katzqvist7752

p>?? ??? ?? ?? ????? ? ?? ?????? ????? ??? ???? ????? ?? ????. https://www.openlearning.com/u/espensenholdt-s2n53j/blog/H11402H1 ????? ????? ??? ????? ???? ??? ???? ?? ?? ??? ???? ????. ?? ???? ????? ????? ????? ??? ?? ????? ?? ????? ????? ???? ?? ??????? ?? ????? ??? ????? ???.</p>

img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpeg;base64,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?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?/WyD+Oi8cm2nqYbktfRSVcUMUcUgqkPlhTk4Ge5GV+R07h2UQNzbaqvxCzOa8Fv4t2WG0bVuBSdphLSzfaUez?+qU9/m5H3aqVPgtx3GrWeKu46e9bPro4Y0QQ08uCswfq6go/wC7qqs4wx1oQ9aWe6+qRqGLkKQO55GlkIcd5B27Bf8AjpGn2z9+lqYPOecH92nHUIQE5PDtOusuajv9U/766mJ4P1bKV7KdRX4S0pq7tcowASaM8e/211OjWaUo3sHJGNV5pAHUUTY3PFhQvu1CtdSY4zFN/wBs+mhce7H06dPvf9P9WuVCnvhnz/8AqJB/DTFuPcj3jVmN2ZoISHNINFN6JQS/UAcds6W28DzwqooBDDt8DpFESC/B9NEbWjGoVuAAD3I540agJ80kkkVJRdDEdcyK2PVeluNE3ySAT66GUsbyUVMo6Q0bq56s8gA8fnpf1S9Q61Xv6Z/w0lGktpH+QqBk?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?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?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?/TVQ0WVKn0cdvjcG5rxRLOIZRby0b44DCRP4atZL4X3+lowwMM0bYDSFvs8dxoD/8ARneHvhzuu8b1vW/dy2WkFLTU1HT0dRUxxVEjSMzeYpcjCr5eD09ywz25lbdO6rFRbxvm3aeqFTQW1qmjWSnl6kMyTrGrcDsSxHfgAe?/XL8XlxEUuZvsn7LouFwQSRZXe0NVSXxhtQtN9t9OWyxgqur5irmX+GouuJJZh8NSv42SiTctEwOR5dWP/AN5NqJ7j9o/LXRYRznQtLv3Vc/igGyuA2TeXrbOCOO+dEbYCJVzJz3Hs/DQ+L9vn/nOl9u5lUZ75/dq0kJ90FQBTwuxI8wqowM8n/wCWjNLTvPKqZJ6jjtpvUCO9PRhR/p4h+/UgWm39BRunJJH79IIIKILht1XnoxNIqhvMljyB3CyMo?/IaWPXv9flt8cZJhijlZi2AQ/VgDg?/0TrTbJjFp6T3+sVP/AG762poQ+4q0EcGjpT/1pdMAtA4rjfJq2j2/c7jTFYpaaleWN89eGHbgrjSi8VX1CkglSJWeeoipxk4A6zjOvu7IxFs6+ZH/ANgl1x3MhmoqERKWIr6Y8DPHWNGlrhLFXB8l0/2W/wAdILfJO18ukDysyRCDoTPC5Q5wPTnTiZFA6XGdA6GJf5T3sd+Kb/cOhpTdr5eq5rfQGrjjVn?+sQx+1nGHbBPGlSLP2M6Y/1Z/8Wku7ac/oIlVJP12kGB/rNLSvSMBuO2vI6CA3KWZb/Sw+YehqWUkDhSepecaSTVU36cW3hlSI0glPsgkt1Y7n4aVXDjctGp9aOb/fXSWemkfdUbiNyn1DBYKcA9Y4zrzVDjopL8FoP/S2QmZ8fUpB2AGetPcNW4tGx7rbNujc9dCn1GVSUmEXUGx3AIGM6qT4TzCk3KzeUXP1ZwBzz7SavRuT6e3grado1HhydiX+OaKxI6QvBRijRDiIN1mfqwrkHPRnjtyNc3xfDesT6vy03TS7XQ8JxPIiHYuzr0pRVdvKq6SKsj8xlcCVQ3HBGRxqlHiKnTQ7YHT04pqj7/bGrN7W3CZttQ1FIrPSJQxRh2PLyqr9WOBkAdPPOeOeOaw?