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Инвестируй как гуру. Как повысить доходность и снизить риск с помощью стоимостного инвестирования. Чарли ТяньЧитать онлайн книгу.

Инвестируй как гуру. Как повысить доходность и снизить риск с помощью стоимостного инвестирования - Чарли Тянь


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Companies, Not Markets [Final Edition],” USA Today, p. 04.B, McLean, Virginia, March 7, 1989.

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      Peter Lynch with John Rothschild, One Up on Wall Street, Simon & Schuster paperbacks, New York, 1998.

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lSu/Oxfg6pUrhvNbSEiKlFqRZtd6HEggRhkGrngINbrrxe59GHn3qD8/OhyuvXPUHY8N5zfgTSoJhy0zABrJAIJHxxUPoUZ/aTjL5Jbfvfn8GXdjjB7y5vN/uFtjJ0fjwMgwC6KRChxUGcmAJkrTccVDqFEpUtHEmgUfebJbWJ/BVE9zKiWmBJNNhwMh9ZpLI5vtUImgF0yVBI0YXXDFQ9iTSPYmILots/EmILqtCZVaH9XpqAzFgXDEAJOllG8zwCrCq4MGouOKh8EeeRRAVDwKwNKp9AWQLxwISSFHtuKsbQ+UqSTDQkDTcMVD2BNjfQqgpWxenwJoKWs50DxK95fCegMoCWUFQUAEVzyEPUlYkdQGOhprVya1gY76Sg400yh8aQ0UCng2LW2Qj29YBNFwxcNgDyTAhI96m1Oes8snfdTbnPrfKAeanjDtPSBkgZS+1zXvlczOFYiGKx4Ge/DNt1z23pe8fyNc+t6XvH8jB5xJFCCiEMXW0tRUL4CGKx4Ge3AVqCGJThlgn5jolHHgiWMBWErDVtFoarf1ZgWi4YqHwd6Usl0pv4VkKgBsBbaysJqGFIiGKx5CveZrFtoMYCsncTPlP4oRtAANVzyEek1PKi8HsJV38otYE01PsgLRcMVDqKd0gIDfsWyAiOObuxXCygwqXPES6qcOtzeD7L9eiW0DFG3whwANIxlAcMVDqJ+O7doJsjJa+CwFEH30lu8BW5lJCtBwxcOgfpKIFzQV1ZVNzIYNxKhEj8IVL6Fe0jS8oAOWzc8cvCaA4IqHQb3UqFXEBB1wFD9zlE8cXPES6qWTG0VM8ChE2fxMIcQIrngI9ZGeGcIEA8SK8jOH7TRc8RDqI1+SUh4ND1rpCzY/U7h+DaHeaX8Mpl9hCAnKt2wxVSi203DFQ6hv0kbd3FT3OxgaiUo2UpVSVBJc8RDqmyx/edBrokyNDOXfSFVK4foVhPqmCYY3AdA1I00mzaeqKBqu+An1TbbC6wdl4k9V7xZT1dbJBjE6rngI9YzRyFJmEA2DhGBpGbuwJ5ZraKDhiodQz3hSLWUGZYvtkYBva5hdKQCFKz5CPZMUVMqfzNqorvmlKMquHMytf/nG1HDFQ6hnUhMcleRXBVFTAkaJ4hcqNoVFcMVDqGcMgUAyBbZofsrZjUIcXPES6hlDUImJlFhieLQIu3HAUZZouOIh1DNHWaikgFVuiXgJ8UuWAzqueAj1i7edhUpMjISUJGlY7M5GoeGKj1C/GIbC8ZuRkM3wnKjF7pQoZeOKj0H9YiYAgh1WqmHAUuzGsbGVQscVD6F+MQwFSDSklB5QFrtxlETR0HDFQ6hfDC8RBVbIxuNXNrtxLLFwcMVHqFf6jbCMgogmFSFbAJvdqIhEUAiueAj1SYPz21EwHqTAigJisxsVEgsNwRUPoT5p6qsw1v0gSAFhAMVu7HIJ4eCKj1CPNLwkhETCmkiIiAEoduOU+EtRaLjiIdQjA9JsxC6Zo0uEbxWg2N1H/5sHGLjiIexNSt+WAGa3PA91LGABUfXWFiPCnCVeiLC7H57fhCteBnvRaVpF8kuXE5zTQF/ds4I6ZQISoqLCtLDDgEV1lIYrLsJevHJfzhGn5fLOmoy0onepW5oCyrC+tlaDLWBRPcEVD2HPzOSXWPdD28ARZ8E5HZKpUwZABbx1xVIcBRGb6mm44iHsWWT5A75uWTPbFWyBNaXN2cnR2O8EoAJCmxWOQrMsqmPhio/BXlz/+e8CkwqaFACUZFKpdYIizWa/09FMX5jtohCNUh0HnZ8d1XpSGa5aMdgz/dmHH2r2evtNCQDeEiqFcVAa+51I4ZpWP7KdjUQsqqexU8LFLZcuxlUrBnvWyXeTs3b8/Zc09IZJTl1FpdVAE2F/EzGKH9cq2M4SolGqo6gi0Vfmx1U7wp6VpiRDq60byy+CUds2sJPmsL9pYqwOVbCDgqhNdRTCTokeZeKqHYM9W/7Vsrc7th7O8KnD9B7HUKc04XN2UkgkTPWEnQImHly1I+zF4Btzv+6wkc+6OeGjFlGnNENF2SksRlRRHYcqAoYSXLVjsBf2888T880g6proSrFTUeKWSYrq2GjslKTQcdWOUH/ohrLZ6bOHbvuM6tmpaRo7JCp0XLUj1B+aoWx2Kv1oDdVzQj0easkOyQodV+0I9YfhUVFqwVb4GrKDHwRX7Qj1h6GrKLWgBMtkhwSFjqt2hPpDN6MWtWAr8LCDF3RctSPUH4YvZFNLBtuJR+HBVTtC/eExK2xqwQZMthMdPLhqR/gtGBrV8EqFTS3YgMl2mqC8uGpH+A0ccX9bqmFKuU0tOICf7TQNfLhqR/gNdGnXiWr4pMKiFmwo79mYSqKjvDquWhF+AxL28EuNB0bKqQ0FTmoTKomulF/HVSvCb8BUHn7ptDyrjNpQgMqkkiaQoOOqFeE3YCo/vxQIUUxtRAEri0qaoDyCq1aE34Ch0nR2JwKl1IYDWA2FGNFQPsFVK8JvQLfS/exOTCVl1IYFHoI+YjxehaHjqhXhANMBj0ptwO5MnzIqqA0btTTq9xOje0A3+EnXfgauGgkHVsc/NQdRZg67a5WVuGgVteH4tj1T7vcSY3oRXwY7ZN5wVSauGglAph/SRoxIpc7pw7p2RwxUS3YjJyZOfLCM2igKrS+t8JvEBMziLb5m7JAhpTquGgnQec3/aPj9f/7zY0vqWiCrJIAmWA11dmWmMqOUWlk/6plwhWES08y34GMzge1aXVouGq4aCdLgLaPceCl52seB5wLUsbbJyosmSiV52JUkRKLU0oZSQmIQk6hvKdSS2G5AIxvXHggNPmxq53zdL2oG6PGuQZ3SjldKR9NRfp1daZ6ITa2pCB5iDKIVThLbBUIaGq4aCZu7r9FLPVzS5xM+H2BRp/ypFjqaoLwGu9JRilpzrEi7yzoAggpZQaGSDgiuGglYZ4SGNPv4+eBIrqOOmQkoHTHA1NmViFLUmmNF+g8aID50VDgSECqZuPZIgLnZx3U8nqLL8udSx0RT6IgodIPtPDqVRHMUtWfjlKohD+RU4IQtn5cYMZQjgqtGBkDBdIDnqXOaDqJpBo6YVGp69czxxIgoh9qzwcps1aST7mgRy2MQIzquPRIOJNHB0DQNxEOMdlruoEQqabZD7dmCnWqWNvQqJxw1PcSIABquGgkHkhiOEpUZVGA2bQqktN5meogRcKg9BzANq7EfJxL1msSIAIKrRsKBJAIJRhe/Q7jVrbemQKJP6TpNrmmGiKOoPZsYFUizNDvk8xAjhsK1J8JOrZ/skUwd0gJoQrRpt4YRoBvBTDANMDh+SG90UYrac4hRgQbKtstMLzGa4NojYae0i2cXjqXuHPVQnwwFqn22FY3QREgDQxChcUkSDRLLItSeLQCOL2g5TqmYxIgOIrhqZLBDpvlV83anz6Pu9ApeZIUh0s6vomGvg0oHQ0AwVCLp3m9C1J7NTxTl+IkRwbVHQqXsrzYszrlp5qWTqTNacigK4KR4zPXrDCANDAFdRAXQCbEPbH7iUCwBYkQADVeNhBjvwiPWe46++h/UId1UOACOvuGJLQaoZNDFkZ4J4NUMouwDm5/YhLQAMaIrEFw1EmJ6pY+4z/ywYDB1SAyAqK5hbCiwBZRPxwPhweekRAzdwGIfOOwgEMIkRnRceyTEWIDj9xVTHb2JDvj69PTya4iOwrPysbAmIdYJYGqYCqJ9E5RheIiwD6L8xCKEnxjRHURw1UiImbPp2Vu0hQl3Up1bXrQhbfEb7y0I8CuIEV6ii1qwyEcFs+Z6UV4dL0CFg24kEmIfWIodoliOQYzHF4qg4aqREBPp/EUjPWHkC1Qj/YbLgLe/z0zf/A6/ghj2GiWO2mSIhbXaBEPDo6hkePx2BfvAEXawsRBiWpiFRQaumgmVtgzLatH0TarzyvhvIDP3HDi3Q5D4iU5RBMU2UBACJYKXSkpLCFgV7IP1FoCOFilFYQA0v4i5Gw0dV42ESpO/11Y9/eMR/FKnfidOy6Htti2wprgFOzka+0YMvUCJTbHCgjLA0PBRyTGTvFYF++DHTTqwCN+ba7GUDnBE2mcfenDtgRDTNn9VIc/oT/FLL396vv05qYUApelUSggE/KbDvmkVtEuiooiABWUKBPzKmwBgZiZEQuyDaEhAW6lYBgodoIG2KIzgqplBTFMmRfjAasEv9PAd50yee+6yBABvMZXap9qSodg3PYSKsESJIjZEAA2jhfVhypGmo1ntAlaIfRCtAIjaygIbDcBHGIXgqpEQs8i+KK/BC8Z8fqHNJge29lrZ0AfB1B+otGDqx1PXCfvECCgiWyWKpVAQAQy8AWPaE9sMFbE7JVZE2AdqlYFmhBQ2KAwBEpwIrj0SYjZc452/+eTvz+EXFrZKQXInbS69AsZu3kQlx3HYV3qKClcU+iNEwQILlIAox4r6vviv1+spsdgXK3waG9YJ
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