Physics
Grade-8
Easy
Question
At a particular temperature, the speed of sound in a medium was found to be 450 m/s. The speed of sound in that medium will be _____ if the temperature of the medium is decreased?
- > 450 m/s
- < 450 m/s
- = 450 m/s
- Any of the above
Hint:
When the speed of sound in a medium with a high temperature is 450 m/s, the decrease in the temperature causes a decrease in the speed of sound that will be > 450 m/s.
The correct answer is: < 450 m/s
- The temperature of a medium is directly proportional to the speed of sound in the medium.
- The speed of sound increases when the temperature of a medium increases.
- The speed of sound will decrease with respect to the decrease in the temperature of the medium.
- The speed of a sound in a high-temperature medium with 450 m/s, will decrease when the temperature decreases.
Related Questions to study
Physics
Which of the following sound waves shown would move faster in the air medium?
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXUAAADTCAYAAAB+z4OPAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAHMhSURBVHhe7d0FlOTIkQbg8ZmZmZmZ18zMzLRmPOPZZ/sMa2ZmZmamM/vMzMzMTHX6tBO7uVpBCqq6pyf/9/RmurtKJaUi/4j4IzJr16qgoKCgYMegkHpBQUHBDkIh9YKCgoIdhELqBQUFBTsIhdQLCgoKdhAKqRcUFBTsIBRSLygoKNhBKKReUFBQsINQSL2goKBgB6GQekFBQcEOQiH1goKCgh2EQuoFBQUFOwiF1AsKCgp2EAqpFxQUFOwgFFIvKCgo2EEopF5QUFCwg1BIvaCgoGAHoZB6QUFBwQ5CIfWCgoKCHYRC6gUFW4R//vOfqz//+c+7f1ovfI7PWxf+8pe/rP72t7/t/ml5/OMf/1j99a9/3f3TZvDvf/979//mw7maz3rJ86eYTOouyEAzlHVd3Drwr3/9qz72NOxJY1yQhx/84Aert73tbasPf/jDqx/96EeLk6K56TM++MEPrt785jevvvGNbyxuR7/97W9XX/ziF1dvectbVv/3f/+3FuL905/+tPr4xz++esc73lHfz9///vfdf1kOv//971ff/e536+fwhz/8YXEHaJze9773rd773veuvve979VOcGn8+te/ru9hMqk7wde//vX6JL/73e92/3b74/vf//7qxz/+8e6fth/aJh2D+8UvfrHWSKtgs0BUL3nJS1bnPOc5V6c4xSlWN7rRjVZf+tKXdv91GfzmN79Z3fe+912d8YxnXJ3+9KdfPe5xj6t/txTY6rvf/e7VTW5yk/r8N77xjVef//znFyVdto8Mr3e9663OdrazrR74wAeuPve5zy0emL32ta9dXeYyl1nd9KY3Xb3uda+rP3dJfOpTn1pd8YpXrJ/11a9+9dWHPvSh3X9ZBgKCpz3taatLXvKS40mdF/vABz6wesITnrC6613vurrLXe6yes5znlN7n+1IOh4+Q/7IRz6yeupTn7q65z3vubr//e+/etWrXrX62c9+tvtV2wsmhejn9a9//eoZz3hGfb2Pf/zj60irYM+HeSIY+u///u/VIQ95yNWuXbtWxzve8VZveMMbFiUrNrTPPvvU53fc8IY3rAlxqYwAqT/lKU9ZHfvYx67Pf9KTnnT1pCc9qY6ml8K3v/3t1QMe8IDV8Y9//PozEPsLXvCCxcaJ2vCVr3xldYc73KE+/2EOc5jVzW9+85rPloKonNM4wQlOUH/GEY5whNXLXvay3X+dD9nRZz/72dXVrna1+vyjSf1b3/rW6mY3u9nqOMc5zurQhz706hCHOMTqzGc+8+p5z3vetoyARUTS2ytf+cqrwx72sKtDHepQq8Md7nB19CKd246Qqt373veuJwkDMMYnOclJVk9/+tO3rSMqyAdSZZO3vvWta1s0EZG6oOOnP/3pIhKJQEbgcoYznKE+Pxu67GUvW/9uqcwasSLc//iP/6g/4yhHOcrqqle9ai33LIWPfexjq8td7nKrwx/+8PVnGK/73Oc+izkmc03gdKELXeiA+8ANn/jEJ3a/Yj6oA5zdiU984vr8RzziEVcvfOELd/91Pn74wx/WtnOOc5yjPv9oUufpz372s+//5t2HgZYeieC3GwzoYx7zmNUpT3nKg12zVE5Usd0yDNd8+ctf/iDX67j4xS++es1rXrO4LlqwWYT0It0XZHi2xzjGMVZ3u9vdVp/85CcXscdvfvObtd2f/OQnr8+PsES5D3nIQ2rHsQR++ctfrm5729seYJ8ch3kmw1wK5B3BTXyGg9zzq1/9avcr5oGsSaI61alOdcD5T3ayk9USzFK6N8d0pzvd6YCMhoN6xCMeUaseS+A73/lOfT7OqL6H3b/PglTlTW960+qEJzxhnTbyPLyz/xv4Zz3rWbtfuX1gQK90pSutjnSkI9WRuhsXFTHya13rWqu3v/3tG+tAyIEJr3h2pjOdqX5Axtj1yopcP7lLdFGw50Kk/MhHPrKOrERtnrN/pc8I0TybC87hP//zP+uM2vmPdaxjrU5zmtPU2cES0oKUn058jWtcoz6/jBIPmGdLRqGcn3Oar5HVXOUqV6nreUsENz/5yU9q5eHIRz5y7ZScH5fRp0XAcyGbIavR04961KPW5yfx3OY2t6mf0RIZh7HgmE572tPW588mdRenkEMW8AB5ZBcmNTrmMY9ZD8i97nWvmpS2E175ylfWBu1mTSJGEvrZ+c9//lqfW8pjLoFPf/rTqzvf+c61s0Tm/n/LW97yAC98qUtdam1dBgWbgSaD//qv/6rtUfTMPhHX+c53vjowWmKiv+td76oJFxFyGOSFs5zlLPXvRPFz4R6Q1cUudrHaLk996lPXDkTgQWefC3wjo3jQgx5UkyC+ufCFL1yTu4xVjWyJSJqDc173YM7hMfNuv/32W331q1+d7Tjch5rjuc997vq8HJ97wJuveMUrFinI4gyFdgFgnfnt/v0gRA88sGq9AaDPMRyCP73a71R1CfZL6V1zIIXlaelvHtTRjna0urD785//fPX85z+/nkSKL4pVDHS74K1vfWtN3MbzvOc97+p///d/V+95z3tqYhetk76khkt2MRRsFmzwOte5Tt0Jcd3rXrcmlROd6ET1s9WAsMT8efWrX7266EUvujrucY9bn1dXx+lOd7o6kEFWc4FwkRWnhHQVYdktUlHYn0tW5q/rlG2we9G5uXr0ox99ddaznrUO1sg/c6GYLCvm/IwXiURELZjSRrkEqZO8SDqK1rIlY8TJcuBLZN0cHLmWhFTLzLt/PwiR4T3ucY/ayyCc29/+9gcsOHjyk59c60QKph40o91qkFRIRdIe16vVh9QC/mUYvCZjWSLNWgqcZETlJrxUnYFzqAzOQ2MM26UozegZrqNo/XnQC41cEZQ5dbvb3a6O0j13EeISWZjGBQEYQqdB/8///E/tREgLIru5EOE+9KEPrclKpqGIL1NHwAIQHSVzZCQdYJ/5zGfqcyFBXWukKQ0DIlLdYHNlJPYqaDKn3AcJQ/Yk2zBm73//+2fbtLkrmJQF3OAGN6glNsqG58+BL1EbUJjmUD3ri1zkIvmkzisiGWTDMFRb44aRpIGmS9Gnvva1r9W/30qQVBChyeKaadER3comFHikpcidnLFdCImxihqkalLPkLNcI8NzzYjgy1/+cv37rQQiF2lwMIhqT1qvsJXQzigdR+qi2sc+9rF1o4FsUjvdEhImwkDiokNkJTtFWCSSN77xjbOLsfrRpfzuQaQra3cfovZrXvOadXfPHHlEUCZrFYHKtEk6HIVoFCk+/OEPrwuEc4AjZDRaDTnAl770patLXOISdeAqs0GWS/ACuZdjMl5qGrIbUtjd7373RYrWet6Nk+d7gQtcII/UeU2iPi/ghqVaqRdTMBEJi3wNzhKRwFwgGwQp+pFFMPIAEnr2s59dF3xJMC9+8Yu3hQRjnD1oTsjDYWQxwbWSnuc856nH/wpXuEKdcm01RGIf/ehH67EUGXru28U5blcYH/PFpEYmbJT9iUiRF817icK9lJ+MQPPWTofIpfwI0bOa64DxASLhiGjcZIznPve5NXmJGq0w/eMf/7j71ePB7tm/ecDm1b4Elu5BZqCbxGfOgSKpDMOY4DachtvUDDkmDQsClzkwzs4pgyElCdRwJRmGA19CJeBQz3Wuc9XcSwLPInVyCsOzaoxnZiQGJKDwIj3SloUkl14tNQValRCkrEIRh4EEpLceII8pu7jf/e5XRwFbCYQu+pYNmdxW5xnH0Fe1OfqdicogSEtbDeOobY72z1Bf9KIXFVIfAK1ZTUTW5Tn6P8KV4SIvHVlLkLqGBnak84ukpzWQZoyEdXaYH3OelT5u0qYMnc1aP6EHXqQu+GALcxwHh8BJyLTVv5C6sdt3333rOa0d1ByeA7xFQnL+S1/60nUjCC4g8Vzwghess5s5GY35YZw4PfPWuONR46bVVHZmXs+Fgqt7MA8f/OAH55E67UpqJbJQ0LFsN0V4PEZKO9JhstXFUkZm0OJmTZwUBlPESz+zYGKrFyKZADRDkYloh0eXUUSkYBI++tGProtd7kk6OjeFngvptYKSyIbDf+Yzn1lIfQCiTYRnHlkY9M53vrPWjj1vz1VkTb6cEyF6LmpeMj46Lt3YOTU0yFoRlyLknM+wh4lnTg6xAIkj0g0j6pWFyIznFDJJpQiKtKNVz7n97la3ulVN6oII9zUH1txYG0BhMDaCV5mTIJCUgdPmzDFjQoYKZ2qRE0nJPShgyw6smJ0LRWOZgGidLJVF6gxAJC5K9yCbeq7BFnEgT5rvwx72sDqt2MoJTrc0mB6