Chú ý: Để đảm bảo quyền lợi và bảo vệ tài khoản của mình
Bạn hãy xác thực địa chỉ email đăng ký nhé. Chi tiết xem tại đây
Đăng kí mua thẻ | Câu hỏi thường gặp
Đăng nhập Đăng ký
  • Lớp học
    • Lớp 1
    • Lớp 2
    • Lớp 3
    • Lớp 4
    • Lớp 5
    • Lớp 6
    • Lớp 7
    • Lớp 8
    • Lớp 9
    • Lớp 10
    • Lớp 11
    • Lớp 12
  • Kiểm Tra
    • Đề kiểm tra 15 phút, 1 tiết
    • Đề kiểm tra học kỳ
  • Thi đấu
  • Ôn thi TN THPT
    • Ôn thi tốt nghiệp THPT môn Toán - Lớp 12
    • Ôn thi tốt nghiệp THPT môn Vật lý- Lớp 12
  • Giới thiệu
  • VinaPhone
Học tiếng Anh online - Học tiếng Anh trên mạng - Học tiếng Anh trực tuyến
HomeToán lớp 3 (Sách Kết nối)Toán lớp 3 - Tập 1Bài 34: Thực hành và trải nghiệm với các đơn vị mi-li-mét, gam, mi-li-lít, độ CBài tập nâng cao
{"common":{"save":0,"post_id":"6215","level":3,"total":10,"point":10,"point_extra":0},"segment":[{"id":"3189","post_id":"6215","mon_id":"1158530","chapter_id":"1158612","question":"<p>M\u1ed9t thanh g\u1ed7 d&agrave;i 20 cm. B&aacute;c th\u1ee3 m\u1ed9c mu\u1ed1n chia thanh g\u1ed7 th&agrave;nh nh\u1eefng \u0111o\u1ea1n g\u1ed7 nh\u1ecf sao cho m\u1ed7i \u0111o\u1ea1n d&agrave;i 3 cm. H\u1ecfi khi \u0111&oacute; b&aacute;c chia \u0111\u01b0\u1ee3c th&agrave;nh nhi\u1ec1u nh\u1ea5t&nbsp;bao nhi&ecirc;u \u0111o\u1ea1n?<\/p><p><span class=\"svgedit\"><svg height=\"129\" width=\"254\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"131\" id=\"canvas_background\" width=\"256\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"116\" id=\"svg_1\" stroke=\"null\" width=\"191\" x=\"28\" xlink:href=\"data:image\/png;base64,iVBORw0KGgoAAAANSUhEUgAAAZAAAAD8CAMAAABuIAJrAAADAFBMVEX\/\/\/+JxgGLxAGMyQHoywCNygKIxAGKwwGKyAHmyQGLyAGMxgGOzAKIwAGU1QGR0QGV1wHkyACPzQKHwwGO2AGY3AGOyAKLxgHozQCN1gGW2gGNyAGOxgKZg2+T0wGY3wCR3QGN0gKQ2gGRzAKahXOEvQGFwAGVf22eh3OX2AGSzgKS3wGPzwIDAgKL0QGQygLmywGP3AGMywGGwwGN0AHqzwGkjnuAuQKUzQKEugKU0QGU2wDqzQCii3V8swH94AOR1QGOwgKfiXqRemjYugWX1AHu0wPjxAERDQh3rAKrlIDdvwOUyQJtXFLy1QLuzwKVzwGU1wGtmIb\/6QRxpAKmkIOKdGSa4gGIzgDnzA2PfCz52wOSxgKokXogGA\/12AN6ZRKBtQJ4ZFankzRSYgXpzRhmVUi0njfdxDa0sANPRD6Aa13\/6krUsAeh5AJFVQRXSkSNehMvJBz33DyGcyqFbxH9\/fbozz1IOzQtTALk0gC6pJX\/5zrLqwaznIuZhiqzmhXQuBDBpQrCvAR8rQOU4AG\/pzOc3QP6+P1pmQK5oxJsWw7iywHLwgOI1wBeUlM9Mizx1hidiA1hcgn08ORijgP08vPn3tTSuDX3+dnSx7+qpAiRiQbavBvn1APj1MeIcFebijff0AHazAGWfhU7MxCCgAjz3gTs2gPu5dbGsETJrCnVuSetkgtCaAI0XAH8++j84CfQoBVycAzgxgifmQhWggKOfTzixx3GsBRLdQPPxwHTu0Xx2Cyk2yfAhhvx2UgePwHt5cOqm5PozSrGlBKb1gOjjRvWyQLv9cnc7prBsqhNOxvm2ZHiz3BuY2JlUTeZzwXi2arm8rTeyFKbzBnR64G14T3\/7SO5fBflvw3Tx5DBtohxXUV\/bUF0aCtVWh7r5ub575394RX\/9gmvp6aTeVsbLwHD51aubRKMthDTv2lZSQrFubfH5G\/W0daZioeMf31\/dnCtoV+gVRGr7AuPqyuw2FOdj1WSnUS7pX59lw14fDCWPAv77HaFGgruKr6jAAA\/NklEQVR42uyavYvUQBjGN4prOPeSYTfxyCiz2RGFmHUl64J6aaZZsNBiqt1CGwsLBQWLQ\/+AcNoEQS3sbGzFysJiwUbwKmW5u04sFwvBytbnncSvxu+PZn6ZmUz2uvvxvO\/k9hoWi8VisVgslm+zdu\/5fGNjY36nYfm\/QMXG2\/fbMzGdDgaD6cvFvYblf\/FovrWYiaAsoSIilBpNj7690bD8c5CL97NwWpaRIQiMjl6Ea\/Rs41HD8i95tLGYDSKSEcAEuaBFRTVl9GyrYflHrM3fbkq4CAwmGz1ygVlDu+nsecPy14GN97NBWQY1VSyCXlTTCyohGIP2RsPyl5kvnlE0akydAmaDq3byOSTbDcvfY+35Yp2iIaU0Nr4wYBx99BL0aJXaEy1n05atv8Xa1iwoIymzTFbpqAMS9LAxGEXIj4xjqUYj392xZ++h5e21huXPM9+WZZDBxmcd9Wq0EIo2knN\/6eTuTksIjwnf9w87Z20n+dM82pihUsVxFlO1ikjEV6BEGRmxVr2Du1rK84TfB23fX\/VF+6g18ke595aVAWSQEGoggczMzVClg2RI1e63fI9rv99u940Kv1pX91kjf47n23mZSbJRa6BJNugRw9jIda\/VEjrxEIzDPhA0MM1drB6wp60\/piMos5iQIACVhV5UbxGNPEcH14x7KFJQoGCAJCActDGXaG\/bv6T8AeazsowNkqgN0BhEtEZBnHvtoUoQDWRDCeXhEqQBKPJBP6DKNT1ty9bvp2Ng0pGmEmSoUXEgCVrRxLM01P2Rn3CmKBhKeJ6v6CYALb7yyAlAXE7seGvPv7\/Dve2IdKRxmsEGRpUQo4PaSVZo1xlxzqhNeHQRJEStKm9V4BmWSA3zvLE3Hm9uvm9YfpU1vHZkKfnIYAITK5GZGURx3hu2WJgoFCVkQuH6hPjizhjDBJDyctNWrV9la510pGlKAmohGLWOuJDDYY+H6A+KRDDh4c6wq\/KQaJLBmGZsnLAEA0sCKSfsX+R\/ifm6KVYISB6TDfIRGzUxZlr0nX6yzpGNCgrImDYaFigPyuMVCREC7HMGa9NN++XuLzSPrE5HnGexjGPjw+QDT0XRa\/phSFmgNIAxU9BAWwQBSj7ZwBUSPOQyT7QJ0MAa+Vm2ZAkbFA+jAGTVkko08txt6UkofEU6TJlimmlyoTUqE+BEaKA7zwEPE84Ytf++u9mw\/Fy1gg6QmVplujrcYCA2RTAahV3mV\/1CYxWsLw5jyxilgxkDdSzyMOdayjzHnmkxFv12a9fOve1jbxuWH2YBB1SuKBUmH7UQ+CkK5UAH9\/seq4RAAw2YSRLYQYGqLsDxec5yjYcE2oTfbw2Xmo5YfXZ0eNq+s\/8o87BMQYHWDR0xgAmTjqAopDvqdrVJhxnVhZFg0cgBBrEeokYp38dHPAkTT\/ij1s4lxzl27MSb17eunD5qI\/KDrC1kllbxSLM6JSYuVKzyXq\/bFXUbh4PaCqNwaM6hgxsZnOfSHLYUtp7X9tutfXuazabT6fg3b104f\/HxYcd2kR\/i+aysfRDUPQCtOOcWkQq7WtAv2iy6ft9LQq41AkHp6HaxJhSbhHGjzO8Pd7mus8M51ty9e3nl+NVr96+euXJgx6F5w\/JdtrKsMiADCoaEGpJCB920p7pdpszRFotgBL3o1ecpTja6CIkWKkFM6PVDIBpDZ6XjgCZGs9O\/ffHUkVtnHh7e3Vw0LN9jUZ91s6xOR93bs2ISROEk9zUceLpKCLY6R22ibEAEdAA8JPDDGdfIRnu4c2nJbaKRg86x5krz9IvzVx+8e3D38LI9+X6XG9slJBSp6eLkAmQpZtENorzLlUdFaMyNkjHTyAZjeWhc0EAfx3ayHqJiCcgYujvcFWdpxXFdah9NrCv7L108df\/c9dXdyzva9j9RvpuPjCqW6eFEYTIii0ka5RNOrZyzCtwpK4yFBGwA6ICNSTfknviYDcfZ5bgOWOo4cILZf\/3qxevrh\/zl5d32nPUdtqYyA7JIidpKlk4mgZp0zaGKJ4Du3GMcGxIBH5UOPrkMHejnCMdOFx6W3BXX3dncgR21kI7TwYfjJ0+vP3HWjx1a3u3YL3Q\/sHPGuk7DYBTGjmpHyU1b1S1WAiKkiEgFFNSmA5ClCxtLJmflBTryBlU2JhZehhGJERCvwXbFyjlOgaXlCXJym0bAdD+d\/\/z+7fBffcEpN\/AAhjORE6uVc+s0d1iLIxm4DicT3FaIjz\/WcDl1PLoe7dVstttNYI3AhkoEIewRCIO7wgdScb8vjq+l1troN+NA6z96xyM+2yXGuFsiOZ0I5OQeolrBD6SxnmceyDAZafK\/PFCpjuCBGAeOYDKBM4QIIx\/lQIIvesQIr\/svnjwCDVPWUo2N73\/08\/2WB3kY41vwGKpVvly71cFnBm8ZRByk4bPDsVblDjxgmcNsv4uEtQAQUfCG8FAseXgp0lGQqY1JwrHxva4PB57Lfd+kayzI0WrRHidWq7ZdZwgOeMNrc54bnpPj1OQ0B2cji8UkhISQQvgIiYBDKvyRwuVh0DbEgscEJhkX6\/9N9DRdvodDlqctgDxtMEZktWpbD4NR3np3YERCGBQ2OIgDa8DpjF1VKOgOL+ubXYGPHR5ojZA\/MZ6MMjoppfx6Z9Q1\/agAJN2nS6w6\/MaUO6TOtZido5+CMVCvGOVZAxrnNG8ad7zt+9V0\/mx\/E4Whued\/7xS\/gAQycMPAg5cVzHohFRyiEyPGELmmjx2AVEWFo7scl2BSkrZ5NkWW48ICg1D6bN5kOVn4KD85NlaZd0c4EUJFSonzr79GdoSWpoBtCAF3E+Bzj2hqo5U2tZbluLl+vWJVRdqJDoULC5H19pSuXTsnh03D5GB2cFvjTMOhzb1FdHgcNwL2EF6W63EjjGfhAyMEGRJhoRJWSfwd\/CGlLLEUKcdUv6ZfAFJ0FXwCjyyX5HFosoEFR1NYhrfwBi8vd4vsaNDn3oQBeNAPQ2HiXQ5wmOy1sN4yIQeLCnjiWAqZGGMkPKI+jYfmri1C+Kr\/vuuKFFvmVbMsXLpq8\/WKs3Tg6JkdTI8MLAYcLsMJxQkm6\/QFRQ6KwhMdEYCERWgQE2SGoW8tZZ1IaVSSqFLdH\/+3h8v60lVQ1zFJtu8fLjs3xWCkObe53P37aw3nV4F9u3n17AY9VMDVhrJAEQktBR6kAhAf4fetUjZWcQiv1AqmwL+wUmsLIAIOSczzcb54Wd+7fUUmvmSleYc9DThjwyXHJu\/bYaJLDTgwXZ8uFsEkii1hBGE0NFDDGiOkE7SI1F0ZC6UFMJkwZHCEUsZKwCAa\/tCJ1tF4iPFKppNGwQ9fgXo2a2ebdjVfNf0clWrd5E1OcUbCLOc4NwgC5MY5HSwuTtihe1KBRy0kRJfctdKSj1FA44MDjIyulYYSNQ58L+tTtx+ApEVRPFSbB4d2c0CSb8gj\/yd2uhznYn4Y2RDOEEh0ATHVTayFjSXbKfAQA5AkBiGjIJhGs1QBC7iIxABIPQ58L2sCIPtiXxVQWtw8WLQPsimPteXcEMwpv9nhjmx0JxMhYsGpuo3IQp23BLUSpTQEEd6PJakkiniUkWyyNJwT0yUSbimNJJBPd0Zd0rLD68tFRRXtDqdEHsynKFnzPmsxQ2k4tII7+mOTbZ7dBLCG9R2UAAg\/GmGWWyP\/zEjgBi1KxTplwAnfJdDgTjyJJIrYaHzVn8e+95I+dNUeV0WHVGsx3fEENYZY\/SqlQ055ljso48uDkbVRgCsaylUUB8QSq\/tSeRoSVtCKsa1VLWgHU5q6rGtTqtpTkIhzX8bqcUvkir4xQoCEPKrd29liRiLzaX9YHhqWrKNzPbdmF5MgCCEGR4hUF4EAEAU47J\/C0NjaKOOHufBFmYAKv16WNZ7LxJSxsVqXmjIGVPQ4zbrcZJFGtQMRRHt8g9eZeY6aA94GPa+7vXVujpcFgYE\/ltuz4CEmcEnAJ6MYDsZnOdAYoxNTgwYpPH788vHLl4+TEi6paR4LEgBiFXxUjn3vb3bO37WJMIzjvjnuvePyplfu1R5Wjej1rjWkCdyFnFEaSqWQiIKWBLtYiASHClYyiCI4CaWTQqxiF10cXKqTQjfppoI6Oal1EEHwJyiKi9\/njU7G\/+Ce66W3dOmH7\/N9nm\/epF99VECgEeXpDgOQLC6Ei1sICHhsGd6V10HB1AEAOGgD18AGSLhFDy6X2yIOmaRTKZAgFH4Q4MmPW3Gr1Yp930erYgaTxvYMJ3RcZhIg\/euFWkNK+QJqc+iYjmPn9tmYb+kTNsOnwWPLoG1npwWDnVtoVhYHFaZzoEC7gjoMiaVvG8ycUODFz6DopVKp1uv1qg88UAsMhGKVNFkJZ3CSKMl7\/5NkzWLqtSk9ORoQECdn24O2Oia689vpnVhMDv3aaLemTc21LBM\/rmbil6URGMbc7dyVRoD12w0MMgufGlWMRhVfajTqcX25bgBHJNHQXOpsnGIWeEiS9\/arezamLLUXwkMmY9vMObjyA2TswzsXj+3cP7jn\/Yn5EyfePRe6RiwshtskGtALdym0Mmj3yyh9BJkejxhE6o16Y6m9sLDQ9QAkk4L\/cAICfWACC2SyGfapG2GBJiw19ZZKdVsXTk8jWEeGFxeHkVzhiPST0Vu3l6aBwkIxRvqApXAT7qzaj8EipY6ekftxtVVtVepLS\/fbvVrWpKSclzE0N8M1aB2pBMnb6v2y3kKphI4FHAAyGwvNywEIbjs7gIARKcqxjZMvx+cOA4ipAYme1oRuuTr1Kyuif7EkdfAoUNYRxJVK3KpW40q9sbbWVTg2NjrLZsZIIUkZYjB+Wt7hNzIB0hdIAUAKvegk8rXQc\/J56lpKIkcHJx3\/2YH58c7rh+Y+S9Msle7igZnpNMWL8AJIg\/ky8FEVNCrgaFXry6t3Vxd6NM4c\/nrnWkxLOjMBJc3Ag0JfmZxz6Be+KyB075qdjA1TOFSeyIEITrjjQwXVl\/OdkycXVk8LS3NNYgJPD13TUoEvotvtMuNLP1BOHseYcuHja2vwDsDYmL\/8df3m1U2fLskM+ls6vT2Voj+iuTd1KMlO\/q1Hsz0guApbmcM8rwfEBpABDFpZZ3Zj9MCtV6tbpjXd1FCuq+vAgQGYMyk5mUYQwTd80ECrCuKl+6uroNHtbszPP11fubfp6npnvKtjEenNWa7JU1JiAtibAOm7qKNbAUpYKkwyJz3keWQguHJ2FkBssbi8sHB3eeeiKVzd0rWiRU6iqcCXMx5BG4GSBjmHEscqzVXd9rvauc8rVzedXTk51zl16gFMJDKYKg5Lh9\/IvclnP\/udcFA5lupau3nOFEUBIjm0rHwWQAZtfWhxNhg+vcf1BAQSQiV0SJFxuDrjHDu5oqFw+FGjJ47l7u1a7fLba1hz3nbGz43OHB\/7ySEJmngZlwQEm3sC5H9A8vD0Eq0hPJcWoUDTOqK+KhE8BhwwyE1PCy0MsYZQvqhhJeSIS1CRSqsUkGrsX1ombbSXuu252vw6HWFYOTxee3rhQnNqrPnTBw+DZjKZlkohRlRMgPRLTpyCXeiFvUeZM+QJ4aEUELIQoVlCF2EIUEKYbmjptIQwihdZwEgelRg27lcbf53jfG3u6QqtnI+v1DqnmhdnmuVyufmd8sZ0KlLRcIplKPYtJvl7vzdw8wV7FyoPheh60ROw9L0q0MrC1LNOqAlPEwJUQIZw6C6dpGaSc5p0W5UqxNGAcygaCxDHWxLH9VO18fnRGaAgIM3me\/DA5EurOr2DYmRwDSVA+gEp\/dkKAUTDXugJr7g3DyD2AFmIo+tWCPPQt5lkHxoGXqYOVnMZ+ZiqEB5WQUPhaN+eu\/LlE0anNxc6tc6JZnkCLPCKe6qSARGYB1UKDxn8FgmQvkDyecWktHVSL5JCvCEFJDeArwSwQ2dI04Vu6nqIywo1fciCpUdRIONqvUG1ttpuKxydy2+vniXngDgOHDw4MVbu1cFmcyICEGwgafgIciwmwUMmLes\/CrH\/ZiceBAJ9FHPFHDxkABLJh6ElXBHq0IYQeNUt2AdnGHXBo\/qnVale1fl8HVPV9anaeOfUzMzBqamxCcAYm2g2p5rNH\/D\/lBH1Jl463ivdTCZpWf09BO4BR8c12XP0Q17Ow6JOChl0wEIToUnWbkIqTLc02rQj4tH4kx12MeWeW7969uy9x2dqtTMj5OMTYztGcB+YKpfBo\/mTS0iESbYdvYoZKoQ3vARIXyAlWwFBOZaT85yit9eDhezLYuq1MfXiEtS2sBAKjaJ3LoMAK+DSXxzv5i5\/IB8fnRvvnChfnDlYnhjZsWN0bMfogZHmyAhs\/fP3iHoUgkUEvZh\/pQEumWTs\/c3e2bzGUYdx3JlhX5iZZGWCM4eZCchusuOyYWBTpuvCFLPLQrpEWEITRLIFRXJIDg0eJGEhXnqwJwXf0Ivx4MFLcxAUPAihIKiFFqV60VYPTaSgtBZqW3rw8\/zSetr9D+bZlyQ99LAfvs\/3eZ7fM7NjPKQklv4YSLmJSEhZ3B8chUzWbdyjyOYoJLwcLzmSYn9deHy9T0OOdbxzm7LqvUvvzC1uVaGx0hukUZRG1ShZvrS7u9Juh+2VW7O4hqaroBdBHox+42x0MgZISQmEKwUDkhWPZqMEEObv07ZNAyLq4IFETFydnpD24+QZ5rk75744u32T\/+WTK3M4R9LrrQwGKyuDMEQcIVppVyrVaqdaac\/AQ8+jDyLQ8vyGpQQZkNEeUqcJkXDKHjQ4DenbckDFEvwkbYihNTy\/AQ+ZuiMQxlc4OgYCkINHd0hVt8\/OLb6YDJd7y8srPfQBjmoYpSINeFTDaiWcpztX4rAKAZ7O6gm94dpTWYwC4uAhJ0QhdjmIa7Vas9ZUQLqTz8k9+bB1EQfyIHKGEJmRjKWAHP14c2NubuPO7u4ylRXPQRKhj07EeyVqYyMqHugTs2w3MDQhJF0VLDwkAzLe1FXKMmKXIgskKERSFrNeoWHbBkaCOmSqCBAsfebUMZCdg51Fityh8EAbPYBQWkW9XiUUG2krHuSsB1Nq6QQkusa7vFkTMxmQMUDqqg85Md2w\/VpNNNKyW63SpHiIg4UAw86hDnwdeZhTLIee\/B\/Iud4QGLu7PXjg4gOq3crm5cuHgzCNKoQicvsemyY8fF9Xm1siksJEdqY+EkgDIHXx9WeZnLjoo1xrikIYZaEQ6itCRrwM3wl+Y4aFh5z5H8gyIaVuktIJ8mwnq4tzc9WEnMVD7KRz+5Z4Ov6h+1Oq+p3QBUi2dTJy\/O6QsuolGWU1YrfGLIujKUelLEZZtrTnRYwEFp7BagM7WHJ8fv70+8dAfldeLjwGqTSDr14dJr2txbnLQ6RChFWel+bZaoSIXKmgoxLYYCNT2V7WKCAsnZRUlXXihYYLEEwEIK0nHuIaMClanErhIpqRFw\/RZp9naHIM5NGwp4CkABE19KrhIK1Sdj0kXVWiCBzV9vI8NS8YTHgoF+HlZffMGhl\/oxDqrGeJF2zXZ+ek3Kz1nVqLpPX001S9cq2UyX5Djo4QT5eDKfGQJynrq8cKGTC24pM\/20k6vWRA5XWYkLEkqp323ZcKVj5vBWw5oA3NmoKqrs1nu70j4vsTTsORjFV6VlIWR1PKQ1oyzOriIXIQ4pCwQAEcdZM4MfXTpKyvBchd7EN4DKQ13\/xs8WpECzJIyFm7QkMBWXlQtJhd+bpc3CPFllS\/GZDR8dMJPu86VW+99EJuTUy9SZml+pBS92m7gTIaxQYCoej1zKIchRRJWedRiALysNcTIKrcTTbmzr6TrnY64e6GylkErh6u3NNIVAFr8pZXyJsWMxRxlAzI6KvUHdups2xNoZXD1FU0G7g6he9kHSC2SR\/CT9mutmUZS5\/HQxQQiqxhLwEJph7x4fdePxyurqphydm5QwYnkfhI2r7FgpxnWUVNil7EIsuLrNllQEbER5rNoW0dSdRfMDB11ReW45Zs93anHYOUxUt8hHGWp3Z6zSnVGCogrw2XBz0iFcPYS9u99XXGWJ1Ob33u6m7UrhBRFBV0L9ABYlneRMFHIT5FllfIgIyID64BhFaEOqvkxv5xp16O+7WS2Ho9ZyMNcKjZCVWWWeQ9P3\/y1PkL7wOEIgv74JnwwXfWD\/e21\/EQiITh4tEAgfCIwjSPKHwt8AK1KufldQ8gmUJGxy+cBNYJ2nXXdQUIj7jVBwc3brfN43PCnCcpSx5yPjUlw0UBcnR\/SH+Oo1eI1SjcrEZVniStwfrR9V4YRiGv+3CwgqJFeHnPLyAWnwUtI7tgZ1T8WUQhBCox4oCzqWaz78b9FgKZ5kJPWyzEpikUFkBhYREiT4BQZPUAksjApAOGDm1HuyJA0t8OPtsNxViq0QMtAAG9oGd6krEmAMMU3syAjIqf5+0GNCBCFxjEcbPc7y+5NYAw73WAQUPo5kyIGLZ3vGmd58DwvAKy83AlgUeqPnmacqLdroQdKq3Fg8Xl4yIrvFf0oOHj41Jc+YUCfwHEzYCMbEQ0I1eyAVIq2UFQLjcx9SUU0sfUW7ZjIBAMBB8xXJRCsCY3RZklQA7O\/Zqkg4GaKMroKmonbZYbAFJ9\/ejoM4DwzwKkYGkeKlFe7k\/pps4vsZYBGRWfv2QY7AEhklKsAwQizWaOlFVrcYsyMXUkkqNXN9XPnNCZx9VPA4RJlhiIqABPr7YHACHCTnX7aOd1VQkrIKQsU7NcLWCOJepwpVuPs7vPjI4SQByHAUrN0RfIWDEaeewhk7bi0ciRqzgwLILEUDecYdwrQCiyZMgrAonSsB0lCghusn6w\/1kvoQ9RSeuWjjrMQHfpK3VUIsEi6Xw2XBwZfM4KSMlpWgGWLkBsAdJvTTsoA5GARSpfW\/UiOQ9Xn1BLDkefDuFRIVdR90YASRJ4VNPDnf3L7bTSlkUgAWJavqaAiJnIOKvAWwZkTHxTNByI1AkrWGpSZvX7bh9XJ+yyi4vj5Byti1aAInVvcWr2GMjd5TQiEqbvIT8HK3JGuLu389oe8mgnaVsUct\/IB77l+VYgNqJ5vs+od8L3s8uix5RZDdcu0a1DJVAeUgZIUxGh7HUbJsYBFkINtHI8LXIW6+4AWYmIlLNbtfqTtMNK0rux84hCOGq3E6gA6F7RclGFa5mub\/Hgd8lY+QzI6PhJc2PHacjCeyBlL6GA9KenWwBRO1mBb2ikLiWRou8X2V4\/dQEgDznvEIH0hstJBAPOcK\/vXLy7K2chAiSSnmSiaPmur2vAcINA9+lI2JMrz2R3MBsd78Wu4UicqOnBEp4OkKBP3ppuASRniYW4ce6JQIqkLtOanUUhOzvDSiUN08HuazeUSA6v\/76\/\/9UwQRbwaKfgYuPkpbzlMzgRIL5RJG\/lLXJW85XsxgHjTMTLKSD1ElkeIOSsAB79yWlMHRy8lDp8KXkbtCRyA7mJkwA5N4wqacqw92t1YeH+\/sWL7x72oCBll3SIIUBuFQNQBJbroxP8ozb5XI0lOfdkPgMyOv7V4rotCmnpC0ETE1FAWv3udLdp52Bx3IoUfTXO4h9M+aKW509\/eXBjN6QNGSTL6aN3YXLx9986KwkUKjx4dqq07IeaV8BDmCz6rsQz9x5dPtMsBIWZfHaPv3G9elA+IZ5edxeCsppmAYTCt4tCEAcMYksWTlCL5aqZFhqZOQ+QlShJ01RORFbaPHq9BBJqVQ7vAMfe3uo9w9PlNMTzAOJb069tV1d3lgrxzGz2jRVj4iPbj1WR5dQCgCxR+qoqq9udbroiEQ8W+DnZip+IxJTvNJo59f7B9STtpSBh\/M6IUdiEoaxZKx6dzurmq5urtzzLlzkWPHg888WLc9dXz60BZCIDMi6ueUHZIezawkKMRAAimw7dSXat6c7FPHKeb5j8ZXiuQdhsAwHkPrvVikHKk7qXH2LjciICjlfX19c3wwZtOR4CDdpDZ+3K9tzZvS\/77sTsfAZkrIkIEDsnClmIFZG4TJmFidQwEPRgmj4KMXnartnA4D0zrwPk4QAgdOM8AVIBh5S5igY4tja21jt35eZmAMHOTd8qvfnO62c3r54suzMAye51Ms5EptbKDUdOcieCtXipXO67S32IdCcdcDCAQiHi57iJ5\/K7YfOen7mw8zBBERS3kURF3BxxAENwbGxtvf3ilTv3pugDLezDClwqrJeHm5vXL3R9BDKffcnO2E7EXYjthmyfLCwESiHlWCmk63AcIrahBr0NaMifFF0Ixpw9s\/9Q9edwiFLJVTyVODZfXN\/Y3nr77Sv\/3Ll0TQRiuYLEd63uu1ev3zjdpcSa5ctGMiBjOxE9cADiOOWFYEnVWUFTgMj8veGLexgaPaHrGkVfymCg2Hrh9MWBTEzIV\/KS6BCbKle9jTqu3B7+9eNsoLPhYGI+0oOUuxfOOF3XJ2Hl88V+dsHOmPjbCmIDhdhlfWFtDSK1YyDdkm3iG57