+IUpkottlgQPKqlGfg?+q/AQ4Sa/uhVnjmUx6fuoUY7o/zdf7Q/cdBaEA0rHHIcfx0Y3OR9XUgftD9x0FoWApH+LjH567AXS5QLs2cE51lG3VFMGbPHqfiNal8ggA5+Wso1YRzBlIJA7/MalSuDH2jz66zXx1JY99ZobRZl7n03gD4hhRFZtwbr23ERgLHf1njA/1eQPu1LPhFsHd?+x7fcKfd28arcMtVOskEk8aK0KBcFT098nnJJ1IlZVUlFEZ6uojhjXuzHGglRvna9OjSPcD0qCT+rYAAeuSMY+OrEbHOHZBKqya6OpDfEmvs9HtapoLvbGuhux?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?+q26wWyz0te9LUUxd6rraJY3WbqDKCFIPQD7QIyqgYzq?+m3ob5t7b1HaX2xPUyU0IWTyp4VVn7sR1yZ5Yk8nPPOqb/QZ3HPYpt6xURh8ypahResZPsmo7D1POrZR75vSKWlnp2B9XTGPwxoG4WSRmZtUnmZjXUV5x+FBudX4/eItTBap/1O7pp6hMqTTqfr64bBIJDOB7JI92Rzpf8ATLp1l8Uds7hiTEW49owwO/o00Ms1OwPxBK/djXDwfpVk?+kn4p1stXBEke4quARyFsyu1RUOAoAOT0xOfkNFPpmvBUbL2dc4E8uqst1r6U+yVJiqIkljHIB+3Ty/DJ1nYuMPhVvCvyTKp/iDWmtmt6luFo0H46Jz+LzOMvt1CcYB+s/8A+em9vFDHUUoLcilVT8xnTg3PvGx7Mhs1DVbaiqjWUUchlCooXgA5ypz79V42DltbVpr80kpy7pubm8RZLxaKq2m1PEJk6QxqOoLyDwOge7UWTtgnGpzqrjaNx7Ju11pbLT0zRQzRkGJOpHC57gD4agqp4c8adEBqAKS5GuaackykhzhvU8aVxsccEfPSJeZD7tKoxhRgn7z8NNcEoHuUh?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?+0aeGjubuhfJhYe1IxH2l950b24KiK1MJkZGdywBU8jGqWIw4kkD1cw+IMcZZ4qQV3DPSWGlpVl8/wCo0vlqXABZRH04P3DVfN31yVlFZEDtmH60rL/RPX/w/fqVZ5qg0EqIrEmBwAByT0nAA9dQ3f5A1Lbec9M9auf/AHp0nC4RsL8wH7qnYrFOmjyuP7omduPmFM9g4/cdBY2jVf1ZGM+mjG5eYAQf2h3HwOgtEoNMxI5DfhrWCzdl1UjPc62U5Jxntz8taMcA6yid2SYsxPAx+I1JRWtyYc?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?/wB7P36dOxbdD+iJrjUvNItNBS0flQqS3mmoYBSSCPsOzf3PlkXfHkkae7VKRrHUVVQi9PYFJXTHJ7kKD951Lf0etv1l52feK2itFTcVm3LZqeoSnpXm8mjXz2qJSFBOFHR2HqPfpOJl5MeYmtQL23ITsNFzX1V1Z+ATtj8DqO1Uwp9+2uum+spLFU0NPWU5jlHls3l9aSB1LdIAfAHUyj1zpm78se19t3ivt09onqKGamFRbY5jJE1JLx5TEgkylDhjz0k54wRqV/HLee07V4d7huEU1Xcq9amWYpH1wNTMFbCkso9G5GGx3x21W3xP3pfrLR2+4XOYuK9ENIZ0JPlKCpx7wT0gH3o2jiBa407MPMH6AIp8uUDJR8q+q2e+0kZw0gA+II0OpXarvt5np3ZY54aZUk6eM9Lgke/GmnZN8T3S6imuU0McUikJ0QsWZ88AY/540ct27IVuVRbnp5YJ6ZQ8ayHpMh5PHu7D8fhqwdQqYsJPuiLe183RW7lr6qNqy9yTSVE7SIqK7MrPjkMwHUCB08BhpxLVUVotkMJqvMjpIUjzkFmwAO3vOltRLDc7JZdzXYIkddJWxRGrcHqGY/aXq9CyTAn1Ix30nItD5Hm0DA8EB050qMAXlTpXONWom3F5tfdBNnLyh2Iz+Wle0Kasa5EMn6uKnZOosBjLg4x39+iF3o4rXcBTFg6zBmhkXBVlHx?