQZbX2zjYU4VAqyCVlXWGa8tP+FTUG75a/L1RZlZuCTabZlp+ZqyC4yhBJSlGHMJAKlHYdST3x5z3bprptfFVFaum15Sfmw2lrtlqUDyDOB6pHiYypvDboXMoC3LAkjtnZx3+FD8JfVyUKthU3vEkWXntYrc094ymbFsumU6YtqQoDNWcmZGcMwrLii06hO5BICgrGc7Ad8WpuGlaZcQViTtsTFUl61RJxbQmm5OawtK2nUOhC+X1kKCkpyk4O+DHn1YOk2m+nFUXWLKthimzbzRYW62tZygkEjClEdUjfyhbeujWmuoc6axcluoNQ5Qgzks6qXeWkdApaCObHdnOIjlUipcdAlZTnFNvkulxI8U+mfDdZtQrd0VyQeriZdaqXQkTKfTJ57HqANj1kt82OZwjCQe84Bq38HFqG7ptp9VG9VZ5mmtXhU5i4zOzSgy0xMOq/JC6VbISsBKgTgDBz12ja3uFrRWhVFNXk7VM1NoWHAqdmFPDmHRRBOCfnzErppLbrfYdikoUOUpwMY6Yx09kNnXUViI+hpyabqv+C5c7Y1mXTe9t6suYmarbkhPSdMmWZjLIYm+yLpIGys9gjB7t/GKWfCPcSlo3VZP3MGltWlrlu26ahLy1RRIOh5qQYQsLKXFpyOcqSn1eoSFFWNsx3WeE7RyrzD0y7bT0kl8q7VqSmnGGVE9T2aTyjPftHSafaC6V6XPGetG2GZebWnk9JcJddCT1AUr5IPgIVVoRWUNhps5SxJrBbPh81KtRixbb06q1bk5KuUqTbpjEtNvJbXNoZQEpUzzH8kPIkZCckYJMdzTrcsTSmZu6+putJpbVxTqapVpuq1LllmVoaS36pcIS0gJRkgYGST3xSa8rSoN20l6hXDSZaoST/ymH2wpOR0I8CO4jcRDc1wqaRTcylTtHnFpQrmS25POrQk+QUdoSFZSWZdSevpEt+aL4Ol4mOIGicUXE1Zdv6YvfGVo6bImpqYqzQPYzU2/ypUpB72wG0JSfzxLhGwBjvkzRQyG9ugjn7U06tqyKYKZbFIl5GXKudQaTutXTKldVHzJh1cQtPqkZxFe4l2jSXRGvp9qrKm1J8sFrKznaNjUuFesTiEi3g2ebuEanK22gdmOsMVNssVLmNJDk64y0OozDY/PoSo7iEjs9zAnJ33hrmXipRUD1izTo+Zl17xz6FacmDIPWPuB4R9A36R7Ank8EZ1mlT4bvqmsLGUTZdlVAd4W2pOPacREFKYctjWSnMrXyBupFhZ8uflP4okS3qqmh1+mVhR5RITjMys9TyoWCR9AMchrnTFW5rHUUNf6lUQ+gjpucnf2/ijgviyni5hNdGsf8nS6JNYcP3PTrSefXM2nK8ywpTbryFeWVlX+EIkeWcBRvEI6D1ZE7bCktKJBLUwkHqEONjH40q+iJjk3QUYjz99Wd5TlugmOCFjm2hayqGxCvWhcwuEHPoRxxT0NNwcOd/SXZlZlqQuop7+X0ZaHif7VCoqhfwbvvgetaaShLrlPp7lPJxnBZPKPxCL81Ojyly0ipW1UCkSlZkpinPE9A2+0po58sKjzQsSvVim8Nt2aVVaTdTX7Mqs2ms03lJel2lbKdCevZpd7RJUNhlOdiDGtYTzBplWa5Gy0eFHS6tcKlO14oOnFbqF3VeSatiWoE5NH0U1V6dEsis8xUFBjKgkJPqBfXYGHzih4SNPtFODUuUm1aUi76Bc0pI1O5Zmfa7eq5lud/wBGSV57MOuciWwOcoa5yADtVO4eI3XK4Lgek6Hds0GXbeFnsyFKlW0sKo4P+lQwhJSUk7kgZJ3zDfRNIuJm6beRadJsK/Zi32ZgzyJFcnMtyKJhSeUuhKwG+cp9Xm6426RfGETJ67mH2zZahTVflhcc96LT0HneVyklQH50Y8Y71zhh1OpykouaYta3FqBIbrFySUs5gdTyFzm/FH37SFq09zFxcQFgygbP5KiTXNzzg/W9kxyKP9f7YdHh7hlSDqQcU8Z8SyFg8T+gmn8mwhxuem1sICEIZlwEJx0A64+iFV4/CBWLPtGUpNrVUtqTgHKcfScY+iIFtnSLQ2sTPZ0q89TL7c5uVUpadkYXzeHO6+r+8z5RK1C4TJ6oMtrtbgr1erTbnyZu6K83SEjzU0lhJx/XiL71WvFYWEjko/BGl7XGalLPXnr+COLn4r26xlMhZwbycpcdnMkHxwEf9sc3ozcd13rxM2ZcMhIomao9XpJx