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pVw6UlS5a43W5VVT90KQyGawOjATNfAQCA0U6O90gkEnLstaaoqKi3t1fOpev1eoeehZZlwoHRgNYPAAAw2qmqarfbZfOFnJfWYrFYrdbe3l65g9Vq9fv98Xg81xFo+gBGCVo/AADAaBeLxb7zne8MMTYjFov5fL4hZpqi6QMYJWj9AAAAo53NZhsYGBg6nwghksnkBZ+iuLiY+wwQPwAAAMQnP/nJdevW5RlMmDBB/iFX4vvzn/98waf4yEc+wn0GLgM6XwEAgNGuqakpHA6Hw2G32+1yuVwulyyXyw56vV45GuRiltooLCzkPgPEDwAAADFlyhRtViubzab93dXVpSvJJRwO22y2q+NuJJNJn8+XPZheUZREImGxWBKJRCKRkF3RRkpPT4+uZ9qsWbOKi4vlBchBNbFYbNq0aXK9+QtmsVgsFou8ePmFBoNBi8Uyb948/hMgfgAAMN4lk0mXy6WbT0nW/2T9LBqNDl3TGuZcTAUFBdkrao8txcXF6XRa+6TZn1qrMQshotFoT0+P1WqNxWLyX9Ojyfd6vV5VVROJhM1mO3XqlBDC7XbbbDZZ8y4oKLDb7TabbcmSJbobftU8e16vV85EPN7EYrEhZhcA8QMAgKuf/EG9vb09FAo5nU6r1SqruaFQSFVVRVEURZF7RqPRX/3qV7LSrBUKIVRVVVVVFsr3JhIJv98fi8XkAa+55po33nhD1r1UVbVarU6n85prrnnvvffkL/rhcDgWi8ViMa1LktVqlWMh5JFtNpvVapXXcOLECfkueamJRGLGjBnRaDQcDicSCe3C5CZdYfY1W61WeczsbBAOh3U79/T0ZO+sZY9YLObxeHQ7x2KxcDgsr1mXFuSVaLdOxg/5GeUb5f6yJBAIWCyWM2fO6A6uu+CxS35MGdLkvx6PJ5FIeL1e8UG7gRBi+/btHo9HVdXs1oNkMilvo9frnTJliiyMRCLyWT148ODAwEAoFNKWUvH7/T/+8Y+zWz/C4fBTTz3V1NSk+44URbHZbPIasi/V4/HI3nHGcuMzIITw+Xz79+//l3/5F6vVKr93+eg2NzfzP5yrRAYAAFwch8Ph8/l0JS6XK7ukq6tLVqeyC1OplM1m0+0ZDoetVqvugJlMxuVyyd/4deWyXh4IBHTlHo9Hd2R5OrfbrdtTnlF3bbJQVVXdzrIqqbsMeQ0ej0e3cyAQMD2yxWLxer2mH8R4EFm+ZcsW0zuv+4yZTMa0hiOEcDqdpl+frM13dHSMlefN6XRmf0Cfz+dwOIZz5+Wd1N0xrVD3nfp8vlxPRVdXl/GpmD17tu4IqqpaLBbdEbQHwPiEa5t0D3MikZg9e7bp/hiLiB8AAFy4RCLhcrl0tSWXy1VXV6erVCmKYqyHGXOLaUqRxzTWs4fIKh6PR3cNpqeTZ5RNKB8aSGSV1Ol0mmYPY5wIh8NyrUDd6UyrnvIgwy+X98SYVYaIH4qiXB3xQ/a8yk6DqVTqQ++8DJ+6rylXIvX5fMaQKRuyTJ8Km83W09MznGc+V6zNtUk+AA0NDfzfhvgBAMB419XVVVdXl509UqmUw+HQ1YkDgYCiKPF4XFftq6qqamxs1B3w9ttv1/203NfXV1VVZfrbv1wLXLe/6TXIQt3p5BGWLVumq7wePXrU4XAYf+GWvWWMN8FutxvbXrZs2WL81KYfMJPJxONx04PkOrjpZ9QuPlf8qKmpGSJ+hEKhsRU/tJug+/oaGhqqqqr6+vp0d3LZsmW6O9nT03P33XfrCgcHB+vq6mpqanSH9Xg8DodDV5hKpTweT1VVla48EAjY7Xbdt5/JZA4fPmx8YqXm5mbjplwPAIgfAACMR36/P/vnYTlMQvfbrc/nM7ZayD11Pwz7fD5FUXTVuEQiYbfbjT8hZ3L8Pi2P7Pf7swtjsZjxwrQj6M7o9/urqqqMp3M6ncYmiFy/cJu21eTqt5NIJBwOh7FTWa4WmCHaQ2Kx2OzZs3PFD+Nv/NnxY8y1fpi2esmJiYdz5+UQIOOnNjaRpVIpl8tlvHu5vgj5zBu/UNNOYkM8MHL0VCwW4381xA8AAJAZTkU8V13Q2NkpV5YwHdSRyWQCgYCxhmeaaoboRmXa3d8YSDI5em3J2qGxlulyuUw7YpkGFXnNxkzS1dVlWvU0zXjaKeSwgat+7IeMH6ajg3Jlj2E+FS6Xy9jNyfTbz5U9TJ/5IR6tjNkgJS2NG58uED8AAMDf6sq6qtIQtXBdrdo0CZhmCcm0gaKnp8c0e5iOVjdtkzGNQPKDNDc3Gz+IcXSB3DlXI4lp+0auTGLaHjLEPZH1adnsI2dkMsYP085amTE+9kNKpVJyMqvhVOJNb7u8t6aRxnjfTB+2TO4RSqbPm7bJOEhJpmv+x0L8AAAAGdOKr7GuXFNTM8xa+BC9ZXL1uTLto+VwOHT7m4aiTI4fm71er2mFL1ecMO1GVVdXZ9xZdv0yzR7GViBt/1ztIUNkD22TnMt1XMUP0wYK0zxpGkhMs4csNJ2IzLRDoOnQoFzP2xAPv6qqpt3/3G43k18RPwAAGO9kByRdGHC5XMaR4qbdperq6obfTykz5EgSY8/+XD2jjHXEXD9aD5E9TH/5Nh2YPkS7h2m50+k0bQ/JNQbGeD3jLX6YNk+ZNiAMMXGZ6RS9pn2uFEUx3iu5EqLpI5TrtpuOJ5FPuLGPlsfjMV45iB8AAIw7sVjMWCUyHZlgOoTDdD4rt9ttWs3y+/2mIcE0q3g8HmMDQkNDg7FC2dHRYTom27QrjmnnsVwBJhaLmfahyjVoJFcmGWIMjGmTyPnGD5/PN0bjR64eU6aDvJubm43fkem0y6YTGGRyN1iZBgl5nabtFXK6auOmXE1wQ4xZB/EDAABcJUxnR02lUsZfplOplGni6urqMk69KpOY6RDkLVu2mJb39PSYZoOurq6VK1ca32K3288rfsjavG6m2tEfPwKBgMPhMF1usq6ubnBwUFe4bds2Yw403sCjR4+azo0bCASqqqqMszxXVVWZLsrh8XiMEz1ncsylK49jTONyYl/jxwHxAwAA4LLy+/3Gbm9a1fwC4odu1bzRHz9Mp0ozbVUwLcw17bJpg9Xw53DLDDlDgOmqmrlG9QwxwzLGtAkCAABgTNm9e7fH4/H7/ZMnT9aVBwIBm802Hm6CqqpTpkzRXiaTSUVRFEV56KGHsgsrKiqcTmd2oRBizZo1fr9fVdXsGxiJRDweT3Nzc/ZhhRCNjY1CiGeeeUZ3q+VSMPPmzcsuTyaTTqfT6/XqyuWm2tracDis21RVVWW6v6Iobrdbd+W4ClzLLQAAAGNIJBLx+Xy6yresEHu93vb2dofDcQGHLSoqGlv3IfvjDwwMGMPAEEnA7XaXlpbqCufNm/e73/3OeKKamhpjocViUVXVeBCv12t6RnnBxmwjhAgEAqY335htQPwAAAC43ObNm3fkyBFdocweup/zx4lkMvnII4/oKv3RaPSJJ57IlQSMseF8LVmyxLR8w4YN55vxcgU/ssfVis5XAABgbNOyh/GX9fGQPRRFWb58ua