YaKXpiOhpd7zjHWsPSnskIWwlEDjSVrQxuUUm6fiJXKSDIhQRGGPkmOamh3MgRRZhIg/PXkRYSL0f5gWHTNtGfuQrDpskQlZQ7JJOT5UujD9bot+yfeSuj5m9kwFkA6Qe6zfm2I4Nwsx19mruyDTZJwLGEWoFc/RiDkEdzNxUVJRpkFTJLn4n+PG7OUC4tHPzSbYhsjbvPBf3IQudQ+rmh2yCZITUNTj4TGND1TBOS3QiuWbBqc/hTLNInX7Lk4nIpCWMJAUDdPHSjFipyQNtFeH4XINHTyevkGEUdlLworyy7ILxu+athFSQBxfpSM1EcCno18bda0J75aiWSNWnwiSjPSJ1Wl7zmgsOji984Qt1ods8MQllubJaE95Ep4uKgqcWS5ErW5d9kkJE5QgSOSEwzwq5W/09Z37SzJE6ghXRIkTnxA9+pxFhjl6sK0TgIhMg54hwjZPP0mVnrMgOc6DBQzcKjlDANHZ+p1gq2POc5nTwiPw1a8jIRObOLdgk+XDgHAd7mArPz2d4xrJ7ygROyCJ1fdKq6LyNFsDm4gUG43cGSCRggGhJWyUPuFGRj0KoVE2bZVoDACkqnd19MXTEv5VRpodrQpjsnGPb3hMmDufjenVPMJit6jhhUKIM1yr1E0FthwL5dgepRTeEQEImGX3K9GgTHwHYCmJqqxsnLwizjoQtyZo5CLaNaD0r83ROEdC5ZGWCPHWpl7/85TX56RYhKQhKZANzNvYyhzkfNToBpfqSz/C5PtP4sf+pcA+cguvFExaDIXXBIIcocLK4cg6pu387Y9LoSdexaFCtQE0FN8nKpvKk92mgkNEYj1vc4ha1fWWROgOQFhrgrh3MGA4yRzgmulahrdLVEaRCERnDdacFx4DBlULS1V0zKcbvtgomBONyzVLmrrZQxRaOk1FYar7UHhhjoVvIznM0T1GNVHXJ3fl2Kjg+pI5ckTrpBUx4ZGiOGcupPdhkliiKIt0nPvGJNTEhcMQlQjQ/keMUwkKG5NZHPepRdcqvwBidWJGtuw8EM8ceRPlkFzUAXSN2KDU/ETlS99lqE1PhPpArfpCti56Nh+egWI0TFGUR/VR4hjRu81oNJQI1RE7iIcEpxk7tvAtSNz5B6uwri9QVPhkDzyLUb0a94ANEkSa43m8Lkub0qc4Bgrz+9a9fPxgpbluF2QM0yOQMJOn1+l63IrvgED1cRWYapbHT990GEZ301uQXHS+1OdNYkNdMBAuiXAsHOSeq2Vsg6yVZkdmsKg2nrD1PgY6sYB41s+FcRJYazlbUD56NqJ2coQhonckUwuIc2KZrJO+Ioq37AMGUwA5ZWSU79R7AZ5BdkDcZBqm7BwVTc5pTnLMdAVI358hdxkRR1vmRogwBd1iANCfQwyfGSZQuCItMFqmTkIwTPXwqqbs2DhV3ySzIRexpkNSRnM4Xb0LWpIy2izBIqru6MyycESlvld6r00Wkgqxpz7HoKAXjZCiuk3FKV0X0m75m4yYqEXXTKLVwuf62awZ6q30jFK2liVsVHUvzRAaiQQSik6BgGEgWKQmQOOWQX7TU0lhJnJbDN+tWuVAkNV+d37mimIjAZQDqTJ6XetIUUscHsRc8YlVLiX5xv9cJw5mIfucskHMupG5OWKka39qExEjAIlMdQ+RHvx8L7+EUXKeo2XggdePuudCocUdbAJsLz9S5ROk6U6Kuh2c4Vo5d5j31MwSDnFxsKyLIgl5S9wARDg+A1A2mFKutiGOQpOOxOQ7RXiq4FeB4VJZ5SNfetg8FUpce8aRROdb7HZNsUzBuHqrOFwQpfe1zLhauSAtdM119iZaoKVAU4wgZpr7brbqOPQ30Z89NdKijLOxNfYKsYDwtK5/6LUhsSQeEyBC5RvEagbMx80KU6DVTSB3xuVbRcxTnYmUnKcDqVc5EcDens4Odcz4UAtcdwYtzWq+B1GnJU7PrkKM4JkGSQMpcFOn6PDKowDB08Cmwd4xMxrPgIGI8KAdaMtU8OKypxVINKtoZg3NdN/SSOvnE5L32ta9dR732qOgaRAOC8D1kH+CityqKpPeRMhgvTbGrPczDoquJBhi7PutNfwmFseTBTWQGxghEOF2GygD0hiN1Rj81opsLk4AMpLjHLrrkooKDgpYtaiO1mNBR6EaI6jsCEe11Wg6nwPwURdO1fYY5CcjYwheFQWm/DHVKzct7yJv63wV66gMxv3w2Ddn5Oa2phXO8o45HilRkpJ1H5ooYySJB6oKJqaTu/bhKxiujwWGeB87QEaNxAf+1BbE58AwFPkjdMw1Sdy/arN0D+ZfjmALjThqPVbeKstBL6iJcA0oS8AD1V/bp5MhJ9KG44T1SpSnRwBx4MK7Bw+LBVLj7JBVyBiNETuoF0r5NwvgwYIblmul5dNEuSOlEQ6IwjkhEsxWIJeEmnbSv75oLDoRInayA9GSREamL3shZyFiEOLUHW0AgkkUkFjKJFgGJWawTQZfXTIlAzSVrUiLlJ7cE1Hfo+Zy9laYW9PncsUB65i3b4phIDDGHkbhMFSFGQwGHNRauS7bhHhCsdkPcgfOWInVrEIyTZ0H3juYHjiM6bDSeRKF5LJyHfCNIkB35P/SSusG1JQCtz83T5PpAqjEgUkg61ablDA/KQ48iqX8Zcl9EwptKexG7hTSb3i4AqTNai4pcs0JT3/WKiPU000wZvVWom64D+Dx7i4gOGJRiT1cNoOCgkC4LeBCf7KyN1JHxVFJX26BzIxJZn9oHmBuidhE2O5tD6mRWmbjzpKTuXhTMowgoM5gy/5GV7jk2zvn5PL8DBM72EKIoWL/8FNJ1Hnq3e1C4Nt7GSNTvutWsdMaYX1MLmQqiuFPGQeqJjib3ErvHav2cGqlbfyDj8hn4Nvr2e0ldu5XonNcVGfLCfRDFIyiFAUZlpdkm03JGqqOF9i+KlF6RK/o8uUnAa3JEPLONijYJBK5NSwpFfvHw+6IbBqbYJko3cXQxKI5tCoxeNhNtVKIcxjs1mtnbYA55dvrREWLUewRE+siRvbUTU7et6CN1nTfRridCnJJFB6m3RepsADkiQ/PJ/I+WzTEggaqLabgwTq47dUAiUp8t4xFQtNXMhiCz5NgEJsZdxhvzTh3CZyNjzR9T55eglnNQjCWNRKea6yUh0e1p7Z61LGEs3INshc3gLtwLvaTuZqxCQx4GMGcTKaToJtwMOaOr33od8ODpeIxZR4s9pIeW0quq61GnwZNg5u4nMRYmie8XNGacoWyo73oVn62uEw1JuUQt7mFT4IS0sCEFpC66lPJvWmbbU6GYxdY4cRJWOEMTXgClwBjR6RQgdYuLkLrgJiV1UqP6GEI0r/sywi64XpIsaZPMqk0yQONFiDJfBU7EPGX/F9ky7kB6etWbrZHUA/fA+VlAOLYhw30jcbtMKlaaQ+p/QawiZ3MRsZMWp0qyonz1Os9U8BUSpTHUoGHO64Lh/KaSumyD8zFOPg96Sd2NWjKrK4Mx6MoYAhJ3oUjV/hOh6W0Colh93PYhie12I23rgpRItMFxmWwxMJuCBxxfX6fwaSL0PWB/Uxw1qRRLrYTdZDuh66U/KupJgRXlpkRKeyv0Qxs3XU5sNWpUbFeLnbZhWTEJYArIieyfdGFFZARV7AZZ+iYwdoPQkGVfANEG80kxVLofkWxARmy+Ixj3IDoVVI0lLIGZQAuHkKKaazG0HyJ1HWtkmrGkbswRN/kGTwiqdA3FdQpMqROCvDmkLghG6uoC1p4EqQvkjGG0l8o8xj4HcD5ZBsnOWMSmhb2kziA8PINrkHPIQwWc3mawDFpzI611QmbBkBibQoeJMWRQDMZ+ErwpYpUebzLqRIihc0qhTPSha/Ye0Rhy8F7FnE2BRsrxWLTh86PiXpAHvdWeNflCABGygnElJRhX0uGQ1NkF8y3kTw4EqQZEzWwd4dL1p+wxo3aiwGuOyd5186QQJLk3ETC9l/w5ltRF0WQF48D5NSUcJIhfOC/ZzlDg1gRS53y0MjoPgiUTp6Ru/OKLanQmTYG5HOs4UinKmHs2tHBSlRrZ2DECjkhXTWylQKaCTlLndb1IKkhKIWXk9J3SBulFPB0vu8lNnhC0Qq1rZrg5cpGU0URwrR6whRuMf8ogT4G+WA/ERLfC0EQb+myRCfmDs9Xz3JxY64SxYZAiQePFWAvykZK6LpKI1JE6IjfJ1VasdpwCmjY9GymR8tKaFlIhA5gboml239Xu2wWkrhVT9Mn20u8pAPehRkWr1qWiA2TsXIpInbynBTMi3ABpSkaDFHW6Nf8+BKQaWxqwYYFJut2G4JXaoL2UvDFlzYBoXEZhjvocPBgZrc/Hp8aQExckTYnUKSkCQQGs1tKQ2jpJHXHwNMjZBDZ5cwoGvAc5wXukFwx3U3CTJo2HwbAV8IZgMMkZKuAiA9euNXNK7+tYMHbZkBa2kFJi1VkfTEQTi4emy4m+NgWO04STmuq+mbtT3t4GDhGpy2aRU5C6Ca/dMQrmyHcKBAWxpQf9PiV1cxPRIAHpus2r4vNzkUbqsd1yCrwRO3cK7ki2Y0ld5ikDdZ0cRFOXV1MyZzgufd5NeWYICNxYc6Cy8+Y+OGQqUTzuE2iNbZ5wv8ZdjQSnyKplHzHW/pVtGD9ZFflnCqnLijgfjgkfhPPpJHU3ritDCoKcDWSOdspr0u0Qq4hASrkpyCQU7jwoOlOu9MNoRL4MUauRtqwpRaSxMAFUvhWWZEMmXM6CLVGA6ML73KfawaYgE9Mqas8XUQJ9vSAfEak3Sd0zlRmzPxEq8ve7sYhInV2wkTQQY+d0e/NDpK4pYKz8Qvun1SMj9bZmDQpHIHXSHFKf8j2fxkXm7DPIMM12WfOT89P14e9jFwwiXFkMx8cBNnlC4wEb5zS0GnN+Y4CgES4eROo6jgRrwSnkXfNGIZstyAamkrqWYro9RxvbNXSSOi0OWbhpmhApI0e78gAYDkfAOK3S3BQMnIGK9sTcVXkGOXpWeU9a/JQe3rFgXPQ0E1DUna6c64NrE12EZCSV2xTUTIwtQxJNTV35uLdCVwc7U6g0p8LOTHhdRbEEXg/7UOdWE6JNNiTCNdll2kg4gFzJAGwNIU5p1xO0aWPVmeJakXYKgYr1HuxDa+WULX7ZNmlHNpBupRBISZ3sMJbUBSayGJkmfotVt4EgdfNSXXDs4iDj7DMsEpR1aVskjaSkTkUwPmzBPUxRBmj9InXPmwOJvXY6SV0o76LCQKRROUQXaaR2I956aho5BdIkpKyTBeGM2VMh9oDhwDilKVHSWDAeERnDYmAmXF9PfYBRiLKkhozCMv1NFXcZkuK5seIIc+Sigv0hKCJdRYHbnIrn5rmTAckJSN0z9XPuZEckNHMRKEcvE0C4zUjc80JWAh/ywNidFEkdpJuQKkPHDZAGrdSUqZNIaO5jSd17cI7amHUbXaSO9I3nVFIXqcs4m23MxkSWYZzo4U3HNQTPjKwaazmsEjfXY2575pQPztH8tZ5m7Bh53tbkWPNACpWVRZdOJ6mrDkuzeBreqlmB7gJPTUf3QBVLFB43BVocY/KgGMOYqrWMwkIHxRcp8tgC0hRIlzxQk1D3TW5BhgHQ/Wjwkd55oGMNYwqs2FWkEqmJoubsxLc3wYT2fDlic4oGyj7jmfk7+TBdAo9cckndeWR+eq51nsgETPpmIIaEyQoCH3Y+diM2pK546R4QanN/F8HQfvvtV88j8qB6z9goNCdSFzT6+5RInWwhiBNIOZrdYzIkc0sh03qQsc0expykE2sCOLm0dtEkdeQ/FoJn7Zx0f9eJcyPL7yV1S9YZGJ0PWefAxfNsUg6kLi0Y23I0BTyXlZb0Qg9KxMIj50JrlFQGuXrgmyB1nQEmuWzIRMmdYCYwEtdfL2LmdNsm8NLwuSaACIrjtPBkarvX3gapt2KZwp+OCJIZEma3gPiQeMw5ARWSz8ncwLNh7wgVqVtH4POaNuF3iACpe35je7AFd7R01+ham+tQkLoWQRGkjE6mPpbUFRFFyZyCzfma3IMQrdPwGtcwtlAqELE8n3PjHMydFM7nc3GBcYqVmrnAgenWH+mqW/BMo23TOJJ6fGbYQg7UR0htglhjTeYKzuokdToSbcyH8ig5Wi94gAxFau69ziEiXac8YDBcnwZ/Wh5jUqAd0+qkKBzRgQU1uU5sDjwIBauQi9Ke4j64X9EJw9MHS+N2rpxC9hwonhtXmqwJldsRVbB/dEb6UEQU5bKxNLvyTE1UEWJMdAtkcgv2bZE6ObJJ6iJrWjSb41jGOmWfEQvfRJhN+QWpcxZB6gh6LKlb8OP8Ah27EDalUFEwTvKNQvq0XdMYIFSBKlL3PKLAGPAcZO7qgsZSbWIMkLoAk3SD1DnaFJ41EicBmb+cpAAvjeaHgO/I3MZAVpTWPDtJXWhPO3NTCiJjom2G6MGSBrQGqfSuM/Jl0FIq6aTrJf3oJBhDzF7PQDgF/zZTvnVAO6CHQhPjBMcQpIlCe9RhJKJQcB2bho5FkHrsySEa2cQ47QQgdRFil/wCJrsMU4bLhnWB5NpwLqm7BmTJ7gRc8a1FOTCv6c/Ijg2wOW2SKRATskLo7FKzxVhS52yQYfTyN++BIxHl2iaDtj4220hJnXS5DlL37JB1F6mbq541Ulf/EESPqePhY9elQ0hbsy6kmIudpM7DummkQfcdGwUqNjJO6Y2d6dYZRUY6o7gkyuF9xy6BloJZcushSJtyM5M5sNiE0YicOMHcukVABZ0MIupS1NaZsk6ILhi7z6Q1yg42kdHsBAhq9JD7Tk9RKOIzMU3wFMbXvIndL3PnjfMgWHbEpkhyIv1m9Kdgh8gUCRHbmM4OnTTmsizNgUia14eALZwSELIT0kOuhBRQwI15aOl7k9TJUmTdyMrH1gU4hdj0TLdcs9hvHuIvTgnpIugxQM6CYt1p7oOjTeFZccBkKvU09zlWPvWsdS+Z++aiDp54fyepS+19XyJPMEVjlpqL1MM41xnRiSDobNH3SWcb239rAug80JkgytkEqZvAMUYmwtgx0j9LLlK0tEHTuouWCIGBcvSKpevOwHYSSIECJUTheXXtMaSwiNR1cdFMx5A6ogjpQobcRhQIUDcGUuZgxnR2sE8Ex+Y4BcTVtFkEzi5iGwsR9VRSd32yweY9sHOZjnG0gGgKqeMKpO46m11ySN1zkI0iXfc5BrgH58kivB+XpvCsZOUWHfm7+1SbGCO/KLpzbJwOB5pmK52kHquhaL4ucMwHgoevoEZbc65mmrYkkLrPMzgMiS45NuXjrTXwi3JoYTmLgOZCNCCzoOXT9MeSOn1UNMBbM851b+zl/Cr5Cn1SeCTfjDQL2iHdJkWYE4r5gpA2sAmEZm8WmmkuqSNOUkosr1ejQfLN55OSOnkjZ5O+gGtBsu5BM4LrS/vgwXVYABVb/AqwxpK6PWO8V7HXfultpK4rRoOB5oaxpC4YEkghdd0zzbZO2aeOF3xCKpNVCV5ybV0GJvgRQRsr2wA0YSw5Do4J+afbCOSAMuHacTT5Js3yW0mdbBGLcVTrfWBuwSYg1ZQC8uiMaKzuNQYeOlJENCYMbX0s2TAMX/5MpxMlmSDrJCyGLlU2ARU6TZAxdQsQYZCaTNB07+x1gZ7qm3M4Tt1NJUrPh0mnE0RRy0Tu2pdI9iaw4OiRQa6jp9mnZGr+tpEpO7d7KpuJXvZcyF7puORChCiQatqsz4xI3XWQRMeQOkJFVt7LMbm+ZpPFXFI3TrpGQvZsdsn5PC3DxglpWgg2pr3UOHmPjIZz7tLkFVOtJLc2xoLHMY0dsjAdUviD80mdayup8/CI2MAq7Kg2Nwd2CKq5CMDgkTOa3nBJSHfoUzyj9NbkGUvIIimSkaiXTqdwOqZwMQaMIzqEpNomoohpbDYku+B0I40cU/SaAp0INiCS3u+7775FTx8BpE5+Qeq04C5Sp1nrO44v0VC0y4GgS1RLJzdvZattc0DdhcyIcESIuVtpAPJzD7qfzDOE2yQ6PKHWElIo+SW3toX8kan+7igmt5HpXFK3NQcyReq25miqCO6BvMGpIHVj6TPGkLqM1hgLED3TNgh88Y3A13WMacFWBI8aooyrl9QZh7Rey5A3eChC/THeFhCMD7VyjbeSqq8LyMXASwlFvRYvjCV19y3CQJCiGJLTurpJjKViT6wetF+NqHus4zSmno/rlU5O/a7DHBhPTk9UYQWsSKSQej5oqDJBhG0iI742WFhjviAEUkpuD7ZslaMgWSBTpNc2B1wHZ8G5sJsu59IGqyS9V00FmbLhJtg2O7SXkoxuTOecexCBxpfcyLjbJCTdKuyPcxRk6HwbA6QuI0fqJLEmqeMCAZMuOKQeX0U3htS9R1eK68NHbRDI6SKKTb1yW5ohaoCujyLSS+p0HXKLXlRpoPTETY8lSUuctSbxiAy52Ta0JBiNyJEDEamYGGOvFxCrNibnUXBaV3aBvFNS13UzJr0LeC62GkYAjHTqV6DlwHiqtkc2ZHuDscXovRkyM4GHZ8UxdkXIyF7hC+FIr3NrUYiI3Uekrj7UNge0pWpF9BxlXGN22RSo2RpAcU+Uj3CbEJWzZXPf+WXpIusc23YPJERZJ1JXi2vb/8b5kKZI3QKlsfNU8DYUqeMrawWQprEcE6kjWJE6Pb0vUreQj4O3GIxuP6aOx34oIaQ8Emza2HEwUhed0vKkf/RpWs9YsgEDZZWmaIAn0n43psVwDOiOWpQYgsiguew3FyJfE46xMCiOaR0QkfC0IgGkzkCl2WMdkSjOV3sZY89q3aRuovochWQ98s0CVkE32BLblAkqbpMn27AJUjcvSYwkDrWcXCB1kqFgD6m3ravwmcg+Fsbp1WbrObaCTAVW6jWxQItc1OQNHCWTNpYOJD3GFmUngiDZCjmpmZH7PPegyEseFXy599xMmtSGcKOBoWsLcDUqHYZIXcYwRn7RkSPw9l6ONi2yHozUeQupAClDxNqVJg6B51ApR5IW1yCBdRXWkLqIgDHP+XZuKZaB8sBNqOa+FktBhGtc9adKUY33FMfJGBmlNE9KbFKvCwydHGCMOVDFprFy0d4MmZmICgmRNrv26GYXbBCpI5UxpE5Tj/1EujR1wYOMKxbWdEWRbSBJkD1E6iSiNhLymYINez6RRziw3IU1XqMzRTumKD/WbjTvw/yhJsg2cAsnlXZ/9ME84xBcm2I0cmx28IDxpOmHvdO/cx2H++fMODXPsLmVQsC4UDFwrd07x6zu1QIdC7wEW6kUejBSj81uiPe8QHMHs1z4EJGjPlIarIU2bYO3BJB6RCj06a4oaAgeBqfg3q3om+rQhkAu4uSkZkgdMU8Bx6myzjgZqQ6gdWVDDJqBGmNRiMUOY+ssezOQugIgUqd7047boEBPIzXRdV/kRm+ez6ZI3fuGSN1qyZTUc5oA8AP9mQ7tvV3f04pbzM1Y2cruZSBDcG2cpHbDkIYEgF3XxqkYS5mpTpVcudH9q+35DJlNV3AoK1E/YBMcx5ggkmNS1xDQcQi9pM74RKmIzYPrMr4hGEBaF4/Fs1vxqLK9DkjRtDP6HA35ubsdNqGlyGQwUJzR2JVkuRBVKJqFUY5JgVPIfEQQjM5Eow+ObYvMgWdJ20RKNEYrjE3wKdnF3gryi24KE1i3Qlc2ab4JTARCnmvuKmHERB/XpsgWyIdtpM4+LL0n8ZArx2y4xdZII1aK6thCXk0EcQapu4fcfU1knq5H9Enmiy9SbsI9kFBIxLrrBEipptwFAY/ahrFx7zrHrL3oyjhJSEhd5mRsx5K6z2jbnjigNiBAIp/K2rsi+jboRIu9qsi3vaTOW4gkGJ8Hx5tMhUGIPb8ZtOiuzdDmQJqkioyEyUWMYsweKilEMR44Y0HsU8l2CK5PxOMzeNsxHQgpoqDDy9MgY6uApaP1SIsRBsepqMNwl36WOxkmMBIRLNFZdZS1QVBFS0ZqpMvcrjFzje3L/hCdZ9T2fJArh4KcOWhRHjLNeZaiel1WJAPBT1t0PIfU2ZTCv/OTE7sWaAlm6OjGR1Akas1p/TQvZBeK/KJo2X3b/jgBbdK4S9ZOpskldfefQ+qCTxyL1ONackH5IL+oCwzKLx4Aw0DqInZtTFNh8GNPYX3vCphLE4HPIPOEvuZmcx5wG8g4Fn8wXHqYNHUdUITRiqg6LhvqMt4cuGayCBnHVgGe39Jat8/geNiFIjINc0xhqmD/raxNQE0Dssmujo0mqed2dpgHyEpA4n3suG2usQ2BWvRgK6jmBgKkPtII0vW+Njk1SJ1TMYeQum/HWpLUZRYyGvNUF4sviMhpa3RtAqpUfulbnq8DLuQX2zrkrltxLVbiu3+6fFfnn99zrki9r87SBlmEbA5/eNbptR2M1BGvkF5EEdXnqeA9kLoKMn1wHaSepmIWRUjFkNAU8MRSPg/Rw1TAXAeMqajNTnke6pil2k0YT+1Trnfq6t8hkItEQ7Z8QDZd+5YUdEOmQ7bwzJFQl1aeLqyxv07uwhpzTdSNEBGvQlobkLrPiNWSbMdn5JC6aPU85zlPzQ8yza5IHTm7R+12olz2nRPlRuHfPXivGkEXEKdzyxzJDzmKAmcgSJVluHfcJBPqkp9s2aBpwj0L8HKW8bt/DkcUjXTTbyRqwnNwDUg99urJhWcdC488lzTIOhipa79JezinShkgehA90vhIBFKmpUldVK64IupV2EXKOVFBG7yPRIRoRb4iqlzvPAaiMdEUg7HPhZ/nwHUidQU2Dm7pKBoBSacV7