SBUWWi8GbpiwGAUqb+fLGUFwc8wgfa2MPGtvbwuPKnZs\/fPLJW\/\/OemxYy1DR1GLLCnLffsv45PmJeYBo3QzImPhOD2I+dNspBwtLAFGzkyZAajLHcnkzsHVyla9Jh8g\/gMQjZ\/3KNQiElLkqVW1tQGOLXHXph48\/+fzD9z5+XpuSdV7EAY1AD\/jDhUdhCiJaP7voc0y8cW1hrZETIsHC2pK4erBEO9Lttii+MI+Gmp64gkXmUVg6gsrlT3351TB80nMo41Dq+Of2zY8\/\/Jz444fzRV14FFw1UtRBYpULJwty10xuzdHNgPzH3vm8zBSFcdw9p2umOXMo6sziHkrTvSG6NdQ4FjdXTZmiLCwsLnWFXMqvhUKxeKeQRDFkZkrIxAY1jQUrlEjRKDZsKCklv0Ii+T7Hj5XxF9zv+86dentX7+f9nuc8z5znOWPXLKnLLjRPSwABC5UkyfLFjZW2bkI0KBlxih5TZey56NN1\/H7QvL5mNtGwOLYfteZ4v7dz5syZU6dOXXq7t1UCDVahuA4gSA6ZCk0KFBiVgufiHMg43VoQqyLHTiuMYwKyMsTStXxlYzHGAAEGmcMr0qbXs3V4ZY\/P8cmmPdhHS9W6Fdu3b9+44uGKh+8QOAgHvt8sbWGoiWSQzQwVE6KqIwN3UGs1LLI4HxwwVvMcDS9wAgKLJIuq9D5q4JpChA4yxa\/Azp2KUCIMfzmEy+a17zO22DC+YsuH96Bx4tKlU6eApNO5\/9VfUCgVhHAYUyBC537mmiiY7kB0r0gO5H967HieViW3GmPNSpCJyCRePsLRE04YftUYK2SLkktRnZeR2KPqm6669n3zzmObjx7d8v72m84ZhA4C0nlz\/9lnIzHUBMKjIgDECwuRWUD2KNola8HklTmQsfpS5GoysvFqbLSmMCKtQxrzYAwFBtwTrkethgrvfxziOj6O+B5fe8xuq+AL4nGmc\/\/+m72fm3Up5e8WaI14DlulkV+YTpMHirAIDJID+W8jFSaSOjCCMTHF80Xg8RsIh3F+jS4rOcoDNM09bhMT7k6vr8L46gsrsK2CMaAO9Objt2aUGjSiMytdiIul5X5kJFauYl1WBBYsB41YozwPGasn5WK5hnyay99AEkmxvTEVEURQ36eLJY3XtFdGGd1VdufFK3xy0AKRQ4POwZMnTx6cdPDg886zz6tWReARSCZs6y2QOAjmacCKKvCrUboqKi1AHuI\/zi8y\/N\/4Xofmy6CrM5KWyJ9tFv7yVa5cqvNyV4WCh8LWF\/FFIV6aJhFpf3z06NHTZ1+\/tduHms0WePhSFiBasZhK0ihAUiiDwCwO6s7UBc6Uua\/zPe\/\/b5d0iggRiNktWEQjE4nJJ42ZGEaqaJKcK1yqnyvuKQUevExleadSwHEgEAGSdhtPzJezOMDDwoAcFZqoLhm6fDC\/zMyNpk+r3VnefrWsMynX\/1oNC1OLQFKrpWls40dMRBozXUQLOCPkQmG5QkhHLUt5tbKm3Rb2SxINuX8FcwCHtYdkFkjFWySjVC6QfuDM9aY7xnW2HmjtRtv0\/BWTco3XvSWv5VSYpLwwSCVYqJHFggK8u4g7oUIQqQgyCEc8UaJGQZ25GDYu\/bTVAgewAAyabQ1\/SMjOStahiCIJGkHouj5CiN66\/Pra+fOXLVs2\/\/6kXOP1pD3sT19YLKH\/wBjLIpFJYoFwXVbVmuOE1CLiOBVb8xVKuVwJ7RR+3YbQSskaWKxSI430JeQUxFwdRXS9S1j0Pb9kgjmf5O5lwIHX\/A+Tcv1bu+49m+gPu8f7bUP9OdNiE1siUscAMrfseojfSmkmkBfigjVewx3QFVXBSwGILBhQIF\/U6fIvSTToJsOYhTptGfwkDGXos2Da1tE1kCAYa4++nJTr3+o82N\/t9SeOTxzv9ZvpvFmrp8UQATHNKBmhmlUmHEKX3JJg2olLPKT+Ds4ZskTGhAQCQ1+GcFgVIBayeiuVPlYpP0FQaWx9bc0BGg\/fnJyU6186+eLjRK+XDW4cz771svXDb01zZ0lZ\/yZSkKYOIDhN6oZUXeTg4THuVgDG0xpZOwV6HRcYCJAxgt8s8BAhi5ppJAWGnam67269c+3VfNLaD28m5fqnrj7d1M+y\/sThG1ivYJCs3x+2olV3poCGJiKJqTeTOw2aKceUQhKvFQMSj6E4KJByawUcXpEJCyQokJh96UU6bfpSGOG7C\/ygcYDMAe18+HZSrjHe+Hqk170xuDGYGPYn1k8c72bdbH32zbly\/VMSy5g0ajaTmICUw1K1gqKiwj6rglxEC0Z90kroYkXzX7d74onhr4yI6GocNaO6MYHPHBls3XrImmPZ0U6+Uv1bp59t6GVZb8\/gbq+bDc4fz4bdiW1ZlnUHWevyst2vFzFrksQ0paGP1RWvKaoqzlvsOtpahGlBrR5ob\/O08LSjaQgWbINsfHkosQOWvjSlBX5h8QG97Zc38jRwjE78OHtx2D2y42L\/brd3Y3CuDw5HACODBsMhprhve30nkWCS4B89Ht2Z+utihNKc0etVo6pQQgjtqdAToT3NrqnbQ0CoXDm6qkyzlfp1XJkug8l3Dqy6afdUeRT\/yd6ZhigRh2G8y24ji0xQghDtIBlJpBLKIhVlO6SRIAtLrNQOy7ZzMFxTrMyh1m7GBpppddraLpvKTLYoTeiOPrTdd3TRQX2IzncmISL71sd5Fvbj7ocf7zz\/\/zPvvO8\/a6OYof0pMsdk8GiG2kCx6UIUzxH+qmYTbDqzYdEXg7IL5yKqUTMmlA1DRXKIsdZubZp\/9cw1Bf9ZmhT8Q9q+KxyFgQkgAiryznLlSHBym7uvCrZ+qjkj566AmolP17UTVEPL934PM+l8JYguowiCzGGZKI4Xcng0Gs1Fq0CIDWyaI7LZzj22JoyAnBFuItBEJ1+7ecmzq\/dWxRDgARd38HMEAnm5FCwdcMDbcgSKIwbWIYbd6iqxbsBa9yrwjcUCjX\/Wxs2M3k9gQTRd8aeyOdJfgBLBceDBq4okkyN+EVEYunSZMUIxYZzdPLRPx47mLxNdLuuzVaOARQ\/oLhVJu3aQytsDGPAUeQ+YZDpujMPmhonXHeAy0jnwiTPyJWe3txNUS9u\/h41pE5XKLkOJBAVMMLD0ApbOF3BQtAqlEGVZfDNPJPd69jhEqugCHUHwzILgynB16l3X1LsHyvIe0HgtF8FkObiqK7gxAFKYQNfFbXO4ITJR62D3qj0wAYx85TvBN2rr0J2baQuxJhs0psloA5PJZuowmmKpQqWwjMQBCYjDQUAEq3nunx1keSJfRo1UiidIR46E+Rrth3W5O956982iEQb+fIX0F0k7IGDmUqRnH2SGOwaRu1olV0PC3tkcsJ3RLPnwsJ2gWtr7yIOm66ItaNDIRug9aI6kKSbH0DRWqVQoIkEXqkTwRZoM6bdq4G7yq0YgK7w2AkHscrtZpFB2vTp60OAHY8wQmvBfpkH7IVzXR9qVYrBxcA5uz6dCrOoRCEBcJRxxa2v5ztvFINoQOboHDTL+BBNEo1g0xdAMm8doThU4a1UqBZ6JX6OZnW7iYthcZkMqlc58GRUTuycg5j7i8lCpfMj6zfe3ysvg6EgPvu0NUYJtwNtCGwTuYxSwK1qu0BkC7oPWxUJsWFs7L3lnBh9788weNMxEWrLnUTZPUhhOUhSFY9QvIjhLARAQThOLrJo0zZzRXPSzuRzUSAa+er6mNPd2i82IQtmvd+9+dgU4CGS8IqXBgAAMhw2gQXFIFTBbWW2GG7nrvWDjtV380onzqPPcvsTNpY89kcZlxoyFoZhgFuNE8QIkFEmayEq1Riq0RrMot2izHycIQJJJ+9lM0+yyeUhPh8qsROQdxIBDDmPh7cpxboDhgK23PcY4ELVOrWqvHhbocsAlJFU1te7Q7eY5ew57fDs8N52N3nhjcHrFEm1hMIaIMBioCoVk6o58+\/iCoUEclAoUBgsnLj8Brs6yGy664AF2bUh5gM5hm2C2D+W+4EF68Cx401D3FUH62Ect1nUeujY2e95T4VRVuzZuNMx0hrz7z4VDzmKzt5gwtkT0Mp5ENpit4sAwhmlp+\/HCUiqtZiiaongoFI0DDZYlXl0\/tH2JxupyaWaUYUGCLuZwxNzuWJWFWq2DlfbwvU3MPcI2VNV9rWHrg3dCcdSqjZ23V0Bt7C7G4\/Xh0O4VPm\/90umWJLnMiMlIEiBEG3giDOjFi48lE\/Boa2slkwCkUsChOCBmbL605dcfc3FAXpbLsBesKwy9dPNVwX3VAeKGxXaEEFhnM\/ca9eWDQKOWHl5qzs8BDr4d3pCz3rPjdLh4zpJfY5FNSphITE8CkmyQIZksWvpYYla33brV2tbYesKkpagKxT20ogRx6vrvZqklPJB+5l7QcM2PLYMf6AEFFN078vt2REPHrh0b+3pBuHLUTEZWrEk0OkOeHb7dIeeK5ub6HYc9JlnSotfKtJNIEAYlkn0yK3v0x8fJL44szJZa21pLJIMlaTqZXxMtmHyX\/2wk3Gi1uqyLPg0xcPPflUpuO1h1zc6vSZjDBw5QxaYIxVHzbZNnTsRTPB7y7ju3O+TxnWqudxanJY8Gpye1Wq1MJgMYSe0k48yGWXgKbStlbx05UnerNJkkk5yO0pWI79Jffc9PNUBEcyYQWMupX3kIzKKBjWGi4dzgZZjcpIp9Ft441dDyC\/WpE+fCh8PFuLf+eMhzaoWHe1SZumkntUCJ8EC0SQuKJl5DFt6Qb0BbX3w8UrqFkTyMOpPJ5APbqKEPXK\/Oxk1Nq1bBctWTx7Y6oKdxZLkM7xDbj1m\/+fhToTj+dnFIRma27Cs6+UNu6Hgxvq94onHPUa2kk1aSlFj2TOJKpJNWq88DjaZ8kzVvTDQ8bp1jARqgOtPC\/I3r\/wzI376p\/pttD9++efp+48Z5oMVz5155L8CopUMXFoQb98Ubl\/LOsSB87pSvuNTSrVNdcFJSwkmfWGPpxgGR6SNNQYsRXWLdRWbj4ay+SsN06tGWdoL+U2q4+3B4hW93\/dJQPF50gnPs90zX6k1HJZLJkW6SbhIJ\/JqZknBAZJ1kFtSolc1xLQnPlFiSLfk6UOTG9XaCfrJ3\/aytW3G0w13uqE1f4oEXbQItQg4IpEGTLbAMxliDNTiW6qF2LXswxc5Qm9K6LaYYHNLaDtTGEAccbIqDCSRvaDM4eaVpmyyPdHtvKIVXeq4U6BfQqCPpvsAbD+d3fv9uEg2+eFN0Z4X+Jl2uV\/qFMpLcaTellTRKCaOC4KMJdggBHQIv8CAm8XiYuV5APFSuNVa\/xJdloopUN+9mpXJhXGGy6A+L7sUg1fUUTlR7GpdIMGngY4xQQuDpAlMIkt8E1eXaCZdMqs3Vz3GkikobN\/boMb0dQxZFcDKsFrYtX+PIglJq7VRoA4Aa8EEcTB4AnwCOOGhDbsI33sTJamS7hqttepaurHKMjlblrDi0uynFU8ABwC1GZvBDgj0Ay3ihkVTqiIKoBVLc5vjNF\/HWQTT46s+xP3PREimnq2eb1bB4Vq7klyMhKTbaJMH4oEqzKQR0AIRAIHhTUMuCCUdV5f5NHKmi6qj\/ejvJVdOhcwxvV7lq66IwUQL7Dg8QkkThEbh4ggkDygCO2H81mrIqL2NtRIU\/\/nw3mKJDtQmcI7da5YrpZT5leVoyZCK0cdOQDGtk0jBO8anUMgUHT+Lj1PPXP30UI6KuYXE3rQyL6Y2dK7twDkhkm280RU5vtkmYT4ETYqZKx68OavJOOmKBCvLgQAWDOn3+4aMYkeCLP\/+e7frlsyJKQMZJq7WxL0YqDxVAFIpngotQI1b2VadZOj8xBr5FYCmMDcQwNKpWP8dJVTT46U3Zm+VaZZjGCgnVWWW1qj7kOap1FAqg6pN7WiCQBGd6rzL7x971wWG6nxMEUKFCGqoTsxHdXPwdUqpWAVGKGXlxCOcoL4VzFcI4Dz2DJs2STBlIQhhkMtfHhW3u8MBP+Q7EATpuf45tPCoXv93N3Oo4oKO1cYt1+2Lb9USOE5k0xNA28CqUgA2WUZmTg8NDe5q+PlWOdNlx4hQ3urn4r7Y9QkrVz6HSYCOO8mS7dRWOl3tK6OHBQQlAg1qDh4kvu\/bv13+VZElHvdG4jSNVZNr4G+0p+MU4V3Th4UW3POxr6N8S+LaXCtjAR2hISNgUIfl8frkQNM1UknKt1r+JI1VkGW66b58V07dQB6s6QAc6I1mLoyLjYVHCT6E6AvAAxAE6OIaF6tSa45t45SCaSIUMt1pfVV4yXLeyKpTtru+LnNlrwiiC1HZXEynAhEEYGYQV4\/kUTYAOaKO5ehP7RlQbPJvsLH0LOtKbCugoYk3BnRFOUMEEWYCQoD+iZaUXaeANnCOPYpzKbRnzpslNvFYb2eZnMTvLrZBNDW0c6YrtzvL6+U5janh5UH5ItKGXzAQPMIlAGikOSCZp0pm+iYvxyHq4rTLr4bJa4\/bWLZ7dbpePWTiF1NG5MEDh1SUJSyPHku8HjCBQIVKBDNYdcQbPP8UuHo2Lf7ppF8oPYemXGyNitbbTksRRncWoWs\/kCAkpaXcOMtnvnxRj0rYI+KDhIEqV1enr72I2ItrgOau2gn5hYeMyOobVUl+hZlYmlAHtqQVPCYO4wOLz06JziCWFVqvLc8kwVsmD17E2orr3B9soFKputdACJ\/XxBrYhDHo6J8o9PUEZyKKjBYTwxDrHEuF1od85PGg1dqrIopXq3P4Ul39R4Muvb3L7bKVVQOmH42GTG5fRw52KVNQgDkEL+yKE6gtwwYu8IPKS39nuL7b1TEkXlWZNlgfxgCOy+xv93d4FHVW3XGCl39iuPHQJSWZNLvQLduLBKyYICBHASao7+\/3wOHuqWRRdw0GsjYhw9Wulsau66FNV3WKrsHlAxLISWlOlnDlqkKAED\/kAmFp4hhTPUlw5JUmsbTiNfSOy32wxvJjmsNXWZ1Y+zm0e9khfOwZHRcKBg6wR8kEYePbx0AYjIxGwlFRrtclzHKmiwRe\/VkchHew6DbyjPDF7Oy1hjU51lsASqvXaGg1pCA88eSClY\/ZH4eFO7TmOVNG4+NWNu\/cqfQxh0aIqnm1ak322yyeUmshWd8Swk540OgIPJoTANeAdL9UfbctsMN54\/u6jGNG4+Kq+T1f6OdDBGriVScEkis\/kIDAP1ylzcKpImuxJRBAFJFVgA9oIyz+Kjnrs4lHh6h+7gWlTxc4hTq3AycVyoWU1isG4SV\/sm622iVr7+NTwdyYv4gnZ4JIAx3Kq2MWjcfGv\/k3nG\/VyejPN4UA\/vWDWfA26ALSmrxMggQ+0SB3cH+tKo7ZJxNSWsYGHRaplXG9EhB\/\/qXr5wRnuiveH1bPyODdzv9fRGDkJ0yjOhERg3oySE4WzMsfHmePHp3pLIqlUOBZMys7tL3GkigKfXb1OG549GFbrlSnGGzAQSRSabYXqbV8J+7ei41lgA4PX5Nv5yfkrf3+d+fy67\/sJmArYiGvxyPDDzbJk1HGhCXQEVj4YSBiHE50SHPgCUKuZ4BWLzteXH9ZPnYxdv\/48kxloDb+mskgVu3hUc3FbLe3rdnBbnF38u6iVTCS4mDaFfsEOHq9IFE2dX87n987aebrOPOzyj00Ns3MiN+JaPLJaPJ26r+MCx7aO\/oidnnldneoli9L\/h698QIjIK4p+eXl\/ebnuKvn5er2+M0mSqrJjx5EqKjp+rXrCMs3oSDN11B8bitPTSILV30qtZ8E3iCiKoAPQnDvRce4v5918fvB2vZ7XOKdZO399FWsjmu221\/Unb7mEi9t2nVl52\/BUkTM6i3DkxxneAsoIyBAUwVL09\/d393PF0njKCWTBUXQNb+K5eFQ7I\/bOGC2nuX096I\/YjZ7Ei42aSEXnXH9ZE7kfScw5wIb2lry9NJ15SlHAlqwTDJvkyfNVfCs2EnzxSbnWk0rdaQ7Byj6rlvI6Z3lQgi4QHDq7lAw7F83TpgZi7hGn3j+t50JC4Qkr\/5pNB3PxWBtR3d\/4zWyemu4MdMDFh7M2GlIap8u9l+ErPgFkSIKsGiVBFIX79aU1nztLgXIAq8XtmI2I8OVNMSudtiWvew51lPu7R0\/RqXYuUBTkwV566BnmY4\/9Fay\/TjxUh\/p7JLoCi1UsUqmN2MWj+2soUsf0W8bDxaSwd7eNnaQIzsiklJmGKJck8MHCFW+dvnqVf+plDgamKwlKVxOCUAUXH8QuHtnvpxouk56xm3Tdmd+albqyamYXrEWovgQqyTvXwQbLcq3jTM9o\/HWQOX6w63mFJDkQosrYbotdPBo2vil2RDm9rze27t5vaSWp6Wsiz3GwC5oM5314RiYRBYLhhm4ZkjnyZ7mDA1\/vNTkC34j3qaLCxz+PEamc+uNomXf3u1Y3a8A2OhINc1sxCFJsyiRq+Eex7nVeUJRUo97yOx61iI65eFyLR4ard1PSMdr+ozdbuuBEb1ijtk6V9rdaSAjjRMApItVVJH0+\/3Bi5u+3NjZ4miJ6I7Ia74xEpo3v\/vUWusfSKleS01IvZWVPRKItREKNrBKstLFpHy\/gIJqmCR\/u7gfvt+v127v3T4bE7jZNYhePio2rd\/vsEfWkXkPyTvyckT3SCTapdMKiFBFQGuLkQQmTiEIt+fLt0\/z95bI7wK\/+nMtUlZuT5x9ibUTj4j8\/74zOkVMyRgM9a5y2rQYSXItSzjMJz0Ck7IIJg1nIiSnOpQ+XH+7uHEtTNIVSJMHONL4xEBF+\/GbTPjW8lLMzSoOka5w2\/mvv7FqUCKM47oU3XnbnzdwJ443QjV4ZAzNioYwDDvPAJu0MU47lIKhlCeakBhEa+EL0YlkTvZIr1FJsQbGRxQYuJdVFW2lsmRAZvV5E0MuZrY9grcHzW1w\/wJ9zznP+z3mOAchUFpETA9DlrVRwK8wocFLI6uSsouheWuJ+vpm9y3HnYabEf8YDM+oz9\/EEz5h4+PVJrSimXmU3U6kTHolP5ANWMZfjvFlP6rrX7DQEsXI8zw9aVymn8\/w8bCj+Xn1TtUD3t8ZoENdnPXiCZ0wsP3os8SCHxIMc0vmniZDfyUkBwxcJ8NMlyWE0Gk4zRRVGGxxn+cR10SnOL32ZrV47v2blEZrZH\/Pcx3smx8POd7caKSp1DdyOXBHqeKxIJaY46PwgJLyFGp\/YMFisidBuULXp6Vpiw4bkq1Q4MFVthL0QG9CV+OFxE36+Py41Xn49f\/c4JYVD0vVcHs60hQWKs3ok6nevYeal04PSlurZItw05RyOY\/wAnv+F+FQjNGWoYbEar2maeCPueFh+uH3kbS3wUti\/serYcDMFg1SUdMC8lkp43NBkAM71JUpMiDzPiV7LqChSC47Uk2ru+kIRDHaLGdTY+uySCTMOMo+flqhakSoFCnsGiabkOJfLu6FWwNmVC3FmN0QIiBLwe70DKvbl59J5LxUKjRyPt5YWpRhcjcQgVTXwBce4XihvzHukQa0YkvjCHkq6ZpEGZx3gVq1xBkJT+ev5K6LX7TT+AuCKvPmyNDv4PsubqdKG5Ejy8JRzrZPz4F16Y+Lgs93SAQ\/0fjPcCzjDhsAvhJvYEwVHKbeXmsr1lXI5Hn8hOgGvGHvz5u5S+Mv80uWfd6vVRu1KKOSGfgPWRT\/Elvo4OPosIo74WIKSTrjhqHs91BILx0Mwq3OAKtVevZgDLeKKElfieygrCPJzfnZ+9u58A6apZsIiF+A58KmysC4aF44xsPP9j4Vj4BNmz4AcYB4m8lTJy63hR\/fcXCBwpTlXLpcVBQk+zaUq8YhodV4wf381+6a5NN+4GXYGWrlEzZ8t4CPuuKbbnpwBBUKtY7x0IpvgU\/fc61csda7Q4qf2zbFlVlEUFgUFl4skekp8BmLkfOy7ERtVv5iVcq2Cv3HxNj7ijoX3r+UKq\/erhSLIcbdGFQ88lShY8+LlRHGq2S+X2RVAEFJHSNZVWYlvfuUM39xVfeW0cK3cekus8QMv4RkX9cqDaDQK1br3opotgGPLrQ0l8pwbMlUE1AA5\/sAkSaSqwUVFVnrxyE14UANT08baF9jehk3csZHRPr1XynHQpFKp9CI3G9tCnDcgUdciOgt1g5Vl1vinyqx92sHK6W7SyF5K4tpaqwXkyGZn8Q3HWBHod6ZMHBRJA8lklP16cWamqesPHkCWkkn7JpcLGYJAppK7lXQcQkUeSimP2eyBjbgz+MX4uAnSmf0n0\/E0UDFIR40kJQPwRTIEbUd2ZAiCEFIBWe9vbMUsfnBx8\/fxDM\/4afuC7y6lIUAqv4nG46AHKAKfHsMwBEH2UE9WAUOW3lwue22Xv9Bq4dj4O3TaPu1wNA2CpH\/rEY1CzVAR0mWiWyFJlRxOgzYqfPS5Pc3mniONmWbkVAcvYf1L1IW29vFjJWrUEBAlrRACLbMqQzC6qm9IKme73bjCgiJzmyE2jmx8cSZy8SH2Df8eJ4W2oH1aiQxDEXKdS9MyNKETdhuJ5G46asihf93c9Ny5c6e5r\/n2JW7G\/yqH6Q9tH82mFRZcqkp0HbkuKGibXAxjs9nXMSuFY7i52Zg6snUrpCr8+zR\/ncMuAkIEpY2Gg+1VSFUlBV80qBK0zW4ndX0YKXie3ty1dd++i3gJ679gWWOENq0lowipyO7ofsywWnIaMbSNIPX+jqYnHL5zpInV+GfszJBCO+hbN83SSPUtTjugO+zKNhvpGkpnsgvFhpGp8Iqqf0iHoNvttjZMIhuj69F0XJGHut4n9FTBHN56ZN+N59jE\/ad0bLTQzmjauuQDAiFwSHr9\/lxf76aysVYr8vYkbsb\/MR2CFNQPmYxGpBHqKUpPVpDSWxx5Wgt4FHc1OOliBHS2o2W0Tb2uDIdfFfVLpda+z3gUd3XYKRBCcPF9pp0J+obddJqlF0elb3VcxVeNOilkhooJFNFcrk2EIH\/At3+ryqGgLah12\/uDECMuu4\/FsbHaLAtgMHZfHwxmIGvpD0yY1WaZFoRgt94xhJE\/mTCrTp20CcSiICBE0xkTZvU5abcJIIoNISzIZLB8krbRtI1BJBZkQqgTNI0QY+uYMJOBYKMZxNixIJNCx7UiyDsTZjI4pLkYkhHqJsyEsLwJIdKFBZkcTjKI9mFBJog6sgWxszhJdBgNe4sTxTK+I8RgMBgM5r\/jF+FZxKMIdvwNAAAAAElFTkSuQmCC\" y=\"7\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 6 \u0111o\u1ea1n","<strong>B.<\/strong> 7 \u0111o\u1ea1n","<strong>C.<\/strong> 2 \u0111o\u1ea1n","<strong>D.<\/strong> 5 \u0111o\u1ea1n"],"correct":"1","level":"3","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"100\" width=\"100\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"102\" id=\"canvas_background\" width=\"102\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"10.0125\" xml:space=\"preserve\" y=\"23.2375\">20<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"62.0125\" xml:space=\"preserve\" y=\"22.2375\">3<\/text> <line fill=\"none\" id=\"svg_3\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"47.0125\" x2=\"47.0125\" y1=\"-2.7625\" y2=\"81.2375\"><\/line> <line fill=\"none\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"97.0125\" x2=\"47.0125\" y1=\"32.2375\" y2=\"32\"><\/line> <text fill=\"#ff0000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_5\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"64.0125\" xml:space=\"preserve\" y=\"58.2375\">6<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"8.0125\" xml:space=\"preserve\" y=\"58.2375\">18<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_7\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"21.0125\" xml:space=\"preserve\" y=\"93.2375\">2<\/text> <line fill=\"none\" id=\"svg_8\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"2.0125\" x2=\"36.0125\" y1=\"67.2375\" y2=\"67.2375\"><\/line> <\/g> <\/svg><\/span><\/p><p>Ta c&oacute;: 20 : 3 = 6 (d\u01b0 2)<\/p><p>Do \u0111&oacute;&nbsp;b&aacute;c chia \u0111\u01b0\u1ee3c th&agrave;nh nhi\u1ec1u nh\u1ea5t&nbsp;<span style=\"color:#16a085;\"><strong>6<\/strong><\/span> \u0111o\u1ea1n, m\u1ed7i \u0111o\u1ea1n d&agrave;i 3 cm v&agrave; c&ograve;n d\u01b0 2 cm.<\/p><p>\u0110&aacute;p &aacute;n \u0111&uacute;ng l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>A.