В застенках инквизиции. Процессы над ведьмами и животными. Я.А. Канторович

Читать онлайн.
Название В застенках инквизиции. Процессы над ведьмами и животными
Автор произведения Я.А. Канторович
Жанр
Серия Шокирующее Средневековье
Издательство
Год выпуска 2023
isbn 978-5-222-40056-2



Скачать книгу

дьявольском мире существует такая же иерархия, как и в мире людей: один из демонологов, Иоганн Вейер, насчитывает в дьявольской армии 72 тысячи князей, графов и маркизов и 7 405 928 чертенят.

      3

      Graf A. Naturgeschichte des Teufels. 1892 (нем. пер. с итал. яз.).

      4

      Высшая ересь – не верить в колдовство (лат.).

/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAgGBgcGBQgHBwcJCQgKDBQNDAsLDBkSEw8UHRofHh0aHBwgJC4nICIsIxwcKDcpLDAxNDQ0Hyc5PTgyPC4zNDL/2wBDAQkJCQwLDBgNDRgyIRwhMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjL/wAARCAHUAZADASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD3+iiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKQ0tIaAENFJRmgB1LTQaqvqMCR7ys/fCiB8nHtigC5RVN72RT8tlcODjDZQfzYH9KZcXt1E8aw6dLMGBy3mooT65OfyzQBfoqt9olEnzpEIiBhhLzn0xj+tQx6huvJ4XNqFjVSNlwGfJz95cDaOOOeaAL9FVPtkxTcLCcnGcb4+ucY+917/8A16t0AFFFFABRRRQAUUUUAFFFFABRRRQAUituGSpXkjBpaKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiikzQAU00E1Qu7x4w0a292T0Dwop/LJxQA6+1KCxCiWWBXYZVZZljzz71majr9uIWW31PTo5ByS16i49Oqt1+lNjmvI2lMltqcwA2iS5e3jQe4KkH9KbsSWOQzuF2rhAdUcB+ec7en60AY58QXLxf8hjSZlfrt1Mkr6hfLiB7da2ZJY7KyEtzM5WRRtYC4mHTjPP09K5+9u7LT9Ta2tZ7J49ymQSajdTyBe+EUHB/GlmfS74xta6I92qfJEDo83yvn+9IVG31zj60wIptN0vUNTBazSWYgHM2jXbrj6s4FbMVtFBfRxyWtiu4gFzpTKMem5pMCsO4efeVsfBl1a5I3sum2p3Ed+ZMU6T7Esgl1DRoY5QvPnRWEZ6dPmcmgDVv5LxWaEaEJbZCQqi2tgCPYtN6+1QymAlVWx0mI7FPlzPBHIP73Kk4PuPwrFuNS0zUGkjvLnSok+8J5byxZweOMbDj61PDq+kRgxWFzbNOVJ8uKawX8Qdv8+3vQA+XUpYf3U95p4QMcI+tRDAPX+DP5k1f0HxZZhZpJdQiB8wosf2iGRXA6EMgBxgcZ5PpVeXWPMkUWepBlTCmX7XZhH9T9wnI+g6VPf63bQAyQ+KC4U7fLju7SNW98lSf/1UAdFB4nsHcLLMkZLbW3OmI+M/Md3c9K2UkSRdyMGGcZBzXnMuuG3hDLrkCyHnY2sRvn2x5LDn6VqaNrzTafc3M2o2zmA4kXz9ywjqMkRKc9OCOlIDtaKyY9dtY7JZ7qR0wwR2NtKi7vYMuce9accqSxq6NlWGQfagB9FJS0AFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUlITgZoACaimJCEhHc4+6hAJ/Miobm/trXb50wXdnAwSTjr0qjPcS3ckttFK6rtyf9EmHQ9nDL+lAEepGFp03LGJxzslumXjn+FTz+Vc2kdgb/dqelWs4PMZtrG4uCD7nG0D/ADiobnWbmC8ktXgvJsrg4spiCOP784598VDqesxx2TNPqUum28gI8vbCrj8TMWz9PTtTAuSwxXt3JbrokxtycbpdIiSMY6ndI4POO49Ki/sWC1hEyXyWqq5GA1lDhR0wVjPH45rCj8VaL9gksrxreS0PzJPeX0czKeegETZJ989aNO06/vgsehaTqUlseVu7nUHtoAcdQixoxH0HNAHUwalGLBfI1WC+mVjn/ibnOM/9Mo/6Vj3WsWhLm9kgt44yVl8+7vpV/DKotS2vwy1Ke4Fzqfii+hGDut9PmlVf++pHYn8q1T4W8B6BmW+hsfNjXc0moz+a+PU+YTQByK+JvBtszW9tLp9xljlY9ImnJ9QGZ6WbUdFE8X2bQ7u73A71tfDSDHpy/wD9eu2tfGvhjasem+bMgJVRZ2MhXj0IXFWZ/E97h20/w5f3iqM7hLFH+hbcPoQDxQBw9r4oeB1jj0LxZDCnCRRaTbquPTGzj86ZN4o1O4mOLTxnbFs7cadAB7LkRk10Unj/AFmEjf4Jvx82DmdR/MU1/iJqUS75PBupBPUTRk/kO9AHKL48vtPYJrMmvWaHgvIFDD04+zAc/WtS08Y6NqVtKIPEF8syN+7W5vo4DIPqVGPx9a1ZPipp0WxbzQtXiD9vJR/0DZpD41+HeoyeXfraRTY5S+sdrD8SuP1oAqQXTzXCTPqeox2hf947aovlrgHkOI8H/vrsKuatb+Tp8jpqAkikiJV5taYDd1VgNmGORkfSpI/CXw48Qf8AHlbaXKx5/wBDuNpH4IwxWX4j8ES6DoN5e6X4k1pFiAENrJN5sYyQu3B57/hQBpaDqus39jB/oFoMhXMw1Vpg25eeMgqfbJx+tal5NqcbRPHPBDLKQGV5MiNR0yDMMn6A55z1rjtW0jxZpGnrA9gb6BAA9xpUvkyEDuUADE49Cah0jxLpN1IlvCmsXN5Bky286XE8qDP8OHGB+BIoA9Aj1ebTRJ/aF/FcN94F3hhUqB1UbicfWtuy1C21C3We1mWWNhkMhyD+PQ15lJrdtbamxlh1ZbGYYkW6F5GYCBu3hsEgHkEZ9OgzWhaa3HeX1ols4gggCz3E09xcsrAZASNX2ljjknGOnrQB6PmlrmP7WjS3zYXOnlixYfaLxx8vqRgnPtW7bXkVwg2TRyNgE7OnSkBaopM0UALRRRQAUUUUAFFFFABRRRQAUUUUAFFFIaAFooooAKKKKACiiigAooooAKKKKACkJoNQy3MUSszuFCAkk8cCgCQsAMngDrVZruEuqCVSTknackY47e/FY0+p/a5pntJbY+ShBYIsjFepwVYkdOhWsM67cXMbJaS6nNcFsKr2s0cXXuy24OP85oA6K7uY0uy6fbzIhBYCC4dMewXCn9axtXaaW0U6bps2/eS7TaeGPPcGWRQPxz9K5o6beDUc3nh29vo25Zori6cZ/wC2rqP0qrcT32p6i2hw6VC2ohA0cEunRlIV9ZXaWTaPT5cnsKYBcNp2jCfU76MRyLlWK2+nI5YjtgsxP4HrU2n6f4o8TJG+lS6to9gT811qMyh3H+xEir+ZIFbOkeCtG8KINf8AEt1bT6gnIl2COCE9lijAAz+GT6Cr174q1bUrd10HTpbeIlk+2XsRG09MrH1/76x9DQAiaB4W8G241bWrlbm8HW+1BvNlZvRAc49goqtcePdR1G7az8O6M2QMm61INCo9xGB5jD8BVfTPDV3ql/8AbL6VrmVCA1zfwrI2O4QFNqDI/h/Gifxha22tSaV4bTTpPsq/6TPcStHFuJwsabFOW6knGAAfwAJ7fRPE+uO39reJZ0tyADFp0ZtQO/Vk3ke+RW1ZeBtFsuVsbeRzy0skW+Vj6lz8xNVV8U6ikEAkTQpbi4G6ER6kyI44zgmPkj2qVfFV8JoY3s9LlMrhAtrqyu2T04ZFz+BzQBtW+h2NtGEijZBgD5XK5AOQOD7mrxtYGYloUJZdpJUcjOcfnzWRDrV5LIVj0xH5wCl5G3zYzg85H61Z0XW7fWYpxGjw3FrKYbi3lxvicfTqD1B6EUgNHyIsEeUmDnI2jnPJ/OmyWsEu0SQRuF+7uUHH0qaigCn/AGVY/wDPrEfYjI/Ksq78E+H7yR5JdPTzH+8wZhn8M4roaKAPOdZ+FugG3/0XTCzZ48ny42H/AALAP61ycmh6zbXtvp2n65NDYz3KL9mnuEuRGynevG8nGVHTH417lisjW4BM+mBf9at9Gycegbd/45uoA5XTvGWuWl8LPW9ISZDJ5Yu9PJwOcAsjdB3JBOK0r628IeM7WSW5NrcG3B3y7/Llh9cnhl/HitHW9ISS0kltLMNc5yBGAu4k9+Rn864fVfCwkQXHiWVGuNjpbW9vNKscfIwxdiTnpxjHsaYHPzeBry9jlvvDFtDe6UpDwJqGUa64IO0rtynTG7GevTGZ9J1IyPJBqkWn2F5EoMltPqV5BIPXgnB/4CTW5p/jPV9C3xalD/alkv8Aq5LeaN50XjqBtD/gAfrXQy2+geP9NivbSdluIG/c3cOY57aQdj3HupoAwY/FdihIfVdMVS21F/ty5LEf98nFamb+ZFvbSVJImGUeLxA5Q/QNGR2PWsW+1HxD4chj0/XnknWST9zrEc8cUfsrZjYIfrxxwapWR06e98651xEG7LFdWtJN5z3UxDNAHc2fiG3s1A1G/gjldgNkmoQMF/H5T+ldJHcJLGrqykMMjDA/yri4W0tT82oWsiEdDLa8flH/AFrXs7zS0MafbUwo3KWkhwee23Hp6UgOizS5qvHdW8pcRzxuUIDBXB256ZqZGDKCCCDyCKAH0UlLQAUUUUAFFFFABRRRQAUhpaQ0ALRSUtABRRRQAUUUUAFFFFABRSVVuZJUWTpsK/KVR2OffbQBBqUuoQoZbUwGNFy4ZCT+Bz/Q1yU/iHyLZmiknaRh0t7NgNx6nJiard/PMs8OXjVZWKASWF2ST1wMED1rG1He0auYN3Xpot8fzAYUwE07xTfWsr/bY7+dJACpdZsDnsI7Vf51X1DV47p3lni+QE7GmfUVAU+wQDNRm2szbtMunGKZk2sx0vUAx/I9PbNVNH0afxlqDRxTyx6FbP8AvJ0NwkkrYw0S+Y