Os cientistas estãocada vez mais percebendo que nem todos os narcisistas são iguais - alguns são, na verdade, extremamente inseguros.
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J62mXiyHikIEEQrQUhSVIbKnLWVpAjpS6cunPSm/Npluw7s1zRotS5WMFrDxKlvhnTWDKusVkmqGUa4YpsUyzQCkWwqFqihlraRN5aAhIMGQkhgpMBJCESDBAiRZJIkkzuiu1FqYCzWarGYJCCCCjIVo6Vmvovt0ETMKspWIazEG3olGmWkASsglTVakKoIIRBmUl7o8iKwqu+i3PSnTn0y3VtVcuamsKhUaLBgCAgEEgZAQgkEgAQSSVJJEBgSD0zJIQrByjKSphorBBgI0hIQSSEIMsgM1TAVrBljtAzIISCQUZFVGWs19F9aJJnMEi1EEzEHV3sjzJEgYIGEFQKLAQQiBZWNFlVslQIKtOTXOlWjPplNVtNyYJcwNBCCSKxAYASEKwaCEkBAYCELJIkgh//EACoQAAIBAgUEAgMBAQEBAAAAAAABAgMREBIgITETMDJBBCIzQEIUI1BD/9oACAEBAAEFAtL0x3dRLBYvtXL6n44ol+IpeGMifC4IfkLbdz5H5RYR4xke/dIXk8aXMyPnMlzHjRMXNIm9+4+8u8+NEvxFPwxkVOFwU/yHrB6FgtFf8uMfHGZ790+Fy8aXM+Yecx8rjRMXMCXdenknCUNTwWpa7McZGSS0T/GU/DFlQ/kpfkWD0oWC0Vvy4x8cZ8+/dPhcvGlzPmHnMfK0zI8wJd16aTSl8ipGUdLwWqDsJrNN7CEKG0KW2SQ4TROCkNOLJfjKfhiyofyUvypYPUsEItIl1DpOoVfjyglhHxxnzhT4Q8aRPmHlM/paZkeYEv2XpetECnu28GTsSauT/GQ8MZFQ/ko/lxfYox2JcbDSKsMkxcYz5wp+KHjSJ8w8pn9LTMhzEmv06FOMo/5oH+WJ/lP80h/HmP49Q6MzJIs8HilcsWtintTlYzkq6R/oJVG3hPwIeOMiofyUfy9qpJ9T43ySPyINt7Z7Pqb/ACd2LjGfOFPxQ8aJPmn5TP60zI8xJ962FjKWI3RmmdSoKtUI/Imf6JH+kXyEKtA6lM/5M6dJn+ekz/JA/wAlj/LIl8aY/jVEdGZkkjcluoK0sn/StTTMjR7qeJDxxZM/ko/kWh6FhKm5SqfGVL4vBQq1ByRm3k8FxjPywh4IeNFXJren5TP6ymVmVkk0ZyTuR5jxLuXLl8FYzRtgkPBYXMyNjY+pY3M00dWeRfImL5TF8tH+qJ/ogyrOEkxxVoxiScE82Ze6niR8cWTP5KP5NPvBYQajFRqTU6G8YqEZ8okPlaJx+2EPBDxok+aXlPn+kXxqFtoC4mWZZlmZWWZZln24LbIZDpnTOmWZlMpZm5uXLikdQzjmZi5cvu+FZrJt0SolBIqcEfHFkz+Sh59hEtkqTrU6NOpTciSJPdMvqnzhH8aHjSi0TRSW8lv/AFon5LxgJbS/Sp4LRYymUynTHAcSxFK2WB9D6GaJmiXiXRLxzM60h1ZF2xFTgi45c0TMjMhtE+X4lF2ndFzMJ4PRPxo/IdOP+qLHXiTqOWGZOT1T5wX4lwyELmyanc9cG7Pd982M/L+YC4l2H2VzES7ckVOI8Y3LlxHpli2HupwKCtkRkRkRlQ1YfgU1d9M6Z0kdE6Q6btaReSFWkZ3NGUs8GkzpuMj3onz6F+JcJXltaVxbpsTMxe+Fxc33l5eoHqXP6EPKItL1SKjFxisOBS3nLT7qcC4sWLDJcvxKPlYsZUZSwkjLFjijKjLlx2NhKBaBKnBnR30VPL0f/FcQ8U7K5ZrBCL6OdCmZuxbTYtjT5iLS9UmSFxmueiOwnYzkZbuW+5kkdKZ0JHEqmC4xkT8n4lDnFYentFSFNGaLHGTNi0TJEyRMsTKZRxVr1EdVnWRN3k/E/wDjDBx3y2wY9sLY3L2HhfQu7YsLYUyFS5fHMZkbaGyUh8LxTWVqOXKixFYR5zxuqtM6tIdSmOrAk7zqYLjGRLl+JR5WK5P5lxbZRV6UKRYcIyH8amyXxaZOlBHTZ0xUzoyyw3MqHT2aseh/hhwpST4MykKSvdMemwty22lc6krko5SxYtgtCLmZmdmZl2KUhTd4tjbJPBi4cfrhb6xX0ESW70f1UwXGLJeUvEoC0viksxw44KUkdSZnm9MXchtGounVwqefol+FcXJERotvccB8YXNzceL7NNKEJPNLVGOYl9XcvpQxTsdQky5cjw+D2LxFhLR/VTBaGS8peJRFgsXxTf8A0+RG0o9iXFGOHyl9YvYn5eif4sL4o4Im2O2Ddi+m4udCpEqLb/znQZ0WdJmRmVlmR+kH9nZGxsbH1HKJm1rh8EeRv63Fy+Xo/qpqZLyl4lDC2h8Q/JWWalHjXPinUzNFZXpwwlz6J/iQ8ecFxzoWxLB6lpztHWlf/Qz/AEEfkRYqlNiyM6MGP48B/FiP4g/is/zSJUZIlmR9mZGKA7DL6FORmmbkE7pfacfruJ2eYky5cuLmpqZLylwUeNL4X5X4R4xuXMw5nVKW04slxHaRLyfBU/Hqvh6Ll+zHjReWHtvaI3uqjiqXy6ilV+ayjVz06vzFCcfmxYvlwvKzhnjmvA+hUG3jfFWxhxBE/HCxU5uXLi5qamS8pcFDjS+H+T+b2M5nM5nLtj2Liau5/am9iostYa3fCKn4zIzIzIzIxxaw3LM9YXL6UZdb5tYsLB8RHzCpKKf2krl3eNddCTMzMxJiwsWLGUymUUN8pa0WbG2FXyxRPUyXlLgoeK0+n5ep+V8LCpkvqZZFmKFyovr8eWyPlRwkPhFXwXbfBZFjKjKZRO2u5czCltcbRGw+bLKuekRhvVp2G8LGUsyKad4jki6LrRDmPlJm+HOFTl4oqHvQx+UuCj46fX9rittIRFGawpO5JsyNko3jSeWcHcqxz0yQ+EVfDtvj9W5cVSR1WdZ2bMxmIyKfmS51XLm9s8kdViqnVRN74onyudDH5Swo+On1/S4riEJm2GYvEzwNmSUSm7CK0cspcPhFXx7b1rXYt2Vy4bDxiU/MfMtCWNj7F5Fy7wloRPlc6X5Swo+On0/L+a4sEIymRiiz6olUidQzVClVY4Z4VoOnJiKvHbetc6rGUymUyHTJU7Fi2CKbi6c+cUQ8x8vFY3L6noRPlc6GPylhR8MbYenzHeFdbCEWLIsZLnSRkRbH49U+ZR6lNiK3HbeuPPauZiT2vpeiJDyHyPBWFhc21S0InyvLT/UsKXhp9VOPjTvGrDNF7OJuKzMpeRcuZ0Z2fbC5Qq54/NpZKiKv6cddzMZjMZzMiT21PGJDyHyPlISwuXRZGUtoYh4InzHy0+5YUvHS+J+Px52kt18mFpQ8t4vZnBmMxcvEzl5M3PqKpaVSK+RQs4yRLy/Rj312lKRuMjC7jDPKpa+Ft5x308jxRPmPlp9y5KXhpfEuFs6E7qrDPDh+UWXMyP8AmWpn/JHUiOoxblkWKE8svmUL4S5/QZH9pKwo3drjtTg8fdTnYymUsWG8GrRhDZEuVzkMhlMrLMRLkjmPuf8AQ/6F6heoOcxylhRnlcHdfJp2dOVnKOmxlLLRfejPPH5lPpzfP6K41IsWLdlDjpSMhGJFWK0ryeFxS3m1fYsWLYxQlmc3aKJcw8sNjbD3LkpxWSyLGUymUyJnRgx0oIaPj1bOazRnHLKNSyzwZaBaBmijM2ZWyyRvooyyVK1NVqdRWn+iuNUddtKHw8ULCX1TnYvd8ljKKH2qR3yIyIyljfDkbUIyldolzDy0+5YQ8Nb5/r38armj8incylkfU/5meCOqdRmYzYv6plPw+bR/ZXFy5cuXE9Fiwh6YPeMrzk7ym/suWiwhcz5wvhYirjlYk7lhEuYeWn3Lkp+OlYMqckJOEozVSNWnlkkmZYlkOKOkOmdMytFmbRI7u9z49T6qWYrU+nPvrnuo9PG4j09CYpodmStZCawzCe9Rq9y5cQryblY5LDWyJcw89PuXJDx1sqY0m0SSqUoyE9MoG5ZigSkWItwry+tf5nl31z2bFi2PrQj09V2bsisLWHq5EWLIa2kvqiXMPPT7lyQ8exPCxHYhJwlVjZxZmSM5nMzMxyOSRJtiPjwzKtTU6litU6ku/BXeXseyxYsWxsWLFsGi2mxYtsMenKKAo4sl4olzT89K5lyQ8exIXOMk7K6FglYWFSGUUi6kWsdXp01Vy1KlacyPHf8AjWJVLy1+9SwsWLYJGUymUyGQ6ZlxY8UiMbllpkS8US5p+elcy5Icdh4oWGW404F2xCxdPfIRiTV5VF93zHjvM3sky2FixbH3qWqJYtjEihpWnHKNl8URWi5cuMn4ofNPz0olyQ47D0LBFrklKDixamyw+Y8dl6o8XRdYXLlzNh71LnRYWlEWSZJksYoirlsLl9DJeKHzT89KHyR47D0oWElmjkcRNCZTpOQqcEVqatKrlEtrDTvHbtOLZlZZlmbkUZDIdM6bOmzIzIzKz2LTYtv21IuSJLGPEONbJeKHzT89KHyR7yFonFQKO8lIvtORXX3