Игорь Вереснев

Реквием по вернувшимся


Скачать книгу

состоящие из двух (мезоны) или трех (барионы) кварков.

      6

      Большо́й взрыв (англ. Big Bang) – космологическая теория начала расширения Вселенной, перед которым Вселенная находилась в сингулярном состоянии.

      7

      Проми́лле (от лат. pro mille, букв. «за тысячу») – однатысячная доля, 1/10 процента.

/9j/4AAQSkZJRgABAQEASABIAAD/2wBDAAIBAQIBAQICAgICAgICAwUDAwMDAwYEBAMFBwYHBwcGBwcICQsJCAgKCAcHCg0KCgsMDAwMBwkODw0MDgsMDAz/2wBDAQICAgMDAwYDAwYMCAcIDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAwMDAz/wgARCAkvBXwDAREAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAAAgABAwQFBgcICf/EABwBAAIDAQEBAQAAAAAAAAAAAAACAQMEBQYHCP/aAAwDAQACEAMQAAAB+D7VUjwKVQzAlECApk1arEGwCjAgJlcGBlZMMCBAlVAgQMMgcHFeQwksjS1V3bapWrOVjSAJQFJNJDFVOq2nVZGtrAbhNIIjEqRwQEAivBYeySQ2DlQiWgklJmrKYTSlAgjiUTJIbiBlGBSMqhEwq5Ez2oUKJALDEuMEWDAgIVgYmOGghTHlaWBAgeFeYRDjOK7CUaZaBgGJhWa9UsSTrK82GEAKCDAIIBBlHBAiEQgYHGEVDOwyjRDQMrNEuyySaWDTRi2vYlxI3s8clqTqOZ2/SON1+R6XL5Hpc/PuojmI2UAliTGgauSGiIAVTJEHFkZWpHgYl5WUlNJPWzQFbOCBApFAgQMDBPNsq21IziwChspAgEGgUiUTMIJVQIEM7CUYVAQCNIwQtzSmnoqnaoYqkmBBxiloVrrVvHDQJZGSxKgUsgQrDOCFYHhZncyZGDmCmAWXFNochA8hQsUO8kzKpGgGBiRgaJCIjVzZp3rklHFFQRmHEI1lh3IRAKMDApkplAgFRA7DiuBkSusSPFDIIlmBJFJN4JllkeRwJhlGBgEEAkCSlECBAiGhVIiQGZZeIeZFJlV7xOeDKb2doU0R3TEtV/PXg6J7vheh67l9XlevyOO6XLz76I3QQhBClLSRM8NFMTRNCamBAQESIIgpiV1v60q1tEhHWyJIhAgYEDgwKBS0iWGFd6YlaWVORpYYVAgYBGYEohUCGNlGJaIZWQPIhZWHaZXr1tdGhdnUKESpmNGjgiWRIiV4FYRwSSaXkYEDg0KwrgUsbTMTK0WrUr1gwFMPMtEhAckcSUk7KEAwCSMAxLzDwBDFMyssrIcowDDRw4kiowzA0EcKQxzDTLQrQOzDA0BAgcJHJZrgR4FkQsLZo02Z+jNATM4gYI1HkORlGAQYBAVGBAgcGB4RA0yJJQ07I1VkdNtiq2vBARKTole6l9HVXQrSzlnLsO84XpOx5fV847/BxtWPH1ZI3RgiIYgQeSaHkJ2ks596QIYh5ChhFQSSx2IdqDEtEBWyBAgcFIoZEMQIEScybQywFdsYrSsrS8kcKgQIBGFRCoEDsyBgSiFYECAweR5i5cmppoJqoklgiV3mYVaFZYlTCiECJYFEohMPAgOQ5JJk5izYqIFZNlNpjWYUlDjBHBM8KICAIBgaRwIESUzK0TNVJKiMCyA4jCoIIGBRCmXB4FIwPERQMSgQRrBQOAyPMBEES5JvKgeRweRAyiAAEGBhRUYECGcgokhRWAiU4h5aXp1uaRerNajRjXJZQgm+ruxnWzX0sQ6PEP3XnvR9txevwXc4PNdDm0rq4Jh5SAhMMsMSYWSzfpfnbagmIxWaZVZAgUxNYCyKYSyKCBSIEDsMogYZhUByzyCsKGdGQBKyWwgBFaRAQwCiowyBMIECUQqBAwFDKRBJKT2rq68plVGq2IZldSwkoh5VwZRgQIlEJhRKgKUN2kAhpmWd0KYUBuRI0SyES4QqzQMQEwwIHGcCFYaQJniw1bzAAyuAwLIgwIECBAgaApEALAAiWABbMyq5jpaCRWVu0Ih5aQaMhA4SsKJQKSKAVVgYGBwcLUSdVxwsEEcxDADTs2lTndI67qr5XK9uvVQurC6qlMBbnQrEKRoBH63hd71rgdjzbscjF14MDZVCyNK1pRgdhKWomFiVZGSMUAZiwrKJilSks2kcqiFAwJRmEomECgUCJUQMhRJPIxAxFxNBLpqTkjeuRh5GgCFKZZYGRAoBkcYQQJVQIGBgcCGdlMJmSxdVcuqCHo0uw7g0q8qUgglhEoHBmFEqB2V4iR5kGklbDwbQMBEDDCSCyTREk14BBlECAmCGcHBwneJ2reZEBVo4YIBUYCaHJcECAYgYESwMDEMSoERPJIkUgAHkEVyVAIIh5mVpIZwUkCKwMDAYONaQ2MmnErtrMrDWoYGra9Ouenkc77SGsPzbPQck0UNYkKQyyoFKoYQGJ1+Z1PfPJ+i4bXk5Pr8zn9iVrK45pqWUtKsNYg6NLcF1qwiAQQJgoHgIY5iS2AlEQpFWJhKMMmGBQKBSIBgQHMk0gkWYdlvCFimqN1lkKQIgYggYGBAKjDOwwJRhUDAKsgKR3CFOINixbVNaokxrIJLzKmt2HBgZRAhkyqGUDxCZTkNplktOpAEDA8q4wxCmRghVmUTMywgaZcHBA4SMSspTAxIwwAKgQPMlMODggQRLFasSy7RI8STIEySHI0RCsxwgxKIKZYBBlHkOWKYaFeZYBgBR2DGOSGos57qtdjRZoUaY5kplr6A0ZNS2jIrWIhRdGWMVm8oZorUCkd1Ss0DQS5tfuXkfTBku4P0PJ5/XTQ0VVXzQPSAotMyzoQymaMocTWZWUIBBwOZmmDsgGViEAqxSowyBAgQJRApBgYHCSWQSktDulrRFds6YkkQRwqgQKRAKiBhkwlGYQCqsMlCmHmXYShSpESWRNckjrFTKaHkCtjdWIQIFI8jRKiUKTKQHLSSSSG0tCOQTQRJCQxYogIlpZDIGBlECAphTJA8jg0DAMAQIh2lAYzisDQRrGhfVGrVa7JGGCFRAZDyKZjRYYGgKRgOZiQBWUSNc7j01Ug7Vq23QKrySk6SFHPfWra7U9RrLCXRsSOwaMsNmVhWFeZji3XNUJXHVdorpyowQvS1iO4KhAIDTZ6J5z0XdcLscX2OfzXS5lSxKtqZ92ZiInWSC8tlZkrsgxETBAykhJDRMlloeYZ1ZRAIxMrKzAgQODAlEDAwCBwzkFI0SS2WY2VzJC1SkNiOFQOomGBgSiBAwzMEAIKRgchyEMhUBySTBWLLYkrwMRGjPMEQgQIFIMiVvQ/K6vtP8+eg9G8proal8a+g8/wCUfuPD5H0FBSHKuITBEELHDjEiDDMSiWB1GB2ECBAQMCBgFQA++fy/6f4c/SvnM3ajkEHuvzHpxNHhv0zmyECSMCAAaBgYCBxRCNQAcJJl5llJUaKhwpntVUmTmrkztMxQX5Hotq0uaOMxv2I42PFkLM1ixW0DNQxLivEMWdA12UiVK7LKWU4pkAL6yaAQeQpARtTndH2Xzvo8aUwNuHC286Bpz7xx61mao9LzEZCIEGYIEsyDGETJaaIpViHkaGUjsrQKGYEDg6jMMCUYBBwYZxRCRXtJtlW6i/PjlHAYh2h2hAiWIQNAgUiGEEqoGGQOKgQIDZjBSsjJZuQCBVpbFBJQqBAIJhK3rnhd31F8a7Prnh935p/rzx3q/it33t+ZPUflV+3fE43Urch4QpDYIhiQUAscVEsSwECFQArOwiFAgYkIBCSZ+7vzJ6XnurV8ZfofgOL6f4vb+h35O9X5X7XF+e36u8oTBBGoACCBAgRDkAAqIENM5oYXvaqxy34ue7QzWVL1zLqo7EsaqEp1NF3L023qbgeuC+itat2xadTk0O0S3LBXLVhxClooliEDzLLPcTMWW/jtuZ2UUlEk8DXJ0Xddzep3fL6udSmZqzc/uzUrCtZVSupjZIGrGYlJjIEhARIC2y2SVhdBaEQ8qVcBbKGQrKyIchhnFYZAyiBgYEDgMDzMtV+pn6sL0wNmhagJWFlN4cHARUDAwIGVnYFRB6n5W/z70VGboVAgQHLFI4qA2UnWR0No6vi28j2EQIVgUsllon7C+Edv7V/PPo/yQ/dPg/rv4V3fqP4z2vyZ/c3h8venT8a3RyTxfpc3vfzDqec+yxc71qvXfn/R8Q+kc9CoENeyt3/ldXmXs8Xaed04HUqrWRbztidCsZGAQOSwx6z4Pf8ApB+PvXfl9+0vGcF6rN+hP5Q9Tvcu2J4/Nr9fePQel+Q28V6LNlbVjFYYgQfUHxfsfNH1/j9HyLd/l3eY+0yIOx4F/wBx/mr0nwB+p/L3Mene4Gr9BvzH6D8vP195p3itfQenK1b9/wCc2W31Rw3DdLFFtyRXLBU5QrsjyykBWSz1HPt6LnXebejxkIzSoGSdVNT52yd+RSDUzvCIFR4FTd6DxPQehed6mfJib6eZ6uDL0c/C2Z0DkMClY5iMFIahDTEx2VxSiYNlJoKuuFrnlUCBQKRoZQIEDAgZBEvIgREKtbS/by92xVfQt59O3HXfNC6KVd4AX1nyOnjO1VzXTrUswqBgZWQfafxDq890quS6tTgwIHBweRoCkNoNklEqaZwOlX5B6/OTKmhSJZQKJ/Wv8Pe44P02X2f570vhj9J+Y+Vft/E+mvj3Zoaq/pn492fm/wCvcf2z5x0+M9Fm9D8pr9n+c9H8vv2r4r6u+F935k+08ToOTf2nndPqXidp1ny79p430N8m6va+d0+meO2fLn2vifJ/3DixisEg00n1H8U7f0n8e64zHxd+iPPffn5b9R8jfeOF9K/Hev8Am1+v/H/RHybrTVz9LfH+x+cH658j7T876XqPitvM9qnyn2mH7+/LvqfhT9LeZ+6fzX6XzP1+T5G+78H6R+R9fwv6TzfpH471/mr69yQvt6Hz9/u3zrofn/8AprgA8wMjX0+7eA0uTvc23RFwrErtBMoqylXaGWVEu8InvvO34++Plb69ylEOzNENEtEus9ryG08Vnm/p86YUCgeRRJY9XfcXrdvwurTsOO7fMjavM000XWNmrvVXtoiZAkNWmi6SymtFNumz1Pnb6O6jjNWXFmCSytfQTKgQIEDKzAgQIEDINIRKB5iOJt1bdzL256r6r46rZijJ7f4d97n2ep+St9R8po849LR0HPf5k+o830rzOjmupXy3TqEFA0CkQIECiVI0Q8iB4l5CdXgkev1/yOzy/