5tAJQplK0h1Syc+qGgrmJ7hFsbe4GNf51xBp3Dho9bDOPUfrVYfqLiP1wDqwo/1kSfbHwe2stRln6TfmsdlWtR6in0eoylhWw2zNTkqR67JmVNtFIUNjkLHiCNoo3F86zzVlk29M0Gx0f/8AHT2548SUvg6Vyp4d3qfSZhUxRKddtblaM8pRV2sgl8FtQJ7vWV9EWiJ8THN6fWHaul1m0qwbGpaafRaNLiXlGOcrVjJKlLUd1LUolRPeSY6MAYjnq01Um2jcXCMhDLfdtovGx6/ayzymq02YlEH9CtbZCFexWD7IeQd9xG1BIOQCcbwlKbp1IzXgxtSG+Li/FYPIVD70ucFCkLTsQrqk94MZruWpNp7NL6gBsMGOo15on2Jav3bQ8FKEVR59vbHqOq7ROPLC8RG7z4JO8ezU5Rr0ozXRo8zcJ0akovwY5zFx1Ug/lpf0wgdrlScylcysj54SLcB741kgnOREMoxT6E8JvoZmYcUvtCtfN4wqarNQbASJheBsN4RZHjAAVHAhk4xa6E0JPPA6NV+pk7za8fPDlK12cVgLmVkfPDEw0VbJ6xPejvB/qZrNaKL1tWo0FmSVMuy3JOzLjbnMggE4S2oY38YyL2EFHMuDpdJu3RlxyyPZGdLhBSoqPfmH6UnD/wBkTOn4P/WyQaW6uqWpytoLilCed6Af8EPCOS0K4e9QtdKT9klofF7NBUooTVJp89g6oH1g3yBSlkdCQMZ2JzGaoUcOW5G1U1Kq3wmcV8ZnnByOsdnQKoAyAVAbRKVwcBeqtOlDNUS5aDVltgqMqlTjC1EdyOZJTn5ymIEqTdWtOpTNCr8i/Iz8k4Wn5d4cqm1jqD/n7+6Hxo07lYptNlWWo1KTzUJLl6okKGVp+mHuSnmncEOJyY2ae8NOq2otp069KBN0FFPqSFLZS/NuJcASspOQGyOqT3x20hwk62SuOaatwjynnP4qKU7eks5ksky1Crw4o5lh1CDkqHtMLU1JlkZKkgnzhj1LotV0juCQtO8KhTE1SqSipyVYlprnU62lfKogFKScEdwPUR3Vt8MurV1yTdTmZim0Fl9HM23PLcMwAehU2hOE7dxUCPCIXawS3SfA9ahOUsY5OderrABAWn6Y1M1dL23MMQp1G4adYrIpMxXpZynV6SlUF15NPccMwhAGSrslJHMBv8kk+URFQLs7blK3tj4bxLSsY1VmHJJLVOxX1EmzcwFAkEYhsVMcq8gw1prbb23OQPOMXZ1BHMFbZ8Yk7vceqEjrG5/qOjYm21N7nO+ITTUyySemYZG6okeqFHePjj4cUSF5JiN2L6smesLzNdUXz5LfSOamn+RfnmOlmUEoJBHSOSqiuzWomJKdqkyrcaj2i6mZqBSMZjD4wSfzwzHMTc+4lRAVGlqfdV0VE/yrfQqd4JcZIvj6IwyfGM0R6CjzE+rQCgg9CCDtCXiVQ6/XKNc59c1GlSk0tWw5nOQBfT9UDC3lJGxMbta5YVLTO1augby7b8iskb5Ss4/cPhHKfFlPNCFVeEv7mxo8tk2v/upanhLqwnrap/MvmMxTEpJ/VMqAG/8AzqosvJuEbddopPwS15TtGkGFOpJbeWyvG59ZJwD7SPoi58usp3zHmdZYmz0W0eaY7pXuIXS7mYa215wcQsYXvEZOx2bXzAjHXuiDdaeEi2dVLm+2VaV4VbT2/U7GuUxvtm5kgYHpDHMjmJAAKkrTnA5gqJrYWQcg4hUhWN4kp1ZUnmLI5xTRUWn8F/EHMOYrnGXOSMqVZUKJbPZuueOV9u3gnx9aHlPwc+l9Xc5tQtWtVbzUv+aCoVxLbSh3jkCFEDy5otQFkjBJwI2BQxuB0xE7vavmR7UV8t74PzhJt5HKjShmfJ6qqFQmXir6HAPxRJtuaB6F2gW12zo1ZVPdaGG3kUOXW6n5nFoKvxx3Jwe6DOIY7ipPqxdqFDL70qymXlnVMNJ6NteogeQSnAjWN1FWfWPeY+D1o+YxEbk31Yps7sZO/fH3GAB3RhuN8xmAT3w3AAE4JOesZp6CAIz1jJIAOIAPuBGaU4I2zkfRHwAZEZKISOYk4A7oAPODjzkmKRrul1tIQapRZWcV+uC3Wt/Y0Irl6QFDciJt49rn+Pdd3OwdbXL0+ly8kwts5CuVbhWD5hxTg9kV0RPFJ5VE7R6jo91mzhF+COU1LT8TdVdGPSpjzj56QfKGr0pWMkxkiZGd40nNMynR2Dw04VQ5SbBewAN4Y5R8FQEdVQ+QqBCepiWNPcslKtW7MdJGk5wezj0t4CGEs6EIbSMAVab2Hzpjz3k20BpKgkZj0P4FCPtI4A2+N5v91MYetRSoceZq6FWc7nD8iGuP7iJ1x0r1Ws7T7Sm8ZKhyVft+bnZz0imtzRW4h3kGOcZHqnGxiznDHZdPsLh606tSmpbDUlbcgVKbTyhbq2UrcXj9UtSj7YpF8Jf/ADy+mnlak/j6xF/tID/4prK/5PU797IjBqU4xtoVPFtnSRqydzKm+iSY16R3HWbjdvdFZnFTIpN2z1OlAQB2cuhLZSjbqBzH6Yod8IkpFu8StBalEhDdx2mJmZSB1fYmHEBz5y2Qk/rExd/Qf/TGpO339VL+8ZilXwi1Hnbm4t9LrYpDZdqFVth+Tlmh1U45NqSn2ZyT5Aw6wn2dxGQl/HfQaXkXQ4VZNyR4e7HZfBSpymh/fwcWpY/EoR11i3k/ds1dEu6yw2mgV16kNlvJKw222rKs9+XD022hwtijU+yrRpduy7wRJ0SnMyiXF4ADbLYTzHw2TmIH4EtQJfVbTu9NQ5RwOylbv+uzEovHypbtQlk+1tKIq1WpzlL9/wDks0ltgo+RE/FUqhs/CA6CTFwzcrLU9mjzjzz004ltpvkfKklSlEADmSnqfCLCatauU+uaW3jTdBr+oFdv9mjTDtHkaRU5abmzMgYQUtJWc4UR1GPGKyca9kU/Unji0OsSqPONydXos21NdkrlWWUvlagk9xISRnuzFo7gp2nnCjohd126e2DSqZLW7SJurqlJRgNGeeabUpIddA5lFSsArVkgGH1EnTh5iRz2j8iWWOZyXSp0euUgqHcFYjxtkpiYp953xQGlBDVCu6r0yWQnYIYam1hpHzJTgDyEeyMktbsmy+7jncbSpWBgZIGY8bp5AGrGrCk7AagVwf3SqNDRea+GZusPbb5/c65qoPBjnC9zCRVwTaHOzUr1fbCZmcQ23yLGcdIa5yoNhzYd8dFVpLJzlC4kl1OoYrKx6yl7ecO9NrKFr3WDEdfGJWNlHELaZUC0vKlEjwitUpx28FqncS3ckpvTyex5hjKo5Sru9oVY65jJqpmYR6qukI5lfMT4xUhTxyWKlfLwc5OIWpZxGLDSgIXTPInuEIjOIb2xuIk27ugm8jSM0kDqYS9p5x9S4PGOtOTwLkrA74fLlb+ONEpxnHOqlVbnGOqUOIGPx9pHNJcHjHTW8ET1q3ZRVbqekm5xGO8tKII+fDv7UxhfEdPtLCT8sMvafN062f2Y6cHNcFJVMyi1KCZebZfIKtuXtACT7Mx6FIUAB49SfGPLnQa6pO1Lrn6RVORMrV2CxzrB9Q+XnuPpj0jsC4WbkteSnw+hbyWktvEHOVgDJ9ux9seVXCe/Pmei6fUUoYR17SgcQtZOCYbpdQPQw5NY6mKxpYFrajiFTCj4QnbSD0IMKGjy9T0gGPlClBPhG5CvGNKHEq3HdGxPUdN94UiN+QY+gZMJpidlZJpUxNzDbLSBla1qCUpHmT0jkKtrdpTRRmbvqluKCijklXfSV8w6jlaCjtkZ8M7wifIfud4pJCfnjX2iUdVAY84hys8VmmUhKekSbNXqKFEBtbcoGkrBIHMkuqRlIJGT3Z3jgKvxgzNScQzatnSTZUnn55+fWp1AyBjsWWlAnBUcB386c42y5yT4RHKtTh+qSRaZCwtPqnPtj6haQcA5ilU7xQapiaW0/VZKmyoJCQ1TmmHVAK6EPuuFPqk9M7jG/WI/uPXK/K7MOKntUKrKyzp3YlZp1ISPnbSk5P8A3x0FyjZXVf8ARSb/AKFKtq1tSXMss9EKhWaXR5ZU7V6lKyUsgZU9MvJaQkeJUogARw1V4itF6P6y9QKXNrT0Eg4Zrm8gWuYfjjzmqF0UZc0ahNt1SszSx6z026EODf8A1xXaqPtxDRMXxNAqEnSpJnIASVhbqh55KsE/1saMPh++msuOF/JSetxnxTX5L/VTjJ0wlQRTJGuVJfcWpZLSfaXFAgeYB+aOEuriuuqttNm3rZFKpjbiVvvvPlanmwoEo7TlShoEZBOCd9iIpe7et0OAhqpmWBGPyu2lo4/XJAP44aalNTlUdMzUJt+beIA7SYdU4vbzUSY07f4RqVOalTH8GZda1cJYXA/a51GkVBu3l0ypSs5NstzTE0Jd9LobaCm1NAqTkHJW9390RMQRsNx4w+T0svGOXoO6GpxhSB0jqbLTo2FFUI848SirydWO1vg0qcIHSNYmMGMnBgQmJ36RdUcDMuXiOMnNHtRiOwoU4UkZjh5MEO5jrqLlRAA8ovW6yuTMvuOhJko4pcsnAyDF3+D3W3STTzRhNO1A1Ktu3Zo1aaUGanUmpZZCiCk4WodQD9EUvtaQXNsJQpGRjvj5c9lyE+kIqdNYmm0q5kh5sLAODvg9+5jN1C0jeQdLOOR2l33yNXtWsrBIfHlqZp1qhxG6eT2nt70W5ZOStmfYmXqVPtzKGnFPZCFFBIBI3wYtpw3cTelzmm1v2ne150u36xSmG6YlNVmkSrcyGwEtltxwhKlFPKOXPNkHaPOSnWjRKROel02iSMs8nIDjUulCsHqMgZjonpGUqUiuRqUm1My7qSlbTrYWlQ8wesVKmjR+TVCcuU20zRjr26+7anH6Wkmj07n9V+HbRql1WuVTU+1qTL1aeeqsz2lZaW5MTCwnnLaAorWcJT6qAT5RWjhV12a4lOOm+dSaBIvsWpSbFNvUdyYRyLfbRPsOFwp7ipSnDjqAUg75inB0Y085jMy9pSbahueVKgCfmziJM0S1inuGiu1S57YsuVrbsxS105qQXNGUbSO0Q4CFJQoDdGMY74yHo8405NPLNuOuUak4xxhfuem9765aN6b1Vug3/qja9uVF5gTLcrU6ozLOraJKQsJWoEpJSoZ8QYaqJxM8PNx1aUoNv62WVUalUHUsSspK1qXddfcPRCEpUSonwEeTWuepty8S2sErqbfWm1Pt9mUoLdGRJtz6Z9Ci2844HMqQggntSMcv53Od8Bt0/mKPpxf1Bvym2tT5mYt+oNT7TXZpa7RSDkJ5wklPz4MR0tFrVKTm3h+RNW1q3o1lS658Uem/GZqNLaVUnTG+p8LVJSWoNMamwhPMoMutvtLUB34C+bA32wI6q/dT+HC+tK69JXnqfay7Tqsi7J1JSqy00eyWnCm/lBaV4Oycc2SNs4Eed3Exxcah8S9vUmwp7SGn0CnUy4pSriot1wzC3EMlQwWi0jGUqJ+V3RGk1aVl3C+mdrtuykzMJxh4o5XD5EpIJ9sJQ0mrVp/Vw0LcavRoySXKZ6vyXFpwvqlW1ta+WEhBQlSUqrsukpBGwIK8g+RjyvmrgplTv7U6s0WfYnZCo3zWJqVmWFhbT7K5glK0KGykkEEEdcwinrWsohCUWrSSltHInMqjOB0GcQkZp9PprJl6bIsSjKlcxQw2G058cDbujTsdPdjV7SUs8GXf6nC9ounGPih2VV1EHEYNu9qoqPhDakLV0EOUlLOrxhPWLtWe7kzaVM3tbnaHOU3MbZaklSQSNzDnJ0wIOCBFOUy0qYrkUnlO0Ew6E53jNxSWQQmGSpTKwCUq3zCxTYknt5Nc9OJSCAoQxPzmVHEJ52acUSCTCDnV37xMoroN7Q4/0hZ/Qx9S8rO+IbfSjGQmyTvG8pGTsHht3zjs9NXkKuBcos5ROSr7C8+BRn/BiPG5qOnsCoBm8qMnJAfnG5VZx0S6ezJ9gXFTUafbWtSH7MloPbVixI3pRdtWpVQum3pQziaNNqYmWWgS6gBOebl7wRnpvt4RJeh3E1O2C+3Sbplpgyo9UuDKhue/Pt2MdZpNf8lppctzt1Glz86mrqYeYZk2g4rtU85I6jGy/wAUc3qrPWNedXTUZCy2rcnVqK3XJmpNsl4b5JYwCCT3g74PUx4Zb3F9cXcrapQbprpJeB3lrO2trOFaFRb/ABi/5Ld2prdptdTaXqddlNStQyW35lLSgf68iHOo65aT0RtSqnqBQm1J/OonEOHPhhBJjz+qM1ZD0w1NE0ySQAQWpNEw4k7/AJ7mznyyekJm7wtWlsLaptKqEyl0hTjZ7OUSSOhOO0KseYEdBS0S9r89m1/PAypr1CDwuS9kxxa6R01aWJecqtSccGWxLU9fKseIW5ypx55jja7xvscxZtbTKozOD/NJ+eRLj+0QF5/thFOnr/mzkyFIkJbbHMpK3Ve0qOP2ohMb1ud5RAqimRgAdihLRHtSAfxxrW/wnd1P1tJfzn+xn1viJr9ES0E1xWa81dKnadS6FRJIqHNMNSi31NozuSXFcij7R7O7nKjr1qJUGkmsanTZd5SHUSs80w2VHGCkMI5sABQI598jpjevb8zMT73pE9MOzLpABceWVqwOm53hWwrlG0atL4Mo/wCrUf8AT/OTMq6/cv8ASSbP3pT59x9yo1RyordCmwp5lydWkKCgSlyaXzpzzEZBPQeEaZjUAq50yMq8jtCrmy+G0rSoEKBQyhB3ycgqI9ZW25McA25uMbQsQ5tvGvQ+FNMo8uGX+7yZdbV7ypw5sfHLkmColmUk2t9sMheB4ZXnPtjS9W6rMtll2ozHZHP5GlwpRv8AqRhI+iGoueEfO0xGtRsLa2/9UEv6IoyrVKn65NivCe44+YRrdOxAJx4d0YNrJO5j6ogxaccojjLnkRvpG5xDe42Sc4h2cb5ukaFMRWlSyXaVdQ8RtS0Qekbg3kdIUcg/7iDAEJGG0dUq9ohC9JpWNxDbNU5IzgGOgPSE0wgEbiH4RDyuhzC6Xn85Go0nfZEdKlnPdG5Mok9wgwmTKq4nOSlIJcGER2lvUQqcQnszgxqk5NPaDCRHaW+w2lSegIMDbh0K1Z9o+SQbKoQUhIKD0jrqhZxfaGGe7MNlr1BiUSnmOwHSO4FxSvZJHcRGJcVKm/gs0KMMckYTNkuNulQZ2jT9jQb+WggCJFmKrJPZSlI3hjqjzAHqw+FxOfEiT5aC5icu9TmpaXJHUjpHC1yXSHlkd+0ddW6pypUEk7dI4OqVNJcUT1ieE3HoDpMblISn1VKJA7o1lpsnpmEMxVAFneNQqoi0quSF0kug4OBtB2GMDGI0+klKsIwISLnufbMYB3J2hd2fASMWug4pdUpWSYyUkuHB6QnZVC1j1jvEFSO5D1La+RVIyPOoZEdLT6clOCQIa5NQTviHiXmwgb9IozpTfBchXih6aaabSMgZgefaQnbAhscqO2QTCF+fJ/PGGRtJN5ZJO6S4QomprHQ5hnnXCtJ374Jib3yTCZb6VjfaLcbfaijOtKTG11nnJzmNYlhjGYUvuttJKidoa5iqtpJ5YeqWA7RvoRfziMgvw3hMVnvgDnnGgSbReh0juhQ3MONntG1cq0kKSRsQR35htQ4ekKEKhGN28j9N3XcU8hTE3Xag82rqhUwvkJ805xmEACclQSBnwEJk58Y3NqwN4ZClCCxFYCXmzZ3RjGXWM0oHfDtoiZgjcQpaQcjaMEIGYUtjlMPUUiOTx0FTZKRvGxLoHfCVboAhOt8g9YemRNNjuJoJ3zGwT4HeI5/0pZg9Ic8YVzFVDJ0Pp4J6iMkzYMc6iYXncwqZfV4wbhHSwdEy8D3wrQsEdY55qZI74VJngkbkw9SK86bb4HtSk8vWEM3MJR1VCFyo52STCdTy3VHmO0NckxYUnnk3qmCqMkL5o0J6RtbMRt4LeEkKjjAjWtGekb0IK8ECNyWBjJgxka5JCFDBzmFTbJ6YjcGwk7xsSEiHbSNzMpZkhYJEdDIOBkBSd4ZmSnI3hyYWB3wqhllec8s6+nVhTY9Y4PhDga+UJyFEfNHFJmi2PlQkmqyUJUOfBEVp0I5JKdVvg7Vd1hCv5svEJZu8UFG0wqIsqFed5zyuqENL1bmVbBxX0xDKgi/Sb8TuqxcocJSFg5jkajWlKUQD1MMzk6+58pZz88aQSpWVEkxEqfJM5ClTy1qKs4jJBV3xpTG9ES4fgMyb21qzgiFjZ2EI0JJOwhyl2FqSNoVReRkmlybml42EOEkcqzCZuUX5QvlJdSDk4iVxyV5zTHiWyBvHx6YUz6wEZNer1jTMlKtoRwwiKm8sG6iVnkztGxbmBnO0N6UFteT0j5MziEbc3SHRWFyOnJSf0mU8+EZOYaXZ8pJIMI5+plSsBROfCEBmCpW+YY+pLGLa5Fk3OOLGxxDWtxSjk9TCsgrEavR/MQwmjhEec8ZIOTEffbSR/sIr61/IjIaqpTv8RqPzzI/gRV74s/V7M23pVxjiPuiR2xg98KW/OIzGrYT/AOwT9ZH8GNqdYWwMGgKz/VQ/gQj1iz9XsyJ6VdP7fdEng7R9BxEZ/bnR0Fuq+tj+BB9uVP6XV/Wh/AhO+LPwl7Mb3Td+n3RKKHO6FbOFREidaEJ624v62P4EKG9c20DAtgnHf6Z/Ihy1m09Xsxvc916fdEtJR5Rg4vliLvt8t91rqH7N93GpzXNDgwLZP1zP+BC982fq9mN7mvPT7ok5b5VGlSuYxGCta05/M3/df8iMft1J/S4r2Tf8iGvWbT1ezHrRrpfb7olJAjLPkYi5OtiR97avrY/gRl9u1P6W/wC7P5EHfNp6vZi903fp90Sf57xtQ5iIqOtyR97R+t/yIPt3J/S0frX8iDvm09XsxO6Lp/b7ol0O4G0fC6o98RN9vEfpbP1v+RB9vEfpbP1v+RAtZtPV7Mb3Pden3RLbSio7mFbZxtEOt67IQN7YUT/Vg/gRtTr+hO32Kq2/p33cHfFn6vZh3RdrpH3RMY6bQrlmVKIzELI4hEg/mRV9e93CtriSZaABs1RP9X+7hy1iy8ZezGT0e9a4j7onVhkBO4jYUb9Ig9PE+2kYFlE/PUPdwHifbJz9hX/WHu4k76sl93sys9Cv5dY+6JomFBHzQjVNAHuiG5jiTS8MJs5Qz/T/ALuEh4hEqO9oq+u+7hj1u08JezJI6FeLrH3RObU6MgEwvankgDeK+jiEAO1oq+u+7jYOIwJ2+xFWf6v93CrXLRfd7BLQLuX2+6J8eqYCSOYCGeamluqO+0QwriHSsYNoK+v+7jH7oMYwLRV9e93DZa1Zyf6vZjoaDdxedvuiVZlJUdh3QkMuoxGZ4gW/z1oq+ve7gHEC2BgWgrH9Xe7hj1ezf3ezJ+6Lz0+6JKLLggS2vMRodfmSPzJq+vj+LjEa+Mjf7FFH554fxcM72s/V7Md3Veen3RKzLK1HpDgzJKIHWIfa4hGmz+ZAn9n+7hWjiUZQABZatu/4w91D+9rP1ezInpF8/t90TCzJEKBIMO0qwEp6RBo4mmgM/YWr8Ie6jc3xRto62ST81R91CrWLP1ezIpaLfS+33RPSGwO6N7SN84iAjxUND7yFfhL3UbEcVzSRj7BFnz+Mx/FQLWbTP6vZkfcV8/t90WBeBQznxhhmqgWXSknaIec4r23UFv7BVjwJqY2/+VDPNcSDcwsq+w9Q8vT8/wCLgqaxaSWVL2ZLQ0S8g/qj7onB2qkowD/nhrmZxa8jmiG1cQjahn7E1D9ne7jUeIBBP5k1fX/dwzvi1axu9mSLRLnqo+6JdV59YxG5HWIk+3+k/emr6/7uPo19bBybVV9e93Efe1r6vZkvdF2vt9yZmvk9I2hIPdEMDiGQ3t9iSj+zsf4uMxxGIx+ZA/X/AHcOWrWvq9mJ3Pdv7fdELQQQRxZ2YQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEABBBBAAQQQQAEEEEAH/9k=” width=”600px” alt=”amd x4640″/>
但多核心的好處在於有更多餘裕可以處理更多軟體要求,單顆核心性能不能完封對手,但是在大量的工作事務,軟體的多工分擔上,多核心的優勢也很明顯。 若在不同的領域上可能互有勝負,算是可以和對手平起平坐的產品。 AMD平臺的成本低廉有目共睹,以目前賣場價格,CPU價格接近的i3-540搭上一張平價H55主機板,預算就要上看8000,換作是X4 630配880G的組合,可能只要七千有找。 但價位上來看,定價在美金122元的X4 640,目標應是133美金的i3-540,以現在賣場上i3-540報價大約4400臺幣估計,X4 640很有可能定價落在4100左右。 比起來640的報價預計高了630一千,卻只是多了200hz的時脈,效能增幅不高,感覺就虛了。
amd x4640: 最受歡迎的 5 種 Athlon II 驅動程式 (56 型號)
驅動程式維護服務請確定您的驅動程式是最新的,而且在下載新的驅動程式之前,您有目前驅動程式的備份。 驅動程式備份提供一種即時、安全的方式,將驅動程式還原至較早的設定 (如有需要)。 更新 處理器 驅動程式可提升電腦效能、取得硬體功能和修正不相容性。 安裝錯誤 X4 640 驅動程式的風險,包括軟體當機、功能損失、電腦當機和系統不穩。 ※ 本服務提供之商品價格 、漲跌紀錄等資訊皆為自動化程式蒐集,可能因各種不可預期之狀況而影響正確性或完整性, 僅供使用者參考之用,本服務不負任何擔保責任。 我們將關閉屏幕保護、休眠、系統還原以及自動更新等功能,並統一使用公版主板和顯示芯片組驅動程序,爲獲取最爲真實原始的客觀評測數據提供基礎。
您好,不好意思,商品出貨前都會有完整測試過,只要正確安裝就可以使用,而且商品規格都有標示,建議您購買前先確定您的主機型號是否相容,或問與答事先詢問也可以先確認,纔不會造成彼此困擾,我這邊沒有辦法退貨,頂多隻能讓您換貨處理,謝謝。 此外,當您使用 DriverDoc 更新 處理器 驅動程式時,亦可運用擁有超過 2,150,000 項驅動程式 (每日更新) 且涵蓋所有硬體裝置的巨大資料庫,讓其他電腦驅動程式維持最新狀態。 AMD 的CPU,在目前的銳龍之前,一直沒有很高端的產品,雖然有推土機系列,但是由於發熱的問題,所以沒有得到市場的認可。 可以說除了推土機系列在當時的AMD 640也是一款性能不錯的CPU。
amd x4640: CPU頻率