xjqmFWIBftDsVDQgdTVU7p6ktWdkBTniRhyI3WkLg2XDZD0ZKxtQOrSfpkzYkNwS5I6uBa98O5BJGne59R6OAMtukjde/tIXZaACBGblsOcjjfBjsYPrcTmi+0I+ua3+6Vbux7OL6cY6z7V4vAnsnaOLr2fg1E/8To1DjaSi5jzxgDnpYHcQUidx1JJljZIbVR8cwoQXUCSSAvZ6mu169zSei8vKNUTBdGou7TKHDB4/ahWw8kuPHSEtrQjUmTkhNQApIK50VgXpKzIQoSm35UzXRKKfLRBz1H0OKagU7A/yGJInd5Nq+1aPYjsfdmL54k8Rfg59odIrcCML6ew+rftfWHj6WrJtgU+bcglddCdIgBAiG37rrdBS5+2WYTIlvv2pZGNq/2Zp/vuu289vkOIDqFYdUsa6YOCMt5yPbpYcmRdzkZRldJhnLR1d0X4xl2nodd5fVc/exuySd0FichE1opiotbc4kAbkDoJgzSi00M6szSpq17rxpCucURz5CLXRu+W/ooAVKYVjpeOfKWjvDN9VWQyd0fIaI9kHLTOnKhoDIyxgjfDY0Tr3g1yJwI5x5LwvkjdHEQmOkA4ADo2wh4C4kDQCIgtCKDaIHAzRxAhQrSVh8g9pz0VqYed+dajPlKno7t+jow23SVBpKAxp1vi9rX4RaTuHvp6wVOYxwhQRosQEWMfBLXuVwA2NlI3vz0L5+iSg9N1JvhrTMNE7GSpLuB9naQu/Yn9mL04t8DRBe91PgYqenADS5O6a/TN36ICu5XlFEz6wOjpYKIYPbaMIEdLy4VzIWFFXY5uiW8PMvGlb0iXg1ua1E2utJ+2q/BT0A3951YYmugcedsSe0Dgotwo/Of2YLMhkgpJDyGSPLpgDsoQSYw0WTaYIzMidXKKe2BnfddFSkDqDv3eOfOSc2Ff7Iy99WXdSF0bIGLT0JGjRwepcwbehxj7EJnJFFI3RkPyC1IX6Mpm1FByFw/iKE7VPXjW6mgysMABpO6FJq99SESptHAp0xwSNojarOhSCEfa6XOWBH2XAUhXRZNzo17Q3aEdSeRvUs2RoFJIh6VcnIbqvglCC0wfyBTo/lEkVQvR1bDU9Qa0ZDm/yebfOW2ueyM8X33FCJfeLXpDSm2Ibi5BEFJX8MxN+80Dra3kwyF9Vr0MqevSsMgnJyN3D2pBJB5NFF33ADKTqCHkblalcKjFj50NtfhxYrH3ifdY4TwEfKSjJt30rA/I2Te3IWfyYw6pW+uCM0iVInDOtcthCqJjj318kLPYEYfgZYEsnsbX5mfKqweQOsNLU5MhL5YD5zQwzokk6XBLk7rUg2FKCWngBmouPBTXa7MgBL8kqSuEqVxHu9fYzYjawPi1SJrQFnvlLpnOhfPL3Ew21fqpi7v2RsQkzG3xa0bqZJQ+8gwgHBGoiZ4jR5BZkboML3dhjUzbNdG7hxa6TSF1dqVJgZ1p8euL1I2T6DndmXUIxlznFj4i2wzJL56D17oHQW7OvFIf026oXoY/unrUAVepnyB/heGcSJ1jMi6cHkVFHaVZ9zuA1Gky0rBIaXjiuaDT8YwiCOdEuumHLwEETKdUwGM8Od50CNr3TA4Lmpx/rjwScO/SRDomoxIxLHG9umcsmrLYQ/Q/9hvihyAbkk46fE7OBC3YH545qYWOjtTVqhCuydkGRJm26CKrHDltLKlzMuak1ZIWFeWQOrIiS3IEova+gvwUUpcBIitZPXLvI0SfnbZwdnX7pOAIODPzmi2TPvpgDG0bgnDJVDmdgO5BXcuzFuX33bdnRoqVvXm9MR0Cu8EhQepkNNfVS+pLRuqichVsPbHO6dvL5xRe26B/1M2RSlTZlyBgkQuNXqppY6KlIl8Db6l1dB74N6cINgR6pchJdMBgGeOStQsRC81Pmmgi0AIL8uCZi8jSDa4QXldKbh7q5GDPdvDT2ZQjKYrmTXTBQs7+R2mkznHkzEsEYh7LNmTgfTq8exTVI3XOIIfURaAKk6JvOjk5pgtIPfaFFxG3fWVcE5yjjhd27HOGSFTtSMsnfqGt5zwH9yBr9h5bl/R9m5G5Tw83nppTcjrX2Adnp6DsM4yBsW0ldR4AmfkA0oNWm7lALNrhRP3OKaXS7L8k4SAZxukh0QaXIElFLcbOm/PUS0WmBl76J6Kif9PDhh5iDshDDNQEUpSWHS1x3gBdkB5M4kIyS0hcewvaSB3hdkXqIIKTxYVmmlMEZAPxHp0tJJ4+KNaKDmV2JMYce2lucDVE6rp92GRft08KXWGie3p0X9snpKQukHEPQ0DquIjcwWl2dQgFRN0kY+RpnLoWjKVAuNoyg9T7AqCQUhA06dT9yOpSgm6CpO0zqB8+A093yi9guamiJk9GglgCLlyxVEFDFpC7l0UuaEpI3V7VfZ59DPTxckBIXdSzhEQSMBlogMbYJFkKogrdNCYRY83pZsiFSF0KaiJwSks65Z2KdJKJoj1r0Zjtd4e+i9J7Y4EMKSWnhoEA2ZVggU47VAeSlZN4yJai9pxaF4fumki0Qz3V5rnolpSi1TInEEBWOoRo6rLuoexBBuAecFbX94A24Tko9AoCh1ZGc0ScgFWrCDpHBtO6KRuItvCh7kGE7Ms4BL2uLce5cgQ6/TjlNme2y6om4r4FMQxIC5KbNmC0WYfXjD08VFG67g4DE1EBUmOk8fe29w4d3ktHZlix+lMhQ199/L35npzD+/Twinpdq4hBZd32Bh7W1Ot1GEfntz+HaBqp0944IuPf9p6hw/U4XLPqv+dGJtFu5mdF2KljEec2zqImRkr74/g5Pef297h+Br90EXxPh6zRGCHQ6FYQTZsTnou/NcednVkHoODNrhWmzRmvN+bpa/3O4XkgQZkUyQP5+l3bZziH5+U50qLZuIBIMdxnp6+Ng+36GykCqZsbMmSBRJMffJ7XCgQQoSCDLKROwE5dU/p6h98hUNo+CVG0Tv4V7Tt/8x5cv88WEXMAZFLZgHvr4qvguFjcJADq4jjX41wWKpGMES7bl/1wnulrm+9R7MRF3iMIIoWSR9PXuh+vNXeMC71epG6Bk66lOF/bezi+pz/96bXkxNm4b3+Lw2t3IRcpjBsVzntoDh5fmuLwmrGHAoZ/FTG16zin9NNDiL/Ha8Ye3seAnUsE6dzIjAH5/ZzzGgtpI83bgzEOPsfv296TexhH5xeJIEjnD0ljiXPTIV0vInDN0VI1dSzicA6TjFbr/FbuavHye9duzO3BQWNdMqPZCUDmHK36TNip4MazMrZtzybmognr9d5nDnlt8/XxO/bJrtiUw/NyjvS16Xt8htf4DK+XRXumEWw0D8/ae2j8rsn7OI8u23Ue9+hend+8dw9ddu6akCyb5fgcbFiU77Obr3cen23Os0uf436cp+31jrBX9mv++QwOxO+b74nzCHCdO+7Z71xn+tr0PQ7X7Lzeg6g9m7Zx9Vpj7rpdj3nr2uK5+XvzPT6/+R621XzPLhMyDlqZlMFB+0v/NuVwDpEJz25QPAAXJF3inaZ+huuTanpIbs55DbbPEuG0vSfncD3e73oNlPN6MNJIOvicMXG/xpeheOAevLY1f5tzzQ6ylkp7GKAJZYyd12e2vWfo8D6RlvScsTkvAtct4W/Gwt+NDamA7r50f/yeDtkSWzUZTT5jaCz9TvrcNu7sxBh7vUmLrD0DY958lp6B36n/6Gv3/Nkr0mMP/t60Wa/3+WQLDsP8YZPmk89OXxuH17Mx8809cAI+w3U2bdfnuTd2EQEMgqZ7+33zeuIa2RLyQ7bO7/os0Q9bS9/jd17vnD7DNeEV1+Ja09fG4bPdI0cQc8Q1Opcjfa3P8zv3JyLmlIwrwsQNcc3pe+KzPWv37D0I2LNpuybvj/npWlwTp4nH3FvbuDqPz+coBFgcpuvDTek97KL3mYyiLGmTtEYvNcHe7x1eM+XwXsK+AggjMPB6S6WX9LIp5/YeuhMtShrCmA249FNlmAzgXtreO3Q4t5RZgcTe5AbZg5FCuY85Y+F+XRtpxEM3gXQduFaf2fae3MN9S7uke85toYRrtnpVN1Dbe4aOGEfSE+mA0UlFpZ/GIcbCa3yG2knR2g8KcpQxklJL+5Gbf40te2izUxqsvnYL6ZA0eVFK7z2O9LWegbGnV8fWArJMOqv54W/N5x+f7bsC6MrsW4utua8Ok77W4RrNN+3J6lfsANmRKBUBm7brmtyDhYyuXeRKgyeN+n3zesKWHBZayeo5MU0PJBk27G/pe/zOdckOEZprYvOuxbW2jSv7ZLvIEhlqgMBLfePqOZCEODNZhGvCi/7Wdk0+Wy2SrOU9iqyeQ9u4en/cB9nFPVjYR/LxO39rvt75STDaURG7sZINmv/puB6kULou0Kx4ShdiRzU/z4UbYVgGkPF7wEvB4Dl3PMyczYJyoWgkA7C8d+pXBbaBYVomznEiBKS+BBRlnJfRufaCPKSFUoRI41bApokOgTOwMIZkwfn37VYYkBWIbtlrzuvVo0SRUnaFvaGipL/T1GUP5vDQzqIIlB3KeBWHh14vIECIImnRZo79mj+IkG3qWR+Ce6DvCwI5AYHQEIyr6Bt35XzvQSyGFMRa0yEYHEI4S5zQt4kZuAfOz3OTaQm6mtgIqRPwRXuiAg+Mh5wLUYK+WYbM+BWTlgKvKDoSMZBJTEZEPxcmt/5bD5Chm1g5GynlgHe3H4QUkfSyxHiIMGQTUj8TgfEVLIO+tjUTN2ybRCcj7Xu9xScyVYSORLXkDhWtRfZSeYELguvbiiB6ozUNiHI1Poii+zIzc15mZ86L7PvmvHsTAev+INOK7BVu+9o+XRPnFd/JSgHoGyNwj87NljWFDG3XK/oVLBojpG4fF7/rg8heBmQeuiZcMgRbJrsHDtxz6euYEflbzOU5y8o4nSY2Quqq3lIRg0MuYXRzIRLwYNwc7W3MtpVDkMY5nyxAymwbU6Q5Fx6WFkkPUPQrJV2K1BmsyRm6H+OYC+MQK/DofkMr8AqWAVLfb7/96iKrwKLrW4wComByocjN/MqJQNlHkE8OqcdOnUhdZ4qOjj5SJ12wHRGrOkLfEnj3xjHpskLqsnqReh+pi4DxCEdjPlmtPhQVp6Seswc7AhccBakjeBlxH7RWhrPEeTmkLqJ3D+5bm2XffXOW1i5wlp5fm4qwEVLnhRmpG1WU6dtBLhc0wIj+6WRLfnEDY9VSZJBp1CaMiTMUCfTBezkiu9CZGB447X6pNsA0UlcAWkKOouuJzhVvRI05q/YK5gOpW1Qi7edQjXuf7cUiGYQoEDE3hkBKMG9E9wKNvt55ZKnWZgMttmsjLIFaH6lbhS174Jh01fUFGe5N5h374ygIqkP0RazmDUdDj1ZcdW2i2L5x8ndKgXEiJQ1tIS3gIodomdTtY+8bXNYHWZUx9dwsODOHhiDzQerqA5xfH6l7DtpcORmvb9ueeCOk7gFbzo8YDOgShMNw9YO6OZXfpb+Nx8Da8dBgx5dm9xnxEEgZUlBGxXA9cIY8x1GkEBFI44yxgpmawFyISkxgzpijsE9FwfqB1GM9Q06kbt2H56TjApnoyR4CstK1JIq2olFk3QWROscR21vQ4M2/vvnAtmV27kE3i4JeF5wH4Yb8Ipgiv/jcLhgPBGtrb4GX7py+6N7r1TVIk1qJ9XfnjJP71ElkbGUoQwvBQh/nmIaklICVpByT98gM+t6j1572jvfUE9xTExshdd5KZIDQpD6WKPc9sByoAtPT6OlSsCWLmeD6eH8PiFRiEswhdaTLsHWoqForCvV55LEglYiMkC8DXEIqka7KLBSvrHrj2ArWDwGAOSLq1j1CxugjdYtYEA7y5ARyyIpGrhPHe8iXSLUL7BTJRpapKEkuySF18gv7sQNsF0TdIk4SSkTdQytQjQdHFCt1kXrf7pfG1JbGsk7NBDYAG1rZC+5DTUkLofFqi4xTIGicQR8333NIXcArcPLs6OV90T1SR+YUii0ldTfGi7oIpO7GPbQ+Qx2CtkuakrTIBjpDqdRYMGS6m8jBdSvKzCF1xqFqzcjp9KrkS4LRmjiMiVEptM0Fo+eITTQTbsigC5YB25MVIROESHPtmytsX6us15oTpJEhSONF9wjRasm+vVkEDCRTGTEpxeZxQ2TFdsgVEan3yS9kDhvdkRXYrhbLIX3cXHTNZF3XZGvovuhe1kmvNv/IIwqaOXo3lYFMhbfwjM/ogwzLPRgrUbd5OYRoL1UfJAv1FWM9N0GsSN26nC2TXww0w4vquXatoULLENwczVF3ishBAWFJuGZRgM/Q4G//mjn6NwOkGcosLJgYal0aC0QgkjYxtJ2ZsNL4OUgN2kQbMuiCZcD20s4OtZI+Uqc/yyZJKchN7WYI5g8CEbTIHvtIXcYmC9SJQzpEiENQ45GNmjve07ffOQLnNARP7lfhdijgG0vqol9BD1I3B11PDqlzTghapI7Utfj2YQqpc+CegXqYtuE+UieD6ZxD6toz21pkN0bqPIr0DUEgYXrYnEhdymkQ6GMKmUuTOkOTAjNKPaE0uDmdKjILxmpVpnMOGcdYuDapmEUVImutk4x+juOUTYkWTRoFqRKpbwZsL77NKofkvJYOrUNJnSln3++U1OnMfaTOudskTNRN2hvaCAtE97pTZI7sh4SEWNvuw/3aK4a2H/c7BOdBfva54TRklD6vq/XY70nAak7moDblvo6fAFLXkom3ZENtckeKaE/UZcOJ5MgvFjWR2gSQAt4+Uicz4w+ynOvR0NHERkgd4WizossiHP2bLmZO5IsU6UqiXsWSHB1xDFyzrgMLCRiBboQ5pI4QtYR5GKrWPO6SQN4cJW1VNiRi95lzdHvPTFoofSaZDS0gKVgGSA4BxZfLDEXqyGPst3+NIXXkF40OSD1nDYR7YOPskD2KQLuKq+HEFADdL+06J+DzGhG3Vk4F4lih3QZRuesWoHF+es5zOlM4NHo9xyFg6tvSGIHrQnIP7tviqJz5NyZS15dOvhWp23+9zYFvhNTBg+OF3LC0UrqV48XawOvSoaSbUkKRg+WxS4LD0V4U3/so9ZpD6lLDtGqds53qWLhmEZVUUeSiUJNjuG2QNtrAX0vamMJSwXyYK2yPZmq+CIL6kJI6QlwHqZNfFBm9HiEOQXYepG7+CDa6SN28Qla2FXC/5loOqQNnYDsPerTMuquLx2frOBMEsml71Od8BmdgTDkCe7J0OTRzj1qgU07gyhELinICV73titW4QfTdJwvJRtyv16ptbCmpA43aQzM4biRHb2qDiFTapYuEMdMU50SkbWB8zmtVnGv2sOasKqV3S7EYn2hqia0S2iCtFBkpfknrcnTDNigscQoimygs9UUQBcsByVn+TSdXHxEh9tVHOAASAduyMCWH1KO4qlCqY6qv/1qR35elk18QSo78gtTpvYgaqZNIu+TAtDAs6s5Z8h/QymzzMzaqZtV1H+RaQaXzmxu58888cD20eN0pvt6yDe6XepBKzDqK2u63CcGTgE99EM/0yUIKyu43uqLa7nejpJ5+HRZvP5XUeV2tP2QBxsx45kg5beDFRRqiGZEvva8vmhkCgtSdYGKIpk2UdcC3V5moFkzob87RDdvQJHXnLaS+GbBlUZ7oFkHI7ESBXQQhUhfpidRFuTmkHrZNVpD69xVX2b1rYQvsV3Q8BCTHcSjquQcLbLqaI2IFrXMjTlJPLpAcR4PkROJd9QT3K+MhH8lMXEsOzIO4d0FZ1/qPuN+0GcSY5pA6Z+C54Rnc2McN247UDToi1syf+xVaTSBbJC7KMHjkkXXIAj7HQwnnYbANvoc3BSJdBSNkS8qYSrZD4PV9Bn3OpJ3qiLxPn7H9JUQpFk4t7TgL2sH2jL8giIMe2gtFdiYdJ0WqL+XYFvIjqagXISwRL9mnDaLam9/85gfs45LTuYXMEKdMlxyBtBBrm4SJ1NVsgjjHrFwm28jYkZzsvUt+mUPqdG7Xxvl1LcCLGkJspWCBltbSnDmDzzQicH5UjD5S51BF9Bx4l9y0UVIXORp81VvfOjJF72UsbkyaI+r3rS1TtfkhGFyGImWzFzNim9Im6JrtH0OPJBfR5abKIkMgGdFijTMDs0hrChRF9UdzaKKndclFBQcHUjdZdVyxGZ0t9inpsnPttl6nqC1YQkRDEFDpOKEv27qjrxtElsCWOA6tg0PffxqQidOWzVOrURUO24Iir+PAIlLHE7lwTo6JvXNoXRmHGoI2X5kJxyHbz0FE6jpTyDZdkTqHm8ov5o4oOjdS1zLsfVqIu4JU54rCMA7tKgxvlNR5ORcj8pOeTCE2N2ZgbZrDWOiN6yJ1E0sxgmwiQhnaj6INJqh0WPdMyDgWYq3rmk1+hqWw47OmtnrGJIjFKbmRTcF8BKnLElNS74rUBR62c5YBm2PaCYfgNbR4cxEpel9Xs4FONas8kbrOrTGrt2OFpXugxbfZ/RxSN5fct2vr2xJYY4Lo2XjqlMkldYFnuv9R1xdcG0/BpoxeRo43cuVlWZhaSJC6jpsm2ASyFwy7B62ivu6v7TM2SuratHh6kYF+2ikShHSGLCDC0KOOeNZFkKIKUbUuG5IGzzj2ml0vg1JBl4bahGxoM6Q5kALavZJswvEpEE2BQp2J7N5pul1pbcHyYBsiTjozpxobN3VJf1rbFFTp6mw0h9RFoEiWrDBUCJftyYhj87wxW2dHHU0RtKuOlsovAogx8gvpwiIcpE6/t4y+DSSjsGeSbd+2CClcG5lKhq2VkI7dBhGzxgTXLxvw/1y45nA4FIG2bCNsgoNhE7HwqM0mNkrq0U0ipacTTikWIkmGwjEgdlX5qTp3DqRGol6tUCZZzhLsFK6NR41OBp0vOenxVIhAdBkhddetdWsKTEDao44K9Yu26KFgPYioTDeHiY5IzZ2uyA+pi9THkLoINDdSl+3F0nRkkiu/QKywtFmVjfza7oEURO92HTRl95CLdIMrmWnX4qB0q2H2nFuHkx0pROMr99HVmeN8sdcNfvOeXOAUzkLBVxaBc9hACj+Tc2IDM47e3G7L3jZK6i7CSkdphj7q3IFNodBixZliBAPQrz6nf3wIIiSRDA8/hdRlEZZ8R88xo2g+sCWBfE1QDk9BhTFPKXBq3RKZ6VE3CdZV2C1oBxtBDKJDsoTotaurRUqO1EXDMsucBgRzhoxC7tBNoejWVVQXEcpUBVL3uMc9svZrD4T80rfBlSBHFM2B+VeHRy6auxbqQGkDh6J1E6lbIDSG1O3TFKSuNbMNAtTcDcyaMLfMN07N+9U6mrU79iBbtuc8UidndW1gtlFSp3d5yG5aJXmMcQTchFTQACNKhLluUmcIIl9LgMcWHkUmevI5INe87m8PMkEYhfFFCLmFsybomroKTBbPbOnFXQXDkOHJEJGp7KstLUfgCnlInfygcNgV0Teh+E2PFlkKNmxl0QZ6vo3zHLKHMR1Vir1IyFfnKca2NRqwTwsSoyd/6MsrUiB1vfDs1Dk4oDZwKDIZmScpdAypC4xkGuYvDmiDYMqc4YDJLzm9/AH3LzNW7NXVwgE1643kF1m4uag25145sLaOpY2SOt1Jv3NcPG+Wkyqm4K0YrwH275JfCdcGBUN6Gi+qmEGzHgNGzJijsLtuUvd5JrZrViXXGTFFOjF5Q6cV+U9pPy2YB3UNGaJMUTTe1IHZvcBIu6F6DbIileTOB3aRs2GbYiT7F9iIFMcUzXV9CYp8IxPH1BZg+B3phGPyhR1jCrFqRoI8pK5I2SU3InUODKlrH8wldUFkDqk7ny/IEGlrm/R5uVDLUNMglxor722Ok2dKWortiS1S6qpzbZTUeRUrK1WRpfUWGeRsPhSIoiM9ibfSh41kp8gLuZBdKO6aWNq6ugy/Cx6OLgYeXOSsU2GdkKaZ/IpBJCqppmgmtzDr/aIEkgsjNtn0vreleQXrBedMQjPZ1Y6aC03MJ0EHUjPRPWvRXO6zFmRJ49mJ4jrybgObt7OhSH2sBCkgUDzUEqjfu63jTWCnY0sQoZFgTCHWtZBESIUKrV17/pNpSUhkSVlJrpxojF0PEjUfkGpbIGrc1QUEq9YLjJGQoshqjDkFDSXNz3AdzomDXIe+/65a4kZJHZCwYgCC4/XH9D8r7iAYBQ9RqP2aDcg6NWpGs++++9ZGozI99osiGLEOHdkJg+paZrwkGIDozcOXmspmch0fQ5HW2XzNJNOlRLtbZzG6oB0iddGxgMJcacovojdBR0TqIlDyYO6zFqmLQJG6SF2Brg0iZxKQg5wyJlKXmdOyES49vk3GM4cVYF2HmluXc2mDaFU9QASuG65rtasOFlIWB6OwnLs62ljKhhC2Mab5t63uJV2lMtCYBgVZMNUCxzg4IGOSwvxT2BZgmtfGsgsbJ3VRJGlAUcSFjZEzaHn6Pw2c4g6DWaf0AgogKtNReByjlQFSjxVpFj2MqexPBQMwOUwSkTbPnzvRReQ0TQbKiBWlEce6x7ng4OBM9UcjdXOlWc/xTBAMycKzEkX6eQypK656L+lG/agN7IcMJNruK9i2AUHpomL/gpsmqSNHHEDmU2vT3TEm0AtSFyELFLtIHW+YDz5HVJwr+7o+Tkx0T6ZSlG3TspF62iE0xjGB54YfBKs+q9mK7PPShgsqRRc2TurSHjetOCNtHJtqaZESvYgaLBFeN5Cyzf5pgh6qdHIMGDEt3jXT1RVN1w2krngmMlGgZcS5pMzYFVojgtM+agzWmQ0VtEPRD+nK8syVZgDEASN+tSXPigyBqHOfFdu00lOEi5Da5pOiK/v3GqSjE2TMHkC0YnaPdEW7TfnF+W1RIHsXqCk2jml1Jkmp/yBTQVeX7OE1yNAiQnMwt0ZkLAWTVoia/zps2vrDRfMkGtcRnSljQIbmcCxc4pybDhapUykEae7DSt0ubJzUGRL9jn6kSDO2nxPJIEjvH+sNp4ABywhIPgZ8zMIIUEChb4uGTFAp1LrBAGiwojw6oj13cuUTTtfE8j51i64VdAXrB708TembE129BkGRBREOOXIMyJlWdkcW2ZQGERqCJVcIwhBi1yrGLpjfAgTz1bxvygqCCNG1oEkQwoE0X9MHZOj6OA193l2RujmADI2V+ZwbqTdJXaTeRuoi9dhKQc1vLDf5jFAw1EaarZk+T6QuICaLcpBd2DipI8nY9Yy+NSby5Q2lHdI01fipC2vGQDcJHV3a46FKD91DbjQkkhAtq+zTqcdkJlMRpI6YFW38v5kudoE8Zkc9hWyp4CYyi4J2IHVReBepC5BsDmceCTjG1muQOrKK5fnOlYKNkzfYD1K3tqSrN7oLnIDiJ1syh5rSDXL13QpB6u5hDKlzbDJLDkcrIcfWRtiIH6kjTtuMjCF110whiFZC8mRzDBC97hpSGefl2Y2BegmZSvtnmyzNkZKZtCornHNSXdg4qTMkFyTdMgBjogveSxrKwEShXT2pS4I+KUOIYpTUiN6VK2d4uCada+bM1vHlGE0gcNv7InSpu46F3EjdvdpDg4aq+ERPLdgaBKkrnonQmoVMpC5ztJ8SwhmzNB2akbrW2xQIjZyDTARSolzF27Ze8y6Ys6QC10deaLbhRaTOqUyJ1Nm17i6yiM/gpGjgaSHTHDYHkLpvMZItj7kHBG5hEcLlPDiRplNA9J4TWVjb49hvYhNMcZp4glzbDFjJRYItLY+I3ZfYd2HjpG4w6WxRoDHYuVCF5+05Ay1QUxYvTQHDQciMwuf69pGuzZVSuFcpkwITyYgDa/YarwMcjgxIVCJDQNI51wuxzwdn4BmZxAVbAwVqzwJZeBbNRTlInTyG1GWRTVIeQkrqiKLpFILUBQhTSV1vtWI7wrUAaR2kLrgjccpWbJwn6o1M2lyIrYPxjVZAUkluUBbQIGEMZDX60Y1LCts4RIfQ2F5+IHPd6EY3qt/PgTdlJKTOYcVukc2sKsXGSV0aYYDo6UhSWpML0gXjln4oSoxd3TkHsTERbV36llNoQeCI3IOi+Vk11iwUrQMiE86Etueapb+58osd+WiDHKeCzybkooJ26H1GujImk1lBMQViISvIyOjJOk3GAKGyazKd/ujm7oiiXdkCyTOKhM0oeAiyi76tQTgIQRLHJDuUeTQJsw+CFVGtYA+pux86e5A60pctaEVUTNaBg/TH3AOQiKyw9izIUU0ZCamTLKeSunvWgcSBy2isKk2Bb3ClLjxSlRbNLmwZqacrtOIBDIFRiyhEvbxa2zdprwseJE8vqiEfNVd8tYFMoyOBMZCLaPO55DoHDNZnxSZi/s0tboliOAMTzL+MtWBrIHoTJbM5NtSUwpCXlBwhO3SmjAFCtQBQRqfzxKrVFKJZHReKteaqjG8sGSJUhT/ShUi/manKFtwXxyRSl22MCXyQtlpDV6RuvsWqU6ROChK557Z9Bkg2InXPghTTdE5B6mp9FhuOJXUNCsZJ8KdbqPldqBGph1S2reQXnhU5iwYRjrTIAOQMsoH14A0cY96ElBFgbAbU4bOlvkNI90m2AGNM/+0cmHhSUqtCpb02U1J4yUk5pcsckBY2BZ8x6wgKlgVSRyBdpG7eIFrRI2ljbIsvrVj2yD4ELEgjhTmJ1EmOSF3EPZbUyS22ChDBki60HKZSYGSzumNEqYKR3CAPXI9xkLm7B1IPmw0+YfNkWovokLq/CwbHkjqHqRArY+IIm9mE67bilmypJ34sNyF18xWpc7JNUhdEWo8gIyPP9HXRbZzUeU7Egew8BIWgthahNqiMI0gDK4IZk6bNBTmDZCRL4PVz9o7gvEQ5iFXUm/OeJWBSWMwgalF4kd0wgpz+YrqtCWYhh9R/k9lQwUERnScmetvCGkXt0NwRM2IZA+TKLkKmUzdKgfiQ8LWvfe3671ZWj9WiSTzaGt0DwtNOmAZE7IudIivSgkxxLGQcVsS6RuRO94+MmONi02kvv3k4xnGAVdm6kBQqXW9K2sZJl5hnJOOY8r0L6ggWKcq44luNUsheohjsmfd9peDGSd0AMEY3YJANthStj9Q9AJ6KVhVRL107J1peCiaMHlXZhaiouQ9HG0RBNHhShgkx9kFPhfGKKI+h2WtHppHjVNynTEjUQcMbW8UvWA50W5o5IpE50XVTmEciUKQu4Ghq7kNA6ghXRwhC5MRTmKv0bguT/N0OimNJXSBBH3aNDhFoGlwgcc5Ey6MMcWoQgU9cI22dowo+8VnmIekHIdrgbiyhg75z2+8idgu2FLHBucwrztdGXuoG6lC5cmfAdVoghdAFVU3NHKmL0AXCuKRvcdPGSd0guAG6k0HWIiS1oa11gSFpBbS3BUdg/wPGllOsXAqKMdIfpE7zalbx2xCkyph5900USQPSUqkznQ9Bc4gKb30wyUVSnJCIQdEq5z4L1gOBDIJCSBalkClSsuBwYxUjYh4bqSM+8ygicdJEKo2IdkWMHAan4tt5xsoWAi/nEKVzTuZ62g4YpE6vVrCd2vwQpC7r8BlB6iJgnSJaqOn6YzuEAgq+ImVj7d9oTcZnahvqEUjdWMkM0nHMgTGhkyuSetbNPnS2oEdeNxvJum8ny42TOhgIrVg0KmmZvVX6yMMA2bEudHjkKkoZa2BzoAuAUXtw5IwcfRyRMzTGqg0qNeZNgOFJaU2YoW2DPROr2hin18swpPt9zrZgvUCqsV+4DJV0kO7CSGJD5iI7C9vGrmIULJFCSRfIQlovA2ULgBhlCggRIbONsZp6tPV6v641bZOpbCrilSHMjdTVudyDaFojRpAqUqfpk0WQ+tS9lwR1HAZSx0MhExkr3IXDcIPtfxHumAVaYJxkFCJ9nGGb4hTGzLMWCGvL7Ft4uSWkDrypiFDVXUUaSXdBdCJN1GLnhm0UP9a45kJUxKhFvQyUofalWP5mKa/rFWnpG/fgNgkTxJjZE4OX7+tkMZ5RXEUgIg6F3j5ZrGC9iPoT2c8zaS6sQfikNfNItDt23YbzcBLpZlXOGXo0YmTzyNZhEdKUeWfuCBLUdxB4utoSqSNkgcQcUkeCsmJzTcAYcxOpyzi1ASLEsXs3BfrkF2NovY0I22s8s7EyFdWBLh9fpiOzDghendMYKpjbKbNPFt0yUpcqeogeNF29zyBFi1LPWGSx7j3J20DfZCyiDamknuAuOcWDVkihQcosRFEKG2NTsrngKLV+mvSMulloS8EIFYM8C0ZlgksrC7YOHKp2vSiQCWZkUxFJq0UhGU4bqYytfyBoduqLW7QDcvxkhrDTIHWOw1w176aQOs0ZWbkHHTTpdxJoN5QBi9TZ6FRSp5XL+i1ics0hzZq3SNA9aHJo9n/nQtZLyzb/OQ4kCwjXM4ovrxDFq2eNhYBPoBv1Dc86njMHpbMp2j45qb762JaRugerqCFloVHHILWBtxX1eigON7VpcCy+kUR7mXRXGtdVqDUZRTwKTJyQKIo336RcBCasLEg25OgzaNFZrEJlVBxSidK3FsYfydqZr4vUEZlnS+obq0enpO78baQuYtSKiFB0nE0hdcEBIiR/qIul23sgRNKg7hd68ljHFLAS1UpLnXFkqpA6ZTYI1zhpsBC4TEFIk+Y+Yo1FeYKhtO2TlDVlnnvWMmlrSpxHfSOkT4RvawKOVY1MXaCvSWTLSJ0eqNlelCHa6Fu5SE/iARmeBzfV286BB2VzIpGAFEhk5B7aIErQicDrInVFnE3XAIA3p/UxaKlh3+ZcjEoFX4E0SGJsClmwLJAq7dTCGraPfFPNW2CkCE8SJD/0SZhtcB7EIQJnH1ZrK5wGIdKFBQUyPXKcIvoUUnfNAjfZgNWpAp6AlsnY+sOqz7RVcAyQOu2f/ZKT4h44CSuqo0NIbW4K3IP5gdRxVrQURoYrsw1Sj+czBs5D0kHmUd+Iuh078Blqc4Jahd++TrotI3XeW3eIhRO8tOJG12DwkgzOzTLwrj2T1w0kLuKQZhl0JN+GaOMSeSB1OzvKNqZMiDlwHQpTdn9zHZaBd40xUud8PAuOU3GpkPrWQvakuB2FUtpzStwiRIt6zCEtcFPlMhkaGRQp+j9bBWk/O9dxpkOGBDCFsBQSBTgkFp0baW3HgirzxD2I2Kd2W7FzmrMAhpwTUS5iFP0idfWlqXsZ4SBZi/HmROMezBH1NbyEn2QiU+a5gM+ztY2B8abbxxdlcFBaQWUhnIqCal/TxZaROj2anKGTRJEEwXelFKSZaEnq+9qtdUPGIEXlkXl9D7MNvChS5FlFQCKcrYAH7xptycARkYFEHG1Gh9RNOPem2OPZbDqzKDgoEChN2HNBGPTokCllg2yMEzaHRHJ9E70PUnvZJ2mRxBL7miB15MImECNCnELqnASyQ6yConS1ZGyb629WME91TNFvTxohHQpoAKmrK80ldVsPBKmLloPUOV4ORdCpUEv6mTJvvEdWYdtdc1XWEsVY2YuM273JRPo6X2DLSN1g0NYQCM9EipGWNQkH2TBYXoqH1GJFJ9sKMBTFEq2YdMbmrnYBhkme4VVFJ31LetcJ6TPjE+kxlK5tg01UkYg02AS2oIUctunMouDgME/MDc9FEVuW6rmIRLXJIhIRKrlvaneVArrASrSckrq0X5HfZyMZ0sUUUhesiUDNYfuWpG2FggcBm7+pm00pMoLGC47H3KRvR4CIKG92s5vV94Z4p8ovHJPdZTVr6NnXKGEszCVj5h5kCRYQTZk3zqUX3fodWRkHReJxLvdAUsIlahtdsm9gy0gdaL5RGBABI78m4RhMKSHNTSTBI0dqtWn4XMUqFXCTicbWBg9BL72H4LWika0A788AYtEUsm5rUxThSeXJNCaFe9SNNGUCFywPE9ocEWnqkDDRBRjIBMHQqxHA2N7ogKCJbo74kFJEy+yCI5ElyBbIjXNI3fyVVaS7SVoZLvhBVggtpJ+x0HIo0he8CBTjPLppOCR1uyDKKYj6hmcg+3atSNgc010jyNO9owtnTjBkAZLaA+cnw/e5+IQ0SiLjVIbWyGwpqYtC6F8GiVRBgmkSjoq+tEdxQvUX+bjRrYBISEFmn332qQ1dqtQ2kfTheo37YgRjv69wSUih9QYjBW1liqXNlbiidMUyDkiRlBPddE99QTdSUienIQ3zAlEiACus52SvCJEEgvgEANFFQ+ohl4jidX4MrUjuAgdkDmsy4DjIRgF1HrKqgEJXW8gmY2GOyaLNS4uE4jzmIs2ebGLzMx1DU2CeGyfPQOATpO5ZkEai7XNqh1AAkQcfKoj6XI7J+hFBoqxsqCC+paTO6zMWWhFpxTa8TZJkWCrwHjzvRbLZqgiSE6LJRUrqXwPefIhSQQQpiqIlTtmkaElEd4P0UJdEs3ahGEeaCV01LWQVbD3CKSMrUgn71wpIVpCBKWJO1dMB0ZEsrL/QEx9ark4YsoKAyhqNqVG0a1PI1S6LmNIl8CQk94DUtepNzcLJisYJ4dqbSXQL+IO0g2M4xyHpogvmvnHiQHGRTiTjQVnwufZL4gBJsnP4Sb1BRG4lOIeHD3EernEPFA36fh+2lNSRoYdK/BcNIO8mqSMYhQ4PniYWet9WwPUaUMahxUx0QzJKDVFkbDdJ8gwS5bmntmktBd6fYXMyIrHmGEpJ7fJnQlimHJO6YHtA1wtSJyvY1Atp2F/Evi9+7192NxVIQ/cGUld/iedPfxZIKcYimKm7oro2HRuW0Lve9NvOLCokmeghn0PqCNb79XEjRBk9qNMpkpKX5m5QR5bSWu16BWsyF2RPQvY7PCWgm0PqagxRECXvGjvPIYrJiuVDHUJbHqnHKiqDQrdrSitaHaVPSFQlfpObYrUBsTMeka90Nd23xt9E7pZzS4td95yuhKWgiKYIagxNrGaqrk5B1xSpS1GHIoGCzYLOLVoW6dJc6bj2FxGhC3b0Yc8hdRIFQkLqOqViGb+5R1JAMgKDqZ8hUBP8mOdI3RoIIPHpyDL3LdRTnG8GdbnAC2RDETNCjL3nZaHIkKw4l9Rdm86acKTOLVKn2fudzGlulis7krWQqRTI3ZegC6n7ne6/ocB2S0kdRByxnF600JQG6OxaiMgzNOypmtuS0IHgmpCgzXWicOEBI/Hw5iYdbz7Hcy8B0QpNTiSuoEMbTK+JdqcDyaSmFU7tQChYD2jNok8ES66MjjByDDmDdDaVDIGGrvOEZKjYR7IQgZJM/I7Dn7M2RKAm2jQvzHO1AHUdn2vumyvmkZ+ntAOCwEk2oKHC3kyx7iVIXaQ+ZSuFFM6HaN0DGUZUztGRRvxOFty3e2IOOAXOz1zkrDWT+BxauvuiZgzNzy0ndVFBFEulYIwnIgLG4G8GTJFFqtYs8m0FkCKZgvfniGIbTpPNNarkI1DX3iz8bgXIP66LwXOOvrklDAMZKGKZWJECb3U2VHBQkPN0PYhALWRjU7Rbi8TUQHwv55zmAYVytRb2IdK1DsQcjAYFEeLUAiMIdnRTIUTBA7Ii8ThEnmyPrEDvnkrqoLOL85NZkC7YsdqDjFqhVFY9p6CM1NX9yJjmvy4e51OHkJmb75HlTIVsRbbkmhV+Bbmve93ralkJB6pHNAPfJrac1F2gIgzjceFSzZAzRJgGTGpDt3LD24EkPTipFq1RZBOLoUwshovQTYSpG/IvDVEXRxRLtUksjB0UcUVLugYUYaR/pfNle0HUaaIjJvbFEdO41UmQvbUbc+YFB+98HIRARWQoEJAZm5fIZOwOkCnIkvRohKgHW8RuLrM1/0f0/iYLnzNfRPoCKvU55xNsaSfGKzJU8szUugC4Nvwk8hcA+do6c19kLWOSRc1dQ6O+ofWYc5UNWMioYy3aHHGlrps+bDmpg4HhYT1cqYyHISJXZFRsVG02gEM3syloKWI0ol5GH4uLpErhhGjXJiOD3g4wYdQkkDdtlubISKWs++yzT33NyF701FwrULC10HEVC2vMD1E0WZI0glwQ8hxSF9GyA5G/Ar/IUE+2wIUjsXp66u6JwM7Yn8hfXUenjVqa7JEtmvdLbNJH6tQHj2A5JE7DeaMewVnNCVjch7HWEUQKE5nHilifoVVz7reb4RaZF24ht5CLLNYyRuap/w/V6LYFqUv/GJCHwUNJa0SSPBXpRUSsKrxdILuwt4sJJfKwSRHN0MRgVNJJKabJuF1InTHroqAtisYYIMdJ39RChey1aW0HeavgoIi6E7uyGIhEoegn2FEAV+ie44g9c/ZLUjAHRYPOSVokAyhiDvVG54C0xzEhQYSO5DkSc9xnzoUtMOxoyREpXorMZcsclc/kqOZm+rhJwCZa9xm695A8EraQam7gGaSuZocLydEkF6SuM4ljGqqfbAtS58U9VA9YxGgTIW2DCMjPfj+3ALEkTCoeNFrKPFT/Z/w8NiOyKpO0MSedXBKiO1FGOB3Xq0CqAOMeGJHOioLth1irIQW3+EVhPu3CMNHnaNHkOVKn78AkXZBz2IouDLKF9r0l2nIFZgIIEokAQ3GWfMSRqBvMha4QHXQiXO2fsnuOwz2RSIzbnPnovTJcmQbd3mI+nTxkMPUI7aZzs1ydZ+oBFArBl3tQb0DqMmmFX8+rD9uC1F2kQoyL5rU9BIPGaFXedW5MXTSwLphEqukKvEjSvvCiENfMi0uTtotcBCIURid9F+G5bk7TtRtvUdnYLy4u2AzYvgKpgMHKRbKkNRuyROSuY2IOqQPNW+TJhmVsgirRp4CFVtz3pQy5IEcidaSrCEiqJLtaPblEJq42YKdH50S45BFdNQiR84sGjKlA6toLOQ73EQ4PR6lHINy5iMIouYgTJ5laTOUebMubU0zeFqQOioxWPgYxxuHmSB1DFd+tgMEPPTo9pGcKHtsJDFIBWqGHA0qvN5ZoS18Lth9EydJ8GjqiRYgIRYSLfK2mnCvzSelFhGQ4PesKmEiFbZAwpq4mTaEN03UjcUV5EbsIl4Oif88FjtCSK/s0VqJzwQpOQe5DEW4OyMLkVg5WYKSILDN3D0tIVByPPXa0q5qbEbGrRejeyXFM24bUQaRoZaMeTTfiuOMd71gXQLaLNp2CvGIzn1hKTcvTYSKqmlNlXydEGhyRsaXZRSqsar9dpKKCg4LmrbCIEBGt5eiIBMGrjSDcJZ6dhUCIBFGJdv0fWdHCl1gfojaAZMmp0aXiHsiWS2xNYZx0ikQtzrndi+4XW+LO1dNBh43MhTOKoIjTUMhWG5wLPCcat8bFuTlZ/xqr3C28txWpMxwRLuLhuR1ucImHsQ7wmh4kY/UFArRNvbJ0se3aQWIZtms0tq7XRkgijNLxsr1hHkT9IzItRczYC2YJKMhpShCBSvdJc9rrEO6cxU0BEqvzkSdFnu5BAKdeQNOfC/NRNkBidP3Ob4GgzIBktUSkLhsgrZKQnN+hb132tNR2IJwTKTrO7xCAKV7nYFuQOqPciVFiiXwLloLMT+eLCDQmumh3yS+M0b0h64zPQIxadxHZErYsypUVWsOR3oOi7BKEKDCxhkQvv4wm7iEWCi0RuIikySNaGuMeaOo+c6l9qWjmttqN8zush4n9bIawrSL1goKCdiBWBCs6N8mRFV16zqKgJmSbCnOiW58hmka4S4Fj0mZIPgqy0qXStsf/VIjW09qce9FN596WknBltgqxcQ/qDrpU5vaoB5C62heJ1PlJL4rKuR2AhdQLCvYAWHCCELUdmuwaCJDXkvv0kEe04tLTRbo0/NyUPwfIijSpi0MNSseIDrKlt6XQSaPNMAq96g5L1ow4WNdNr1eQ1XFjTUpOETMHxkmLt2tXDNdj7x5yGxkKqRcU7AEQyeq8EBHaOMq/WuiW0LoD2hqROClB4c9uo3rklwbS1Y1ivxnR59JNEMbFojr3gHytUB9qAxwDYy674FSNlT3QZSFLfYbxUO+yT7tOJLUOzSK58lEh9YKCPQCiTJEg8hB1+lcb8JKEqJBobYWI0GdogV0q+kzhMzQYyDLWcX6kG/dA556z2VkbPAufQW7xORo8lnQazi8z42SRuWc9ph5QSL2goKAXSGYJ6WKp8/Rh3edfN5a4/kLqBQUFBTsIhdQLCgoKdhAKqRcUFBTsIBRSLygoKNhBKKReUFBQsINQSL2goKBgB6GQekFBQcEOQiH1goKCgh2EQuoFBQUFOwi7/v3vf5+rHOUoRznKsTOOXQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUHxbGq487V8bbqeHt13LY6Tlgd2xWnqo43Vcfl6p92Hs5eHXepjpPWPxXsFJy+Oh5cHe+pjldUx7Wq43DVsV1xgeowz85Z/7SzcIjquEl13Kw6juAXu3GR6rh9dWzn5zKIM1bHd6vjb9Xxy93Hqjr+VB0Xqo7tiPNWh2vkiHYi7lMd7u/K9U8FOwG3qI5/VcfvqsMc+0V1eMYfrY7jVMd2xPWrY6fa4SGr47fV8cfqOIFf7MZzq8M9H7v+aQ8ED/Xh6vhxdSD3/9h9nKs63NzpqmM7wvUZ+NvUP+083LM63N8V6p8K9nTIehHIu6sDgZtjSOV61fHE6jh0dWxHXLM62OFOzIiN/0+qg3M9vl/sxjOqwz1TL/ZInLw63MD96p/ywACPvvvfJXG03f92wUTwuXCa6ugjdanVFHjQKY5cHUfZ/78HwHUM4VC7/03h/g6//38HcY/qKKS+cxDkKPLNxZGqI+x9KRymOo66/387QXaIz718dbjuLlKfOs+a7/N5uXMjRXO++tm5mr9vg9cIZn9eHSmpP7063PMeT+p0dA+8D4jq3tXxperg4b5YHWSCVI86UXW8rDpuUP90II5bHa+sjpvWP+3adczqeH51nLU6LlUddDuDK2u4SnU0ce3q+Ex1/LQ66P77VYfr7iL1U1fHG6vj4vVPB+Js1eH6fG6Ky1THa6tDRIW0XdNLq+M71eG6nl0d7gGM2euq47r1TwcFDdz5XW9A6vre6vhZdXyrOp5UHUOTtZD6zsLVq8PzfFT9Uz9OWR1PqY7vV4d59qHquFF1pLhsdbBBtpiCTb66OuL356uOF1aHGtS+1WF+/aY6vOYM1ZECqT6gOr5XHT+qDuQm2HPdXaRu3qgNnLj+6UCoFbyoOjimFLerDr8XEOIT14R7kKv7ZfcRNLnH11SHa2/iotVhvsbfvOfW1fHp6nAu/zp3n9PZsaTuQSIcN/Hm6hBRpCQdOGx1GES6+4OqQyHPA/9rdXh/RO1nqg7nekL904FAsn4vtYGTVMefq4PBKhpJQy9WHV+rjn9XB8MOBMG9oToYqQLi13f/7pbV0QYR9q+q4/31TwficdXhfSZNCg7gD9XhPhH636vjrdXBeG5cHb+vDvfJ8TnUIH5YHU2jDdmE84AbVoefOS0FGEbNiD5YHW3jHCikvrMgWAgN/VnVwa7acNrqQOSCF0U8diT48b6HVUfgbtXhd2TIFJyG35+7/unADAFRcwKI0nnVy2j5EbWLztm71z68Onwugncdfud9bVBz8/e71z/tDwT7uerw+6v6xW4cozp+XR2uA9maK/+sjidXBz7BGd7zwOoAQZSfOaAmPlAdxsn8wz0xRg+tjrNUB47CI37uwo4