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3/23/15

Random Recommendation Guest Post: How to be a Woman by Caitlin Moran

This recommendation comes from Sarah O. Follow her on Tumblr at tales-and-tea.tumblr.com and on twitter @tales_and_tea.


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bCzt33lIfmeX0tgbeYCrVpdF13R7CC91JtPuLGMxnmhLhx5segd/jVfGOG4xiX30uD4oI4x7CSaniHCMp5ZF1WH9PmRgPmz81ABez2NtC1npTSSK4/C3UgwZB+aF7l6HxJ8w3L4b1e209b2zvecWt7EUZ0GSpwRnHoJqzXgiG/g90aVqJkjb4PbQsoPr/0qg1HRr/Sn5by3ZATgON1b0Gna9ho+HdR0a1N7Z2UotGkixFd3TAF239QAOMDv+aqkGw4fike3vEvtTdSiyRbxQZ6sG/KbFVMCRvKElYIr7cx6Ke4nzePmpjxtG7I4IZTgjwNNIi5aXLUmKWKqrfg4fzpsz/f+o1Kn8ID+c9p+39RqVSgXWB/Ld9/iZPrGg8VYauv8tX3+Ik+saD5aqI8UuUk4AJ81SctWFlGbYo8cYku5f6IN0jH53p8PbSgnT9DvpIhzSLaI3UhcyH7PRkUZ96NsV/8A6Zc+OBQ0d/b2bNOzG7nGwlY55j3hfzV8/fQs2vajNIWWYRL3Kg2H76z3qlqPDt1YRmWMieIdWUYIHnFVSFo3V0PKykEEdxFajR+InaVba+IYNssuMe2oOIdEW2Puy2XELny1A+AfH0U39UVcs8N/doVtBFLK452DkgknuHd7a0HG1mzRW12q5CZRj6dx++qDSYTJq1qnjKp9hzWygmj1231DT5dmjlaPI8Mnlb1EfNS9qMHaWkl7dRW0Qy8jcorYalqUPC2nppenBfdTLl5CBlfOfOe4eFB8NWvvfPqF9cpvZIVx5+/6PnoHR7Nte4g5rk8wcmWYjvHh6OgohadYuwfWdTmVF6wtc5btX7ttyQOvT99MvtEnaxfV476PUIi34WROYMD4kEA+Fc4hvzqGqycpxBAeyhTuCjbb01ZcLsfenWkcnsvc2SPA4aqqr0HR4dVvEiuLgwo5IQKuWcgZPmGPE1Pc8OxWurXMNxerBZW7ANcOuScgEKAOpwe6rDgi3M2qvcPuttCVTP5JJ/1b21T6tdzapqsjHHKZSsaDoMn6Tt/Ap9iy4g4Uh0uzguLOeScyyCPkbBLEgkYx6KWh8NadfzvbXV6z3KLzNHAPJT9roTv3Va8bXbWlraWUB5ebmJYHdQBjb0gkUPwZEtlp+oapIByIvKD34AyfpFZ3dDK6hbmyvbmzSRmSOUr/AHsHvFDY81Tyu9xM0r7vIxY48TvWptbG04X0+PUL+MTahL/QQt+Qf46mtDLe4bmOMTTWs6w97chAProuDWZLGPlsbW2gb+1MfPJ7WyPYMUWOINbvb5QLhpDK3KIAPIYH8nHeO6peJNFsdISBYZX90yZZo85ULk75+bz4zRAy8Xa8GBN8WA7jEmD81XVjxlb3yG01q1TkfYyKMr6wfpFZDlpctNC44h4d97SLqzbtbKX4LA83J5s948DQF/EZLe1vuUATpyMR3umxPrHKfSTV3wxqKvzaPejtLa4BCA/knw9f00tW0p9P4daGTfsrwlG8VI6039Ky+KXLUnLS5aqLThIfzmtP2/qNSp/Ci44ktD/f+o1KpVQ6sudYvf8AESfWNCclH6qn8r3m39e/1jQvIK0iLlHf0o1C0dhNc9JJm7IHwXG+PVgUPyCjjCZNEVlH9FMeb0EVKKzkpclS8govTLP3VeKnRQCWbwoK8pjqMd9a7Q7tdT057S48t0XlYH8pfGs3dBDcuIzzIpCqR3gADPzVLpl0bG+jmyQucOPFe+pZuA7StOay4oWJtxGGZSe9cHB+ehtI1L3Hrfupm5Y5nPaegnOfUd61ssMTML5TlkiYAjvB3rBCPYVJ3G24l5YdCumjADTOgYjv3A+gVV8EqBdXhHwxEAvoz/4p8t0dQ4PcMeaW3ZFbxxkYPs+g1TabfS6XeC5hAJ6MpOzDwpJ2ADJ5Rz41oEVtK4OlLYSbUXCqD15B1+bP/UKcb7RJrk3K6TPJcvv2POOzLeO2/wA3qoibRNX1u4F3emO0iA8kNt2a+AX7cVaJ+GYxpOgXeoT4j7UFowxxkKpx7Tms3o1v22q27OVVEkVndiAAAc9TV49rw/DcH3Tc3WqzAYKx5Ye0H99Exw8+9pwmgj/PuZAp9jD99