Physics
Grade-9
Easy
Question
In the given figure, the two waves are______.
![](data:image/png;base64,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)
- In phase
- Out of phase
- Both a and b
- None of the above
Hint:
Two interfering waves have opposite displacements.
The correct answer is: Out of phase
In the given figure, the crests and troughs coincide with each other but are opposite in direction. Hence, the polarity of the waves is inverted in the transmission of the waves, the waves are out of phase.
Hence, (B) In phase is the right answer.
Related Questions to study
Physics
In the following image of the superposition of two water waves, the dark regions represent __________ interference.
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)
In the following image of the superposition of two water waves, the dark regions represent __________ interference.
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIsAAACACAYAAAA73po8AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAAFxEAABcRAcom8z8AAH6HSURBVHhe7b0HtJXV1fWPhd57751L77333psURUUUG1VAsaAiKvaCiqhgQRBRbGBX7BgSe03sGlONppnEZH3zN/c5l3spSd4X8o3vP/45Y2zO5dxzn3Oevedea666C8R/H/99/JuPgwbLP/7xj8xP/97j73//u8d/H//fexw0WL7++uv44YcfMv/714933nknfvqzn8X3f/gmfvvbX2deFegyz/99/L/7OGiwfPXVV3HLLbfE3Llz46abboobbrgh1qxZk2/w+urVq2PatGlx6aWXxseffh5fvftMvPX2a/H9n/4Yb/3kR/HFJ+/EKy/tjJ1PPx7ffPNN5ur/ffy/9DgkYNm4cWOcffbZce+998bmzZv3GVu2bIn169fH6aefHldddVX89KPPIv78dXz95Ufxza9+GY/cc3u8/aMn4s0fPxMvPnJb/PzT9zNX/+/j/6XHQYPlN7/+Veanf+/x9eefxq9+/mXmf3/zv7/5+sv47je/1E9/ifj+d3r+99Xafx//9x4HDZZPfvVdnL3lxVi2+bk4i7GJsTONuzPP2aHfL7/nhVi+hfFinL31ZT9f8ODuWPHAj+Kc+16Jc7e+4vcsu+vpWHrH47Fk/Y5YvO7BWHjjvTH/urvj9Cs3xKmr18XJq66PuRdeEyetuDJOPPeymHPOpXHCWRdrrIoTlq+KOWdfEieed1nMveAqvXdNnHrZuph31e2x4LpNutbWWHzzA3HGrQ/7+ks3POZxxm2PxKKbt8WCNZvjtMtvi7krr/N1jlt8bhxz6uKYccLJMXXW8TFl+tEx+ajpuWPqjFkxbfbcOPrURX4v3+fUS2+OhTds8T0s1z2t2P52XPDET2Pl0x/HhU9/FBc89n6c9+BrcabmZdHa+31PJ+oejl24PGaceFpMnTkrJk85SmNqGlOP8mvT9R2OOX1JzD5zpb/fvKvvjMW3POT5PWeb5vHhN2PFjrf1/Ibmc1ecufEZz9/pV6z3XB2/5Hz//YwTT49px86Jo445Po6aNTumHT9Hr53q3x2/ZEXMOvPiWHXLPZlVTo+DBsuPPvo6WpyxPhovuDlyFt4cTResjWbzb4xm826MpvNu8LN/5jV+t/CWyFl8WzRfsj5aLL0jWiy7K1qetTFaLb87WmdGqzP12tLbo/miW/y3jedeHQ2OvzjqzDg3ak5cHNVGnhyVBs2K8n2mRNlu46J0p+FRqv2QKNF6QBRv1TdKtOoXJdr0j5LtBkeZLqOifK8pUXnwsVF9zGlRa8qyqHf0+dFw9iXR5OSro+npayJH36v5wnX+3o31WoPjV+l9S6Py0Nm+fvEWvaNg7ZZRoGzNKFCoVBQocIRGgfzj8CJRoHTVOLxm8yjWoo8/s8b4hdHwxMujxZkbo+PlT0X3m34cvda/G703vB+9bnkzul77UrS94IFocur1UXPC4ijfc1IUadotClSqHwUKltj3MxgFS0aBCnWicONOUbrL6Kg6/MSod8wFkbNona/V6bKno+s1z0eXq3ZGh1U7PK9NTrkmak1eEhX6TI3iLfvGkdxL+dpRoFj5KHBk8TSKlI4CJSvFYZXrR+EGHeLwZn2i56wzMqucHgcNlt0//SLan3ZltDxpdbSee2m0OumSaDXnojROuFDPK/V8UbQ+cVW0OenSaHPyZdFW728375pov3BNdFi8NjouvSU6n7k+upx9R3Q5567oyjhXg/8v3xCd9PsOC2+IdqddFa10nebHnBNNpy6OhmNPjvrDj406A6dFrb4TomavsVGj+8io1nV4VO82Iqrr55q9xun3R0X9EcdFo4mnR/Ojl+u7XKRrXR0dF98UXc5aH93O2Rjdz78nul+wJbqetyk6n7UhOiy6MVqesCqaTF0U9YbO8rUqtOgWpWo3i6IVqkXBEqXjiEJFcseRRYtH4bKVokStxlG+eVe9f1TUHzU7ms8619+958UPxIAbX45hd7wTIzf/TOMj/fxuDFi7K3pe8pDeo8007cyoPWh6VGrXL0rVax6Fy1WJI4oU3/M5hYtEodLlo0S1+lGuaSffZz3df7MZZ3o+u5+/Ofpc8VgMuP75GHjjS9H/2mej16WPeD7bnnqV7mVx1NZcVe04KMo36xyl6+ZEiap1o1jlWlG8Su0oWaNBlK7fwvdZps2AGHzCkswqp8dBg+XVdz+KZkctjgZaiEYTT4tG40/1IjYce1I0HKMxdm40HDc3Go07JRrr900mz9P7F0Vz3WALLXqr2Rdq8S6OtidfHu1OzwLoxui45ObotGSdxs3R8Yy1msw10V4T0kbva6m/aT5zua6lnavPqDf06KjVf7KBUUOLVK3L0KjWeYiGnvVzjZ6jo7Z+X2/4rGg8aV600AK2mbs62i+4XiC9Lbqv2Bw9Vt4XvS5+MHpp4XpcdF9002uAuJU2QLNpS7wo1QTA8s27RIkaDaNwmYoGSF7AHFGkWBQSYErWbhIVW/bw9+H+Wx5/YXTWtXpftiMG3fyjGH7X+zFqy8cGzdDb34r+WlyA2kYL2njS/KjRZ4IWrLs/p1Cp8rp20T2fUbREFBGISgq0FVv3ipp9xvszWhx/geeqx8qt0ffKJw2Y/tftjD6XPxo9LrxXG2Ot3nN+NNB88b0qte0bZRu3j5K1mkbxavWiuEBTsnr9KFWnWZRv2jFKNu8RA4+Zn1nl9DhosLz8xrtRd8BRUU1foGbv8VqYMVGjxxjvrOyo0YMxRr8fJwkwKWoPmBp1hxytBTjOi914wmnRVIBj17fUTSM9WgsUbU+/Kkmg+dcKKFdbsgCq1pJaLY89L3KmLfPf1h95fNTRjqypSebzAErVDgOiSmZU7TRQkmZ41NLE1h16TJIws86LNqdc4Unsdu7G6Llqmxez71VPaLIf9889L7pfUma939ds+plRb9gsAWa4dmUnTW6dKFSynHZ7noU0YIpHIS1mqTo5Ual1b99vowmnR2tJVaRmn6uejMG3vBYjNv00Rt37mQEz5LbX9blPSrLeKSm8KhqMPtFSo1yT9tr1taNgcUmxPJ9TsGQZv162UduoIilRZ9C0aDxlkcB2uSTlBt3LAwYMkqXflU9oEzxgqd3m1CuiyVFnRN3BM3T9YQZ0mYZtJC2bSKo09ODncrpusUYdo//0uZlVTo+DBstLu1+PKhKb5Zp3i4raDey88jldLCbT6OjJLZ/T2eKN3QCqucmq+sI1eo6NWv0mRZ3BM7XosyWFTokmUxZGDpLnuBVWZ0w06stDEsFg0e+azzgrmuq9eaULwKzWaXBU1mdUbqPP0uC5cru+As2QqCFVVWfIzGg4cV40P3aFpNnV0XnZbdFDO7vPZds9wQPWaFde/1z0u/ppSZoHPdGorWYzlkVdAaZql2FRpnHbKFqpphayVH6wFCoswGj3S1WVrt8yKrXvH7UGTLMK4LO6a5f3v+65GLrhLaui0Vs/ixF3fxiD1r4avaUykA452jR1hsyIKvrb0vVa6FpVo2AxPicBxipPkq1kzcae0+o9Rkc9bZicWWdbWnY7926pn4ejnwDIQBV1W3GPJPZNmlPxtTFztbEmakMNjAo5XaNM/VYCSdMoVauJn8s0aB1F67WJflNmZ1Y5PQ4aLC+88mqUbdAyiuuL82ElazaS+GwQJaoz6kdxDf8McqXP0fllNAFlGrY2kLhZFraqFpibrtV3opA/MxqMOkE7MkkcJo+bbDVb/Md8aKUk0PlSY2dbBaL64CTsMERs1S5DDI6KunaF5gKpAGygtuoZldsP8OewGOz4lrpu+3nXihvdbunS75qnY9BNL8dgqYtBN78a/QUcpExXLUBbADNtqb7f0VFZEquUwAAoAMfegDlSIPLub9wuqkjS1ZNEa37McqnUm6zqBt70Sgy/890Yfe+nUkmfxrDb37bq6LHyXn1OUkdISr73HrWnzxFvQcoUKoF0qaWFbaV76h81+02RxJxnqQzgul9wr8AvSZmRkqhZVC5qvOlUpMtMSeGRmnuR8SYdBZgWUapuM40c/az7qt0i+kyYlVnl9DhosDz30isiSRLJ5auK+FWPonouUq5yGtLfRcpmfpZo5ndFK9bwJFpHClh8wbIZ4FRs1cO7qZp2LiqrjtQbXAGdDD9hZ0NuUUFInRazzpEEWqbfzY+GEt31pNqQUnALJrBiS0m6ph0krttYZJeTjkbqVWrT2++pLXChklB97Miu593tiR2w5oUYcutPtPvftAQANH2knrqI/LbRQjaVKK+t71axbe8oWaepF3IfdaSBumCz8JkQ7wZj5hjsAJNFHHzLjyVdpI6QLlJL/B/10Xm5rETxsvraMKiLso3aec4KlSwbR4oX8VkFzV0qew65PvdTb8SxkTNTZFffsfNZCfwABonZQz93OefOaDf/umhx7LmSLid6rqoKyMxTuSbtvOkBTVmBpVDNZtF73MzMKqfHwYPlxZeimHbXkSJiRTRphUtXiML6uXCpclFYN1dYet2D//O63gOAAE4xifHiVerohqUrpePRn6gsJABco1rXEZIU45M1A78RaNhxTUU4UVPNZ56lyZEqkohvbOki7iK2D2+q2nGwOEMvkzV2SmkRNz4DsV6Wz5HKRJ1gHTQGMJJaWEDekRLdqAV2+4iNH5iQDr71tegrtdT1/E2yLK40QPPufICxN1gYhTQfiHa+CxZbY/0dkgPrq59U3pD1b8TIez62dEHSDJTF1ENEu/2iNb7P2gOnSm33seXCZixUQoCRGmIU0pwiXUpLjfAepHKjCafaAGi/6AaDH/6CSup58TaporttOLQ+8ZJoqs1Xb8gxnis2KNK3nKQgG5cBWHqNnZ5Z5fQ4eLC88GIUKy8TTzeRBQo3wS4opAnc85z5GcDofUgdA6Zi9VyzDSZeVmIVaQDaK4sLVessKSNeU7u/SLFEeYPRcxIhFldpph3ebPpSP1u6SBdj5jJpEET+nkkoox1TSioQtYjZWbIGEi3HnKqKQFVbnIJFbDXnYonwWzzBcJahWkj4BIs5YpOI6HoR0WueiW5ahDYnrxa/OtmEulyzjlFM93BksZICiDhLLljgL8WisO4TtVu540BzsxxxLVwGmMwDbnjJJnT6jA9FdgXKq56SubvRXI3PqCYeVi6nk0GJhC4ks72gPguAFtHcJ3Nd0gVTWpyq2fRlJuWdlt0a3c7fYqKOlOkhgHaRKkLysMkajDpR8zrFkhxpi8pGwpQTHytUQ2AZMy2zyumxD1j+9qe/xfe/+T6+/erb+O3nv40/fvvHzG/2/3j+pZe16NLbJQUUSYzssPphlJEq8pBEyR36v0RoAkuNKK7dUVKLWEq8p3Td5lYbFSRhKiFhhPrqmoRasrSQMKilRiK0TZAwUxeJQwgwAgvgQbo0EEmuM3B62jEi0TB+2D1gQYohzSCmBqhEuDmFpBhqpcmkBd51Xc5cL3W0PQauFa+46z1ZLZ/G6Pu+MCEdLAD1veppWzYtT1hpS6yqTPTSAkMR3Y/VRF7AFBR/0cJiPZXTPVXrJnUklZnU0R3R+/LHkjm98f0YIZU07I63Y6AABGCRdInszhRH6m8JyT2w0ZAwbD5+RqUDRgyN2lItcDhUa7sFa2xhQd7hLJjnqMAOC67z7xuL48BdPFeag0qte4jwdrY0LlyrefQeuxdY/vrXvwbj+798H9/96rt46f2XYsmuJXH8ruNj8QuL48FnHozPf/Z5/OUvf/H79h5P7Xxeu7VeFKpYK4pVredRsJLMPY1i2O+24bVIDC1QsUq1vFjFKtXIPGcWDhtfi1daqgIxuEe6JCumJr4STURdTVyDUXOiicnvGdqlS2UVLbOEQbTiz0Fl4Vdhp7FjyjfpYFXgidaCogoZONdKVK9ntVRFxLe2wNhk8gJbXTiyMGcHi7uMkHk7ZttXGl/HiHs+MWBQVZ20S3OOPlvSYkZUatcnSsjsRKrukSx7Bs40+19kmdXqP8kWH64B1BEWGOYz6m74ne/F4HW7bcIDSKQLRL9G77F29nEfqB5AUljX5D6YU9RUhZZYRiPFXY5P0kX3gdrhXrpfcI8/q6t4S0eBECcpmwyww12qdxkusPWNStpcSOMidVpGr3F7qaFNmzY5avzsY8/G4288Hl2f6hpVt1WN6g9Wjxo7akTvp3vHhm0b4sF7Hwzem3dsueeeWHfLrTH/jGUxb9GS9Lx4aUw//sRo3294lIFla6HKaZSVaAP9eAhRAVnLCb6C9WTeot1fWoS3TMNW/htbSgbLYPtpAAsLg4ndWLo565vByQZps2dXep6dhQRCHVXtPNhWEbuyhICMtCuoHVmwuMS4LBZPtsgj5iIWDhwGMxePpxcSM1fcBZ/IuId+FWMf/EWM3CLASF1Ahtn9fI+a+qzyLbp6c9gvkk8dydwtUtzghJdxP5jgOfreWEc9xVFQR6g9PLxDxI/6X7/TqsPSZeZyqdeZkpQDTXaZNzabjQYNpDNmNHPGe/BjNcbSQ7rI0uu07BaDpOu5G+0V7yQVCJCQWo2k5uoOnm5Vj3/KgJGhgenca2+C++KLL8aLz78Yrzz3Skx+enJUf6h65DyZE82fah5NH24aNR6rEdO2TIttd2+Ll0Rm/f4849VXX4233nxD4830/MYb8crLL8XdG++KmXPnR41eIps458TW8ajiLMNcQz3ge8HxxATCKzCpTUDFW7BcKmQsl6qdBmXAMtlis/7IE6KJSCkqyF5gqYPWc1Z5tJx9gckvvAaPLR7OKhLhWFuoOSbXrnqrCy1k4WJa3DKScjX8PcwrBk0X6JbacughfT9ApvTwjR/G2Ae+jnHbf5sAI44xeN2PxAe2OXwBQKtLxZTTYgKKfG76zABExQVY+EUNvLv6m1YnXhydtYC9L3/U5jQShjFQnwkYURtt5l7qzYGFCPkvrflhg1mlivQCHCQzEpn5wnfFhmIekEwdpI7gL1yL8AmOyLanXiGL8rxoPGVBksQCe43uI2QYDPT6FG/YIfrubTp/+eWX8dUXX8Vzzz8XfZ7pE/UerhfNn23u0WxHs2jwaIPoclsXSZB18fknn8fPf/7z4G8YX3zxRe5zdmR/98EH78fDD9wfU09bFnXHnGLyCZ/AeVZHyMeSwDVfBQeadC1mcwWJWfQlOwQ1BFgqSo+iIgBbrT5ZH4zUkDiLHXfHrojWc1d7wdpLrGNpEJ8iJtN4snTyMBj/aE1iL/skEOEFS8hywV/hRUwSAF5hwIgvVRE4+bucY862I6vnpY/EIJm1SJfxj/w2xm//xsAZLvI74IYXbHW0POEigfM4636IOlZQfnNa3EX/L1Kmsn7f3PdcZ9CMaCr12W7+teYTcKGBN+2yGhok4PS7+kkR1M2WDpBivN6YumyyUuJ2+K9Q7VkDAbO3gqQbhBUJDAfDH4X1RnyKGFtngYaYGK8heVDlzCduCmJrmOrcQ/EmnaPv5OMyMEmPAtu3b48dj+zQwj4cg3Zqkh6pGzk7ciLn0Zxotr1Z1NteL3pe1jOuuPSK2P6I3rtjR/A32fGo/r9jB6/z/0f8/5/85CcGzDtvvRnXXH9jdDn54mhx4mqbp821AE2PWmIxCRtn8WtJYtToMdoTgX8ENznggbOY5Gpiq3cZ6pvB8YbDrsmkeWb0xF3anHJ5tF94vWNIxJMQ3TB+Pq/JlEW2ovBDoNZK1m5s1ZOIaHYhNURE8V2wW1GZTHgDSbCWx12gXbk++lz5eAy9460Yc//PY/yO32l845+HSm301aJ2XLrOAT2IcgVJTUjnvt5dSReBspi4Ey4CrBx8L47rSFX0WPVg9Lvm2Rgk8xkTur8sL1RRR91Tq9kXWWUQUsGJieTFHVCyutS4pAqqqUz95r4ui02YocHok+x3IfaGB7qDzGmA0kFmOZKFucuR2sYl4XVAuuAB7zIkSuR0j35T52Rgkh4F5s+f7wy2S1ZcEvM2zYuGOxtGw8caRtNHm0bDRxtG7Ztrx/h542PeSfNiwYIFwfuzY8GChRrzY+G802Ph/NNjwemnxZIlS2LD7bfH++9/EJ99+mncs3lzjDpvXXQ8T2abxGCnM272TkG0IhXwJmIeEj2uPWBKBt0iW9rd7L7KIo5V2suExsMrSYQqQmw2wV2vxUEFceMEH4njEOdhpxMjQSogdQCnAaPrYuamhcwfNU4DwGgxxWFQWwCYBcJCwoNLwG/Y3R9YDU149FsDZtTWz+1M6yHrBQ8vXtTqkmQALnl391VHhQRWeBvR5Vq658Yi5sRtcJr1Wv2IQPJsDJDpDlh6X/pwCjfo90gBJIbjOtpM5SQFIbbJTd/EkgWJjBpBmuJGgLAzz21OWh3tJHmxhNprwFmQLDkiwvhm6g87Nkl8gRHPbqmWvfeNDZFA/c6778Tbb70dG9ZtiHGXj4tWG1tFwzsbRpOLm0Tf4/vGZasuizfFSd577z0nXGfHB/r/gzt3Rb9zN0SfFXdGvws3x7ST5seN118Xb+l6n3/2Wdy/dWtMvvze6HXdC2b4vS95WKbcVhEtsXItpqPIx56niVhkr2JdTQa7Apc8EWP4CnoUUlhNjL2mzLy64hQsIjfaWuKfICM7G9bf48KtdqeTEgBBBTSI3GbTltnljmUFNylSTgtpNZGfiFrCFCsl662uJRExFCYcIPQQPxkkngJfGffQr2PCY9/FuEd+Y+8rQOLzkQANZI1YHYmsI8WOKJRfih3J9aUOy8kAwPFYb8RxUnnn2pHWTd+5z+odKa5z9VP6eXt0O2+To+4tNE8NNEd8J4gsVgueacg7fM8+KqnwSq17emPgaiDij5e7lYDRRuq5Hekhkrr8THyNOcQpiUOTecUyImRSuu2AGDDzlAxM0iOfn+X33/0+7t94fyw7e1lMP216LFy8MDZt2BS///3vM+/Y9/Hub76Pget+HP1ufSMG3vFhzJh/dqy9/hqD6YvPP4utW+6JqWse0+8+sMNp0NpXbGGQd0EqQGdJG9ISEJXcVMPxYufiCxaJRJClDgAKORiWLtpVoL++rAkWkdgOAToIHBNNmkHfKx6XOH/G4MR7iRXAezAn0fvEh9jZmLN5F3HPKGwfBrGsSm36mPA2E2eAGPa5/LEYsuENSxSAMuHR38WYB36u195M1pE2AJ+DeWzrSCqiYImy+a6P9xWrDDViz6sWCJ8HZBROAeB7X7pdn/Vo9Jak4b46SiJD4PFg1xXXQcoiQfCLYCSkcEZbcz6sGeYMjzGmMT6oFkefY7XTWiDJBmOby4Ik/QJjAdWOWwLpwtyX7TA0Bs2al1nl9NivB/e7b76Lz376Wfzhuz9kXjnw482v/xDDNFGD73hXz2/F8QuXx61rb4x33303vhThfWjbfTF73RMxdPOndjwNk94n7jLwRgjc02kxyR2RXm59Cubc2fYr8MWdciCugXRhp2JJIWUQw9wQsZPkT1htfwKShAXDb4HOH7h2VwxY86L4BkTxHgcMmwqQLH5FTXQJ6XmrI0mTvIvpBZXUwblYul5L7eLBJq+QRZxc/a7bGcPufE+c5SuRXRFepMvmj6K/zF8+BxEPD0hxnTaOh9m7iyTTgC/hj3ESE9xFUoDrc++kZGDe9rgwk1+j0f38LQYR18Wf1GDEbEtfTF3CCEgYQGKjoHln8zw2Fyq9rkxuLDUCoM1nCTCyFh21l6TB7dCMUInmG5KL2kK64NUt33lEDDpuYWaV0+Og3f1vfv37GLZeUuXOD2LExVti3ilz48477rBk+eqrn8fTj+2IFTfeZZf2sLsEljvfcYAOPT/whhe1+5+02sCF3kEEld0FcSWBikXFu5hSDvrYLKyskQ02msSNOcmTQOIUvgTC8SkQ+Jr9Iwwca/2u3en0ACyPJkctNqnGyVW0ck0nFO1PHdk3ooXO5S/jTzG36L7yPgORXJQxD8qcfuTXMfq+L2PI+jcteSCrWFJ1Bk+35ChZu6mBB2CIHDOwyLg2KoSUDaSLo8aSHkinbqhUPK+SMmTA4VVGOnKvOB5R1zYKtIFsELTobkuoYstuBhCbCrKKKiJEghQGaM1nnZ0Jwp5na7KpTOfGui/AAm9hk9aVEVGh2+gYPPsQp1W+8dW39gn0WfujGH7mdbH4tJNd+vGpyO13330XL8skv/ym9TF0rXa6ADL4Vo1bZBre/Gpu6l9WJeEDYPeD/qayYuoPP94ShB2aYhddLHbhEkwQwUIAQw4MOwWSCyCQWENufd3xHFz1IzWGbXwvBujz+Bw8p2TMAcQyEt+Fy1c+IH+xq16qBP8Gzq6m05fImrjJEgwQ4qAbIzN6zLafZ0zpl/wdABUSsro+o3xOpyguKQJ/IbWA2I5d9eWrWtXhd6nefYR5AxaV4zp4XiVh2ETdzrvL6QUkgSHdiIMl34i4XbfhUVVqtYrUZW7+jgBqsGQMAodIBAi8xs30/bGQCMI2nXaG1V8jSUHcGvWHz7JrA8BU7Dk+hsxZllnl9DhosLz22a8tGbpIbI4+fl6cs3hePHjflvjq04/jT99+E68+/2ysv2VdjL/i/uiGHpYJ2lfEDU7R71rxCi0sYEHcMjGdJF2wlMxfJDUIIKKKmIDysmTKNmhtgloOkavdRPwHsdl40un2r5A/i3QZdNOuGHH3T+2mH/vwr2PsQ7+UJPjYEgHJQFYZ0quKCC87H69uAsnegEmRY5yF8AA4AD4VXPHcQ9a7O0aSZeQ9H1mi9ZV0Qa1aumjyq3QcEKX1vYtVJq5TOQVcCaYKLJi9xK5Qs4AxpUxcaIuRa5AjzCZCDbWff52tP6exSlqYkIqMVofXCRxIXA9dC2lMWgS8BZ4GMYbINpEkwapqJguxqaQNIOJagA8nJmBhVOo9KYaedFZmldPjoMGy+2dfpsCUrJpuxyyKYcfNjykLVsScFVfGySuvi5lLL4qJC86PHguuinYLb3Auajepi+4r7rF3tOcl5L0+aH8CubCYv+TaIirZ/dyok3S0c9DJOLwIDeAvKV2veXJxE9dh1xNvkeWD9dBfQMR1Pub+L2O8SOjEx/9gZ9pILSyA6XbBPU4Uwu1eUVIK6XFkcfGKvfkL/0cdVZI6EljJtGusSYZbEM0l6AcXGyUJA1jgb+S+ksPbWlwqxXXGRfmW3f3dHdeRSU20OBubIlONDMJczys8LJMj3OmMm+w7woeE1EVNoU6wBuvLECAEgjoi2IqfCn5XrTOW49AEFlJJB043yPkb+AkqifwgwMOGRKJhMOBeqJsBS+W+U2LYyWdnVjk9Dhosr77zs2gmsVgPB9vIOVFj6LFRpb8IpD6sQp8pUWXg0VFj+AlRX6IOVMNH2B34Dcho7yxdjLjtet5Gk0fELWYi1hEud1h6ckT1c0aXA4LiGSmJqqZ3psP/7fo7l4WJ7DD/eoHvfqs68kSwWCY9/X1Mfup7AedbA4ZM+67n3uVURPgCRNN+kcJ7RY0zgCFEUEoArdSurycUMxZugjoatG53ihpv+jBFjaXuMN1xguF5rSPA46kG2PhEHFjVdwc4BGFTRn3yvBKnQUpi5bWVOkKaMB8dBBxMXnJ0yQc2KRUAnB0oQwCXApsK5yOSuEa3kQZRLf2urjYSqQtIkEaSpvhVADH+LeY3SRRxFfiKBmCp0u+oGHbKuZlVTo+DBsvLr70dtUSkKmgxE6/oKh3cySoDXc0kQLjwC3Az5Mk6y15flh1EqB5pwC7quPhmjRs9QewsW0a6Icw5VADeSZxPRStUTXkzUh2oCHY9pjBOPIgfLB9Tk3jLkNvfirEP/jImPfmnmPzMXwWav9g/gq8ECQA3YKcR10HVpKjxXmDh/+I0qA1SGjBbieu0PmW1HYB9pErhL2TVDZVZDUh7X/aopWSrE/G8nmLAY4Y7XUKAz6adIiXxkdjzKnUFRyPrz3ODw1EWIiBhtD3lcldDoKKRCl5oLSyqmlAI1o+HJJSf9ZnEfEiox8eEdGkowODPajT2JIFHm3jEHlLroflLYJkWw09bkVnl9DhosLz46u4o37h9FKvR2KagUxAqImarOchFGgLRXiaIVADzjA4iX70kHgdj1p1iUodrHk9se1k1sH7MYTyPVkUZryXA4zpFREhTGQaktKhd6IXLEXPJMSghasnMvSP6XveczVoAAliygMFlP0LSoPfqHVqEK20NIJ2sjrCO9qOOcN+TgMSmwJPaTFISR1p3STGcckgYyDsBQXw8AImYlT2vg3QPkhyEMBx9J9+1VlOrJpxp5O/gqUZCIAWaTJzvKDpmLg60NnMvsbRF4iA92WwsvD2vGXMXlQRHQZoAOv7P60hcUk7JU24warZB5mf9v55UGdKpzgC9T5vS79W6JLCcn1nl9DhosDz30stRXIA4ongZL5qjuYhyBj9rMPnsWMQ8kw1JJepMFBoTlmIsUiNJyqYQDdAkd/SFdhrVHzHb+twR17rNvcNT1DjPgmrn40ZHpJOM1FATggOKNEmiw2Me/EVMRhUZMH+LSVJJYx/6tSTCa+YXzaVWyMktl9MlXd/WUR6w6LPwjxQpJ+ki6ZCkyylewE6SIL0u2+6qAPw7PEPkCQ6iQlh0uAieUfhVPs9rg5ZOZ+Q10jGQviw+fhpIKCYu0oRh38gx5xp8Jqa6RwBQz5Jhuhb7KC84/C27+HW1+PwOaQGJNWDgKJIoAIWNyPsNrAy4eH9lqaFDDpadzz0fhbTjChxRMHdS9xnepZp88kZLl7fOZqIwgauKiNXSF6yvnc2OIX8UoAAYFoKJZhcRoCPfhF2JxNonEOiRHGleTKlG/g4iSrxl6J3vOpaTlS6MiU/8ycnSpEq2lznceNKCqCYQADhbR3tLFw38Izjz9nh2l9lyITqMVWcrT2oJNYQJjXVHZWaj8ekeqndNlh3ggMM4wi6VjX8EsOCgI0aGKZsbWdcckJxONQPqCbVJER9qhZgai27AMMR5AEDdIVInGf6BCuI9vNdDkgvpxfvxw9TqJxUmEp7quib4NQju8NMPsRp6dudzUVALV+DwI/eZ2H0Gk18YwFSw3wH9790k0QsTx3+ANLE6Em/BKmot8cuEkcNCvIi0BTLerCoMxr0+QxIBMJFfW7PPJAFwWXRceqvM9OdMbCc88cd8gIHwYv6SdkhuCT4JHGkkMdnruhdgHGiUJGWRIZCY36hQzFzHpWS2k5KJhYdHGUsGCYePg0VDRSBRAUxypFGi0sOqLZtCat/I0Fnma6SOAhAGXlj8Tya38A2p2+zCZwHhn3k9CwxJkj0jCy7ef7TVD5IEbkPgEb8TXAcJU1Gm87BTz8uscnr83wVLZiAVqAuGf6BaYO/wFxxEOOQAiXMvJN47Lllrq8BxHbLFxHcc1xHB3d+1DSCpQLhTBV0bSwQAUmQ16JafxNiHfyV19JcElmdRR3+OUfd94fogrJtm0xYLZOMFtvY2bY8UuPNe33EdqSnM9ipYYOSkSF0A8M7LN1j14KrH+0pg0X4j8S+kpvODJTVYFMxcwOFiOBFzhzNE4iHaWGfcKzyKVA7SRXEL4BcxVxFBzSWmuj9Lj4zkQMXAR0xkRZQxjXl/Q4HLjjfUFuonK1XEbfg+rAEOPhx53D9OuWEnn5NZ5fT4z4HFO3I/Oz/zO3atI69NO5r4MemQWSwATE7IIX4Y6nQxrXHno6vZdQToIM6J4O7nMwoW0vVFRms1tsmK/idqjJk7fOMHUkffxqQMWAAOTjtc9fh6kGTswMod+ztqDA9KKo/PSWSaZHOsMsgqpSoNJF3gW+1JkF5+u0Cy0UDJdQPYyXiWFw41gdcZqeQgKT4RfUd+9mLp9WxGIAS0kb47ACFTDp6SgHJ8ZrFFTLMWjAAAUAAJlk6j8Sc7gd1/Sw36uLn62zl+j8ECV0GqCBjwr9z6cPwzSPBuY2LoScszq5wehxYsACQzDjviyDj8SPGYPK/tWVCyxkQWy1RyPgbSAv2PGkIVIFVIV7Sn99qd4gKPRzftVPgHUdfqPcaIV7RKGW/5rpt3FLZ7nbwSJgQRThLTwDUvOmI84fE/5KqiCY9967RJSjBQJ+TU1ugzzm54rCNLMWI6RUq4/KJo+SpONoJrQKbrSAXgE8LcJ7Go09J1joJ3WnyTpOTVmYj6mVYrLJR3tExd72gRWpxnLBAqACcahLOeFhNJYQkhwJBpaOtHryFNuAagqj1AQz/j+8HvAiABCclhcBtLpKkL/f/GApBJMXzFYJlsMxue5FQQrQMBSFQhgcRD7u43wdUuPqygrJGSsni0QLiyK2uyS8ok5DU4irPG2KGZdEY4B65vJr1ia6kLTRD6may3LmffZbJIoRehf3Y9cR0cbe1OvdI8ATc/fgpbXfsDDK/BX6SOKooP1JOJSV0Q3IQcV2I5Bgx+l8d/bw8s3thu522OlnNWuboPM5zQQrEqda027abX/RUTJzJYmrR3Zp+DgFogHHUU7uNpxW+Uuj5g1cncJSNt3Cn6HmmhsFxs6uJQE0CSqcviy4qx9YJakeUi1YE68jMqRBKFwrPaJqX6O/4WSaS/sSSSBEGdpzIZivHEd2Tis1kAjCUTgAMs+jtAms1QhD+SlYikK9dhyKEPJLrIrGL1KKJFIUMeT2h5EbYJm3ZHh1MuipL1UvI1nkv8L5jQAMdRV+l+yj8grXghMZ+Z4O4iikSOiVKPvv+rGPPAL7SYn6WMtJVbvVPrDjnGuaiFS5NctBdQskOAIQWBfFWsHFzcpFwS6SbFYPQDX4vgfmeSO1rkl/qdHhc9kCvBSKquoHuBn7iPSaUamaK4OuZb5cVr4ByEAOACSCT4ERIGkBBBh/ySRe8yFe16k0u4htSRCaakgk1eLTYLiHox/9D1kBQJJBBT/u5omcKJZyAR3J1CxNTON6SRQABY4DY54kh7Kh9W2KrMVj5gxvM5gBWOgjSBcFfWpq2MA1XAKdN2wKFPUXj+5Ved3leuFb1CJkStocfF2NWb4rpPI5a/+EW0PuasqNF/qnUyYhs/C0Vp1LwUKUeBVD2Zuu1cfIVXEodcj4sfcNIywTl2/6Qn/+xnfCUAhtgP3l3UEUHA/TrRPHitaBSRJMAZiPhuZbK7KcV07v4gRlMP5Gz9T+xQw8wm9ZPdiOONXBa8qwAGaeLWFHrm/9yPrTktGqYq/IC/g78AGp6b63uyCXCxQzxNRgFElph6CBySfHCRXEkicpqcZxr4RACYAIU0sGtfhNQ8QyoD6WBSPOxocxzUjtuXCCT20Th/ZaW/C6qJa/O5CSwjBRbSHHrKOuvqshki16RV/lvJT/+Tx4u7Xzcxq62bbTZrRYy7/tG447MfYtOnf427v4w467nPHVon+ObamuZdM4CpItFeUdKmuncp+aj4DYg4Q2yH3vZajJPlgrc1yy2wXIgeD7z5VRd4sUvwd+At3hcomWHpUiZK1mnmuAkkGhXhTga6DoCh0pDKw0FrdzkzDWKKA4zkKgCJKQ1g8EBTIYCPCC6Eb8TmbvcRVg0sAhIkZ/qZBg08JTe5SHwjq4L2OMlmWWoACCwXx22kqhIxpSnSXAOH9yXVNdWVmQDF2YNYUJIKeLdr9h4rwE7PgGWRJQnGQuuTLpaUu9wWGcBBHZFqifSyGtImxXPsjhO6RwY/l8zpHgNmnppZ5fQ4aLC8/Po7utHZ0eKk1dHz8kfjzN3fxEaBZesn38fmj/8S6z/9IaZtfSc6LNvgCjh2IeUWxSrWsHSBB6QE6Q7eHaT6YQkhWSi7mILFkgFLAsz35htkwbc99XIt0nSH/10LtF/pQtabyDTSRdYLJinZ9KRz9r7iUQOG4nQkFvXNFHyRDkDFHgtWu1+qBUbd2C8ilemcmua0CuljC8IWjBYS1QGJdWmtiCVdrlJiUYrhWO3ofSw6kgJOgoXiXBN4hsnoYgMMfwocg8U3x7BUmWSpkorB+gWJYHwvuBUSwoAdJcAKLOQ1O+dWc4RadQhFG9FOzknk3FK1OSU5CSUd7SQUXcCbzMYo3rhT9DvqxMwqp8dBg2XXWx9EC4m8biu3xcgtH8W83d/FNe//Kdb/9M+x9oM/x/qPv4/TXvo2+t30qrPUyO/giyFRyERjFCTFUNKGmyafo8OStU6HHPvQr5J5mwcs/H/ik39yvAf+gh7GPCZj/5+RXYg2qQCYiRTB53pdr3zCPhaAgtVFeIB0APJd4Tjo9uQXGWqrDd9KqjroZ2KIzncdtniHrRcWX4BBQmCZoFYARh2CfZKstXqnuA0cBV8JHAPVwEZCGlEqw4JShQgHsvqS9AFokGFAgU8mqY1uNt8N2i5DvNlQdQCNZGyCkJBtl4BQHiPA4CEnOR5Jh0WFVKzctneu5CROhQe8aP22h76Zz6vvfRQdTr8qBggM4x/7fRz1/Lex8LXfx4o3/xDL3/hDnPnGd3H0c3+MkeIfuL+ZSAKCqKHsQvKMecqX5AYwn/GCjrrv85goSZIPLBnAQEopyGq34Dp7fyHWhcpU0LX2DxYkD1yDXYQ6gE90EDdxcjQe19XbBb5tTpNATaGGUJ2QRut2EUkcZuxETEu4AiUfRHVxtLHzAUsK1Ilz6DmZuSKSkiS40pFAkFJ7SZEu+h6oHpKZTEYlDcwxaNxIHMgcY6GudYJ9KhBZPteSQHPoyD5qQ4ABQHwGAMRbzPcnk7+jgEJk3U0cF99on0+zmcus4rgmYIGjuDJU6pXYG8+F67SIPhMPcTOfV9/7ODrrywyV7p/09F9j/FN/iqk7v4k5u76N417+NsY9/buYyOtaXKwQOAM3WahUnox3A6ao3eiUmiKOiRijHvi7A0mX4Zs+sv+F9EB6vZWo3TgFM/eWLoBFVhFRcdzrOMVYhNayWOAnJFkTTMShli3tdEWjpBxgcXAOqQCBzx36v1QUmfbmH1r4rPUCUbXjC7Wj97CI5hmSRAx7aXU9HG+4AeARJHs5wqzFbEtsDEtKC47nl/fAWbgOoYJs35lskyKsQlQSQCQvBfVlsMy72h5k8ne7nn27E8+oHcJCghdxTb4X16MyIFuDRES8YM2m0WvcjMwqp8fBg+Xdnxm9w+7+WSKjWkjnjIiMTtSYLKDAO0gRACyQqzKyJFA/+aSAFhSnF0E8pAumJymXmM37gIWR8bySmsluoe0Xnl0i2/tTR86ml6pDBTKpkFd2Lvm47DrvvIXX28/jHGCpBYJ17H5UAIDheyFBkBZIM3w3liJ2qZ9k05gqRgNMprE5hsxvpBEqDIlgjiG16d52uhbONoiwc1d0z+2lKjAI4BlO09DC0s4MVQZYXOgvc564GnOVl2xDdOsOOkpcKyVPoWq5r26Slt3FA/Eqo5KQXvAqLDKcgqg0VJAbEZKFWKtRHFm1QfQac1RmldPjoMHyypvvR2vd6IB1P7bK2ENI8yzwsz+Yf8AHakl34+ZPi7mXBNCAiNKLhP6zXXSDWCtIkXzX8zUFwMd/b2Laaemt4jqnOYK9p84YF31RO+aOLFrSag+rC/GN9YYZDVdwRpokCV0TUH90sbQ/IuNAM1C0ALk5IZBSLBesFrdqXWBCSZY8JJXFR/0ALEsUqQ2A4pINLA4NsvkpLsMawSsLWKh6JJcHbtHpjHUuwHMg9YSLPBdILoNFpjz3gFXG4nJPNDpEDTuPVwBF1SOpCMY6XiWpmaoE7nH8C+nldhv6nmwcwIKPrAQdLcT9yN47vFLd6DFycmaV0+OgwfLSj1+357DrBVudAjBl5w/7LCoLTT4szjQy6ezN3VtVeOi1YiVkLbW21cKuJzdknCTIPtJF/5/4xB9cVkJ3RnQ+PIDFwLObmxhdtpKlDW57Jhj9nM0ZQSLg5cRphdjGeYZ6gkfg9+B6TD7DYEGS6G8aT5yfvKMmpKQPnOvPR52QrogaQhLBczBxURGpqxLWRnt/RyQE6QCQV7ysLCCpk0iC3G4H4lR4hAETKg6wYARgjdnvQ6sS3ReAIQMPqYWKxEtLCxLAgjrvoU3a6+Jtzhnucg5xtqv03YnkH+/vaLCI/NOZgSL74lVrx2Hla0T34eMzq5we+wXLP/78j/jhdz/E3/7wt8wrB348/9IrUUkisMmM5TFw7atSN7+3JEHCZKXM6Pu/dCEZk//PpEr2teLV6lqkkonW86L7XJ9D7sneYCGmM/S2111XAyl0FwPtPDcD1q5D7dC3hCg1eTDodhNBqQD0NfwC85idi+UBR8G7ici386vXGJmqxGzG2cy0aaz37+EYq6wC8dTSRRzQNZtKV4ITdK9YGiOjMj4MbRBMUlQG9ciABpUE4UV6Aby2UjlYYSwu/Kn7ik0GTfv51/u6qDmAAFiQIqXqNJUUqBMlqtRxcXxZXZdKRCw3VCyVBYAF1UOcjbapvS552HOVSmHPtUWEOkTqIZ1Iy7CXunKNKFC2anQbOiazyumRDyx//dNf47c//21sf2d7XP3q1bF119b44I0P/mll4vPPvxAFipaK4s26ReNZF0SPq3fG8G2/iPFP/FmL+QfX0tDXDPEM03Z8aL9SZc8ggQmG30CcgYIr4kIUo+NjgUQTMZ745J/tb6FmyTXGIofsehaA3BDyf/HdJGsB0d/bE531ibBIdobpM+z80m605aPfWX1kHV+dUmANQgtY0PVIE3wYqAlaWZBaCcdoPfcym75IJtQQ6s7kUeDg3kuJCyTvbwvfX7UupGaQ4rDYfMX8QiAhBpZ6wG1O+TACJTyEGBAqjUg99UbuniW1Xbxy7SiNihUf4zPJZ0HqwX1ISqfMpu8Vj7lEBenCNTGhSdgmLmWw6DsRxnBHUansAqUqRrdBozKrnB4FXn75ZTflefv1t+O9D9+Lk186OZpsbxJVtlWJZk82i5OfOjmeeeqZ2P3q7uC9ecfu3bvjrrvuinbtO0a7Hn2jz+RjY8S8C2Pkitui96oHovOF99u3wm6FhLlU9MhC+wVI7hCQKExnFxI3aXXSxfa2Usk4Rrwn2+5itIAyZMNbrgCkdJWdjs+C3edcEQHDgxQATSBSIvk3pmnRyffYk+thjiG1VLPvZEsDpJOdcC17ON+GIBsggzdgqaGy8F+QVIUkcHcILTQ125RqEFfiekhHgErqJMSRDEH3UhFgKIp3d2xJIFQfhL6zrBb64OJFpiUpnbFpIEA+D74T3mvJ0qSDr1dMC4u6BTCoJAKbBAFR4TnTl+g7Xu0679RA+SkX2iNd+L6oPQNQliFqErWG1E/9ACtFgWJlo8uA4RmYpEdum7Cntz8dS59fGlUerhKNdzSOnMdyouFDDaPmEzVj4daFsenWTbFpc/42YRw8df/998cTTzwRTzz2WDy+/ZHY8eD9cfft6+O8VZdF7xmnRcXOw+1hdZj/X0gUj8x70J+YmCQ9UThGG1B4D/3dyEmB2Pa+4nEvFoE7rBfUCruPjDoW19Hc/pNlmcx0nzWkB7sp62F1IpFAA3EFZNW7ojay/XMxTenc2N6gwYsLKYbMonKcc6OFIIrNQCLQqTt1bKDFx9H2ibDbMUkBClUJ7Fw4gduSSRUBYKLEbSSVIKNupU5hP8V3lz9qUkqLDAKDmOlIu7ICRZaXkabKM9en8xOuB3KJkVZwEwr3XP99zbPR/7pnfc1u523098Qfg3rFqZfAUtMhmMJlKviUkC79hmZgkh4F3K3p8y9j1yu7ot/T/VLnp517Oj/Ve7Re9LurX2y+a3N8/tnn+3R68t9nuj1lf/fxxx/H7l2vxE03rImWnXpEgUL79ig58AAsRXXzdaNK+4H2Mbi++IJ7bHpTvkFjYepyWBySlQwUeySTl7OW1Ejt/plmhQIIiwHoSHbG8dXi2PPtR2FRcbXbSytw4Z3FnU9agn0O4j00RCzXuINANMCqhQkm3oIo77lya2pKLOnmem0tLFFtcmZRWaiECs06mzfhsTbhduJ6VVttmMAUoPEdSFRnxyMFKJBzS/hrss181joHl4AjLUMAC7yO6xG9ZyMWrVjTqoSFJ6eZGi0qCwALAKF7N12qmMPuF26xxMciYs4ALX+LWiMEgw+sQKES0bnv4AxM0qPAa6+9Fq//5PV44sknou/OvlHvoXqpp9yTAsv2TJuw67vEtddcGz/e/eN44403gr/Z36DjE88fffSRQfPjH/0oli5dEoXEUw7LTej+F8NqCG9rY5NRJt3HsMhSoBUoBeOIa9f9onokHdjxuLoha1n3OykA8CRAgt8EMd9+3nW6zhpPFP8HOCRcIQXgJUlltLKacGdN7TSi4kwknQlIbMbhBVhI+aTRjnv9ayFSn3+JeGqFTljpoCLe0QqSUNQIsWOdmiFrj52L5IRwEyuDM2EpIiWRAqRnENSkcQBgdP2ROAaSE9VmsOj7EcIg4xD1TqonVhEARKKyQagzorkRYYwBuhZt5pEucCJMdKysuuJMBBINFuJ1AjM9iwscWSw69RmYgUl6FDj//PNjxXkr4qarb4oZO2ZEnafruPFgs0eaRbPHmkXNe2rG0LOGxtL5S+PCCy4M3p8dF1xwQaxatSquueaauPbaa+Oaq6+Oq668Mh544AFLl08++STuvPPOqFu/YRQocNj+wcEQQA7PDIBCTTBeXvgDfAJrBZ6AL4JJhZ/4HCDMSRHPFLfpbxUCAcQiYBdaCsy52OwfLyaqghxZApVkswEYPKSQXWIrEFEsKExtF7GVkBSQiGexIcqYmUS6ScAm1ZOW6vSbGSKVyOLCCbBiiMnwPnwY3AcqggVweUnhIl5c+AGONVQVjj1UG2Dpc8Wj7idHzTQlLO4rpwWHUMOxiJwDlmJVarrAPvmRMgc/4HTM6arvOdafj3rmb/te+YRrmTiPYMANzxvkSEYkIN5n5s5gEfehcA9QFziiSHTq1T8Dk/QocMcddwTjno33xOVrLo+eW3pGw8cburdc3bvqRrsl7eKU006J9beuN5nNvp9x9913x6WXrhbB7RCtWreJlq1ax9Sjjoq1a9emZj6SLgCneYtWPoXLfCTPOLxgoZR6qRtGnHIYEywfXwxdnuzhJORux9cZIo6UQOD0mmVJghMOPgHhw+3N5OPDwJIBZGTE48WkNJaaaqsx6W4HDC/cmlSGpAt+EfwetFRFnPNdnHfL9xLZhkBierOrsdBw3sFXOBSCRR1257v29wy88UWTUqQevAhSbbBUqaXrlMzdGHivASS8xYdASHq2kvQDLCwsIBl2+1t2C9AurAdqQ6oYdYUkMlgk9XKvqe+JlMGZBqhd06R5AmBIYu570M27zPMG3vSS1RKbB8nMXLLBAAv3SZcHrlvgsELRqWffDEzSI5/p/MbuN2LlhStj5NKR0fnUzjFo9qBYNH9RvPbj1zLv2PfxwgsvRoHDC+YeyzZi1Ki49dZbc8Gybdu2yGnZWh9+RHLxE2kmn1W7y7pWk0YdDrua3BSkCT4KzFpHY8Ur8F3A3HGK1ZCKwYrAtY/FVJKOjZVqeSTHW2vneDAJ1Nng2EI9EFl2iakWgUkjv5d+LkgqeA0niUDyCpeppMnH+5uIthdC3ACOgSWCIwuLB+k0QPxp+O1vOx+Gjg2+rhaCPrMEBzHBAQtcIIU3kKS6rq7J57jkVqoWycbCkTbBwtIhi/ya4dRNS3XQdx8znbga0o25KiZQHymVlr0m0goJRlUC1h/3RJoF92iwCICp89YuA5LXrS7ZKJovSmgNFl2H9SlQ4Mjo2KNPZpXTYx+n3He/+y52Proztt6x1Y2U//iHP2Z+s/8HTjns84KSCkeWrRpjx0+MW29ZF2+//XZ8/vnnsU3WUqvOPePwMlVMWhHzTFLZph1cZE4klU4GxIwwD/FTcBOYdohR0hJp0UX+KoE7kzGBhOz+bG4vN8cz/+f6+FkQr6grSCNFZJjZ9FLBQThyy8cxiKw4SRu6OLJjyTqj/NVJ4FmgMCQJuDYiniSoesOP8fczWEQYKYElo48kcKw1pA3BSbyyWDoGS0VKSgBg5poaxKrchkwmOgFFJFwCy1PpzIBNH/ra5PVAejtKlaJ6cRDSTYL0zlTCm8BCSMP1TI3bSgIOTaptzkUJLNoYAJnroor4jni9vVFGzbaFhXnPxvV8CticA9mxe+/MKqfHQbv7X37tLedYlG0tctypf8w9+WSf4fy6iPCnn31mk/rYUxdGhbb9o2rXEVYfDqNPnqfFPM+BMzujUBVi/vgYKGi3dbFis51ypBOYMEq9sKtQFfsEIhlFUoEZHlPMTMCCuhig3QlQxm3/xiECWm+wGH01aXhN6RcLwS1dp6kny2oye03UhnYwhLJiK1Izp4s/nW8rA2fhiE0fufDe/V82/cx5ODgJcdxhtnMWIWBxnCrPdyVlokSN+naI0RIDawcXAQuL9KNwf+Q9P9MCv+75IHpMzIrUVcx6gyWPg5MNA+dAXeJnwrdlUJ8tsFwDWNKRODxDyokXsSFprYpUzQ+WYgLL4dGxW6/MKqfHQYPlRx98Gq20mHUnLY7OE2bH4vnzzGU+/PDD+PWvfx3P73w2Vqy+SpxjkduPY993ksmLCxrfCcXktKnIHgM3+r6vYrR2KWIdUga3IC0QsUqXgZK1mrgcgyY7eSc/OyB6nGxBbAaQUVxGbq09wE/+2aEC0jNp70WfFiwrstMAIl7QfcDCrtXksTj4THCMkdsKWPh+tPRwXzkchfr+NBHCN8Jn41R0opdM5bzf0dcUL0DSwrm4JrElrB52PfPhQ6vu/cSdGVAbnTN9di2tAIuAkQ8s2jz4cFDNeJ2xIsmJwYIEgKggrjtYzzSApGMoEXY82PiQ4Gtc0yemSU1ikHTs1jOzyulx0GB57fPfRK9VD0S7ZRtiyNGnxPJF8+KRB+6PX3/98/jHX7+P1199OdatWxcDz7k1OusLUgs8WMRtpCZ53CO/dSsMu/Htyv+LUw94RgLwHtIU6OOCquAwhVRcliY8/wKk1yB6OKeYVCQL1g/id0+dc4pX0ceWxjuIY3gRJrfBwmTlAwujqPvko1JwYhE4RA1xaggA51o0C6JdGOKewjhMXSTGgcACdyOdFELONQ0WqS/AMpwTzrZq46Da9DMSkKNfSKkgqJnAItWWBywsMMVvpH+wqQhdYEEmsIiIGyzveC5QnzgS2bh4vRNYWvua/1Gw0K2SL9JLIBhxyjlxwoKlcdF1N8edDz4W9z3xfFxz28Y494o1Mf7aHdHv5t3ujoQ6MDgyAcF8g8X0819j3I7fmZSSE2uwiIugZvJPfN6RiB5kDccci8rCsaMmPLqn5QbXn/TEH2PEXe9bchFHwcwtXVtSa79gKSITOkksQAivAizUNdF4EGA7mVzqiJok4i+tT1hlLoJK3AcsXB9pJeBj+ZEghc+j85m3ejNBbulYNfr+L/xzv+ueja5SUag26oqwePaWLJBy3PQ4E/FPQZrN2c4SD0K1SZ1x4ghgwX+DyqfnC4VnmO8Gi6RnsrAyYOl6iMHy9q//YpE5UF+iHydZwDW0mzkijtH9wvuj9xVPWN2gh9nh2SSp3MU7wABQBCLxaRAdRr/7bKO8E59v4KcpZaJKZDmBZat3at4KRINF1wa4NEIm3xWTFI/tgTLt8JYSOYYz5MzMgmWXCfPEJ/9oiTju4d9oMTJlsCKPRK8NFqmHfNdDsmj3wr2oeqQykJSBLFiGZcBC61ROUqOVKplu3M+BwSJAU+Gpe8ffhJ8pCxb8P4CFWqlk4r9kE9/1UeNPTWCRFclG5LSUJFkKCCw9MqucHgcPlt/+EOMe+kUMueNd63BQDEkFND0vEVklIfoGjkd50xOA2smqgn86nk3PAAx+QEY6XlREbf6JzzsSWJgwfByYziR108Jrf2ChCrHXxQ9ZvHPqCGF/T9Y+YBEXKl3e9VE1ewOW5SbOWBYUwaXkLEnCRwQWcQyivPg46g0+WmDpdmCwaHE43xDVkl+yfOCIOs0TAQscgw1Drxai4gks+1FD4ms0Yt4XLM9YoiClcsECdTj9KknsPJIFsGR8N/8ZsEiyjLnvixgkMODLcJxEk0WyDV8I9zU7g6Y5tBnN24HpXw0kEEQX84+gH0k6+0583gFYStonkiTLOVZDiN8DgQWi/a8lC2CRZGlC3fT+JEsWLL/1YiBZ2vxPJEu/rGSBs+yRLGMzYEmSZW+w/CvJskcNEYrIVUP5wJJxG+wDlv+QZHnrF3+MYbe/GX2uf97djwhSdT33Li3wHTYhCQD2uvQhmWs7rc9pnkM6ZO7CWcrsX9JQLUCd856Csn+Ps+Bcy8dZ7nwnP0gBixZ4xMYP3eYUsPxLzpKxsvJylsGAxZzljwYfqaMkmVsNzfkfcBYR3Lxg2cNZvtTP7yfOslycReA/sBqSZClbOXGWvSTLATmLwEJd0/7B8h/gLK9/8Y2kyaPR6dxNjrfgNyGRhx5oONUgUWTMZ/Mq8E1452z7WmDQAj7NAu4LFpKb6JvCrsLXkgiurKGKNTKTvu+C8hqxDYKBtoaOPU/gvde7iTyYLFBQcRP12ZyuSiks8aF/bg0JLFJ/WCHwCyRWsoYElq1fGIgAhjOIhoiQk5OCjwNfzz+1hughk7GGINn5rKH7PvfAGuI1ApSAlM//19bQQHu7yS+2UzLXGnrXYLE1dNF9LhXJbw0Blv+gNbT7p18YHE0kmvHAuriKxCKy0EangiuSe+AFpB+SiExxl4NwN7/qyYCXMDFk8tPnDati1L2f24HEecSYeGTB4Ron6ce+kAOBJUNEbeJqsvB5sIDjHvplTKbaIKOC+Aw+n1NDyP1wt8r9+lk0rDKqO/eVUAQgtJ8lYzpD2idw4IOAg4WENMVsJfy/f7DgREuHbJI7g08ov5/lneRn2fqpHXScx9iZFu8C1B4/y15gyfWztEhhieGcNbCvnwXpTrNEiD+dvIkh5YLF1tB/ECwvv/5O1BHaq3QhDXGIzTayzDza9fX/cScT3MJ7m9qanu5dQvlpSiXc7LJRVwc6SWdn0O2Rmmd+T5E5PecQlwQM85d7ZBeWZ+0uWUvkpHACK2KYRSUybH8ITXykfvCLYAnhFCTLjhgU5RoH9OAWlRTAg9uym4Ob7NjklHvJlZGcnUhd9ij97LYdkqKkVXCWEADbH1j4HKLZlVrhwZ3m+TBY4Bd07RafGqXviCSg/Qg5LZx6luvB3UsN4cHFA4tUZb4JjuLr6ZoFCwFP4mLaOMwvmwjJT6Yg5bB4cPE0+/6LZMFyiD24z7+8KzgIs2jlOo56MugXl/q8NkgZ6B6NUjJRvZSwTO99gobkkjQax+GYSzzBdL2mNMP1uVJhmKD0mScJisJ6V/iLwNI10tFhgpICjuNDJcv5syHCJDRZZ4sYksPBbiV+g+cW3sQOw2ojKg0fYndhSexTM62fsZDITIMz0amA/FUOqyJHhHOfx2wTvxB3wTTFld7lzA3mIGwO8wvHhvZy90tdkrODanVoQvdObIj0R9QmoYORujbpD71Xb3dtFhKQWFpubCgfWFJsiMIzUjYIxJL2YHe/wGJ3v/gf3uz+1zxlsKfY0Ane5PuNDXU7xLGhnXR+KlYiChyJW5yIckm36EKU8TOE06/59czQIqMuyBgjUkzaJf3fSDkAEG6+pwUkA86N9/SMNURhl0sX2vUx4AAfMRt8LxBfDpTykS8dJIZxSh1zjnbkLS5N5QAGyCdkF5FMcRo8itwU8kSyUWfagqWo856FJeiHWe1krLxR5+ufi+GA8J5PwoeEa/eSGE25aLNpZ0gKsLCSAuJZKZbF9bS4mhvCEviDsFy4r/1Hnd9xbgtZgU57mDzfuTop6syxNHtFnTUX/M5RZ1GBA0ad6dFL1HnOSpeYUIuE+mIOyZFh4/1bUef/6cNtwtBxhx2RUC4zkxyVQpUzR7OQoO3X84+U7FTIA33LIuH+JqLM2cekOdKwx1JnSmp1RVYcN0dZKJPGRCPmffiD/g7HEhyBoKDzWWac6XII1Bx9VwBI/zUv2H2OiiOICK8h6OZ8FolwuAnSxdJK90V3SrLQ+B3ShxjVnnyWZ9LC3vm+VUdydj3onFkW9kD5LNwvvfu5JtWJB8xnkQVDemV3EWaTUW2g3HwWSRH7hLimvifEnubUgDObfdfmpIvz5LO86lAEfXqdzyKVR0CUefpf5bP8bx77a0CIjd5u8ZVRqX1v/5x9/YAjAx6AhnguLvVF1Z0z6kXUyHijqXGr2St9g6glqgHpRIkzjR1P+gADsxHpg+lIgDBLqlkILCNAQq5spzPXW90BKHgUehtijOoEHCljrLT9K9TT5D1zKH+m3C5LFLpGQU4ht6QzsrD5MuVIfdCicr+IepKXqHhwQpVUAVWdKVOO9mivxNBbX89kyj1tlUGObr5Mucq18mTKFcuTKddF9z/WhsZ+M+W0WbBK4YKY4v80U673Xplymef/9WNvsACOqjnt4ty3fh8Tr9hoiXPYEZI6ecHxz4ZAwzFx8JKUxCQJIUuh7enXOFoNCUQiEDHFP9JgzFxbKLT0gkQTPSbpiE5MTBgWhM8HwIRfRGnoWtf58P8WAl4TSayUgzvMUolJg/dgoqPDkXaoC6wW+rdRiAZYsKLgPAOue86kFj8S/8dURU0hgcjBZafD48i7RUpxwisZ+ZwGAp+BtwECVAZg6X35DnOhwbKqkFSWAlyTsxdH7Z2DW9Yqg8Ul0ElRO98TXoPappoxm4OLbwWV5hxcqTXcGcxN3b1ycN3GzTm4RQWWvXJwM8//60desMCgK9ZvFhc89VZs/Dri1i8jBs+/wL+z5NgfOPYZep92CxNM63JMZo5igSOQ14FIxSvcTVKC09ZbnnCh0y1h/9kCsZTdP8VJVZjumPQACysGcooPBPVDMndK+J5pPwvWGwsI2YMPpSJxSkNp7txPFtZUuwGc3a+d6Y6akgRYcb0u3S6pknq7QFZTdv8Id1KC3GMRZQ+nQAVxfRaWQ9KRVoQHAIVPX9WCAhjIcq9LHrD/yumfkoCQV4OlWh2HIJB+XBMVAufCAIBYY+EhOYmqA7hsdj85vVZrUpVE2/95dv+gzCqnx6HlLCXKxay1D8W2byLu/eT72PLlP+Kmj/8WjQdPTu3a/x3AZN6D9UHxOO00WBgTP7yQxDfgB9ol7GTiKexkeI0BIzMeNQSnqdl3kovK6oow0xEJ1UDWO2c9o6L4GdMxWzdE3i8mP15VSmDxPVA7RMcnWl0AKtcNSVIhpXDoARi8oZiiJC8hsZwELjUId7K0kpRMRLxqFC1bxRWE8BWXbfSdYGmFynDdkHY994pKQyWRYkHxWjYTn1wVwEL7ENcNUVpStmKU0PVdNyQpQR5Nvrqh1encSExmwjHdVnAAxVWeBzbVv103lHn+Xz+e3blTYCkShxUpGTX6jInFu34dN3/8Q2z6+PvY8LM/x8ZfRoy/6p4oXLmuLIIS/1rCoIZEsEA69S8tJQVYEI5mIbhG/IVC+ZEygzEHAQzH0LHzGonU0UeF3efSU/EQxDZFZ26O2H+qF9xlq1JfqSKRkzVmRZ0BnNvDEXt0PaCzUup6wO6nJRf8A24D0SapCOKMWuREMywLkqhIAIf8sqspReGzuQaSCj4BYIqLa/AzSeb0nUUa8n5XJErFEvjEVEYaIFW4tk8WEbhJkkI1Y/HgjgB8AAZ1SS4y4QgsG0BFRSLufIg42fxEnjGZqXnGUQc42Sz7q0ikmUCqSByWWeX0OHiwPPusRVeZZp0t4o/Z+Ys4/53v48r3/hSXvPOnuObjv8ek256NGv2Ocn7s4RlA7BcomUEHJ3Y3jjh2VT/xAsL1ONRIBZj8zF/cg3/U1i8sriGb7HYsAFp+IlbdGak55yl2dZ9dCtQhseSwuoRVADFoxp5kfkFJKyYsFY1IJSwfrASAQ34uYEO1UGmAmqGCMJ2RdJOHD9Y+5Qr/DrWCeEeyuPeJiLNPd0etaZHJQQZEfAZ9XACCa52X3eJ0x16SVL0lYWjp3nkp/e0ucTsPAo58J2q46aECxwAwLDKNAKhD4pqccGZLkMoGgYUUVUgulY5IQT6HxkF8TyRq3lpn/FfwnwIlKkTXgSMzq5weBw2W5158yTW2DcUbiEGM3vHLOH7Xt3Hq7m/jlN3fxYwXv42hmz50XTCLgKXxr6QLpBKpQNdqcmOcYvBY/qgxz7jZh9z6E6kAuiis1M4/zlIFy4VW6iRE4x8p3aCFRHcqE2FnOklcBJiiLSYMM5cKPg6cIsOMhj241WtKIpFfTNM/xDVgwQpz4ZqkCx0UqBFCKsBjeA0eQHVkbhcFgCsLBWcZu5cBeHDGYV2hrvAjGSziOzjRUGkMCC+F9/ArpCbfKYGFE93SiWhIKlR2mfrNEweSBMQVQOtXd1E49y4DBGmFVMFaw8FH/jMqGI7HkXv4p0jzxHUAdylQpkp0G/JPuij8bx4v7n7Nk9vp7LtSHxUt4qSn/hATnv42Jj71nbs/TXzqLzYv2XWIXxj8fqWLXsO1zoSy+1kEfBljH/qFrrtXsFGAIUPNqZHSwY7I6m9w7pWo2TgVipWrbHByHC9SrWzDNvbCMqG47d2KdOoZ9hyjxshxpdzC9c+ykAAIVYipP8tRBhLSi5ogAMOC8He0xCC46ONdxD8aZMg2/g7Ayc51VweBxAd1CzyUs5AbA8/i79qcfKmBQVYgIEFaUgjGwVlYLQCbhSXugwQpXS/HUgqrCg86YOQcSd7DfXFPuf1ZZAyQ7ARoUGuoJ9wPgAqCnfqztDToOFIQdVmgXI3oPuzf6M/yP3m88uZ7sjLOi/43viI18X2mmQ8L+7eYlHmesvPvMfaBX9iMY1djz+9fFRV2oRkLCunDozn0jnekcpAq+wcLICRaSwfKatrJOPVc+4PHFHe4njEtEdeY40gXrBS4CzqbhaYdVxtJCFQZMRrUgvu4adcDEqwg1ApEGKcgXAfTNFtgj2SA+PJ/NwISqPg7twgTaUaVoQpRrRVFeLk/uJE7P0nVojIwx/HSotIg9MSsKLelohJA01yI6wE+rgNBxlQGKKgQpA3WI8DmOxDqACzu/CTJS102ZLmTwOhTSiQB+Z5IN4NF10udn1LY5vCKdQ5956dd7/xMO+L6GLrxwwOnS+o1wviYmKCeRcsXMWXwc+HiUVJqg92MhdNbzH30/T9Pubr7GfTJpSUphfOYyUgVGH3+MhFJKz1jtlLDjHWCaqH0tdnMdIYy5i7FaNRAo1oAEOZ2VsIYMJIUeI7rceiTOAEqD6mAKE+tTNOgXsc95azKMn1r4T/t+1v1ABSkAyoZAAI84kjEcXDmUUzmvv9aaP6P5HIjxKGZnnIi7qgbAqq5ak1SBW6GxcZ3Bci4CeAsgCOddrvZ/IWOlWwKXAC22DQX5lWypOwucByvYRxRpf6h7ymX7VY5bNOeBoT7LKxeo0c+AS12M6rIHs0sUDQOL0jOSFWLbLordZJJTISUpO39SRUSpKkF6rHqfotpOmFDHA/UPNl1OnSr1K5E/DeeMM+9XzgFBPOSgTXSXqoA9UfnJCY9SYnULgz/Bc9pcCjDUZZQJEfDZ/Z0qzwuA7JpPqjbgJFl5JM3JBlwCdAciL9FgqGGWh6/woE9OBD+Eb4DPAypQ4EdFg5ggaRbrYnkssAABd8Q/hVvAkm//N0qb3ayd7LYbnPfOhoqE/nnmkhZrrenW2XieQWrN/kPdKsUWDosuDY1IMRa2Q9Ypjz7g81ekqPxdbBgRcpm+uBaAuC1LWO9yYJgLpNdBxiytT75hq5HOzKqCkmMwpKhN3/h3GvuNQQenFeuKiTKq4VEp/O3iGZOHyNnmEx/zEp2NZONSetuUP1Z8NShgfbl7EYG0gHpgUnLxAMswIKVBW/BKuF1XAB0eMDDnAjzWPMhQIY0yvbBJZgIQGg6SHoB2fxUISKtAJ7BIimVfEHp2DzCCTbvJblQU3wHyLrBYq81fXA50kaqTfeLCspxH9yTLf0MFgENcxx1BmAIKhau3eLQ98Hd9faH0UqcpYds+TEPoDLyShc962fyX3GoIQLrDpe6EFjcYZtgndQRQIGJYznQbKfD4hucoEOC0v6lyvfOT6H8lFAAOxUC63LO/XEhvUY9EZPB5OC1JaEKr3CfKx4NEqLJbcFD3P38LVZLqcP2Au3+owWKsTafkQr0jGFh6NeC5YXOp2s2gGGh0vlAUkkiwvbhCDRIEJNlfD3ibEiV1IHqWPMLPgcOkXN0pqHhMTQ0PFsgWmLpRoNH1IsbDgls9gO16uGUTRyG5kCSOFhLSDdUKMCzWpNqxf/TcdFNIraSKrNXml+lfjYi4bkdtjsmSaUNi7QqWr9N9JtyfGaV0+OgwfLyG+9G47EnRWsxbPgDGW/sehaU1EgsJLK92MEw8OraHZiOjkOULOtFpMgbHQz5ZfEx9wjM4YDbu3e/+98+9CunHDARkNCyjaXW3IR5P0DxIOWwqqyIrl4keACNgDAnB4qYk0zO5xHfSU2C8G1c7IXizGTIqBsJihPRs99EVYvEweTZk7+wfrKLj0WFOU5FApKDtAYAw4IDGvMf/Z8gKRwOtWuyLGINWfbR//p5v737pW6dZCbpgvpAUmJOswnIzwWsgAGwEHyk+wI5O6gfpAoSle+X9Xan3v19bN67d7/WAeAUa9Tx0Pfuf3H3Gw7F1x0z10Qze+Q+uSOoCSKziMDmM5ebIDLhlKDidaQoyt5Hmboc8Y9YxgHFGYNDtYDjHsEUxwmXgAInGrf9t5ZSJINjiTBRHEDliO4BpIqPwKM5UKehWrxTvMP4nv3JB77jXScwkRxFx4IUQrjNEW6cdTV6jrMUASCEADC/2YGIbWqf2eXsdsCC+klm9VJxjWV+dmrFeA574PgYqSUteiLK9NRFbWWOqtP8ubfueI64O93+HIDG73JPBUE6aUPh7EPKVe3Q315gOw1Zg8HTdZ2TDBbcFJBm50JLwmQ5kONh+j7MNbwrgaWfrUTiWFZrIss0lOw/45TMKqfHQYPl+Vd+lD6ANlq6oSZaQE7dwBSEdUPQ8MSis9GtnA9UtAIBqwra7ZXsNWQB2L3sMPSszxu65ceum8lmzsOHqMshz4PSSz4D9zyqxclW+wNKZjjZullnqwqkCmSPaDGJ42TQw6dIs6RjAWBBx6MG4DaoGo69gU/50G4IoMCOiV4hp5NVJ2DBE8v3h6zyGS2Pu8DmKwFMYjAJMOl0EA7ZNljEaerzfz1zplCW7ziHWYuOqqBjN6CirIT0SwgzsS/my+EMcRj8OaggpCySKPe8oePPTxxI5jfA8ZnQsoJy/Uh4q/XdOYoG0x6QwIWwjkq26BUDjzk9s8rpcdBgwYPrIFm1Brb1ySnhRlK6QNKv2fhIMdnwxB2cYKOB74OILE4mLBR2BKYjYEDNUDM0hg4FD//GxVykG/YWEcVaQLRXaNnDTjeDYr9SpVCQgIwkq6pJZcfSV5a4C8FIrjn+0Uz3y62fOd+DXGBMV0xLXPx4N+2DqN7A3lIOPPdJZrIYfJKZwAKngQh7R8tkZaMQe0FKAhoO04SXeJG0o73w2lhImWz3bv7P6ywioQjuz+BhiLMgXfg9gIe7QK5NmAUU+tKZMOs7NBo31wQXyUaRXQLu+XYaIunMgXRN8yipNUi7HYfiLRTxARSnLLTpH4OOW5BZ5fQ4aLBwRmJhmaWHFS5hIOBwYzJLVKsbtPYmL4RYA9FRe27xr0hlOANNO57esIhzbtYxklOusD+AJoPsdLL/GZS/OmiohcT8BpC48+1TOYBUIQ6FJxdLiUSpFj7FbLOvRVwJc37S09+7joluCGSRdV+xxYtdTzucnYvqKaGN4JhJmYpWnfAtPjudkdjPqaB4dt0fVyBx/33xBKQkvAH+AA/xGYlZlWL+MtkSgcEuh8vwuoGD1MEc9ykjsq4EHnMXFlncBMBg/WAhYUECPJ+RmPUwy8Ly0Xczz7SUsXcZwMKB9D4+w2AR3+I+uQ+iz4DfkW2fkbg4s8rpcdBg2V+m3L8e4hGyhFIeKuWW/azHuZlWWqhOIpgQTVz99DshXI+rmnaiEMCavSdqEds6iehArTcAkC0gqQuOekFScGQMJBaTnJol+4XEhXAY0vKDz+Oz0es1+030YVYlBGY2AaqOaDhJ4UkiNrQkxUmG+gXokGIkF9YUqgyzlTQBgnaoYzgIILBlA1mVarZk0IJhTnvhObFdoEGKQIBtXUkleUidZwHDezDb6QGT9ffk8y6LYNu7bNIMWRbhHn+qS3SyHAiwJh/Q8MBRiBbgGU5UrtPwGDJnaWaV0+M/BBbtdO/27MiziJnfI2WKVqphoujo66AZ0XjyvGg5Z6VNbOeKrHrQIMFh5pwOWVOIbEgypRn/lNTq+mS8VW7X3zEQLIGeFz/k8AHNfFzchqUFac7UKNN3Drd//dEnRJXOgwS0Fg4/5CZbIxGLl4yizkoTKZd6RQWRoIW4t3v9rPUm3wQEsbiQhKR2+lxn7WoCmN7RmUUy7xAvciqF+AOvI2VYzKykYPFZ6ER495yeCug89LN5z8gELlQRlYb+u4mQZQ39H28z7+G9CSzptHg+F5KM+c13QTVV6Do6hv1Hz3Xee9EONCxVKpko0szGsRp9edSLT4yfTwrlrY4NYUmRUplz9DnWySQ4Iy2oDtjvtQGnFrVI+UzRuXYdxI68E/JlKQWZLMKc/Dd/sxoaJe5CpSSHK+SWcIi8AmZycPJKL3w58CTaqzt7TuK/CepT1kbnM9c7Wpw9gQPAOAVUv0NaoU7wbSBRHALQTs6eioZVB3B8FhFqBUmh9ycpwfnMCywtsoueJEzmtNYMScZ0txdZf8d7LI0ENg/IMgdm6T0Gi6UTJ7nCfzh4a4QlCsCp2Wfc/+UT4w84ionglrMTDucPhJjkpHSky3yDBQLbfuH1jjmx0wnuceNYVJBlEqgpLdm/1CoitVFZFlZbqZ+xtkRIjupz1VMxXBbP3nXWOAw5EthSRdKnAVJFi5gqH/cNHZBDi0PRbUm1sPhJyOXFO2pv8CUP2yNMTgoBvE5LbzYHgvxCbuEnLErWb8Nm4Tn5S2SGy5RF8mBmk6CF+rTDTgMVDHnFC+6FlzqBDJs0CwAGDK8JSKgwc54RAs8ISDLPifckkp05sxFVJPW3Rx1Ksuk7VpSqH3bqeZlVTo+DB8tzAgulAwbL/hcv93XteOeLyqLgrGXMNCRFTU0OLnvqhEigYifiYYUc0jkAJxKFWLzX3kWi1lnVsNcoWKq8zWlqkJhsAoU9VskUlyU1Vuomy1Pst5GEwSLqf/0L0XHpLf58SCMOQlILk0TZCywCEJZRxVa97Fuhz1sbEVnORup12Y6ggaDzhFeTk7vFNUS4ELDEqJLEgiHzDtAT0/GQNYhbAXKJaoLAooKQtBBTNksLmfL4qjiRBGddw7GSLhnSa6AgYTSQGJY2jKEZqSPgAZAEIg3Aotc40Mv8SeDg9FZzpj6c9zglKveZEsNPW5FZ5fQ4aLA89+LLdqwdRhGZFzB/5Z2HdX1p55cgFejMhJPLOR1i9dTNIGo5GApzE4uIPnIAh8nB18AiUupJlNXmMlbV3gsp8okfB5GOysK13VXcZ+Dal30wBConK1Em62c8xHSxJCZEPAq/CuY4YN4nKs5nod7KVnGdEotKll3LEy6yynQb9eueS4nW1z/vjHoSuMlRwWvaYOQcLcYEfze8wEgmDq/ELCfPhY2DNYIaIi8HSYokwfVPnIdYESYwFhf5tfRVgVs5aAlAMMO18OTfcgqrLSupGdQkzjqb5AYL0kZ/kwEZvwOcPtYPq0ySBmOjcr+jBJbzM6ucHgcNlhd27fZNF6lSz+l9mJjO45Sl4xMmRAYpiGI3suPZSZ4U7TB7PaVL2dE4sJAomJ0k56ASeA0Wz06hyo7dSMvxIuUr55Ms8AicfKQgpFahM+xUI0eWTo3DN31oMzk3ziTpYgto80dOmyBsgFlbpdMQe3rJf9mHOEOaJUHJ9UAKsCD4LUin7L5yq60sQgbU+lDCQdUfHb0xnynN5bAJ1I+PrJN09JEyuhfSLQEf3tPksxnjXQ8p5R5wqtHrhUw84lU2w7WB4DLJuyszWIAgLAExtoXEwmeStgACzrwEFqkmcxqpsIz/htdNkh2G0NDP9TR/VfpNO/Rgeeknb0Z1ifxyLXpYWmDdYNam8HlbR0Z5nWAXVX/wDnRlg9EnSZpkYhhzVzt+AbfAPGbxeA3xiwucXQL5Q1yTc0HZK+oMaZVKK2TKyjrBoQQA0fHsaHb74PVvuDHgnsOtBBTxFOqeCUtQmZejyUdylRHPOSBxllRBMlL1iFRpIIuDBexyzp0CXPIJ4TQkzDHw5l12/EGYMafx7OJt5qBz5qdU7WY2vdlApQRwJC2bCM6CpIU3AcSkkldbJVst47LXaxwyDpggsl5s3bMBIjUCec4OVAoe37qSMAYLvCUP+eVnm9GoI60JEgVJBJ9JYDnEaoioc+OxJ0etIdKB+jDQzQ37+BY9I9YwixGBPr5FhBPrhElsd9o1TjqinIMjcmk8w3mH9NrH3MSCYPcQpaVUlYItdiOSKre+WSY0uxQVxa6CEFLmQPUhXQ7cx27776x2DJTHfm/rh8V1awwRaiYIqUXuryXWfqVKqeBwBtzi3CcBTywdkqEHyMrCcTji7g9kmqeu2JSx8vucWWdb5ONBLtdMYJckcfMAfRaDY+uQuKghNgSuAcxkJ4UjaeddY/Mbsxwphdse7yySxZ5YqRFzDoHDJLX7iKghyyY3d1hrUFdgon4cKY5lhEUFSbaDTteAz5jrSKIwAFYVqaFDTnB3f/hFtCOrXTeR3MrneiIZeA7tbj7+Qi8+6oVwOW06ic9AACknxZdCYA/vKrU32XwSiscQyUwCqstg0WRns7kATtaiqtVnkklka0kkotbuVH37W+6gNP6xbx1b4tjfUfd96aQq4k8E2Oprd+GLsfohcSovSDIDByKtPCi1qKbvwmmobbTT4SQDRI6zPWaIL/GZRN8xneFekHM2D1l8petmTguTNYV0BOzk0BIKAYRYI3AQJGNKs7xOVlaqonQFgYCDKkLqIHGJLbEZUV0AxGkUHMaFCa6f8ZeYsCLJJVUcEccU13eCIyKdkDBIHK4FSLKjct8ph950fu3TX0XPlfdGl3NTthm+BRKIPPQzebeAgKRhDl7CZU/xFDqdzDksB/5PbgonamRP68ABB/IRsfgADJZmHU0ImVwIIkXx+CjwFSC1ILQmm9rtuO7px5ZqjX7jTpKuNRJQSHQihdJhAxFK+22wfgoDjn2lSraLgjseaFKJ/7gbtr47bSwIFYy+74sEltted9kFfImNYt8QRfdSyRxHA4cznyN0IPVJkjSA96FSWnh2PNdnYyF12VioSpr5AB4kCx5ZVAlSBQvGUWhZivbA6jtW7TjAJ5ohXZA6SA1ya9hM9tno722G62dAR3KViXIewFTS5ht60lmZVU6PgwbLG1/+LgaueSH6iOBhBVDjw86ivVf/Nck6GKCFG3jjK26rRTU/J1RQ/D3gRko0d0rnPyYg3e9MdAgjh2NCeiFjOKjgCPghAAfOMpxtBL2YnBq9xturiUTDy8uO7kf1okBBGwwaD7OQuPMhoPhBSJ3k+qg3XPZFaJdeBCtuP+pHaqmYpAEWjNUcwc4FawxI2lhAkrOdJUfqM6iURFq21WJDzvGQouJIzsKSSjk8ZTTKJa4lzsI9+WzDYce6/IXNggqjnJUTTZCUTokUwFGbLDJz46ixNhIWFvktZPczT+SnVO040JLFPhvxEkCRfDZnOPTAcBhAAGqkTYlKc7BSQAFcFXtOiCEnnplZ5fQ4aLC8+fXvtZtei0G3vuZdhtuciC66m14o2UBgGvo/vxMJTO0fXnLcB2mDA6sjUkWqwcRWpBCTEOLpQJcki6OiGqQVkgDEQtTTTXJKK+cy4/E1hxBoXeqqzxx+17v6Pm8atL0k2VCDHK+PaEb0cyIYVs4+QGHgaaY1hqQC2Xi49VtJndLinaj48I008vnKXZ945t6QmEgCLLl6wyTOtdPhVAADQp7tVeOoe4VqUapec32P3lZVDcef5mAnoKcUxOcxS9X5JNYz18sIuMbSCukDCSXUQNAvOzdYaQzSJA0WqUwkM9aPg4tSb6YG2ljZ0hWK5uAwJrsCq7kLHK7b2Bg8e0lmldPjEIAl1e4M3vC2OyvSAZJdzPG6HK2SO+7+qX73vpOM6LpE7zV3Hrhsh8joFpPcNqddaV8Leh6RiAjF75DSGfs7dE7uhZN9pIvrjWAnJv1OVwAA5/MAJd1w7Q9e96rJJgHCHivvN1ByjjknqH2mPx2cp6Az7PYCSWZgGaVAp9QPUWtNMC59iumG3kGTwC+coDVeg7ZeA2/aZVc/5aakbuI6x/qBONsbLIuKAQdCwvjIF8pYdT+ot2Yirm1Pu9pWFHwItQ3ASfX0+YviQEgEFhaVxTxQekqMinwdLCrnowg4gAWCC2FNeb4A5eyMz2Zl8tnMXG7PMg2pXZUA0RVQMKHLdx4Zg45blFnl9Dh4NfTVdzEE3wJtqLSzaGzDjiP7jHwUD3EHd0oUqMieY1fCV8gdQcym+MnlIsWSKCJd6PlURjraMRTXLZMZr2cCbkgbxCW7Javfmczkbn8o+mh3k1NrqUXHBb2O6sGhxcGaVTsNNfchmpyAsa9UcTWA+ATueNqlU7uDVUJV32BJ0lFbPnPKKP3pqIni3nHEUfMDua/tgGcPqx84T95rO75UprLBaqkC5xK4Wp64yp2qfGi3zH6OvOPzOOqYKgQsSFQQLVMhw85wIx1SgKTTA849eB35udQ8Y43CRQijpGQoToO72J5xIuFIGKSNC+NGnuANkfXolu0wNAYdMz+zyulx8AT3899EP01S76uedqMYuAlSA34waB3HwelZetypBlpAqvjZMUSVO2li0O0gHYYPScX6IRpKk55UPiGgaJe4hELAgfljXqJnc6YtcyY84hl3PXkwLizXRDPZJFERAfbppQIiMRLIMl0IyLNhh+8LFCLWJV1/xGHbboyjhQTM7HY4CSfAkkwOUDgRBEuILuI44VqfeKk41ElWnSlqjQORz8kDFqk9939r3N4mNZKOjLp2AiPzAkAgyXCvPqu3+7odFq2xNGig+4Y7MS9wIYi+Sb9IOs49SkSQLI7kDzjKXmbyWvhbgIJ0audQColZK1KeC2Ch1hvnHq4PfE5tB8bAmadmVjk9DhosP/no6+gmrtD5nLRQlEmyu7lhuAiEEnAgnrGW0L20q+ALAxJC91kHEzwC3Y13l8mGwKaIrBi+JAuWC6jHZ8MNNpdIxjogKTkRQonvFXdrUe+xswzLCp8LC0HsiYAlJ6DhDKNhUN4F9MgQ2iIyaRNPSecX4hxzi1CpM5oM0sOXVqYM0jJRq4CTXBYcjTVFutnhlM0mPpT/czjBjey9ilIhtAVpJKuslUz+zmfdbkvNHQ8wEK59xvOYSk6vkhRY6pAE6g0nZ3mZ8i40k4RCSgEY3Av8DnKLpEClI1EdRpF67CCLisQsCvuRNFmfDd5dSxXNP1yndKu+0X/63Mwqp8dBg+VH738ikSYdKKTiNCIlEe8pfgHyUuAJWYcS1X6weURi6pl7qkkVXxKySgss4kUQWEga4pRdQuCtusBjqaLdAnPHV4B5jUeTkgcceSQckZnfcSnVhdeZyyCxqD4kAQpCSyEaGXq5OSq5IwEFZ19p7VQOAsc6YaI7nrFO6my7QYGfhlNNSMcc8+AvXLRPrzpMaZyNqAgWC/WzLyD5jBJJqoirQJr5brRAA+w9Vm4zH6JLk7tJCZxwFlQbFZoQW6QKHAorLhWFNYqS1Rs66Z16H0CK38ie4JFzxIOWOpBJTzqi+F4TzRUBVvxfSB0nZQlYxIdqkq4gqVSyeY/oN3VOZpXT46DB8spbH1jU1Zd4dHYWNrzMMxbJA3t+ykIjnC9lj6F2Ry2xdANEu7eKpAaONTLTTNSayjzWZGAqo/cht/gSQD2LwW6Hr5B7gnh1uEA7z+1QNTA93QLsqHRCKzmqxIzwZ2AG+3AryGbehTRQZPnUa6nFSHkqeJABP42bMfshsfhs6NY95oFf2mymcXI3EXSspPqjTpREHBqltGiFqLe2msvzGYQMSld0sJP7BfgQzLY03ZGqIU7l3m/rdlt1I2FwBSCxIKeYwFWlmkkgx+vrvGDdDznQgBO1B8GF+PL9nR8kVUPKB0cUAzr8UDj6CB+QH8z64Hrwhu01NvlsJNGLN+kSfScf4rqhl37ylll3VXsLJ9iudxQzM/CToDqyORNO+hEHYbIw88oJEOwyFrJM/YzupdRC+tzMvjVm4CCJ1dG+NqYdKgvJAjmDpDmDXfqYQfQYfmLvr4BCemRl/T0gJNmKlEh7anN5hKwTqQpMWxYAqYalQVgCc5zFgouR80KMCY7iI+4EHOqNyF2h5RafR187djxt1p1vnI8PpSZFgBUuhEokhYLvy9kEqYbpZUsviv2x4vpc9qgdm4C/sTYHfiGkFh2pAAeB22yLjJI16jugy3xhGOCVBextpH4SUG619HNPPkl9wOJA7ZQFVkHMrTP9M5K9eMMO0fdQVyS+8OqPLQHKNE4BQ0iX7f1Wyebn/7yOWYeZmEDR0r4HvKKlajeW/m7kNEWChC6fbNjKDJ+/xYdgb6QIL8AjhRDphJ5FiuVmsLvthdg9Olg7KhVRTZHkGmrpRACQmAydktxsuVgJL2hBWSrux0Z8qQ1tuyb771tLp0OY6RbJYRN4aemkTYEb1ZBDbuc4uie9W/HzkJGHmrP1I7M4P1AyIQN9tgGpnVtHoKcwH58KffTtGxJQ8E8BFnrsulGg1BPtROBp8LhyTTqa7wBIgM8wWGqmE2zhd1iS9JqhwJ8DQ1HPXXHwiex3Oft2hw9Q3cmflU7MR6ogkVD5BGSL1msTvcfNzKxyehw0WJ5/+RXrzSJV67llA1+axffQz27jkOkjQi6LG9Bod7HD8D84oKbXCKgRgeUIFCQLrB6wpWzzIW6sU1tSIitZEljwRi5zpSMqiSN9U6/c2RarEGV2STamxOe60qB0BSd7w134HiwgO9Zkc/xp5gfsQspZ8dJyQNbobV/ZRAYo5PFi2UGiIYmoB6QlDjZ6su2j4jRQfcUFJFQtPiJcBGQB0qnb7dJv+Umu83KwrEhUEJZRay0q7USQzoAeUKf7qOy0DNJTAQ73ZxXUbbg7SpAWQTyOem484zj2CLtAllFDRMydKzR6jjcV6gd1D0dkcxep2+rQF8a7bkjILli6kskhA5GeRhUvjge5LWUr7Rl6zbtCJqz7rFXLgCXbQiKnU6aGpb9VF+Yc+atkeREXQQ253BN+JHVEYRXVfIT30df2/IoLMcGUZCK5DFJ9HmYzIhydj9mJ9KKcAwKJSkNa2BMstcDiARCsHs5sHHL72w5p0EsXwo5X1+Z447ZRhPpt6q3zShVbWCK1+jxM9qpdhlvq4R/qtGy9u3/jaqCxIs5MV0bqczk0i9gQiVPUh1fpNNDqhw1nwJcibFDWZwyx2bgPeJnLUsadIqlyvkk+IQNUabY/C/9HLWHhodooTCNtBPcEKgzAoQUK12oevcZOz6xyehw8WF54MYoJFEeI+UPeUmvMcpmRbijfkNnoakTdJISSHvR0WnRuh4hf2QYy/zSpSar0kwpCqqQ2XZiCSaqcal1ryZIl0dp9BB7Z5VgMDj4KaD4sXBOJ9EMNeWQ/S7wIMKJ6AAoTiCeY2A6xLbpn41zkHGjI7NANAorUBekPkFJHlMXF6I3CItpLm0eaeEBqUT8inxBnnHV4nZP62eZ4GmECgpCAhc/EmYhUwbeDBGIxOcSKw9LZjMwjCVoU61FpYBUkToYaYfGd6imeA0/hBBYi+uQE9xBoHDbQd8ciJeKcVPVwbxiAwiHiRNcL1WgWvcZMy6xyehwasHDqRclyKZpaSiI+FygEzPI86/Ws6GR3AJTUEy0tHotaXrzGRecy/+yE60F7ikw+Bu1JNXm2uAQSVA8qKJ0of5qDayTweKcIZJjfjlRrobK+CMS4P0eTWxkvZ78pDrI1105nAYn79LkiWSWUygKW4Rs/MG8hjEAKJq4ApBnfi4pFOASbYB+gFCzi+2aRK4jD1eiddfBJ/QgMmMk+iXbzzyS9PnUsi8/teenDJqE5M5aLo033pgFsNBAgAJnlW1wbM5youX02MjC4lxaycgh2wlFI/6B9Cf4vLC5H9efuSSCHqxCIJGQASJDq0IBCNQWWQy5ZXnxZkqFWFETNoHoEAtzoqBqH4TPheL8mPcvOQBWQtJRAQt1wi5SHqh0KwvFO4heBqFmaSK8SXkcPQyYRzbnBsBlnWqo0kvluk1yWDE4rHHpIp9ymNxS04xIXf7E5rl1YU9YaXmPiUWTqwUGwbtjttE1lxzMIehJf6nYBzYavt3+HNEkHCckJ1j3vYyZj/Wj3U7LLZ+KNBsyY9ESQCUPg5SY0gppDckFsAVAXEWtapLLzcURCXKmGoHuVD3cgvkQqqeaVOSzXtJM9wcTTsIDoQ9fpzA2Oh7lN6mWPGDQQdjYE5jRSmL4xfC/UPR0wmSc2FtIdsPQ+1Jzl+VdejTKyYKh1TkS2viO53BwTxbMH5ay6MXYZZAxSiZ4nPJ8cb0iS4UY6kVLiQ/hvAAJSBGDgRIJTkMJA0TenfqCCzFXsrqbhzXgH5iC2DrDJUqsgKYKIdS8TVJtUVC0R4AYGyrm2GCC0iGuIJT4Ojlph+GCEK59wMM9AkfimRViVzkOjtHahwwb7KUtxEZ0kZ2ktgK0f+22WJvWD3+aGF8WH3hFQPrFUgasQEmFR4RrUIrFZKBMpIb6FKkvmuK4vsKDyOGORxeVes5wLUxxVSjzMQKEDuICJauUecffneoJ7jNJ87Okqbief1gZrtXDt5tF7wjGZVU6PgwYL3SohRmWakGeSzGN2AruYHFzn4UpqONilHQDTZmdDxvDWwt7R+7mqBikiVQNxxWR08EvWCUfhM1qftNoeSXaHo6ZTFiau4pjSZKmt0ZZMWFGkWgJEvh8Na1yaqQly9ryAQgQafwOEFsJKeIJO1CwavhU3+Llsu1TG3RbreGgx27GyuBc7+PYXNsBMlrTBW2z1IJMfMun26OIQXHfIbW84xkRBPlwFR1yfy3c4IIpHFxUBQUdlArpCjlpnrl+EU1QqBE0FcFtQa4S3GVO83fxrJEEkIUXQnWBGWYqkJfcHiEgQgwDznXLjSw3oJ9fMUp5nPrNIvdaH3in38mvv2E1cReKSSYQsISHc5dqDthCUZ6ZqN/gEuhW/BKKcyUeCMJnsPHY6RBNXPb4AYjtElT30M4cXEDHFr5KCYPPEZVIuaoorjTQppnNjNq0BlVStyxB99hj7aZgsHHfER0gSx5ykizdOMA6HIiXT2XtExYnLzLvGQIFcox5Rl0jJQuJn+/PSFsJLK2mAmYyjrsHYkx3Dsjmu6xJghQchUXxa2YY3k5oTKEnQ5vvhwGTzQZzhJkfmMcdxKlKuwqKiCiGpzF9rcREcfEgR+uIQhugnqZi9D9IfmGPUNZ094VtsaricXR5IfQEGlV2sYYfoN+0QN/PZ9fZPHdSrJ/1K8xun6AkAzusckTo6+v+aaMzMhuPpjCT+MWWR9avB4dA5TWcyXYrmX++YEjsBouf804XX+3cAiAAkbB4v6x6pMsXmMgE0wAnBTUAdYgDhp8BHQ1IVf8vnQVTZyU77xGIQsUS64Axzjs1ZHDOT6UOr+yI2BQDwBOMKyFUL+YBS3v4UsvnYPPSmgRNxDwQJB0CcMcfv+diD1A1KZ33Apb4PqRBwCRx8dM3GGEjR8cxnSKqgkkrWzBwUoe/Ed0MaEfdBXRLZh4z7+ECBE7OZ1AdUFKqXTZWNL3HiCdQBK5GW7gAH7VCiWbcYcKj7s+z+8LNoR40PCdtwidmpiQ0dnPGseuj/AIJF5lg7x3IoUdWOxebndA9UQWeZdXgYPbQTiPSyG/kdwUm4BS59AIbZ7KRlR0unCQy0oKBJoCQLUowhbsJkWsVJTKPTHXzUpOHKt8NK1ydPGF8EecKIa5xY9KFF5XEuIWBHIlbQAuJ4s1qQ2ZoPKEWK2dlXXLwNCwxLDlXC5wFKou6oNhK6faSdVBBH5+L0w9eCT4V6bkzfyrJOCGYS/c7ntwGMsijxqzi9QZIbA4DDMJDA3c7baH6Sit32HGvD/dHtCpMaycomgg5gGZaoSqPk2vZBARYIu3/Xul8Mnn1GZpXT4+DB8tHPo+2SW6P5grXRauHaaLHgxmgx/4ZoMW9NnqH/67WWC2+Klou0CGfcEq2XateeeXu0PeuuaHe2OME5m6L9uZs92p1zd7Rbfle0WbohWi1eFy1OXxPNTro8Gh+7MupPkyUyfn7UGDEnqg2URdJHJLC7dnxXWQ0dhkbZ9oM0BuvnwVG+8/Co2GNcVOkvc3r47KgzYX40nL48Gh93YeToei1Ov97fufUZt0ZbfR+eWyy4IXLmXhENjz4vao09zX9brsOQKN64YxxZtWEUKFkpChxZLAoUONxnK+WOQiXisHI1onAdmemt+0bl3pP1eQui6UmXRZuz7oyuV4g73Pxa9L/9vRhw14fRf8M70fvGV6PLpTs0J+uiwYxzourAo6N0m35RqFaOPqeirntE/s/g/8WkkqpIEjTtGhW6S6WPOikaHauNuPiW6LRSEvHKZ6LndSLK170Q3S57PNqftyVazr8xGsw8J6oNmeWkJvrFFazWKA4rUy0KFC/na/J5h5evEYVqNNG1u0SRlgOi7/GHuOXGu1/9NqavfTKmrHksjrpBY82jGjvSuH77np89+J3ec+PjMe2mJ2La2qc8pt/8tAbPGnqd60y97uGYfNW2mHjZlhi/6s4Ys+KWGLV8TQw/44oYMm9VDJx7Tgw4YVn0P25x9D1mfvSZeXr0nnZyGtNPjj4zTvXr/WcviUF675D5q2LEGVf6GmPOuyXGr7w9Jlxyt68/+cr7YvIV98XE1Ztj3EW3x+hzbophiy6LASeeHb1nnhbdxx8TnYeOj3Z9BkXrLj2jRbtO0bx1O422Hi3bd442PftHx0Fjotu4Y6Lv0fNiyGkXxphz18ZEXXf6umfj2M1vxOwHPow5D3/sMfu+92LWXT/yvY5buSGGzrvYf9dt7Ixo33dYtOzQNZq3bB3NW7RKQz+3bN8l2vYcEJ2HTYieU+fEgDlnxYglV8X4i++KqZrboze8FMfe/Vocd88bev5JzLzt+ZiqNWD+hi2+XHN1RvSYdHx0GTZJnzE82nTvG6079/A9tdXP7fsO0bUnRo+Jx0XXo06NORetyaxyehw0WOIf/4i///2HPOPv/2Jk3vfDQY7/8Wfq+QeGfs7+fd7rHWjk+Yx/ZMbf/8HQfWfGP3JHnvfkjszf517zb3uNPL/L8zn+W67/98zI+zl53+OR+du81zrQyPMZBxrZa/Jz3sfBg+W/j//fPP4Llv8+/s1HxP8BDc6jVa27eYcAAAAASUVORK5CYII=)
PhysicsGrade-9
Physics
What kind of waves doesn’t require a medium to travel?
What kind of waves doesn’t require a medium to travel?
PhysicsGrade-9
Physics
Which of the following types of waves superimpose?
Which of the following types of waves superimpose?
PhysicsGrade-9
Physics
The combination of two or more overlapping waves is called _________.
The combination of two or more overlapping waves is called _________.
PhysicsGrade-9
Physics
________ can’t occupy the same space at the same instant of time.
________ can’t occupy the same space at the same instant of time.
PhysicsGrade-9
Physics
In a longitudinal wave _______ and _______ are generated.
In a longitudinal wave _______ and _______ are generated.
PhysicsGrade-9
Physics
In a transverse wave ______ and _______ are generated.
In a transverse wave ______ and _______ are generated.
PhysicsGrade-9
Physics
Select the incorrect statement(s) from the following.
I. A simple harmonic motion is necessarily periodic.
II. A simple harmonic motion may be oscillatory
III. An oscillatory motion is necessarily periodic
Select the incorrect statement(s) from the following.
I. A simple harmonic motion is necessarily periodic.
II. A simple harmonic motion may be oscillatory
III. An oscillatory motion is necessarily periodic
PhysicsGrade-9
Physics
The phase (at a time t) of a particle in simple harmonic motion tells:
The phase (at a time t) of a particle in simple harmonic motion tells:
PhysicsGrade-9
Physics
The period of vibration for a spring block system of spring constant k is:
The period of vibration for a spring block system of spring constant k is:
PhysicsGrade-9
Physics
For the horizontal simple harmonic motion of a spring-block system, the elastic force is:
For the horizontal simple harmonic motion of a spring-block system, the elastic force is:
PhysicsGrade-9
Physics
Which one of the following forces doesn't act on the spring and block system?
Which one of the following forces doesn't act on the spring and block system?
PhysicsGrade-9
Physics
The time period of oscillations of spring and block system doesn’t depend upon:
The time period of oscillations of spring and block system doesn’t depend upon:
PhysicsGrade-9
Physics
Match the following with the correct response.
1. A moving disturbance | A. Mechanical waves |
2. Propagation require material medium | B. Oscillatory motion |
3. Particles vibrate perpendicular to the | C. Transverse waves direction of wave propagation |
4. Back and forth motion | D. Wave |
Match the following with the correct response.
1. A moving disturbance | A. Mechanical waves |
2. Propagation require material medium | B. Oscillatory motion |
3. Particles vibrate perpendicular to the | C. Transverse waves direction of wave propagation |
4. Back and forth motion | D. Wave |
PhysicsGrade-9
Physics
Light waves are _____ but not _____ in nature.
Light waves are _____ but not _____ in nature.
PhysicsGrade-9