處理器默認主頻3.00GHz,外頻200MHz,倍頻15X,總線頻率2000MHz。 處理器擁有2MB二級緩存,爲了拉開與羿龍II處理器的距離,沒有設計三級緩存。 ◇ AMD四核640參數前瞻AMD速龍IIX 4 640處理器價格低廉,參加此次性能評測首先要先了解速龍IIX 4 640的性能參數,速龍II四核處理器較雙核處理器都有哪些改進? 由 AMD 針對 X4 640 特別建立的這些裝置驅動程式,可促進作業系統與 Processor 間的通訊。 從圖中 T 是左上角,不是右下悄,且核心來看也是無內建 L3 快取的 Propus,當然無法開 L3。
對性能和性價比有一定要求的可以考慮,玩遊戲的建議買個好些的散熱風扇,不然你可以學我試試用原裝風扇玩劍靈。 主頻高,性能好,相比前代的速龍IIX2系列優勢巨大,而且採用四核四線程加4M緩存,比速龍II雙核1M強很多了,總的來說就是性能提升巨大。 您好,出貨前都有完整檢測過,針腳沒有歪掉都正常,請你安裝時要小心不要硬安裝,要確認針腳都有對齊才能安裝進去,你可以靠邊邊傾斜對起放進去就可以,謝謝。 稍顯遺憾的是該處理器並沒有配備三級高速緩存,速龍四核處理器就能能否滿足遊戲玩家的需求呢? AMD速龍II X4 640基於45nm製程工藝,K10架構設計,Socket AM3接口,四核心。
amd x4640: Yidu9 AMD 速龍 X4 620 630 635 640 645 955 965 610E CPU 938 針插座
Phenom系列包括Phenom X4(9000系列)、Phenom X3(8000系列)以及日後推出的Phenom FX系列。 第一批B2核心的Phenom、Barcelona 四核心處理器皆受到TLB Bug的影響,為此AMD在2008年3月發佈B3核心產品來解決TLB Bug,提高處理器的效能。 AMD 速龍II X4 640在性能測試環節表現良好,但是功勞不能完全歸功於CPU的性能,這其中也有一部分是因爲獨立顯卡幫助CPU緩解了一部分的運算。 喜歡玩遊戲的朋友都知道,這幾款遊戲都是對顯卡性能比較有要求的,所以,這款CPU在獨立顯卡的配合下才能表現出良好的用戶體驗。 很難找到與您的 Athlon II X4 640 相容的確切驅動程式。 雖然您在處理 Athlon II X4 640 驅動程式方面可能有很多經驗,但是此更新程序仍然有很多時間參與。
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” width=”604px” alt=”amd x4640″/>
最後需要說明的是,測試中所涉及的產品參數以及主板和顯示芯片組驅動程序都會在測試平臺說明中給予相應註釋。 Athlon II X4 amd x46402025 640 錯誤可能會植根於過時或損毀的裝置驅動程式。 處理器使用者有希望,因為他們通常可以透過更新裝置驅動程式來解決問題。
amd x4640: 好品質!特惠全集成x4 640 740 760K/i3 i5 i7 4590 intel/AMD CPU主板套裝`議價
平時在論壇與 PTT 遊蕩,身兼網管與校長撞鐘職務,默默在這簡單紀錄過往8年生活,此外也在搜放打雜,喜歡用平易近人口吻分享最新資訊,以及透過相機記錄生活。 我們將使用簡體中文版Windows 7 SP1 32bit版本的操作系統,關閉所有Windows開機啓動項,並不對操作系統進行任何優化,用以獲取最大的系統穩定性與兼容性。 所有測試軟件運行過程中均使用“Windows 7 標準”默認桌面主題和“最佳效果”以獲得最平等的測試環境。 amd x4640 立即下載 DriverDoc,只要按幾下即可輕鬆更新 AMD Athlon II X4 640 驅動程式…
- 稍顯遺憾的是該處理器並沒有配備三級高速緩存,速龍四核處理器就能能否滿足遊戲玩家的需求呢?
- 購買前請以購買當時銷售頁面資料為準自行判斷,該等資訊亦不得作為向第三人為任何主張之依據,包括但不限於:主張市場上有其他更優惠價格之補償或其他請求。
- 甚至在依賴多核心的測試上不遜於雙核心四執行緒的i3-540。
- 安裝錯誤 X4 640 驅動程式的風險,包括軟體當機、功能損失、電腦當機和系統不穩。
- 我們將關閉屏幕保護、休眠、系統還原以及自動更新等功能,並統一使用公版主板和顯示芯片組驅動程序,爲獲取最爲真實原始的客觀評測數據提供基礎。
另外,Athlon amd x4640 II的雙核產品均屬原生設計(四核心繫列部份不是),即並非透過封鎖一顆四核處理器的其中兩個核心,因此處理器的熱設計功耗(TDP)也比Phenom II系列低。 三核心的 Athlon II之核心架構與Athlon II amd x4640 X4相同,只是將其中一顆核心封鎖起來作為市場區隔。 在預算有限的情況,普羅大眾比較常選購的價位帶當中,中低階產品的性價比容易受到考驗。 640固然性能不差,超頻性也很有潛力,但價格若在下探一些,殺傷力可能就會遠比想像中來的高。 先前曾聽過謠言,這顆CPU可能是X4 945打下來的處理器。 只是945有L3,而640很可能是945的L3做壞了,將L3快取遮蔽後拿出來賣。
amd x4640: AMD Athlon II X4 640 AM3腳位 四核心 速度3.0G 快取L2=512K 45奈米 64位元95W