RVXxldR3erRiKRJEjhHlIwIySSf3Ubct7g4CgijyTdMAWHdkkn5hj11NNapjE2k6TH5jchPoqW2kSCMwpdwWUZ6JDfRTKPVINvUafQpeGtJEuqW8t2AiZ540YbyEDOQPAeNC8RXb3+t3DMxKxuYox4BTj5zk1cXGjXDXwvbDW4bq4BzlpF5/RsSPooO/vtTtpw01jBazc2TMluOZz48xyPWKv2gzRbGLQdPfWb9MSkYijPUZ6es/MKzV5cy313JdXDc0khycdB4AeatLr80GtxW8sGoW6JGDzRSvykE9/noLRdGtry7xJIZ1Q5YRqQgHgWOD6gPXSeVF8N6HCto+oX0IlV1IjjZObbxx4nuqvThue8mkMMlrASSVt2ly6jwOM0fxHrMnanT7N+zijAEjIdyfzfQK5w7ZJZwSatcnkRFPJnw7z+4VO/yjPzW8+n3hjkBjmhYHY9D3EGtTxRP22g27d8ro3zE1nLqaXUr95inlytsg3x3AVYcQzHNrYA7W0Q5t/yiB+4fPVsFFyUuWpeSlyCtaFjwsuOIrU/3/qNSp/DK44gtj/f+oaVZqodUA99bv9e/1jQvLR+pD+VLvb+uf6xobHmrSIeWjNPuzaOwYc0T7MtQ481LHmqXuLmPS9Nu/wAJCz8veEbp6iNqfcWKQWzRwFo4iPwnJjmb0sxAAqkGVOQSD4iu8rSHJ5nI8d6zqqdd9gOWO3ChRuSp5s+lu/0AY89Dcp3qdYixwOvhXOStbRfadembQLmNm8uCJh17sHFZsLRMbyRK6o3KJF5W84omz0q6vT+Ciwv57bCpOwGtrp7VJ0C8yzxFGBPsPqo/SuHLjUMSTAwQnfmI3b0D99GrBpejYM592XX5ijZT/Hj7KnEep6unaXkgsrIfCUHGR+/17eamxPBPp+nP7l0a1913XRmQ7L/efu9VRaj2MQ7TXb0zvjmSzt9l9fefSaFvOILLS7b3LpXJEvRp37/RnqfOayNzr9kHZ2ledzuxALEn01JBopeIrhF7PToIrGEd0agsfSarJ7i4um5p7iWU93aOWx6PCqN+KbRTjsJfTtSXimyY47KQeytaF0GYAABdv0Bn6K60rMMEJ6o1H0Cq2HX9OlIBdoz+mv76sI5IZhzRSK48VOaDqlCfKjHpU4NHWt/dQIY4LkSRnYwTjKn1Hb6KE5fNXOXzUBr+9l2eWWFrCboWXLJnzqdxToX1HSopHtJEkt2ODJHh0z3ecH04pkdrdTRczWs0kfc4Q5HoPh/G1Fm3Cl7iFmjZ1jSBIjy5cjBB9ak0FRawrPeRRyvhXcBmzV5xIZQLewgiIhAzhVzzEbAer7KCYh5pYrxLfmizlx5JJB3A5difVT3laO3Dxm6aE7eTdeSPMfJyPQcVPkRW6ppfNNKoa7A8iI/1f6TeHo61XyMZHZmJYklizdWJ8akY8x+CFHcBXOXzVRDy0uWpuXzUsearsHcNrjXrb9r6ppVJw8P5ct/2vqmlWaItRXOpXX65/pNDctG6gv8AKNzv/XP9Jofk89aiIuXeuhRkZyBnepOQ+Nd5fPQdW3Cz8sp8gDmJHeoGdqntxeTxyNBKYUj35UblA9nX11LadoAokgaSMfBIGSPH1eaplsbiFjJZyeSfyW+jB2rNqmTRGJ0W5u0l5oy2JB4dBzd2aC7UdqwKJOgJAMmcn1jBqwjg1EkK0EOO7tArY9HXFFRWcqyASXEMRbbliiUE+g4pvQAtS7N/s+lROw/ODMB7TUt9fX6yCOadUJG8UDcvL6Tvj0Zqa8u/cje57V3Mg+FK7FivmGen8eqrwSckkk95OSaa33HJdXg0i37UQ28GOkrgu2fNnbPqrN6pxfd6mezhaVwD/SOcAegdKquL9Q59XFurBkhUAj9I7moYp4008G3gy+PKIrWkWCW4uIzNcEE9+/U+mmDSru/fsrG2LAdWI2FVkF5I06q2cfm9wrX6bxE8ES28Mahj1Y4+YVRVx8EXjnyiWPeegFKThHsiVZiTWysdY062jMlzGZZOpLSr8wztSl4o0B28uJos7Auu3tFQYCbhx4ySjHagHtLyxfnjdlYd42NepSQabfRCW2dcHvByKp7vR1D4ZeZT4UGSs+Jr22ZUu17VOmSMGtTa3MV5AJYjkHx6is1q+lNZSkMAY26bVzQdR977poJv6GTYMT8A0Ho0Wo3MyB51cwRpgpakBifE75HqwKc1yeyjnuCkMbOHjUyO77d++foqqiZ0ZZI3KkbgijUt4NQIKMIZ+hQ9G9Hh6KmjYa5hhlnkliuUKu5bD5UjJz30mkigsXto27SSVgWZchVAION+posWENqf9rZSp71ZvoxT0e1BJs9PecjozDyfnz9FRVbBZSTAvtHEu7SNsAK5O0bERwAiJfyiN3Pif3UVcreXLhZnTI6RK6jH7Oc0KY2UlWGCNiCKsEPLS5am5KXKa0gzQFxrduf731TSqTQlxrEB/vfVNKs1YivwPfC5/Wt9JqDlFEX34wuf1rfSagqsucopcortKqOx86viIsGP5p3o6MXaY7W8EC/pFSfnoESMoKoSuerDqfsFJDyHKgZ84B+ms2bVaJdhVKW/a3UpOMkYUVCZhaF5GkEt44xkYIjH8d1BvPNIvK0rlfzQcD2CmbAYFTlNnZ3yTkk5yepqh4m133ttGitm/wBofbmH5H+tEa3qq6fbEIQZGGw8KwM7zXlwXuGZmPdWhHbxvfXZMknlO2Szd5rQrDFp8fJyAsw35WzQdrpRAjlnm5VxnlX5q9S4P4Fiu7aK/wBQQ4YZjQjqKfCybeb+9s8kDP2RQN0dl60IVmtBjsw3qIr6ROjWPYCH3JFyDbBFUWpcF6PcDyrWJfRJis8y8seFSRtdriQlfRsBVdOkloxVJSVPXz16trfAiRRk2IiXH5PaE5+avP8AU9Llt2ZJU5WFal2XGwLpWuXWnS88TsE71zsa3mna1DqVuGVsNjdc9K8yRjDLykZHeKsrW4W1k7WGUJjcjeqy2esKJISsg5h1376yM0SsWUeST0NXkOrx6hbdiXxL3A9/oqouomLk45cbnNEaHh7UDNALaf8ApI9gfEVeAAMDv7axGm3Hua4V2NbKC4SdAy94zvQWcV+oj5Xlkz4EZ/zAg0ya7Q/0Vxdcw8TkUHXaml2m90tICLhVlB7yAGHoNQsSx3JIGwz4UqVBzlFLlFdpVUHaIANXg/a+qaVLRPxvB+19U0qzWoHvvxhc/rm+k1Eil25VGSfPUt9+MLn9c/0moKqJGhdV5iBj0g/x0NcEUjIzhDhTg+apo754hhUjxgDGDvj1/wAZpLeTImwG7luY5yTt5+7AqiHs5PzD7P48aTo0bcrDBxnrU6ahMqBeVCAMbg77Dr7BUM0jyP8AhPhDb5z9tEMqK4l7GFn8BUtUnE9+LPT8A+U5xQZ66nFxdyNM+d8UOUitwWIy8m+PAUDA55+Zt2O/toqSNhEWkYl2GW8woNDwRYScQ8S29vJvEp53HmFfQkcSRRhEGFAwAK8h+5BbC2W81N0LscRRKOrE9wr0W+++IxmSG6srUHcKykkes/ZWK3Iu+XbIAphVm3JwPRWPh4s1fTrxYNVtoZoycdvAela1LuKaESI2Q29RdWBrmLthyAFs1lNa4etpFfltIskdWHWtdPe29rGXdgMV49xbxLf6/qr2gvBZ6chwSrcuR5/GpW4yHFeinS7sPiMKx+Cj5+aqVjhQy5x0rW6vpOgpoEsthctPcLg87N1HftWNUgZGe7et4sZTVERSlSGjbcb1bxXfuiPMgyVGCR1FUOSGBG1ExTMhEkZwR5/mrTC6WNJiI1byiQVIoyxvbjTblYrjeNjgHuqkF0jgY8k56Z6GiWupLiBIGfmAYEM3VaI3qsGUMOhGak7GTlDco5SM5yKHtiPc0XKwYcowR6KJjnZFChFfkPMMgnHj9AopoikYEhDgZycebNJY3d1RVJZjgDxNTtqEzqFITAAGADvsR4+elLeztKpkwWjzgeBwBn5qggaKRVVmQgOMr5xnH0im8p8DRTX9wceSoKggYUjAzn6d6a17KylSqgMMbA7D+DVE2ifjaD9r6ppUtE/G0H7X1TSrNWIL78YXP61/pND0RffjC5/XP9JoeqyKN3OsagxhcDHNynJ2x/rXVvpC3kxIW7tie6mR3SoVzCHAxkMeux+2kLoLKJFhUEKw9ZGM9KqnQ3TRz8zRhmBGRjrgdKGJJOSck70SLtRyt2SkjGQe/wAd/OaHOSS2MAmgjlkWGNnc4CjJNed8Qak+o3wY7RD4I83jW41oE6XNy9eWvO9Qw7xso25N/TmhCs5FSTtG7ulFXE/OAo6sQT7Kr1IDKCfT6KeJC8wZu80HuP3N1jsuF4rhl353b91UuscTvqOqOtxFPdqnMVtopDGoA6lj+6tj9z62ibhS0yoIKZI9ZqxveF7WS5912ydnLjBAxhvUdq56dZZ8PNrPVIrq5YW1gIBGcF4pWdAcbhsgbjxFb/h0XTsqzqeyK5Gan0/h9oZCZIoVTuwo+gVdLCsfKi7Be4DFDm8vPPugvqD6nBp1jHIyunMeQdd+lZhdGSxs31C5to5yjYMkwZ4ojgn4Kgljt6BXpWtt2OpwTvjs2BQn00RcWr3lpyW/IFO/KVGM1Pte+ngN7rE1yw926dDCJF2aCPszg+I76z0sZjkIIIHdmvcbv7n91qU4fUJ17NDnlTG58dgKz3GfCdtbaUxgRQ8W4Iq7SzceXZxTlON1601lA69a50NbcxtuvujKj4QHTvp8QlzyjPhk0NaymGdX8DV1aWxeRMYKkkjPjjY1UaXQJmWAQMduo9NXkMhRxyqGJwMeO4P7qpdLjBI5eoOT81XMb9nIr8vNy7gZ7+6iJIrooYhyDEbh9urEZIz7af7vlCYEaAHzd232VxrxDzYtkXmOdsbdfN5x7K6byMqB7mTYk5z6/D0+2jTpv5WVSYk5E22HnzufbUEsxncOQBsBsfAVKt0ixhOxWQ8xbOOme4fNQ7MWYkjBJ6YxRB2ifjeD9r6ppUtE/G8H7X1TSrNWIL78YXP65/pNctZxbymQjOwGPWD+6lf5933ODg9q/wBJoOSOZgvlrkNnYY26VUWAuLTqbbbY9fPTjLaCI/ghnKjpv03Ptqn7O9PKvOgXvA9B/wBK72U78qtIeUHyvP8AxtSKt2urTmJS0AU9xGe/P0YFCyPzEhOYR5yFPdQccd55DSOuduYD0dPbSdbwg8rqpwPA+Gf31US3EYlgdD3jFeZ6rB7lv5Ix0ByK9MXmjg/CuCRnLdK8+1TlvNWlk/q1bcjvoKtUJXJGMjrTVbDDzGjL1RGoxtzDoO4UzTreOe7iWZwkZYBmPdUHvf3LLsT8J265yUZlPtNbnNec8IPDo0Bih2hdyVwdugrcpfI0YYHOaxt0uNFs4Ufuqi1Hiey0u8WCeaMO6kqpbc+qrZWySW9VZPW+CLO/vZtQZ2MrL5AJ+CfNSkjNcRcbpfamtpCyCIeVv1atjw/qQudOhfOTjGfHFYG8+5xILkTe62yRucDatdodqul6elqZCQgwCetRvTRXFyAvWsFxjex+4pgzfkmr6+1KONSS42615hxbq/uqZ40bKjaiyMPMQZnx40zG2adKMSNXDsAK6Rxp6gsQF+F09NXVlK0JQlycEZGOn8ZqrSLPMyHdADUtrM7S4J6dT++qy9C0lFFkjg5L75o9SA6lhkAjI81VmgPz6THv0J9VWDBz8BgvpGf30QVJPbFW5IOViCB4Df7K6bqHs1XsAeUY379gPpHz1VtFcGRnUgHGFOdu7fFLsrjkXJBfnLHfbocD0ZoqzkngbmMURQ55kI6qfChySxLEkk7kmgBb3YCeWCY1IGT1PcfmFFxLIAe0fm8KgstE/G8H7X1TSpaJ+N4P2vqmlUqxBffjC5/XN9JoeiL4gajcZGR2zZx6a7DEVnVxhlIPIfP3D01URm3dcc7JHnuY7/NS9zvglGRwBvyHJ9nWpbVIJVczH8JnIBbGaLkaNm/AyW0akAEPsQR6KmxV0gCTgDNGQWUcr4V3mGcEouAPWfsoyea30tOSGJe3YbHryj002M1rkzWOnTNICrgYweuT0rz9JOYFB3kZP01ouNL55FEXOSA/lZ726/vHtrN2i8sLNjJOw81aEN3L2r4zgCoomIJAGxHs/j99Nk3kIznfuqRV8gkDqNqD0b7nF+073Gm3MhblAeMMencf3V6jaIyLyj8npXz5oGsyaVqsF2DsuzecV7LYcQw3cKSxyA82O+udmnXG9lpqF/rlnHz2dhFdZO5aXl5fVVE+p8ZXDlla1Q/2YcY+itOlx28Y5SNx0quu9HubpiYZ+ybxxUu3XHKT5jK6lc8ar+EkltUz0RXGPooO0u+LrqQRTRWsajrJz4OPRWkuOHb2PeS/aXzYqtvJW0yFi2AR89RbZZ2B6vJLb2komlBflHTvO9ef3ILlnY7k5q01LVHvHYsTy5ziqC+uxy8iHc1YxbpXyHMhPnrhOTXKQ61twE20rKmV2ZD7QafFIqXAkKjl718QagQMrZXrXBnO3qBrSNzwnO3YzWrbhW50OeoO38emtGysuMjGeh8axfDkwgv4uVvIlGNz493pyK2iuVyNip6g0RylU0dv7okAhIAP535PpqJkZFUspUMMgkdaiuUqVKqg7RPxvB+19U0qWifjeD9r6ppVmtRBffjC5/Wt9JpWjFDkTomTurA4NK+/GFz+tb6ahRGkcKoyT81VFo8dlN5Ujxc3eVcD99PtrWzI51j5gPymzj59qAVrWAgBe3f85tlFSy3iOMSyGQf2cQ5V9ZO9Z0o2O93kkAC20IwDj4R81U00rzyvK53Y59FPmuXnAUgJGvwUXoKhPQ1ZPtNsPxSySSQID1ZmPpz/AOKqXdxH2aDAxufAVJrc7vqrof6olR6zk/TUcmWhAU9BlmrQBbAPKPbU0LZPL17qhZG64PhSiJWTJqCQbGrTRdeudOlWNWLRk/BJ6VUu2xxTI2xIreBpVl09g0bjWFSsVyShHea044u08xZEy5x3mvHXiFxbLLGdwO6h0uJUPK5Jrm7629YveMLFUJ7TJHhWI4j4kOoApCML41n3u9qCnuGc7naimz3DAHLZNV7MXOT1NSSsTUQrcccrs5cZxTkX8IM9M01RlhT9xVYEmMKenTuqN13yKljk513O42NRyth8Df0VQTpt08UwHeGyBn116RptzFcRQzMpkRsFlXqa8st8mTGcE9D4GtrwpemSB7Zz5aMTioN12lqQsqxxQMpwqjPOfSB/rUN+gNr2oUnLhVJz5KgdN/PmoLW4LOqPJyyLtFK35PmPmpwt9QWckl+ZurHLA+nrWVRQIt5OI+zCeTsyd2B30P0qyNlecjAyQxKfhco5fbgUMY7SAZeTt27lTYes1dom0RT76QNjbLDP7JpU7SZWm1iAkAAc3Ko6DyTSqVYFvvxhc/rW+moASqsB+V1qe+/GFz+tb6agrSFSpUqIVcrjOqDLMFHnNVt3xFplmxSS4DN4IM1RiuJoBb69cAdHIb0ZFQwTxrbFTjPf7KWt3yalqc1zGpCMRyg9dhQAwetRVoFiFvkkeVvVW3wjg1MXLQEZ6VyKLnGKCHc0+NRnem8uGO3SnqMrRWl0tPdVorod+jDz+NOubF1BJWoeESTctCx8nORWuubMND0zWL8u0+GAniaPfFCOrE1r7jTRI2yCq6500R/kj2VFvdQCLPWoHTkfHsq4FpltqEvLKRWPKpPLvVjGWPbsBBw1THDP5jUXKwJ2O1TJnyTjatxzdRGUnyqniUSgKx8odD40yVcRAjZh9FRq+2xww6eaqiZowuT3d+OoovSL5rLVo5C2FchWoBrlmOe/G9MEgDAkbA0HqyOJEDA7GrK2vFMfZSvlcY8vYj0H/wAViOH9bQxLBK+/QHx/1rTKQwBByDU0LGQQRjnKRzD9aQfZk1G7W0qExxKMDJT4LY8x76DpU0bH6Lj34h5TkeVg/smlXNE/G0H7X1TSrNWIL78YXP61vpqCp778YXP61vpoK4uYrWMyTOEA8TWmUpOBk9Ko9X4jitEMVpiWY7c35K/bVXquvyXeYoSUi+dqpZGyN+tUcvL68uJS8s7yHPQtt7KHZ87tj11Ki5GTQ9yVBwOtFRg5kwBt0rkkZjYjrSSRwMKB56chLkA75opLnAPXINOVihOKmJjjjCsMH01E8TFRjYHxojmAxYjpjNc5dgB1FLIRSPV6a4G6Gg03Ddu6TJJykAnet5c2bGNeUdR3VibLUoLWK3nUtLGByuu3MpA39NehaHqVpr+Fsu0kkjXLIYzkD6Pnrlfl6Mcf8dz4AJpJCczDurParbk3HZqN69Gu4OwhMky9jGo8pn8kD1mqi10Q6tI1xp/Z3Kq2C6OpUHwzmh/1iY9LKnLDoKni0V5Q7iF3CqXcqvNgDqdqvOIGg4ev7KHUFLJO3NKYuqINsjxP2Vu9I4g4St9L7Sy1GzjiVfK55Ar+sHBoWWSXTwB7KTUbx1soh+cBsNulCXdldaVcNa3kRjkH5J8K9Fm0SS21UcXYig0e5vPJQ5DdmzbNjGwzg1S/dYuLO54nV7G4hnjMIbmicMM+GR6K1izxZ37McSRyt1XO9Ry4P4RRgU1ZCK4zk+TW3E0HfwqVMFCu2RUFdqKsLMAS8jO0UnVGHfWv0XV2Y+5rkcsq4yc7EeNYYXT9n2bbgfBPevoqzsb7MiSFsSIRhvEeBqo9FBzXaGtJjJHhhgjz0TRB2ifjeD9r6ppUtE/G8H7X1TSrNaij4m1hdOu7kKAZWlcKvrO9Yi6vp7uQyTSFz5z0oried5eJtT52J5bqRR5gHIqqY4qsn82TSJB6VGGANNEmOgqiXPJFQUg5mJ76nIdzsdqaVy3gOlFhiN5HIqgk7kmuFuU7nPopqtyHA60nbJqK7zMWBO1Sohdss2B3DxqNyAFNdWTCk/PQNk5QdugppIprEtXKIP07tpZhFEjyEnIVRmvVPuY8QadoEl7p2qsLOaR1ZXlHLkAfBOen+teacNXMNpqSSzSBFHUmrniLUbXUr1Z7UklECu2MBt6xl27vVwbzTkvw9U454z0WTh64sLW7iu5rleQCJgyqPEkbV5zoU3FOmxSXugxz9g5POcAo+PMeuPNWcecrHnx6V6Tw9xJp6aBaK1xHEIYgJFYgEFfN5zvWJu3dejO48LDkw77ZUNqXGXEkFtdzcs0r8pyvKI1A329ArW6n9yazEJbTNSmNyq5Kz45XPq6fPWNvuIj99cmsWPkkShlyMcwxg59P762EH3StLeEyu0kcuN4SpJJ8AelJJd7Ti5ZYzHkVF1xoIuFjw3q1m3NARGsqYyOU9CPmyK87mPabjOwrWmfSLzS9V1XVAHuppG7GMPghjvkAdevsFY8v5JreE7PNx8pzXSPYDfcnpTAMnc4pE+euVtwO7sda5y4pZ32qVCO7vFBFjm6U+N2QhlOCKTLg5A2rh2oNjo2uLJGiSsElGwydmFaWOdGjDcwyRXl8MpRwFGe+tTpupXXuVBEizjouR5Q8xqo3WhOG1aD9r6ppVDwy8smpWzSoEbDZUHO/KaVZqx5vxISOKNV/xkv1zVaWOKsOJf8AefVfNeTD/OarAdulVk5j5GfCmISVFdbPLjuFKAZO/SqqdcBfE1CeYt5h089OZssQmwHfULSEthSaEJo9yc71EciikEZjJLb/AE0O2MVAkBkwgGW6AeNXGt6PbcPzx2F4001+EVrhI2CrCSMhc4PMcYz08KqbScWt5BcEcwikVyPHBzWl+6DEbziWbWrQ9vYalyywTIMjPKAVPgwI3FQUWoW1pAlpJZ3DyrPDzurqA0bcxBXbr0znbOegqwfhsfecNdiuOeZJwk8H9nG2eRvWQfaKH+968F7YWTKe3vF5uzUZaIcxHlAbg4GcdcVpeEryDVddvdANi0Vvqtu1vuzEoVH4NiOgIIFFU/BWi2uv64mn3UksYlRyGjYAjlUt3g56U/SBpLPI928oPaIIYgw8oHPMWOOgwB3daP8AudWF3a/dDhtpYJFkt1nWVSh8k9k439dZMl4yQ2QynBVhgipZtvHLlel8Vw6VHwpYXDo590ljEisoK8pxt5PhVRw9w9p2vcRTWUFxO1ikRkjmUgMMJzcp23PUH0VHxKk6cAcLu0TjybgEsp2y+3tpv3NHupOJ2ij5yhtZyyqNs9mwGaa2szs+FPf2h0+87JnARzlW5s7ef/xVxp2laDqen6nLA12ZNMtTcFw4VZTkDGCDiqHTND1DWLwxJFIiIpeaaRTyxIBksx7gAKveCInfROKmRHdfe0jIXP5Q2pyyF4mVV/Dmk6dr8lxaXN49ndlR7kdiOyZz0RtsjPjmgrbSWi4jj0bVYZYZGnEMiKQrKSQMgkEefz0Pa290+nXk8cEhjj5OZ1U4Q52ye6tnw/qNpxZNYQ6pMIta06RHgum/9XGpyY3Pew3we/pVc73efy8nasY1KpnyQxyQPTTKcVwM99NzVQhjO4yKkAVCCDkeFR13lyvNmhE43Ge7zVEVIrgYgYFSYIQZoGK2O+rjh67MWpxqm3Ps4PRh9tVPJkbUo2e3lWRSQynIIqq9n0Ag6pAR+l9U0qreB9UTVLm3fpKnMJF8/Kd6VZpGC4kXHE2ree8m+uaqQfbVtxGR98+qj/5s31zVODhzVQ9nKrt3ilD5RpspG2D1pQHc1Q6U4BRdgNzUG+M0TyfgCx6sc1AxyoA7qgaGIBFIg9SK6PJ8oZB7q9Z0BxxpwNJw3dnttTWz92Wk0jZdmErrjJ/ugehqg8kI2qSG4uIObsJpIw2zcjEZ9OKUsbRuY3UqykhlI3BHdXp3BqLpn3NuJJ4AY76OFJDMNmUsMqB4YXB9LUHl3MwfIJB8c11DIXwnMWPhnJqy0HSLjibiK102Nz2t3L5ch3IHVmPjsCau+L9Si0XVZtB4eU2VrZHspZoziW4cfCLsN+u2Om1BlA0iMclg3eDmkW3yQcnvrYcH38HEmoR8O8Q5uUuwUtrpjmW2kwSMN1IPTB26VndX0+50HWrmwkcrPZyleddjsdmHh3GgiRHuosJzBsjyCdjULCWGQoeZGHUdK9L461XUYeBuEpob64imuLfnmkjkKtIwVd2I69T1qKxt4uLPuYarqWrIrahpbnsL0qA7gAHlY/ldSN/Gg835nYkF2PjvXULAkKW6dBXBXoP3MbPTZZLiy1NE59biktrVyPKTlGWI8M5wD4qRQeflmBwCQD1GaQ5geZcgjvqfUbKbTtRuLK4GJbeRo39IOK1v3PuJveVtQTUEN1pa23NLbMAwHNIiEgHzOdu+gxPQ+mmlfAGtnxzwdFpAi1vRZPdOiXnlRSKc9kT+SfN4ew71U8Pa3qWlw36WV5JCjWzsVU7A5AzjuPnoKADJwaWSNsmnyyPNI80js8jsWZmOSxPeaYdjVHR1qVjhAKhpzHNBNGOYgV24UKa7ajvNduTltugqjR/c2naPjO0iBPLKsgPnwjH91Kmfc7H8+dO/5v8A2npVmrFdxIf50at/jZvrmqkkFqseJTjinVx/86b65qrPXNUOc5OK7ECSR5qZUluCWI81ETszEcvgMVE8YRA3ealaNnJKHDD56hl7XADLsKoY+MCtHpetycParw7qseT2Ft5ag450M0oYezNZsEFgXJweuB0FWupXGkXVjaR2fuxZraLssyqnK452bOx2+EfGoNZx5w3bW/Fker25B0rUIvdvP0XbdlHnYkY87iiOE55Ln7m/GtxM2Xl5WY+cg1mLvi+7veC7Ph2VcraTFu1JySn5K+o59gqw0HirSNK4T1PRZYL2VtUQCWROUBCB3b71FN+5NdQ2v3QLIzsFEqyRKT+cVOPb09dUvF8MkHGGsJKDze7ZTv52JH01WxyNa3S3FrK6PG/NG/RgQdj5jWg1jXNM4plS81WKay1HkCzXFrGJFuMDAZkLLynG2QfDaiIeAoJLjjrR44hlhdI5x4L5R+YGivumXkN790LVpbfBQSLGSO8qiqfnBpuk