Матрица безумия (сборник). Мишель Фуко

Читать онлайн.
Название Матрица безумия (сборник)
Автор произведения Мишель Фуко
Жанр Философия
Серия Философский поединок
Издательство Философия
Год выпуска 0
isbn 978-5-4438-0494-1



Скачать книгу

противоположностей (лат.).

      27

      Третьего не дано (лат.).

      28

      Клеймо греха (лат.).

      29

      Мистическое единение (лат.).

      30

      Государь (фр.).

      31

      Созвездие Рыб (лат.).

      32

      Человеческий вид (лат.).

      33

      Соединение противоположностей (лат.).

      34

      Хорошо ли, плохо ли (англ.).

      35

      Суровая необходимость (лат.).

      36

      Волей-неволей (лат.).

      37

      Духовная изоляция (лат.).

      38

      Необитаемая земля (англ.).

/9j/4QAYRXhpZgAASUkqAAgAAAAAAAAAAAAAAP/sABFEdWNreQABAAQAAAA8AAD/7gAOQWRvYmUAZMAAAAAB/9sAhAAGBAQEBQQGBQUGCQYFBgkLCAYGCAsMCgoLCgoMEAwMDAwMDBAMDg8QDw4MExMUFBMTHBsbGxwfHx8fHx8fHx8fAQcHBw0MDRgQEBgaFREVGh8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx//wAARCAJdAogDAREAAhEBAxEB/8QAlAAAAQUBAQEBAAAAAAAAAAAABAACAwUGBwEICQEBAQEAAAAAAAAAAAAAAAAAAAECEAACAQMCBAQEAwUFBQQHBwUBAgMAEQQhBTFBEgZRYSITcTIUB4GRQqGxUiMVwdFicjPhgiQWCJKiQ1PxstJjczQl8MKTRGQ1JheDozZUEQEBAQEAAAAAAAAAAAAAAAAAARFB/9oADAMBAAIRAxEAPwA3G3resnJyMpYkKyMQ+Qb9Jsf0+NaRWZ+6ZZykSefrjBvIFFrUFIZd0ycqd4h1uxLk9VhEg0FQWUuXJtTvkYGdlw48uL0Z0HX/AKrH9BIt6Saogkwcs9rbdvZLI+bJIHgY8FBIUr5VBRz5cyMVLsHGuhNBLHGzRT7i0n8uNQvU5uBfjYUFVkZ82QGyDMwx19EUVz1ufIchRUu2Nu2VlJLhpIyYA95ygJEfQbhjy40Hu8bxLm7jLuOXLJn5+TIJMpix6fTay/kLUEe99z7jve6PnZIXHvGIoMXGuqoi6AA+PjQVmSsscS6sobhdtdKgZtrT/XIS5sAeZ8KK6t9npA530mQll9gBCTqPVrVjNdDL+npaTqY2OnIVRruxAfo91cn9SKvh8pqUaXt4sduu3EyPx/zVFP3pQcZRw6nVSfxvQEqxEErX19RB/Cgh2oWwEPiWb8yaCs2py29Z/qPSIo7acLk1UWxsvvG9yqH9gqKyJdysNuBBJqokhJJJJvY0BF7LqdDwNBJHJyOo5UEofqtyPhRTZDZWudbG9vhRGXmc9SKWJuwIPPjVHm4SXd+I9a/sFAJlFuq19ePHxoK+NidwhF/mkF9aDsG3MTiIeJt+4VlUp6EVnY9IPGgpdxkjDu4J6ANL1Rz3vh5JcSGQm0QMirrqWKVUcq2qWT21JY/G/Cg0KSMcOc9R/wBNjx8qAHbZJfYT1HhrqaDf9nM39JN3LH32/DQUGjia/iTwqAuNyF0NBNE5sSdKCZGYp8ONA+O40J1vcW50Ega9uq9gb/jQOU3b06UHpY8+VFTYZYO45mx/CoDQpI048jQZf7pyMnYm4e2SWZoVXkb+6t6sAXbPdXamwdq7Qu+bti7dPPE5UZMixs4DHX1G+l6UjW4WfiZ8AzsDKjzMGQfyZ8d1kQjyZSRUBqSqQAx1A+U0Cu4NjrztQZffuwsbLzjvOyzHZ9/t6p4wDBkrzjyoT6ZEbgedUfKvfmHJsnee57dHF9LGjrKuLGxKRGVeplS5Po6vloKeLcJgdXN7eJoJo92yFPpkPVaxueR5UE43aQ8RYjj6iDQeDdciKRZoMh4pVPUksbFXUjncUG97K+5vd+4542fKKZ6vExXNYdM0YHNitg34iiNakDLCF1Ug6veqJIIWZgvUQSbdX91Bo8GMwlQDYgfH8aC8hlVVBaW7AWB8b1BY4jourkAG2vlzoJZpkjnZUYsF4EcwaAmKVLxllPU36v8AZUUbE4uW4+I8POgn1t1Kdf2EUAk73FzpbnwHwoKnPlJQhRc6kDhVRlM/r9zqZrW8+I8KoosiUlyvV8lyzHifAfhQdE21JINm2+NtJDAGYX4E6/uqAnFcj0/MLg3v40F1jH06X6SLi9RU9AqBUHzplbZueRtsWVtcCJgyX9t5GCqgHj41pHPc/Kn6yxvK17NyGh5VB7BmdDtHFHaSUAtbUkjh8aCzydt2Sftqafcdxyl3jqthbRHF0rf/AMyZ2Hy28KCjbM3D6NYnlIhjHSGc+gW5KtBST5ae/wBCv7sliSi6n9lFWO1S5EuG0K4Bmhv1SHX0+ZoBPbhgxM3oF8iU9EMC+pgT4UFdgbnnYcU2NFNJCk49vIiBK9QHFWqAiJESAISDfUqOfhVETusXL1HgPCgikb3ektrUE2Ao+pRLWksQvneg6j9oYHxzvhkSzdUAbTXQNVSt8FBIdbqCbnzqjW9hsf6duxIJtKnDw6fGpRqe3gRtcd+JZz/3jUU/ef8A5dP/AIin8jQSm648zAXPqA/KgZtYtt8VtdD+80FbtEbf1ncGOt44gB8Lmqixckx5JPKNuHwNRWTLdKxKurFBYnzqolRrNZtLcbc6AgMOkW4UDo9SAOPn4UE1yWtb0njQeTaRyW4dJsfwoMyyL1xjja3HjVEeX0mQm+rSCw8bCgDyyRxWxHG2tBX4oL7riAat7gIHneg7Ht4lXEQSizgamsqinVsrIVVJEMXqc8ifCgodxkd5pASQpNgnlVRku+1hG24sai7rMdPAFD++g4/tuhsvG56gfG9UaGMn6KbThGwB5cKATbwywqfEfvoN92dZtnfymbThyFBp4/SAwFi3EeFQEx34cuIoJBqCeR1NAQq6C3AUD06hoRYchQSt1X43vwoEG9NybW5UDxbpvxN7iiiMJQPdPT6iBUB6qCLCgx33bKx9mOL/ADZMI/Hqv/ZViV89ffBIR3HsETRqJIdig6gRc9TyyG5v4iixl+1e6u5e1cs5Xbu4Pgu5Blx/nxpfKSE+k/EWPnUHfew/+obt3d2iwe6oV2HdHPSmXcnBmPlIdYj5Pp50HXoWDxiZXWWJgGjkQhlKngQRyoCFNxfhQfHf31eN/uvvghAAjWBZD/j9oE/voMGCRz40CJIHmeVFTZEYi9sqxkhlQOj+fBlPmpoiMSaanloaDp/2s244e0S7q6/8TnPaK+hEKG2n+Y61YlavKyj1Ere1tf8AEaoK2jJY5AsCbj9WtBp0dgAV+VgLKfEUBuNI8hA9KFjexHDp5fjUFkJljAYkBuJW/wCwUDoMlma5vxt0WtceHwoLPHlBANyL6AH9N6CwhLOyi+v7DaooksLm+mnCgEy5CiEm5ueA4EUFHuMjEaAJp+NVGM3bJ6ZfUSSL2W9gaoAx4snOzPYgx2PWyBioJsp/Uf76DoufmJDLHjhWAhjUAAGxCi16gm26dHZUZgHe5CnQkD40F/jSRewrK6lGNlIIsTwsKip7igVAqD5XPcPt7PDtsA65cUstyxAcknW1aRSO+6zY