Título : | Física general : electromagnetismo, electrónica, óptica, relatividad y física atómica | Tipo de documento: | texto impreso | Autores: | S. Burbano de Ercilla ; E. Burbano García ; C. Garcia Muñoz, Autor | Editorial: | México : Alfaomega | Fecha de publicación: | 2006 | Número de páginas: | 794 p. | Dimensiones: | 29,5 cm | Clasificación: | FÍSICA
| Clasificación: | 530 | Nota de contenido: | Electromagnetismo; Electrostática; El campo electrónico en la materia; Corriente eléctrica continua; El campo magnético; Corrientes inducidas; Ecuaciones de Maxwell; Ondas electromagnéticas; Óptica geométrica; Óptica Física; Relatividad; Cinemática y dinámica relativistas; El átomo; Corteza atómica; Electrónica; El núcleo atómico | ISBN_nuevo : | 970-15-1107-7 | Link: | ./index.php?lvl=notice_display&id=7680 |
Física general : electromagnetismo, electrónica, óptica, relatividad y física atómica [texto impreso] / S. Burbano de Ercilla ; E. Burbano García ; C. Garcia Muñoz, Autor . - México : Alfaomega, 2006 . - 794 p. ; 29,5 cm. Clasificación: | FÍSICA
| Clasificación: | 530 | Nota de contenido: | Electromagnetismo; Electrostática; El campo electrónico en la materia; Corriente eléctrica continua; El campo magnético; Corrientes inducidas; Ecuaciones de Maxwell; Ondas electromagnéticas; Óptica geométrica; Óptica Física; Relatividad; Cinemática y dinámica relativistas; El átomo; Corteza atómica; Electrónica; El núcleo atómico | ISBN_nuevo : | 970-15-1107-7 | Link: | ./index.php?lvl=notice_display&id=7680 |
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UpzVMOVGN3X0qsdSrQ0V9q9CGrz5KW1BgBAurTIBWbiK2wLSoUtqqz1QmVcATMTQg6L6F7F4VYcBFlA9gsfM67+4Ae6qtG7Z33Whj+zVLBo0ADuA9TdLhHFI5sIvziWPO6sHDMi3uWA8OltLVyk7rKYLtqnjKJw2Jc2lPZIjwVPydLbCEf8V/wSl4T4L7/ZP6YaBXAH6R6lczx3tW0+JXDGKyx4kWddfYd0FyT59NyKXVqZ+zIsdJvY7lawmF6iH5XHMzWBlEtnWZ8l23a7A99hJVAuyjOvqmtveLj31Yrsz0yFmYCt1OIY86TB5G3lqs3tz/AIAesX4UrF/IPd6q30V/zw/7vQrX47jzh8O8oAJQLodtWVdbetPqvyMLtyoYaj11ZtOdSuT7DcaOMxk0rRmMmEC1tNGQXGppFI5qxdINthnbyC0MUzq8GGZXDtz2gAbg7iV1Hz9vnpg0yfNxJt4gxkZd77WH3U7OesybInzVHqG/huum+bLwiJXMcUwCnjWHIGuXMfUC9/8AQPjSn/NAG2D4ZvZXaN8IXn8oc0cjk9z4rt1lGcpzCq3xLAfwmrMrKgxK4LsZhu74njF6K9vQSoB9wFVqZPW5d2b1B+q1sWJwofv6vxDXN+iyPlk/vYv3E/imrW6NMYk/0/VY2PE4Af8A6f8AqV5uwvWnisOHDMFj4asQcrkyLVCk8tMFW6jAbhTCVdFwqsQU7LXCxSzJBKS9qY1yD4iNR6VnvHaKvM+EIi9eiJgLz4EqR0rPr19ivUaMXVdixsBc8gKzHO2laDW7AtPDdnsQwv3ZRftSWQf6qpP6SwzTlzydwufKU9uHqOvHjZNLgo09uYMekYzf6jYfjTWVqj/hZH9VvK59FF9NjQZd4L3ns7/gYv8AlH+dRofAFc6Q/wCYf97Fmdn+z+Dnw0Uncm5UAkvILsvhY2D2tcGq9GhRewGPVaGO6QxlGu9mfQmLN01GzciPk+/wrf8ANf8ABKnhPgPMpXTPzwf5R9Vz3aTtTHNiI8NlyvHiRzvmysydNOZ3rlYmo2QLB2ttlue1TwLWUHnM8Zn0zAvNxO6NAdq9AnxIV0U/7QsB6hS1vgD8KtEwVkNYXAkbLnxA+q5/5QFAwZA2zxjT31VxvyD3eq0uhj/8xvf6FbHF8eMPA0pXMFC6Xte5Vd/fVh7wxpcdio0aRrVRTGpK5HsVxyPG46eaPQGIC29rGMdB0vSGB3XkuESOG/gr9V9M4FrGOzQ/UAjUE7QF1f8ASJ+dHD5RbuRJmvrcuUy2t5Xp2ft5OE+apdR/A66fzZY7plYOD4dl4sxLs/0BcZjci5CWv7/gKSARXjhP0j18Vec8HASBHaywNP1Tvk2m+wRC3IoZPnkjlfojDGoa41ZXckWvfZ+ltKcA7rJ2R5yVSLqf4YCe1mNuEDu1WRw+DLxaf9qDN8TCD94NJAjEHlPoPorrzm6ObwfHk4/Vcp8rsBeaIC18i2F7X8Uug8/Kr2GqdXXLv5fqszEicEB/9n/qV5pax194P4V6Njs7ea807sv5KEo51l4iiWGy06NUPCdGvXaFZRq01LNWg0SFQcSCpZ6i6mpNqoPiG49PyrGrCKhC2KRlgKLw8DOwCgknYCr+IxAaFn0KEldpwzsbGid7jHsN8gOUD95v5CvMYrH1HOy0/cnkP91s0qDQJP7JYrtTh4AVwcK/vWyj4+033VUHRlfEGa7oG7U+w8Ez8Qxlm38guU4jxSWc3ka/QDYVr4bBUqDcrBCrPrOfqh1WroYkkr2HsL2tgbDrDM4RkBF20BB8+W/P86oSKRyOtu3ELWqUn4r+NSEyBmAuQYg21g6grZ4VxrBwJ3MchyINHILBixYsAwGtvhqKXTq0aYyB2iZicNi67jVey52aGwGzUTsWf2M4xDBhyk0mRu8Y2IbYhbHQeVKw1em1pBcNSrfSmGq1awdTaSMoFt90Lx6XAG0kGTvTNGzMM97F80ja6da5WdRiWkTI9bqWDbjA7LUBy5SLgfpMCecIjtV2lhPzd4ZAxjnViAD7NiDuOd7e+p1qzTlyGSDPcAZScFhHszisMoc3KCd5IjzS7a8dw82GKRShmzqbAHYXvuKjiqjH0i0GT+6n0Xha1LEtfUbAE3PIrYxPHsDKhjklVlIFxZ9bEEbDqBTnYigRDnDxVJmExdN+drCCFh8N4hgsPjGaJkSEwAXAaxfOCRqL3sBSWVKQqy0iI85V6rRxVXCQ9pLs+kCYy8OKIHH8P/SHe96vd/NgmbW2bvSctrX21qfWs63NNo+qWMJW/BlmU5s8xtjLqr4OP4X55LKZlymGJVNm1OaQuNuXh+NdFWn1hMjQep/ZLOExH4ZrMhnMT5NA+qrj7XR/PWUzr837rTTTPddds3M0deOs17Mea7/h7vw05T1mbTbljdzUjx3C/PhMJlynDshNm9oSIwG3ME/Cg1KfWh0jQjzCBhcR+FNPIZzg/wDiQfp4qrtJj8BPHI2dHlETiM+O9wGKDp7R50Vn0nNJm8GLruEo4yk9rcpDS4TYRE314LxnFy55HJNyWbXrqa9ThB1dNoGkBePxzf4zyP1Hwkqh49KfXp52Sk4arlfCoOlYj2ljlriHBWA3q5QrKpXoynatEEFZxEFDY/Qr6fyFYWJ+c5btD5TeS7CDGxYEWUCSY732X1/Ksx/W4v4TDd/t7pjctLXX71QCST4+YK0i5j7IdwiD9kX0ub6czVinh6WGb2R37V0CpXMA8fuAUR/U/EXKhoCblVtMv0jgXaNPtOBuORIG9T65h2FO/BVBqR58eHAnkCdJVH9WMRzVbfN/nF820Xw9r9mmivTAn28ddFH8FWzZbaxt13aa+XFNxTs9NAmd8hAYK4V1YxuRmCOB7LWB+BplOo15i6XUw72Nza8uPdxHiNhBNk3Bp8LkeRStzplYEgjKSHynwEBlJBsfEKQ8sr9gbd/0Ck6jVofxI0vabc+FtRbiuh4DxvHSqxWSDKhUEzuserBioDG1zZG+FU63RVFhABcOUH1TaT6tYFwAPjw3A7wr8Z2uxcRs8CNZEcshZlCyAMhLW0uDRR6IZWAIqxsgtbPh3peKq1cOT/Dm0y0kgQSLmOBS/rViyjP81FlyXvmB8YJWynUghTqOlT/wfChwDqwvuDY8dAoCrjHMLhRNtl5OywiTE3QE/afGH/YKoJIBMbHbce6rA6BwBu6pP/cB6KqcXjtG0j/a772FCS8TxrEDKQTewEViSvtAC3KrNPoXotva7JjaXfuq78R0kbZXCf5D7LOknxT6lpbG4uMwFxuNNKuDB9H07dgeH1SwcfUEhrz3HlsG+yEk4fKxIKyEgi9w3hzGwvfa9PIwzW5szYvtF43b+5FKni3Pyim6eIO3fuU8dwGaLRluRnzBfEUyNlbNbYXqtTq4esSGu0jWBJOwX14K9WwuJota5zZmfhBNhtNtEE+Bk1JjcDe5VgLXtcm3XT1pThSmA4HkQjJWaJcxwHFpt5KiTDMhsyspsNGUqbHY2I2pRphwlpB5KZDmmHAjmI9UTh+FSuHIUgLG0l2BUFEKhipIsxuw2quXNbt2x/unMovfeItNwb8rXUFwjgkFJAVGZhka6qdmI3A1Gp605lYN2jxS3UKhtkPgfSOB8FoHgcolEJFnLKuoNgW2u4BX7+VPZj2AZvqJ8FB/R1YuDMp5xbxjYmh4c5fJyzZM5uE1OUEuRYC43O1tfK4OkKIZnLhpJEidJ9PuFnHovEGtka0xMZoMaxu32jfbVDTcOkBy925JLBbKxzZTY5bDxe6qtd1J7czSNm0SJ37lfp0qzSWuaZBIkAwY3Wug9VOtUmuymyY5uwi6tUg1o0a6o1aKE4iuo9Ko4gzVcfvRXaIimAr2JJudzvTmU7QAkl10Vw2YRzQu3srJGx52CuCdPQUw0SWGNx9F1tUNe0nSR6hdRhONYVmR5ZHUwYqaZAqZu+WRxIq3v4GuoBvyNJODrgdlsyADpYgD7tPvcbjcMdXxBdGt5Jvpx4G0HWRqp2uheLKtzKYwgsjH/wBsq5NtR3wPu1qq7o2u3UW3yNNN/f5aq+OlsHmzB22Yh0zmndutz4IDjeMgQYjIxd8TMkrK6i0Ns7ZSQxDHNIfcvnVmhh6tfKYgNBvv1H1197ZuLxtCm0sDu0S2bHsxlvoP06X13CTLjnEoGTJh8S+UI917pgZHbu8xkkJOYtkvewAyAW51LD4Ksx4L6W0XkW5AH7gW2ruK6Rw76LgyrBgiIJzWMXLbbt9yZ2ITstxGKOKZJZhEWeJgThxiAQiygjK2gPjGu+h61axuEfUe0tbIjeBv3lVejcfSpUnCo6DJ/Vty7gdxt3rci7V4dIyuYtZEGUo9pf7NHCVsGCizIT4gws1xrWWOi8STMRJ3zFhrf3Wu7pjBzOeYnQGfiLrS3UggagbJjScXa6BXc/OZn8QcFkPNpz3QA18PeIbm4uultKk/o/EG4ZGg1E2GusX4cZ2ExZ0ng4yl2+8HbH8s7I5EXN4owfa6FUVmllLd2gylWPdOkUqNKGvqXZwbjXxG9SrYGrMNaIkmZFwbAa7NfHhJS6Swz+052sSMp3zeButt0GyYsw/bKA6yTS3ATKSJTqIsOHGjA2LRyG1xc2J0vS6mCqyIHmN/Pcpsx+GgjML/AMp4/wAp37t8bFr/ANMRpGcV3jrAcoRbDLm7+Rs4Aa+chrlbAixvyvW6t7j1Qb2gT97rRPfymy6pSa3rXOGWBeDtEbp1t3aTmjFg7ZQiGxd+9Ea5iVkJkbuBGRmDgXVhfMwPtXGop9XBVi9xaLEmL7Nm390in0hhhlzHThxk/l28CBxjQj+uGFOe8shU94SQkgJzSTMqhgRZgJANbrvcaCoHBViYjXiPdSGPw4aCDpH5XRoP5eHA+apPbaEsc0jumaTwENZlyYcRrY6WzJJ6XvzpxwNctAjzHHjySR0jhASc3/iZ28OPvsWP2oxUOJiLLO0jQ5iGdbF++lZhHq17Ivu15VYw1OpSqhrm2dxn4Rr3n731cTWoVcO57HSWnl8R0uBoPIA7wNlO2eGCIDmayJ9HkfwlFiUx3LFbNkPsgDQX1qm/AVwZItzHjrpZXafSOFcLOuZ2HbMaN1E7yNbxChju10DZgs8qEeLOkb5pR/aPoD3rMbXmU+LwjWwFhURg60aa8f30+90s/G4cEX02Ry07IvbcNl9Yjje2MMhAXESqGXEAvle8TyJGsb2vclbOtwbgMbb1NmEq6luhB1F9Z2/Y0SzjsPENdrbQ2gztHftExO9XHtphzIv0kndjUgqwzMMRA4kKjTMVjduozW50fga5bAF5B1G+Tt+/Nd/xDCjV2wj4T+kgbNL+GsGyinanD+E9/KBkAVMj5Y2RMhN1YMQxubKR+15cPR2IawS3TiPdA6TwrnuhwM8DpM7Wm/OeELk+2KxvK08MmdZmkkIy27u8hCqRe+oF9bfzPWB0FpER+/7eKq4nJ2XNMyPQAcDv13Lns9jUw4hViAVVj2uV9K44y4lSaICvJrcp0rLJqVQFbHhyatNYAJVOpW3rbw/AiFDSkRJ1f2j+6m5+6qdXpBgOSiM7uGneV0UXkZqhyt469w1Wt2eMbTCOJDlCyNyzylELCPY2UkAWA19apYqnWNLPVNyYgaNn1Wl0V1T8RlboBMnUmR4C8xwvaVvTcAhv3jQyFmzyMzOxETLFFMIn01JZymtjqOdUhjKzaZa11hYCBe3Jeg/AYZ9Zr3NlxIMyf1EaZogATEEQI0hT4nwSNySYHbKXUIhyd2rT4sGXUDwgRLbNoA3S1Ro4qrTLg10bbiZ1tofdTxOEo12s6wTs13tYdhGs/tMrB7V9nVhijeKNwRnEpu7ABBF4yWUDeS118O1q0MH0i9zyKp10ttngPVZOP6JpBmagNNb7IOwk6RsvrI3aHB+zuFlWMNG5Yw4d2KtISTOzKWCIptlyc/Dd9bAVWq47EhxIdaSNBs7uO3xVml0bhCwAsEwDqRs29oamdO4bj4uAQuVleMsQkDAjNlISPDZgVC5AD3jXzG5voNCaosxNXJAMD3iVpV8LRNXMRLhIvwLo2303fSBuLcJhYMzKVMKSOVvluhkxaRoAANpUi13s1ulRbUqNa6Dr6/dkw0aVSowvGhGk7mnftEkctxMlS9nY2kxCiJ27xvFLmyqf7dkMKgLZWCx7rrq2moo614Ag6Ex4/fslinTJOb8wE3N/4c79L8Nl5koVOzcMBMkcMjZo5dSZMsA+Zl7lXW5zOzAZ7EFeotU34io8EOPlwnd9wuUcPSpOaWWuNs/ngxfcL667AuWj4dB/R3zmxz37q2Y/32fNmtfbuuW1zWn11Y4jq5tO4aRy/edqxmU8OMJ1pbeN535d++/LYuzPDocSkavG3dqsVkUva5w+EYFjGuf/AGzC9jrYnQmsllV9OoS03PAcOB1W5VosqUg12k742vG8aRYSPRCcT7LxFVBikkYKI7o6r3ISNmEjEAKwJ0u2+U21NNpYqqzMQY28zb72bUqthaFUtDhawGul+PLfci0TObxPsvEmLwsaRsEkE2dS0mvdM97O6ZtQvJdd13FWmY2saTyTcRHfM7OG72WfU6OwxqsAb2bz4Aj81rn9WnIlbT8DhhVWjw7sYi8yAZszMIMO6xeJM1ryOwBFx3baXvaocRVqPhztbHlb75StBmHo06fYaLXA4y8TJO2w1iSNwQ8/ZbBq1njkdi9ye+I9vEiHIbDde81PMpyuakzFVdAdOA2Tw4fYS34Oi45iLm+rtomfiFt3DaTdRx/ZeJgv0UsrZUjDIyp3ISAOsjaBTmJt4vsm1zXKWJqNBIIG3TUmLfe7VOrYWjUc0PHDU6S7jstsNyLALne23BY8M0XdIyq6yXBLkZkkZNDIoOwHKx3GhFaeAxD3k5zpHnPLcsfH4amwDILGeOxpG07zt85XNrWye0yFgt7DwUlYg1l1GA2K1ANoUZogdR+vy/D0qhUplhTmOnVB4wezfpSgmrqYsJhV1+mf1yIP5mtZpxjv0jxK87UrYfZmPgEXBj2vlw0IVuWVTJJ7ibn4CunAl/arvJHEwFFmIdMUWAHxKCeGWR2GWR5BfMMrMwsbG4tcWJtV5lKlSaIgDwCTlqVHmZJ270EzsjblWU+hUj7wRVghrmwbg94UmF9N0tJBG6xV2O4tN3SRuWCnM4JzDOHI8Vz7Quu9Um0KIqGo0CbDZaN27itF+MxLqTaTiRxky7ne8IA8Qck3lY3BB8Z1U6kHXUeVLfSpgdlgHcNUxuJrfmqOP/cfdEYfHykFFd27wBMty9xcWQDX7Kiw6WpLsPTkOygRfcntxtbIW5iQbXJPhM6qrvpAxUM4a2QqCwa23d2ve19MtS6hhFwI10Hj+6V+JqNNnOnTUzbQfsnxE00ZySNLGd8rF0NiuUHKf2dPTSpNw1F18rT3BROLxItncO93upIuIkGZRM4PMCR7jNrqL38R+JoNPDstDfAIFXFvE53eJUTjJFJUvIGDEkF2BVri5Ivo1wPgKiaeHsco8AmNfi4P8R39x91A42XX6WTXfxtruddfM/E0CnR2MHgEzrMSNajv7j7q58ezQJBZQiOz6CxZmFrsedhoK6KQbUNS8kRyUH1S6iKMAAX56+/fbcqo8dKpBEji2xDsLaAb36C1NFGifyjwCQ6tihYVHf3H3S+dvYjO9iACMxsQNQCL6gUwUKX6R4BKdisUNajv7j7qb4uRrMZHLKbglmJB6g3uDoNfSj8NSiMoE8AojHVw6S8nmTblusmXHS6fSyXGoOd9CARprvqfietVamFpt/KPAK8zHVH/AJ3f3H3UFxj/AG3/AMzdc3Xrr661wUmfpHgOXpZdfVrbHu/uPPfvvzvqnOLk1u72NgfE2oGwOuoHKnCjTOjR4BJGMrTDnu/uPummxLv7bs37zFvXc+Q+FRFFrPhAHIQnGu+oIc4nmSfVVhauMKz6zdVFqp12wSr2HdmaCkWqqSHCCnkITHbr6flVFzYcQnjRbXe16qy8nkWz2RnkGIBjUucklwGRfDlOYkyDKQBqQd6qY4NNIhxjT7srmABFWWibLc7PYxmxWInw+HZ8yMjr30RymWUFCrSCzAiMCxzXJ6WFUq7YoNpucNZFju/fh4q7QqB1dz2NO43Gs8+COwHaaUEH+j52Jdm0zNcNJLMADkufDLv0FIOGn/Mb48IVgYgj8jvu6h/S2KVMPHLgp5HVVJdSCHIikBkUxrZSTiFO/QeVcNBhJLagjvTOufYFh8k8vaiU2tw6azSBgCpszd6soHsb2hcX5ankaPwwH5x4qPXk6MKp4VxeZ8ZNNHgn+jihiZWdI5AyOHUsXAuzhCLDkB1FcexraQaXDWeCm0kvLo2Qg+McbnxCQKuAnGWSOUWRjmEbs2YWjvmYSLc3ttve9RaAwk5hpHkpkZrEIr+sk/eF1wM4UzNiHDoAXR4xCI0tELsHZHG5JAudb0mALSpoZu3fzchJMJKjDMbSMFZg0kTqx8AvfujqBa7c7XqBC6sbtN2zjxOHaFYCjGUyZi4a3jlY2Fha4kA0896BIMokLi+/IpgqOG1RICkMSaaMU9Q6pquWWmsxJ2qJpAqwNerlOtZIfRBU1NqsCrKqPwwiymDffSn2cFULXMKZkqs6lCt0sSDZyYCosspV2TcJCpm6jRdsKkx0qdNdrXCiahiG7VLButCg9ZjxBWiEJjPq+hqm74imLWUV6gyvLFb3ZB5FxF4WRSscpLOHICBCXICENmttYjWqeNa3qjnnZorWAzdcMsd62uASTxYueGBsPewZ3HfSIwhGcMtnzMzZtQSbm48qrV2U3UGvdMdwO7dGyyuUXPbiHMbG86++t7oyYcRCrAvzUB1kjQ+KNyqJ3DOEZgwsCuy6FlNrUgDC/ES71Vk/iBYBvmnTGcREkauuERrSFQbsw7tfbyrLfbC5QV01N9xUXtw1y0uP3yTKZrmzgEOmM4j3+GjkGGT5wHytZmW0UczuGKSdJ31Gmq2OhpbhRynKTb/bcpjNtRMmC4nFNLIBhZHnaIyKQwVGQiGMAZhyaxFz1pZcxwAvb6qdwhsXHxI4ZVQYcLLEyNlBTu0fDKWkz96bHLGLWXe5trSjBKldZvGePcQwv0s0eFBdzGwszFmhMea695a30SDTTxdToQCuXXIcd43Ji5VklCgrGkYCBgMqFio8RJv4jzrotYI1VkmIjgtG8SyNp3uYHwX3jSx0YDc/a05a0stStL2OLR+WNvE8DsG6+21nMymA1wk7eHALFxCZXZeQJHwNquMMtBO5VniHEKuOuritvUlxSRzU2uIQiElq1Trb0tzFaGvVllZIqUgQrEbrtV1tQOWXVoObdJ0+FcLApUq/5SmUUsiE+NoUWpzdUt57KcGuVRLVzDOipzVL1mVGrXaVRjPq+hqg74imrUBtXqV5YiVfg8c8TZomKtYi+huGFiCCCCCDsahUptqNyuEhMpvdTdmbYoh+0WIEneiVjLZhmspJDasDcajyOwAA2FJOGohmSLcz7p7K9Zzw6b8gmPanFlg5nbModQbJoJGVpB7Otyin3C1qQcLSAIDbd+zv4q42u86m/cmm7VYvS87mxY7Lu4cN9XpI+mwzG1qrPo0hs9VcY55uUNie1OKd0kaZi8efIbICveLkf6tjdRbUVUe1oBA2polEYbtdjCRbFODyuiNzDD6tybgHaqz+yJhNY0OMStFsfjRGCccilRpG4VCQEMYXK6C/hJHi0qkMbL8opuI3iCB4FWHYWB8Q5aLM4gcdilHe55VTO48KEi5JY5lF7Ete17eVNOMoNMFwGy9kv8NUImEHw2IIGmYjwGyX2Mu49y+17h1rldxcRSG3X+n99PHcpU2BsvOz1/ZBnDZ7nvY7/tMQfiRTjUy2ynwSurzXzBBT3BNyCeoII+IqbTIS3CClFrUlFTPTnXVxRvXUIiBgozWBPK4uB1Nvz61AibKYIF0bHijJo1ieRsBryGnLl7x5362Kd2qLwX6pCJuht6GtGjiGzqqr2Ei4U4zbQ7VpseCsivSymQq5fCfKouE3CbQqyIKjepNRUskRUzcJTHQ4FVMKz6jVtNcqMX9X0NZdX4yrA0WiK9QvMJmPShdAVRW2tLcEwO2BMDUHNKfSc0GFXIL1mVStduitTBgL3jkhb2Ft2bfKL6Cw3J2uN7gVmPrEuyM19FYawZcztFU+KYex9GP2Sbkeb+0fTbyqXUDV9+f0H2eK51hHw2+96FU610qE3WzhuLvhUjKe27CRh