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?+VXiJYKN4SQ0K1ySzBvd5cZZvy15ZX2q2e/iPed41u86d7fW3OongSho5ppyrzdY6lkESrkevWedNC9XGC8uyzVMgqQD9iLqb7zngaE26ou9nkqBPRCeKVQnnCJZF6cg8gg4BwM5H5ZzaGDjgB0v98FlM4nPiXhocGX4a+691bO+/TS2rHZ4qDbe0L3IKP2/OmqI4GAMbxNwofA6ZD7QOQe3v1XSLc+3oqyqraK1XRIZ3eWOMXBHcdXoXaP2vnjJ0+di+IO0rTAYZ9jbdV5jmas+qKHHHf2vZA9cAcHsVydMvfW3rNDcI9x2iliS3PKPrVNExSMBh7MigYKDqxlRwMj46APhv2VYkw+MLQBLZvuA+iAQ1W1irS/UrnKXGYh+kIgPv8A1HP5a+JJt6WmeZbJLUswBi661sL7+FCkn7++nJtravhi7JNdIbw?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?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?+0jZIGBpHLedQr7YWubZCZlZXI0lPaY44amR1eeWaexWhkiXPtN0rSKckso75JcfE67UV1NtUw2yjpJBgzSsbVRpGi5VSxEcC4OWUYJ7sPTJAOC4XN6x2qaf/AM4VEkFkjgjGcS+YFVVxnl3Kj4lgPcDaix?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?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?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?/PUq27Ydqu1tFxgvc0sZJXpFP0EEd/U6alfti2UtU8RkmcBv2m/wAANZbnEE3uuijyuaMuykHwVlte5NvUe3KieKSSy3KquFRb5JfK+sU7wp7aHI62DRYYccBe?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?+25B+yrzx/WHx/emOuZ9bzvc09XH5FdD6uGsa4dG/VRTBTtSQNMB7XcfdoJVIj3FoF5RH6cf1Rx+4afd2tjQUqKVwr8hs8EaZdvlSOrmr5BggnB+ff8v366r0cBkkkd00H1XG+lDhHEwddfsl1guMVxqZqiZQ6RyiMKeOpz6fmNR9uDcddU32raKbETSNhMAgKOBj3ce7Uk1VwoHtlRd2jA6FLQgerAEBifU6hr+eqZWz3wNdFxB7mMay76rneCxMkkkmLaqhR6d6IW+J6moHGScAn4k66Vc4mqpJI29g4Rf7I4H7tdKIiloairx7ZBVCfQtx?+Qz+GkNJI0gmD4PSvHGsWU0KXR4UZnukPTT8r6YEY5yedZpO7EMRk9/frNItXqT6LA5IA1qXA9D+Gn4lnsicrQRn+4zj8zrusdHTn/ACejSL4oqL/DTnWkNla7ZSXu2mivXgpsLdEKDm1rRuc8qaZmpiD98OfkRqut6pV8+aJ0B5JGfTVm9uzruDwFrKJplke03mRFXq6iiSxo6j4AsJD951Xq+UeKpkP21JB1uvPNhY/vC+eRf7PiU8Q2zWPfqmQ7CFhK0KkqQAwyDj4+/SCOVUo5kzyHQjjserRu?