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- Раздел: Природа
- Дата съёмки: неизвестно
- Дата загрузки фото: 27.02.2023 19:44
- Оригинальная фотография: 1500 x 2000 (1,5 Мб)
- Технические характеристики:
- Фотоаппарат: Samsung SM-S9080
- Выдержка: 0,0
- Гиперфокальное расстояние: inf m
- Диафрагма: 2,4
- Светочувствительность: 77
- Фокусное расстояние: 7,0 mm (35 mm equivalent: 63,0 mm)
- Полный EXIF
- Composite
- Aperture: 2,4
- CircleOfConfusion: 0,003 mm
- DOF: inf (0,00 m - inf)
- FOV: 31,0 deg
- FocalLength35efl: 7,0 mm (35 mm equivalent: 63,0 mm)
- HyperfocalDistance: inf m
- Megapixels: 3,0
- ScaleFactor35efl: 9,6
- ShutterSpeed: 0,0
- SubSecCreateDate: 2023:02:27 12:11:37.055+03:00
- SubSecDateTimeOriginal: 2023:02:27 12:11:37.055+03:00
- SubSecModifyDate: 2023:02:27 12:11:37.055+03:00
- ExifIFD
- ApertureValue: 2,0
- BrightnessValue: 9,67
- ColorSpace: sRGB
- ComponentsConfiguration: Y, Cb, Cr, -
- Contrast: Normal
- CreateDate: 2023:02:27 12:11:37
- CustomRendered: Custom
- DateTimeOriginal: 2023:02:27 12:11:37
- DigitalZoomRatio: 0
- ExifImageHeight: 2000
- ExifImageWidth: 1500
- ExifVersion: 0231
- ExposureCompensation: 0
- ExposureMode: Auto
- ExposureProgram: Program AE
- ExposureTime: 0,0
- FNumber: 2,4
- Flash: Off, Did not fire
- FlashpixVersion: 0100
- FocalLength: 7,0 mm
- FocalLengthIn35mmFormat: 67 mm
- ISO: 77
- LensMake: samsung
- LensModel: samsung
- MaxApertureValue: 2,0
- MeteringMode: Center-weighted average
- OffsetTime: +03:00
- OffsetTimeDigitized: +03:00
- OffsetTimeOriginal: +03:00
- Saturation: Normal
- SceneCaptureType: Standard
- SceneType: Directly photographed
- SensingMethod: One-chip color area
- Sharpness: Normal
- ShutterSpeedValue: 1/2048
- SubSecTime: 055
- SubSecTimeDigitized: 055
- SubSecTimeOriginal: 055
- SubjectDistance: 10 m
- SubjectDistanceRange: Distant
- WhiteBalance: Auto
- IFD0
- ImageHeight: 2736
- ImageWidth: 3648
- Make: samsung
- Model: SM-S9080
- ModifyDate: 2023:02:27 12:11:37
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- Software: HDR+ 1.0.414775603zdh
- XResolution: 72
- YCbCrPositioning: Centered
- YResolution: 72
- IFD1
- Compression: JPEG (old-style)
- ImageHeight: 228
- ImageWidth: 171
- Orientation: Horizontal (normal)
- ResolutionUnit: inches
- ThumbnailLength: 39253
- ThumbnailOffset: 1072
- XResolution: 72
- YResolution: 72
- InteropIFD
- InteropIndex: R98 - DCF basic file (sRGB)
- InteropVersion: 0100
- System
- XMP-GCamera
- Hdrp_makernote: SERSUALvZDVtXnAeLOrjTFfqiRlHziTvhZBMyIPvp3WxHYvvJonHUb7XEztPkCYTt7kSffE7vGuVbs1hZfeSRvVJi1/JvBOAA3rK4XzynHqK0pMDqF+QyDHwotZDlLHLd4Qo9yAg1FYairR1Pth9mxZDAwVU7gSjFStfV6caYv8hTFDk9GhdkSEk0B4L97RUsM4RsBWLy1k6YrH0k3CXkLVEhOnXFrUMeZuHWonqigL8IsEDA3NoPPflU5YphZ9DDfoGuIDeDGY616PQyir4aMGOH34a53PdDJ6FoXsTOVwD6F0NLWC+cUqwmsYcLsqfJnPUi8Ja4KVe2IhxiGo3v4rzRzbl70YkroaSW/vLg7E2V3SRYB/FsqvvsRXRosc6jUN1oc9M5Cmr+iMSk9oGVJaqfSGd/fKqMPh1p9Zb9F6aEMDDPFRVboHGF8vldukxEeCh5XqiuixjVGcSEvGdv8YdrDUE/hQ4MBLUDmJgcPGEA6ehhTuC8FL48s9Ap1yHLuGhTfnPHdE9s6VPgNjTRkdMy6ui1674MegIj9t8QH6L2WOie0qhi9GYkh1PP8nO+waxkpANn9UcEmdG3XtvySPihZ/dxLglNq/LHB2dzVQAznzIMzB5YVzaUAL22NLJAY9ub1efwXS5xeWYpxA/WQzFJE2be06diOvGp2yxkghivhZyNCAh3EGvpgB+mkCctxxv8o0hNDK5Q51IjtGrDGBGq2/bNX5Z79LUWiX6ift+Q0O0hn5aRJMvDIxd4822ETEQNXzvl2pFP9OxlSfPFQUcctaZ1qEl14BM/8hqyBHL5zfUhpRzRK0IR3JghGPO+OP6S5xKRv1VDKKvBtxOwFM2Zdfhd8QlXZwGeEkhY329l/Ca1zi95euRAr803j7WljnNS39oMn9IlisRXE7B5cdjtUmBR6oG+w8ZFFTx5IWTP2OuqdBWUGkFcblmE8XhE1F0VMk5hkR8pCB9B4RBQY2fTiGV86+QjRFm+Mjv4TOvgGHmTV6o3XWBM+9Ld4mNV0TPGqZEuAmAcfqMCFGrV+6e4JJbJZBhBN3otYV+L3pXpMgW5e+2svaNpeOTqoiOamWYNlRpWTj7tbUPXkUi56odwly5OoYAfFII47uPlQ2840PZtRC+8W8ObBK2BkqumctErlq7d0fOqgRQaec/tRPx2/k3aUd/zywqc4gEhz7gZ0ZyTXkHLjTyIqoCgI5LrfJMHT9EsKidKGN5mP/+gaRqw8Z2xb+4SJ9RLdLIlYkgcZcS0jilTwg4IAeGIMvxbrexNX6yJ495Q3wla/0pW/I6/UwwoXvIjX+QCjawst/JDbboFoSCeru0nDHdepHY2ZZrZ9hvJWmdxuRc9p/NqGWLcqBO8YvYDTOGHs4Zje3hy/23FAB50LlWa5iTYNT1OdOfooxD9bfgaMdbshIOJM1OZznb5e91P+UwfMutnjgdMIbvOGkVtHKpesEAa7oSGJVVi5KcdOS5UVY1uvUXx24S6DuDhJjgYG1R1XgPQ5agFz9RrOKOK1qA+I3+DSN7fboPYp4K9wDLwKgO8ZJBnkQum0Yf9rWNZNi9kPFo1YBVy97QP9LUWGSjgriB+xlLyRmLUaatcvbb906TurtuldArRhHcPrRPc3eu7ZyZu6cB3NOc0RtfJhmGyj9zvRJ6BarhgmSh3W2OmGsqQRKoeezLcOMh+KKVI8asKeE+8qmcn+Bffn1AMu9gquRmZUKakC1Bvp3sOqza0HWKwEWV54134e5RKDk5Az1MJwdQzinN2HFvFwuI5iVrjAAT5y7PrZLLUXQZdnDxC2+uxxiIBp5amM0Ct2jUs33nSg8wkthG8RyoI0hEMBic6FwMFzdCw1joyaUnqAJqIM2UYC3g7Ru04wSypyu+oel3qP3jK+6z5CTKt001fzeovZdd4BiHJsUYeQ/YmPAntYWn8l2O7vjpm0lphFrqjZ5I2