天下到目前为止,在现实中还没有过时光倒流。 基本上每个家长在教育孩子的时候,都走过弯路,如果让你重新选择,你该如何改变呢? 如果你年薪六位数美金向上,如果你中产阶级在美国幸福到了现在抑或艰苦奋斗大半生。如果时光倒流,你愿意用什么来换你的孩子接受不同的教育,进入藤校呢? ![Image result for ivy league logo](http://hcjapan.clubs.harvard.edu/images/article_images/259.jpg)
藤校的任何一所学校,你愿意改变你的你的哪一段经历去换你的孩子进入藤校? ![Image result for harvard 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ugOyDRYJeGLhvQoR062PH/8ez0MXf5nS67S+yIoF9ZN2AcGILfgctJdFtNGzZDYcrkl84jProJcv1BSCvEE5o1uOloqBFKIg176wiwuyoAUMdNfiWdJx39CsjjHarXdUlBXJzk7zQNoBA31ClsPpdIDMlkCaLMgK+y7aVlAYBtrYCZezfQ2Lxe5wlH52Mo6H5MB2jb5wKElBNpOOvTFvuiBHPpE+kFyQzw5Ahm81Dtn1vueAHFA48Jz7uYNsN047kIcGurU06c+bPkZARpgSo7UwRJzPfWIRqEhBguOhdfRQ7B/gN5c1jyLxQ5AygAw5IIuO4AmhRp47ICn/0Ptm0klKhp8qrB8k0g0mJRi/HkiP6Qxqu6aDIMnuZ5A9DGnWyEQBpxAsvIdADpfQP0Iz+Ut6ItOZU920W8kNgIQpRUFSbptLOLMq+PAlBSndFE3LSYnseex68eQA5HMH5JKCHFG6zRFY0mE2P0iTgrw+DTI0/TuGtJL6RMwIVY4Ru1IvZN6cLisZEytpFaekxfJiHeRpt4N8UKe63TSNQM6AB3JOQTZp9VkMP1O+G1lY4rLZgdz8Jta194cgXyvcHuQamK/idIysAyCLZ0FWFlPklh8wotiVq+B35UW2pRKjSTpBR9dtit2SSTFGLHsSl8pspkVn9BilJ9YiDaVDdnVBjpzBjkP/7qYeyHVyFqqtzQOQSgDkc5SucJML0iIez3sgvTlZA5BjBHkoeEjRchV0BeQjk6iCfSd1VvBlbUEm7R9PR3wqRMw27kOVzXI+jEkJDidn6wdzOiSTcrsvSQHBk2OqZGfFAX9Cv4o7kL50hZ4CP/925DSHb12QDr9b93eWYwbvQHrSFUHWEOSrQ+lq5Qrtqk4Gw0Ucs9c5Li/N5stR0xiTlpiSz+QS3NR5xmXlGqFZ75zQ+O67+ITnOGC3Q5BvVAek06UFjB+dkg7IuS8GgpQEkP1gZODyACQZGm7BpQcy6YEseiADgSw5xYPRnrP+9tMEw4kgSVwOvWuJ/K/nKr1mH3gu40ZYCJXGbVsUU0KeZhKrJ0GO5m5HdMspKHNB7j0f9CfXJdEORAZ2IEcOyGloQOucQsQVPHGvmwjSRJCXhyCvUSuCHcSL4jX2kP/VGZ4KQRjnDIJmEq78xZkKWp8iY5nCRE7TNPLcaZCuEzGydEc3uiD3evIMyPBtzgHpWDx4g5O8fQZkW7y+DR+AnFCQ/dyHOiPSdeIfHWN3lMbYnXkG5IIg8ZzhUFp0cNKavM2hEcTnAyBfuuzqhj8WSdd+pfS8caRGZe2B7IPpeyrGE3INHFoTAbYnfNRdPRn3syuCbAQoqYJHyjLWckPibYeSDkhwnADkOSd6kcRrHcYmVfSxCnI/IfaFfoLJ56yTIOdu+AMUkDuXYtgtiRowOnkA5GsXJLKCIUk4NWdo3N1RExHsYc/OHtM5mRIjAZBJpZop06LiAcE6CzcqaYLapHHA0234EZcD6M9jNCMAY56aBjL4PTcz6xiksQ8gjtxZgP3sEYmMemtCnSUEOW8dg3ymUFdruULqkTgKU8OCf3WMn5gkHvemlQuSVQ4FDwH7KEniFWdI8hjup31Z/IZq4WyoYI4mHU9/Hv4IhkAa9Ct8ke3fowMbMAZeop6EPu50ruecAUhzOJiN5nf6yPBA1o9BXik8NQYwEAAe8sDEuxfFEEFNUgM3euYSo0aNgWOQuF43tZygQBOtM4YOy4CC7AfC8F6r0ZI5DqP0BnJrgq7YMS3B0QcBkG9y3CHIkAsyuCLaW7kgnwRA/l/qT94Hw30kGP5wQYp+kGHPrKsQp6