wBbl+dPp3OhgUiJQIGD9TPxh7P4k/RXnKd6/fv5i9P8NfpDzf6Afl71XPdanF6VXif0jndZwb+58zq5vs0fQHyjr+Ze0w9j5/R8bfoTz32T+e/Q8/1as7WnI97P8KfprzX6cfjL2X5X/tbxerzLf1L/ABl7L8iP3T4VgJlIYpP0E/LHqPLfa47uefs/89+i+N/0B57ke9R9g/Au/wCK/R+d7h826WdqTD6VfxV+ivOT1N9A/LOp3/l9Xw7+i/N/oz+TvW8T6TNUuj2Dwe/gPT5fVfEb/ij9H+a+hPkvX+QPvfA+2fzv6LgPQU1rW/PD9QefliQZdaafb/AafU/JaPIPWZCZRWXmCrtuLNCxCsRolSIEo8wolQNIgYPSvM6cHemLvT2zwe/sOJdYSfMvV5PLPXZud6dXin0HFTYdGiz29Tzuj0eTRwfUwFEaNN92rRGWQOtOzLE6KZUXVNGetdiOtu/wa81k4zbmEjYzbGmcvdgJlQIECBlZgQIECBoEo8yph4ETYr16NHTsV3HFkJTQuxwPjjdDlPTPL3e3+F1eV+rzeGe6x9PzLMvUudpUQQMp7D47X1HKeNoQIECgTQol5ECgdoeTzP2eP17x2n52+l4AiBhlAgQfS/yLr/a3587/AMW/oLz3q/id/wBS/Fu18afoLz3tvzvofHP6B4HQc67sfP39j5/R6l4jb8Z/ojz36F/k31f5kfs/xf6Efk713zT9k4v1V8P7nwn+mvMup6l4rd86/WuR+jf5F9f+Uv7Z8R92fmv030N8s6n5EfuzwyBEOw4fqv8AiP235+/qbyvN9Wj9YPw97v5G+7+f8z9jk+4Pzh6Twr6ZzOQ71HkXvMHfeY1cl28/6IflL1fwz+lPNfMf2XjaeC39Mfx17Hw36TzKGmPoP5b1Pzy/UvnP1O/F/rvgP9L+b+z/AIN3Pzu/U/l/ur84+ht5naH/ADA/XvnymkHzx9HP9F/L+h5B7LJ6b5LS0wTQNbWItN1qujIOQ0S8wwTLPC9+jzP1WdEissHR82zO1Jnao99+d7fRfMafn76Pg8/9HQ0iB2h5VxiJipslotlqsqMvYczo9Nz+iDtBdXlacUNtWXbXj3VVr8hsx13VorklJHQ6NOlm0DZTjbspMqBAgQMrMCBAgQNAoHYQICUJbbFe63VqtpomXRSfHn286Js8FlRtBMQIDIYqBAMCBQfYnxvq/Of0bBwverQIECBwYCYIGgeVmSfo75vt+fPpvOhvraJUMoECD0HzGn7K+Bd7puPdz/Vq8T+ic35j+y8X6u+Jdz3P5t083cvxz+g/PeleN2c91afKPfYPQvKafLfbYv04/Fvtfm/6/wAfgvT5fp74t2rdLfLn2jjcB6fJ+oH4x9p5L7nDR0p8bfoHz3mPs8ZEtIxLC/WHw7ufKH3HhiHqPiduJ0qs/Uv1/wDBu98hfeOD9kfn/wBB3vmNflPt8Hxn+hPPfZH5/wDQfQvyrrU9EfEX6P8APe2fN+h8n/dOJscfQ1N+Rsj9YPxb6j4K/SvB7bhW+p+K0eKfReb417zD2nm+h4D9QySTnrLRFeu3kPavCbvnn6LgdxKNDOQiGZmUTBA0QifWfH6fRvMaPmH6xzEAKzAgcHYSiBAmECAVlQSWq0ScgZbpKbniejz6L9F+LakTrn3ZqV9EcrJLCsPL6Fe+BarNY4gBcrdnoxehmaZQOKgUihmiES0CBA8DA8yxKFQEjEtkqabCabiapa7Mu/mwtmgemOyuSZQRQrg4IGBA0CkZRDMCFQIECGcCkRCmVApUiJ7Ud1SyxKB5V2CB5hEFJIM8q5MjS4MDhIyohoNTn25G9CICIjiYyJKJ/W38Me8/Ir92eDIUQZRMOBEoGBEIZhSGQJhwBYOWlibqzRaU0Gyw12SrEme3a52u7nvz7YiuyYfXyDKtAohRILYbs5EaIhHeEQyMplAwMM4Mo7CFcZSKRIqkYEMCiBwcGBAgQIECBoZ1lmR2kqrOxxbOfG0abN9bOfvz8zpzEw71MyKQRt7m9ClZF2vZoZdJKGV07sunStVl4/u8tDCDiuMgUihVEjEoECBAgRKIQOo0M6tLFtmrZbr003yIWF89aykXQ5ZoVxgFcEDAwIEDRLRKBCoECB2ZgIEAgQrhLMHYklitEtEGyk8mS8DEPMmDgwEBsIHBwYEKwIYgCCKFjWER9c/CfQfI33jgsoBCIYHUUigTDg4yFIYQQE0irWVsgpeskyhcviJ0atrVZFmt1ct0LNQ2Uw7cgurEODggFQIYnkUVFbxCBDMDRLgwygYlwZVeRAgUjQNApYVFI4IECBAgQIECiWBTCVr9GjqMunn2I4atZXC9cD1sEj1OyjIofvOH38e7PYS3by9CxTsjhDMMV2TN0V8P3+IhkCBAgUihVEjEoECBAgQIEBAhhQStar1yJbMlky2Vbc0VuSpZQEwcMTkSq4IGBAwIGBQzQIECBCuMzCUTCAhUBgbRPehugqpsyIQGSRKAgQIHYIEBAgCCNVOQ2ZoVS0ajAgEEAKCwyqlBSUSiED2K8w4EMTAxIq8tbjnurI1qu1SWXivdTETbWbNYVLwutfTVFpqErUq7S5KBACy7SywBWSyhUMwIECBgRLK7KOK4CDgwyBAwIGBwQIECBwQIGkUCBpFVb1+TXnq+dJC6vA4BKQ3ZndBiXLOx4/c6DDs47p8rN0Vzpp2Mmr1vzfU53o4OM7HN4ns8VpHhkCkUCkUKokYlAgQIECBAgcFAoeFYmSydLtHP0YnqqW4ysrjvpq1iFIZpVAgQIGBgQIGVkCYQMogcECBA7CFUBSG0T3VmykQAECIOWkkclgYhElMHMkQxMSrGBwSSzsrDAoIIBhQgCJeRETNNamZHh1aMHZHiGkOZOZsSsNTvmv1819Wu6IiJoFldka+5nSOKSWDkDQgW1OgBWplA4zATSiQRFCIZgcGBA4qGYGiUSKMiFIgeJYVDIGBgcGBAgQICBAgaR4FI0ircKbJq77dV8qzareKVz9OSC3OzqwxQ+zi6PU4OhjXpR0UvWnTYdlC1L8ry+rHg9XlIZAgQJhKrDKBAgUDAgQIFAgUiQUtHASNOllpNIzNWzIbqNlcKw8Ag8iBAgQMCBAwIGVkDCoZAgcEKgTM4qGcCIQtrRVPZEawIEDAchyyABEDwGTIzAQCwgOQmDGBQQjFEHgckYAgFJkrdq3hJ71oy3XEuprgwETJVbZQkos0Kr+qz28NYTutTTU4tRoitm+zV6psRKtrpW0MVuQlkZVpGiXJclhVEIEKgQyBAgQMsiMolpFAwJZdoUCBAwKBpEDgpECIeJQKRoEBMDDmmgajZxboCLaAS9O2mtfhitpawaZSslaam+eu6ZH1cu65VOZoywPNO3Ln9LnpRDIEwgSqhhAhUDRLRKBwQNAUjkjEKWjQNLNPNtJbKl+eOyprK4opGSQYBVA0iBAgQIECC1Q3sPiNZqeS+xy4+1LdLexeJ1yLPk3scnY8S/ewMoHmbFc+eemzct1qvW/I6Pb/D7BaPEvoHP8y9fkQekeU1dRyLkEDLlbE849bkqaV9N8lt6Tk28h3aOB9NmcZwcGAIIpVKd35vRuYbrdEhXJaquD768s9vYcez0vg304KN1BukVscd6SnuvFb7Nb2EfO0Tx/dr5PtZ+o5