XHJkJqz7CFxpuXLly+h8i/SZfBkliuNbJeKHzT89KJci7yFoms0aD3UtlPaUiqm5RgJYVuzH9C36dsEPBLdc67jaJWyofNPz0xJci76x9EI/ZOwy4kWNx3Kl+zEsWLFixYt+68GMRDsyubiHzS89MR8i1vsLSnuxkfLdGZmZjmdQzmZF4n0LQMtMyUzp0xZUXRf8A8JjwYuI8diWCHzS8tMR8i1selYLSuRkfJ8NolMcxJZbFjc3Ny8jMzMzMzMZjMZzMZzOZzOZzOZ2ZzP8Ar2Gh4LjsSwR7peWh8RHyuVr9PB6Vj6P6JFPzZUk1K1y238/oWLFixYsW/YeK47E8FwUvLQ+Ij5XK7T0rF4e/UiiSKi+5yWZb/wA54x47EiXC4KXOh8RwXku+tPv1IpcSKnMYOQopIsWMqMiOmjpnTMhlZlZZln/4bxjIUr9hkuFhT50PhYLyXfQj08PfqZT4kZbvZfo5UZEZEZDKZTKzKy2uxYsW7zHoXGpkuPRT50PiOEfLvoR6ePqZSJEeP/RY8HhF62S49FPnQ+FhHy76InrD2SKZPRf92/6THgxoa1skeinpfC4ZHyXfQh43+5Ipk/8A0/UsGPsMZ/JT0vhcMj5d+ItH9LiRAn3H+h//xAApEQACAgEEAgICAgIDAAAAAAAAAQIREAMSICEwQAQxIkETMiMzQlBR/9oACAEDAQE/AfGvK+a8zF4a65LlXN8qsSH5WLw2biy82J8UN2uT4rFEVaflYvHRRRWOy5G5kW2xoUSSpcnx04/i2UUaWnS7JffkYvDZZZZZYjblM+z8kT+uT46V/wAfRUmyEK7Zqa1dIfBYvk/MsLKi2LQFBIcEawudiZHRlLs0dPbGjYSianxn/wASWnKP2uCH57HzSGxM0h2Ocl+h6s//AAm5P7FxedP7EnRL5O39C+Wv2R1oy+jsnVdmpHbKvXoRQllEH1hY+QLi8x6NOW6NjSZtjnX1NzpGp+UFLK8s7xZZZZeEzcbizcWQZuEyz5DFxeYnxn+s0M1I0yH+toWF5Z5ooooUTbxRBFFDkzUd8nlGjKmKVnY2zs1l2ab7rKL8kpXyWVlKyGkbK+sfRInyeUI03wnDcTi4PK9ZDxpwOjaMYyfJ5QjTFjs7JQUlTJwcXTwvWQyET6x2N4kT8KxpvlqwU0Pr2EaeNpsNrPok7J86KwjTdMTtY7KZWPkQp36iylYkQXR2fkUxokNj8Nml9klRoyxaLz8j+o/TWYvGm+josciUyUhvxrCe2QnfH5P9SPaH6S4aasjCkN0SmOQ5F+X+Ro3dmnqUJ3i6L3HyF/jIukP1tOdG9MnIbG/RTo09W+mQd46PlP8AGvXWFKhj9TS1/wBM1db9RFOSdmtNyfOyyyyyy/Gnl+rd4k/bfryRRXCiiiiiv+lWH7K9dYfsr11h+yvZfm//xAAhEQACAQQCAwEBAAAAAAAAAAAAAREQIDBAAhIhMVBBA//aAAgBAgEBPwG2LngWRbDbm9k1km1Ud870WogixYWTmeWa+CEQhoTJFjb8kjHvdrEQLG/det/YkknK8MnYRIsUjdVzE7XZFJOxOCKRclR0RAsa4nRkOqyrEx0Yj9o6KnHE6TVC0P50i5o6nUg6UdFRYuVqP3Q/m75JtYyGcfeWLEPQ48Ot8HomSKsakhnGcrsT2WIVHou5a7EIb1YqtZ0dk+c7wLUdeTs/c7o7kLTdeSEOn6RrcR+BaTsZItOLePsanXZAtSB14/PaIol9B7q119B0X0H9J/UWb//EAC4QAAECBQMDBAEDBQAAAAAAAAEAMRARICEwAkBQEjJhIkFRYIEDE3FSkaGx0f/aAAgBAQAGPwLhjAYBuijz5gMA3RR4S42zJjQYDAM5oFZ4S6kNrNOravwVcSMTAUiIy+j9Ofkrs0hEatIXUGxHmJ1SgYCkRGSZoIUoCs8LdOnTxZMmzSFYpGY3XTrKkNQonhPDOniy7U0PZeyaDq2pPBl2pqLIH3pGzMgrj1/6hKR1aVaBnAVnNfgnViu5AzumXariNqPc0ikZrmU165HSvZSyHnXUhQKRmBT+n4heM8JpKnzF6BdOnT0mL4JeyurQuVIZZpo2+hmlyno/im9lP2rNUtKnTc8yMBoej5TKYg8Wg8lbUDSc1uHCMhSyaDJoXIyGoxvCY0av7K4lB13LuXcF3Bek3hfSmq8RtyrQ7l3BOj/OM1GIU9MLhMu4hW1kp06ddQV8N1b6MaiiCpRtqK7yu41SXiJwT20yp4JZhuDg6vlDDMwB+InF87R8Hnhzg/hDDKBicb34p08RtDWMVwpykKTEcBYq5XpU1JNCaIMbY54hsRiuh8UmI4Oxokp8SK5aQmTLwgYjVAxCG/vVallfSu3DaDQfbjDYL1FFSgRSOLEDgtB4NuBhvOLRn7GgcLOoQO0GwFTrujchWKsEylrZSKOnVEcLeobYbAVMv+JlcxaPRq/CmHERxY2w2tmTqyuKLUdJdTDGA4sYnyCo5eqPxVYRuVPSvKkeNeM/ZeFIe2wFRiMnmNwnIXdCwVlcxkv3dP55DpClmmanTp6LJ06eN6eoQmFcJsUl4PG2VsLp6pRFRiE9bwkYSV1dOnVlYK9XgqRUjxkoSxPgGEY5FTo90ysI2j5gF+5p/PHTy2pGEY5iHhMmg0HTpofJXUYdKOkqzcXNWjLFIVDCNpaN10iGlA/1WQ4x1MwkNgMIy+F16e009qv/AJThWuVeE1Odgp6jYLxz4wjPeqelqOn5XU6kTsdRKtwd8YwjYX3lt9bi/H2SUHhM2CZT0q+dvqEwr0GFvrslLAPrhUjSyZN9gtQyZMmTJk0bc8NwKLK7wdOnpZMmodOnTp+UG6IH0I4B9cOAcI/MHAPrhwD6hJSxnAPrhwD64cA5X//EACkQAAICAgEEAgMAAgMBAAAAAAABETEQIUEgUWFxMKGBkbFA0cHh8fD/2gAIAQEAAT8h+IqSmINRksnmdJYd5knixYQ9iBYWCZVKxAmioszVyL8BtcmoGcjuxCOMI5x/DFBdHLRGZgd8KdQWyKSmQeOcVxtDkkp0P5lEzYhCwxkkJEsO+tCxGZ4XUdGhNFBblrtBEBqpHGFMf7FzgigsQX4QirLLI5/AitBSU+Lvtlj+Yk2hIaVSIWXkgsO8o3SIcxGxpqyBISEhOpEKJ/odj9WORH8WdGEKVQntl7ER3Oe9EbiRrsW8WwjBdMQqwozUcstZ0f4dIGo+ubdD+FulPdRGbLn9CFl0WEIcYaytt4RThyRgm4RH5D1I9m6FM2UofVORhiP58hGsLoqORwfUPINRzwISpuh+x3hWNvJJfgWr81hECh+sPgBtKDeF8/BUdFeXjVs5xrPoWfRZio+i+CnSfVGX0sWFQsOiwhEPqLoRSF90sKoYZ9TsfZ2iIcDfV0TWKXi5nB9AVQOtsf0JrUjmLOcq8KhbXd2EIthch6RaZJ8Ri5nh7isWR59G7zdhio+i+BdEAsv4X0vDsofAX2F8TR2ZIMPMSLc8DGipyIZokTmI2NrLCwIjHuWg34HvDkapV9y2I/usfWEIeRO5wfyE1ifI1sajk51hPQqL0a60UObgKFpkvB+yXwFq+SH6GynDxR6FhrD3FZoXPoWefujiJaGQc4viqNrL+JrCMJYwdOBopxJPcnJSFyFNyxyWG7/hLYniD4zHnoL3BA9IPrUPBWm2IG3EksVsUjNh9wUpaHMSw/rj6RwI4xujnj+J4HI33HejcUtjFgiYhtvhE4mdpyNuKaIfoabbcm5Q01GNtSkfU6HSHcVjhz6GwRFZCQ0LZTRZ5jyCKREqnTWfgbJyoyh5bHQEpoh9iVbEhkjG0iIgTc07EMQ4YcLRJaYakJclAnaM5I5CLlnCUE6mREPSbgUqfZchaSqcKPePrZnG4eN3rDcEmxyxBzjyOBuhdtNjBJ7lMfolDuQeRWvI2zdJeRNimFhTZ+DhistFOjRj7lg2gi2hiWNkEtCkU3iWVo8x5jzHkPMebMyelYVixARZZbIcEQNyZFyQITuSNUaSIlmhDdDVqj1FuUDoxafBDSSLeoImBJbB3PqY2bwuHjb6PwOZN9hYQz8YNsFAVMiDg1sK2R7YXsbpb0Ul+FlCxecMWBQvhJtwhBJD5YbJjtSGlEtEYY22DZiho/hfUhHI2kTorhkIakCA1YsN6H3Dyyd5IhCU4R4UeFDmpG9aQ+7QlrsJGBJkQkr94SkSh9oeMeAd0hk0jKphuNGqJ+y9kE6fsQ+UaNN8EolQR2xaB0EuI2xqknBqZk8IgEaGE94Wbx0xF2C4xZULSshjdjWjsmHcKSXZCcmqG4QTTGWCF8NvnLGyC6RMhZgeUtioaEiQG1HQ7xoREj4Ym1ocp9PZv3RAYiBf0UYYRtHjxsWUhZEqMj5I9xdz7Id2RBbRmxofIucxXThjg4gLfskmKShNzqzvh4IC3chsT09iws7kItwQydD7Iae9Fhs0pt7RJOxQNgSkt0bDODN5MuFRC7EJRH1vrWFkKV6XFhEkjmor9DrKSJJcCiyNAkaUkkn4GL+ijCqrgh2IdhoKpK862iUiewSdxHuQ2mNzTa9ilMSCIeRa4Hl9Ey5j2diFxa/JysaI9gL2c5cmVeVpBIS2Nyx23+zuLHM7Qzlpm2maPZKbIa2E9yRAfkTUkpVhexM/AgggjIkQJhp1EiMt4HmT6xQkgiJNr1hoFqNm1jRDuPBvQTaDfRzgabU+GUR3K/Q3hlijo2iIjL0fwHkaGLHJWFP6w4NdPfyJ9HmEHLDacEm/7BL92J4jKW2QtjVYEMepDmXpionZBFOxQ3DbJNtNUKvYQ2xxpilpCigaUKewpWKEclDSP4VBoiSZImwxM5glJRKGi5Ex2SG1h45GWFPo0A8ncYJUpFPbVGuxBVIEmDjsRt6/B4BKCPy9CGlyOAqZQPNivp6sXk8BI2GzTXIlUCQRIwk1T25FAoNjaVH0Rpf5p9fqwJhjErN0h0jV8KpRFDmadoZV4mgRp8kpe8aX8CqyqG23MGrqhrfsbY+O5to7hZInJjcM5JJFPI8QH1PeEUGLBISZTGiEaEyLk8o2ELwuSGljSYoV+hCZIl9+gzWkWJUYkYdY/wCRRYoz6LlWDksW7nAtefZG7xrzCW5yHL3tHeIpn+cK/wDYz22/bxGh1uiQ3PoSFid7trHI/wCwZWCgTTYzZCWJaQhSjseypp8Gg8o8oVO4mjmCW4KMWzk8CSROV1ckBjAl1OaFikEJJFOFEWC5krHAkxP1C7YWGiFibGawWMYv6OOKYnKooOcVjauBiSdQxlLZF+BE9gXoVm7H3GuFQuBE6vIl8xH2xlFIqQ5FNb4J3vRLSINbE574DN+H2HJQxRPgcToo0rk52xaQnpnkOOMpKJNGM+kh9jtIS74vGPsjXwNHAydCRysSBZcoIEHMDbIZA9D2Roq9F5yJqcoQsDidCfJA6wv6OAhUTiEWyHJQIh3EfrHaG+pKd9i946IzIksPRwgTRAfBeBH2hlFRRYKNkksK4JLyJVgT2OHJDPGWXYjYmFKzOxd4eY1myJTgUVuR5uDtn7EPskdkMIRwJ0NAjoTgIBOsShFHXDG/clvnEuCihMo/kS7sBIE1iEHbBpNiZWLDH9SyETrPJbBScn3BbHhGv/CwaPQWDartmcGo0ICFB3AUaBJYqvH2MKwlSHeIJ0TyNnoSVMiJJm5PArEE7HKG21jgklCnI8yG03NiwjwPdzZQuEhJKApDvcGtZOUDCJnh0GmES9hiKsNEskQlEo8gmu4mJEu5oFBYlMjYaFUdHYWCs46LYaTkt9iH7ykSnRZJG4RYYYTGhqOxiK4DJalpE6Do/K4ZJ56BFSHKeEh4JGMogh9j0ExUQ+OUGzYhkxhJJ6EoXTruhZeDYNmJCIc1kbCEgzkdiJRAEpHuBrkIJDGWI6BCCOMkDgjWRx5QkYTk0fww8XLoVrptgoxZ7wZ7FMn7jsOzyrtBBbNmIgaGy+43bbCRbNCNnK7malU6JUNiJL4cMkr0ghV8ZCZ4iOCBAVol1tEuBRY5CVAiOLRMxBaE0p2bwNtr+ke6LSsYlA9oQ7kTOFItCPl+xJ0sSCVFkruSiCkxk0bcJEq2IhwbViFwZEVkni5ZCp76bYqMf2E5sfvE6PLHbX30CVhzjnHqaJODfktfhIdHobM0JQ8goVKSr6BFwKvjl1L5pJrkTCAl8E0GifBYDA3jO+hC7tCS2Ra2J72EXKkyAycMmmhseLlXoo99NsVVj+4hnOE3MjluN/uGFx9YISg9BvxgluZD3Ch7oa1sI0kY1kLOiRcC+KqF0ujh1yJEEfAMJ6fUCT7wm+iRiTbHA50JJTO4T7I8SJb7HDouj+R9jo/A7LyqwpXgcY/hMeBvY+4JWOJcQwyaojfgPxv8ncIRBBQwmzXaC32BLKnRfgvsrllaF8XHqdFXXEgQx/E/EiTHQWGNCEoHXTElnsXWEJIuyJhYQJRKHB6k9ojqx+yHi6P5n3umxcVWKBEkItrDuPs8471KORZE3/Y94XbD2d5Z5WR8GlBTyPZrl9ia7mvON8DlC+Ky6nXwEk4klBImECUaIQtUxB9JQWDLCIl5EUXskhyPsxJrEibUvg1wPRyXWP7nS7HY44qFJIz7GO+DQMUwRtT4wlVP6BH7aezFCzRFyClxA0GgbqCbWJkEdmX2aK/3l0bqGzlC+J31Oi/WnJCwpCQTTETiSWT1mTYaEHOzkgaNPJLZLQlw0SPyifJItN9hOWNLxxw/Y6XeK6xWLOsWFxqhy1ynZQNaP/pPndhPAw5WJHE4PYHkmJpUIVLKId2a8MblcNOGW+Qd9TOfXBHW65HfQ8ol8PZ3UUnEipQjbKDNWlIOPhoixAkEPvjR+RKNtm28D8YRxw/YJJJJGIqshZnFxcM0tCVimohwu0LW1QSdpe0JkL/QikD/AOqPJI0G1RITnMXaQkVI2mmVXa/YWnstF8XL61fhfxsfQkRJ5GFOAagNLeUtSjRDngyR+JBWxKotnsTZK2NJRHsz2ZPuPMPMLPEzUpEYxvsfo8iO9AtpENW8Q/ZiT+wDUOmNmXY3uEyfpiELxIiSJ9kSld9iRQkLlD1R4ioX+A7+C2Yw8EEdaSzRI1lChSsQKAn3NEaMnDRIyTfkjwJCXcaeIds9MLehbH9sSRrI4nophkiQId0QfKPwKcDQhtHcSNYlJC2k5NhCTY/9BkCSOiJTDcjjMA5D9YzbcwvBEVjkaxOw/RR9hjrFoVf4Dv4BecaNGhpEFBrouP0i6KSQZLSsf5hWx6eUSNjUNMWA9mNkPBiTnYk3hYA4r/ANXLZsnBvuJksVkG4dx6kmdyEQYWhM+UkRrgS5P7HDlhUv2IcA2CTkjwLG+xqrkasafUccFXwsXVyKuuC6TSNg6HWTF8XlM1Rm0bLOhjlooeFMI2aKOZJGGxQUuxry6WAZcoX63sV/eDg+ljWEKBiTkalCRcT02fIWLgJXA8SGw0nWhKHgmAl4E97a7BI1yN+SWS0KaO/Brra+F/OKjv02GKYnCw+kgY61KGLtayk7XDHVDgbh8fs9GLanIlLGGO5noMShh6mwXLeqMV/eT6wiMLCsRYUVYeyqPO1kJJPyWSeQ1WGeNnPohL7PLEzrklbU6JI62fEn88jnoECW8HXRYeRdCVTE8oyXfBAJV7vDjyTiWSS7DOIFPgRLEbFy3ri/rBwfU6FhWUMoLsJ+wkEjujkhPuhdiT/RO29iRvSY1WkpfgTOZFdnpkeG+wkCpHDNREjvyKSXMtmxVK+FnHSx+ooc9SxjpDgSno+g6NGCRBBDJC0QtaNKhhyX3E2SRIh2kQecvouLlvUGf0wcH1McZ+xWPQxdCFECokkueCXCtMdIW1rRxMITUMf+0RExWtMjKHItBew1jKUang40fG8dLIVTSHdqT1c9VrRxjGR6DJF0shJKWhIrGxsYYkTOUekiKl00Li5afQ6Wf0wcH0icrWFAxlRLYuhccDDTXBJJrlj6ExqVBWVGvJI12ES9hFS/4511EnjomJEuRLCEWS4IcnI+m6xfEEDWhoTCBGF5EOx+DWi80rA0HHc0Kkp5FPbF0nobItOZeUeullvzg4KfXUsMrhCWCY+xojTS2f3Ab3H0JiZY0uxI1vWhpMvbLy74uPS1LEUJwNhKwYTomcjCxBA1rNBBGGEh9XTh1Gj0N4mcslmtFZJWaj7HMuKvXSy5ecFXrp/OX0EJ4XF4Esbkb267nnMG9QT1fvZpCH2QiSSSVHJDuNNoRyn4UbBLC8bPAyOxjG6FoPzJdzydDvjGHYmiBIghFhQ6T6pggNyTwNRZAkY2jQ4NZkqXHMuP5dDHjccFF0WecOhjHjjJ33F5OB7R23bGSuCwLAQ7OSCXYp1HsPVPPw8CMcT4NdjXYrqBJJIgaK9MEdL6ngg9iEglsS1AsZPpqXHMsP5dLrG3FVj89LGM5OTkQxyF5nHBK9yNh7xEoTjNpvlEiUr9iVZMcDS/hJv5dGiMEvjfTBAw1A2LwFnoPMi8B4eSDmWH8ul1hadvZxF1sddKJQfvLgSmrkSCI9ibcEuw0TKWaNifGJJJJJwu0uekHkQRnZs38z6F0ILTyUE+CCJ6G4bOZaWeuh0OsLzt7KiOeox5QhPHzh1iIbDwbIOHY03hargfiIdpKZDDGfCTHkIVEeZEXyicP4NGvmfwIJv5hXRVlhb66GOsLxX7Z/jppk8IYWM7OBvROh9kcY/eFkJLuQW4O3NjJj3ZLuIwU955j0njRuE8C9M8pPzPYe4nwJmYn3R6CfZHqvmfwsMTwS0L1I6LKMdiz10PIsPsdB9DyWxwIRTLwQVYJKFTXUJ9majgN6xOJJLI2MWI2akga1Q0iGECGHsexBHyP4WLKGKir4I2IMsHbPodDosKFh9jJdPA8WwhYpidFMcBYE23he8EQQ9EOCiXKYyRHGJFizkZeLZs4x+csskn5H8LKDFXxSCoWDs+l0MsKIds+50PxmR0MkbwiTnBHA2cHAXQykaeMqpLGnYl4G/jA+xvBPvi8Y+0zwDUcdaOccf47KDG2iFiPiajHfTnRYVHbPu5ThEknDGM5HhdHyy4CDDigts7AxpoljfTfA4I6YXZDZxkIdz3J98UHBPt0ojyj2ySI+RlMGhiGlOmeiKw+mMsP+A7Pti63Q/g0HgdDsTFlg+ugZ+R4eaI6H8MEdS64xOZJxOXhYaEFpyOYT1XwK/VGWFfwO3hIXVxQx4d9Og+4Y2PcBUJtPIqJJY2JZL8Yk0T8r+FPCfgjrkZTFrDcmSJNXiepQV8X6DosP5FnlF1cMbHh9OpS86OKtHD3kscdiWQR0x1vL6Z6nldK+R4OCxdCofVYqK2L9B1iu9FnhLKsWeBjOcIZxkdHJ2OeLj7KlBdKrDy+MnfT36uc//aAAwDAQACAAMAAAAQmSijjvYHgt/bWPOYfmsB8u/T9v1wnQhhqjjVEFt4/R/CRPh3CjaaqPDPUHG0RT9DwoeXj1M8tDrr5QsDJAYfrxEhzg2bqj1rh3eeau4fX7g7inN60eOINU9fUaff6QAC2XS18yqxgMFUGD0b5D132yur++sWsFOPRfoTELlQvqWE3T0U2CCcwjKLeZoV+4/DkIECxXeecoGuyGAgkBwIwMaTZugOGahRoasyyX4Cl+ilpQ1sYaQKkyErrqEwgy/UcF3tR52OhqwJ3A5t0jtS2DXgCTLzoWJopuzCjRCu8/zratofr4RGQUNQjSAcQdmqZxN/zxTEBaP+/wC+K/RzfGqvtTz8fu61b1c36R+yBRlATVt1/mfAZs7J04/F2D+WIRrVWY/P1oDrcYzw23sFwVkw+2zSDbpQMX1S/Nq02R3J0kA5sODpYfTRTY/1zd0qVR31YpMOHMcGirmhwUHQhODDp1wZzbQwL1whnrgqTTdjTzzEvKK+l0sTeeaqHa9DBSe4cJyq9bt31enw/wDAGaaP5UEHHDSglkk3kmbLPcsXeNwBJ5LU+FJXK+OK0JtvHZ/QfyhKAz3pcVQzgD2WTEUlY4t75w92dYIqJwctN86JvxGcfckrPs0G8vv46pUtaACT0kgH1VocuKVhPKOnwnx+06lRkGPXW1lJnRVWILprVNppywFmBT3WAHXNpfskXsQor4vmZ6LCN0Tu0Sn2JuskAAC0b3Auho93nUWT3nyV0fcuv2DaWL/5I4BEpj0Bs3iBmsbeOFx7nl+TAW9Lj7PV32nkiiTNffssV+cUzHcVsKzDq3BPSNUu+8m1hEX8pjsCXgixmZ2FEzxAFWc0c4yoiYaOLNULCCXJITqs2OvukCiX1iy5RdaxnrTRDTxSwzyGV0jwB7oTTJoRZ1PjsRqLmun+PceD1U9lkRRA9fKE3UQzyhDlFgo86KZUm6Q/bXSjJGKnQqu+m8MsWARFVsizkKOoOHv6TSzWUFEnXXD8dGmHg6J7nKa/42whEW2ttcExEHkfgwH799txhu2dUwS7qbqRCHsEmnhq6UGFaXYHSsv9z9f+1hj2d/axSf4t4sy1cN2xCRmmGHEls22BzasUxVwG/GxrlG26YsGQZIZdpbyuExI0nClEdGkn/std2VG9EePmf/DGvZYJBtWFSYJlV3QehjtfQMHYMmi28uv8esv8kdMMv/j5tGPe0KqIw22tRRUuqv0lklGNMfHvOlOKEml9p+9eP/as/wD/xAAhEQEAAgIDAQEBAQEBAAAAAAABABEQMSAhQTBRYUCBkf/aAAgBAwEBPxDiPVZOd4Ed4IcjkxyQ2xwahk+EZB2yZNECUYZVy8RNwjghwEcCijcFEckNuGGoZMdORlpESsBLGURhGVipVRTceQjg3jfJGC2J+QSRwfnccEIbcM8hkx04lYuXLiEpKYq/ZT+wTpxfxgASUtS56wJHBCb5Iy2U8MH5LJ9QAjBCG4xnkOMdSubLXLS8JDKJKMpOoMqledwIWpcI4ITbJGbe9xtk7jQCLe8iE2jGBg8HDXwXrgQYMNSprGMFrCJ4IKDC5cGEWXkH0OohKUNSwp7li477AQm0V4qVi5ce4cLZbLcEpKch3AqBcoIgdS6AnR1C+rREAcAxtkKQgbXFVEN0qei/8lw+h7lk4VCEcGWErBl65VAQFxDKosoqDuIdJfUVxIujgMbZarJWRsCVeEKNS5+YEP7J0w3DCsJwrNZNJbLYOQShgfzICAuDYSlYkVLK4CE24Fpw7lmUDFK8IZVElfEUbyjKwrLDA6zbLRVh+p/DBGAZMbcJPcDADo7ZbY/dlSXpDphNMLly/qbnctBSbe4LjixDe1hTUf8AIVD7wNZITbhdMsrFRLZX63O2z3Gn+M3gm8HcC5+kpdQpplj2d4GbQ1khNuHux11E1LYqlP3hAGaf4KrJvBmVYAag3ruWMK3OheBrJCO+AfSXIw6e8VFxSfYFIw+PnE4kJcJ2h7uVce8t5iQHctRXDUqVg1EyBUNzpGd1C8j+pU6n7D4vAJRKlchx21PBK8Q7S/YSmIMSueZIajm07VZeslvUL9n6Mr5LMdbf2D4vx74Si/kBoyhK3KcdmTzJDUd8HTcCyaiELx1ANkbY7FfsBdBTXweDKlcjCKoECEDJt8+ZIajvgQBUF2YVCPgvtKeo46/YdfsVt/BVaPkMuXCBWyBLJabjcvzJDUd8CMYmmMAIkC3ZOnB8D5nAajQljqLx8yTyO+Blg03KmiMQ7ilK8h8RaWlpb5DkWPJLw64eR5ORpuekQirNw1wfsYcEGPAZdcPI8DLk1LndBOFSpTLcBaWlMrmcBhGOTLrJPI/LTGmKxXwuX8zBiZMuuHnz1jNIcH7VmpWTGODLr7nqM1w/6Tky64PE5Efv/8QAHxEBAQACAwEBAQEBAAAAAAAAAQAQESAhMUEwQFFh/9oACAECAQE/EOO295PwfcODgiefucmPkTEZI9n8REDqcGVkhb78wuo7QcE5HMuo0be+BfMMeRkj2fy02oltxE1bMNs27dInIn3jqDUgbTgXyJvkZIvXHXHdttuG/wDlskXpj/6RBsbqu0txOCJ946NIqFl3rJwb5fMkT+KZ1leBIW0NRkifeP8Atk/1yUDuU+FvqKByE/gcS6wsvcSD5I/yX2FgW7cRPtu3bklubbbS2ewPD5LbFq1M3rEmjw1aktECTDU+Tje2JXdrU+7qO4wHmSOD5IW2fhJe4PepbN5fLu1GNSRJalxXvOsKXUOA+29Td6mTl8yR5wY6hS2ybq6z8tTajDatY1pyhbWD1De2iQth1bZFj7JohrG27WPzJHB84geRrCbtWtWsLatZ2PmPuExu6+wEl7tlsurSIntqLf1agvmSODJuZ0QlsvEPsckj8P8AZaktWrRJMXTqGoEkltLA/Ls7jiRwYhjW7y0QjH5vDduXuHDPmPLGeyZXduI9jicWMHGy6h1IT99WsHdq1Pk3lweDedQdxxOT0zwawtMOz8nk+8HDVoXmTot28eR+OoxPTyfyPxeDbt928rWXGFS8urrS2Q49g1wOS6x2yFrHuf4vAtX2Y49vcNW13A6YBag4nNkkxuLd6htLZ+u7fdu3bzMMJ2huDCzgnJzSTqZqY7g1IiKDXEzrl94NrCyXAZZ8wTk/FNzDjbdmPx3yfbeXDMneC9gwxE+ZPz2kDfdo1AFv8dFq1at4+8HKWphjDMETk/T1EHX8H3g4DDPExh8yfoneH1jeOrq6t/q4MJJgyxh8/Yh3habcNv8AX7wbWdy4MsRPn7+sHvEt27du3bt28uN25xuW3McGIn+Ee/wPBt4cPFjDlvn5v8D/xAAoEAEAAgIBBAICAwEBAQEAAAABABEhMUEQUWFxgZGhsSDB0fDh8TD/2gAIAQEAAT8QD+FsWeh05juYWUIB8SoMwdBiDMLGWqEGg4ltRdnQYM5gRFO4rYCAPEAF1ALTKGeehMzboZTwfsjzEXdr/c2OiLiyiNjKVEr2luTcd97/AOx1My8zIo747TEGuV3i/ceEWY3uLsMu3UrbhqsTSDF51mBtdlZjt15jsvP+wV5C9oU0K5IEmG154mQu7mS9Iw0CDEOPzDxAxcANXuFEUXc/Ljt7jr0RX7pr89Tv46LP2TXNM0+oOYk1DFr0BvF0Q3Sly+jF/A/iYTjobltEwxatK+ZlDnq1jBgI9sC5RDhFzLhKxMw3NoYBn1DO4fzgZ6Dc1jQLxR+48xmyCXTcKcf/AGKyHUxGwmlVZgfRHRDdBf8A8hKyD3uXdrNXRMgod5kTti+8pWGs7QxFoOew/mDJjLmC2LUVnxqXtzV+cTCmXtFY59HLMZKjCv0kZxmswcmb8wfua+Iqu7R/LP7dbNfnr+roMvZNU0zR6jGOycdVgPro4i9Qiy4fx06cdDcEWlxAQ1FjwwMMJceGbQJmgxOJqjuBF6ZfEqSVOKmkJ7hDXEdEZWi5Q2vojGLb7pmzHdUfMIrUAudv2jpnCOO8yG7gc3Be7lwYdxUdYuJp3HRBZeH9QYbo1i7hQCDHP/yBNH4Msnk2GLla0v4iUtK3WTmNXTvnmZXu39wqYoTNy1UU/iOveqnZq4Zf8il2O4cnqOyGwqDogviGCLdTidoZ9zHb3Pwel0PfU5Rq9TWxYJmfcGMPROm8EjHxMU9XXQRiwZcGDcvqPQ3Kigd4ZDOKgQ4hCAt0h0Kw6ONxMwiQVXzHlaunPmWRTwhAzGoFriXdpfcvmFo7RtJF5viJqzyFjAWrvaMUn6e83+J/2eY8+pjw47RB3hli671AKyrUxlXLe4Qo0s0/voLj7v1BAFF4IgLwaJWoDhRruZjoZe0S2uTsdMVnJvE0fMvkb7VKts+IapXOvUGMfI8x8VHJTU+4Fg9EV3SWIuKJHLJX7lchacyMWYODH4gYhdSgkVj10f8Aebfj+P8A400+ppmxNXuaPXSsts62+Yr1N2E5j1MYEroqJiHo9Dc06DjpKD0DBhupg1KbMTWO2+dQLgPQQmECnviEgFJR6Jj7bgI1LBD+kuxjTcbNuIALtafbO/pmjfEsxm4A3llYytErQEkQgzvmV+acIb9z9RiOXatzIZUDB2m+aphgCUoxYC+N/cWjgx5lBVjfqDkS/mGhxC3Bt8xrkl/ggZFs2N+YCADDENwBkqCgOWviUNysrtHeJUR2lfcrPYgxP1RUudHcuGDPvOHUfRP0z9U1TT7miX6ckN9MC7mpEs9HMZl0vEYdSOut6G5wjZzXzqCMI+YgzTs8GZXzAjQfmHtacmSJQ+IlsviIGRj0JXJhvzGMhhh14RamOmkoJDttQzBaHLBrH6BKbDxwQJx9jJMohzE4vsTd/wAbi79QccE5uKovm4tXmK/lMKnv/U4QWMXT/UyLuvzFaKpo12IqnKoS+DeOZQwF3BaUauqYXVpfeJyKfiN7j3DJpV95iDDQGiiF12RasJ4taCBx2IgN5EKdsVyZC/VQy/Mz04gYZTyxKp3N3qH9+i7fhn7Jx6i7O0xfqC16gh+yVGZSkShOY53dO2kOp6PQ62EUqWRfSNhsrEuwVH9GNWX5nOn3Bbt8SzSILQ/MA/gRWv8AEVwr3HfnxNPLBb+hjqFPhhtRcNuocy9V4q5TNrvO5PUD/TjhD8QxomeSESl3Djww3L0WJlULHrSXuOeT5uaR5ixO4/uOn1Bt1AhiRYirwCAor7laS9xfyf1HRP34L7kykSsse5bkU8O4qGQa7RCsaxkv/ZQHnHidiZO02HOoO2u00A534iBTALLYzK8Bul6IF5HJUtilmt+v+R+GMxKRigp4gmWFRgGSFzdkKJ5J+44F4hrLo0elixG51W26ojKLdEdwaxHItwUnmJFQypxQTaSqgVKZXSwXqI3BK3KdyKd41OZjoa6Valu8EQgOZcwRdIylLj5CBwWBmaomPEtaCpVxLIG5C43YRg1L4oU8EobJ8xam+GWC55ZlxlJ0MAv6mWMH8xOg9kU7PklLBDiWhXCsw4dWczY7cvcZ00fiLhFbEm37iwc0/uPPqG8sNhVwU4qWw5mdZi725W9eYw37swia7iRO29UEvdDd86jZEsr8wlf5SYAEHvuYE49Zn6YEq35maeee8eKAd5NgS71fE3iNHfyQSmt5294mr8oy75iqdNIAh3Zp9TidnMs54jJaYCAgBa2M3PmbHV1XGfVFSeIzDT7i0zPJHvRHC2QApm4QPMrUrhcwKnkTzI9MmRkx3c4iqNmX/BQgwzFmYLqXGJczwxGwmYQp1GjmXsInfbmUsBlKxzriqasILioezGGWn+ERLiCNIZVczIXtgVG13gqTp7MbzwjuVEp7R8+81+ycekP1I/EDgTTV+pfFmfMtJ0/mLLXnH+YN8m47cNetRdqY5vUyUce2VY0V6hbwN35gvOcdmU2mV92HOSolJ5IBdsTzgicOwrz3HiKNMAOCRCHwR70huHnv+mDbmGAK4ILYMxrmJfRCOzDbJwz9k0dDYWuiHDlSjCyWBqqlbTMqSVbGB0VBGQ4IADMi2Zy4Ec4lxiy2NxvvLaqLRHfWv4hpEJYggwjUGdSw1HcTJoj2CYICWuo/BMjUel0lVjXM5/pxU4ITBbB4vpjoLAszO5IrXzMC/wDUApL+Y82gxsJe0O29wBQ3/wCI4H1BYTTFzc/NMkCnH2RyJ7riqhmyMHFahbXMCNLeyE0MPnJBBUfEYa5eLhjV5IhoT5YmgEfxFLPHaFg/tBRLpsr3Daui42TJgPmXWR8RFC8sSjkkBhBMsagVLhrctZVznliDqfgxS2Zh65+6aJpQWvcr9NRiUzKRIopt7J4LliYiG9zAgtzMQYOIDdk0jmbdGcHxB+XSzmokej1Qai9eOu0NQ0vMrgQWQAYjAuYTEl5iYiuEFQSZIwyQkqIVvETbLNmZiUVUw7L9TQJ6JVmXfaFcalAnmEpQhu52lvxmHRf5gNC/czyh4jv/AFHTM/FBjxT4ZwiGaIVLmf3RmlgLg+m0Maofco7sItaezLRxfMPJzFLols27jH8D7gIAeSYU2W0wG+F30xwWDs6+GLqY94OpURa6LyrlPJf/APaVCy8/A/MFlLxc17ImtSy7CowzcRC6ZMw9U/bDsHekJAUIAaJhVqMbMdVKEVlFxRbHtFQW0SgOBuAC2zhhZRyykHmk8RatpoO8K4NwVkai2s5hcYaBrmYRYxjvqFldXXU5gYlJ4llQV0MJUoKmbL4grPQiDVSxHTt0dvS7VXHgrfq4sGfzCqKC+CINhSsXfMs7LmOIwbSvbMixj7P6nD6jrlpzFeX3L3a/cwMP3BcoQEmuO4ClqDg8xKGSVlNh3gzVjticUH0R1js7ke61V4MxP6YRuztwEv5tCteKUneAbNeEgdC+0g/9SCU+6HFrX3YBzV4jNCntSSx8AabGUuqX4YA2fxArcqxGrlBeD9TZN00vUNg5uKwGMrzLAU2PEdyV16MaCGsqI0zJvMXRDWIqIU1hYAqWXMEKmwZjpjmWFKJhgVTHIwYU5lIVANqnmYKG7llsRIXt0enPWtXEup6xkTiKljp6TdiLOgMYQhVjzDcuXDCU2rKcfjIJoILh7R3avPKcYmQDLAVr+UVyPiBgO+0QKfxhfT/UwafJBqAPnECKN7NxyhacR7+/9E4p2jp/CBVtVLvjDK6/UpoxfTNdR3FTeD9xWld9TIt34hVL37MVmsmyWU435gXi+kXBMMy5aHiVbAMABbitIAOPOdMRu7oEmNT8MecPqdsfUquqs5X92R7VZ4lbgpgO4uGmtiQXXsqFM81UvftpiI3mK9StW2p32lYJBeN/MHRn1jZ6ApWAFjQuEJDt3YgI2M+53Z9S/YY5nYP1G75M5lJYzu4WGjsBl8pVxDWUsoMxqlcQrK/iI25NyjfbqrHVmOgFwQUYhYhJHiZyoWZapRbsg5uUcwLImgINpIrAnRUQy25gjpL4WmmZd1p1feFIlKvEu4Yy7I7qC5m6dojIWvErnzAQdCPuYQ4hvwzOFFd4FUfQssapEgaV4t/qfbP7jfjMRNcD5hrVvePdu53Z+NNXr+5yTneP7mxnCd2KAKz+4xuyl5e0srHw3MhzSdyFTYFcQUguiO3eIAENgQ2h2uMCo2aHxOAsIr2ZMhHzSDoDumvzLsYOxX3FLzxAOdRDLo5jcTwplltCMjFuT5Js4qogl1sOrYfCG13nVRACgoiWZHMI5YcxmM7piEarliw1TDUpuNAuo4yC+IqENBloAzd45gwRvklaeNMdMxuYSXteajczLOdRLabJhIOjrqQaKrHVmYjLxugmY5Sh4gdnQy4gGmOtFnKF7Y3gsMJbKK1O7oIyR1V1Cryx55hE+4nvZlmFRtTMtTvuLdNsoTtBj5lRvBHpbuYgLSsY6A+1/qGmV+CNXz8Rxi8do0P+o/K5Zs7TAzhKZkNTQWC/qZwFS4XAfkuIpdHiyWVV6wEaZC3Yjecdv4iEclMIgjLggHPPcmCG7Zn5mOn7phH78bW2O9kcl8QrdxcApwEZVNtA0f8As8IMylBl+BnHLULpSxF4cbTAHgiqjdxyHKtsoQt7sxFo1xBg0cyoWyaG4MKLGHzMmHbPjxGEpVuKINrkqWhs8zJTbN9pkBi6e8oIqltYCwCzmI0aYlZssJaDTeYVprNTedox11C0Kyx3XcuMjV4lEqcwIMucTDcsi4lpdRU1FvDLVgYuxlLsgU2TZJrXCNMyZK1zms0nZF+Jl05lUSlAPUCauJVG5ikuNOcSy5EEyJkM0ogjsfLDT8RAPUff4jhuL3SEG1vGKnA7T9ScIS8btIBpbfFsdYw4uX2UWef+uKoRM8LLNjJ+JQXh5uXBksShDFz7JQA0DAro2tEEFSr3rtKvLrglW7O0ro7NTEU5Nb8xiQtmofTKpdMdDtPLp7zD0EdSSFwUx1sXSjvN3asojQW57xJVk09ooUOBNwFGh5NQ24EysGW8eI21YH7lYxxMW2Y6z8TJUHEAl3MVUSLVMylbYBeZtG+Ige0rTjo66MXG1GRanAyoxCGmJ90Hz+ptHOUQhpllKUWxBzsM0QHglU0TfRPChjVQBgjtRTLL3BsxWu4Uh160T8LHKlkAoRyszJgHmXfBgaViCxa4wkUeZn8k3+c0+SIrbxqUvsRReI8hDWnE1eosIaQuHuQ3QiL2lmcFxXeGi8vzLAsPKpV4G/CkVul96gAD/lzAuwh9wQjKXxCnuVCjcRUFVthcIZQFdJ8+vqWtbCXFmkjPnfvpbs/DOieYUJQ7RaxUWuJYauPIG2BdVMJ5GtS1GFYKBcEwDKLNnhdQKmuzcBo2S4N3GXL7ywMmYN4WIaBxHS300nEYYD7xHMYh9D8MrExVvsI5S38Q/wAZjqwUaTAtTnZvFzUDGCqiI1eKNJGMmbNmnYZf2Szhfcd5S3ux5DMNIGNTIAlVFvRiLoYI+JkzuMaUb1A/f5mEUxF6pjDKMGpgmh8pf7Z/YhgxFvVsvtuP2hq/Mz+M/WhpO0u4FAFMUMVcP+yxS+OR/cped8Ym6KXulhjVgHvm4fmf2jEO5C8BUslhKEQcwXM7qcbMwuClY5gSODot1ATUI/cqB0SCfTDCzJOVfvobsw+Dps3AtpmyXKVxkmHc94OJxM6y4kAbrMaJ7cxIj3fcUoAtv1BU57wUI7zBw6IhVsA5QHaLX3nJUOPTSViMQ0D9RfkqZXmISrcsAjMvIk8wj9HB0F5g+jZmIA6ckByD6mDC+8SCCrEUoAeZwj7TfVfcRqsSsuo2ZIeLAuCisu5jBpOwfcDhIF6Lk/iOxDMCmNzHcwzSXKIBjiCI45lOZi+2fiP7mj2Q7GI8W+Zm4meam6fqjweoaSlruDkb/M2umfmNrm2tQSqtDtKrsGnY3C+FeWOhcWRvW+I2i8QGHWGL3j3huU4LHVnlDNjTzAsGjOWWn9kJ3iG48UOz5jk1iXwNWzNc2mHxQ2PePaB9z/mwoPDcxAb1GCWO0B536hjsWdolOPMCyD7hvIktc1KdktTHe2K2FkuK6BlJl7hVE5jroymW1e5yFbxF5ZqYlESu4S+BMWNgncCajRbU1qIC8MAgpSljHMtzvmD4WYi2JwqZynYiOxKdoNpCQe8QA7xBiLgxDsOrlawaeJSsUfMznBXvLRd3CIhilzTO94f3PyiFIDEO+fc0+Y3elmyptxxP1IbILhtQVzjmU0LfOKI5xbx5gwWZ1cLM/oS17JZ7gF/LiF/WKS8RJbZmMDK5X3BtNGhGnOeIpXaFS6I24cABA7eZVlzHQlJOY8QwqJq8zX0Y/DP2dBjGMolQU0xYh2JQaB9TkBLoB4j2OmHmBQmQjiXMVGMol0iq7jO2MFv1B3OvUOYj4YkfpL2814DxCA3DA0rfRjktXwxncm3EyEh2jKYPiWdGI5EO0fLitZ/yGHDXaF5Ye4r3iAzAThDtIdwisWDUIFkZl/yQphfGo6vpYiunOwmb8KTI23jiCmcpzNMph7P7Z+KhgzO8NyvDNlS9/Ud/D+obl7gLlGAW7YJg7eJ53h+ZZva+YuLM1cqIZAHhFsKrcFv1MB8x9N2Z6iUUMW1mZkamgDzAstF6MuSlF33iZ22dMIowcZeB7PEd0M1Sdp+XNU2+Zoz+vrMY9H+H7f5Fw+ock4IzmOujLv8Ah89LSC7wFQ69wjY5goCPxNsPiKCcneLdgqqKR0cwX3wLhEDuw0jz0NkFoipzKCWPExRQ7RCEPFyyij0x5JPJBxKVP0YbRQeKSWE5Qmn5n/V5n4KOs3Fxn9Qy+JzNm/ub/U/KnMLkWZZJnhWJKB93FMPOM3mDne/MoA/TcaGavNlkovrMZPqDF8y4eJmkIpgosK+ZTwJQxdTJA85hRofEe+8lxUWLTyfMdHhxbLDxGoefHDH9k0Tc9x45/THjoxj1eqxeZp/Hb6hz7R6pEjPBPBLnDLSmUzPRgzMEMAYgUGLDLhNWKvfMljv2JRfv0NwLCJ4CCOxDTUKiqZyrKNB9zu2+SI6+Ml7J9Is+kY6mp+FFj/zc/GQ3zLxuY4PiAmYve4/omfg6BVrl4iSnD3q5yU+WVdl4vniVV0XyngPBhDW38Tb7TheEH5R1TvHUy5lUueWorV3tcBqC9kT3cq5TM8A5CWgVe7eYzgImCCwdn/k1iGRx2YA2TCaHeaSbnuOf6M0/i/x0HmGv474cEY9HEWMFOIPHzSrz9kC/+IXXH2qWdn3cV2ijhlPaKixU8nFwAlYO5ugQqPcf29GfvS+EzBklioKCGkSo5JbWKnYY8jB31EOKfEpIm2AxAcCPYjY1D9UxEfhIVwTFw3pj6llYfjolg8zv6lfmePMVOLfZuKurQXGc/MbKw+uZSyAvvuJxgT9Q9z3xCJJDqrqCEsZTBisgXAL6lPKrvhLstntl+Ze4vJ3L5eo1H/0IMxb3AHVM9iiYJWKlYV/DK0FSnZyQoA7Jo9nRn6Jp/Jj0Z+BDX8f3zVHq9S4FyiSy4LuxHBlD/wCRV1Dlqf8AdzOW8xITBOfE1euVw/fFXF9z0inBkgoLS7y0fgixyS/SpYlprmAh43FxiPYZiKVEKNfln3TcA+CaPUz9CH/VLxn6lxal1W/EFx/dHT6nH3bqP4dnMQ+L5qJ50ZyXKKuweNko5NcowhkGn/sxUEeRlUmTEAa2Q0qVTKi2XNEeQyTKl3NRDmfdjNET3IYu3gwRlmsLmEireBHMM3s3LpMeF2JqAqlccp+VAm1doiElamn8Hox6czX4Jx/HV7gz6rLjGB5gcWFXNx2GFi5cC6C0JcF3Z5otKWaMrppKfPLliHdjhcyIhRYdQVthCG5ZZodmcJTHViIbXz0arf2RNf0iyqwxiwt8pZ2CWD0yfSfqhuAM6+ovYJcveZsm5fmR0+o6Oh3FWsXFcJX+SznvcEG68ViK2afRGOb3ZDfoi22rgDzFMeH2jA3S0xgPPF6HaHAO60+mPgrUWGEjsVZYgtqUTr8UNJh6gV2PM5x9huHq2x2jEAKy7EUBTjwkyzzib/cNH8WMYxm31OD+PGDbo/xIJoCO4blo7lrz0BZSEtWv4ay6JuWNNQAtAaRicfnhOFmCbK3ATH+SVkaNxAACr3FviU8MSe1wqirOJRFPKyuTKOBAgNa7pqVlYiinEFxA+kV/CYxA8T4QtzHbMWWuojp9R14P9nAcPcllcMUNm37lLxZ7limfxHk35gsvE3pDMwcRBg2Yi8VJU/5oZTcw+CYYbOzmd7+VFtR5Lg2V12gRuz9M/wA8qYPyERX4LiUKxeoXgJn2tZBJaooGnf4lVtXuZNfM0Jf8GMYxjB0fwZsQZ+5fR6cdB6PHQMxMypX8tOgOhuo9lTItoT7cvaKD13iBjay95Znln77wLc17intlCzhDkVEuuPPUGdk2gYXUq+aChynqxqaPU/URiuWa/wB0/wCzDi+2Ua++JMLl7ceE0nHJwXAC65ijR+oJyTFOl+JiwfufAliG6B7FS41pkSzdkx9iCtP6GMw37wWgfWZ4+6Ve6l3DAXaFVrU3+WAlVkU0jwRmpGxlvRxSSk7mX28TH1E0OhL6MYxjDb7/AIPWNReej1YKCYYkvL3FXrpUY9SCyNgqogw6DNxlXFxWILWvPeXLd8mIJcEt7Y1gbwyrnyRRCscReMRgJ/8AqK8mC5uZTBmeRxxvWVYWlVNXqbPRMyYo8/cq+biDvGxzULW4Vg1c0x0xhUazccoGImXiZYobxKXV29xOjSChE7RJkrxGAMHGalulNKVGL1riLA2RWWG1AgCcwnMeyGgz5h/YUoVf8Sz+eoM/BAG0F+2M0DtbShoRSoK3OIrG6eLiA7svkXeD9S2mr1/G+jGMP4vRFDq9WO5EsjCQnh0DfTHA3MUTrqiCJpCEyqFSO8EEFu5cHbaQy2ES8vk1KhSeyKbg1iI5TcDReIjc7I/cSaP5jmMPJFsZfEfYn1DOrllgsGL11xNHqb/RPzoPmLnxPUXHmN23PyZrjpl/igisKRbyJdsYRVpqyP8A7cRFB29o5LqZN53mABXFDmLkQ4SBZcbMKcpXaGldxWYa0m0zHuAO6CJ8ehNpr3UsP2JiFo8TkGcXyMFyZe1kvEHO8cFN7ouCq9iMOYaJ+Ga/UuDLlx6MZpNiXll9WGfnNB1f4NBNWLipfvHuRsYenws9ohNc0ms4hEHEaxTcK6hxUbV10VL6bURhwHmJsy8eYHLcUzYSoR5IgeSpSo9LfqFzzXSbBcABM0l7S9ljjd6J+VH1ElHEc8Qb6IfwjtA4cwDxCyZz4WbN6gCntO42QMmEdSiSg2LvVRUtUJUGIgOGzuQ+EGsjxAt+2ByKc3AMfVP/AJ0HqsRYAgRfyqNtz5hzj6zLFWDziHpjoZCByefREW7q9QL7HrxKpS0V2ZcZsj7eJcuDLl9LizSG/wCFx1Mh7hHpfTmVM446uemnqF5l+h7w2u8wJZBi0yue0pWHDc5yDQ4WZVRwVP3LVtQDK+0fE+mUUb+qY4rMUfCV0ESdyU34OJiyzulDhNsu26lWsobxBH6ky+WHiO2VE8zlXSNHqOmVFxpBgvD7indVuyZB2n6mwQ7kta2/fEBXaZo75qAhiqmhgRijwSKjzld5Vi9YlsDPCeVM0RqZC67IdtaRTkmDGGcsROX7IhhGsw2vzBX1Z4Hj8RoI4RZcGDLly+jNIc9Dq6+ILEHo9DriMDMi5aW7RdxgRg25UqV1rXptGDLxA6Ie45jwXE00OYOgd7ZulvM23MXqvKUbsvEUlGmDsS/UEFPqVAKCXqwOWYRNZLD46m4vnpm5zG9R5xmPOGvxjtBdZxmOMMPX4lVfHucKMQC1/HeUfD1qPlhj5oyVvUF3ozA5BcSeXmWpVvMOI2HwRKtrYco9FQ7RZZ/DMyTPqO2uY4TbidxI4FvcPyQdhjwy4B4LsJk1XbiGi3LxFJFMWxbUoMBdo7+PdwVh+Leo6X1ZwnLoddGUEaLn3EWqRriPS4uZskCKykYfGNIzQY+HQqCVwxZhFRb1FdoN4h2oMmIdDB4ZVxproEtplK0oJbzKOyoNUDGaFr1GDSd2Fm5Ru9S/DArnmLn4Zs6IfUyriuqnqJBQzbG30R2+JY16TRuvTNZOPc8mvUsrGJSuSLbFPNxUxhldfeJ2EqUtWNwyDs5g1FIVvBRWnyeYmIGBlFRb3YmmieYIwJnFIBHhiOX8CLdQwKoC0GFvKaAp4GwXeahHYYuZDrfW5cY7IyQ66woNQIaUce4cnmDmKLGqHqTUViVKlTIlQMvTSI6Q4mwlGAiXiA7TskAk+4pYnZ6fZYt7l7wxHHMOgPiJVYAQCjU+YXFbi9yU4cwmPtN0/Jn5SHXUTTNsbfUd/iFM3D9QRkyepTeBzDdf1MmAfUvNW4lDivUy8HmHlLhFVKsxir1pm+MTJSvxAHFGu0uU2HDxLsrfLiUKteoKKb3HBfQBlkYYwpainlegmUFHjv7gqlgqAAMYlQDvF+cehL/g9NfQh00lluV5j+KjfYwRFO0C8sQ8EE7p23WGoTnoMpWIMpUOgWk3wEqBlEpAIN2PUUvSMgvZUzP6zKTJG7UiTpKtuXoZTG+OCIDBqLfEVlu88y54w6ccwfTCXlxPzJ+anrMRieI6mQz96LOO3uaPh+pVETFf1K8fF1DZx5j20d5gv+xHsVNLziUaVApyQaz9xgPWcz5zvHEBWk4uVQlhuZdm2CYinO0RGZi6CApgnRiqqqIpGAXMsm8jPz5+ZH+T0OZgDxBgwemAIHt4jogCQAjkZuLeOiZOkxpKh4S8yoczdPWAgIhVVL1ucdD10S5TGhVwKEGqGZV6mbwYssu6nZIj1hRzEAMAgIljiUYQsdEp7S9M8zm+Oh+XPysvxU9T6jNGHD3OJH9pgNcMjCuf1PmFG/6m/PuVZaMcQpE48ywOTHaLOiaO5WWiBRv3csB4m7d3uPedxI+OzM7oreiVRgK9MvBQcMkIAldiWEJOw+7KwM5f9pfELLoYToFFQkFaXKiKydXBAaY//h/aNCUqJcpV/lK9/VKN/VGef1ARcVcQ9tHtJkwjEOCPYlUCujsPUBjRHLWpkCDg6ZhdwFyjt0Xo4l1EeWKdyhUQKq4yoU9FB5jp+YMLC5RYs4Jbe5bvGon4HQ/LmibOuk0Zv8sxl/aCvUQwbZXF63mGbLfe4BpvklUAp8zjxFacidoV9vYhxFSwF0Yhgc95aUGo0247VuWF2mJ/SGlBBaUJVJWII4ACPESKOSu8cCteIba4AouIOFC9TIAYJapU71iC8nsSmlUj/AhrqLYIB7THaUi+x9StqfUE0AhFrm2owrp9Z6zeI93EhJnoM3CATEOh/AyugsiaxxKiKkKpR9RMOZiRXnz0tm2WXDMpuVDh0Gk/kTGOY4n5jqbJ/voOD3NQ7QlhvKIXqoF54hvaT0xYUjwJrmFqO2pjZ86l7XMLSBp34gCwzbDTc2eJdSCxnB7iF4HJ/kYIkcCwrtzBcX0cRlKtbgTZ8GCVNAJbfcety4PRlpgAVcCV5iBzLZb4malsu2Eagk0l23GzEMEgfwOldKh0VKiQM9FpVmM7NSwmjNJZftKUmgIx6i40zBgQFr4iQVs1n8jrXPM3FwzZ6n+ugIaeEQkTn8ymufJBriZaqAHjvUdOTXePnZ5Jlwe8TeMzF2k43iGT8xV8S47/AMlqYod4NvqO0fb1N8Ttl5s7xC0Y6S7zAGysRIxBBpTkkGsVeIp5HxLrmVOSV7HUIWyWg2dQaal+SX7QK6ngqPhLdpeKGUxHqX4Qh1M9SHQh02hfUdEiWVLBIoKyYMOTMipOIxjuLBiDZLXzCK2+8dWDiPzXoPM5i8VNllTd6nD09Ibk/wAIL8QQ2ZhcQ7jiGC+e0qzBFVph7Q5xXzK0pVx9x+cRXSfMWL5mbLuZmmUXy8TK5XGaqLKvzFsy78RcHKyhtI+AsvY7yoaDmUaH4i10n1MEreol0od2LF8s5B7zSa/U5X4Q2vxl26QM4T7lCNj5ZiPc5na+6CP7pnpPuWxd5bqDfEdcfEc8TGpQkoNx8JXZCHU/gdTptB6B0rozkJVeLioYKEw9ujFil9LlxczQxfSwWbXl6TcWN1uXpzMV6mp6Z+ZMgjAYKFkscODvMwYUrvcGsX+Ya8e5rc2+JQbwssrH1cRdfiPsuWrvAz2m1X7mnFwpsRYB14iDLfMyThZuQVNSLyCjKmZWexuK2J7YwujzUUGA+Zhuj5mTClkwoHn9YBxz4iecviZjJU7B9z7PmLurBxC9n4pR0NdomnN5rApVSb/LC0AVMOtTt1Q35Rsogu+kQh1N9DqQm3U30zCMS5mp0yhMEoJ4lB6MSJKOhI7iwZmZjvMZ7nmfhpZxOIzTE2epqemfnT/k8zevuXiZNfUWe/iC6mTZfqa1rnxG3z/cXYm+Z2NR8w+TL8SwmZblMBlz2l3m81FsG4gHF/cdW7kUKeoZmEVQAcJtJmlV8xN9czBAWnaXgzAhiCV3uIqIaqHBzKGBKVUpVvEMuAAlNkqbAz7iLt+YLhSCrmKaJS8ku0TFzHHdRJpeoouljzCGnU3D+B0Ohz0IGZ6lSokqGHZyQzTHcm4sbj0slXHsXEAagxzvpfzp+I6MdTZPxpo9T8if83mXvxL7zLlr3GrrvHufmCcuSLbnMcuq1zN6bfiGLp+49P3HcEFF6hhiwdd6i2Gxgsu3id34irXuaX30HLOaxNMJwZRARiauY8g6OSI2/QiazZ8Qjwm1zU98QqUYYltvEUuxsjg+9zVvGYMFXGgIh47TNlG43R9spDRDIDnmWLSqEaXHCc0QVxiKgV4uZCmMShPSXfECG+ly+ly+hNpTAvmBLK6YlR30bJlM1FkSujGNQCY7yoClwWJWYo7vc/CS8bly/MZTH9UP0T86fgv3039Q1cWnPyYPnDLKln4jtf7MjKzDWb7S5zuaYvGpZKMS6E0uIvzzHjTjglwcTuguSaoszC00mVHaBKs7mY1luXwTiGmNKQ/EchN8YmA38MxqCY7waXAjby9SnhGqhMShwPuWM5u0ptvFsqK4gZMMyaam9X5g3r8cRrDuUbSW3/UG1T8yu+YpgEqVKlYgZlfwDxKgQIvU6XLYM25m+IZFM0svrNzBGHsxYsWW9oXz0uLJP2zS8zZPxSXLzqLHSn40OHqflQbv+XNdwT0x0WKZqJNylWs0rjxFrNmKu+4tZixtVS3iL1EbsnD12gu8epR2KeZoRt/8i/ZHNA/UxCcsDxMZ4ihWSFWxK7ICW/EoMJG5JZ3+p6KmMrLwEo0Vygxl/BLNL9xM5leIYzcW3Q33irLdQi3mPHcd1pXYq9RvwPqJ6pJ8o5iLS4V3YV3lks7zYmUPRPc+5bsSjiW7SntD5jC5cz1d5Z6J7mxUF0gzXSFRNCMsHMYy2a6NuZsTMe5W7zNmfpdDMdbjw1PxIMEYv3MihUME1zOcy/Ecaol8oZh514mGTFl1FxUb5it+ZeuJf/sb7z+nbcxuDW5tE+YnBMC+ZiH10qsO7MCUSs9ZYmdwC7QYB5jrEUSYowe+8FBqZ1M3QRsFOeYxVHOIXzLltFXz4hXaWdouZvzFqCy+lOih9QuUwqFQZgd4EAhMSjiPlMkaO5b3lvQRc7Al95fidyRYmJ6SLVS6bOIpxPEe6KT5lgbl3qe2LCpenufmR2zse3Q1/sxKgxX6Om/OmPvmAq6lEJVFZuKPOYLVd43s1LoaY13KmF4iO0vz9THgTmXncbqLPOoLFHMKp0dT6eICV8xNfgucc+TVDmLECXuiCvCSk2Qu2DZvMwZheEJS9QtuJqga5xLDvLO7KalPeNj/ANia6bZglgYJXPSlQrUxxF4gwYM+JaSlhB5wXvLgy3vBhuIX0Ik9Qvlnz01zCFjosG4WG4clQqzSRqaEKltZ3GLZctgx5Jp9z86O2fk9Fmyby5iE3R+VPzZSpjQmoOMsusf1MVgxuPFrLjjNUqcRXL3uaTmeYuLP3E33JgVKtlRhYl7mKtlROqJRtpKh/wAagxceIKAchxEIo4Li21cy0DyQPU+pVnYiJWJ+J8xa9zHeXmos1cuXeJlVFEqBbuoalzDFZl4/8l+obh1G+oh0egnPRjGcdTUddLSOvqaOk0ejoIx5hqc9LV7n5U5Z+b0dzmbJu6L+VPzpxnaM2zd9zl+Yf1Hf1OfTy9R3Nj1NGM7HqcvfTd/cYf1TR/HU5nMZ39dTc9w0TmbdT9RCHTkhvqYziOvqMdT/2Q==)
Nem todos os narcisistas falam alto. Crédito: Por K Petro / Shutterstock
Provavelmente, vocêconheceu um narcisista. Alguanãm que pensa que émelhor do que todos, domina a conversa e adora os holofotes. Mas os cientistas estãocada vez mais percebendo que nem todos os narcisistas são iguais - alguns são, na verdade, extremamente inseguros.
Em nosso novo artigo, publicado no Personality and Social Psychology Bulletin , descrevemos os diferentes tipos - e o que os motiva.
Na mitologia grega cla¡ssica, o caçador Narciso era filho do deus do rio Cefiso e da ninfa Liriope. Ele era conhecido por sua beleza e fasico excepcionais. Um dia, quando Narciso estava caminhando na floresta, a bela ninfa Eco o viu e se apaixonou por ele. No entanto, ele rejeitou seu afeto, deixando seu coração partido.