建議: 若您是不具備更新驅動程式相關經驗的新手電腦使用者,建議您使用 DriverDoc [DriverDoc – Solvusoft的產品] 來協助更新 AMD 處理器 驅動程式。 此 Windows 公用程式會自動下載、安裝和更新 X4 640 驅動程式,防止您安裝錯誤的作業系統驅動程式。 說實話,其實小編不太喜歡這顆CPU,若是四千塊的定價,也許我會加點預算去選購Phenom Ⅱ X4 955。 不但預設時脈是3.2GHz,有一樣大的L2快取,還多了6MB核心共享的L3快取,不管是多核心或是單核心效能都是一時之選,而且一樣可以搭配彈性很大的AMD平臺,不用擔心有腳位分野的問題。 或是碰點運氣去賣場繞繞,也許還找得到X4 945這種比較舊型,但效能相當優秀的處理器。 可能是因為定位太模糊,或者是等待庫存清的差不多了再來推出,目前為止還沒聽說臺灣這邊開賣的消息。
測試時嘗試換一塊785G板子開啟ACC,試著去開L3,卻很可惜,沒有像傳聞所說的一樣,直接從Athlon Ⅱ X4 640變身成Phenom Ⅱ X4 945。 先前曾聽過謠言,這顆CPU其實是X4 945打下來的處理器。 只是945有L3,這顆640很可能是945的L3做壞了,將L3快取遮蔽後拿出來賣。 測試時嘗試換一塊785G板子開啟ACC,試著去開L3,卻很可惜,沒有像傳聞所說的一樣,直接從640變身成945。 AMD速龍IIX2220 虛擬化技術 AMD VT速龍X2 220採用最新的C3步進,擁有不錯的開核穩定性和超頻…而按照L3快取的存在意義分析,X2 220破核後的理論性能應該在X3 435和X4 640之…
amd x4640: V 系列
AMD amd x4640 FX-4100隸屬於ldquo;推土機rdquo;產品線,採用的是Bulldozer核心,基於32nm工藝設計,使用AM3+接口,廠商將某些使用8系列芯片組的AM3主板通過升級到AM3+接口和更新BIOS也能兼容推土機。 但是爲了更好地發揮處理器性能,AMD推薦使用ldquo;天蠍座rdquo;,又稱FX平臺,包括推土機FX系列處理器、9系列芯片組主板、Radeon HD 6000系列顯卡三大件。 為了保持更新驅動程式的所有重要新功能,我們建議使用驅動程式更新程式。
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width=”609px” alt=”amd x4640″/>
安裝錯誤的驅動程式將阻止 Windows 啟動完全或更糟,導致絕對失敗。 若您是進階電腦使用者,可透過 Windows 裝置管理員來更新 Athlon II X4 640 驅動程式,若您是新手電腦使用者,則可使用自動驅動程式更新公用程式。 Athlon II系列採用AMD K10微架構,與Phenom系列不同的是,Athlon II 處理器均不設L3快取,但把雙核心的每核512KB L2快取增至每核1MB(三核、四核仍為512KB)。
amd x4640: 測試平臺參數介紹
AMD平臺的成本低廉有目共睹,以目前賣場價格,CPU價格接近的i3-540搭上一張平價H55主機板,預算就要上看8000,換作是X4 630配880G或是785G的組合,可能只要七千有找。 AMD陣營打的算盤似乎是壓低價格,以小輸兩成的單核性能換來傲視Intel 10%~20%的多核心效能。 但價位上來看,定價在美金122元的X4 640,目標應是133美金的i3-540,以現在賣場上i3-540報價大約4400臺幣估計,X4 640很有可能定價落在4000左右。 比起來640的報價預計高了630一千,卻只是多了200MHz的時脈,效能增幅不高,感覺就虛了。 目前四核心應用不算普及,影響比較大的也只有轉檔跟少數遊戲上。
amd x4640: 商品資訊
小編以前也有過人品太差,拿到CPU死活都超不出那個水準的經歷。 AMD的用意我覺得是要你多吐一千出來,卻給你體質比較好的選擇。
甚至在依賴多核心的測試上不遜於雙核心四執行緒的i3-540。 但在單顆核心效能上,時脈3.06GHz、有4MB L2快取的i3-540就比時脈2.8GHz、L2快取僅512KB的X4 630來得有優勢。 這次AMD把Athlon Ⅱ X4的時脈拉到了3GHz,和630比起來效能小有提昇。 就效能來說,之前的X4 630就已經很能跟i3-540一拼。 但在單顆核心效能上,時脈3.06Ghz、有4MB L2快取的i3-540就比時脈2.8Ghz、L2快取僅512KB的X4 630來得有優勢,在CINEBENCH R10的單核心測試和CPU Mark 99的結果,Intel都快上20%左右。 這次AMD把Athlon X4的時脈拉到了3Ghz,和630比起來效能小有提昇。
購買前請以購買當時銷售頁面資料為準自行判斷,該等資訊亦不得作為向第三人為任何主張之依據,包括但不限於:主張市場上有其他更優惠價格之補償或其他請求。 在本次測試中,我們採用了AMD的Radeon HD6670顯卡,在下面測試的遊戲中,對於高畫質的圖形運算僅僅依靠CPU而言,壓力顯然有些大,所以,在保證畫面的效果較高的情況下,看看這款CPU到底能給我們帶來什麼樣的驚喜。 但AMD於2009年9月16日所推出的四核心繫列,AMD證實有些部份是Phenom II系列封鎖L3快取而得來的。 amd x4640 就效能來說,之前的X4 630就已經足以跟i3-540一拼。