7dY926dbQeYHSi9QMAAIzt7KGqqmmvofGQPXL1uWpoaBiHYQzEDwAAgEto06ZN7777rm5UdEFBwXj47K2trS0tLQ0NDbNmzcoubGxs1BUCxA8AAICLVV1dbbVajYMNUqnUePj4+/fv//GPf5zdxCEbgp599tns3ZLJJM0gIH4AAABcbPaw2WyPPfaYrry+vl5V1fFwB3RtPvX19bFYLLswmUy63W6LxbJt2zYeGIweDD0HAABjiVzLQlEUY/bYvXt3KBRSFGW83ZP6+nqr1ZqdPQYGBhRFsVqtZA+MNrR+AACAsSQWi7ndbuPEr9u3b/f7/YFAYNWqVWPuQ8Xj8VgsNsyddc0727dvF0LoluerqqpizT4QPwAAAC7WvHnzjPPJyq5Hcj2QRCIx5j6U2+32+/3D399iscg/qqurdQ1Bss+V3W4ne2B0ovMVAAAY29asWZM97EGrmo8hMjJ1dXX5/X65oHgmk0kkEl1dXaqqykKv15tIJDo6OjKZzJkzZ7TskR0z5DIgiqIMvfwfcAXR+gEAAMaqdDq9evXqWbNmZY9wmDFjxpj7IHa7XVXVX/ziF3v27Pn1r38tp82dMmWKnLSqrq6uqanpvvvuk3sKIaLR6Lp162pqamShFI1Gq6qqnn766exCgPgBAAAwMlavXv3444/r+mLl5+ePuQ8i1yrZsWPHr3/96+x5cqPRaG1t7f79+0tLS7XCSCQiO2tl7ykLX3rpJV2h0+l87bXXeFRA/AAAALgo1dXVy5cv12WPaDTq8/nG3GeRna/27t2bHR6SyeS6det0MaO1tXXXrl3Gwi1btugKg8Ggy+U6ryElAPEDAABAT46uVhRF18somUzef//9Y/ETyfEqs2fP1koikYjL5dq3b5+uNaOlpeXgwYPZ75WFxkDy1FNPhcNh1hzEaMPQcwAAMMayh9Pp1A25Fh+Mut68ebPT6RyjH01br132pFJVVQ4CkYLBoNvtbmhoyH6LVqhLKR6PR1VVsgdGIVo/AADAWOL1er1er67Plcwebrf7vvvu27Vr13kdcPRM1JtKpYqKimR40LVm7N69W1VVObNwdqHf7/f7/ZMnT87OHm63OxAIkD1A/AAAALhYxilltewh20MSiYTVajW+MdeEvOFwePR8OhkzdN2rZGH2ouZD7Onz+XTRBRhV6HwFAADGsGg0eueddz799NPZfbHeeOMN456jf0Lexx57LHsBEyFEOp2ur69/++23swsHBgZqa2t1ewoh6uvrX3nlFdo9QPwAAAC4VNmjtrZ2165dujHot9xyi3Hn4uLiUf5xPve5z+nadlavXu10OmtqarKzh8PhqKqq0u1ZXV1ttVo3b96s64g1c+ZMnhOMKnS+AgAAY5LpvLTS+S58PkoWSl++fHn2p3O73WvXrtWNcqmtrTUOfVmxYkVNTc2iRYuyC7WOWDwqGFVo/QAAAGNPPB53Op2bN282Zo9cQ8lVVc11tFEy+lxrn5Gze7ndbrnGuVZYUVGhCyTJZHLp0qXLly/XZY/W1lav1+v3+3VBBSB+AAAAc8lkMhgMmta8jYXRaDQSiRjLDx06ZNw/mUwmk8mLvLxoNHoBB4lGoxd/Z+Ri3l6vN3teWq3aPaqGkp8XOfGu9ul0MUMWZgcSIYTb7XY6nbq+Z0KIUCjExLsgfgAAAJOMsXTpUmM9PhKJ2Gw2XacgubNxVe9IJFJVVWXsQVRdXe3z+XTl8sixWEy3czAYrK+vN17erbfeaswM8oymn6i6unr79u25NrW2thoDUm9v7zBTllY79/l8xt/1g8Ggx+MxnfZqTJCz7rrdbt2ni8fjLpfL2OdKCPHMM8/o1j+RNmzYQPbAKJUBAABXSCqVstlsPp9PVx4Oh61Wazgczi5MJBKmO8diMavVGggEdOUej8flcpke2XgQn89ns9kSicRwzigP0tXVZfxELpfLeNIhNsnzplIpXXkgELDZbMaDmN4ZbZOiKF1dXYqiKIqi2yqE8Hg8phemKMoVrxF5PB55hcZvQX4uXSEwdhE/AAC4Ytlj5cqVqqoaa952u11Xue/q6rLb7caMYbqzrM7W1tbqCo8ePZprZ4fDocsA8sgdHR3DPGMmk6mtrTWt4qdSKYfDYdxkel55imXLlpmW5zp1Q0NDVVWVfMvYjR+333677lMfPXpU+1zA1YGZrwAAuAJkH5uGhgbd6IXW1tZdu3a99NJL2T1nZHcj4zDi3bt3e71eYxf/6upq2S1Hd8Y1a9bojiyE2Lp1aywWe/bZZ3U7P/XUU8Yj5zqj+GDiV+OagEIIh8Phcrl0fYSqq6ttNpvuvOKD1fT279+vK29tbd2/f39HR4fx+GvWrEkkEnv37h36ng8xvdUo6a/185//PHva3EOHDrW3t+s+V319vcVieeyxx/iPCGMU8QMAgCvA6/UaR05HIpGWlhbdOtbRaNTtdofD4WEmgVzZw+l0trW1GQ+iqqouA7S2tl5A9hBm65HLTcbsUdfFzVgAACAASURBVFFRYSwUOZb31u6MacAw/bzna5TEj+zsYXor1qxZk06nTe8zQPwAAAA5mdaw3W53IBDILsy1tIWcVtU0e9hsNt1P4/LIpgHG7/c3NzfrdvZ4PKbZw+/3n2+7R319vaIo2TFDrprndruXLFmi23n79u3hcHiYdybX8YcwSmbXHcLAwIBMIKbZY0SCFkD8AAAAf6th+/3+7N+/5VyrDQ0Nuhp/JBJpbGw0zR7Gurh2ZNN2D11LS65GktbWVlVVfT6fMXsMEQDkPFq6Taar5smdY7FYruyhuzPaRzAe/yqwZs0am81mzB7GYAkQPwAAwHkLBoNyhbjsyr0216qxg5ZsCtBVx01jwNDZw7SDlt/vN+0SZuz4NDAwsGrVKqfTaRoATH+qr66uXr58+QVkD2PsydVNawijZGnzIaRSqW9+85u671Eufz78Rh6A+AEAAHJqaWmJRqO6VojW1tZAINDc3FxUVKQrb2lp0WWPgYGBurq6BQsW6Kqn7e3tO3bsMA0qxmAgj9zW1mYcCt/S0rJz505j9vjyl7/8jW98w7jg3cDAQG1t7fLly7M3yYusrKw07l9fX9/b22sMEqYfVjv+rFmzTLPHpk2bQqGQbm2+UCgkhLDZbKP8Ybj//vs3bNiQfYu6u7sfffTRDRs26D4RQPwAAADnrb6+3jhqItfv+rJc1wqRTCYVRXG73brsEQwGGxsbjU0WpmO+TY88RHkymfR4PKbZQ1uce5ir5sk+RcZxI1u3bn3llVdMT236ebWjXXfddXLtcF1iGRPPw+bNmxctWpT9YR999NGmpiYWEMTVhFXPAQC4MkyHLshRFsbsUV9fbyzPVRffvXu3nNVXd5D777/fmD1aWlpMz1hdXW1aLk9qs9lM2z2M2UP26TJmD7meuqIoxvEMuQKYPLXH4xmiu5fxU48h2e088r4ZR/7cf//9wWCQ/3wwduXJhXgAAMDlZDrLk67JIh6Pu93uRCKRSCTC4bDNZtONXojFYnJhciFEQUGB9qu/qqq6nS0WSywWO3XqlNaHRy6kHQ6HVVV1uVwWiyV7f1VVVVV1Op02m02uqq5t8vl8iUTC6XS+8847PT09cs0+eZHPP//8ddddZ7Va5cHlAb1er9VqlddjsVi0nlF+vz8Wi8lTy8+iXaff73c4HNOmTcve9N57773yyiva59XJvkWqqiqKcuTIkewbqyiKqqrZbQuaiooKIUT2/pdffX29XBVRyx6mg16GmGQMIH4AAICcIpGI6RqC7e3t2k/gskpqt9sLCgpMD2KxWORkslarVdbRL5J2wBHc8/KzWCwejyf79o6t+LF79+5wOOzxeLKzh+zVpigK2QNjHWM/AAC4AozZw+fzqapqnF7WdJ1vXJV6e3uff/754feyA4gfAADgvMmhDsZf38PhMDfnMpC9tkbDldTW1k6bNs04IbLb7fb5fMaB+wDxAwAAnB/TaXAHBgaqqqpUVeX+XAbvvffeKLmSO+64w+12Z5ccP368rq6uoaFBNyEyMHYx8xUAAFcyexhHEieTyfLy8srKyrq6Om7RZWCcqPdKefDBB7NfRiKRLVu2HDlyRJc95JxpAPEDAACcX/YQhol3BwYG6OV/+Y2SBdGzV5ncvXu3y+UyziMsp2DmK8PYRecrAACuALlIhXFpi9raWrLHuI0f2dlDzn2sm4pATrxrutw7QPwAAADmtm/fbrPZjMvtVVdXL1++3Licnym59Hj28HQ59272Gh3Z1evs0dWKohinoE0mk36/3+fzFRcXb9q0ye/3h8NhRVGcTue+ffuuv/56GYqCwaDFYpHDoOPxuBCitLSU+HEZoqksZ+JdED8AAMD5MQYPIcTSpUudTucws4cQwuVyaSsGypIh+uQkEgm5NRwOy/U6nE6nz+fLXllCVVW32+12u0OhkFwoUFEUl8slhKiqqkqn016vV1vuw2azPfPMM6qq+nw+09PJIPTee+999atfXbJkiVy2Qgjh8XjkqoUyL8ViMY/HM2vWrOLiYlVVZeBRVTU/P/+6666TqxnKPd9+++3FixfLlQqtVqvX6xVCyIHa8m+PxyOEeOqpp6655hqv13teLUijJ35UV1dbLJZt27bpkqHT6XQ6naZPDkD8AAAA513pdDqduhrz0Ov6+f1+r9frcrnk2udCCLkAuY5uRcJEImG1WlVV9Xg8Npvttdde0zb5fD6n07lhw4aWlpb29nafzyffGw6H5ULseXl5iqL87ne/E0LMnDkzGAw+9NBDw6zlT5kyJXtmYW3V49LSUq186N/177//fq/Xu2TJkltvvdXv96uqarVaZatOOByOxWJOp9NqtXZ0dHz0ox+V2WnMNcssWLDgm9/8pu6WsugHiB8AAGDERKPR2tpaj8ej6w3V2tq6a9eu2bNnm76rs7NTCDFjxgyn06mqanFxcXFxsVanl/Ly8nQlx48flyV1dXX33ntvc3Pz1q1bFUXJZDIDAwN+v18ucfizn/3M7/fPmzdvYGDgpZdekq0Kra2txcXFgUBACNHY2BiLxT760Y9etrvU29ubTCaXLFnS29sbDoc7OjrmzZvX0tJSVlYm14mfNm3ae++99/Wvf11OEvXOO+/86le/GnPxo7a2Vpcxuru7H330Ua/Xa7peO0D8AAAA5509/H5/dico8cEi6Ha7PVcDyODgoBCiuLhYCKEoinHJQlPr1q3bsmWLEEL+K3OItlVRFLvdnkwmX331VVnZ3bVr1zXXXLN27Vr5lpqaGjkS+p//+Z8VRZkzZ85lu1E/+tGP7rjjDvmHvE6Zgr72ta/JS9q1a9e0adNqamqEEIcOHUqn08uXLx/+8bMbiK6g1atXZ7+UCw4aHw9gTGPiXQAAroxkMrlu3TrT7CEXQTftTHWRaUf2p5Kdl1wul8fjaW5ulsNC5DAPn8+n/dDu9/vlII3e3l65v6wTywEYl/Ne+f1+eTf8fr88dTweV1VVyxiy55j2t3Z5yWRyOMc3Ha9/ZUUiEafT2dDQQPbAVYbWDwAARkY8HrdYLMOsLMrBxMbK5datW1955RVt1qPhDImW+7S0tHzo7/333XdfIBDIVdWW3X58Pp8cyR2JRORYcHlwp9Mp+zLJAeiXcxxCJBJJJBKLFi0KBoNyjIcWSORCGZFIJBwO+/1+IYTsRaZNCJZ9e7ObkuSXpdthVGUPt9utqqqx/1hra2soFGL+K4xdtH4AADAy9UVjY0UymZRT0xp3djqdXq/XuJq1qqrntaqDHHdeUVFRW1v7oTvX1NTIi5TDOYQQbrfb4/FYrVZZpz906JCs6MuYYbPZ5AS7zc3Nsj0hmUxmty1cHlrLhjy1DAxy2L3cwev1aulIa8lZs2bNzJkz8/Ly5Ih5IYTT6cz7gBy2brFY8vLyxCibeFcuOOj3+43ZIxKJeDweOd8XMEbR+gEAwMWKRqPyt+rsn9LlhEUul0s3WWo8Hne73T6fT1e5lOM95Nju4ZPTWA1//3A4rLV+eDwe+SO6z+eTgUTW4+VWv98vCyORSDQaXbJkidxTfDDd7eWMHz6fb2BgwOfzyWYNGZPkpWrLlcidW1paZLSQn9RqtYZCoTvvvNNms8mF/BRF0QVFq9U6eiaV2r59u7xOY7PM7t27vV7vvn376I4F4gcAAONaa2urbgjHwMCA6WSp8tdr0+whx3tkF8pqaEVFhXypTbBrsVjeeOMNLU7YbDafz/fVr351mFV5p9Mpf0GX2SMYDAoh5s2bJ0dTyHq8rN9ro0G0bl2yzeFyzii1e/duIcSSJUtaW1utVqtsjfH5fIqiyBsu+1zJdCRv2uOPP569xqJG7un1euVBRqEVK1Zcd911Bw8eNL0PXq/XNJYAxA8AAMYXOTdUdvb48pe//PTTT+vWEGxtbW1paWlqapKTNWnq6+uFYZXraDQajUZnz55dVVWlmz9XCNHd3f39739fCJGfn+90OufNmyc7EX2osrKynp6eVCql9fuKRqOf//zng8GgnA6rv79/0qRJXq/XbrdPmTKlt7e3vb399ttvF0Js3br1nXfeefTRRy/nvY3FYvfee68QYt++fZ///OfFB6M7HA6HECKdTq9fv15Gr4GBgcbGxt7eXl3jjDYBcUFBwZYtW0Zt9pBXuGPHDmN5fX19KpWSUwxfzuuJRqO6/oEA8QMAgNFFjimvq6szZo/9+/fL9fuyVVdXK4pibCRxuVzXXXddUVGRbjJWKRQKyfiRTqdliTGimJK1STliW5o/f/7jjz/e3NwseyUtWLCgoKCgsrIyFovJSONyufbt23fkyJFEIiEX09i9e/eHzlRrsVjkOA05hF18sNZ7KBQaGBiwWq2yCSUej+c6lByCoiiK1+u99dZbz54929XV1dPTE4vFrFZrIBCoqKgIhUKVlZW7du0qKCjw+/2xWOzZZ5/V7nw8Hh9bS39s3rxZVzIwMFBeXm665uChQ4disZiua582TN948IGBgVWrVumWuhcfjETKXoBSyzyxWCw7Fcv+hD6fb5gRrrW19aWXXtKt4L5mzRqbzTb83m6RSGQ0J0YQPwAAuPLZw9i9JxKJtLS0GLOHXPXPmD3kSBJtGMYQhl4ZfTjsdvuZM2dMN2XP5ZVdlbfZbKbTZ3V1dV1//fUyTiQSiUQiMWXKFK3PmCRbdbThFuFwWJulKltBQYGsQy9atEhVVW3mq3A4rCjKvHnztm/fnkgkNm/ebLfb5eIYbrfb6XRm163H3LKDxsaN2tpa0zUHtb5YxiAh+5gZVVVVVVZW6rJHMBj0eDzG4UPV1dXi/7bIaYuvG8NAdXW1xWLRxQzZz/Cll14yRhpt5gMtFzkcDpfLZVzu3el02mw23ZEx5mUAAMBISCQSiqKEw2FduZwiNpVK6crdbndzc7OusKurS1GURCKRyWScTqdcktxILk8ua40ejyeTydjtdkVRVFXlixiLZI1c9zi5XK5AIGDc2efz2Ww2+ZBo5Kj6WCxmeny5xouuUGY53XHkzi6XS3cxNpvN7/ebHlm3s3YxXV1dust2OBzGIzgcDq/Xa/yvyWazGa9ZVVW3280DM6YRPwAAGAGxWMw0e8i5Yo01PDn5lbHK5XA4tJ1lb6jzih+yr5TxdBhb8UNGWeMTkslk5CTIusJAIGAMJNkxxngoOTOYLiHIK9HV73t6ekyfbZk9jGFAZg/dxcjIZAzhprkolUrJCRWM/zXJdTN5YIgfAACMaz09PTabzVg/y/VLrWl1UC4lnl0dPN/4oXWhsVgspjVXjIn4kasZLZOjASFXI0bmgzYE0+xh+sTKKZh1R7Db7bmyh/HIfr/fGITkfGvDaWaRHA5HruxheiUgfgAAMI7kqp/Jdo/hZw9jDVJbnkIxmD17thY/nE6njB/Zb7FYLHTEGovxQ2aJXNnD6XTqGhDk/sZWBS3GGHtM5YorclZl4xFMO4Dlyh6m7R65/kMwtnvIcmOnxCGadzDmMPQcAICL0t7evm3bNt143J07d/b09Ojm0h0YGKitrV2+fLnphLyBQEA38jiVSsm5YjNZs1r19vYWFRW1tbV1dXXJEr/fX1tbW1ZWJoTYvHnzggUL7Ha73W43nf4Io1lbW9tPfvKT5ubm7KnJ5JNTV1dXXFysWxJk69atXV1dxidHCNHd3f3oo482NDToZs41fdi042c/sdFodN26dcYjDAwMfP3rX3/wwQd1j/HOnTtVVc0+cjqdXrNmje6w2n8IixYtqqmpGc5/IC0tLcFg8PLPOwyGngMAMDZ4vV7jz7pdXV25urvk+m1YtnuYnkK2e3i93uwJrOQm2d3L2IsGo7/1w3Rkdq5xIKbtD9pbsgcRZZ/F+LDJ4+vayuTIEOMoC9mby9ge4vP56urqdIWmfahydS3L1R/M9JoxphE/AAAYSS6Xy3QaH9MOWoFAIFf2cLvdNpst1yQ/cuyH5PP53G63MajI5dX5RsZQ/DD2oTId9p1rNHl2Pd50TLnxyUylUsbjy95Zxs57uXpzGXttZXL0oco1il2mHWO5bnBILBZj7AfxAwAA/J/akrHNQf5gbKzMqaoqVzTXVQe1mqWiKBfZgjFEJRWjMH6YVvd1Fe5cs0JpD5XpuA7T1jDT4+caZZGr1cLtdptmD9N2D9MQ3tXVNZzsMcQIe4wtjP0AAODCJZNJbdU8r9cbDod9Pl8wGNR2SCQSsmlCCJFdHg6HPR5PU1NTPB6XK/TJnidbtmy55pprrFZrMBhMJBKqqm7YsOGCL++ZZ56R68cNf5FpXEGNjY1yUgGLxSKfnDvvvDN7hcdkMrlq1SqPx7NkyRLj23fv3u3xeMLhsG5twe3bt6uqqhs3IpcRfPrpp7OHLWmrEJqujO73+3VjnExXJ5QPvHENQePpZPm6detUVdWtEVldXZ19kNbW1qeeesp4YRiL8jJZo9kAAMB5qa+v1y3hPLKcTqeu1ngBdDU5jEKRSMRms13qs8jhHEIIm80mV6MvLi6eMWOGxWKRUVlmaZvNJkuy07Iszy6MxWJyxrYPLZTlMmPrysPhcH5+vja63Wq1Wq3WQCAQCoW0/7ISicSuXbvq6urcbjfxg/gBAADEwMCAnJMnmUzK6lFvb280GpW/YWt1vuFTVdVisdhstpGavWrNmjUul0v3wzNGWwI5ceJEcXGx6VZZrZdP1AieNJVKhUKh0XYrQqFQKpUy/e+C+dyIHwAAYGzYunXrbbfdVl5ezq0AQPwAAACX3IoVKx5//HHaQAAQPwAAwCU3MDDgcDi8Xi8JBMCVMoFbAADAODF58mS/3+92uyORCHcDAPEDAABcWlOmTCGBACB+AAAAEggA4gcAACCBAADxAwAAXEwCCQQCP/rRj9rb27kbAIgfAADg0po8efLevXsPHTqUTCa5GwCIHwAA4JKrqalxOp0kEADEDwAAcMnNmjXL6/WSQAAQPwAAwOUwb948EggA4gcAACCBALiq5GUyGe4CAAAQQkQiEbfbHQgEJk+ezN0AcCnQ+gEAAP5m3rx5DQ0NX//617kVAIgfAADgkps1a5bb7a6oqOBWACB+AACAS85ut7tcrurqam4FgBHH2A8AAGBi9+7d4XB427Zt3AoAxA8AAHDJxePx0tJS7gMA4gcAAACAsYexHwAAAACIHwAAAACIHwAAAABA/AAAAABA/AAAAABA/OAWAAAAACB+AAAAACB+AAAAAADxAwAAAADxAwAAAADxAwAAAACIHwAAAACIHwAAAABA/AAAAABA/AAAAABA/AAAAAAA4gcAAAAA4gcAAAAAED8AAAAAED8AAAAAED8AAAAAgPgBAAAAgPgBAAAAAMQPAAAAAMQPAAAAAMQPAAAAACB+AAAAACB+AAAAAADxAwAAAADxAwAAAADxAwAAAACIHwAAAACIHwAAAABA/AAAAABA/AAAAABA/AAAAAAA4gcAAAAA4gcAAAAAED8AAAAAED8AAAAAED8AAAAAgPgBAAAAgPgBAAAAAMQPAAAAAMQPAAAAAMQPAAAAACB+AAAAALgqXMstAAAAwKVw5syZP//5z4WFhUKI7u7uTCaTl5cnhCgsLCwpKTl9+vTNN9+cvX9/f39/f78Q4v333587dy43kPgBAABw9Tt27FgoFHr55ZcnTpyYl5d39uxZWT5lypRp06YJIc6dOzd16tS+vr5UKiW3Tp069ezZs7L8zJkzQoi8vLxMJqMdM9fLEydOZJ966tSp6XT67bffNr2wiRMnnjt3znSTdvZcH+rGG2986623dMfR/rj++uvlSbXrv6Rk6rjhhhty3aK8vLx9+/bxKBI/AAAArmZtbW3f/e53Ozs77Xb70qVLP/7xj99yyy3aVu3He+NL+XO+ECKdTufn5w9xig/dAbi6/Z8gDgAAMD6l0+na2tq2traNGzeuXLmShABcIrR+AAAAiHvuuUcI0dHRIRsxABA/AAAALomHH344Ho+fOHGCRg+A+AEAAHAJPf/88//5n//56quvkj2Ay4CxHwAAYFwrLy+vrKx0u92X4VzpdLqzs1MIcerUqUQiIYTo6+ubPHny+++/X1ZWtnjxYr4OED8AAACuWv39/SUlJf39/Zei6aO7u/vkyZOhUKi7u/vVV1/94x//OH369Pz8/LKyMjlr1pw5cyZNmvTmm29ef/31a9eu7ejomD9//hW8G93d3YWFhZ2dnXPnzp04cWKu3U6fPi2zk/hg+q/8/Pw5c+bwOIH4AQAAMJRNmzYdOXLkhRdeGKkDdnZ2Hj58uL29PRwOz5o1q7S0tLy8vKyszGKx6JbY05k7d67dbp80aVImk1mwYMHSpUtF1lJ9oVDIbrf39fV1dXX99re/tdvtbW1tQojPfe5z7777bn5+fnd3txCip6enuLi4r68vPz8/mUy+++676XQ6nU4Lw6zBr776avYSIqZzChcWFspFAHPNOFxYWPjXv/712muvLS0tXbx48caNG3mi8KEY+wEAAMav7u5uu91+8cc5fvz4T37yE7/fP3369PLy8pqamkWLFg3RgJDt3Llzq1ev7u/vnzRpkt1uP3v27NGjR7/73e/KUFFUVNTb27tx48a77767tLT01Vdfffnll7///e/Lyz59+rTT6VyzZk1TU9OqVav27t3rdrtrampOnjz58Y9//Nprr21ra3vuuedmzJjx/PPPV1VVNTU17dmzJxQKvfDCC+Xl5Q0NDSdPnuzr67vtttuee+65/fv3z50798CBA4FA4DOf+czixYvnzp3b0dGhKIqqqmvWrJk0adLSpUsfeeSRV1555Z577lm/fn1hYeHOnTu3bt26YMECt9stFzgHiB8AAADmbrjhhgt+b2dn5549e/bs2ZOfn//QQw91dHRcQP3b4XB87GMfa2pqamxsbGxstFgsDzzwwLZt2yorK6dPn7579+6HHnpo/fr1mzZt+u1vf/vAAw/Mnz+/tLS0rKxMCFFSUrJ48WLZxjJ9+vSFCxfOmTNHJhPZRrF48eLCwsLCwsIvfvGLQojFixfLxLVw4UK73b569eq1a9euXLnyk5/8pJz4a/r06fPnzw8EAqWlpfn5+aWlpYWFhXPnzi0sLLz99tsLCwvLy8vtdrvsqzZ9+nQZsfLz8ydNmkT2wHBM4BYAAIBx69SpU9OnTz+vt5w7d+6nP/1pbW1tSUnJypUrZ8yY8V//9V8nTpx44oknLqD+/eKLLxYVFb3++uubN29++umnf/vb3zY3N0+cOPHuu+/etGmT7CRfVFQkhLBarUII2evp/ffft1qt77///k033fT6668PDg7KvCGESCaTEydOzGQyN910UyaTkcuYyH//+te/yt1keJD7Dw4OysuWL9988015YZlM5vTp03JEhzxpR0fHjBkz8vPz5cvrrrvOYrGcOnVKvnGYTT0A8QMAAIxfiUTivOKH1+stKSl58MEH+/v7Dx48OH369G9961syHlyAdDq9ZcuW1tbWa6+99n//93/feOMNIcT06dNXrVp19OjRFStWTJo0SQhRXFwsPmilkXX9c+fO3XDDDefOnctkMolEYsGCBVpI6O3tnTt3bl5enmz9kIXy389+9rPy77y8vHPnzskPLl+ePXtWvrzpppvkteXl5SUSCflGGS3y8vKyryGRSNx8883nzp2T+0yYQK0SxA8AAIAR0tnZedddd61du7a8vPzEiRP79++32+1yZPYFW7t2bX5+/qlTp5577rmysjI5fFzKz893u92yh9Uw6SbvkqElW/bV9vT0lJaWZm/Vvcw1FVg6ndYdWfb1kgPcAeIHAADARUmn008++eTdd9997NixjRs37t+/f0Qmme3v7z9w4EBTU9PUqVOFENOnT9eFjeEsRZJr4EooFJKHzU4I2S+zp73Kz88/ffp09g5nzpyR/bWks2fPan93d3dnH/lD4wpA/AAAAPj/TCvT2dnjnnvuOXDgQE1NTU1Nzfr160fqvHKRjeHX2uWen/rUp+TL+fPnDw4OGifz1R3QmJRCoVD2y8HBQeM+Z86cMb2wkpIS01aO7u7u82qoAfEDAABgPLJYLNOmTRtihzVr1rzyyis/+9nPdu3a9b3vfU+39WLWT5s7d24ymWxsbJQvi4qKdEd78cUXz549e+rUqblz52pB4tSpU9q/sVhMXoM2iFx8MEJdlpw6dUq2bMiX2r/ZL+VB8vLy5ACPmTNnCiFk28jZs2flqeXojkwmU1hYqF2ktimTyfT19bGUHIgfAAAAH+LGG2+UA75zOXjw4A9/+MNjx47dddddN954o26rbrzEeZk4ceJ//Md/PPnkkwsWLHj44Yd/+ctfHj9+XNva3t7+ta997ZOf/KQcZd7f3y8zgAwGctFx+Xd/f3/20PMTJ07Iv6dOnSrHjst/z5w5Iwey68ajy4NkMhmZW+TQc5klBgYGZOcuObZetnto6w/+5S9/kREl7wM8TiB+AAAADOVDp73q7++32+12u33FihUX8PahlZeX79+/X1bx29vbBwcH0+n06dOnN23atHbtWrfbrcWb7FHpQojsGX7lJt36iX19fbr5uM6cOZPdP0o32OP06dOTJk3SnUV7KfundXZ2CiHi8bh8KQey9/T0yG5asu0F+FAsOwgAAMa1M2fOfOg+hw8fXrly5aU4e3l5+c0331xSUtLU1BQKhRYtWiSXHdy/f/+qVauEEHJ9D7k2eX9/f29v7/Hjx0+ePHn8+PF4PB4IBH7zm9/IJHDgwIGioqK+vj6v13vw4MGHHnpo//79hYWF7e3t+fn5TU1NR48e3blz5+HDh+Px+Oc+97l4PH7w4MF4PP7kk0/+/ve///Of/5xOp0+ePLlz585jx45t2rRJvjEejx8+fPgjH/nIyZMnH3744Xg8/vvf//7EiRPy5csvvzxt2rR0Oi2HlNTX1xuHowDZ8uioBwAAxq2HH374zjvv/PKXv5xrhwkTJnR0dDQ2NtbU1MyfP9/49h07dlz8ZTz55JNtdzDWsgAAIABJREFUbW3l5eVlZWWZTKa9vb2zs3PFihXd3d2Dg4Nav6aTJ0/OmTNHvhwcHJw0adLEiRNnzJgxffr0eDxeWloq1/rI/ls2SqTT6bfeeuuWW26Jx+NlZWXpdPrVV1+dMWNGf3//4sWL29rapkyZ0tvb29fXJ9tz7rzzzkgkIoQoKytrb29fuHDhuXPn7Hb74OBgd3f3nDlzOjs7ZVa544473n33XXmcdDo9InOC4epG6wcAAMAVtnHjRtmAIPtH1dTUlJeXX7azL1682FioRTLTXme6mXwB4gcAAMCHy2Qyb7311tA7aILB4NKlS8+dO/fss89+8YtfFBc385WOnAB39erVfCm4ujH0HAAAjF95eXnG+ax0O0h79+6tq6v79Kc//fLLL2/ZskXbOlJXkk6nmTwK4wGtHwAAAB/O6/U+//zzv/jFL+bPnx+Px9Pp9Miu8y1nxQWIHwAAAFezb3/72z/60Y+0lz09Pb29vfJvOXpb23Tu3LmysrL+/v5JkyZ1dnYaR6IDIH4AAAAM5Stf+YrD4cjPzzfO2tTY2Pjwww9rL2+++ebe3t7u7u5QKHTy5EniB0D8AAAAOA+ZTOZTn/pUriBx5513Zg89l/s/9thjmUxGTmg7gkPPWQsB4wRDzwEAwPiVlzfUGmhvv/12Xha5/6ZNm7JfjuCVMPQcxA8AAICr3OnTp3Nt+ulPf5r9cuLEiUKIEV+R49ixY6tWrTpw4ADfBcYDOl8BAIBx7dvf/va//uu/ytW+4/F4X1+f1gqxcOHCjo6OOXPmrF+/PhQKnT59+uTJk0KImpqawsLCETn73r17Dx069L3vfa+0tLS/v5+vA8QPAACAq9lPfvKTVatWGcvT6fT69esbGxtDoZAQYnBwsLW19dy5c0KIkydPrl+//uJP3d7e3tjYGAwGhRDED4wTdL4CAADjVyaTueGGG0w3vf3225FIpKGhoaOjY+HChcePH+/s7Dx16lRTU9Of/vSnkpIScdHjxffv33/HHXdoV8LocxA/AAAArmbGoednzpzZuXPnqlWrvvOd7yxdunT69OkHDhzwer0TJ05saWn52Mc+1tXVpY0Juci1AhctWrRv3z7ZosLQc4wTdL4CAADjl9vtllPoCiHa2toaGxsLCwuXLVvW1NQkhDh9+rTT6SwpKVm7dm1NTc2cOXNkueYiR4AsXbq0ra3tC1/4wsqVK+l5BeIHAADAVa6kpORXv/rVww8/PDg4ePvttzc0NGQniptvvnnRokXbtm3Lz883fXuu8uHbsWPHsWPHmpqajh49evvtt/ONgPgBAABwFeru7m5sbDx58qTT6dy6dWuuIJFOp4UQ/f39pjtcZOcraeHChQsXLty5c6cc4w4QPwAAAK4S/f39zc3NwWCwrKyspqampKTkzJkzw2nEuPiGDgDEDwAAMC4cO3bsxRdfPHv27A033HD//fd/61vfkuW1tbV33XXXP/7jP+Z648SJEzOZzNy5c9966y3jSI8RnKuKma9A/AAAABjburu79+zZEw6H77rrrurqajlbbjbjzFc6kydPzsvLi8ViN954o3HrCM5VxcxXIH4AAACMSb29vfv27Wtvby8rK1u2bNnFLBEoWzzKysq4qwDxAwAA4P9Lp9NtbW0HDhyYMGHCY4895na7L/6YcnD5yZMny8vLL3KaXQDEDwAAcDVobW3dt2+fEGLZsmUNDQ0jOEy8r69PCFFWVpYre6TTaUalA8QPAABwlXvrrbfa2trkZLVy4tqJEyee70Eymczbb789xA6TJ0+Wg8Lj8bjp0PNYLDZ37tyL/ziZTObNN9/kawXxAwAAYHQ5ePDggQMH8vPzly1b9oMf/OBiDpWXlzd0pf+GG27I+4Dp2ydMmDAiHyovL++1117jywXxAwAAYFQ4duzY/v370+n04sWLR7CH1dSpUy/m7XJdQgDEDwAAcDU4fvz4gQMH5PLkGzduHPGBFqdPnx56h8HBwcvzSQcHB48fP57JZCZNmjRnzhzt8v77v/97+vTpJ0+eFELMmTNHa4fp6+srLCzMbpbJZDJygfb+/v6+vr7sTWfPno3FYvn5+XLr4OCg3BqPx9PptNVqjcViWpTKZDK6w+Z6Kf8uKSkpLy+//fbb58+fzxML4gcAABh7+vv7d+3a9Yc//EFbnvyKXEZ+fr6c/OqSXkB/f//hw4c7Oztra2tnzpz5hz/8ob+/f/369cuWLSsvL//MZz7T1ta2YsUKIcTKlSvLyso6OzvLy8vz8/ODweBXvvKVPXv2lJSUlJWVPffcc1/5ylcOHz4shLjmmmtee+21OXPmdHZ25ufnv//++7fddltJScnBgwfXr1+/Y8eO7du3b9u2bdmyZYsXL3a5XN/+9re/+93vbtu2ra+v7+c///kPf/jDBQsWnDhxIhQK+Xy+Rx55pLKycuvWrXv37v3CF74wY8aMtra28vLyrVu39vf3V1ZWtre333333Ty3IH4AAIAxljoOHjwYCoXy8/O/9rWvPfHEE1f2erQGgUvXyerEiRP33nvvsmXLNm7cKD/78uXLy8vL9+zZ8+STTz711FNPPPHEbbfd1tTUJIR4/fXXX3jhBfmyv7//Bz/4wY4dO4QQNTU18+fPf+CBB3bs2PHwww+vWLHi9ddfj0QiGzduvO2227Zu3frzn//8gQceEEJMmjRp/fr1zz333OrVq+UFlJeX2+321atXNzY2rlix4vjx47FYTLZjzJkzp729/Qtf+MLSpUsLCwvdbndnZ2dNTc25c+e6u7s3btx4+PDh/Pz80tLSmpoarcUGIH4AAIBR7cSJEy+++GI8Hp8xY4bD4dBqxpfazJkzz507N8QOckKqTCbT19dnbADJZDIWi+Uir+Eb3/jG008/3djYaLfbvV7vggULXnjhhc2bN3/xi1/8u7/7u4KCAnkiufNNN90kX5aUlPT19U2ZMkW+lDvIPlGZTCY/P1/2iZIvy8vLf/nLX86cOfP06dNyz+LiYiHE2bNni4qKst8o/5XjYWQCyWQyt9xyi/ig/Ufu8+abb8o3fvzjH8++AID4AQAARnXqaG5uPnnypN1uX7ly5eXvYfXaa6/JanQuckKqIWa+SiQSF3MB3d3dkUjk3/7t386dO1dZWblw4UIhxH333XffffdVVlZ2d3c//vjjWjzQav/yZV5e3ic+8Qn5R3Z+kC+1ERpau83UqVPz8vJkXzK554kTJ2699VbjYbVPJ/+9/vrrdVtfe+01GWC0Tab3ByB+AACAK6+7u3vPnj2hUOgzn/nMFRzXIYSYM2dOMpm8Umdvb2+vrKz0eDxf+tKX4vH43r17y8vLta0NDQ0zZszQvcV0nq7BwcGSkpLu7u5PfepTsiR7gL7MG6+++qp8WVZWlv3eSZMm9ff3yzcOc1j/zTfffOzYseySkydPXsEvEcQPAACAnO65555QKNTU1LR+/forfjGTJk26gvHjySefbGhoWLp0qTAbW1JYWGi8RbLNwRjnCgsLjx8/Ll+GQqE5c+YcOnTIZrPp9vx/7d1/bBP3/cfxu5QVc25ZTG20uKsTDFKd0ElbHBBTYpgoq8kUTQoh06bUqjQVJ9N+pdk/FUSqqoUImETd/gXO1ImSbFpaEpWlI9G2bolL2005I20ktraRxmZyGD41rMJnw7rd/vh8e/I3P8yPmBTI8/FH5Pt9OfuPe+nzeX8+YpbG+YfPDy1zaJpmBoxsNmuun5mZkRh9GLeihEcAAACW06lTpw4ePNjd3d3Z2SleXlcsXdfntEXMUV5evmBOmNPUsODbfy6Xczgci53ZbEXJn8pd0zRJkjKZjNhqphGbzZZMJsXZ0um02CruYcHzAMQPAABwt1AUZd++faOjo42NjQcPHmxvbx8aGvq0buaGBdNGnsW23vbVq6ur33zzTfNU8+dfHx8fzy/qSKfTYv3ly5fFSlF6YZaMz/mn8teLflzmDT/00EOSJKVSKZfLNec8sVjM6XTmcjkxklUqlXI6neaBiURC3JjIG2vWrLmZxwiY6HwFAAA+HV6v1+v16ro+ODhYX1/v8/m+853vLHEO8lt1w4Jps6h6wT0dDsdSSq5feuml+vr6mZmZ+vp6RVH+85//5G/t6+vr6ekJBoPSvKJwMVpXPB4XY1ItWDJufhANLCKxyLIsQsXFixelT7pOaZomBrAyz2MYxuTkpFgU+5jPQVSSzCl2FyuBm0HrBwAA+DQpitLS0nLmzBmfz9fe3t7R0WF2Mbonbn6Jh588efK1114bHBzcsWNHfler7u7ugwcP+v1+kTTMmdctFou5j9nnSjREpNNpt9ttbk2lUpIkJZPJ/GyQSCTmR4VkMmmxWG6yfmPB3mLUfoD4AQAA7jE+n+/EiRPBYDAUCrW1tUUikbv/npeelFwuV3Nzs91uHx0djcViW7Zsqampqaqq0nV9YGBA0zSRIsT7fSaTcTqd8y8qOkSJFGGGotnZWZfLJco5TJqmiZ3z/4VMJqOqajweFzFGRB0z8IgPqqqKrbFYzFxpFrsDN4/