/wBEYaJ5F4LSKBx79N5J1R/K8lDnnJGc6zJBldS7DCyCWLMO9HKm2Vt7qPNeaVgGPTgdhpwUdju7UX1KarVIm6epj7LEKOAT9+mwu5btHSrSw1IijQdICIAfxxpFJcK2oGJqyZgfQudGOQNwSkP9deKDw0fH8J+xbescJzcb1Evoc8n89dfN2DRcm5STEfsqo5/AajsN6Z6j+OuwjPfozpzZ2D2WBUn8OfIblmcfgFINPvLZtGw8mySzj/2hI5/dpaninSxDooNsUiBjgGRFb+AOo4io6h160Rj8QCdLIaGUBSxA+JIH78aa3GSD2aHuVaTg?+COr7Pm4/lO64eIt3mHTDTUsXpgIOPloJPuu9S/ZqwnfPSg1Km3vBrbO5qO11lrr63/L4kcxzr5nlnhXHmL0KQGzz06U2HwR2Hvmv3FaNqbjuFNddvxK5ppoo5Iqoqg84o/UGHQ6yDpw2RhgcAjVJ3E2uJzuOm?/0WhFwNkYbkjGu3j1+ihk3y6SLg3Gctj2sOcacm3K6e7rHSlMVkLxsnljp8wqcKzc4JHVjt+1zn0d+7fBKPZ9pgWk+u3m8Vc6lDSqpo4oBH1SF34IbqeMDnHEnPGndafAXfGzdj?/yk3HTT2Kvu9TS1VrMUfXN9WgkPml2IIRHZk6cFixiPAH26OPmixGFLg7y+K1eHYeXC4trclDr3bKDr3dpbzUlIojDRwMwp4ueAf2mJJ6nbA6mPJxofHSSlyCCoJBywwNThL4QWe0wR3S5rdqiiYg9QcLEC3ZT0rjPpjrB0sto8NKCtxXbRSGiSMuapoDUlcckvGzMekKCSwY9uRjJEsx0TIriaSAgfw3ESzESuAJURUlVfaO1LQUlW6wlmfEb4GT35HP56b1Va7nNKzys7ZPdmJP5nUu70k2zXXuWs2nMJbXKkZjVKcQKjBQGUKO3IJ49+mtPTRkEhCQfQE50AcJhzB11Wi1pw45R6aJyeGe9bXs7Z/wBSuFm?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?/RJHIy9VZUOvV5fGSrKcADv21AVHLViqrHiEkZmrGCkZBKgcH89Hlmv8ASKPKqKhPUlWwfv1uYfhQxEQdmI939rlMZxx2FndHkB99fZM/ctR+kqhYaOCeR6Z2WQCJsq3bBHcHj3aEClqY/wCcp5Uxn7SEfv1IvVcnkNQ9JFK7kEytArO3zbGdLIr1e1wmFwPTpH+GnDg0oFNcPn?/aQPSKE+00/EH8KTtoXAbn+jdYbEcPJaay4UTOx/mvbNSh+HEhX/566+MdqqbzDS3KjJaen25apljUHqKCkjjf/ZZAP72o+o997kt9HLbIulaaeVZnj8kNl17Nz2Pbt9+vtR4h7nqfJEtQeung?+qxsYlysXPsZI5HJ7656X0RxhldIx7BrYu?+pvuW3H6Z4NrAx0bzpR9ny/wCpB6W6zx7cqBcZpDO46IIyP5sHuSffjPHy0GoIKeuKUk7ny2JaQhsEDtopL1V9OaYQRjpy2AAuSfXj?/n357aSmxSUPtJOWaRFLpj7Iznpz6k5A/PXVcP4b6gzJvZskfZclxLireJSZry1oAd/P7/JD90eVbbUaCmd?/JUYQOQWC+mcevr9+o9p0bo6j3Y5H7tPLdk0s46ZQOv8Aax7/AF/w01aZVkmTpGFyAB8BwNKxrs0lBXuFgx4cududSllzIp6OmpEbBYGVx+Q/j+OkFARifJ/Y/jpxVW2Kyrn81KlB7KgKVPGB9+uK7UukZYq0DdQ6Scn/AA1lSODnLbwzMkQB66/FNxyOo59+s0cOzroTnEfP9cazQ6KwnfJX36sbh6hv7I6f3Y19Fq3DWgBaKpk?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?+WjBlvRw?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?