Драматическое действие – модель естественного прогресса общения. Л. Н. Иванская
Чтение книги онлайн.

Читать онлайн книгу Драматическое действие – модель естественного прогресса общения - Л. Н. Иванская страница 11

СКАЧАТЬ эту книгу целиком, купив полную легальную версию на ЛитРес.

      Безопасно оплатить книгу можно банковской картой Visa, MasterCard, Maestro, со счета мобильного телефона, с платежного терминала, в салоне МТС или Связной, через PayPal, WebMoney, Яндекс.Деньги, QIWI Кошелек, бонусными картами или другим удобным Вам способом.

iVBORw0KGgoAAAANSUhEUgAAA+gAAAFxCAMAAADXi3J0AAAAGXRFWHRTb2Z0d2FyZQBBZG9iZSBJbWFnZVJlYWR5ccllPAAAADBQTFRF8vHxYF1e0tHRs7KyFBARioiImJaWMC0tb2xtvLu7fnx9T0xMyMfH4ODgo6Ki////fz6kkwAAL/xJREFUeNrsnQ17pKwOhvn+FPz///YkBNSZTrvv2d12p9Mne20dRVGBG0LAoDb/ChI85Gcn3V96jbCf8kqFyqgQX0FqhPzspPtLr1HVwbl6pUKVla9bg3yWdNef/QmjfYWE/kvFWN+Arl+lGFpHoMe2Qz5LKIWf/AlzzK+Q0H+pGOt4AT3qVymGm7MA/YeDbgE6QIcAdIAO0CEAHaADdAhAB+gAHaADdIAO0AE6QAfoAB2gA3SADtABOkAH6AAdoAN0gA4B6AAdoEMAOkAH6BCADtABOkAH6AAdoAN0gA7QPxF0fj3VWlNgE6AD9NcFPadcaoyudsAJ0AH664LuXMlmK8550AnQAfrrgi5e8bxzGXgCdID+oqDb6SurRVeAJ0AH6K8Kelgv5zQMcgAdoL+q1X2+39Giq8vB9VvN3xJwpIhqx4l80gxUNzHMC46YzsDreWdMAB2gA/RPAP1Ir9FHV1uqqqUY9cbw+5RSybspOiXfmqYNH0maTfQq6BpjH+ljx+FCf73ZxsbO0sQ7QanAJ/RddY4gcOR7HrFvR0xBAXSADtA/F3Qb2SjXfHRx49E22jDpWraZ9Pq299gznVeypdqAwpJRduoB9CPknCuftm989mrRrXOFW/LiouVtcM6vVry6aPgHx0TXJoAO0AH654FuQqmu5sFecFH31qh9H0a64OSVK1cDvrNve0dttUptT1XKsxttt6qMrBYTfnXn+jZ0QZYTa5MuwoB7SBG2y4gpO9cBOkAH6J8G+pZ0FNA5QLI/CcBBLHR+tPespRO3jKNtxnXqlCtqvQesauj6E3R9Ab3dgW7egN5c4JhMdBqgA3SA/pmqeyuiYVO7Ki9MAPsD9K6PNnqCziGpkKQak3oLen8Den4X9O70jOmVzP4AHaA/Yx+dm/AuoLcJdFmgW930G9CTs4altfagRS8UcIAe+Lxwgt6NURfQi+vXmAA6QAfonwc6ac7cK1+g7wfou6Hu91vQtduuEd6BXtmMXpqAXjVJPUAfgZVt7AJ6cnZ/PQHoAP0pQVdxIH4BfaruRmfC+EGL7m9BN3eq+6YH2g9Vd7bWk8a/WvQC0AE6QP9XoPcBeq1sZX8Lup+d+V2NkfR2C3qQtjsM0K0U/Js+euBxOwE9rFtKTAAdoAP0vw66WmazfKu6tzi2BGHYH4KenRtWuD146Yq3e9Blrt07oI9hOQHduDn5tr9Syw7QAfpTtehBpq8QyoNO4ncYxbto5l6G0x+AzhfobDZP/G5B5XFeXePofbH8HuiJKxQBXSXnqjUmnOZ4gA7QAfpfVt2L7k1lfQyvDSA3Geoimgd9Js7mm8fNy/zcrTrnYmSMqTcePU+3kQ9jaJOoBpBJc5vMhOOZcWNKDuHfTSbOLVcao3pYMb2U6wuADtCfrI9ua40xVjs18lh0SXW08y3VWqnzbTVtk5FJ6bUWIZKnxMcxz6bHWDiQTy8m8zn8i+3wfVzQVOGYwoyAfvq22xH7oL+cDwDQATpA/xTQqcHOef3kCTNq2/6bVaxtU9n+40/PjpgAOkAH6J8F+kUOqzsEoAN0gA4B6AAdoEMAOkB/ZtC9u53aCgHoAP3lQDdlWsQhAB2gv3KLDgHoAB2gQwA6QAfoEIAO0AE6QAfoAB2gA3SADtABOkAH6AAdoAN0gA7QATpAB+gAHQLQAfrLgl6b+v4C0AE6QP8Q9BDrC8izzszPT49Rri8Beqh/BfRUL6DXl/FeaGJWYfhb/+7yrKA/f4ueX6RF/0ug37ToL7Pe5+Yy+uhQ3aG6/4g+OkAH6AAdoEMAOkAH6BCADtABOkAH6AAdoAN0gA7QATpAB+gAHaADdIAO0AE6QAfoAB2gA3SADtAhAB2gA3QIQAfoAB0C0AE6QAfoAB2gA3SADtAB+ueCrsxmePd5XbYAdIAO0P8Q9C2xsxadbEtYSxWgA/TXBF0VV21TqvUaXyPzATpAB+j3oCvt0nzJVp0FowAdoL8g6Cq50y9eiwGMAnSA/oKgW+f6Jdk8GAXoAP31QFfVXV5xb9yi3/hNP9yn3zhTP12qN9Pmr6un9be/5ed5NkAH6AD960A3zt28Fb9uTjqRaK29aYU2ZZOjpeVxVKlAf8fltF9rGBVBoN90Veq01zxf1sfxzsfHKVvS1dUM0AE6QP9i0INzb73VbzFs26Ydu8w21Tkzjpa4yW7m+iHx1TmWtjfttJLefsybrU5TEB2MZqYb9Q48n2CrpSrC/QiDH0AH6E8FenHugf1NcxlIUgVsC3Q9dk10iS4bSdFi3UX9H0F9mPVaHJ1+7w4v+HQkj80wBlB10AA6QAfoXwp6urHFrTe9gk7bJLjKZJpOTbqV5THKrCS6G2EC+l6dfwh6iWOxN+9cBugAHaB/NejhF6BnUcJ9nYHUJEs/W8WphVMr7w/QNzn6BnRVY2HRNVqADtAB+peCTu2r/wXou+Yfqq6Wv9Vpv8trIh3p7klAz9lH4djzjlEn6C3GNkT9hAn1AB2gPxXo9s7q/gh0y026PVOCjW5yfNnV9IiENHitqRaYoPPOaPsFdBPj/nMEoAP0pwKdIIzqF6CPXrc+jPO5pmGPpxZ9qf16tehqVza6oqbq3jzXBUeLngE6QAfo/wR01t0v1jglQ993oFOTntdgGWnu21TVW1z98DrimMa47tx29NFZzV999HV2hjEOoAP0LwadetyXpPJW+tzmBnSePne8uw5snxtkr5Ey7n6foOdhVj9Ar4fVfdr9lDYAHaAD9K8Fna3kdU1tKUTi5psZwJ6gcyO9LOV+TI4pwxI/re1UqsN+gi5hZYA+zpig0+9YsrG1QHUH6AD9q0HfN2qvU27NBG6suZmObGWnpr4e09jrNKSpIExTq12NosLivFI5jsabx92syfS3DyWg5i1Ep5Xqa2ZcdBT35WM5gA7QAfqXgU4d8xpJahoNe66VjWk8c10fDmf0HIOztWqeCJuqrtyR33SkX13UAT0khSZz4FlK3pUfP8Zcd023KT/iqxaADtCfDnTuZZvNrDd9MMxt6