+wPDGvoRnPoy1nVcMzEucHaAZRzNyfTwKuMrGk0Rqb92xCcW4v35FkCoNlJzEE6s2fQknr5DpTcNhepFzJOp05W0AHudqhXxPWbLfe1Zr1bVZVUIV0Z0roXCjUx9xaYd6ORJs6+km9vJrjoBSTRgzTOU+R7vqIKYKs2eJHn4pd7EvsxsT/xHBA9ygX+PuruWodXDuHuT6IzUxoD3n2Q7vc3sB6Cw+A2poECEsmTK2eFklMsWji5a3tMNLEHcgfZG1geZNUq8NdNTTZuH3v7ldoDM2G6qUwzE3ex5hiabQqBlstuCTXpGZlDGI+R9CD9w2raw9du23ksnEU8ymBmFq0RvCxzLXIYqRoak3VWS7M2Vap0qbhZIOqqdOY2/CqVRq1KVWYBsfVD4kez6H8ayK3zD97Fot0WlavTLy6cCuoUhFeiAo5oVEy0moQE2m6Fdh8OvtubIPiT9lep/DnWNiJJyt19Fs0KocJ2eqGxmJMjCwsALKo+qN9Op5kmqYa2i0xqdSr0uqa+CKijgjCjEKWZgDZGK5FOoJOuZiNbbWt10pPdXqEmkYA3iZPlAGm/wvba2kwAVNTu2KGK4RkbMWvh/aEi2GZeSj9s7W5HfahmKztiIfpG47zw47di4+hBmezrP05rJxU3eOWI3Ow2AGgUeQAAHpVqmwMaGj7496rPfmdJVZFqkoKLULqiooXFNdq6EJ1NdXE9CEqEIvAcRaFsyaHY20JB8+R86RXoNrNyuT6VY0zZSxTknPcsD9bz6Hoa7SgdmIhTrHN2lGJz1rUaQ4Kg5gRkT31+P51boEtOVZOMpwZCeUfr+dW42qsw7FArpU5kIm6pJqtUF1fpEFoBVOMOx8jWLX+afvYFqMENARpN69KvNhTSuqJVx2qD3Je1NBCGJLGyjc/yHmbVm4qsWiG6q5h6XWOg6DVE8Q4cWj7wOAAuYR2NxGTlBHIktp7wa89/iBFXqsupjNvOvpfuXpqWByszg93BYuEsczMPo0sWH2z9SO+5ufgAx5U2qTYD4jpw3nu9YC6zbOg147ghJpy7FmN2JJJ8zTWtDRlGgSXOLjJUb11clRvQhPahCiwriEvyoQmB3roQU4NdXEgaEJ81CFWxri6juFzEOANzy0IbmFIOh/OlVmgtk/7Kxh3duN62eM8JEbMUFhYNbcZTzX0vYj3+iujMd1jYeZ2d43/RMx2GDHS3TVARCyk+Y++/5VvUndsBYGKu2VNX0tWo1ZhF08Z0tUoQdUM3lVZ+qt0jAVWL+r6GsTEfNd3egWyz4QilNejXnSETHUtiU5PK1IqGENCHxk9gF5AXPqwBv7hYfHrWHUqZiT4Lcw1DI0DxWg3EmikcWDBIUQqdLgd0sgvuPre+sX8OKrGmYJcSD/cR9O5b3XGmSNw9pWLjsYHsqJ3ca6hQc2p3Ysdzy9AALVdpUi27jJO3TuA2BU6lQOs0QEIaakpEUQhOBQhK1C6mYULiiaF1JFoXEq6hOBQhIihCjlri6nQkEEGxBBHkQbj764QCIK6CQZC9SxsSYjCQTqLC1j5KwyOp9Nf8teQwrqmGxdSk7abcxcHvC2XOFZg++a5N8HljZCCHViSDzFhYjrz+Ne3wtcPe2oLgiF5nF0i1hbtBlZhreYVkaq1acFEoVzY0moFZplQxf1fQ1gYj5ru70C2qfwBGKK9GF5wopF0qRSSboXENpVXEGGkq1hmZnhSXCGRo9DZ2RG8tgf8ATc/HpXl6lbIHcASPvnZenpUM2UjbZDGfPJK32xMfirNb410MyU2t3ZR4QF0ul7jz+qBp6QnJoXE4oQnJFcXVEUISNdXFC1cXVIULiVdQnoQmoQmJri6ok0IXbdguLAJLh5DdSC6//cD3a/GsDpjBlzmV2agwfotHAvmWd/uju1MYjiiP18zAH9m34X5eZq90C51So8flt4rP6VIawO2rlZl1uNjr6dR7q9lSJiCvNmJskoq0FAlCzjU0t4T2aKvEH2fQ15/FfOd3egW5R+ALRiWvSheacVe+gocli5WfiTt76z8X8C0sEO2jOEcZ7g52XNlN1A5NlcZtd7Zq8vi8H1wyAxOvKRbvhemoYgMb2kJxY/2me32pvh4rfdU8MIoMnc36KFa9V3es2rSqpUITM1cK6pKvWhCRrq4nO1CFC9cQpV1CjehCQNCE9CFBq4upZaEI7grESpY87e470qsAaZlOw7iKgIXTdsZiZ1TkiLb3i5NH/DjB1BftLj7Kj0wSHBvBZ0UV43P2Sp9zXB/BfhXopio3isMCWk7oVbLV1iUCgsQPFUXqwzRD4jZfQ/jXn8X893d6BblD5TVrR16ULzTlOU6UO0UW6rOxQ2rPxXwrUwPxFCOp258vfWIdZWwNIRuP1xE3rMPgHFVqXyWcm/RPqfMd3/VZxqwkJjQuJWri6nzV1cSvQhK9CEqEJUIUaEJUIStQhIUISoQtHs/hy+IiVdy4H36n4UnEODaTidybSnOIXR9s5A2KOXkoF+tha9T/AOHGkUeZJVPpo3AWVDibBl5MAD7jcEfrnXpDSzEHcsGSARvTs2lWWhLAugJz4qi5WWaIfEbL6H8a8/jPnu7vQLcw/wApq0hJXowV53KrHbSunRQAgoTEHas7GfAtHA/EUXwARtOucEEBiltQZFGZMw5jTYb6V5rGdY2mcvCeRsYXo8NkLhOuzmsqN7Pfz15+tWCJEJE9qUO+9ulSUExoXE16EJ6EJChCcChCc0ISoQotQhRvQhOKEJEUIT0Lq6fsIcsk0ttUiNvJnOUH4XrO6RGZjaf6j5BWcL8RO4ITFTZ5WJ629w0r0HRtIU6YWH0nVLnqLRWOvPUeY/X4VrseHLMmyc7U1R2oKU60pxVhoshOIfU9DWDivnO7vQLbo/LaiQ9b0rFhFxyaVOZCSW3VExqniBLCreFMVAn4XJlmibpIhPoGF/urz+JE03DgfRb1D4xzCoxkBjd0O6sR8Dau03h7Q4bUVG5XEIeRrkmuhLKia6uKNCFKhCcihCY0ITChCcihCY0ITULqkRQuJlFCEglCF1vZCIBJ8xsHCBT1ZTcge5vw61nY+czC28EzyKt4bRyzmiKu19wTXrME0GkDwXl8YZquHFGMl4QfsyEe5lvb/R95qTDlrRvH1SP8vkfVBzbVdBsoN1We9Icbq4G6KjH/AFPQ1h4n5zu70C2KXwBWGt5Y6uhPKuhLcnmFiL86XVbZTokSqtjpvWFWbBgrcpuOoWme0sn1o4WP1i0Skvb7RP4ixrNGBpj4XOG4Bxgcv3lXTi3GxAKzuJRpmDxiyPqBvlI9pL+R+4g86sUi6Mr9R57j3+sqvVDZzN0P3CCpqWlQuJXoQnoQkTQupqEJXoXEjQhKhCkKEJV1CmtEIWrBiGtcaBQAPK+3v3PxNWqOHaSAdSquIruaLIiGAsQLEseQ1JNa+ZtNu4BYJJe61yjccBGixXBa5Z7agEiyoDzsL38zVehNSoap00HunVOwwU9up9lk4tqvmwUKQugnNVCVqZbofH/V9D+NY1f5ru70Cvs+EK5jXoCsUK+K1TCW6VOc3FcfcKLBBQTmsPEi63qRlqLwhSW0b2VjosnnyV+q+e48xpWc/MztNuNo9uPDQ8CrbCH9l2uw+6UWHNpYWFmF2A6PHfMPeub3qKHOHZqDTTuOnnHiUNaTmYdde8fss6nJCcihdSsKFxPahCY0IUSaF1IULiV6EJxQhSC0IUgtdQr8PFc3/XuFWaNFxMwkVazWC601IAHIDYef2ieZrVo0BTudVjYiuathotrhs6x4eZ20LjInIna5B6b3qhiQamJYwaC53d6bhwKdB7zqbDf3LEaStWmFRDUHO9zXaroCuUGdpUsKokwFoxdPNgmdVYWsB1N9/Ssquf4h7vQK4wdkKJFeiIWGFKOgLjlcTpUiUuLoZhWXimLXwz5ah9qzFclbnEsXlxCzgXV8sg89i6/HMpHrVOhTmiaR2S32PhBCt1XhtQVBtuqMS+HS4hHekkm7hlCDkoUEEt1J06damwVn3f2eAgzxnduHjuS3mk34L/RZspBNwMvUbj1F9asAEJBjYq2NdUUy0ITmhCjehCWahCfNQhODQhWxR3pjKbnmyg+o1gkohIetaFHCAXcVQq42bMC2MBwp3jZ0KALa+Y2v1N9tL9aKuNp0Hhm/cq9PC1a4L5txVDNHHqT3rdBcIPUmxb0FvWpmrUf/ACjz/ZSbRaDGp4ad5QuJxTSG7G/IcgByAA0A8hU6eVtmphozd37DkoJJoauAw1UyyXAKsmq9Z91dw7LSmNUy5XIV74wIgXW5GnxrPqiXn72J7TAQ1ejWGorUCQFPKXCytWTS1HWjRRNF+sKDbGq2JNoVvCjahpBWOVoq2DGOgyg3U65SAwv1ysCL+dLdTa4yRffofEKbajgIGiPgkV4ZmZI7jIFKqFILFjmuvKyEf9Q6UhwLajQCdpN502X4me5PaWuY4uAtGzessNVpVU9gdqFxNahCjQupWoXE5FCE6peuhsrhMIrDYcE9bC59BvTcrG6lKL3EwAivnCo101FtQ6g+oPUeelWAQW5XW5FVjSdmzC/MI5MPC4EhZol5qRoT+wx1I9xI86pux1ZhNNoDtx9x9yrDcBSf2ycu/wDYpsdxr6Puolyx+e59fL4/lChh3dZ1tUy5Pe5uTq2Cyxy160g6VXDQ0WUxTmuvZRIkXTk0yo+Oyk0qc9s7VG9VH1JVoNhNelyuqnG/V/d/maqu+Ipo0V0q2r0ZssNl1AGkPurdOAkKpuJVoAJE13PmbBUeryukKh6zXCCrKrNcXUTgsRkzBhdGGVhtpcEEHkwIBB/OoPZmiNRcfe4qbH5ZB0Ov3wTthhujqR+0Qh94bT4E0B5/MPr6ewXCwbD9FKOAA+JkA/ezX/7d6C7cD984XQ0bSPH2laWEgSRWEbAyjVVaKNVcc1Um7ZulyL+tVqj3scC4dnaQSSOJ2Ry05KyxjXg5deQ/3Q5wBOjwvEftZWCj1D7eoPupvWt/K4O7xPdHt3pfVE2LSON48/fuVA4cwdVYrY65lZWBUXzMpB10B+FS60FpI9CL7lDqSCAfUaKh8QxN9ugB0UcgP1rTA0BLLiVfHOjf3gKn7UYGvqhsD6gj31Eh4+E9x97n17l0Fp+Ly9kQuNhVSqxsw0uWbLmI2zBDew5KGHUk6Wh1dRxkujkJ8J9Y4CLyzPTAgAlUnH29lI19FzH4yFiPdU+r3knv9oSi7cB985VEkxY3YknqSSfiaczs2aIUDfVIU4QNVFWwwu/sIzW3yqzW+AqL8QxupA5mF0UydBKWUgkEWI3B0IPS3WrFCqPiSqjJGVMGqLnyVICFGlqSlUoso7VTi91/d/maqu+Ipo0VpNeklYYCiRXCApBxCiDVKrTi6vUakhK9VSFYVclVqmqYFAilrqehcTUIT0ISoXUwrsriPweMCK6uCQVfLb6rshXN6WOo8h0pNSmXEFpi4niAZ/2/dNZVytLTxjgYhBU1KTWrqE60IUr0ISDVLMVyFKorq9I+TX/DP/zm/gjry3Tn/MN/pHqVs9HfLPP6BaMeHSWUiWON7ZypdVZhZ7Aajb2hv9Wn4r+Dhg+i4tPZByk5btk7dTY2G2VGmM9WHgEX1F9f915/2nQDFzgAABrADQDwjS1bfRricMwncs7FACq4BZd6vBVk96C/YEQoTbj93+ZpD9SmBSavRO0WJT1uoE0uSnloTKKCMwXGy0rrcLwJQiYaRoFmnUNZ2IkSRhfCoPDlUEHxBmUnvtASi5syoZJc0GB4cfvgtFgtB1XJSxlSVYFWUkMDupBsynzBFvdS3tsugoscDm7wxlMriLvrNp9H3YlvrzycuoI3FqrSpwqeJcNeDIJcoLqGyhlJUEKwDKDdTZ1OvXyNgGUIPMOorq4kG9KEJFx1FCEhQhStQhIChCeuoStQhKhCQNCFOhC9G+Ts2wkp6Sueu0cfLnXmul2Z8Wxu8AbvzFa+AMUXHifQLW4WfpTci/0tyBYvZk1PjN8t7C408tqZ0k0DDCAY7EAmzbOsOyNYkwSDx1RhiTVM/wA3fca3Omg+mi897V/4yf8Af/kK1+jrYWnyWfivnO5rHY1bJlV0hXJQpSDb0/maiVJRvXpeCxOKbLSSYKsgSEfwmWNJVaXMVW5AVFku4HgujSICoaxIzagW53CH5iIH35FPYADJWqeJ4czwzO2Id0RS7GGIF5YrCB8nzk3FlTMMwv3f7ZyryPyFto5nQ67PCylLcwKCxeKw7yQteV8qqJi8aIZDHorZRM9yyhQxLC5BO5pbmWIsN33A7lPNdabdp4nETyI/fJh8TAzKoyskyusXtyFvB3jbnW52qi6nEgJwcif66RZ5WKzN3gQWOWwUYR8MRbPqSz59SRqRYHxFeRdzKlu2alZQEdC6ShSpH0JkwkWGCR+IfRhkMnLZdL60ZEZkTN26iZ3YpK2Z5ipbLeIS4aKElPHvniLEXFxI2t9+ZEZlbB2oiEUbGVr5hLIiJGM9sZJMI1+kAST6TOT3RBAtn2tzLddlcp2j4muIkjZAwyQxRHNuzRgrn9pjqLbknS1zvTGiFEmVlV1cTgV1CehCVqEJZaFxPahCe9CF0vZ7tImHw8kLo5LlzdcthmRV2JHS9Z2Iwb6mJZXaR2YtvgzxVyjiWspOYRrPmIWth+2eHRiwimuRYkuDf1u2tVq+AxNZgY5zYGkNiOUBOZjKTDmAM81ynGcWJp5JACA7XAO40H5Vp4akaVJtMnQKlVeHvLhtQQp6UnC0LqnKLW9KguqpXU651+/8q2nYykdCs5mGeNU4dPtj7/yqDsVTO1MZQcFPOn21+/8AKofiKcapoplQMq/aH3/lXBiKe9HVlVmRev40t1VmwqYaUzOOv4/lVZzgSpgJmZev4/lUCV1NmHX8fyriE8dibXA8ze34UShMCOo+/wDKhCVx1/GhCe4tuPv/ACoQkpH6vQhTW3X8aEJ9Ov40ISBH6BrqEjb9XoQnsP0DQuJAD9A/lQhTA/WtCFL9c6EJKl/0a4uqwYc0SiFHFjb0FRUl/9k=) 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