+Ooqi3FV0Mwnp5fLkAZeGIDAgqynHoQSD8DqTl3vt+o2m97Sa50pieNKmCCfJRwCelWJACtyQengjHZenS5JHxV1CYypL11TduVqkuUstzrrsZZDgGZlDBiBjHUOmH0xgP6aDVVw2xYqQz3SukaocMtPDGB1SMPcI+sHuO8ifPQetvEFVcpqiJ6iSF3LRfWpOuQJ6dR4yfU6Ty08F4uNvxGZHp3lkCRkEnEbEd?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?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?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?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?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?+qKyWKQsiQqeQOnnVedzjMrqTljnPHGrceyqyiyosn2ztmSRuvbNKP6xjXnSaTb9HQziW02umgccgpCgI+8DOnLWA9bHqRCDx1ZI/DXBYZJx1KYBjk9J7+49teLG2lgUmrPRVjSM1fKpHOAp1xS3U4/WTQBQP2mk6T+GnO9FM8oLSK+M5C/xGNcHpFQ8leonByAB/hoMpC8RarxviW/2W8XaCku88a1U2YSjkALIVIAPoAMDP8AU+Gn74D7Le2We41dWsMk1XJGMBwSqqDgEenJPB+Gifils5txWR6yCICst6F16F/nI8ZZSQBn1I+/3618Dbq1fPX0byq9RJHG04A6T50eVYkf1lZG49GA9NZLGHD4wDo61oF3Ow++oUu7Xt5iirIpkjWJug/AH2uefnr4m2bdZsTbb3BJbFUlmp4lWWmck5OYSCBzz7HQT6k6IU9owAXwCfRRk6VPajGgYlTx2PfWo?+Br91SZI5nsobQ7q3hSZElXYKhQftNBW05/2UeQfnogviRvCFsfpGzRRj0S01NT+b1cX7tJ5KNMgFQM/wBHSCsokAJQ8fEaD1Zvei5zwjTeJN/mYCS6bdqVxzDUW2qtxPylSaoA+9dDb1uWoqIg1RtSsqKaU9JqLfPDXQA+oxlJD3/6PTWr2SHqDEfhxoFXbHvVfS/yjs15hjy7PLTpP0yIiRySluSMApRy?/frPxo5DMzQSreCcZ35Tookr7hKlznpaW1S/z7Ihk6YVJLYAAOWznA7aUrt7cdxhanrTT0cUwKswVn6BjueQxHyXPw017/ZbpZN73Ky1dBU1dRa7xLSS1HWzo7xVXlswPqp8t/ubUmQ3f63GKilmjnhP2WUAjH3aHDATg2gnuIiklt21/wBIU0edyWymZFHNS7Rhsj3suOMepGi1P4ZbhDRgVNK8VZkRyRv1L7OcnIHw4xoNHFKsKgAkIOSBxrtS1U9O58l3iYj7UbFD+I51ZEYGqr2ndSeGNkoB5t73AtQyk?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?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?/ay75X7lGAPz17NrqvVokF1qrdGjGSrh4HYOCfwGoH8Xb19QYVtFJUQxVNNLC2H6ep+l0GQD/RmcfedSlf7na6VXHWvUvpHjUReJstLftuzJDAwlgYTxnPORkHj3YJ1SxYEzCCm4dxZICEwrRurcu6tz01girZWpqmrLFC2f1QkLt3+HUdSfUbFpjme1VU9uquk4aFiqt8CB/DUJbJiqIb49REWSWCJ3DDOQeBx?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?/VIsa4I9oqgJ7gcchm1peIZYq+QkdKkkjXylk8iGcOiuZEwMj19+qUwttK5CQDYTh8Qt9Wzdd3vV03dYo7ldaitnK1qSlJGPm1Bj6xg9QXqpFCgAdMDAYZ+tWBS1lNDHHSwViqI1CKvXg4A93fXG90ddBfbdcQWkgq1EmccKysyEH3n2Q2f62ls8VJUjNRGj/wBoA6r4ZmVpvdOxD8xXaKvrI+BVSgfB9Laa73JCGWrcfM5015bNTEn6rLJTkHI6JDjXMrdrcokS4+dHnkEZP55/fp7nEBLa0FSPBuu6QoA1T1D3Ea0l3dXzZWRVIOmJBeq0DLmFh8QR/HXdr7KoyaeM/Jv+Gqhl7irQjFahHqq61pkWZcqUYMp9xHI18v8AUxmkaONODKJVI7dOABptybhZe1KR/Zk/4aSXDc1Q9I8QnmiXIUKAjDg?