Toggle navigation

Крутість тобі личить. Як перестати сумніватися в собі й почати жити на повну. Джен Сінсеро

Чтение книги онлайн.

Новинки Лучшее Рекомендации

Читать онлайн книгу Крутість тобі личить. Як перестати сумніватися в собі й почати жити на повну - Джен Сінсеро страница 20

Крутість тобі личить. Як перестати сумніватися в собі й почати жити на повну - Джен Сінсеро

Скачать книгу

фонду The Hey Foundation.

      19

      Доллі Партон (нар. 1946) – відома американська кантрі-співачка.

      20

      Я маю на увазі, завдати фінансових збитків, спричинити якусь огидну річ, зіпсувати систему водопостачання чи поневолити населення. Щось на зразок цього. Те, що засмучує твою матір, засуджує твій батько чи злить твоїх друзів, я не кваліфікую як «серйозну шкоду». (Прим. авт.)

      21

      Брати Вілбер та Орвілл Райти – американські авіаконструктори, льотчики, піонери авіації.

/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wAARCAJwAbsDAREAAhEBAxEB/8QAHgABAAICAgMBAAAAAAAAAAAAAAcIBQYECQECAwr/xABOEAABAwMDAgUCAwUFBwIEAQ0BAgMEBQYRAAcSCCEJEyIxQRRRIzJhFRZCcYEKUmKRoRckM3KCscFDkhglotEnNERTGRomc+E1VIOy8P/EAB0BAQABBQEBAQAAAAAAAAAAAAAFAgMEBgcBCAn/xABREQAABQICBgcGAwUFBgUEAQUAAQIDBAUREiEGEyIxQVEHFDJhcYHwI5GhscHRFTNCJFJiguEIcrLC0hY0Q1OS8RclRIOiNXOj02Mms8Pi4//aAAwDAQACEQMRAD8A7yNADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANAHpK5tx1O+lLSClKlk8QgqOASSCMdsfpy0AeinFhxQUny1BRBQVAqbOfykj7f9tXEEn9QD3Z5PKSAl1eSc+WBkYHb3++qrEKsI9fMVxTkKQojulXuO/zq0uxCmw8pUpTa8lSBjss+lCAM5JJBHbI+dUYgsPKngnHykgYOQQvAAJBH3IJ0xBYePqBpiCw8KeKvb20xBYePMV99MQWH0bUVJ76qAe2gBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAJzz4gclrGGkgEkke/t7jHvoA9ZXJlwJwtJABIUMK/qn4/r8aAKW+Inu1c3TB139Ku4ibjqsfa65a/M23uylKlOJpoeqLSFQpTjYPHmHGynkRkcRg6ALlPOLbeWl3u4lagsnGSoEg5x79/nVJrwjJZTdIrd4u28V47C+GtvDem31XdoF32vQ01Kn1Btlp8xyiUxzV5biVIVltTgwpJHqz7gaa0XFIE27Z30i+NqbYr/AJvmqrlDhVLn2/EU7GQ6Vdu3fOrDru0GAVa2e3uuzeLxsd6aFBumqq222XsOl0KVRUO//L5VbnKL631J9i4hs8Tn4SPsMU4xTgFjd2Ooyydm7xs2hXHXEUaq7jVj93rbZUyt0VCaG+ZQAn8gCQMk9vXqnGYWG5MzmkqAcCgSO4JHZWe4BHuAe2mMxVgIfT6pDOE80BxzJabUBl0Aeoj1Aq4DuQkZ9WmMx5gH1Lg4pJ78hnPsCD7EA9wD+vfTGY9wEPKJXHsNZDJ3SMd4rKH0ZlBSe+rotDyp4q9vbQB7sqK09/voA9tADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0AeW+XnAcAtPbAC0glRUAARnOO+ew0AaJtf1F2fvRdd70G2a7Hq9f24qgo1xQkMOMrp0spStCCHACpC21hXNOU5TgHORrxW4XUERkPbqN2xk74bD3xZUCvTbeql0USVR4NVgvqafgvvNEIdbUkgpyoNnkO4KffXpGkeqQIC8HHqhqvUf0JUCNdT8hW5O2Ut6wbzTKXyl/tGBhsPO57kvNeU5yI78tWnHLK2R6hsePGO2KkdSfhr7pUGk+c5c1LgtXVQktY5Nz6epMtAST7EpQRn/FrxLyReKMJH6RuqSD1VdKe3O5UUkC9Lei1J5JIPCQUcX0jt8PIcHf5/TWNIkJJQz40YibGoeJRSRul4dO/NASoBdSsSqIbPzySwpwf/66s9ZIUPNfuj08OvdSHe3QDsXW3H0hqTYlJWtajgNpaiIQtR/kWV5/5tY63lG7hFTLN0axQgnwUa9+/W1e8e80tXCXvlufVq3EUoAKXBYUYsf4HpAQsj/m1akyFoUlKVC+1E1icSUj031rqN8fHD2VoSVqkU3Ymwqte89AUfLRLmr+miA4/jCEZGdZZr9hi4i0wxrJWr4C6KboLjqWscnHVAMpRjJI9ISR7AFZHf8AnrFW8eEsJ5iTepWBZ4t3rvFN9qb4ldbHjHXDeUSY8du+leku2lAU28oRqxcs9P8AvZASQlfkI4N4UCBxBxnvrLedShjFxEYqIpTuFO4W93O33oGxe0dx3xdEsU62bQprtVqclS8ltlpCjxGclSiQhAHueX31ahOaztZjBmkttWFsah4fvULefUx0gWluDuHbFLsu4LwadqcekxHlufTQXHFmIXOZJDi2fLWR/iGsxTyUJ9mMYmnVq2hNH7SYix3XnZEdhlhBfdddWA3HaSFFxbnthIT3zkd06oZfWatpQvOsJJOyND6T+rSzes/ZVncGwpVQmWvJnyqfGky4qo/1qozqmVvNg91NKWg8Vex1nur2tkWWGrp2hKCHj5YIPv3OriLGKVosPPmq++qlpsLY+jKitPf76oAe2gBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAOBc12Uyxbdn1muVCn0mjUtn6ibNnSExmIjIPrdW4ohKUp7Zz/e0AfeDWI9WpbEiLKjSosplMll1hwONSWVpy2424PStCkEKSpPb1fcaAKD9WlQR4fnirbeb4xsw9tuoNlG2u4K0ICUwqtkqpVRWOJAJ/4SldgQn1ZPfXttkVJMXkqVQVGlBlTXlrSpSEDODy7kHI9sKSCMajn3sAlo7NxQUVhHRL40kqS0UR9vOruihxKvV5UK7aenJTk5SlTzA7+wJxrGW/iRiF0o9nMIt3VrwZbS624ptaVhPJCgFdikgIWDkHKVnI9iFd9REidgE7FgpWNSpdYpVl0VinUeBTaTS4iODESFHRGjsDJJCG0AJSMnPYe+ol6pbQkjpfr0Y16+7kZuyza7RZi3Fwq7T34EhtriXVsutrZc8vPYLAdz6u2rP4gLqKJj9f1EXWbtfT9pOj+Ls3aFw1WDApVsyrVpdZnx0PyGlOoWhL6kpwnLZzgYxr06t7e6vXwGemg/spt9/riPt0wWbTOl7ppsXbim1BNQiWPR2aaJgYLImKzyceCSSeSnC5n41TLrGJy/r5DJp1C1LRpV6+I0Hp622r1g9Yu+u6Vyuwg/uDIp1MoDLLnMsUmIzgBWfYlZcyD39jnvq87Wk2S33euAw4+jjrbuuTz9cRtXWP1sudLHS7dN7QW0zq7GhiFRYSErceeqb/AOFDACQfSXFrUc9vRr2m1JLz+qFdajLS2WEcfw8trk9GnSdalnyXvqLld5V245RPNdQqkkl6Y4Vf3m1K4AH+7rJqFRxKwi1BoikNe03n65iOuva7F9bHUnt/0xU2Zm1IzjV97nymCVJZpkdWYlOWcYy+4MqSCDjHwdZcF/AzjEBOgJU/hF4IF5R1BCY7SIcYtBphhKEoQwEJSlKAAB7IT2H21jszrqUM96kJQglevmKu+KZvdX92INo9MG3FRl02/N+yWq1UUnCrWtdlYM2avAISVoBbTnB9S+JBxqbZXZOMaxLZ2sIuLs7atu7M7X0S0LYgIpNrWhTmaTToqBgxmGk4CyDkqUccsqJKislWTq4y/jSMZMeyRBu8vWReW4HiNWL0/wCz78BpdrKRdG7VZkxBLZo1LUg+RS0EAhMuQRkexSMYPvqTbUMNxItu5MBdyG1tJX6ghaCkoB7gHJOSB7/rnV5KrjEcTZQ+4c9Pp7DVQtj6MqK09/voA9tADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANAHEqNVjUyRFRMmxoQmvJjMea6hovuKBPBJWfUsgelKQSTnI0AYncC0aHudYtaty6qNGr9AuGA7T6hSJbBW1PYWnDjCkqOASkg57d09sY1aW4SNkEpFAumrcKseDlv9SenHcWuuztir6llvZy9amvzGaG+SVfu5OeOCjHs0pR9l4z8J8x3GQgkfqIWb67unWmdaHS/fO1daKqd+88IswnVAqfpdRCuUR8KBwkokIbAI/h9+xOrDklSNkZRR0K2mxDHhpdZFV6k+jylquxSI24u30h6y73iqV+PGqsBQZU+QPSA4ny3PT29Z1DTpFuIn4MTEJKvWtU6uSYrlSpVKqLtDm/WwXZEdD30Ujy+Bea5A8FFKyCpPf/ACGoB6etKtkxsLNKQvaUnP13jUK1uklKigPN/PdZ7jJJ/wDOop6Yo+0J6JSkl2U+veNQubcxKE8fNQ6SMgIPbUZIkYPbXyLgNkh01o0e0LPnca1O3MdbSFcAgIHcBwgkE4KsnucfCR7/ADrB/EOsfknb4jORSVErZTl67xBm93iBUPZ3fqydv0MNVu67yqLbD0ZlYaNCjK5AOPEey18SeHuAnP8AF3kafBkSGlyFfoy4euIi6pPYiT2Yqf1mV/M7CSnt1nHni2456AFJPPDbqSFEY4AD4A7612ROSSDUreRja/whS3T2crX9Zj4f7UHBOK3/ADktlBQEqHEkEYKuxz3AxnVSJiVpJzuEg3TzJrVj6yN0G1R0pcLbjHJKgh1BWAU/lUB7cx7gnuNXGZ2qVrG8jGM9QmHfzE38z+4yrO5i1No4zHJTazyJWVBSVEEEHJzkg9/vrLTUHXNpShbkUlJ2Tbh64jn23WqDbtz1ivw6dAh1u40MN1WW0gJfmoYTxZSoj+FP2Hv851llVZBJwpP4F9hBPaMxTViwZ+J/cbpbu6iZTaRxefcS6kcSfUSVZV2BHYp+R31lQ5qiTiVvuMCfRVGn2e63riNV6b9jht71M7o7uVyuIu26dxnGocFz6ZTDdCpLPHjBAUSB6wpSinHLmM5Op38ZNaUoI/XuGkvaNuG4pXr5jfOrnruhdGPT1PvJMJyv3PLlt0m2aPzPmV2ryCsRGAADlAWeSs/CRqRpkvG5hvkI6q0dLCOzn67xyfC96XXujbYmWm56kiu7ubgzxc24NY8zzVSqk6A59OlZA/CjhQbSlICQUr7ampEzD+WNbbhmfaFpo9zxYdPly5EuLAgQWVPvyZLgSxEbQklTjhJAQgJSSpRPv/XV+O+sy3jAksoJXZEKeH110Vvr3re4d00m0o1I2SptQRSbHuJ5xYqF2vNFQlyPKJ4iKDgIWlIzxX37akEmoYCyIhZlLik/YKwMhPdOeI7gnuQR31dSLBj6sqK09/vqoB7aAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgBoAaAGgD5urKVdjoAhrri6KrG6+NlFWXfTdWZESW3U6FVqTIVHqdAqKMhqbFcQU4W3nJC8pI+M6AKv7bddW4Xh7bkUzaXq1kszrbqqhEs3ehhvjSa5xwluLWOOBHlYHdzsFckZ+TrBlNKUeLuF5sWF6sNk7L6udi6zYF8w2aralzNIWC04h1yGsepqbEdQQEOtnipC0Y5DKTnB1GKl6rtCXj09TidkQt0eSN3dm9l5VnbvVSn3DUrMlLg27cMBzMi5KUgJ+nkSk+yZCEkpUMZJQFHJOTCVGppWvZ5DaKbR1IRtc/XEZCqVykWpMq0in06mU52syBLqTsSOhlc1/ikea6Ugc1lKUciff51rkmoDcIdKT6/7jSLu3MS5yDcxhGE8yFrwo5J7ADtqJenXUNthUhJo9fcaRWtxuUPzkoSoZ9QOM6wHJg2OPRy9f9xqky9HXngghKkuEr4jAVxxgYIxjBByVdsajXnFuLxJEo1Gaa9m92N9/wDsKm9YniXQNqYMi27NkwLhvHKkLkoWXIVDJyOYPfzHe3sMgdjjW86O6GLkqTKcy9eI5lp10hMU9PU4OfvL/EgxTbpJqFSu7rSsWfU5MmpVKXXRLmSZTnnOvqDbhUoqOQT2GCPYYGt8q+BiEtLfAhyPRh52XWmHJB5mtPz7h2hM3UHHhl10rdHPK1lZWD9yck/1187stqcStSuZj7SdjJR2f3R4euZTcoJQA0CO4KwST9wDk/5ayDK6Sw8hjss2RtD2euAw0ocW6+hDiuKCoFLfL7fcH9RqjAoXdUQ5r1wFttOHcqH5khRVk/fJ76yG3NWnCKFxkmObTb2HnBhLmFrSCQQD2B7dyM6r6yMN2IgbFS7zkxVenyiFOJWVrwSVAYwnOe+D7avNyFH2RESYt1bI2yk7nANhlDroZWpPlNg4LZHtkD3OfvrOaeUIaXTVFtDfqDfsasfRmbGhznaa+HmFyWEO/TvAdnW+QPBYB7KTgj76kI09Taxq0+n61O0JNtncR2U40UlS3HD5ISn1uOk4IQkE4CiScFXYlRz31MN1NS1pT6+Q1eTSEtoUr18xWjqa3Gqvidb6S+mmyKk9StqradQ/vJdkVfASEpUVNUGItJJcWo4DvE/xY+MHeY8lLbaTVxHPZkTG6eEdgW18WiWDZdJt63qZCodAosRqBTqfEbDbMOO2niltAHtjvy+Sc5zrKanCMdgjeY1SHkla1obYaCealcUAZHFCeailCcnGB7nUow9rE4hFvs6tWEcyK8vyQFKBWnCV+gpPIAZyDnBzq8LI5LKitPf76APbQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADQA0ANADXhmPUldIapssx5q1fvBq8hpWHaFeySeY+biilXbtq0s8HaFpEhGLDYceVILfv741aU7fsjLNCMQxtSqyUxSF8SQcjWObyyGc1FaXwEZb4Wtb28+3NYtG8KPSrktW4GFR6hTqglK2XUkEFWFAhKwMFK04UD86xX5ii7JjNZpqcW4Q9tdYlu9Kuy1D2+tA1VFqUBCmoKanOVOkoQVrWEFayVBKSr0pJ9I9sZ1qlQl4huNLg4Rrd87hKb+owlPNwggg4Uoj+IkdyT8/fWqSpKiVsjeIEBK04lJ4iJbyvZxSm+SwMnk7k4B/mRqHekX4jcIFNa5DQbquf9rSAeMctsq7ONEEAD+E576w1ubOyNhRBtssp9eY0jdTeii7Z2nJrdx1WHSqZFQpSlOL8vzQkZ4pB7rWc4SlHfOqKelUp/q6U3MxnzKpTqXDU5M7fn9CMUq6nerm8t334NCoUCfbFGrCU/R0dK+NxVtnJJcfVjEOPg5yrBISddhoOhjENGslFdy9yO55Fllkdh8z6X9JM2pOnHhrszysR5553NJKFfFWmxT4s7y3m3Wac4lqfNj8fp/OWSG4zC8ZcUSQFOA5P3wNbrfZwjl7baW1Yk7xIfRLQ1231WWgJaXY6o82S0kHifLUiIVKTgD4Kta1pYa2qW9ITuJJjdNAYipekDDfG5H8RejcLdCgbS2qqsXNVGKVSYw4odcwlTuMkIQD6lnHvj9NcOo9NkVAk9X3Gee7z32H13WNJIVJYX1zNyx23/QjIfbbW+KXvHZ9NuainFPqjRdiOzWy0tbYUpOcHCh3BxnVEyGuA+qOrgfrmK6VVEVGGiU3uMvXAhsPF5x5S1uh9sI4FKllaM+/YHP399YutMSOFI+FLS6r6gIZP1AGGj5gAQB3PY9jqlS1GGFI+rk9TLaXoyFOL/K4SQTy+cY7aoFBsoMfduoO+Y0UqU0UfiDuThR7E9/0Gr7a1EkWVspJWyMpRbqejuZQORUriVn4P31fKQsuIodZSvtDbqPeTzbX/AB1cwvuG8FSuw74xjGr7Tyj2lbxCTqaxy+YkaydwPpil491N47p9S8ggjKTlPYj7az2XrKxJ3jUZ8BGFScI3jY1Vs7RwXaZatBpluQqrLeqstENpKfqZb6s

Скачать книгу


e-mail: [email protected]

Яндекс.Метрика