<\/strong>&nbsp;6 \u0111o\u1ea1n<\/span><\/p>","type":"choose","extra_type":"classic","time":"0","user_id":"131","test":"3","date":"2022-09-27 07:57:50","option_type":"txt","len":0},{"id":"3191","post_id":"6215","mon_id":"1158530","chapter_id":"1158612","question":"<p>M\u1ed9t chai n\u01b0\u1edbc m\u1eafm c&oacute; 800 ml&nbsp;n\u01b0\u1edbc m\u1eafm. Sau m\u1ed9t tu\u1ea7n s\u1eed d\u1ee5ng th&igrave; trong chai c&ograve;n 650 ml. H\u1ecfi \u0111&atilde; d&ugrave;ng bao nhi&ecirc;u mi - li - l&iacute;t n\u01b0\u1edbc m\u1eafm?<\/p><p><span class=\"svgedit\"><svg height=\"151\" width=\"68\" xmlns:xlink=\"http:\/\/www.w3.org\/1999\/xlink\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"153\" id=\"canvas_background\" width=\"70\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><image height=\"338.27199\" id=\"svg_1\" stroke=\"null\" width=\"340.99999\" x=\"-246\" xlink:href=\"data:image\/png;base64,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\" y=\"-184\"><\/image> <\/g> <\/svg><\/span><\/p>","options":["<strong>A.<\/strong> 250 ml","<strong>B.<\/strong> 200 ml","<strong>C.<\/strong> 150 ml","<strong>D.<\/strong> 100 ml"],"correct":"3","level":"3","hint":"","answer":"<p><span class=\"svgedit\"><svg height=\"120\" width=\"80\"> <g> &lt;title&gt;&lt;\/title&gt; <rect fill=\"#fff\" height=\"122\" id=\"canvas_background\" width=\"82\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" height=\"100%\" id=\"canvasGrid\" overflow=\"visible\" width=\"100%\" x=\"0\" y=\"0\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g> &lt;title&gt;&lt;\/title&gt; <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"22.0125\" xml:space=\"preserve\" y=\"29.2375\">800<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_2\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"22.0125\" xml:space=\"preserve\" y=\"67.2375\">650<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"24\" id=\"svg_3\" stroke=\"#000000\" stroke-width=\"0.5\" text-anchor=\"start\" x=\"22.0125\" xml:space=\"preserve\" y=\"109.2375\">150<\/text> <line fill=\"none\" id=\"svg_4\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"7.0125\" x2=\"66.0125\" y1=\"80.2375\" y2=\"80\"><\/line> <line fill=\"none\" id=\"svg_5\" stroke=\"#000\" stroke-linecap=\"undefined\" stroke-linejoin=\"undefined\" stroke-width=\"1.5\" x1=\"7\" x2=\"19.0125\" y1=\"36.2375\" y2=\"36.2375\"><\/line> <\/g> <\/svg><\/span><\/p><p>Ta c&oacute;: 800&nbsp;&ndash; 650 = 150 (ml)<\/p><p>S\u1ed1 mi - li - l&iacute;t n\u01b0\u1edbc m\u1eafm \u0111&atilde; d&ugrave;ng l&agrave;: 150 ml<\/p><p>\u0110&aacute;p &aacute;n l&agrave;&nbsp;<span style=\"color:#16a085;\"><strong>C.<\/strong>&nbsp;150 ml<\/span><\/p>","type":"choose","extra_type":"shape1","time":"0","user_id":"131","test":"3","date":"2022-09-27 08:05:20","option_type":"txt","len":0},{"id":"3194","post_id":"6215","mon_id":"1158530","chapter_id":"1158612","question":"<p>Cho b\u1ed1n ca \u0111\u1ef1ng l\u01b0\u1ee3ng n\u01b0\u1edbc nh\u01b0 sau. H&atilde;y s\u1eafp x\u1ebfp c&aacute;c ca \u0111&oacute; theo th\u1ee9 t\u1ef1 l\u01b0\u1ee3ng n\u01b0\u1edbc t\u1eeb nh\u1ecf \u0111\u1ebfn l\u1edbn.<\/p><p><span class=\"svgedit\"><svg height=\"300\" width=\"400\"> <g>&lt;title&gt;&lt;\/title><rect fill=\"#fff\" height=\"302\" id=\"canvas_background\" width=\"402\" x=\"-1\" y=\"-1\"><\/rect> <g display=\"none\" id=\"canvasGrid\"> <rect fill=\"url(#gridpattern)\" height=\"100%\" id=\"svg_2\" stroke-width=\"0\" width=\"100%\" x=\"0\" y=\"0\"><\/rect> <\/g> <\/g> <g>&lt;title&gt;&lt;\/title><g id=\"svg_4\" stroke=\"null\"> <path d=\"m143.42744,71.80445c0,-8.74746 -15.83137,-15.83868 -35.36035,-15.83868l0,-12.67095l0,0c19.52897,0 35.36035,7.09122 35.36035,15.83868l0,12.67095c0,7.22241 -10.90802,13.53014 -26.52026,15.33574l0,6.33548l-8.84009,-12.16801l8.84009,-13.17389l0,6.33548l0,0c10.52746,-1.21753 19.21912,-4.53672 23.5682,-9.00026\" fill=\"#ffff00\" fill-opacity=\"null\" id=\"svg_3\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/path> <path d=\"m129.12615,30.09631l-18.04851,89.00001l-60.1617,0l-18.0485,-89.00001l96.25871,0z\" fill=\"#ffff00\" id=\"svg_1\" stroke=\"#000\" stroke-width=\"1.5\"><\/path> <\/g> <g id=\"svg_7\" stroke=\"null\"> <path d=\"m315.42744,75.15142c0,-6.09374 -10.96282,-11.0337 -24.48615,-11.0337l0,-8.82695l0,0c13.52332,0 24.48615,4.93996 24.48615,11.0337l0,8.82695c0,5.03134 -7.55352,9.42549 -18.36461,10.68333l0,4.41348l-6.12154,-8.47658l6.12154,-9.17732l0,4.41348l0,0c7.29001,-0.84817 