Bm9AEX3u6xYAGlLg0fnWqjn5GxwR1bhzYfeDCUFCBjWRPcWoBmcgcSnLroC40/DTIY4+ndU5At5Wq/kolpua8nFOQqGHEnQXvMdEE29PDuCTuQobhOJBPfi4VBZGCQDlV5XPKkojRICfg6IzQa0jzZ5ti8nGe5ktxt12MBkBh2vYroNDIQBOnp8n2bLSnIgqpfXj5/7wT8rl4/faGUKEj9CGSQtA7IDF/S3r64fOqEqPcgb1IpG4UdMiyY6fdyf6KiV6kHw4i0jTFhR+xOeNHugOnDgR5KbIWyyP80cEG67BJ9GVG0nDwRW/CeY5BHIck7FDxs4loQhByNXoTfKaoqbFPsKZAGCYbvTKpCMlxmoiuC9jZAyZs2K+bJHB4EelMsyWmR00H98VsSOhKwTbLp9FmujVk7DBBcbAmFrLbKsiz3kzPLFsTxAjAOVc/n8wn2NMhgKDt2Q0EyWJoFyvYC/Y9uO5MFWxFBWgHCGUej5IDMMhxG+KoKNQkwduv8mkslWDYDdm+vUxd5TEXj0nIWQFp3RxJ2EO8A//ATzNrhS9d8V9BaeoPhWJvJO92eEscLiF7maJEduGEIMigmSJBNBnMHJAcoxUbkIgymeYrWIVKQUgDT8aT2QDJYvyY6q5ThKzfiAi5zxua5xId5ryPYjFDmMJOgz/OKflyOOP17X1arKRklMZdXJ0J6om9h8Ow6n1fpFRXyzgWp4M4dYG2gq7U+omRwBWgAk3TeZ9l2NZ/uazpG0BU7wfIuJZMBaXwsnk3Q3DWSYNhUO5Nyo7/hZ67tUSQJ3u4DSl1rpYUVrjljJkH2WlHSR2tARcIXBG3bQCuQS8lCCozNBAcykeNSxH2X4+qEX0e0RqnUL/PUdj2SG0FC4NrGvC9WBS2XU+hyc/SNokYijQzMyWIofkTJwRFI9CcTYIqrsqo4cdfwa8t5Tw18yYRQYEFiFsSyoDhViTlF0bPpoASji8GAss7T6kyhzPITkLBlGcjvBqhrRHfXpC5p6Y3AooUxD6ZD3QdENyiyCoLsK29eP3/urDZHry7fvFFWLI41SfZqOOKGuyJvBOMWxgZoCyBFPaK/fHPpSten0sztFVgtBWBAttpi+SqmaGEmGmAUS8cLXaTAinVBy2IkSAasfCPFZoWuyHiULBIvtSH65OLq9Ss1kcaFcmjr9c1yvl6PeoOFadzcVBaD3mZE2wZMu/hd3KBm3ftd3JWu3b0QMm2CNirxt/k63qv16Hf38Mwb59eKSUReebNfuQvfgpOCY0ItGHalg4SAeQ/StY3mqKplOP7j8QI7gIRr1AZSH6PSfLcgXtMEnkIc3AlQfySyD2CEo0/VBPRx1jOmc8nfS3C5MKLufL4ZYYB5RnJ1sXtku6qplDTDxZzadBjrzWaxwWAwilvgmJK7TW+znt/c3c1Hg8UYRL+ki0zOlyQTfZFswgAvK0UCqGAS2mIXl0W41YrlUoLQxj0djtNBqNvBToQ6eB2oRthSt4pJXUD7+zXpdwmA9KU2hJ8LiYwcXN83pnGdeoXGgVF1nyuIk0jQdlXbGUE6Yql7eMBRAuswrohZ2Re4jb4kgK9eJ/cKWjr8VsgLNAaSlgtiQyhQp+QEyDZek1XVtsPXYN8pSEi+LQhdYPBRaOlPUkGQWcG6N2vFIsylYnEMrYjB9BzGLQznu5rT1p20uI0cJisBJdtcTpN6g9hs1oO22WyGlVpN1xvxYSXQmvGG2FZ9r4++Ammk1MVsVxAyLMZaNewskKSrFwQaM2ALJ9g1QSMBhZyiOiXzKQEzsUDmKnkeZEwFnH8fv4SfyhkQUDI5bJa1bfeJFD/8Vq6zrB45ita12Uyr/9tvHz/+/BH++/nXBqZk5RJiPXA7zGs1zeZzfpARglyM1o4CdOMYRV+xbrc1yolA1KPVAoM4he+sTmPtKGOvc+CFdGUbPBFOucPU19vwYR95JpVKtdP5KqjAdqrdLlcV0PMws0t5/DOVymSziUwqw4ksox6B1Aq0Dtbf+LwA1gi/bWTgD5AOiUQWnoAF/DxoM99seR9BL4NM0E2y5S7Dr4Sq022xm/Nq+LUgyNovuJoJGrfujAPGXPVcWxGq6DYX0HjYGa/OlIo02ojB1xg2q4M25tJCoZ3KpNL5crpcBgOwWi0UGhE9MCefR3L9QqEAP9brhYLzqWDnEKS9qtfdL+FbbIV6X/XlrYHpSt1QguEnUMGrgmy7yDhMX+JSSKUjb2v6HcqmAsuWJu7VgFcTdLrfA2stQ0bRs+vc9+gRVRYCTdblBGgsTVNBb6s5t2nQIvrheg+4vW/Bzg82RdcyIrA26OHgLxHf28F+ntdAHMSvqfhIgcGPMzLhhFHBNCig+/+voMVTQZBsKcFr+DvrRHjoXggoodX/xJmhHwjI97cv3716q0cib19eXl7eYnXq5auI0k9kGpEXz5/e3l4+u7oC/Q8/PH/+7DgVNIzq9uqZ117jpc9vwc5oKJGnV/Sb1/gltKeX+AjfA8JPI/r33/3yYw6lDdYBNMB8AYC023ZXzNMPRyBNCrJeyFLrNYF5kWnBxu/aYBcoBTAbC9rhtKIZruj+Rt0P8OkiAoMauXW+PqhdfXKinahwfQLmVOQqWHIbDTwBXPYqFrJXYQonsM6HcVR6CdmxKogNVBXH7Fr8nhJwWxZQR9aBrTNUS7L5DAislgjDlZUDiY6nuv3+9tWrp9FPXPVQi76/ev+pt4AGUbpUTSgCw7VpEcxEBZlQgDnKZWTHYWQPlfh4OjVRusIg2NTaadBMAYSdBgav0nvEfify/JOvfxJ+MF37Me0Rt4cjupSnazU0O55qyO2E59qUlFpXAMeMyf4wHTa9Tf6G1CyDgaBKBiPn2RXP9xWcxBnAzPZRFrHp/4wdBCX/wgbCVSomccuxlFzFjcew71kQOAkNBU5D0RFrWSbxpBvnuiNb27Yn1N1kt7kCzVcWHc+SyWF28LZKUweKnkf5lzfwJufggaGaWGFgKo2GALhMCRb1H2urLRqVbPRb9dYEfb8iWYk86NoqnYEFXKtlSyVxgrYdT/9NyEh88ID2fshf3KK3GKHv/YzJAjqa111qZNslUa/SwoAsVSW4MQef6BCqUQs4h7MydaqRoPy2n0L5w/cF/Kq6wvhkBy6VPi15/pQWfUedANLigSdTVNagSZ6VmS0Qlu2jUOLyDZQyiZ9vqLk/TuI48NdIYxFBJoRWCXVIniZ1idd91t3+Z2Q9QvL8GS1CHZUhybPQV5Yu4KEfaRcaW5QhXeqYoMLPJj1XpEhXEso0Jx9AYrELWmcZQaOyR07z7Q4NTx0Ydn9dA5OSagcjqWVFW0XvKSMoaE9OGtBxtm+jX4JcyH/cG+lTx722RYYHacXWFR03xtnmnEFSxIziuHgm0b8JkE/dFS+TKNm0QE04W0PdJ6zUNMeW0IhB4UMjZbs2x+o1DJnzOpiv9kovsXxJQ4GDAaKU5i1pgt/8VyN8goEwL7BUIVq7QfktrebqvLhqaODV2TC/bCQkm/QnE+KOpDArhQxIVVbUG9uWmBfo1nv8RKt3dsu2a+uoTucvaOHIbvXRJJ2tQmubt7rQFhtdzWb5RkusY54uzVX1NQ0BZQWdKdl8QrAbpayqqyCDxFZOJ/OdodtMvvnr+dWbko48mRMdRSu4TLrCKiV9K3JqPi+g7GGkwzSXBS66snlhW9qKbaE/mVwrcA8jFgRr6UsxqJHI4yn5R9EcpqQ//lyZW+D0gsGjK12t1RCAViVBx9LWejC6fE9t1rqgqGDA1ruK0sC8ypZgbZpNX7SdPF5Thh9haHuXRj/H4HW0pMevw9lgbQktXpyAj6YVbCGVzik5rMPOHIWpa6QFnC22ZK1QEvK20oCr242crnfihFi79aGZPwTyQK/BO3oWibz2u1uOP0Z/PPSkotGrl/qL184Fj3i4E/qgzbghSQl3A8w12lW1r2jVltqyFS2F3teH4PIYqhE0fMQ6+OBqqiUXdL0hW5auVRNMWd/RvULefnpSRi9wAVPXk3HrxfNnV/D52WvwqF+8uLx9/ST65Nnt5e3t7VP4BRr88kIHDyESeXX55uWbR8i18OtdPqthdewsk1/putSRgVv7QrqqKRhnAoy/dk6sNU9Jn2XZvKLrKmjSdg4zAEedNlq02V2Vu3EQfD0z0m8jmhaJ6MnF8C4YdpMit2+l4JfxwbhGLCuirQ7LB88M4cudYhiSroibiGrSYKbHda0tZ1OyvhWyLJ8iNyfX04tr8jcmn2vJ12K2VCVTI2Qur0V3U0fvjpH19FM1ys8jerWqJWmaYm26aC6mlUptXIRWq8RIJN6r1IwiLTdoNhfwI9oZRbKed+piVn+EYIvs+GqJSzVoY2u4TeEgnirxrKIWhHb6l/Pp9uPm5kZOdemCATEqMlHcvKz9XilT8uoTYx1+qlXFBFmMTqYmDI/WWGmrgSxRujyYV5+MPby2dlF34viDbCE3+VeyYpKqCH5WviD1huY5iLSZBFxPtAHuB6Quro4o+Wl+DT9X02JpA3BOlWjUTuf6V0gFxi99lAhz3HzcGlqqNNjK99W+WCe9DiXJIzZQNzE9Au5TdSnNgwoJzEksovuEfMWVnATYSKOTSVHm0RorbVMAaZLyYTL9yfZ+z60wjiuGxUxJNcXx+TCGUK0AAB5zSURBVI5CLQD2/I5SxbHhjjS6YaBQhTbLMnVVBuma131E+aR8DV/B9AeQvZM5fJWHQAbyzE8+/bmvVsCQOqtqJg+ytc6wuIu+03XXHqpVDjswRYnXc86cEZy15jLLVztkvqYrHH6aPGgPoNoDkO2zIKfnQWJOa//fgtHHQIu+8id5Fm8w9YwMR6RT5fkCrcpPy7igb8wIIcR/7YBMqvl+UkeUdDJz6a3I9+kOsuauZsq7WDor5sPhC1B9L4UEgpx9LiXHpMxXhZdPb5+eH0VMbTlgRuwefDGegzHD0XBqAZOrjPvktlqd5PZCFndqYTmxHcf3z2Vc50tlwPI7ncU9PhvpiT7HwH9OKImYiTk7OSen5wTPFEFyTGmrCbnzvBK9lM5s9NEjVT5FS1owUbYXb2CVX0nZTbSeRJd4xL5EerVhHGMeYPlJ5+r252eCIOAdaHahmk/xnAOSOtq7cXfetjgHcgEzBUCyPJsoa+fVVORsjudcprsr8F1SaVpSjmYic8pOFC+dFSGuLNgSuXGW7tjSWRk1PSN6wk/Bs6MnSLggab4DGU0roPGnPSerZhg/iGsbIacq0aQgnXx5VlTP8QqInbNbX9QwIQBjO3qHTHQasGN4e+dtzWmiM3paKba6Um0KsnO+di15mp3Ct5EJEIJn/SAXO4POYZyetU8hqlGpNnd6iDWSeRigVBvcg3OUjL59oNhMpxqEV4RSNuOscjHi9S7Je5jMON/IuGU7jZAwGYwwYPqp16HhnrDD+EltBkJBWdm2XcpSkDHKCph3PYxLM9PdIwFsaW9si0Tqzd39tF2QbEqT1Zzy7v2Jxz8JuMuhymbHuVPMcZxZlJIa6Hcmp5QwLJlRd9LPINuMyLMwJQmmSuH0hW7Sc1o86VQhPql4zuoJX1y+xYXFhrgHaU1pKVctVGs6wPRdxiAlteHsuDt2QIp97eXrq/fnZmT0ZdyX5GPFPQRzOoLDuLN2zIJdQCS1xYiZbXyfN2CS5DVMx1moSTptZ+mdgjRJ3zvJJOePCfXOaBEsi7y4ABWS2oE06N278Wxi+ov7h5PYWhs64BFkVbSV9+d9yoD+2Fg5Zwqs43kfSAZ133hAOnJDOshLNQY3yw2+u7iUKEr36Ih/iNcoI42Omv/JNxnGJHKGoXC4L+VsZgfSZQNvHs7vLd2jBvElczl7CSDIs8/FKN1B0GaQqnbuQs4SAHJHTKL04Us0ImBu7uaxc4noyw6VS0xnPQgV/yFmOzd4clBG/Ml/w+iB9a3wrQdy72l7xDPIeG25WXGhtbWXIkVaI1k9qh4JEtJv8w9T4DXiCs01z3dCxt3SWVuvHkU9jluRFheCG2KRcfEXlq2T6ZikWPY7P8jaA6TE5JfsAcjpDmSFhO503RUeY6I7puQOZOFBkNEXBwGs0CDNsWlijCSwzj+AGHd0X+L0zvKB1qRpS1kFBFPtO5ZJyMs1hvy+O/BCHyAlgMwegXRHaDACcaF7f5lEklxieiAfcLWQkAepWmtcmyrNJVCA/N9DzaS2Rauu5dogZ0rxZ+SG1i2gs8WXtAwZT/+GhYnKB7rS7hj/Zu1TpPRADvwgXb6864XIwtqVtRgbJOYjQUbfeIR0zv8zMCAONMBMDva72vQ3XIVlOPQK6V5Pp0MD8479M9EWMIE5LiEXxO/HawzG1ulig1MYZIw8g3ZknTPTHwBpEH1I1rrP4asAyljIq1t+CKRvRlpkTYWp4zBjiS/3t9n0J7Gk4U4bleKG/Fi346fL7obJhJiok/uBlOJbQoJtzSVq1QuOZJbvDXBrvYS18dkIwUmQjhw1MU9GIrrPbCnGqbNquILnPMjoy51oJak