rup2cz/0+Nu5oc4pQPoAP0ZQf9VauodAtAB+iuDTv30BldyAB2gvzboNtZSE7xAA3SA/tKgF+d+hp0coAP0nwx6S+JABgLQAfor99EhAB2gA3QIQAfoAB2gA3SADtABOkAH6AAdoAN0gA7QATpAB+gAHaADdIAO0AE6QAfoEIAO0F8EdEx4A+gA/eVBDzX07y8NoAN0gP4h6PEV5FkLa47bk5eB/BrL2ob6V0Avlw+31Ot4NTQxU4uezfeXZ+1+oEVHi/40fXQY4wA6QAfoEIAO0AE6BKADdIAO0AE6QAfoAB2gA3SADtABOkAH6AAdoAN0gA7QATpAB+gAHaADdAhAB+gAHQLQATpAhwB0gA7QATpAB+gAHaADdID+b0BXcEMD0AH6q4DerPfB3jCtTLa2h4JmH6AD9NcAvaWoi081+vNlbY2OJYBZgA7QXwL0HONozJV3h1ue7lyMtWoLZAE6QH8J0LM73JsdpJuoc0P3HKAD9JcB3UTnjzesTo/31QmoAnSA/kqgFxfNcTw4x8q6qTDBAXSA/kqgt+jqeZyad27Svd+VDSEf78570yhvNmPMtquxkSqiDX+stNMO56ztuEwiaZucIqddrp3xqRWfOcOup210/wbQATpA/03Qu3MXJ9YqOj6qzVaT13F5/ua9FOuwzOUUo7a76jXGwp37TdeaaCeZRj/oV010JceddSlUjzCqrdBhDoyFYC4x1j4NA1viHbVzfClfw9pxi5ZSqS5agA7QAfrvgV5uR9Cqc9Ra122MtFknZSHHQntbdH1cG4d6vyx3tJua6lxBbNUolVxSytSNL6PzlHbDNb6qQSm268vOpXYhnWI8QZc+hLrYDMI8VPn+3X2nkgnQAfpTgZ6c4HuCbqmLXmXdijLad1UlESZ2LYqVvgu0ycVRJ9BO7+MaZph+zvUutslx6qNykCTUl9qFqBdVQSoO2u0nLePQXEWjXjsZAB2gA/TfB10z6DnOBlcs8n3SqeTwHej6BL2pA3TVCNywkdgol/8+6JTuhmOq7hvNzgfoAP3JVffMoIe1q5nKqWdT4y2gmwvodhjqrVtrV5V1tnepsKQU1FvQ+xX0/CHoFOAlpgLQATpA/y3Qw40xbh+t5naAzh3ss0PtR5NKferkSWbne+8xhuzfgp7czTKDd6DXUqYdnQfvZ3wTdL3CBPTuvuGadwAdoD8V6MZde7482KYuc2gSg05gy15YoJceQk+Lbb5IPwK9fwB66p4qlS5kJ46vHKCPsNpP0DVAB+gA/Y9AVzc9X1HazzY8EWPqMIKFG9X90Nati+aB6l5W/bC3/bHqHrifcKju2wG6HfPu4zZBt8cTNgXQATpA/x3QuY99dtLTNHMvbDU37WWB5h8Z47j974/66H3NoW9l9NHtfm+Ma8O699gY11irENDboWCgjw7QAfpvgn5yzENhwiaxm6X7zEGHbU67B8NrSnPL/QB0imScqEZbvo/JN29A9++Bbk7Q2bA/HiB8oxn4AB2gPxnoKq1v1ojzvGitMm2uz6rADBL97JJvosgPtsVC14+efjo0du9cTMFTquXa84hwgV5HD0HiVXMCztLQB+j0ULQ365ItOldD0JdJ+QAdoAP0/w90Qpbt5ptNUS+SmLOevTSkg8iew5gft2/JOZ13ZYk+b5rnfraylXe4Ie7UjttNzeqChQgP4sHC8DXB7Ib2qy91TLE1FEPNaucoynYJ29qIdRtlkiP6VgUToAP0pwN9bz1prcs1423SqRzjY7kcwTn0HqxSnSRsLYTM1/PBMfE98PHllIouG4PoKhRutDcO6ww6nR1CH/UBXxH6jC/LroS1eYjrD6+1NztAB+gA/Q9A55d742bi9sBveqH4a2by7+YFA