Como punição, Nemesis, a deusa da vingana§a, o atraiu para uma piscina onde ele encontrou seu pra³prio reflexo pela primeira vez. Narciso se apaixonou por seu reflexo e, finalmente percebendo que seu amor não poderia ser correspondido, definhou atéa morte.
O mito de Narciso nos alerta sobre os perigos do amor-pra³prio excessivo, da auto-absorção e da falta de empatia pelos outros. Teve uma profunda influaªncia na cultura, arte e literatura ocidentais.
O narcisismo também éum ta³pico popular na psicologia. O médico inglês Havelock Ellis identificou o narcisismo como um transtorno mental no final do século XIX. Sigmund Freud considerou o narcisismo uma parte normal do desenvolvimento de uma criana§a , mas argumentou que poderia se tornar um transtorno se persistisse após a puberdade atéa idade adulta.
Na psicologia moderna, o narcisismo égeralmente conceituado como um traa§o de personalidade , que se encontra em um espectro. Algumas pessoas são mais narcisistas, outras nem tanto. O narcisismo normalmente envolve uma visão exagerada de si mesmo, um senso de superioridade e direito e uma falta de preocupação com os outros. O retrato acima de um narcisista éfamiliar. Mas não éo aºnico.
Grandioso versus vulnera¡vel
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Em nossa pesquisa, investigamos dois tipos de narcisismo previamente identificados: grandioso e vulnera¡vel . Os narcisistas grandiosos são arrogantes, dominantes e extrovertidos. Eles tendem a ter autoestima elevada, são ousados ​​e assertivos e se sentem felizes e confiantes em suas vidas.
Os narcisistas vulnera¡veis, por outro lado, são retraados, neura³ticos e inseguros. Eles tendem a ter baixa autoestima, ser hipersensaveis e sentir-se ansiosos e deprimidos. No entanto, esses dois tipos de narcisistas também tem algo em comum. Ambos são egoastas, sentem-se com direito a tratamento e privilanãgios especiais e se relacionam com os outros de maneiras antaga´nicas.
Vocaª pode ser capaz de reconhecer os dois tipos de narcisistas pela forma como eles se comportam em situações sociais . Narcisistas grandiosos são socialmente competentes. Eles tendem a ser dominantes e charmosos. Os narcisistas vulnera¡veis, por outro lado, são menos qualificados socialmente. Eles tendem a ser tamidos e ansiosos em situações sociais. Além do mais, enquanto os narcisistas grandiosos são francos e assertivos na busca de seus objetivos, buscando maximizar o sucesso, os narcisistas vulnera¡veis são tamidos e defensivos, procurando minimizar o fracasso .
Em nossa pesquisa, examinamos os motivos sociais e as percepções de narcisistas grandiosos e vulnera¡veis. Em particular, investigamos seus desejos de alcana§ar status social e inclusão social . Tambanãm verificamos se eles sentiam que tiveram sucesso em alcana§ar status social e inclusão social .
O status social refere-se a ser respeitado e admirado pelos outros. a‰ se destacar e ser visto como uma pessoa importante na hierarquia social. Em contraste, inclusão social refere-se a ser amado e aceito pelos outros. Envolve um bom relacionamento com os outros como parte da comunidade social.
Qualquer pessoa pode ter ou desejar tanto status quanto inclusão, apenas um dos dois ou nenhum. Por exemplo, no programa de TV Os Simpsons , o personagem do Sr. Burns tem status elevado, mas não éparticularmente apreciado e aceito, enquanto o personagem de Homer Simpson émuito querido e aceito, mas não tem status elevado.
Realizamos dois estudos, recrutando 676 adultos baseados nos Estados Unidos. Avaliamos seus naveis de narcisismo grandioso e vulnera¡vel . Tambanãm avaliamos atéque ponto eles desejavam status e inclusão, bem como atéque ponto sentiam que haviam alcana§ado seus objetivos.
Descobrimos que tanto os narcisistas grandiosos quanto os vulnera¡veis ​​desejavam fortemente o status social. Curiosamente, enquanto os narcisistas grandiosos achavam que foram bem-sucedidos em alcana§ar esse status, os narcisistas vulnera¡veis ​​achavam que não tinham o status que mereciam.
Além do mais, os narcisistas grandiosos não achavam que haviam alcana§ado a inclusão social, mas também não a desejavam particularmente. Em contraste, os narcisistas vulnera¡veis ​​também achavam que não haviam alcana§ado a inclusão social, mas a desejavam fortemente. Narcisistas grandiosos, portanto, sentiam que haviam alcana§ado seus objetivos sociais, mas os narcisistas vulnera¡veis ​​não.
Ambos os tipos de narcisistas anseiam pelo respeito e admiração dos outros. Mas enquanto os narcisistas grandiosos podem ser estrelas no palco interpessoal, capturando triunfantemente os holofotes, sua contraparte vulnera¡vel pode ser um ator pouco a espreita, buscando ressentidamente, mas não conseguindo obter, os aplausos que anseiam.