Physics
Grade-8
Easy
Question
In which of the following mediums does the sound propagate at the lowest speed?
- Air
- Water
- Iron block
- It moves at the same speed in all the above mediums
Hint:
The speed of sound is slower in the air as it is a gaseous medium.
The correct answer is: Air
- The sound is a mechanical wave that needs a strong medium to travel.
- The movement of the sound wave will be faster in solids and the slowest in the air.
- The sound propagates very slowly through the air.
Related Questions to study
Physics
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?
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?
PhysicsGrade-8
Physics
Which of the following sound waves shown would move faster in the air medium?
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UPuFGRj0KoVE2bZVoDACkqnd19MXTEv5VRpodrQpjsnGPb3hMmDufjenVPMJit6jhhUKIM1yr1E0FthwL5dgepRTeEQEImGX3K9GgTHwHYCmJqqxsnLwizjoQtyZo5CLaNaD0r83ROEdC5ZGWCPHWpl7/85TX56RYhKQhKZANzNvYyhzkfNToBpfqSz/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