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?/kRNE2A6n5nXWHbYRgG+8gauhhVMyBAkavCgCocD3AnWadyWmMKAAMAe7WaPIUvM1ezVz+yPv/3dN65/5oflrNZpqudCmTd?/X5aAN2P/AD6azWaczYKud0jPcfIaT1f2h92s1mmFAEHq/wCcHyOhNZ9tvkf46zWaQiKbF8+0nyGnPtr?/ADZf7B1ms14dUB2UTeLHas/tLqFqj7Uv3azWaqORNXWl7N92ly/5uP72s1mhRlCan9nQ+m/nj8xrNZrw3XmrTdP/AK4k/sRf9hDoRUfzX4azWaRhv8YVjEf5CkUv2vu1zX7es1mnBLalA7L89bt21ms1Knqu6/zX93Q2X/OT8hrNZpDfaRdEqj?+zpQPsr8hrNZpvVAVp+0fnrvF3Hy1ms0QQFHLH/nUfy09aTuvy1ms0xqS5KfQ/M6xftfcdZrNMQhcF+22usXr89ZrNS1eX2XufkNdaf7A+Ws1mocvIi382n9nWerazWaiPZefuuVR3X56HXP8AnR92s1mj6oVwXvrZf2f7R1ms15eK5yfzjfPSpex+7+Gs1moKiNSNR/8A1PT+y2oouv8AOS6zWar4fd3mrmK9lnkgM/8APD5fw0nb7I+7WazVjqqR3CQv9tvmdZrNZqUxf?//Z" width="302px" alt="https://sofashik.com ???? ??????? ???">

p>?????? ???? ??? ??????? ????? ??????? ? ???? ?????? ??????? ?????? ??? ????????? ???? ??? ???? ?????? ?? ???? ????. ?? ?? ??? ??? ??????? ?? ?? ?????????? ???? ???? ? ?? ??????? ????? ?????? ???? ??? ?? ?????? ????. ??? ????????? ?? ??? ????? ????? ?? ?????? ???? ?? ????? ??? ??? ?? ???? ????? ????? ?????? ????? ??????.</p>

img width="399" src="">

p>??? ????? ????? ??? ??? ????? ??? ????? ???? ???? ??? ??? ?? ???? ??? ??? ??? ?? ????? ????. ???? ??? ??? ????? ???? ?? ??? ??? ??? ??????? ???? ??? ???? ?????? ????? ??????? ?? ??? ??? ?? ??????? ????. ??? ??? ??? ????? ???? ? ??? ???? ?? ?? ???? ?? ???? ?? ???? ????? ???.</p>

p>???? ?? ???? ????? ????? ???? ??? ?? ?????? ??????? ???? ??? ?????? ?? ???? ????? ??????? ??? ?? ??? ?????. ?????? ?? ?? ????? ??? ?? ????? ?? ???? ? ?? ?????? ??? ??? ??? ? ????? ?? ???? ?? ???? ???? ??? ???? ???? ? ????? ??? ??? ????? ??????? ?? ?????? ? ???? ????? ????? ?????? ?? ?? ??? ??? ???????. ???? ??? ???????? ???? ???? ????? ???? ??? ?? ?????? ? ????? ????? ???????. ????? ??? ??? ????? ???? ?? ????? ?????? ????? ? ????? ???? ?? ???? ?????? ?? ?? ???? ??? ? ?????? ?????? ???????? ???? ???. ?? ???? ???? ????? ????? ??? ??? ?? ?? ?? ????? ????? ??????? ????.</p>