5OP7xwMdBQBoaHaTeJRMun2enx2GADqRimc5zyIllPJGOuMA+vSty4k0jwDZQ6XpFukmqXzHy0clnlbvLKwBO0dScewqPxJ4107wosXh/SIYZNUWJUhtshIoFxwXYkAADnGcn8aztC0u9KvM7XFxqFy3mT3ksMcm7jop3DavovagBLfTJ9Q1NbvXNShvdQxtjVTGYIv+ucbjIOO/JPrXSy22i6DYNeazNarGFz+8iVQPZVA5P5mtMaS76Y0H226hndMedE+GQ+oByv6GuGvPgzYapqAvNU1/Vr2XPzGVlyR6Zx0oA5Pxb8UrvVYm0/w/A9jpRzFLclQsjg9Qo/gGM84z9K5rSfC+s6vBcRaFYO8KxbppdxVJeM+WGzyc87cnnGTxz7hpvw28K6YINmmLO0BJRrhzJgnvtJ2/pXVqiqNqqAB0wKAPmqXV7rTLm3gaSe1u7eLYIbg+S6uTl9vZVPABzubknqSL39v3jaiqJeRu7MjS3FwpZFQjkktkkEcAAZbBxwQK9+vdKsNQA+2WVtc7Rx50Svj8xXh/xb0az0LWtKbS7ZdPhuY3DeSqpH5m4DPorYY/N6UAdIt6t9eTS28TIu4K8skYjclV+bI6Ahf4eFAA3k5210kkcyR2/iXS4jcX1vEI7mCOTcb235wQSBuYdVbAzggcEV5f4YnsIDDbLL512x8zznjJ3Afwoo52nkBjjceRjk13Wk6s+j7zG6ygMA79d27AXIXgknI/i5wNwoA9C03ULbVdPgv7OQSW86B0b+h9CPSrdcCt8PB0p1QI3/AAjd/IZLhVwxsZieWG3OUY9cZwx44NdJpfiKLUL17Ge2msbwRiaOG4K5liP8S7SR9R1HGetIDaopKWgApjRqzIzAEocqfQ4xT6rXl9aafbvPeXMVvEg3M8rhQB+NAE9NK5rM0HxJpniWC4m0uV5YoJTE7NGyAtgHjI561qEUAcbr3hxXZplS1CsfmZ4Y8Z/4F/jXInQ9U0y/XUNEura3u1+VhHAdkq5ztZUyCPcDPpXrcsSSrh1VsHK5GcH1rltUsTEDE3luuMkrGNwOcZIxtCnnqR3FMBmieKdP8SiXRdXtVttS2lZbK4QhZl/vJuALL36ZH61zev6Hqng5Hu9OvdUn8PqrF7a2kjEtr6EM6tlP1HWqOr+HLe9WK5UCynUl4Z4zBG24cA8Sg5FdD4T8YzCZNE8Ryqbtjttrz5Slwp6KxUlVk9s8/wAwDKt9XmhuLdoNd1Kdm2kQSatYtnPbGOa6v+1ZYm/f3d9GehQ/ZSQfTrWD4l8OS+HI5tS0W2hk08kyXNobOOdoc8l4w2Djr8uQB19qqWlkt/Db6jM9isc6hgZtKsunu3mdPoaAO8inuGkhfbqRVeWBSHbJkHrj0z2x0rVjkDqDjaf7pIyPyrg/PiaMfZINKnKkKqQWduxx04/f4xUtoL9J3+12NvBADnEthbqp9wROf1oA7ylqlY3EdxAphVQg4IUqQp9DtJH/AOurSMSDlSuDgZxz78UgJKKKKACiiigAooooAKKKKAEpaSloAKKKKACiiigApDS1BdSvFCXjUFsgdCf0HJoAgu9RhtQ29Lk4GSY7aR/5A1zV7r00gcRzXjxn7oj0W6znP94MM0usXF9EEZUuCZQRvRbrCEdPljJP8qgk0xZLMXbXOqxyKPnXffMCfZA4OPzoA5vUZNVug0Vz/aE9sSGCDR7wY7g587qOKxfD9lqdvqD6ffxX0iy5lt7m7tbsSSAY3LtWUYxkevX8K377S/Esd2TYRRT2fDRyXBvgwY/