Vcx8zA874bxRFjnNZ4gf4uxYa0R3tLznU5sII/8RPO+OUUMQ12Vyn8hrZ/xBB6WOKrRbHtrJL0aIjmaWpkYJCyfE7S/xDU+NOorNx9fUjuvYdDFx00tDangFRxnxaR4ylLbiH2MkdAS8lfiDkbt5S2yT7XkCk80iy6PQuJBuJWKlyygpUONiDwuphxC89XoeU4PQ4IIb6usQa7ygE5tDyLRFfn+Vb8q94ULy5VyWRkrq+mFWayY/K5q/lg2zcG0AWjdUJyjjOecgAfY7aNHTQF1ZIl/P3lh0Vmd/IVn2E2XKZd9e9YET+cFoGGu0TcusqOtDNAYADZ37gl0zVuERwBYcJN+9hGmOCF6RHvU1tmQOpSDgis3EczhQHpsJ6bLT2GgLRCBUl+pzpmPjOgw41Crb+Lt2ukKwLN5+/TSb2ABIf+hOtXqpr9Lvb7PIYZOdXDUobtQMm/q5IOEMVBkpX9canlG1+ezMQbxM/r4f7A4SsxESNp8rR6FeL5BFn833LvhzOMuoivI066rw3b6X0czLuLiRT24xP3cVHoUFa/Ej+gF9GljO+THGtGqdyim4RYY441uQgpOISx0oN/ToUyCXQElVNJtb2sNX3lSLYdVg5vAqyZyICORA6NGtiJ1JR3C2HA+RV/Y1BGty3d9o/Sp/gLFjbDW2tKXsLwd1cTEft28/MQyf8OMJ/L3B01IHQzuvibX+ZhfG2/nZv3QOjaK5HDSJ7awW3UQWoe6ENXrKvPYkNbkRGt3w4cJ4b2Q+a6eg3ZbCyBy99ZPRuW9HKbKedTmcoGH+pBXqo7a9TQgjf9kGe29YuTxFI/s/Sdy2+y72iTe4YCnIIRG/zVZ0LPFrWkuCVxy8EHv0Je8ZzGOc57dAYMxYSpzXp0YyxCOZgmQkVMTdiBl291zRnnhjOJn4P/FeJkDu2eQRoX69U2zpmpNLDuwoubITN9GjijnIkxAJ+2zbUQAVmXmKP1E1RdnciOe0fM3vaD3GKkMf7yh9KV4Sn5700+W3ouXT0zNZWORE+8+R4CIG3RFCkcZkVyccCZArda+YBM8o2CT+TKeX9GDSUujrkjLMR6Dp9xbL12wYFr+o1QFSlw8AvGksP67VeiiWXTG8SUf9lQFzO1+QbyaIaszMRnzjOMllghgyunN6mUI0Siq5yOnPqt/pGMV5djg50OnFc/8GwwfjX2godGFgYMwOwQ6eJhJF/OBC74KgWbf3huOWRhuxm88unn8EdHy55YUzBvexacrrKqPzBZ+oIDCFdZ678yPvbxh7CzMbRx7W452yHSOx32nv3FnAVGMuiwFBoqtRV3bNmXAFq4K6CvOMRMPw8coHhv9jBUJ6AJ3P+DycM2Q3BPFGClpzj52GW4JHEZvWH5zE0vhEifBGeKinVaTb+mf02IdByuguR+VDpFJ+TpaWBO52/e5Yzm8bRKVFtdbOiGo0z9FKwC8XPXGd0AuCLNFkQ+c1SIcUBAMqvndrbdvbq9yky6Vst3iJprEMriiLs5khBMdwkrHzIie67+2e0FZ4paqYy1yfkFiHAxX5h0OjMYNAcz7o0uRerQxJT40v2p38AtF9pD2RwJs8o1+V/i6c1XGOPsALsHNdBaOOaTCMiwkXTVbaMV2TAta8QLwm6EDrImD+c0K0vjiTZMCu1qBWgcwkznWK3sfNmnzQN7+38eaZI3jdqYd9E+yHJD3ArISvwsK+qtrCx7qPajrBlR+M1yWgwidBN3nY5+k5FboffovTyZ7RCiJ79hIJy0XCwEzyrvkyk9U3q/hKNCA5mVSnf7afT/ftl4H2LMroes9NmQu534gOQRD36QgZ+d5hul41GH5h1eSKEmFQFCgt391R8LGahaLr7d8EeUzoQj0vgPlNP7jeBpquW9zduc9lpFZPELF0MfjfsozKXTnOSo3X1W5qwqplVFjBc9c387YA344+uSBFGUOf8rAxra2Ya5Yqi6mfPc/pd7fOrVyiA0UtFfGszctIoPHQ3QONv2nfxRNLs/KJNIt/NY53e2JaSQl6QcTWH0SzgCDPHAtMqk/1c34LrUo8Hvobk1JbCi32gETbjcR9CAuIhurkTcg9nujlFAVdw2WUYdfxDxmciA7gXELgIM4jd7viBXVH8y2VWeakU+JEO7FvDfXwGCWtnIYd5sK6ZYPegKQONHf1eTWkTuTJLTYZiBbGlvRYpTQSE9/Bdqc0up89s1onk0+XJEIj/+SL10CHG54Y8pfRlvhwLx/cbe8gscPb5b3nW6iYEIB1C5cyC6n3c10tAQbFbZMuUL7jK9MPvdgMH0nA64dWahZDLCTPytsuwvbLJx8D4wCTkxkbN4GzOhRCPhJQBEzXC7QQ9aPUuV8T7n+s4Bcccu3ui3cjEUHb+OPCgwhJR4CnN4iWzLbLBeIQyUQgQapE+0SreOsLmowJMOYvU0/ggr4KA4r9GLQPTOU3HFsbgg6gbnExvaRtFBse/oYDR1a3XQZI8h1guLm/26nGmzFOE/JIXpyRfRDGS+HQJwQ0vBkPOE2L44vSGCI30/KjDyngR59nAhFsLCjJRR+/mhPGR/zmiu4vQZuVq4X+FKKlPP7ZezlIcz/qpGNB+SdHDwkqAwSz9h8PY9EBdE73TcYpBPfbzPFujqH6gnVYEnd2IQBafN5Ei9OISGw6EO0+oZqHvvVDQ6k8JBEVPzboCB0SiH2xFeaImPivRKqfq5YNNFCiCrRoR8IU65nsCsv4XmVBuFeX3dESPfidpTrjGlL6zG8Cbk0E8x5XAbw6LldjnP9BWVHtRkI4v3F0TBQ5pLWbiJ8Oie2Uh6VsGQ55UbFWT4Ug6BhqDvZAR+DvwKE9ie/KMUKmmsGnhUJMJZjayOOV4fQzGWQ8butJiUp+MafDHNHsJximqC0eoHXct4MxOjBV+mPXGVcf4dg31UVHufPbKG8nsr3URFMu57HkwRix6gp4HibTeA6Au5DH/Wex7m6lGRRTSCP6BugEoHX4bYd7heuir0xu0/5gHS6kM44O2f0Hc4prIybBLbGNunLuqjLf+OdeMyEfHfkmSP3mkrJ4zipHngZ9k/LNB3oHc0f3HlHSFkuY4k3uRFB7HSEyvRlEnxIj/8Jo4W4rWUp6LLc+XPkl6du+zdPXnvp8GcmyTzfh4ULZLsszXqvipZwnfEcxMoJBvbvnkGASpzhEEoCLj9HVr+PlLm3/s3t0ES44LJlyGHUOtI/6WE840DjqAEhlpeyWbK3RoqHiEc6PrJnIQPh554ozlJj6LNMmKQrQL41adrchIapk6mRF6Tg/Cnj3mfPJ/1Vvy7kzReJYOmGUr9WU9rrGZDKC4gCCx78fFOYUMOmVfLGxOZB66EnXlgs5g++fT0u8PLqilnRwjMQh7xyzjZ3Oz6A7PWv0qQtxnxND/DEA++MzL5h8BlnxOMB3br3wsmaXoanqHi1YUKnSUUreFrCYHXEGKM1c4BnGlyjRJSWMqLpk+TbQddJPsVR3hKvp5940VXZh+H+z5HjZ3EWYHlXsXr6KtQ41D1wbNqiuzQ2us/vVh/M+N5hItBxmpw4iGtzjWi8ZoGjL+hfGE5uWzsTOpVV+X8Zigh9NFDHAOT6OlNq38dU79iDgJDkGPK/gKVAd7Fd4OsD8GvkrP0hJY56QJD0uSroQUjuQ68TQs/GZQKJhro9MOG7Lo9/1UXSN+Zi//git/0UoUNJ6miAhRxzCnIFXFu6t5jhwwCRqvhrQytfEUasbyfvh+ova7AEmtxsO76EW8m3D/NzMGhEi5RZ0DXv+2VUUcGNkwqp6GmedPK1m5A/3DvCWyR5Dw9ChADgSk4BjxU+DRH2aqJju+UIWtEjyp7sPJK3YOi3shf++AHVbB/st5DXQ/ZvY0Y5UU7oYrHp7Pry135IuKvtZrUl/qTMyXszBDh6YbIsfftN7tFxXT3IiNnfVfv3SqhJ6OhYXwoFjfVhKOAiFnFumcjTGJ/SzoVHVqh0cNsaprofnLAfI7aFXOiBwAw2GjtEfsvcRca7CFnwDkYEsQITYY3BWr8TFlfQPLwbzmD5z+aQGIP++qUdNMM1/ov5tldvTVkgPR1K/f/7vgXSLxP3lJH2rXlQ37KlJgtbhDKdyRo/DZTFs8W2/XWeGkrkawaHJSKx1VrhsFZkhW95A2im8iTlMvhHaQ+EeqPt1aO7kzuOz+dTtNP3XQxwbMc0TjYOREBDWaVU0bTitR+uenpxmazkG3tgHKgKC4NtHOcUlbva2yP3XGyTyfu2GiiGq/ejoVnWwpeWiWibn6Jz19XImM6ZJvAUVbce3wiY4OBqYznL3MnMJfQaKZsyTIsMo3+dLyEey0CFY1W/o7G59m07OyYxhHF9hMCLh8diMJsglFDiYbIUw2221w9ylEVv8hUcQJcvdYHlq68pp8bUCbP+1FcQ6cKFm0QvIWiUTM6sbOIv74d9TJqSnHIeURlZYD7tN+Xx67T/zv5R+kM/8bvJXlJn9dsoXKmM7F0p9QheNvEfYIOR5Dr9O4QCVWzxwK96lNfvOrmGjxf1CzyFRin0fppJoMBwto80M8ebHCnpPCyZI0RCpuooatxfSL3LC+3aIc9dGJ9FGTXgN8S5+4ya2SW+8j3RVANKGCtVTUYGP3U530O4S2ab4CzOklAhWl9fNsOFSW6EFTYwVe5jGvXMZPfoEzZNYySPDB0fX7/j/jQ2iBN3r/Liv4zGN8hBgzm3AwrinvaHO3oHtIm1yD27XxIH8wiQVQ9n+hbvym1C+ndET/Ljqo6afENtjO0noAIFbCPCgmB/JJxniTXjVfObzR3u6pf/XmwpFLvBCTCnE11MaKlPREZg4X+gQTlYb1qMCl28jDq2zL3uCJvbSO3eRI/oajwqsEVjkCb5tWzCyRZdrQBPa4yIULuEYhVS5tSn5SsuuHYbEFEmxm1DZlOkH9XXwJ6zRTl4mos4oeZvybvC0AXEHB05dg2D4PEdwe1jmjOJ6Lu2FGvQe3krnKzoliXj/NsLHon4ygN2Kgy7frE6DAAkTF0TRILsmXu8vGuuuBMGZeC7QLHS43ER2ECnhc6TrL9LZ3IXAqB0m6vGJAo27UHFC5tRExXJqn/IW7YTGzvlYsW/AqtpKc7S8Wi9ubSNyVbaAHVpzIJ5Y01Jo8VTcoxqG+VfHCsvlegltN8uYdZxM3ws8rUcBZzLqq8N88CTTfDgyQIiYzwIIsIBJ3fO+z82LMhaoh0kwCrHrbeifS7KH4hnjd3diXC5JDErj4i8KUUJPzySk9OPLHLF0LjzUwvjcpRuExvtxa4ObTcU9nBoD8AyFmqv+PaMf8X1OIfWXBPwcfScwZm7zxTB0V6xzQphzMuK0u0LlTQsLxGytnKdBjijgCZ6cRkhAlHEyktbyZg9Siu3UXOVDumlYca/eYAKIHbUiTgPV9lMvku3Y7aJCVbwniLTd9N5tttHtPq8KPELZYDnTSJidAX+TpgaJFvGV0ORswJnxPBE8cvX3T++KiXq73FXPmPkD3g1IRjfxfiAxE4+PjAUh3uhyVvFifHHxdAOCtpsvnbxC3gyB6839aPP/YcVmz/h86l7I3i30oLFilolZEG0I3bSPC4EnJwKu/a9eRfAZTlX832rL9GdBqOmtEt4mbgPkEWB2O+CQ0iDfnd0EMp5CJSRmMWspHVntBS+CZAgGSQESv5abSlbHCzxRZ1ibq++ET6dbDS8tcyit+uvAVmDGXcwie5KTp8ZIhk4zv0lJcF2mrCStj64uRi9HCS2cjBvcUdT3T9iqX6kR4vfl4mMdnOSDclh3AWKRXvmguBn00f076cJ4bDuDxumFYZpA7TssQSAzGVipexujcaySaLQsS8iqjcGVts2YLR+awvmazRGiQPR5ls0kOqjhKshONKCB8XE7xk/wODIDaXSWs0mfAEy+cHrYuK5ROAY43bSbbBrJZw/ZvJo2JWlbx9VZNUElr/x3iLceqorM2jEuN6ys18xocr/+8q5w5Z6bSq7pbJfUJpoTPyJA5YnJHYb3sT4mKVMRMEzzq7JHGa/oQUAgFUMd51POMSJvEuNVeFDSrTRtwbNIyZkv5TkTvGltj8DaiRmFD4c2ut8PMzYvYdAfnv8S7jfpn2x885Z+aLj/XjGluTHbZpZNtEFrtaa76/Ov0tL8VTsvKf6hHqfFAVopjbLUnHifNC5mHB3Bw2TnzvEURIdIaJRJfcRGxpghfnc8DC1X5yahMwdkxE/d7tXKQJ6kQAphNSIsVeyt9n2RdG6k2JmxkWM+v01mZ5ERsejOziGOTA28fBJC5Ih6cCXAeZ6qW4f3VlYPwhXuXeggwBIxbd/1p/XqFFud1Q1kheEkYvuuv5k7U1w49e1x82gtQlMs2U9cA+9VVAWm+0sUJTUEWLdHUy3op9lmLGbaeEieoVuV86XSkzU3RzUOedgMII6kojecNBbyow+wwGX8aGlsn/IWe2z/S2Wp22EZiFP0KBvMUq/QqzWa6WjkEKjjcukx6nnVEk2QV1AmJU2dhlulFvqg7YEGNiyDbId0bNLPkqYiu0xdjiw2DSUz48Mrb1GBIk3VU8Gs394ewhnoHexmFMvp42y/3++BiBTCAdCi+/4C8g4m4AZM3aC6hR+x7G8H37A7r3/xALH9FyPFMCkWCGr4ftlb0xXcdA5tlNBnDQsEgYpiT3Nf/JRiSewQk2/YEfxxTZzPbo9pCjAwpull3S3oApWXE5YSiHA9n9qajMycbtcXmGyO6nKLUeahG0dAcD/mqGG/cLA8j1ZeGK46cSyXwxrnQzbm/e90tvO2yiPaVc2jipZTZ/lT5o5XHexMiwlGteaUWwhb960j6Vqted2a4t4MKm9z0v78nNPVjTPsAm1D2xNymlSmOj8kTYmZEY/HJc4WHULqjNrmu6g4IN2bvT33tquUcCTqqSEk06F6cjnpde1aUWcXhIQ1clQA9lErvshrWRGMZ6jTkOvu3JU4krTD5u7ZuCDoEIpWfN+mhtJLmTPgZ07YK30oDzfqejiSfM340EXGABUrm9pNayrWWoW6gqK9UW12OEnr3IPoK/M8SJhH48YiECT/WqsBNBluGzLumQg9K82092WNUwztiryUWWE7jN4hjL0O//TheExBFmz/Iz55u9U2tKPJTsOnfQaYrEcpguAl9NHUlV42YJFioPDMBXeROn/zvOLSwNsVCEMiQ3DB87s3EJ6CEFPsHaoeBtYHKcw9TNJE7YR8MiI6tK4k/HVHwmOPCiLfgiuja+tx3Q9RIWTBEXmFwRV7W3Df22I6NL9olI0kRashD68qzW9CB8kPiWO1gMsBO1C8UBv/aXSrOaxPVsBb0hy0OkLYvrBMh+LD/Q1HaWNriVXExwIl6Vu5Yoeq6+ZYJheNivl9YDD+ikxR0wGjmz0Ak87xWj+dyjETq3Z/jmhZIAk8UNCMgHmVZ3EC+kaxkNBlJLfPEIYPQdnkErTUhbPzASiBVvE45d05P7/0R7Lkcnav51zlMjCdeJt1K7PotcnaTxbyy2XWFiqT5faKphzk4XkDvU3Wzm8FrdUqsgtTwk7nnax4HfOSKUMGR4OMI2k29gkmc2ShycUE/b2kEcR6N8Pa08N/T3SstEvq+B3S+4fCPYfyFaF1//2V3RTZ8fAf2uZ691Udl27d1IwmFw3+caw8rG50Wq/O081nUU0N8J+Xe3Vaw7ZZKyGChtIEUtopDJ6yCxAt7aCpyZLiq5E86I4Lu3CVNb/pgkVTQfn8gC1RaoaqjURrV1YQH0jS2ZKjJaedtn6cvkL5skFcZ7nzWjeNTWdTr2fsuYye32AFYOU7EdXwNUzeqbYM5/yY0KXHTrbk5XbJFDovHT3sWTPZDd5hllviJ1Th2VezgA6ndQqiCzKlQTDj+n63lBC2S8bXNZkkN6dRHn2ypmLGK59DyzL0MeQyJfZi9ENKN8K+2bvtySjLgAej50ODr0KJFSElG8tST0/9OJobYbaFfBdZ3mkBQuLaSKqVSxsrFRHv54zLU3KZYdgEG5/2uSZ9pVfVq5fS3IJu5USS8W+cP5UJvhUg01MCzD+bZBqd/GlykiXV0KrOloTnnYRlUJVoLurARWp480wZ4jfEpfZkggGBGuP83evr4FADS5Nt9ISYAaYwBjTRT+DOTkdTMdPWDiSwcttoE6sPLTFU3P2Hkd4VwHuRwDZJx8j96SjarU7LRS5km6DfPDcaO0B+o5DagKOwYsthcDZasgk9aN4T50QpvwPSB+x5cnL0Cq0EtBrAMa5LdUmJyEI7jSqf2RRTL3HKAvv207sen6mhKZTSnyMhRZQNLuhkJVoulPoFEcTA23IAHjghTv25+vV0gg0BN5X2ABaagkaOAZ+UH8d9KKKkIUf9ty6TrWg5fYR5v1efe7Yqt5FQVmSI5tgnJJlfUj8Msics7AjOVLWH8L9FyM8dxNGYxO1XvYRqxy/iILXxDj9s2W0IFHEdVlpntB78WTv2iYKJHVDxsryGP2Qus8H5Hcog8+0VX40cyAEIIIQFmlJJM4TQIt9K24MU8k64esKm2QpuStpQd1yIUj+TE3UVLSKfeTGTtLI//rgC0I+srtkmh059cVyYdyaX6VbYBmVFS2Sk7DfClKoNsbfsRho40qijXes+FKt+H8E5zAV+itmeZVCw8rT/5SbHwi9dkW0CfrJ6MlAM9rWs2NZc/x6oXyZOK4SSAIBFqjKmkKz21daeEOaZhPiZkxWdW5THntTjTbhXqcb6p/flms59a8HA0My1qp0ISEwKIhHibahehVc/CTQ48JY7SISjtBz1NkkIrKqf8h7BliSOObLzPAEHQiY0xwMhR0Y0tObEYhBNtje3Td2U048FQHWlKTqKICGGPx6YIxFwdoLhKLj5MgfjBYaddrjZpoEbwOvN3jXIcHgUUtYR36