OVwAA4C7i8XiOHj2q63o4HP7JT37y3e9+1+/337V3W5R665dffrmlpSUSiezfv9/n8ymKkkwmBwYGtm/fbrfbh4aG3nvvPV3X4/F4Z2dnJpP5+c9/nk6nI5FIOBwuLS29fv16PB7v7u6OxWKKoqxatUqM5/v+++9v375dRJfu7u6hoaGmpqZYLNbb2+vz+f785z+3tbWpqlpTU6NpmsViefXVVzVNq6+vj8VidrtdpJFAINDX13ft2rV//vOfsVhM07RIJPLMM8+MjIyIYPPXv/41EAioqtrW1ma327u6uvgNozCZUiEAAHB3unbt2unTp8+ePWuz2QKBQH7PomIJh8MzMzMvvPDCYju0trZ6vV7pk0qVOVvFOLbz19/enbS2tjY3N1+7dq20tNTtdot/+f333z969KjYx+l0Llgb43a7xWC4H3/8sShPt1gsX/rSl65fv26xWJxO5+zsrM1my2azuVxOnOHatWu6rheutMlms6qqrlmzZmxs7JFHHnE6naqqNjc3nz9/fuPGjaImxOPxvPfee7t27RLnL8qjwP2N1g8AAHCXWr16dXNzc3Nzs6ZpoVDo4sWLzz77bP7EfEt3w8Jxs7h8sVnPi3gnsiz39/fPWb9t27b5K5eNiBOBQCB/ZUNDQ/7iU089xW8VN4/aDwAAcLcTvXpCoZCqqvX19T09PctW6zxn5o07+j/yRYP4AQAAcLew2Wzt7e1nzpxRFCUQCLz44otz6qrvKLMU+w5Zzv8FIH4AAADcrJaWllOnTu3atau1tbWtrS0ejy/DRZnaAiB+AACAlau2tvbUqVPt7e3hcPgb3/jGHR0EVlGUOePVmuuXOPWHScwGCBA/AAAA7l5ioN6f/vSn77zzzjPPPHP48OGpqambP/yGQ4AahpHNZj0ejxhRao5MJlOsTlmKojAeKVYCRr4CAAD3vLVr1/7gBz+QJGlwcPDIkSPZbPaHP/xhdXX1DQ+84dBVsixfvXpV07TlGfmKrxL3PVo/AADA/aOxsfHYsWOHDh0aGBior6/v6+tb+jkdDofD4eDZAsQPAACABZSVlXV1dZ08eVLX9aampldeeWXZBuoFQPwAAAArkd1u37dv36lTp8QM4h0dHcszRhaAAqj9AAAA97mGhoaGhobJyclf/vKXqVTK5/Pt3bvXYrFIN1d6Pjk5WV1dveCehmFMTU3dTJFJYWfPng2Hw5Seg/gBAABwn6iqqnrhhRckSXr99dcbGxvtdnswGAwGg5OTkwWOkmU5l8stVhcuy/KVK1eWcle6rvv9/pKSEq/XS+k5VgI6XwEAgJWlubn5zJkzBw4cGBwcbGpqmp2d/RRvpqOjw+v1jo6OPv3003w1WAlo/QAAACuRmDBEkqRwOHzs2LE9e/Y0NjYu/2309vb+7W9/4+vAykHrBwAAWLl0Xfd6vcePH9c0rampKRQKzWkMKdak5ou50+cHiB8AAAB3i76+vsOHDyuKIsbIqqysbG1t7ezsTCaTYofGxsb29vY7dwMHDx5sbW3VNM1ut/N1YCWg8xUAAFi5NmzYkF/w7ff7/X7/5OTkz372s2w2u3Pnzo6Ojubm5oaGBnNYqqGhoddffz0UCtlsNsMwljhc1b59+2w227e//e1UKsXIVyB+AAAA3M9Wr149/6XfHCPr8OHDk5OTL7744t///vcDBw5IktTR0REKhRRFeeyxx7q6umRZtlqtS7yHvXv37t27NxqN1tTU8I3gvkfnKwAAgEV5vV5FUfr6+lpbW8Xs6cFgcHp6OhwOix2KNZ+6y+XiaWMloPUDAACsaDMzM9FoVJKkdDqt63o6nTa7Y3m93m9961sulyuZTMZisR/96EevvfZaIpGw2+2KoqiqWsSZOooVYwDiBwAAwF1K07SpqSmzKUOSJMMwzFDxq1/9amhoaP/+/cFgMBKJ2Gw2VVW9Xq+maclkcmpqauPGjUW8E74OED8AAADuZ+l0uq6u7tixY4vt8Oijj168eHH9+vXpdNpqtYpa866uLsMwLly44Ha7i1UvXlZWRuk5VgJqPwAAwMoly3Lhl/5t27ZNTk5OT0/LsvyPf/zDarXKsrx+/Xqr1Xrt2jVZlovV/2pmZqaIXbmAuxatHwAAAItyOBzJZNKclKOysjKdTu/fv7+zs/N+/Zd1Xb906ZLb7TbXTE1Nud1u/RP55TH5fdUkSaquruY3A+IHAADAomZnZ0Xp+Zz36Uwm8+677/b29lZWVor4YbPZPB7PwMCA3+8/fvx4KpUq4m24XC673R4KhWKxmCzLiqL4fL7GxsZcLtfV1aVpmqqqiqJ4PB7zdT+TyZSUlFy9elVV1WQy6fF4SkpKHnvsMVGgcvXq1VwuZ54/m81evXrV4XCYB05PT4t6d0VRHnzwwevXr4t/M5lMNjQ0DA0N5YeKeDyuKIrdbo/H43v37v31r38tSZLdbk8kEuXl5ZqmiVMFAoETJ07wowLxAwAAYAGKovz2t79tbW3Njx9Wq9Xlcum6fvnyZa/Xa45JdejQoXA4LBYzmUxVVVUR72RwcFBRlGQy2dzcvG7dOlVVe3t7W1tbt23btmnTpoGBgVOnTvX19W3YsOH8+fOapvn9/nA4PDQ0tHPnzrGxsYGBAV3Xt27deuLEienp6ZqamiNHjgwNDblcrvb29pqamjfeeOOVV16RJOno0aM1NTXnz58PBAIOh8Pv9z/33HO/+93vvvzlL09PT0ej0ZdeeunkyZOBQCAYDHq93pqamvHx8ba2tsbGRr/fX1VV1d/fHwqFrFZrS0uL3++PRCI9PT1jY2PHjx9/9913+VGB+AEAALCwysrKurq6SCSy2A7RaNQMJ263u6WlxefzjYyMqKr6xBNPFOs22traYrHY8PBwb2/v888/L8uy1+s9cOBAIpH43ve+d/r06Ugk4vP54vH4hg0b1q1bl8lktm/fPjIy4na7HQ6Hy+WyWq3l5eVOp9NqtSqKYrVaGxoaZmZmRMSyWq0iLAWDQbEoSZKYw0RRlPLy8rKyMnPoLbHVarU6HA5N08x5FUXLibk1k8koilJWVia2bt++XVGUXbt28aNCYZSeAwCAlSuVShWettwwjA8//FB8KCsre/vtt2OxWFdX17lz57Zu3SoGwlriPfT29o6Pjz/77LNPPvnk448/fvbs2UgkEggEDh06NDo6+oUvfEFcXZKk8fFxp9NpGIaiKIZhiJkKxaaJiYn8RfNvgcVEIuHxeNLptDiwoqIif5+JiQmxVZRzmOtLS0vF4iOPPCJJkugJVpTnAOIHAADAfc7pdD744IMFdpBl+YMPPpAkKR6PS5LkdrvHx8dffvnlP/3pT2vXrl36yFeRSOTQoUOVlZXnzp3btGnTjh07Vq9ebbFYamtr+/v7KyoqxsbGzLd886/JXJnL5USvMJGmzE2iySL/wAXPJknSmjVrxGJlZaU44ZxDxIdVq1aJp7F582YzyciyXDjFASY6XwEAgBVtamqqwFZRjS1GfDJXFmt8J13X6+vrR0ZGamtrJUlqa2vTNE20RQjt7e1vvfWWJEler3exk5ibrFbrxMSECA9CIpEQZzNH7hIzuJuL5krzs5jeZP5V0um0