8R2PC0Nw+hRTT6hPGYxfXKqnYqevIgJ385PqrPHyp+e6dyWbMjDdvP176D0ziufT4eCeCm1O0kuYDanmWObs2A5UzjY1Hx3bSWfCGnHhyRF4XuMM0cYy/a9fwjdTv7CMdwqi4j4p0nW+G9J0qGC8ik0qLs43cKRJsBuAdunnrnC/GUGlaHqOg6vayXmnXq+SsZAaJvEZ9R9IorKojSzLGilmchVA7ya0011pemazaSQahdJLpXIi8lsrKWU5Yg84yC3MenQ1X6HfaRpeure3Ed3PbwHmhVQobmxsW3xsd/VVXcmE3Dm3aRoicgyABvXjaiNx91Sxhmv7DiWyQ+5dYt1kJx0cAZz58Y9hrLaPvp+tf4Ef9+GtBLxZolxwHFwxPbX8rQSGSG5PJ5DZJxjPTcj11R6Re6RaWF7FereNNdw9iDEF5UAdWzud/gCguOB+Mo9FMuj6wnunQ7zKzRMM9kT+UP3j99TcS8GycM3N3c2j+6dIu7RntbhTkYJB5SfH6axL8vM3ITy52z1xWi0/jO7tuENQ4buAZ7S4QdgSd4W5gxx+icHb/WgzY+AabTlPkMKbVCrorldHWiioyFSo3fmJ2pZOAB1NOVAOtVGj+52P58af/wAz/tPSp33Pl/nxp5/W/wDbalWasD65pavxXqUkzkxNezFlXY45zVdJo47Ruyl8jO3MN60Guf7waj/ipfrmghXmvEyfaw9JwrJdKsaKxIzMoHoq2ltbQaWLO2iKvzBmkbcmkKmt/JuEYsE5TzZPm3qdXJ09lwdfCrTS3AP4RT6BSbSXf+tX2Vo7u6gvFjlV+ymnYe6V5cIGH5Qx45z5jmpLq+X3xW5hk5kWcuEyegbbqPDb1U6uST0fBv8AFkzoEh/rl9ldGgSj+uX2VsNSvreVGjtmYhZpAh3H4MkEe3eoNOuY4EvFmK8kkBUKyk8zZBHTpuKl4uXluei4Nx3ysx978v8AbLv5jXRw9KR/Tr7DWuguoV9yOZeXkcvcAg5kPNnHn2AHtqa1u7OHTGjMmJ2ErYAJUEgKAdvDmI85FTq5eVvouBP4/wBsZ97sp/rl/wCml97U39uvsrZJc266OkAm5J1LSAjPUnBXp4AYPpoO1J7ZAJOQMcM2+w76z1s9/Lrj6D09ltx+P+s0OGpf7dfZXfvZm3/2hSfODW1S8ZtVluWkYRo8kkeQSAcHlx81ctpYjZPbTk+VIsgPKTynJBB9R+ar1c09l6WTdx/tjRwxN/xEfspHhibr7oQ+o1vDdQtd30q5HbuEiXBHkc2eoG2ygeuh4JEijlM5J7TyhIueYHB5e7cHPSp1eIey9JrfL/bE/ezN33CejFc+9ub+3X2Vr7FuwebnJTMZUdevht6KIkurdZb0rJhZZVdAQV8c9B56vVz+dmfovTS2THf/AKw/3uzDrOnsrjcOyg7zp7K2VtcQRxSxzSdS5EiEhs422xuD81RpeFNLdBORMJkKrv8ABCsP3inWy8l9BwPz/bIHh6XP9Ov/AEmmtw/INu3T2Gta81u2mCInEq4C8pOG8rJyMdRnqKffXMUsodLgFQ6EjLHPk4z02wQfbV6uXlj2XA3/AK/2x40CQKfw6b+Y033gk/t19lbHtrccQe7e3Uxe7OfZW+BzZz08O6oYZYY9WhuTcL2fujmbY7LzZ327xV6uTF9FwPyyfvDJ/br7KXvJID/TL7K1lvcRR3ollnHL2Mi7FiVJVgBnHic+bNQarNDcXnaQMGj7NAPJIIwoGG8Ttue+r1MvLM9HwbdcrODSJF37VfZXfe2Qf1g9lWZppp1clvouDPofwJZtFxnYPzggdpkY/wD82pUZwX/vbZf8z/ttSrthlcp3fM9VwseFnJj4G6pplpJq947RZZriQk8x68xqAaVZf2P+Y16Q2n2TuXazgZmOSTGCSfZXPe6x/wCCt/8A8l+yt8s8OHW4k/lXnPvVZ/2X+Y1HdafaxWkrrFhlQkHmPXFel+99j/wdv/8Akv2VxtMsHUq1jbMpGCDEuD81OXHwvX4v6rwL3wus/wBJ/lFNk1O7VtpfmFe7fe3oXxLp/wAlT7KR4b0E9dE04/8A1U+ynLj4Xr8X9V4O+q3i4/C/5RXBrF73Tf5RXvB4a0E9dE04/wD1U+yl97OgfEenfJI/sqcuPhfccb9V4UNWvQNpv8orq6tf9e2/yivdfva0H4k075Kn2Uvvb0H4k0/5Kn2U5cfB7jjfuvDffa+/tv8AKKkTWNQ5tp/T5Ir2773NC+JdP+Sp9lL73NCH/sun/JU+ynJj4Pc8bX+1eJ/fHqUeVEqsPAoPCn2Wt61ezNbxTKzyYPMVGRjwr2n729BP/smnfJU+ynw6Bo1u/PBpFjE35yWyKfmFXUY6ufl4k2v6sjkG4IYNuCi7H2VEeI9VBwLgYHTyF+yvcG4e0R2LNo1gzHck2yEn5q597Wg/EmnfJU+ymp4OrxP1XiP3xasx3usnr8AfZTX1vUZDzNPk4/NFe4fe3oPxJp3yVPspfe3oXxLp/wAlT7KnLj4anG4su5lXhJ1vUM47fb+6K4da1Af1/wDlFe7fe1oHxHp3ySP7KX3taB8R6d8kj+ynJj4X3PH/AHXhB1i/5Mmb/KKZ783/AF7b/KK96+9rQcY95NO+Sp9lL72dA+I9N+SR/ZTkx8HuON+q8HbV77AzN/lFNGr3xODN1/RFe9fezoB66Hp3ySP7KQ4Z0AHI0PTvkkf2U5cfB7ji/qsDb6ZCtuglBkflHMxJGT6qU2l2zxOqKUcjZsk4PjXpPvdY/wDB2/8A+S/ZS97rH/g7f/8AJfspy4+E9xxf1XgWoy6jpt21vNKCw3BCjBFC++d3/aD/AKRX0BNoOjXD88+k2MrAYy9sjHHrFR/ezoHxHp3ySP7KcuPg6/F/VeTfc9vribjfT45HBU9pkYH9m1KvXrbQtHs51uLXSrKCZM8skVuisMjBwQM9DSpqRjLLLK7yu3//2Q==How to be a Woman (2011) by Caitlin Moran
"Caitlin Moran puts a new face on feminism, cutting to the heart of women’s issues today with her irreverent, transcendent, and hilarious How to Be a Woman. “Half memoir, half polemic, and entirely necessary,” (Elle UK), Moran’s debut was an instant runaway bestseller in England as well as an Amazon UK Top Ten book of the year; still riding high on bestseller lists months after publication, it is a bona fide cultural phenomenon."

3/19/15

Review: The Physics of Sorrow by Georgi Gospodinov


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The Physics of Sorrow by Georgi Gospodinov, translated from the Bulgarian by Angela Rodel (Open Letter, 270 pages)


Gospodinov's latest creation is so kaleidoscopic, so brilliantly varied and nearly out-of-control, that I don't even know where to begin.

Maybe I should start with the Minotaur. You know, that half-bull-half-human from Greek myth that was condemned to wander around in a labyrinth until he was killed by Theseus? Yes, that Minotaur. Gospodinov takes this story and teases out several of its key themes, including abandonment, loneliness, and confusion over identity. With these tools, he tries to analyze the events of his own life, as well as his father's and grandfather's. At one point, Gospodinov tells the story of when his grandfather was "accidentally" abandoned at a mill- times were difficult in Bulgaria during WWI, and his family was starving. When one of the grandfather's sisters realized that they were missing little Georgi, his mother hesitated, considering all of the mouths she needed to feed. Ultimately, the sister ran back to get him, but the Georgi who narrates Physics of Sorrow imagines what it must have felt like during those few hours to feel completely alone and abandoned by one's family.