d53NL+I6Np4o/QuaMYNqKtiz3EN77aK7Vxb8mNWz74tVdIKzK0+r5i0uKxTDt4sSvPDYCF5T6NnPeQMzQnShoJMrGHjzuMmqxA6SmR/WknUVbqy43hzHvt8vmLJkcN/DEhbspNBvDIxZKtOnWJYS2Xhij+Op5gANLebKP/j97F4MdlTGNZPEiv5b8UAi6w67VVfQ4UTPj6SFpdie83/oVT3iGCAbirA1i8insWkYzL1rj6LNClGof/4LJcCoMnN1YKJDJ6G02Dm9r2zqMS5O7Kq1xlnrOuoqN8E7JqWiwgXyDXICSR7GaNgRedJeWswKjD7Ybb0u5QOpgyuRt+kO9ynfnYCyv0FYE2U8LX9MWyB1F1ruPk9ZpbZrW35ei098cKpXbW8kiV3/rYbYHHaNIxVgODmI8EeNWS9jXBOzjlSgb2cFZt/+G7GCFp218AD3+ZXpIVkhAfDNvAnEWWo5u67tNSBPwuFiXn5U89HjCjc2bR/KF2+hv56ugPtcOHtPlpaNBl8VOUItbDJ5GlfZiNZ/2sV2hG3B/gMO7krqD6YGCkKJPflgXAMXA8Wn6U/Ml/EaH9StwyAcJZfz63sAu5AAuoRKPmipOM93iWoqxqyXGQ8GkOapvd+HhJpsdc4w538o8u2tqNMmv3FZkxKseIBG+CNNjA5WqmivCOGwKeC463GQ6X7hIsD+YoRELqLGcMtdRPKVVjuXhZrpa/jbJcqbaxHc1VcYsbgCkfbCgNXa+xRDnh+A3R0eH0APtQ0EDLqn5NSMQIKkWIKDvzvSfY+MGPh76pT/iUqzV7wVEwwkLMwz96xB4N9++Cf/XweK8PLl0gpzRtHhbFDIOykMMK5YifT3PnD5yzUQ2/SonTPQ8Wefd8wD6BhESr0PUvjaQ87ZjuV/19r0e6zf991AhcLmSW2YIvJN0SOgF0Sc1Cc7GwTk1Do021XVcFw0QhQlV6fEASwSz16qpSgQv8ruIOZQmDeamvhFdhsBddP2Tzviw1XJ252uz+cRxLu5QnKBa0W/4K6Ai97hzmBKvs246HujOXB6Dl7OLWr3WQpK8Utt6nN2Fn43cvYdIpjsAa4shD+hVnJzgAhiX7O9z/+J93gisv7T7miUZ7YZQDBHtllJ7gFN4unWunk4lqy8RFZeg6Kjfq1zhMZ67aM0jUDmfIkEgahVRD9p82SxjccsANRoMtzxobMrYjSIeSRCybTAk7gic5ywfietaTMq15yxlxt22TBz3Y04XomaxZGeq7cmRihTiRfF8bTXpjQoOK88U2xSx7fgEQ34IYyhNBB9NOiD3usseJbszR3NQCIzNxj3I0E1R3CSkFfZLK1e/M0gAIJiM045QY3vImZUtFtTpL9Yw8VivsdK5H3vTA+R4tgbF1em2gbgYWTij1XcSFvEK9J90jnW9GK/OcqiXSVgPVi3mYf621Th/q5D1MxS/Hii4mY1tQ07rtTmFc0PzE+dWTRl06KXO9DYK8hocRNig4cH2c0kER7R61sEP86vPehe3q4CEGOnhlkeAxeCdCVC2kBemdzHkbW07wstJiQXPcwN/DP+FLqsC2Y4fgA0Fk6C+Nv7jVpuDQH1McXAzx+mLiiMXAU/vKdbw6PfFRaHECmaZwMiZLWvmCJGVONf4Dm+ULahvUQM9Ds0aPuN7R93eDAvplcD8yZ394Bmh0PraaN4MGXF/P6AWSHfYa14XN2Pf3e3JWF5PXiNpqNYY6e41eo9GO2ylsh76txjqiim84XVn+i2iysTBRzwQ8Ev4aPyXP6RIsBuo5HQloMZ0IMfA0OhtzJc5jUck8/cCKNaSiNfe23LQziNS7pfq/AHx+GcnLFf/GdspNq/ZMpDKD5BGeeXd+5/ub8HqJ4iHQnghc60tMMO3wCFSMbZjNh4WpzQ0Y2BiwgCEIDkweGyWK4R08rWFF1QC69tfFqNEoDnxaaAlMbg8BFLjvBTskkYQUTAWqKgQJY0jIluoLMEbgxVwmL9MmRHEQZKT6qeWNtNmVnDDcLD2g8gxfkTVZPPB2sDT3Tf25fpckRroFJzDu7IdFfj40eex89DThYg1wkuzZTj0DHIVQWi8D0Dn01z5Lau+hJVA0MXelgu3LHzlOxG1iO8v2FB7kb4FH1rOEsBp9gpKn+J4FiI1eYU2UNUDBKI0q7c9fvnP3mH/xpTNmWmtVBfLAR08XguTagBmytx8EVYHIwAxFA9hADtKVstvKxcAjywr9aR4+SncYz+ZS9dbqGGbMX1bYyAYPHV6o8at1hlKa423Yq1pgTLvGwOXxcIpMdJWATx7UWydb1Exu06ny+zOBBKxnS7THxA1I8kO6ACaD3aV2AkBu08+Wqn49GcxWTTnBCP8pe/AHtEIP6J3hRq6xmmSQN2zuhUkaMWvBMVp+60U+l98gCQr9Xmr4mAhUGw2seeVfHOOSuspicCgqdFR+Mrz9ic8/OKrbqgc3DgmYhFVOATraKx6SZcKyT8bdPAOsEB+AGcCgJJcw7nzaSMFGNtg7/ExZB0GhRLwJ56Xn7Ifc5eJt6RBW9JHxl79CPNRBn6SPucvzw9jeslakB796VNLvw4L0vMdSkXXo9NPeyxRJAKhtekg2J785rNhdbG7KwF4YhEyBLN6KyBoBOEH9xB/ptIKUgVkc0HGV1RnE9S6eUAxBXShEE0U+artCuoqnJ6FfeNZIMoATQL8y8MppvnuEEc/hHW8xBja6fFODHZORkZHu/s/QRCxcIn1rQox4ANMBfsv+2ucGf12JycW9xgfzvZl67+4iHSx+VG1G2sFAgdHGdas6saKJaULxy4uI4l+lkOwAqrAffHfzDF1mXmcAwxGSaCQtjr9XT2Mw4Gbl05MjF/n606X5BI5rOfR0cqDIjy8zbgfiQvMeIQIyIsr0aPk1HSTFASmFCIwcqHGVHYi/ERhqPhxvU5e1coVl3B0K7i/Cr511GMVVjmYxFdkTxabvSp51Lg4YhtlGu4RVeiZ2a8GoS6pGg1L0RpOH+qcDbMSzHIZsm9JsZLck3jP0o8/rsGTb2Hs0AoNHNgPHe+jQOLz32K1+kzOqysHSELxw/Or1HutuyafO1pOUOzJ0mPDpx5GR6woH4WIXHnGxsdhGZVCYHBfngQrvid+gn/LoW2idyMHJsB8q2F9z3u3EZz+EG42lVZKHIA7DWo0e7QDWhi/056ZfSXeS2Eu7/gqCh5weg+FHCG+ZWscCGzoRF/yeaRLkqZoPC/b86zRAYLBNNSEyEk2m4CZtTuhHF419J07d+njDoVvYf9XxdnSt6r0yV50ujaOw0PbfrS+puF5WItOextxOqYXahZIJshmmqQkezNKjxkJG3lycGhZ3BanvZLuBtbKlBYkVsLTJivtTN2yiB/hc0ZoR5XDfSP3yQMxbHmV4pcBpJvhhgJK9471t9Xwn2Olm6H7bSD3jc3BRFf+N0Uwf2a9Ro2x2H1tHiDgyaPqk6Nx7yxoRopPDby3kLGXztN+zv1ru/KTrVwiF/WRo1tfOZGOY/SwsWibMe5toahOqYxr+dgBVZXxwMxHQ0cXiMd82oZabbGdO0ruUYZCMNmj2OgBZL4tB2MrmkI1r/Vg4IzD5p+SkVSXZ1L4bdVIM5k33BJIjVuDFOxY6J2lQ00G8GY6m+VbngYdf501MVVobVQ3OCy4gfko94vJqldeqY3FHsANuck/KCgQZPqOxHE7B3z7Maz2dHrFYYgp6YQNuItc7sg8uKyQ7IAH6g2mkenLJmiTSex47N1vwv+H505esRUajbuhIQrmA49v8QT0GL6GTy1s/5OleXH10YPc442U8W/E2oBWRkHuhT4I1XvWLn1rMV7navp/fxtmQCm/m6VQ8xXtO1eygyrpc6a86V0hK7emgQEivKku4poj4Kq3yrNxohJlTbeLQCiCf1BpDTSQWKe1PIJSjUcz0125AW6YwZ+obZ77l/1AsV85l5xmqtKhWfmpTQFkEUCmC98pwGUnB2kRT9gDoEX94I8M4JTK/pWq4TD2YnRXyro7Zi+A1kaq7qg36T6Prn5wo7kDeT/wvZHvBVHQ2IEOAwZ5fLYrPIRE3nQsi2wemEwdVwl/+EBoenpJ2kbaSsbCLCR+ztqf1thM3u8c9Vi5OfFP+ZeVoCkkawPAVyH1dLsN4QaVOXkxuBAAMjP1ajR4VR3TfE6pcGYDLlMu705tAPMlvvxx4Ijw6el7fr/0SjZrpIA7Cmk+IAQIrB+Ydh1QzC/eMp6j2kx+5b1cRlfbKvPqo2YLkcVyOrn8s+8tJ4Pf42uaW8+gEOft7BPFTovLa6fzoNGRyKQVt+iBS4ALsVrgje6d4OIcAjPfGudTM8ZiwXHrXT1Nete8UCUAJAfMnkSr3WZ2AQmLrjA9Clvyc4VC8Nzf/m5wA5WLR7ZIkcJ9dloMq6BjGmQHWLpfOb8Z/OE9KaHwx/FCi9mKqXaHiD/