7PmnGPwrjtdHiXXb2TTv7PtfP06I3M8to04lhVR0DOxGWHQDOaYHS6Ja3vijWLuwtWuLXTbd9lzdK1xG644MSb5WGTzk4+Ue9dT4h11dAs4vDnheCM6isaqqqjPHZRf8APRwoP4DqTzUOqeI7Dw14b03S/C8UUl5ewqbGIdEQjJmc+nOeeprJ0nRYbFirxXd1fzMZJrmW3fMrnqx2SZx6dhQBJ4d0o2qP9nMtzfXDFri4kk2SztySTuXoM9B0Fd7punNboGmIZyOhwxH44Gag0vSZY1Sa5lO9eVRSSo/76LVtd6QBRinUYoAaBxzS4paWgBpriPin4dTXvBF4QgNzZKbmE+hUfMPxXP6V3FRTRrLGyOAyMCrA9waAPl/Qm+x24M91bwh1STyomyefutK/JPHIjXPJHA6jr7rV4YxJaXqrFZTQq8TSNhfMJwRgZ6ErzknAHziuP1XRbzTdZutItbQy22nXeZbl5gihSSUXcxAUlcZPXjg4rV0XR1lgjutSvLd7KFBuKYZVAAQgyEc/KF4UMflHzL1pgdLZ3ujnwTNrWoWl7qt/Z3DfaLZpWVHLOfLkkXO0jGPmAxTdJ1TXtR1/T/7RuLZtSaU3OnSbsJGefNt3KjIVl6dcFe9EU1ro+rtqt7Mh0a+tmt7uEgvv8xuDjB6E5yxOQeCe0OsQS+DLHR4by2g1nXppiljG8hMMar92Tbxlzkcn398gHdReK/Eup381hp+laVa3dvkSxXt+S5IPVVVclcEHPvVmxvPGt0zTCbwxLCkzRssTzHBBwRu7MD2xXBWNvrF4TNNcOby+dpZXaV1RmIA6LwEAwMjPG0A5+92enQypbSWWoFGkZ8SSEmXy+QxPP8bEbscBfl4zgUAXDa6nfyzNqPitUgDrG1rpcaptLHAUudz5J9MVmXttoukC2n0jSPM1aaQxWiTHzHllwd25mLEKh5Zgeq4zV/VdSSwt/tM6gYPlwQ25ywJG3y4x/FKehOMKPoc6Ph/Q3hm/tfU0T+1JY/LWNDlLSLtEn9T3PtikBd8P6Kmh6WLfeJbiV2muZsYMsrHLN+fQdgBWrR2ooAYaztWt4ri3UTNIqh1A2S7MknAyT9elaR61natexWNp5s0saITjbJkBsjAGR90ZwS3YA/WgDmsqCj3Fy7YUhVjuyQo91UgH61zt5oNveWLRXFxc3ibRl5HkYnI9o2AP4AiotZ1v+zGuZY4ZSBCPLVp3ZQ2eoGwAYIKHrztPTJrJh1BYIp57trbZE1vIjhiZJgP3bEtnLEiNjzjGRTEdL4a8UXmi6imka5defaTMEtbmWVWkib+4/Csw4+8VGCcGpvFnh46NKNZ0vTre5sQS97aGGN2QckyR7lbbycsAOevXNcFd6hqU8KR3lxGlv5UHmszFwDIFJG1pfmxyD9e1dX8NvHb3V/J4b1VpWlZmaxml58yMfwn6AcHJ6HmgZi6d4l046ksX2SwMTvnzDHER6cFLXH616BbXqrPhTbSbYwAIlMh9jhIB7Dr0ri/FelXHg3VFmgvL+PQbuQmKKC+kgS2lOSVIRGJDdRgCtjRNcOoWwCWF3cSKAGJvL9lP/kLFAHWxavfsVLAhSM4XTZ/X1YjH5VqWN9JLhJ0cMQW3mLy19hgsTmucjEsgydFhj3cFpLWSb89+ytixnu4AVmtnZOirFarEq/m5pAbgpapR6namURPMkUrHCxu6hmJ9BmrtABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFACNnacEA9iRWPc20shl