p>???? ??? ?? ???? ??? ?? ???? ??? ????? ??????? ??? ?????? ????? ?? ?? ?????? ????? ????? ???. ?? ?????? ????? ???? ???????? ??????? ??? ?? ??????? ????. ?????? ??? ????? ? ???? ???? ??? ????? ??? ?????? ??? ?? ?? ??????? ????? ??????. ??? ?? ???? ????? ??? ??????? ??????? ??? ?? ?????? ????? ???? ?? ?? ?????? ?????? ????? ?? ????? ??????? ????? ???? ??? ????? ??? ????? ???.</p>

p>?? ???? ?? ????? ? ??????? ????? ?? ?????? ???? ???? ???? ???? ?? ????? ?? ??????? ??? ??? ??? ?? ???? ????? ???? ???? ?? ??? ?????? ???? ??????. ????? ?? ?? ??? ?????? ? ????? ??? ??????? ??????? ???? ??? ?? ????? ???????? ????? ??? ??? ??? ????? ?????? ????. ?? ?? ?????? ???? ???? ???? ???? ??? ?? ??? ??? ?? ?? ????? ???? ??? ????? ? ?????? ??? ?? ?? ?????? ??? ????? ????? ???? ? ?? ??? ??????????. ???? ???? ???? ????? ??? ???? ?? ???? ????? ??? ?? ?? ???? ?? ????? ??? ?? ????? ????? ???? ????? ????. ?????? ?????? ??? ???? ?? ???? ??????? ??? ?????? ???? ????? ???. ???? ????? ?? ????? ????? ??? ?? ?????? ?? ?? ???? ??????.</p>

ul> <li>????? ???? ???? ????? ?? ????? ????? ????? ?????? ?? ? ????? ??? ????? ?? ??????? ??? ?? ??? ????? ??? ???? ??? ?????? ????? ????? ????? ???.</li> <li>????? ??? ?? ????? ?????? ?? ??? ??? ?????? ?? ???? ??? ?? ????? ????.</li> <li>????? ?? ??? ????? ?? ?? ?????? ?? ??? ??? ???? ?????? ????????.</li> <li>?? ????? ???? ????? ?? ????? ????? ???? ??? ??? ?? ????? ?? ????? ?? ??????? ??? ????? ???.</li></ul>

p>?? ???? ???? ???? ??? ?? ?? ????? ????? ???? ???? ?? ???? ????? ? ??????? ?????? ????? ????? ??? ???. ??? ?????? ???? ??? ???? ?? ???? ?? ??? ??????? ??? ?? ??? ??? ????? ??????? ??? ????????? ?????? ???? ???? ?? ?? ????? ?? ????? ???? ?? ?? ???? ????? ?????????. ???? ???? ??? ???? ???? ?? ????? ?? ???? ????? ? ????? ???? ?????? ??????? ????. ???? ????? ?????? ???? ???? ????? ?? ??? ???? ?????? ???? ?????? ??? ????????? ???? ?? ????? ????