LCneEOeD51Jtqj/FddhP5PepPci/EbV8vKyd1rr11ldzGrD5cJmqt2Wwl6KuXqHXhYrErXuxeC4EZ6uRR9TTi0IskDiRqaJW/DeFAZ4VVV4OSJsiSUGsSYAts3So8CKhuep+3ZaqW+vjJmTmBVw1b7SZnxy+WK78+GW6aKPKztuVl7yJM/5rZtq9wBBIJ9GJtw3UOuExg6h5t/ZZ0zFU5IFxdP0sEI6YH9ay/wfPudJ6htPMFwtSCm/qNknjT72d8d89EqScxKkeWN82L2Wb/gUPzRf91hGn8fTfuD0eBzP3UqivBlXFaunPIbdpkXVSjOCWYTW0d44v+/lWRAglNHzvngyw+TQiTvqyfT2gAHYwr8NoC7aVBBtkrZSSSM4jtItQzzBQL+j+XzXY9z3IAzSZpLBDMAl3su0PBb1t1x4RG2Ekwv2sgPOSZtmoHGnFUhkntZbmkGUqJ7kFGnWCi3fJROFyQvGi+zdfsjf6cmJbOPFN++lQ0kWZTAoSaiKDHsP61182OSp1GTK/jBF5zHrEonjl4nu/pHg/45cR/zRGE4wsMH5M6pnJsRg6itTYVjJ+ngmXM2obDUi2GtSgbeJP5GroXOJFwoSnl3TR+4E+uqPsQCNTYOkU9CxWi43XWeeQgq5Ml7bLkVyq+FZk3uUeciBQ/bQc/B3+aZwhI9/fFp3kG5sYcegazZqFvm1mKBlKTaGTO9MG+pRRTJ2sFcQliRTpodOdYrisgqGa3981cxYeufGh8mImtIk1OBRmk5jJVWsLpBdU3Cy1RECkKhOL9bKe4yTNu26msqVxgiF2K8tRNGrT5DB6d8hknqDkXZXLRkZ/kRMB3gcyrisB4EPU6Evn/IVPXgVwmGKuAHvWOlP99jiK9PbWDBC9WDp6ZjeFZUcX8rDSxyYSCKIKlBrOZpjwjsZqsqd4Kj86mGo3ds5TzU/AzdB6fB/RTprkCL507poIMUi5BE8owW3QmwXW7nE0uDENLEogLuJbcBwocodx4+ktiQzzz9u8mzUE7l1HHl9G9WM7FIwNS9//RWWt0Kzl6+Kmu+XuuciIuaT3Yw/R4rJG+GRALMXZzFtEQtEi+xresUBCBmvCdsP7ReZJDZEGWprm8xB18R353+szY5Ad6b27m76ARz0Tovx9gFpPQrnLV93pSsGe0o/ethSEH1E2eDUGNyJkipi7bjxlkttVXSizG+Z+6/MsWreVMTm41XS+zpQgd40/m3KZJRbHwUEfuusnGh3rDFdy1YE2jTdPv0t42LpcIF/Okz74a3EfZ+KN/uCOpZsoRAyLJRMlFYKICSC6v+vkJ6gjtdgZysobbqG/1Va90OHE6iVpPm9r0NAVPSKvWWv9XUSCGjt8GID4TW4Qt+Zc9NJlzNHQ4po/2GWSrUU88CSyEV6SufIEFD9DYWJuFLLcdj4qEEatFNEhRCxOppx4NfZqgLUezEOXPusBIbGOmLpnMpktD23ic5UtgTW4HGAVhTvn8f7NKvqoaaasUlIViH1x8By0pqq35CZzHU6/fhatF6nJUirElGOqBNKNjI9R9gK4CHxpXYZysS+EnNdr4JuqaVer4rXDeqHt3BUucBh49MvRx/+etegj16Bkrs1RHXtmdK53njmULq2oGTUFZfUpbS3+u+xK6ICQHChAm5BcP9fAZc6+bivLf7QYbfz5bo+qjY1ht3TuisCZdgD/Z7c1DwfCJVNSbSFH13uz7yxRJfKrh43704Cq6uOZjfPe8Qln4s1jln4jaa7g2McOCD6Hng8+dzO/hEXumc87cF+85TuJIxLP/TDLaCgnvzu1Q0TcV7zXi/ugRWzrXMBnF+iNmt5rdauIa7dPZ5xgUPW26riRgDCca52Id+60IOYJD6E8w8lIYqo6WwD2zIPG7jRb0Zy/V1NjZo80l1/E55TvCoL37yZBeL8uACOhsIMX6t5AAUbuiHiTBhcAriPX1D2dFtS0hLLCm4GNCgSkyZ/OpdHRiIbfAQXX8wbbGQ56pZfZ6Pnt91+x7scI4S63RgrRHXR2lrI8tc5tpHkxE/TwGXxbX+4cdAfU+VnYgN5lUvQH/OnI7/GSxsQ5Y3zTEK5utz/6PvrkKZWRqbpMZCSA1W1aMu8GG3c4NhW/2OcVNrCOt53jLPsifjfkvPny4zBIYcSgcJzaACEzDF16/xvOJJ/S5wRCz6UpGmWVqzYz03v8rIssYzIA42M8Y9JM1QAvAkkBhSIWrfcu7ejNLNIaJto0TvZGML8XCOMobKMPVOSmf6N/7d0XhYz8amvGmC2dj0w+T6JX5nVuICh4NavWGBOszkpGUNK+bhq1U3bPfZQI0fn5BveffXbyZHWCN9g8NT2rRh8Ja9WIpPGr6Ow/OiMqiQGnox/bXO9ZiGg3pfvEaTvDV9uiQTjEtSQMPO+n3BKetX9VTJsMPpKE5U9cSWaXYJ1dDNyiWV55EFQadrQkuaHe0SQ8l2Xrln88Xmhdp2u4KnkNgcqVx873qbDnMcaXz/Ol2GXgdEuOS8hVWJReMubbkZ0OtjN4WqHUGGba/JxpsDX4Gn/o4VD7vhofpVBXemWy6s61KGG/aHGC76aBp4evZv++JjQ+rNTdB4To0C0xySgElhs/n8/3wLDM81B5sdF6Y3yPWdJRMcg66LKAY6dnjPvN9Ci3a6F3qy6qMxuu191JFFgVxYAhSCkKfc/wuS9xKvm6vjWJ0cdb9yV3tsL3hSw+yQ0sMwYkGFm6IgWA/lXtw9aWp1Crz/SrIZJhuM8tlTUxrzvilgd55MYtYiuUlkyImYdgGZ1CaCrDJxszwUmdE2SJjogwxqre2J3kpT0RjSdyRu4H9jzthHdnooJqOr5K/sHCEtp1E+MuMlg1Uv0YR5CnYWwKGgF48aghuEAx9uh5G6lBA+76wLlzbLBBaAV9WEf3zQ/gH5ZhwXzVBNCsn5dZXFSuUy29BBKKzaVO32q94D0MlCfRdYZiisARtc27ZE/3xYd61hqvJUXzWBjlVDTNSowttfqr0RVY5HZdTD49wSzW+KGXWft9EsFMRqshHOWyMGB2x7eG2PFEsspUNfH2nDzGe/GOhCPU79xOxrSmdq8vdnySMtHFbAbPWAZ2ZqcHdZICaOGQ6AXPTfLSV7KqcV7a0EkBVctKpMJ9VIVtptrAOnOWfzQoScANzYM1DFACe0pVGk2W88VoJVbD40PvGBoSA2RxRy4K3awn6dQER3tcYe2zJGz2SPuSiqTl1D6emWcol2Cj67dOgzZDeMivnaOEtlrmOLC66+dpEDISNuObvHLgjDe58ixIVDbph7zGgUy+e/bYVFXsgfNLXQRCL3fOWCphdT/gCreRdD+lj9+zUZwkxpr2cRj5T+Fa6XevBpohmq1+eTstY4RQ7obd9/tbzmmzjm6FPWpT7SzQsTZDDzMdTCgpq1c6MXBrr9245IeZn+Ov/4UucgHAVafC9gNP+Qt2fhI9xaSkMAXGnwZGb2GtFMw+KyKXUSoHpH5K+3pCo6PXmXUR6dqIH7jCWAcmHAM1vVQjUYUKqr+shK3PDGE0g0vkHCKF4lyxonNoeZh6GZhHzd0HmtRndnU4wY20nawCIuKvxSawZd7rH/e6+Buui5L3ybutaCBfdFEXhvCZ204wkxMiidg1Qe1RwSw6cTpDZS2xha+s6BlgGjR3t7poIaO6MvygpwI0tuO+bxvkybJAEc6h7YptsHdqZmd27ltrh2cMpS9l5nu2egH8Na/ST+WIQPJGO7QM9HO+8o1hODlmxnUVVLGbA5zIcqZHLG+TBwdE9pFWco8BKP3PKfPDO7INPSrg7X22RPMO072SAKZXmIaxs035i4L0NLvmUL9Ch9yJJY0TuSSNBbpykQkSO5SCMn2TLffXRruqaVBEfXFy6S/XViMMD57EqoviiE+MpH6SHPGfgRBD3AvwVWqXpQMRntshdqd6VZ+JIJ1dfo/1XqwdcXoZ2S4UqwbNLqgqF3ju6ABV6cOkV3PSd9+pABNS9wNSY7OoGHhEiZZzlPbTC/trQ0Q2bPgTRs+63mn8ZnkFkCpNU9kCM/PasCFfF+zzUMn7p3aJkQ5w7laWUyDEekdqQzYECXw65hB+6FgRUzgWZUeHtE2WI/85Wt6hdSuYgjvyfqzQNlQ77ePmj1L87mJ8aMGPUu60ZLFzfLmP74XRU9nfa433AhArsX6KRLz7nCgArbhJE4U3bNzUNJnUBaHAhu4Z6tMEZoB4k6qoFjTVAn+LokfXpPbOBpiXibhTZZdFnjXkJQv7Uwa5SmarnzcfZURdV6fKf9c45QaKpKFonj6HsfWyV1T8RhFmkFit9jBp70/04vVEfPf/byg4C366YiIdQb+pEpEoDRJPD+dNix2KH6VQQFvIGJhwoogzTSTEVoQNaS3E8QgUCThigDcissp4myTeqUGZVEKukrPbES0V8vY1rtd0LU2wbeMN+ApDhWY/A6/b62FkFXuX1ART/3fzyDSzCAIKHh9slq7ieWWxRTKS1ac52/iV8XQOLw6hwXWv8QQTcs2VsNk5OfRu5+GdMCJUuCz7LnVlwdaFuzt/7tQX/cXPO6VHSO1MYEI+n7vUaytLsKQgV9kx4DwHev8R5si2U+yaHDdsQLF1/DuwAam7vIR44Gzq2KhLLWUNYsXgUgmvtdogqf3+xInpW10plCJLcvPr+OeOT9amSKR5TTIlISBK8tHOzU6U/IGg9MBG0nZ0Jan//YWc1GpVLSF8qzLeXEwHr+iLq9+uz3yfSuS2LbxS8t9nXtlSVMARaeJ5URTRrUK2uCA2uJAyyHs4ySPuK1FdwXFnZC+mQt6OCyGqA/oyXqW/KiKZoM/uhLPBTrZKeZuD4roiVfTJWPDvTBpcOW6G12HffYx8AV/xZSb6bkqsoanGIuV/tIhMkZlPfTHDiOS/nCg8cn3bG1e0lTDn24mLoacArSEsj2EjSzFNjouc9f6vHLmwNWatgUMn+GbSdrKQJ3PKCacOjODq6glsAdNJBCx1K1+tuUqsfDzQrHNB9m6D1KCjO8VjEOdS1+WyQOhdckbBswKSIdEH/ZSyFPOkTJdT4zoSAhPIhu4CTe/4swNi7A6ZfZ8QHdRJ9uHtoXpdnZA2SHGmVCjobSIy/UVkpP7AOmTpufDl7cPimTLFHa8E2bt8MRR4WOCx7u+VdnzWcmBPvDzJxaTNQS1MPDNdCIoJUrArqHaRpwGMrfy2UkhlpFBq9ljnW9ZJdPDBhj2ABGP6lEsP8BFqTfIqTQXiFAM8u5CMzGZiJvf8d11wP0fu3lMrOI7ncqZ+Ng5MmFBFy8st2EH8D0U9SXcqBb2r9eJo99+VFUtsp7wBbSR5GwPZZHTY2WZlWjjt3og/YiXqfaE54oaEDNGdWY+VHbHWq7lKSggjHMiuilRIQsj05mpl5C/qxWd8Pa9G4Hpw0Ntl+es0vwEonTJgFDGqIL1XB8gE5kh+HoBzBwj85d2S1eea9vtU2CsIcVsLjIyZChRMvtIHoaSHsg0KS7fok/PXgzbqb2cZ7EtB5znbr4ynWgdb0u9ZyAzR1M/mcIPjt1XQzCOtFMWz8PiO0IAo/0oVKnKgaj9wY7cMaxNWrFdM9nHcW2V7oTVxi/f2b9voDUwTE2pkM0UdhCUMR7hm4T12oYb4JAME2VT5WDCAb4TVFHI+QMMz3PWt8w+FJ7URlkz5BmXC8Sh43T+h77hoG4jcPWnJLoTaiTocMknkuWTPPoiwoSGSGWo+VPhyxaYJ4F8INmZNy/Y7Pxoy66n/AgOmm36wg6HEsvt782qbp0r6jltjVlPQ4Jj780rzl3cpzqLZXQNN/w/EKVFznTw4frqz83bu4eGe8IBknyVuSlzBiLGJC8xhlVza8KuZt1hF17jN0L53mJYmliCnQJ5JF0uAo3CXQr13o+hRC8cbjCmjjDjlY2CnlZg48Fbb5PtO0cLWSe5QJLbS5TlaJH06VC7k6ggP2JgNbulqAQstaSgUM6KrEhGiXwEZhmLUk3NSG/6fBrrYjGvrodzCy8Ea0VP9JEBm+Qlo+kSssIHkieHZWaX4aXZArkiWR/3jO+6131GiZkp8PuPgM2wfJSDEfmUoCYEYW7fdfbcM+Bq6hNkE4X90a25haUns/w1M2oy44ZtNWsJauHIEnQc0lInTTXaleBwfnV0Ftjp351tMJqgsMKJC76zza3gIldjXVOI+pVRvwblxCaHZe0WY6zxwj//t+CYjURhFAi52aT0UsZoVLOds9gcmQbofEgOy01YVhvsTCEG67Ttbv1PUkHv9a13OHGcNJ1nlQr3SGaRzZT8LT3qsgsn8xbiI1G7UkBV3SMcJj66mt0/dduaBx/ZKHe9xhFadeAyGCALdQVvSOHzog/8NWy6vAec5b/L2I54d4CLl0LFwk7vjeouOSY1X22V25FoMwpkGvKECV7btWmt2Abhypb6qqtq+GH/YQZZsyJMcfj3nKmOYxR2XI4YRqasgzDOtq/pHDUHFReBW+BWlTcoywGrT+T/EMv2VhXpqNmeXRYNTjo//WhFrjO9Z5RTkbWO/FBMusCYiiJG8eEYCtzckYQtIac4/sxEiU5GAMW4dDTnu3tkjZLuOaSdg0DDnzB/XO6VM70Jm6yLAreaxO0cIqqolyUoXkbjKM5owrRapoEVKCsfrn9YIpUwMIxcKyCPwjoMs4VYToQB6eCkmMASsO+k9BGEDrcu2SAOPeoisfPgstkieeC+2O/be0GSoANxgUPJ7Rjvs8/JllbnocH7KbwYE5mgV/HbKODRhmWGxz+lDXmSwZ5BTentKCLn+Yxuw4S48x+cGPMcw2EGwSQQdrjhuPjr+3sbPL8Zky0NmyQcowfIIJGxChtxvVpVMrqiC6Z514453JstWn2OtOP2f0FZEJHIhAa8OLzP2EfJMtcXSnfyBXIZuunKwlB3Ftkx3wD2ITAU5BCqW/tXZo0FhCMlMnRjwF8w1Po7Ec7Tqa6P+LBEOJHNqjhyIAjY5yu0IXbXM3D/vAQUwx49raYdNVRPAYqjky5N3fmQZRw8lUOAMcV8sPRiPG6XWfjLYRAYkf7j03VjQkTkauwOTEwhjOqXRUCVF0KlMZKdc6vRrQu3AC8hAq73LGzFeV8tsRua5DiT79Ccx8TuNVVNOJNiXb/Od/t32+RmStFxwyujN1+B8asZOIpIV2nBjWp2sHULcDXGjcHbXn9c4+C696KGgQ6NaOYDwkiwALA4q+Qe6MuG39q5a9t8QrabYwQc0xrRCD1lT6TlO7mLCruu6dJ1/vb4Fdocb8ozCZbbZh7WpFNulp5DIFfEvxvP1yjy17NRLPnwugaOvqyKGNbBI/6Sm3Q05wDz8fRxl8LCIIJPKtIs54pANkARn6RdKnNtVSvzPkJlmmvAOPMV/2AB7kzLVp7SFPhTDoZe3fD0sN9Mh7l3OObmyDM+xHu0h7mf8CPJXnaoLBZ7l85wgUBp3ylC1i/krUtNNRYUhBPNKw13AxJAdy3fzkNLkfqxAJGHgn0uYUcdbmfk6Sg3LjmrL+r84BvjT1wU1fYkbWorLYQFtjDYn4txJoPSgwQO9CaXQtLZ6w2SPEi6TpFAmoGllGNJG01spQJDSu8Jj0aIJ9tNCjqsYJkFj0SmQ5Ekr1VnKQYhlX1kLaW9YgRwWby753f6dDjFenSV3k4fn7bG2EAv6DhNLgVYM2znwEmM2N7kTqfNhH+xW4pY8oaIJav44ISZIVwwV3vVxU+fveW5JBDyIOuCazstB/hKC9ehA4UXuC7hBRgCCcHBHvZOn7HSzy6ZXjF9vVo9iUhSjiHzrLhLtyHqAXNrs9Hk7TI0IAnpYTtlKeOlBvlLuRZtEk1R3Pha9CIFc1+7zAQs0Ug/xpUlFi66xi1co0r7sEuY4xNh3lHQYjzIz+O1yV8GdYwm9mO/uZ1i/MC2rV9IzZH3ZlshgcvOcDKZFYb7W+7VZDt2H/BSCbAxEVe/xIkp1Wf0oWsfcb+VNKjkH2PiQS4wXipJ824VsMG0BOoaHTeS4dDSPKi5GXWHDipILdIDA+QFxakWKGLi+1mlSwTel0CcHM7aj6xpYXxNv5q89wPcsPL/nL2gcEeXyqNKIn2RYJzdVT8qqn6+FL6V+R7Xt7hkqGhiEkXyXo07Be2E9lQ/6Z+RJSYtVMz8mtTQwIqaAdQLG9iQBskj5QN63HMv39NLWy38olrzjo4ilUVfw6SM+gG6VQv6plC+ia0pPSgQjCEicUG+9nBUV8kPjEcUFvv8EfXQ9Cus6UqbGoMqqty86zJWqN9MJu4YtjEHIiD773goKnMAE9hyt0N0/OexOHuzIUmaRyKnZ1ZhvyVt0nX5XLkWEPgRNO1wXTadwDXZQBvxlZH2/x9e60Duc1+Hfyt2wmpO8r67iwbgr8q+y++upExMh4BhmaJvncEq10P0CUTy1FFDsKe9mXwGjhID8bl9KUoc3hAcM3eoZGTDLYhzoz+Optpz+oXbaoClRdGmcyrN3R9zqCykgE9eCRTndWVbVpLMr5udsJQY++PtGszd70VVrgvTy0aJVcjhe0YJ4/7kCdldOgaFuyW+pkL6E1lnPIzGCipgRy6N6u9zXO/QNmYAK0G4/dTTtpgs43yrW0Dd0RZdjeemtcQQdZWxdCZ5tvPcJHKEMfMonCfD2Q7Hv7NWBylmeLEJI1Ya6Dl2OSuRO7yZv2JDHz5Y6TkTZ+k9vgvEgabuZmeCPdx+VQS9Ns7l4Vxsw66Z+zwVuy/nOpCldlktVNkkAn2lpwZ+0kyg3urr+zfa+9J/zd4BRDEUC6ChZpU4H32/Dr4FwQmfg5d2jKR1KlqkSCdfQ/sZtYIBE8DhWEA1uDDVtkE98oknOAtLl1J4+bljp1PWqmxUo7psY/s1I3sd9onTxoco6iqBthB8FfeTNj7AodUbpoUojh3pUPC9KUuxHyBXbf757mV7hxI5MNnV9GaEtG0K2tKkZiYZ2BRWeFm3l4l/rLOgOKziyMMWMw1FNIfJl8sDlATaD+ixFIQKOQUIZF5y8UTCMFl6xO65HMnSSmNN4HxAVcNoMh2z+Ibur9kWvdHIOHkhRjlegfTtMn27mdbsH2C+yjrwaJn3BXKA3Cxca7ww5ZaSZSxf3+IcPyBTp9ucZFGy800Yb/95pgmSqjvKlimO6SImlS2RuG9JT09vDE7Kdvpiu/Gqv0+DYVphNcf3hv0SiZQqmqTQIrWJt1VyXUP1RmcqXvJAFRmXuDDiowKIYYk/FZnPEc/O1BqM/0vMu9QbDsWnaRejRdft60UFGjRW0BPqOfeisUBRrzTkTeDp+ukg5L6bWRqBxehvyIAoCk/W0sLbR1BgIBRdll9e4JcdRiYy1IB9TfWUoCIijPdlCJy1Nc2t+jaeGeVNNc1OOjfPhmR/F3EJqt7oKicDnkeXzVeyGeOGLDK5Tg8x1xIOWIJij473r6HbE6+rZOPJ03yBiE0xW5F7oDi3EdG5oBhgjT7Ewq34+T7P5JHXrpmtCYibgohXgHeEMo9wuOWOPSdbL07iSli1Qb7GN4NuIvl9JqBmpLhh/NU6rK2mJ1Z7Wb92xi/Bmfb3b0WMUjGW3VyWDAGmIosqW9zTZP2pMDiS0EW54tbN8WYEdjmav7g9e/T8F+miBvJY1aHcAJUI8x88rOINJ33A0Yhlc/Qu+PfjEPBfLvjT7vzFmNRjb6vQXvJ2bVqR+ARHb7O56+4PXOMm8mxOyqOMJKPBD6iEOQc0WSii4x0YrDDCTr48gx74gX8eg29egUIYm8ZkOVaQM0PnNoigs28NUyfddCv5IVxdjs7ZF0Hiu7/9zg9XQfx26fWe7TIX6jQ/7cHE1bAZo8XMp93ExU8+rpAcqtLljowIYiGQyPqRh8juZPhIyLYlr7SiVI4BOVOlDZ4CoC2+QIx/MWeeLaF5fmujLdXkTj9jQulS3+JS8156SJgi//wgEGviHMhm192Ll/rlsgTv/6b2QSTEFI8wLnqWaeyr/FX2O4kGA6sRv0y6OYrmgD1eqXJgAbf1RtvQtmSDEr67FzEWojEdi7Ayr4vL0iqYBP/0LF9o5bC6HVoOlG+Ar6ueAsq2Pxae07ILfC1d/Q0Ochm80hMws/USojlbAiWFDN99x2DX7wNF9PsNAfziJEYJDcxT3TOjju1bMtpenHwuUubJBTuviqCd8AiBDCueqynpouR8mPrZBOx56l/5peIcqGeWRoCknnqRNcVxrX5GPoG/CAMptrFdrWieeXBrLfoZRhXO192j2lItD4kk+d++xUg1ck5f5XqzTr/YlyYZkrQ0l0NVUHxkCkud+60pYIMCAXviKOF/rWKRr5pQ7NhF5Tq1zpivXpfbRQr6vKQ4c1pY3rbjyfJvNXQOiC+SI11/xlii7tVCH6goKr8alCs0bFj1w6zNp3/39dQ1ueKX5ox9WQe6O8qpgf+8ZEkvgC+jr4gab7EF5L736h46uHFQYtr+58RB9honNwEX2jwWPTbdQNf+5KvCbfLGbcWG3Y8xPhIAQXLpLMdNuQ0bH9gzqZbknD103UivQERKvXF1DKQ6Ux2jjZcHxkA15cb8aJ8LSJ16gffUjf06GGd/zYaoPEQPQ1tLsgPBDArUxXjZxpBEj18mFDLzuKU1Q0W0aE/QEWc7SJ9qDC24xzqrwWSyu7lK0gpw+ItC69Io9ePzl3ft53AeQaHctlcHcyZbnItzCCYFkpvNXBZIBSixWlSSgkoktparIkdV2SXbV7Q1wW4kouAFzUcZqWU+IJk9QlIoLwV0jK3xjGi2B2TwBvTqUcd4V6uQSglvWQ0XAW53kGjlLnZ/G0DUuPx3PtAwoLGJt8y8LjdEZIO3zJoiJVvVE9FlZJ3R1D5pJvE2dueewzaDMCQvgL9Cb2SYkuOl5vGWnb1dVd74zkmWaLin2197FyFl7axLnlb4w0zggc9F6aFWTIeWbkiu+Mp7eLu5/wdeXkkf0p7YKP4RpUJfBnvi7MlHlTHYJfwOto5n42aTMu6ouWgHZnrwimIcypDppafGRgj0BWdUppKkcyW9r+vkptyojP9t34TLUGV7h7lSpjIyM/m/nGhWUfL+OUXCp4FHCiRzdN5VGNOWosacFuZNVqXl9bFpqoqw0F0aEkdILQpoKcj/NNBgIfNEor8hMcKWMy2yaiVbK1UdA3qyERNNcPNP26vhWeGWz6P13V6L2MuvCF7rwpOvx+9RC+/a8fqyBQgVK197++BC4umggXBkg/LMv3hAtu6SO9BTHlG2uLfJe0K9nZzhusEi9rLINYrbTxnWD5beYK2ahPTqPQKV3mb2Jii2xjp+Wke7qAlqo8ir9KDD5ZOb2wlUKzOK4FsBBnj42itf7uskJyMvW5vcANb7xpEtECGVSmDPNEEwOvBQks374uglXr/T1NFMa5UyYC0qior2hlfw/exV1mxOmo6q3AgTt8YIFIb3rFDeIvzCQ0nKRll6X+lxWi9Nw+/CfUz6T4Jq3WdVH23sHSIfw8DdSYBPff1V9BM0/6ten1NuAiVPB6FlcyVqLEdAUKnSc0tng3GIYGj151KYwzOb9P+kZlRl5F0CWNpdiM+H/saglUE2jo4UMSZx9kWFXz2s/jNbyfAMWq8/1X9AB8V64aoFwmS7Bm0lb2E5J+aZosLImXWVfZb8zCBwHlEkE/NBXGaOSbeUThkbxisc5CJRPyJK/27Syxo/yH7Q7QEol4I0545paPrn9oozH182RKZbyEyY1gJA2UWI9Pm08O3dNQHS/W2jMXHVzggtQjbh2R2js5voNKZYN0Ng2FS+dMXYmVNQ+KmOMyCM61nYvxOAMzo6QU8trrEk5rTkwIoNlGgQNoTfHspyrwE/HwWr12Ziwa0cr2NdOUTtUcW8DBPUfwcEflT/DWN/LXhbGZJ0tCm6eXUzaDYIpP9ik9BDaF46NFpcr9cfPlRQxo8Enc9kJx3JvXAfET1CZODst0wGZmoRwkD+f6QzAmZaIjBnEcajIq13iTPsswgb1fyKjJsL8fTjyk48Exqrogm6wV4ChjLd8R+t/CONY6FH6+UVI7Yn7QH3hgrANTWRIU5SWy4CnYQXhlcI/2ZRtEs3QrPL0xILkldkG2+eE+OVJIVFQTLfUihzr1emM9yolf3ZqBYjgswKUeUkmmPuvQc1cJi4psiZXXlT4w4IFYUdM0fHrRaRuA2DFXmrdWn4n9nij1g0YeH1MDNLwna2XWUmDO6wkcc8J+6vb+YMWX9awCte6fiSsbhWoa2aLyDa/uqjTJGsCoBLwgS5Dc65TQztV9murHVHj/onkemCMM2PVwOvgCxACuwCmWY9dIOBH491upcy4xOT7MPKoboBWM0t+1x0G4cV9mZ0H08HbbwiO/VUb4vkGsEUpJl+eCdNQ7+YUpS7hTpSjcjkOHseXihuBnFEJNjmLHS0HXLFP5ZiAHn0nlXv4kd15hc4QRz1nX0mhj6NTEHOp1+kg6HECCQAD3DXgKviydpRL5iaHnWu3O3BPXHMI5SX3nPCBpQ1r05ta7K/MwBXjr76Y7dSnAaiYfLVaBgsnH2zcE2XsjUySA4v/zsUO7lDyDRCrXXvSYhzGtEcXkrgr9pS/3bfoRictJrd+KZqp88BHENDg2z/0MJr1eRaAZFYKiFNxOwZ1PEBQ5dlw4BF/x8Zokype4jObtyxQbgv69inYNMlmSCsYdGCLz1d3UVyLer9kVZR2tWmd7Z+eqq8ZzTp0ckZcafagbwNOdgYKWJ9hgEPaa7xtDuRvXDU2cnOFVDC6Re0WeeSvqXCtp7rrhVKXLPZcuiOeRjRlAOgRKOsOf74p+UqlIGtgr9uosiDRX/FAJhx02G28YeFCbNQzPSrbBkGsHtaVbaZo1OJFCM3iF6NZzeU8v9FN5+RD2Eo3EbAC81VfVz7BoeqPK+EMJGDrSFeC5nmBdOAmZC6AODrDcGB1wShWk6DUDMS1BOSwPeuAI6y+wh+Mj0uCU69iu3F7qn4GsLf5Wak1EtlxtcSv3mau+yLNbb3DDpQ/Tg404xL1hV4/00WGQTP3IiZhqFUJUbWFsjO52N3O75y6JocqrI6oqkoOBkgdKxDqPpYZOW/2Ep9yhYl6VnZqxvnw0v0o882FYFuTIHwoMYP7C5M7iSPm9ICD0/e9qb1YzUq2rTYxCRB4CbOEQ2LzECuJMMO2Oc40139Vv0Q5DtnsOqmuMLe02Ir/R0USEww+cWAChkfB+smYzLUsUK4zvIVt5ebuQYDqIWRjd7S0uxG/YVyDTO9IUGbwLI0IFNfnsAL6Rur6T/KHhH3cQrSluSiUs0kZ87G7eiqoxNtGQHWfPBTAj1AakETRAwuUiXz14o8pHi0EdwdxhFgCvxAVZ6p1NJToepe01C395wDgKVgZHSLyDozFJbc3sUFzv0qzA9ekETzNgW4nhQUPcBUqljLAd60dD+yz+4Gr+z+DWzUSXoIbcr/vj5ojW428otJ4V0jAhHX3s1kv+7ebQ2TmPbwN6KyRqich+33ZOEKgQGOFvuZKy/hXpQdeFL+wXpbQxUs4Jl6scPoUImNDbc5K/m06ACVJgU/CDxqx6cZEK5R1Q7BFiR5ou7/MBZsC/T08iWj/pOVZhzWeC51SiGs5WK60Mk2h+gbS5AMg3vPDMUwaKaz/QwqX8yhFM8Ur0ydAeiYPE/CPzmoN83VMDQnttJFjjKEUF65bgVtGVaz8YdE8MLiOAa7dcssQ91/3Fwg5PUmKDSQu7uGHT5EL0cKr2Rz+IweMH2NM14Uv/qrtwXhhH5gR/dO786QMVtXYytyk578fLOIuQoFrV6jXFFd2pztKy328YyE6rffVa09Amq/W2xWL2dEH7doyaAORJA8kyYlILGJVERs/JYtGQB1PhsF8TFoFI+o66KZWaSXVYejjkmFGh4GoAKa+vi3iWh9HjlCAjYZsKVMKzx4z0dAroPMCXmMi4J5BSBg48I66/GFiRbefMdLMjfRPltwyTVonfXjq9TVV8SoH3CJuOdLq7gN4Wa5ClLa4byJoLjoyUPcS/fieIF6Kl5IutY3w9hgiD2cC3PWtNNRmqksbu6CEdP/Ub5j6R2RsewpbxP3PepZwZFIWc0OLFhxzXNj2nS6hDd9hF2fuzHm+RGo6bZSwlDhramC7B4OIDXcjOnBhmkBjVGCSYvixzSbXhW5UUbbby8w+iP9U7QROEFmIvusYdqiIk1Qlatqz3h3p4k1lutQrmvVlUFtmJ7tfsbOSKQGR1nIpUj44dVLL1o9zxp3LnMPqwSmMe47bYySslpHpp/2UuENCqeifc6MR8Ixp3FUhi8ueDJp11lAX+KuIP6fawc6rkfzH4vAD4VwILOMNpkJe8uvm5jh+Px7Sa/uCYuSO4Tup9wVNJW9htTQR9HBQRBUo/v2zl6zbsOXW+tRdgoGvUqqbI+0P/Whw+naZOr5VvfPBqWoByqObve7qB/UCS6Jr6zaYc9OYKnAx59cXBb+nmspGEVqyIOfie+Sm/TIIaqD6ZSFFDvpuy9eFOt6EN1aZ7gBorhO6sm8Bxqd0Xude2LW2U/DeuVxmzF1rsDZ2nRp/7ZXSuTxZbWP/stPKhRsRdgwiJf2dvojv5p+1KKqqXm/GiSwu+AmyB1iXYvLZNLtUsH1d9FCr/R6pvCqFoEqB5oFjf0kCX++y5AzfGMV9ok6l02HN96dza2jIvHIbbOtvX8LjwAdtRzNu81lultqHTxRU2H9Xuuqiah2CVcyEvNMitedd5nfXGQAKeByZ9ueXrtb6gQBN9AUnd/jN3P/uFHVjKEV3JSe3iAyFI8ju9XQd2JVA+Cs1sYlNSTRCybPNkrYVaGhB6a9kqcBxhXcQQjr8y7v5suWN47ztbYspFqV6rgOcPAra9Znd1GNCu0A6mzo5Nx836+/K9qy1SZVutRmpzxR5p2uRKqOg8Aj3VnU8uEFuM5ZQUCUJNnkoGRIIR4Zc50KvcwTemqDwxPfbCGhO+txVLLTCDN0m4SdPKlRVGw1UNkn9zj2s53m7i9g7u3SJAQyUo2+P6ll8QwyS+Ix29HuHPc0/sIoWoxPDoRDB5KRJxdCYAa5bUlWdJPxSxgxRs3VTfiIdGjCN8TqASj/Ak41bV3G9UW4P0I898MKpxpOoUMZdmfu6bqZAwGKtR48G0RJOW3apUpNcqfRa3+fNj9/Y6Z6KU9/E5nvMs07BQNW/x1MlY1Heh8cdCAKQDL28EWVYy1uplvh5ldaVfEO0sl6KsjFzl2QiC3nquwQMU6RSmd/9zk9tvlSwMDlhoyIHUHCqC6LZQHQLwJbLHOddvHLAN9VrKzXGmuOyThqVB0Tv1TShJOYto4p8Ta/I3UOcAZ9xNH2u3JCC7hIhYuBWX9SGoZ7GO8vOqJAIXkKBApNhDrmVPHzdZTNI1EBS+wk3xNnF5cK7rzaz8qCXYR7TNDMngiiwUiqgjtw9wOjszzuWbaVa7j8SKkK0l8IF8EUYk2d7qHj42iSQNhXGPPKp89IhVlOCLxq1Lo7UAC8Rl9+WqgWg6Gjsa3BCPYJ5RLJaQ2A2toBzHFUM4wqy7+1Lf3JVuexTgZAkhRd3aGKX2SvaxJPaZbl5oGVIoCalbeJTU5b/+mTbwaTyFB0+uRGc4RkLc7LTo9BLUZFTxiH/EyDPKtcFAD/y/vY8USskuChODBzLDhDSZ4ZBkEGM+NZVyPkzPsfxEDxLYkkRFDChUmZdcPRjTJMF2eWPOM9kDPTRN34bGVBI/cXDCa6kaza8cvVa1BaomqMK9PL1DwDhfpxOTdiDGWedv2CtvtB3q0d4hYcJk6SDFVmvkdS2SME+E+7Mmh/xo9Oy4KZwPprys6cr5J2JIJjDmaLCK/xjApBrHxKs8r3LdG+0DZb5ZHYrJ3DeHMHUtWzlWpTad13lTg1tKntN0i9bqCa4FGBu3InzKW767lHsQy/GEdlxE7LecWIzjPFcuIdQox7Qyx+oM91F8rgn6tYcvCHG0FH0veeFl6YfQIixI44ixOLLUK2Wy/A3qG/LxS3fwnWdTS7NzKMPlDHYNgHRXkbk5RCpISf6/Q2ECqvGedXEdNG5LXttaOGWY34o1J2BWLONSj1vDCvosMceGLJtq63qR584ny4gQJj9o/wCHmIhdTb3HUMC/WSqato4iRmL1yIeoR6eGV6W687+bXtCjR71WtBnaqPpKskdsXRG6hRfTbWAPr42BgOWu210NzVLVSlqux9JWTA9qJeeKNyXnY0O/gfbDp4qsoRnRw94gRYxWVIjXLclaJeGCG/ychgsZ5dbhnMQ4NkKVoXS90+S5fgM/xw0JXUvE7zdFWbXwnHJdxO4zY05oVDBOBQb5oK9/7XVIaULf+jXpAYFPmc5Lo3Ej9kdm73s9Hd88z2SW3GYxRSTcXktiWMloo2JewyP6WjzvTJFWopKFBQKCt8k28uucf489taFCGvfEeO6/2MqMLbE51KLMpob2VvdruS4MP63+oCm+nIW56565goj2pZlBJ56mzIaq/Ujne/8eZm8FIDbWJW2yFJOt+I44ZwJxAl3b0gY3QYUpbbDLVIL5zwNpz+Gj3JRQQRwQlcb+hcHDMwUq743hJvdEOqPAEd8A4sE+GqT7tcgritMKummSxFk0Wh46K53LnGYv2C+Wq47Vgc7P8k7g69OD+w9uHCFAeWltSa4Spd6fgtZqgxATINluN4qwj6B47bhqcAEbznfcept8ytPqFKfY/T6XDkEtqZ3t77rTfjUZ4rLNa/A1+IKUGYRlMnZkaJpY/Oq73xtEcG+JphuW+PsxKsScz85iGxChsWDllLpedPRc3xyeGvBl403Ak4/AK/Mg00ZuJQIRY0JjtuWurhjBrsQ3jcyfOW4p9/0lRTIaZEzD4oOOrUexbnmVa4WNd6yvs6Yv7xXEHdRfyK9bEln4iuFdQk04ncTbK96AzrU16HtpxdK9qBFd2LRdanUsuj/cQ+LqU4U2cnCyz16yJ0QSqzB+9QA9Vjm2N7BuOjouDpnFLegLS+lInT2uup8C5V1nR+iJqZfFT6ILwka+RnjDcllvU2Mi0JFg28ZnsW25d+Qv1Llati5osI2Dzb5digIZeUYXOL9KhQjXM8N0SqSnbjmPld9hMqkt56bZho0ZYMsg62+1EVaiUmmTp48SNT02hYknuBTLJamuCIwaZPi4T8lLETneSI4xpjFbq/HNuGKeypR1FKqO9/9S0Ac/v9hkCOtXtu5KKGV2Kic6hOQygcD/3+pZDmSIc7Jzp0N5h6LdQguXKhN28u7wgbeS8ZDjAAyWAw==
- Shot_log_data: SERSUALvZDVtXnAeLOrjQ9jaRu6lslNHhpP+yMb214LYRFhBLccbcIcIZO7q2r5OFs3Mok5O08ZitWnPqLQHmckI7ruh0BYyeVcr0Bfpbd9t3FSXt2lRFmSLV5MHhRysvnuFBQZWE2qvtMiAaKtVKilKMwd3U5nLldMHOWms7xiD2sEM+HIbcZOE+eoSjlDJ/paEzo1ig6sjxEXAvRFrZ0zMXcq266c7yTFLmNQgEFzn/NF6qN9b+SOQUuGqisxLpshA3asWoxgz/LvuqHPvogU7xlNhREVSwVBqDFUYp3TaqKdkxiYFsQT43XGiNRIoyHroK0zv6yRD7mQAUJWzdLEFxG70PotDZFIewhGk2/V5aTmO2g1i6SwdtdiOUZ9/KIY=
- XMP-xmpNote
- HasExtendedXMP: 58B96BD4E611EDAD834EB3FC22CF0A4D
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