ldThZdbyjOtyIw42KJtPiwa2qw9+kYymuUR1+rwgEvP8/quMR9U8HAkl7XZC9iF6x6KvVkcobquwI9SH1T/tPBudrPtgLVofz8c5d4EA4oXhgjO0r1cHAv10diB/IIj7TPYMommGkiIglohsVcz9zAAHGZRJwjiBa8vlNBxLZUVtGEiikvvMg2o1gxMH2EdsRqwPY50uqA9EJelKEzov84I7Vkf4ciAz2HPVP+5Oqnx9f/3Qg7lodfh+NEFerDj/fqf7pQJhfft+nqX+5OmTtAdfE7mWmr/eL3bhwdThXZLjmdhq8geDHeyPgeXF1/KU6cFQg5o+xgzivACqFDhZj2VUX3NGkDjynB4yAvlEdbkrULHIA0gnv3pQNGKRB4eXB63NJXfSrGNvED6pDSgaiZO9L5QwQSfh9X6E0oojr1D/t2nWl6pB6ilSQeEgz/u51KUE3cf7qSK/DOLjvt9Q/7Q8E7DVSbYjOgftWh88mwzhEPbKCV1VHFwqp70yIVhEkiY4NeMYCKhGnv7FLsl8Tmhi8FhnDWFJv2lFE8OwSzF/X06xrsVev6yN1Eb33ysbh0dXxsepgwzp9Ijh8TnXo/unT9Dkfn0eeBS2Vfk673B5ZHaLwIF2OQ1bOWcQcc9yhOvqufceTegqp2P2rw40ZQDcv1SEZNDUqP3+kOmjPQOPKJXUPnL6WwmfR88ghQK/zvjPXPx2InO4XhkGnoymCfz+5/393faE6yElgEiH7tLjJEEXjJBdpqkjE56XOhZTDSKOX/J3VwSFGbeJe1eE9ojMZQnp8qjr0K3ehkPrOh4gTIXnOHL1Awf8RcxP62/2N7AJjSV1GnYLc6fdhX+a2LLOJnO6X81SH10QRmCwp05YJ4wL1NVmIiD7mXEDm65rNMYdr0CUUhIpfvM989X9OB4G/vDoC5ian8vnqSOeY93yiOgRkbdirSB1E4DRAhRU6s1TRoDWLqYiQfuYAXSlSnlT/g1NUh4EaS+oenvc1Fz/42e+HWhoRNh2PMUgHFXoBoXqgUkBG+NTqCFyyOjgpzkqEwONHBJGSushExEBPjAlJywso1Phd6JtjUEh974A6i+eMEEWw/k/TbkIG7G/sAsgkfm7KhFNJXW3L/GgiCrx9pI4fNAAIwMxz8x/Rw8erg3RKPnGedP6QdM1NKoA55uBc1NpSQg3p1xi4Xv+/RHUENFDgprHY0aQeXR0pkB1tSyoF9GY3ioxTGAzeOMjZw/O+x9Q/HQiRr/ePJfV4iM3qPw/v90OkLg1zPTIP0XhUy3W/0OpMAjJQWrgi/0RkEEDMPq/Z8aLIKxqIAlVqHIq6OdfYhkLqOwsIuyltQCqPiGZllqSLJjQReF3UkDQL+LkZ7ETtZyypI17z4Xj1TwciamZ9pA6IkFz7tOqQmboXcL2CJhm/eR2NBcEHzYze6/w+JVQBk3OoN5CJUv0eaOfe0ywaD2HHkrrtAGjltDqDp2ipPUmaxOOGcYQ+rWATy2cVM4LsRbcgcleIdISzcN4o9DzWLyogdSu5PKgUBjotNnodiUMXS0wK1/jM6nA+XrwPdEoG4bW6Z9JMQ9uTYi3JxOcGkL9UMKBoFR1CWrVSmBSuT5TTvBdj8b7qcJ8xjuCeVPil1F2ILpor1j8V7OkQjZoTNGwEz4bZBBJXtA8CiQg8bQlmLwiT7BCrHNmOLJHNRfAhSxaxen/YWxRAySgpot4T9hXBU8xP0MkmuPH7IVKnfQuedMOlsqJslpziHDpUAlHsJGEGBEHfrA7nCE09ILj0ekezOYIjMjayjXRlrmyBk2uuMwmY8+at96akHtyyx5I6T689yE0o0jAUD4dGxZunUF32e55YoYdEIdrWppfC6zgEqRWjY2iKgh5WVOEZqnOpbqcw0PR7VXBgsDprXJ8I+gXVQS8jlzB0EcsQYtkvHTIFKcbvm21PCBdRI3b3SdOjj3v4zTHhaFyP80QnQQqZC/3c2Cr+cpYcCWNq9sqnKKS+syDiRVieKdsyz9gEUkeeAR1U1kSYP0hKnzYZ1Jwg1aSIiNL8ErCQSJGkoCTkjyFSj0IpRLap7kS2lDGYv343lDHSz8MBNCUhdu/3abYgko96wruq4y3V8dnqcO+Cuua2CWpqxstYtBVayTHG0rziQHGaYNUYtikREAGk+ZiSegSge7T8YoAVXKRC5BBESX5pA5JCOIyNRNBsvQo4H4+nJzdSRPu1RHsRHY7koaqfAolrV2wSnshDasfb+zs4b86GV65Zp0uzp1zUbvFEc48H18BI6Pn0zZBsXH/68AMipFTja8K9MmgThFPSFtqWiqdwX4pne7RhFRwEiM8zNSeeVx1sossO2DspwjwTSLTZgXmLbGnZomN2DuZHEB/b9plNkhTdXro6muf1WoSu0BkcwJnk7E1DEiUTNcGWzY9mxMyB6TwT8FEKYh6K+s2ZJvapDnOwC8aS8mDMBGocWyqhNuFvAjEtkenn4ahLVUesvSkoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKFgTdu36f65mP2Qzv/O0AAAAAElFTkSuQmCC)
Which of the following sound waves shown would move faster in the air medium?
![](data:image/png;base64,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)
PhysicsGrade-8
Physics
Sonic boom is a phenomenon caused by the sound emitting objects moving at _____.
Sonic boom is a phenomenon caused by the sound emitting objects moving at _____.
PhysicsGrade-8
Physics
The distance covered by a rarefaction of a sound wave per unit time is _____.
The distance covered by a rarefaction of a sound wave per unit time is _____.
PhysicsGrade-8
Physics
When a sound producing object moves at a speed greater than that of sound in a medium, it produces _____.
When a sound producing object moves at a speed greater than that of sound in a medium, it produces _____.
PhysicsGrade-8
Physics
An object is said to be moving at a supersonic speed when its speed is ____ the speed of sound in a medium.
An object is said to be moving at a supersonic speed when its speed is ____ the speed of sound in a medium.
PhysicsGrade-8
Physics
Which of the following does the speed of sound in a medium not depend on?
Which of the following does the speed of sound in a medium not depend on?
PhysicsGrade-8
Physics
As the temperature of a medium increases, the speed of sound in it ___.
As the temperature of a medium increases, the speed of sound in it ___.
PhysicsGrade-8
Physics
Speed of light ____ speed of sound.
Speed of light ____ speed of sound.
PhysicsGrade-8
Physics
1 kHz = ____Hz.
1 kHz = ____Hz.
PhysicsGrade-8
Physics
The SI unit of speed of sound is ____.
The SI unit of speed of sound is ____.
PhysicsGrade-8
Physics
The audible frequency range of an average human ear is ____.
- Sound which has frequency less than 20Hz is called infrasound.
- Sound which has frequency more than 20KHz is called Ultrasound.
The audible frequency range of an average human ear is ____.
PhysicsGrade-8
- Sound which has frequency less than 20Hz is called infrasound.
- Sound which has frequency more than 20KHz is called Ultrasound.
Physics
The formula for calculating the speed of a sound wave is v = ____.
The formula for calculating the speed of a sound wave is v = ____.
PhysicsGrade-8
Physics
The distance covered by a sound wave in a unit time is called ____.
The distance covered by a sound wave in a unit time is called ____.
PhysicsGrade-8
Physics
The loudness of a sound decreases as we move away from a source of the sound. This is because _____.
The loudness of a sound decreases as we move away from a source of the sound. This is because _____.
PhysicsGrade-8
Physics
The loudness of sound I is ____ to the loudness of sound II.
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)
The loudness of sound I is ____ to the loudness of sound II.
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)
PhysicsGrade-8