0sL46qsbXkyFFwobl8aALKDQNEY2IaMjpkGjL4GoNhD3pjZ3b0q75tS7luUEZx8bIVxCE5K7gC9/KqMZuGzTw7bj7lnZMLJk36MeNruig29XhUHaPtPkdvw9vSZOFtWJj4yoFy8+SNT1EXNmdgS1/Cgrsj7X73u21bjvedu8Pb+35UrZBiaIJ1QXJHWSV9oN+kDWg5LuBjw/pIe3oS24yS2hmiUvKxOi9N9STRWWzocvGzpIM0EZfWffJN26zqb1Bb9s7Lmblnx4WHA2Vn5JK4sC6XA+ZiToFHM1Ra9w/bjuTac0x5/sB1UM6RydRseFjwNMNVD7THFjmR7lkIBW/M8z5UFlh7REm3e+iPLm3PtEA3P+VRyojafaX6kw7w+TK0srtDeRrDgG0tSDdNeRem5Av81UbHsNGTtzOPWT1ZDKL+AUfvqUajt639IgI59RN/HqNRTd6b0QqP1Sqpv5mgImLDFlt4MDQebaGG2wjmVP7zQBbSzHdtyLDQCFR/2daAzIKrBlEaWjbX8DQZBwpWK5JPQLVUTxgBTI2oPM0Eigcb/h5UEp679XEjkKCeG3Xa9gbcaDzIZPal1NwGAPK1qDLQPeSMyAhr2POqG5GsqAjT3Db8qATKBBsDfxtwvQV2LGG3bEV/TeUdR8POg7JtwIxUBf3LD5jWVSkKCVvq3PwoM9mxL9RI3LXWqjH97WbakZF1WdV9znfpNUcawQomccgzfsNBoo7fQy2PGJvztQB7aGMMaE629VB0Hs0dO09Y9QeZtPC1hag0sZAHpBJJ0FQFRxkgG9rcqCVF5XuL8KAgKttDY0DkI/FdaCXp5k3tQI2vcC+lrUU5QDfqvYDlQFbcfTISbm4qA5Bb+21BhfvLIf+VsVAQPdzol8/lc1YlfPn3+GQfuNDigXfE2nCi08elmOvOixg4HkEntlSDzBFQENldStEY2lQaAFbj8Ko1fY3e/fHaf83Y8qQ7cG/mbVk3mxiOJst+qM+aEUH0X9s/u1id8DIxEwZcLc8NFbKX/UgHUbemTTj4EVAF9wfsF2j3dmz7rFJNtO+ZFjLm456kkYCwMsLelviLGg4P3l9jPuN2z1zjCG97ampzNuBZwPF8c/zB/u9QoOeidbst/Wh6XQ6Mp5hgdQaK8Mo/iPkOWtBPt2PLuO44u3wk+5lSrEpA4An1H/ALN6DusePDjwRYkA6YMZVRLcQF0F60yiyC7zEBrxRkXNrAk0B+0EXNjZQb6jw8KDSQ5kE0aKtugP8wuST5UBsWSRCHkvaOQxWJCH1c7GgdNvuyQyyRZWdjRiMD2pWlUqWP6TbhaoI8nvXtTCWPq3nF98MPeWJmlsDqxUqOVA4fd37fY+USdwmnhFuhkxpD6ufLgaDz/+uPY6RPZ86aRmazpjdPSDw+YjhQRZH367U6o44sPcpEUhnlCRoWI5FS2oNFAT/fnZOqWVdlzmPCOJpIlQ24NxPTRGbyPvVjZEBjxNjlSRmJlbInBUC97IVF/zoKjN+5+6ZF/Z27HgWx0a8jdR0uTpVFS3efdjzJkJuMmPPEvtxvAQhVT+nSoIsj7z/c7bM9Isjdky8Ven2zPBGzBDoT1gA9Qoqxl/6hO9ttz5MOTbttzUjAZZJEkRz1C/UGVqGCYf+p7uoRQpJ27trRwt1MivIoJ43XiFNQxbYv8A1J9zywTue38KKadh0N70hAW1vWLerTzFUWK/9RO5oYurtyExQj0ouSQ3VwuCVtb40Cj/AOoje3EgHb2P1u4LyfUOV6L2Fx08bedMGBwtvgzJ4o2YY7tMPeyXBPSrHVrDwqotcyLAxZcnC2+Z8jBV7tOwsZWHMDwoK5ZMXAmTO9v3DjMJultQxU3AtQZzet4Tdd0nysXFeJJT7kkSXYX5s3SLCoqODesLEgxMdtu+qyYZTJke+5MUoJukYjA0oNFD39umHvmPnbhBFEuG4kj2Q3jxk/hBQf20Rou7++N071gx3zZ4MfBi/mRbZA5Ks/D3JCdWI/T4UGQzN6m2KWCfaZfZ3YdTR5CgExAi1xfmb0GEzHyJuqeVjLMz9UjHV5Hc8zzJJqNO/bBseN2vtyFwX3yaJFychQP5MbAH2I/AD9R5mtMqzvft7cZ/b3JZDlRyqOjW/T+VBnNv7S3nKiKQ4DZBU9b3YIpt4luQoDtyn3uKKPIaAy5eELIMRQsY6dNWOrfgKAz7X5IycLcZnIWSSZWYAHwOlBt5Sq/zCrsALhQLXNBtOymH/Kk0wBUyZDm54nQCpRp9it/SMawt6T+81FM3dFZ8ZCOMqkfG9BPPJ/wUhY29LUDNvB/pkRvqFJH5mgD2ZQu57q9yxLxAjkLJyqgrIKnDzGbgUa9/hUGTkJAiBI6goveqiRWIIXxHDlQEKeoDkedBKl9b8uFBLC1nuDZuV+VBHlX9iQniQdaDPIP5yac+NBFkWDoOYdjeqBcgDQjha5tQV+Fcbtiv03AfX4edB2HASNcVPb+Ujh4HnWVTDS7EW+NBQ5xEk7tbieH99VGR74W2zlv1rKnSg8LkGg4rii2XMut1kb95qjQx/wDycoHH22JP4UAe12EaC+tqDoXZQvtsiqLu05so56DhQaWPqBtwtx+NQFxHSwN70EqFeHHWgmF10P50EgseFA8EgW8eNRTlUFrWqoeelOWnOoDMIH2HJAsW0oohAbBr86Dn/wB7CX2Xa4B/4uYCbcdEbX9tWJXCfvYk5+7m5oyFVTCw0jJPFRCPV+d6KwUCyDcQisVJv1E+FQWMuPiCwkklZjyQWqiXChhhfqTHlfh6nkK2t5DjQd6+yi5EuHmZWYIts24WUSpMqSSMOPUNLAeJoje7l3J2RtWO8w3XHGQrAoqZAklZ/wCEL1Em9BPg/cLtzJjDPP8ATsQPTL6b38Dwphqv7j+2v2070P1m5bZBkZRF/rID7U5/zPGVL/716ivmD7w/bGT7fb9FDBJLk7Hnp7mDmTLqjA2aCRx6Sy6EHmKK8+0uyfVbxk7zJYRbevt458ZpBYkf5UqxK6bIoBPTck8uXxqor87Ow8WEwlvcmk4QR6sD4k8qARt+zRH0QIkIIs3UOo2oGvvm+uhX61kQsGKxgIbjzAvQAzyySHqllklZjc9bE3J+NAE8MYLAKL+VBD0KD8oBoEBzFB78ONA5VIGvE8qBkl1Vm4WB40AGPcqDfjxB5moJgDw50D000K8fyoKjuiFGx8diADdoy3kReixFuO15GZh4uZinry/ZVZYzoXA0Fif1UFThRqc2PHzA0Kq2sdvWWPBfKorQL0hmQD5WA/Kqia4Y/Hh8aIlga0ihSVDEXseYNBucLbdvysPI3ls36fIjBR8Bx63e+nwqivlsFuF6W4mgrcowuXWcn1LYKBxoC1TM27EOJs5JfMh6szGjjuFQG4Ba1/jQLtbO7c2zccmfJ205+esQGN7x9Ecp4y25leVQVR7Zwcvd587cpXKZTs6RK3US7cDryFMNRZfau7dpl9x3LHXMxstT9KEYjn6escjRWTyEy5ZjK5uSbkDgPAD4UGu+1Haj773ljStA0u17N/xu4sfk6l/0Y/Ni9jbyoOvblgTSzyMzkCQnqtqSTVR5i4mK2ITGrSLD6WDG9j5CgFz3kxI4ok9Msx6plHALb0pf9tBTT5jZMazot3jNpF+Hhagk7ex1xczOeK0UOQyOsaDUtbVj4UF5PI7QvH1sWmFhryvrQbjs1bdlkFjZZZgt/LQVBqti/wD2fE/+GKimbmzfUYig2BlUE/ttQOmJ/p8pI1swsfM0DsHpXbIr8BHrQCbQ6nJ3IjQe8AfG/SKCXOIG25hPARmgy0vSHjJ/gFVDk1cKeYJJ8KApQAAONBKFFtDflQOHT4anjQNnN8eXW9lOvhpQUKENKlxqupqgacFpoyDY3e/gaCHMuEkkGhSNm8vSCaDBdmb5uu5947bjz5J9qSRmKWFjYE60H0dgr04yra1uNZVOfA0GfzLLJJ0jW5qjK97Ryf8ALuQQPkeNmY8R6gP7aI4lCFGdka6e4/T+JqjQxf8AyUx/921j4i1BX7bf2U5MR+6g6F2ZcbZKbW