+CD6aJlPw+l0SpKUyWQK3CGQj9YPAACARblcLlER3tLSUvSTx+NxXddF9liMzWZb8K7yM8ZimUTTNNH6UV5enp+mxKKiKJIkqaoq9hGSyeScU3k8HrE+/6ImMfyXaBoCiB8AAABL5fP50un0yMjI5OTk/K1ms8BtEGGgcPPLglcUgUFkDLMhYk4jxvybFEHFLDGfEyfMJhERS0TqyGQyZmPInDYTgPgBAABwa26mYPorX/nKW2+99fjjj+dPD2Iefvny5du+usvlCgQCX//611VVFWebM5fI1NTUhQsXJEkaHx8XO2zcuDGRSBifEAlBbLLb7bIsWywWM2kYhiEqxT/66CMzhJgHxmIxsSgOMSvXRfC4dOmS2Ce/Wl36pOOZKMSX8krPN2zYwM8JxA8AAIBCZFnOZrOF9/n+979/+vTpXC4XCoXyK0DE4flT+92GEydO1NbWNjU1rV+/fmRkZNOmTflbjxw5ItoizPrv1atXiyrwaDQqVoqWENFpamJiQlSEm/uLycuvXLkiLV6Avnnz5qmpqTlbzUPEouivpWmaWNQ0raysLJlMivF8ZVlesJMYQPwAAAD4f27Y90lRlPHx8UQioapqTU3N4OBgcW+grq5u9+7dk5OTlZWV4XBY3E80Gm1qalIURbzfixaJfGLajfxgMOeepXldsMyTiA+iuUO0k5ghSrTDzCfijVkZIj6YFxUNKQDxAwAA4AZE+8ANE8iZM2feeecdh8PR1NRUUVERCoVmZ2erq6u7urqWeAOBQCCdTofD4TNnzvj9/tbW1i1bthw8eDAYDLa3t589e9ac+29ONlAUJZfLic5XiqKYLTO6ros6DRESotGoSBoiLYixraampkSzyZzcYp7WrGg3S0TmtPzkL87ZBBTAwLsAAGBFu2HvqZ6enn379kmSVFtbOzo6mkwmw+FwOBzev39/U1PT7t27lz4o1smTJzs7O3fs2BEMBvv7+202WzQaHR4e7uzszGazzz33XCQSiUQi6XR6aGgokUgMDw+rqjoyMvLHP/6xr69vz5496XR6x44d2Wz23//+tyRJg4ODX/3qV1VVDQQCmqapqvr888+PjIx0dHQkEolYLHbhwoXh4eGenp6xsbFEIpFOp+PxeCKRiEQiHo8nFotpmtbR0aGqqt1u//3vfx+LxUKhkKqqkUhkw4YNYnFkZOS///3vv/71r1gsJhqF0ul0MBjkR4UCZKaoBAAAK1lJSYmu66L8ekHhcHjBV+p0Ov2LX/xiYmJiaGjI6/Xu3r179+7dN9OWsuhrmSwHg8HPfOYzly9fdrvdu3btqqur+81vfvPBBx/YbLZUKmWz2TKZzAMPPGCxWGZmZqqqqmT5/97lcrmcxWIRpSyzs7NlZWXmJvPk8xdnZmbEDT/88MMPPfSQ6PeVy+WuX7/+xS9+cXZ2NpfLZbPZAqeSZTmVSrnd7qmpKYvF8rWvfe3zn/88PyoQPwAAABb2xBNP/PjHP25sbFxsh+7u7vb2dlFNsZh4PP7mm2/+4Q9/iMViPp9vz54927ZtE2ND3VIQGh8fL9achgDxAwAA4K7T3t5+7ty50dHRxXbo6enx+Xzzi78XpOu66BY1PDycTCa9Xq/X662srPR4PDecF5z4AeIHAADAfU5V1S1btkxOTi4WMG4pfswRj8dVVVVV9S9/+cuVK1disVhlZaWiKB6PR4xgK0mSYRiyLGcymUgkMj09zTcC4gcAAMD9rL6+XtO00dHRBXtYLSV+LCgajaZSqZmZmfz44XK5ysvLi3gVgPgBAABwNxLT5zU2Nh4/fnx+Aunp6fF6vfSJAoqCeT8AAMCK9sYbb7hcrtHR0XPnzm3dunV+EYhhGKWlpTwooCiY9wMAAKxoExMTe/fu9Xq958+f7+7urq+v37x5czAYbGxsfOCBB2w2myzLSxlO91OkaZqiKIqiaJomJiK805e7fPlyLpez2+26ruu6LvqV5Qe5m1w0DOOGlfogfgAAANzb9u/f/81vfvPVV1/t7e1tbW21WCzxeFySpGQyqWlaXV2dOUeh3W7/+OOPN27cmEgk7Ha71Wq97VftDz/8cN26dZIkxWIxl8t16dKlVatWiT5guq6LScrNacVv6Q3+9u7nTlxFURSXyzU9PV1RUSFmcF9wZ13XxVbDMMbHx/lBEj8AAADuc263u6urS7z6v/322y6XS5IkTdNcLld/f/9nP/vZ8vJysfL2iGaBZWiLAIgfAAAA9wxFURoaGsxFu92ev7iU0xaewRC4v1F6DgAAUIhhGIwUChA/AAAAloMsy/klCgCIHwAAAACIHwAAAABA/AAAAABA/AAAAABA/AAAAFh5GPkKIH4AAAAsE0a+AogfAAAAAIgfAAAAAED8AAAAAED8AAAA+NSsXbu28A6UngPEDwAAgOL46KOPCu9A6TlA/AAAAABA/AAAAAAA4gcAAAAA4gcAAMCn5oa1H5SeA8QPAACA4tA0rfAOlJ4DxA8AAIDicLvdPASA+AEAALAcUqkUDwEgfgAAABRfX19fTU1Nd3d3NBq91WNzudzIyEhbW1tVVZWu6zxM4Das4hEAAIB7Tk9Pj2EYZklG/ufCi4lEQlXVaDTa2dlpt9uffvrp2dnZG15ubGwsHA739/dfuXJFkiS73R4OhxVFmXMVTdMcDkf+RTOZjNVqlSRpfHxclmVFUY4ePcrXB+IHAADAveTJJ5/M5XK3cWBpaaksy4ZhbN68edeuXTt37hweHi58iGEYJSUlpaWlTqdTZJWHH374qaeemr9nWVmZeVe6rj/66KOzs7NlZWWSJO3bt49vDSB+AADP1ypMAAABPUlEQVSAe9Jt14vncrkTJ07U19fb7XaxRlXVwofIslxXV1ddXX3o0KFkMhmJRCKRSEVFhaIoN7ycyB4AiB8AAGAlqq6urq6uvu3DXS5XS0tLS0sLTxK4PZSeAwAAACB+AAAAACB+AAAArBxlZWWGYfAcAOIHAADAHTczM5M/wC4A4gcAAMCd4vF4eAgA8QMAAGA5iHkDARA/AAAA7rhYLMZDAIgfAAAAy6GyspKHABA/AAAAloNhGBcuXOA5AMQPAACAO07TtM997nM8B4D4AQAAsBySySQPASiKVTwCAACAAhwOh8Ph4DkARUHrBwAAQCGZTIaHABA/AAAAloOiKIZh8ByAoqDzFQAAQCGyLPMQAOIHAABAEdTW1hbeQVEUnhJQtDxPYyIAAACA5UHtBwAAAADiBwAAAID7y/8A6yZu1alVARMAAAAASUVORK5CYII=)
12
琴桥 / 弹簧张力调整
为了取得最佳效果,应当经常调整琴桥。使它与吉他顶面平行,
如下图所示。此位置通过琴弦与爪片弹簧之间的反张力得以维
持。如果更改了琴弦规格,您将需要重新调整弹簧张力,使琴
桥恢复到平行位置。
调整步骤如下
1) 拆下吉他后部颤音腔后板上的螺丝,露出爪片弹簧。
2) 确认吉他已调至正确的音高。
3) 琴桥向前(上)倾斜时,通过顺时针旋转爪片螺丝收紧
弹簧张力。琴桥向后(下)倾斜时,通过逆时针旋转爪
片螺丝放松弹簧张力。
(图 -A)
每次调整弹簧张力后,请务必检查琴弦的音高。
A
使用两颗螺丝 A 统一调整高度。
A
09_EG_om_zh_0223.indd 12 16/02/23 21:23