6AD9KcEHQLQATpAhwB0gA7QIQAdoAN0gA7QATpAB+gAHaADdIAO0AE6QH920FtTLE092QjhCfp8wlPaN/p66CjG6niNvwn6t04bgP6VoG9BVxKtqy5dPSHoypbxgPX4m/p3BF1eg16hWPXXQN+8PtJmbFJoAB3ySHVX3Tm9GbOF6Gp+PtDZyy7PYN6GZOfid2q0rhM8q4s+2+LE8/DfUd1VcC5tU/g7rW81cwugf2Uf/fjOlkvi9ox9dPEHNkv593Locy3G80PMHN3/vQLJ+330dnFLXL+bDxSA/sWgn5/u6icFvZ+g+28MupHt/11ZfQh6uYCuADrkl6Czt54G0D8bdOp+VAXQXxx06mvKiw2DaRN7d9vVdY9zq1123wRSbm+bGY415jGJ7bKvZH+cK+bY/wT6YTsym7lcwbvn7ZoYe+VR6K+ai1yth2iX+6l1pjy+mPfnCTcvpM4o/xPofGq7PGNbCTtjPxNgPfw+b9/mSrzKZHObF/Mebbzj+RIrsW9S9/L8Mw+v7/ER6NsCfT3yjO4m1vYnoPPVd2lj3qSNuimP6syf/SZx1C/SZhWUu5J4mzaP8/iFQTdJpxqHzymbatVd5UKboDa2yfpm0thwsK5FmXnU06a0xiZW+Ti3a12H6UyuM3uX2HaOrobGl9fhO0dRiNb3purHoG9xlZSs6ZqxHo7sJl7HqvMHuXSbxKL5qffWdTRGu+FIU8lD7Crw4/IN6Il14pvn3fB1dBH9D6rzMUvB8vDyoS+/ejH/DXRlU7QtRbeesRWtoySs6rz2VkozAehd5sPvZdxecxDdx9aRF2q8Xx1B8q1zK+Md9XwJSltObLYSSGa1vUvqrsTPM/GPxNZHYr/TojOqit6Z1xHaJTnySL4jVW5N8/8P6FSkKFU8pU2aLI4biTcHq+e76eHlnMojJRunYa+SU/SHX1oShwO4DHLQcLY24pK0SVZSTk8vqmYmxijXQY23oMK6JUmykXgjbS7jAi8L+sZpr+ZqUZnKrKwlxYWN3VQr8XA1HeINh3Qz78TZNDvckF4eFVRxULnOGM71lPSzOR72pjE41y5a02/XwfilMa5Hhlgv7MfuNuJgd9djQcrx1CqwIw/K0Sg36OdNjTxLzUbKd6ib4Tc2VCB48avB8eorUEDajL52HD4GvXPp0pHKrxTzRvXgkRT0VNmwj5EuD8/1H8egqBwaSnx6kMp+BOlkusTPKi6Yzc8F9FpN9IqLS3ryYdy28kZF7cdumzVjn54N2SEK+y8J6qMWPY2zlaay0Ib/JEqO4RapS6wPelD/D+iW6l1fRtpIciQ9biTeVjM9IWeEVHBcz0kMmjKgc1nZdOEUT0ficMk0W5+lRKVKaTOflOoDq9jJS5DiU9VZrmeZXeWbC6TnZU6SulPdXXwBuR2uUlFUNvE+3cT13VoSokpZOZzKjjZI/F+O5SZGmRNjmZUCI/5v03KhNSGd0WUpVZIjyzXue6BX9qfBK05KFEbu1qa73U02ko/T6d50pUflJtasaDMe28RlbtJzPazhJpcfs+TDhW4yhxM/WX1jevL17uJ1L3/cohtZ+9JUQSTVhas83Pks58NTA7wvr2K5zPQOx3J74h00jrukcJxJkeYzz1bqblFyaa7pM70ZynMeOTEyrt6AvkklMdYEHvEJZVlq9xVrcenDPnr6uEVn4vyoqMWb8bj2cIuut+N1W6yzemqKW3+5f0vrNb1ko5RBernxcMM1opEHbuLkyUtZS6vSlcI1s7PF5WWxnOl3gJ6pVq4vILejVX7mSZ703YA+y4yaK89kyfOJ8cz66dSuVu4m8/CyuYI+PWaKm9oqiS95YO5Bv2LEoA9tzMXptGetVBOkhdfihc9y6VlPsnxmmulSL4g3LrmPjauE1H256eT1qZtcRJ3C6VczxAW6vi/fuX7YR1eTaUrKxOUucIJsc9RAaSm1ZiAifZ3qqdd6PI3KlG52P9yGztfpU50qF9B1HIldRo2iTtDNmWlLFQrjnBvQwy3oyfO6u6PBo8aUoqWaKqpfg54u1ru5auAHfXR9IFZHvTCsKnW+W9qOjPCzTaiJqurzrSwXqnwmjoBuRmnjjswgNIqTxY2jntrjQ9BVEtAPV+1X0E3MyvPap99ebhv02WgPHfM90Pcuaaglrx+BTiWpSDeZK5KHoCtdZoM2ktn8okWXGCyXwUtUfLEfu7Ovd3mSE3SJuY0GQ/Y2naTEybqX/bAxz/K1H2tf6Fk2ZCnMmxb9F8a45bNTlIHuNKVI4T7uaGi0WqWWHl6dD79fnkaN5NE37vonIVfQZ2IXSuz8DugqJWHbjMJ826Lfqu42d5ub1FB1PDL1ltv/26LrX4Lu9yNZt3GjJDfiQLMygl7G3KTNdhSTkThZX0FfTtYvoHN6JUn3ftEtb0CnQLcWQnkD+ov20U1cbzmaundAV1Xo2t4FPVN+nhUJQWWtzeEKutJ9EUjHe8u/AP0cR5eV6pbL+5E5W7yUsvdAp8fXc8/Ura/eIXUGWngP9Fzb1HHYHGBa+Q3QpfwVKjCXqrXpo9Tmm4e/gs6mM53OBXiKDTWu1T1O0Dfqbp1Rj/Motf0V9BQOH+MxhrZ9APq5E6gje8SbJcQeoFe6x3UC4O+BPpb67tRFvjY79VCt6FJzZ0I6i8lMHAE92U45JA9/Bb3G6wT+WRL7LIkD9JCUPtYzL6xX/ADQz0XjxnpR74AuTbqv+wegXxdoTkPxTvoKeilnprFyOI1jvwKdXWBTUTmWepdaOMdrVrwHelqgK23ZljCt96Q91oegR2Wqua6n4XT9HdBHNXK3vpZNJ+j3a9yeoOeqzepDsGLASTit/reg3yplktruBN0nfu9ZNVKA/gB0c+nG+Rtaq/dFuwV6TGka+v8E9GGnCbezc4zeL6Bv74FuZ+LMHhjpAzHle9ApmvZ+SWTQrVZHI87emnX8IS36ZS2pd0FnDV/V/gHop4aljjPUBXSqRs9MY9vpf2zRuXNNWWuP3BjKxbaYGrd7H3RR3Tc2ZF1Aj/adFn3T+W7hnPSboF913XEnHy4t+vXhr6D3cc0JOrsLLlOXuQF9YcsR3L82ZVrX6gSdW/ztP4F+pspQ2n1KPuejRS9j2a9j4u9vgr6x6t5vbrTbcgU93KTNCbrUDsfS42HYEGN/06Kf+XKWVXWq7rxcwnlSIbXtR7To6piLnEQ7fww6p29fGfu4j75ag/7QGFfPLuqsVNp/B12r84Ba5WFixEPe76vuYoyrfj9BXytXvQU9zpHteadRmfxOH10u6gshNYbVtdnPPvrx8O0G9Jkk9tpHnyrMjdW9HSv99YfGuNHzPUAnZffDPvqZC/nA+JitcN9Hv0xd/z3Qx3jHdlTbYwC79CMj1LH2aM+3oBt5kH7to0/T6h7KaYzTS7fM9pExbkxXOEAfmuqPAH33s8GQtaTeBb1No9i7Vnc9K1ej1UPQ2yXTRvKa/wh6EqKWCmlkODDN2+X0foveqgyvHcOAq9emHhvjZmNyDtaVOxvUfwVdi6F7jjxLKdSXUqvn2LhNty36HMbsN1b3VRXrflrd01xxq+n2CHRZ9HeyzQt6/kfQ1VwSTPoZnwO6nzMf5o30eovT6i4nGt1uQb9NHL3K4HgIfwGdVzWXhc/yI9DjtXyP8ZmfYYw7ylFeExEejKPvh7V636+JfAWdv0dMbH/r5xmHqbweQ7vmMAB+DLpbCoKfUyzWwtRBYOLb+c2EaPdjTav74bUuQzCzjIc1j2Ra3c СКАЧАТЬ