13.30876,-3.16041 16.32039,-6.26985\" fill=\"#00ff00\" fill-opacity=\"null\" id=\"svg_5\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/path> <path d=\"m305.52416,46.09632l-12.49814,62.00001l-41.66046,0l-12.49813,-62.00001l66.65672,0z\" fill=\"#00ff00\" id=\"svg_6\" stroke=\"#000\" stroke-width=\"1.5\"><\/path> <\/g> <g id=\"svg_10\" stroke=\"null\"> <path d=\"m157.42744,215.05159c0,-11.10633 -16.83373,-20.1098 -37.59916,-20.1098l0,-16.08783l0,0c20.76543,0 37.59916,9.00347 37.59916,20.1098l0,16.08783c0,9.17003 -11.59864,17.17871 -28.19938,19.47122l0,8.04392l-9.39979,-15.44926l9.39979,-16.72641l0,8.04392l0,0c11.194,-1.54585 20.43596,-5.76011 25.0604,-11.42731\" fill=\"#aad4ff\" fill-opacity=\"null\" id=\"svg_8\" stroke=\"#000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/path> <path d=\"m142.22068,162.09632l-19.19123,113.00001l-63.97078,0l-19.19122,-113.00001l102.35324,0l-0.00001,0z\" fill=\"#aad4ff\" id=\"svg_9\" stroke=\"#000\" stroke-width=\"1.5\"><\/path> <\/g> <g id=\"svg_13\" stroke=\"null\"> <path d=\"m374.42744,208.54969c0,-12.6789 -19.98396,-22.9572 -44.63541,-22.9572l0,-18.36576l0,0c24.65145,0 44.63541,10.2783 44.63541,22.9572l0,18.36576c0,10.46844 -13.7692,19.6111 -33.47655,22.22821l0,9.18287l-11.15885,-17.63677l11.15885,-19.09475l0,9.18287l0,0c13.28883,-1.76473 24.26031,-6.57569 29.75017,-13.04534\" fill=\"#d4aaff\" fill-opacity=\"null\" id=\"svg_11\" stroke=\"#000000\" stroke-opacity=\"null\" stroke-width=\"1.5\"><\/path> <path d=\"m356.37486,148.09632l-22.78264,129.00001l-75.94217,0l-22.78263,-129.00001l121.50745,0l-0.00001,0z\" fill=\"#d4aaff\" id=\"svg_12\" stroke=\"#000000\" stroke-width=\"1.5\"><\/path> <\/g> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_14\" stroke=\"#000000\" stroke-width=\"0\" text-anchor=\"start\" x=\"50.0125\" xml:space=\"preserve\" y=\"75.2375\">350 mL<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_15\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"246.0125\" xml:space=\"preserve\" y=\"70.2375\">200 mL<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_16\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"61.0125\" xml:space=\"preserve\" y=\"223.2375\">400 mL<\/text> <text fill=\"#000000\" font-family=\"Helvetica, Arial, sans-serif\" font-size=\"17\" font-weight=\"bold\" id=\"svg_17\" stroke=\"#000\" stroke-width=\"0\" text-anchor=\"start\" x=\"264.0125\" xml:space=\"preserve\" y=\"226.2375\">500 mL<\/text> <\/g> <\/svg><\/span><\/p>","options":"","correct":["200 ml","350 ml","400 ml","500 ml"],"level":"3","hint":"","answer":"<p>\u0110&aacute;p &aacute;n \u0111&uacute;ng&nbsp;l&agrave;<\/p><p><strong><span style=\"color:#16a085;\"><\/span><span style=\"color:#16a085;\">200 ml _ 350 ml _ 400 ml _ 500 ml<\/span><span style=\"color:#16a085;\"><\/span><span style=\"color:#16a085;\"><\/span><\/strong><\/p>","type":"reorder","extra_type":"sentence","time":"0","user_id":"131","test":"3","date":"2022-09-27 08:14:48","word":["350 ml","400 ml","200 ml","500 ml"]}]}
Giới thiệu  |   Câu hỏi thường gặp   |    Kiểm tra   |    Học mà chơi   |    Tin tức   |    Quy định sử dụng   |    Chính sách bảo mật   |    Góp ý - Liên hệ
Tiểu học
  • Lớp 1
    • Toán lớp 1
    • Tiếng Việt lớp 1
  • Lớp 4
    • Toán lớp 4
    • Tiếng Việt lớp 4
    • Soạn Tiếng Việt 4
  • Lớp 2
    • Toán lớp 2
    • Tiếng Việt lớp 2
  • Lớp 5
    • Toán lớp 5
    • Tiếng Việt lớp 5
    • Soạn Tiếng Việt 5
  • Lớp 3
    • Toán lớp 3
    • Tiếng Việt lớp 3
    • Soạn Tiếng Việt 3
  • Trung học cơ sở
  • Lớp 6
    • Toán lớp 6
    • Vật Lý 6
    • Soạn văn 6
  • Lớp 7
    • Toán lớp 7
    • Vật Lý 7
    • Soạn văn 7
  • Lớp 8
    • Toán lớp 8
    • Vật Lý 8
    • Hóa Học 8
    • Soạn văn 8
  • Lớp 9
    • Toán lớp 9
    • Hóa Học 9
    • Soạn văn 9
  • Trung học phổ thông
  • Lớp 10
    • Toán lớp 10
    • Vật Lý 10
    • Hóa học 10
  • Lớp 11
    • Toán lớp 11
    • Vật Lý 11
    • Hóa học 11
  • Lớp 12
    • Toán lớp 12
    • Vật Lý 12
    • Hóa học 12
  • LuyenThi123.Com - a product of BeOnline Co., Ltd. (Cty TNHH Hãy Trực Tuyến)
    Giấy phép ĐKKD số: 0102852740 cấp bởi Sở Kế hoạch và Đầu tư Hà Nội ngày 7/8/2008
    Giấy phép cung cấp dịch vụ mạng xã hội học tập trực tuyến số: 524/GP-BTTTT cấp ngày 24/11/2016 bởi Bộ Thông Tin & Truyền Thông

    Tel: 02473080123 - 02436628077  (8:30am-9pm)  | Email: hotro@luyenthi123.com
    Địa chỉ: số nhà 13, ngõ 259/9 phố Vọng, Đồng Tâm, Hai Bà Trưng, Hà Nội.