8FjJSAwecQkyTTMV/SLNtOc8XOj3yc1sUy2cq0sZoO7IJW8rlRTCRuGqHBpwnYNlyGWBbSyFZseClmPekM078KZCukh2SGviTJnH4znBpiVMU65YfBInGzm5zhTaIVQJsmsAER53uWqrIWYYF27mvdPIiLlUqJzFilQyNkbQEO+UkPKO4yuICe6LFstVcLoPnd4S8V51xiFBPJihIT0xMvQq65YwqxJFFs/Nd8lLR61Ayf166Rl8l96WGKY5tC4jKBqr0dZqdC//iBnt6LoWYT9VPjm9MSkrqn+DJc3RLDYVu6oYP67c5ri2X4c8dSCDL29MgXyBI0wfSdGshiyAMijRiRehfS2ewkELFT4AMP4/sdrAp0iW4gpDl2EKVgw7in3Yf+5rLySlnnwRKyMGBJ9V0hPzsN+pzwasUjF+1Jph5oPEMj9mhzgpZfm8hS94+HKco6QfZs5xd2oYU5BQ4lJYCEGk+RpneC3kgy0f5zbsW2ZNmTDCHjm80WC4N8zJL8+RxZjIZWXWqdlk6I3vkoGhi8FsD7QSDOAmSCbqvH5eB21kbZmdGFnlMqWAz2fQe5PS0GsE5eQBy6tqrGxKfQQ+boLdBWRohsqQ+2NrpuANychpk9NIXvqoRJp1FzirwmL/Bw9QSSzSGxcuO08i1fwD+uUm2vveDHLbZfpL0hgJNX2azAo1g8rbO8Y0Wi9lqKaHFs2mVb/t8nbV1KrYGIBNZP8gFuZOkWsiYW8shsG4TzMrRcjnGUMFiQzWzBzJ/lMTtPvLCHxAAkAk5xYldGUgH1s6kJaaxrgyF5IpnM7SofqOQD2nxO9MHcvETy2dKnbhKDx0sp6hazTAZoSuuCrhznWgLCS4hgJj2gSyelD3hWzWROmBXfzNPK+maS8nGSUpGX8Vj/mvBNFGAlEI9JeSB10pZYSKmUjRNibVBTvIT3eoCbP57f6zE/IWWGTFVujXmto5J6wk5LdaF1rbM8baQEko8X+qKnB/kadmDu4KkHwB5UknXPEqeiqxEnx6cm4FVErxSYPmGkhbqQAK7IWT4uoYZPDmbVrbIeLgQTs2DEA7xErjprttCLs8BjwIrdFVkiK1iC202K+d35T5uO9obHeOuwK4PUfJkiWqNbmKC0vXiaJUy/D5CDr0DrAfVQLaq11qJhf8JVdBwNJVQo1l1bcGFc2irb9qcI3EwNMJ3BZA4BZqeT7NlFV3ZItNmmABI85Bhw+GrZ1dXrwTuPMja6UCnB7KlRnRdvz1Yio++OwwcYuUSlxfybELVccu6klDHKh8KkpqgbIGuAoBFe6gsK99TG4lXacAMayyAknRd7BqkqqArYA0oGhMEGYrFfQwbvtCxshImSPssyPFpkGO6y2CezdorzArWfWI7+jwQT6YgUwJ4kbaib8UCTTmjJIB/EjTSaNPzE5lgwLGDq+xtcUt9MtzyhSsLtGSGUbYZVZdxb7wtfwTykGEjyrZezacT3Pk5OT7NrmMaXEazErrX3voSa1GyTgPXUkMMrOtqTl+1BdvxfzEXq6RTTdJoJXBjnnowDt38iGt7JdsJwQI+YGxKdDYvNICDWLavNU6ArO0ZNnyF28i5G9IhyFNh4OK5fXJckNQYaSl7kNFX0iZ4LW7aImhVkBK6ruToPVkhBw7itWO0C30NbdHjUQZeAVyKMxSYbJiVqRXBgILWFZjfinIAsnlH7uhuX7tVA6yiyPC8E3c9D/JkYN7ZxAQpiXJD38/06G0Ej6GsjMhuB74iNVkEnI4w/JoTUm5pwGciTXQF20XROUb8ePymJslymGqG0obtb4GuOYUGTbiyqueqbEqglHRViHFDJv0JuTNwx0DPHQm/igjbSbeVBfvYBP1yKoxUPL3g0wRKUpBdWvm8y2JH58PEkbRKtheBLNKtvwTcC7Sl6JSQXFbF/DFq4YHc0XBv4eqpQY6DLciscs5eWnICNapKR4nVdTkDEquvY5Jwh17cS+ZFVsxjGSuYBF6fws9fvHynaCseXa0RIYPawczHP8bU9zC8akn6dXG6xkA6gATn4u3t86snu2kO2mNATyxleT77wREkRay4yghl0Gr5nEJPFeCvFRCNtNs4JdU+z7ZPrgxNiQ02kZqjNVtoSfQVWpGGJr0qgsrNqyIvVv+T9otm/TBiH1873fvPNBfnUsgkSLFGpkNfhgc9KZ4sN8t4rDYIpn8Q0quQBV26066ivuXJ6Etqs66pDwjWlnN2LsnyfEZOgHKD7iLt+Jaq5LDH17T+Aew0dnd892EzlqqdbhdUW+RZEQQQV1XtHM3+zecAZKmU6dcnUpyeB2nSYBfjHk47S+p+3X2VazPSkHqJ0+YQi+qchofwxS1M2unhzpGDAZ4DOIsNmlNM+TfJptPmD/dfggnp7Nbk5mdQZ6ayIdKHUjvPbvNsRkba4eYINnpeapUH81RRqtWC0tkUj1aswEGX9cZ2qwiCbhcybYFm81L7DuvvAHKmJZGb2HBwTzbAWVSHcnlnmtxZ/hKjq1ya087sdVhDj+R0IG2WFFL8gT+JE5LOa8ktxIoPwMwn8d4ApkI3k05xWWFFk12FbEvnQXgkqrYuC9trrBzokKBQqBClz+BpkWyiXW/IwiRX5flVQdwiKWlprFjygqRDMq04wVnxelcJvN8PGUGKir4cLec93O1z2PTaYrGYa4pirfffAknxVEasgr0HScL7vRA05xx905OoB1lNLtyNifC4504ehCNVc1mhJXb7vNhdqYLWTyd4TLAXua4S0CEVPJ/UOZueY8VMX9aUKm7slqfSVsZM370W13s3ilBKgHmyXw+KPIv6QXYFuSOrHYn8+Ouv//oxmUy6c0+xWWZlxaHhd8kkfsJTGH/89WOpDuK94U9Weiu5tmeRbFPo8Gn3i/0q1U28wLP9Fe+E2uRUwgZbq8y6JynzbZ34cljdNh6QD+6RymDeJVqC0M3IWV5HswfeQM9YLjrjOLrP1VuqJCX3AfmhT/jgDukcVhpy+7pI990gptEozuNQOg0PGt1fJK72IEHorLzHm4RIHfW6nnNOjSeUwmtSFzmac9QXq5O2KjTS4u6c8gKZn1wIMTak7aKEqzLXAqg8oCaKHmZCaeam5mwkrZqXBrGhjxs28Yib+Rm+UK4ZkRZ5ZjOpdiqbSGRT6XS7XK22dJXWStWxepS2TCrVbrfT8HM7Xc1Xu8rO1Ype+lc+jMVg3WHKOcnJfFzT6TZyZDxQUdzaKsbevNPY+f75xdopoQV6mQweFc0XBF1NZAXMOGw491gOky/narUe3Cnixnrl0SCi5HBba02VZZU2Af/JYQ1kLs+D56ep9NBfLLhU9y2Xgwu8AkI0y82DF9RIOt3pOR0ZOP/rkT5uEbAV82qugWzIJqq0PPS3uweSsmqIEpyQBk3ESulqSWxk2cTWlVNDaq7USFM6BmlYnogNP3sV2TU9Enn5BtrLd2/evLh8E9HL6Ukk8urd21fwNbhVb1+9ewefXry4fPHi9umV52NFQbAGdmkwSapMis72oRt3x5EZ5q1UW7wulPBAbK4l21kslHh4zaeGHMsyE7lFy2MmMptmsrtl09AStHaTxPH0jCOjDUSsu3JAyz8v3j95D/9Fn3gHidD27K2We3W1O1sketD2WUroegQX4JrJUiN+fyORjblP2xuABZNItGXM1WUzW/p/vvSp88RoMjr4I0LXUYQwOZU93xi4qfF8OJ02e3FiBdjePFAkZ9YQwldXnz7PBpRHMqBnTbD8tNFsMBstCRn58hdIF2hIWRVED9307BHH381L7vYfE0efpOQDbWPszFFzTm4OnwaK5GQkNgDzU1cARl06ZDhjTe53SRqHGzU0yTVVfeDvCmlq/T1iZ2nT2XDARcm2O/HjcanN7pabCirXQ2IuSOT115dUhJ+8xZRWH5QxfVGtUjnlhi8IrbwGjFRqstXgvjKn2r3tZPV0YTLz5Y5+jBF4drSRyP0YRPnOBS7ietrQZxR8eXtl6YZ/R+MikYohx6o/dWDGlDRAFyiUV0GOPGI1HWVP3QlDN0piXloey2Jna+xQBVeJe7uuNIlkGehCX30tyneWZIRupP0BMEtiFONkZhaLYJxbx9SskG1C3BYoRu7Xx53EYLoos0w1fiJbvbfjUbQNdttHzSzNWqJQ/0qU4XdWshhaS9qv3rSckopBVt5Ofafse5Po2QTl1cSvx3US51DaeItYSJ7QN80dO1SGwKwVj5TramIV3+AYfBVKwEjwcCMlk/Z2tehJ8NId7xpHm3AhdLgeFDyfP53hfrKNO/F6QmydCseY3pcmGMAoXT27/cYWE9S07X3FvAw/oRhrJJehG8Y5w3eDOV07W/RkFjvckeLLk9OxlTMN9KF6fephRW9XuSFZVZytTt046o0MJpKAkYLZF6MMg8wBXg3dd9Is62XCwKtw3+eBhZvTYVuc0hFFYq3c3TMf38bWqSiwYbnx2pizqlgbz0ilN6LWcqfNsVWq3waP0ZcnMb61UJgPSQuDUphlPb2Z4w7+U3zDlLja7GTid1H6/MMLKycl8dqNgDkTc4RCfYga5b4GIHGj7hKpTDG4E/mCXSPABrCWlfi8SCYYIpeXoZpCaKgMd6MqorqMO0N8c8qmqT1Kdxy0UXD7OWwzV7A6OdZD0jQruMj4XQqw9ToptDz0ex3MwCb5/GNHcYeEZbGjWnh2KTxJm1dIK/MdJU+xRrfDGxOaJn9iK0ZssU/WgwTbqWFZuF+ajgzz5mzlF8woUboiV8VtNpVufYS2z2eWk4LfEZ+HKt8XclqLZwsc29dImhe/d/WVSce35p7Zd7K6pPa5p04ZJ27wBGvRHU8vz3IKhiCPxwey12VOnAgZEYYU7NiXn1MmGn0dwcevM+JEw2RcliujCZPw+lFzZpzpvrR5QvgYn3vOb/EYpCdYDcudEVNC7pY3vekwjnXBuNrXslm2MOG5VI8eK//20VWiNPgIgq7yEzygy+N/MCnRIk02Q7VmbNYjkuG+1OGfzbHw+WyQoeMbPFPjZhd+r/Xo7nskl2eZjIybNgks3SOP/QnuLlrWY82CcPgNDczVPuJCxITnr52VbsxfWTvpEzNvvg3dObM8moHmZx/JdBc0djzBOgo+arwhk5TYp9u/NcpiC/P5xO+hy8Y8+TinJPz+FV2ew2QA8A23YlagSzpA0pRGbqaHonRG3ETvoJE6+2zB0wxI6ZjLv7ET2qhCpMIWE0fY1kpsVVmmxbLUPek9SshGLyJWvIayMyVW01x2K9pdGu0VxLR+YqXPHeZgrVDx9MrnQy2wzeoCdKEZ8luuBxeDc6C2aXTILuFmYmDi0fFuPkL8RJ9HqB9QJFUxr4PQ2fYx3w0X4PpJ5dTyH50w6HodjPf8swkZMJ5AsFaWBN3kQ1Nv4bFuRUraWRaEhYJZMgm5LjqnJ1eIpV88RMxw+EWEksRI4tEQVVwkzeVwv5y2Zp2hDdpdI9KrbfyLc73PVSDuXTuUjmCdJ80jI3+w8YZvQDp1jpO7K5vHte0UeAT41uIy/pCNR6cjvsfQbJ7Fs3rZgl4S2iyfuiZ35yqWii4V7/fEm51ewf5k23gizVjSCTomroL0g9xnCBdHxMrr7bSK+TQaiMiqM3dgYr45x7LRZxHLqVv84WfMVVEw4ajPyky2lHzIFDWd/YCLaE/SHo6+ECNKazJqVsBtTDpp3eTE/r46aQ52oa0bkmvhnnBsXVPzHKA08bYpsOxJXUJZdVTEh88/ggOr6LibjlpNKX2JDB6cYW4ZZvGOjKamOQwGmz6nFYc3SUIk/e4Gj6qZH69Pj6xDfQoTd6vVRbag6VuWAZdwPI6TXvE+Dgb7iXOa3wKrjjGFcJOk5dd6g4cpWe5KcM8nujZA0g3nNzrd5faTlz+M8l7JqYLcwY4c69oKsYLKqnJHrDpT1ejpT4yqLxvtv8+QZd8F5E84+jQiAauSal5aSpjTt8JtgMSSEie7QwiLi818HTNPdW2DG7xKsiyrmjX/mhPiFySu/vf/9s9MIvM/YOiOjSZd3xF3sKOyuSbSRCvgNmS8rWgMjzVNwLIgf8J+Mr6LoKju/SryVVXNYGpnVdlWt4QMdhAxlJ20JHJzWpGMjX9mE//8Z/1/dU6Ftx7ZKkT7nwme47L5f8LnY3E+JL7kxflegY5jhDRsRWT5uoxGHlYxGGtQmbtKMySj5WzmhRnHmoqbq3TTOYksfefHEWnQbA50PDnnxJQzrFXo3/9WZjlW/Oe19QVK0mk98r8SPDzkf5Y2MPuOfgap49uE+47EfT2ZzklyUsjWMeDLO6cDLoCY7syMXoDioLH+KVZ28tdgi5dx/Tvmy2rVddP5VLEk/ZRZOiVm5X93/8mxPPvP3BcfJVqcE/KhVGb5/zjpX66t5H7YgR+XFb8YLzbvCLG0QoIXrx2PoQjEfAtiNvzkMuJV9sSkqog5ctdxzADx3T7wR1/W8VOBSNwx/f/8B58odOHmzz83ff8cEzhvW/6PU64X1q3stJORPLEddHEBPkqy0Wp4N0+JFHnx/nUksqvRGnVadRCmRHczmEPehcmkX5jMraPjn6Gt70L//h8tmdw3v3hGet1vEvk7mqoZaACrCCzodC4W92tj3/wwh7Sm9743nOK+JjML1yxvzFBxbE6bM3qyvD4L+BmhaQ20vZ92Rlw/EbwakNC//xhfHv/wBc0kKK2DIGNxLNQwemRjOJkrvi4FpMB4Ohx5W7pL2Hb7u89nC/O0xGgSy+8hVA7/dNqQgO5+TI3dY5qxGIeCZtMOlgk2D7CTf6CPzm6mDynWKk7uUiw2GAwXU3N8DM+o7STPzeEy7/qE/OxZoelXHF183NaB6N3c8i31WJZ/nHtHp/A8sk1vkLruY8egOXy/meSYXz8rXv6YVjm0lw+4Cas9/Wu/upeasghOtgeaOQMdOe2R3eQbxON+iX5/ZLA3z56C9sXNF/YwkFl9cqEn+ayhCrnZb3gA8mMzrDxCTzdjRCKO4rS8BR3rQGAfWVzm6czZr2vznaqsAUNK+1E2ibWP9Y7JcLBfDDOItQbbbHOOoMa+46br6Mckz1QEYeNzXxcBJTYl919q5DzUZqAW3d5WJB8hlz6pY1CXYhc+qNEptiG4x34vNmwOXfFVMYt0AyDTx+buEcG+w2BBJO9ZtOn3gQwwkOd/BEbo8giUmouztxvXJvGlz+LB5/P47u+F44JKVJWDWPFM3SIMGM7Xhc+QaiYd7tz4DoP1zfW9XTmlazBf43g83Ir4AscRMk33K39PNojpfm+29yRq3c7ofPOKQ7ENHOLHpP29RbcA0SdPFnvxtjO5KoQsB4vfVXMct+LgsCZ67eMpmskbkvblxPdOJcAw7uTm7pYcQ240fm7tMwPwXFj839THwntl6cWBB3QnpD++GRtaOI0NF773shRMU3pK5m4HDcP9GHM2+OhZ3rwyvSrYO5+UdrcjGPq0X81lk+LScc5rq88Prn5pAzSOcK+s93oN17mbMO0q+/niaXB3llZ2p4P2vJR5k+x3ujDo5B4f+DuxuLU2ikNX7Q/osXZ/VhvHPZad7s7RchYNKyNf8TmwqbO5mLvBgacTDNczqhAk8o6UPckazEl8xyf0SgziODY4GJBf4VB9QQOWdbbeDhkj0/lq6fbW3Od+j5wjemLeiHgG6HS3YE035fEeCpLpbgFz3m8IA2/c0ceBK2Dtv/6TWiVJYu5qmrNfzH5/j10fwYgHc2exY9+Fi3/tTuPeiJpLO1JKVJjiKVQ7lvWk6oJ8cWT1q9pgP/mazf1Z5fvtTPCcWFRpO+Os6MzAnTrQB6EDUrpSeGxZyaUropz4trkk66+JOn5Fw5i5d27rPp0Iz6V2Pk3RFDCJz1S5sZxTaZy/nOXsnrUbhbErjY01EDNW9JzvMbznD1aMD7XanNx7r5+6WFxyhDzNMU/uxUUzjoh1lxnHZFEZ9pb7DU9C3tHiOBUJuXcWInvnNiv501rljtwfWs6D3SRb0qyeJtlrd0qq2r42n5D1YDraqU807UznkzFd0KvQAHx4xeBPaZU5sRY+oT/32M9w1GLRv1CBAamY51sMHbat+Y0362BtcAwQY389RGyYOr0LexuLpQvK2xpr7ltLADLvE0vcc9dDPlKCHbfw+D5kjr4JKnoNR3y9kw2m46KAWU5JuvCJHjTSdwas5Zpotb3j2CPzpjtc0yVojW8HIjajqcOwe2ISa1dxvdvNn/LxINhDng40dhpotyVY02MILD+8+/LluD+umSAGl82dOjPG09nGIWncb7rtFMY+llsjEvHFJmnwvWf+CV3+kmZgSevSH8+m4Iz4Pjpa2a/IL/YJQetBs+L+UVzMCblZfFt8GmgGLg3EY4fBK2N4v3aRG/t4mEV6QYas4c7py+FfZNx8TjOmuK54cxilM0z3wy65ezCtHdSqjhcbjKk3/wsgdFutiVar3ju3CnDYihW6YiLNHhO9/LZabdHr0F2FYjDhTtOnWKs0ezRufhf7jED0N9YMcxGbuweD3qw3M1r/C20w26zdgwsksOxq/+UoeNyMcWU6jG3md/vjiq279SY2PLnq8//bF7X/B0Iy8IU+y+VQAAAAAElFTkSuQmCC)
如果时光倒流,你愿意用什么去换你的孩子进入哈佛大学呢?(包括已经进入哈佛大学的家长们) 回头看看,把时光倒流一下,你会怎么做? 《版权时光所有,翻印倒流不究》 |