? ?????? ??? ??????? ???? ? ????? ?? ?????? ? ????????? ???? ?? ??? ??? ??? ?????. ?????? ????? ?? ???? ??????? ???? ? ??????? ?????? ????? ?????? ???? ? ??? ?? ? ??????? ????? ????? ?? ???? ?? ?????? ?????? ? ?????? ????? ???? ??????? ???? ?? ????? ? ?? ???? ???? ?? ??? ??? ???? ?? ???. ???? ???? ??? ????? ???? ???? ?????? ? ?????? ??? ???? ?? ????? ???? ??? ???? ??? ?? ???? ??? ????? ???? ?????? ?????.</p>

p>???? ??? ??? ????? ?? ???? ???? ??? ? ????? ?? ?? ??? ????? ?? ????? ?? ?? ????. https://notes.io/qWRNc ?? ????? ???? ??? ?? ?????? ?? ??????? ??? ??? ?? ??? ??? ???? ???? ???? ?? ? ?? ???? ??? ???? ??????? ??? ????? ????? ???? ?? ???. ??? ????? ?? ??????? ?? ??? ???? ????? ?????? ??? ?? ????? ? ?? ??? ??? ??? ?? ?????. ???? ???? ???? ??? ???? ??? ??? ?? ??? ?? ??????? ?? ?? ?? ???? ? ?????? ????? ????. ?? ???? ??? ???? ?? ????? ??? ???? ???? ????? ??? ????? ???????? ?????. ????? ?? ??? ????? ?? ?? ?????? ?? ??? ??? ???? ?????? ????????.</p>

p>?? ???? ????? ?????? ???????? ?? ???? ? ?? ????? ????? ????? ???. ?????? ?? ????? ??? ????? ? ???? ???? ? ?? ???? ???? ??? ?????? ????. ???? ??? ? ??? ?????? ???? ?? ???? ?????? ?? ???? https://ichtolibrary.ir?p=5502 ????? ???? ??? ??. ??? ??? ???? ????? ???? ??? ? ?? ??? ?? ??? ?????? ????? ????. ????? ??? ?????? ????? ???????? ????? ??????? ??? ????? ?????? ? … ?? ???? ???? ??? ??????? ?? ????.</p>

p>???? ?????? ??? ?????? ???? ??? ?? ???????? ???? ????? ???????? ????? ?? ?? ??? ??? ??????? ? ???????? ???? ?? ?? ??? ???? ???????? ????? ??? ??? ? ?? ??? ??? ??? ???. ??? ????? ???? ?????? ?? ?? ???? ??????? ??? ???? ???? ???? ?? ????? ????? ????? ????? ?????? ???? ????? ????. ??? ??? ???? ??? ???? ?????????? ????? ??? ??????? ????? ??? ??? ????. ?? ??? ???? ????? ????? ??? ?? ?? ??????? ?????? ???? ??????. ?? ?? ???? ???? ??? ???????? ??????? ?? ????? ?????? ?? ?? ?????? ????. ?? ??? ??????? ???? ???? ?? ??? ?? ????? ???? ???? ?? ???? ?????? ??? ?? ????? ???? ???? ????? ???.</p>

p>???? ????? ???? ?? ?? ????? ???? ?????? ?? ????? ??? ??? ??? ??? ??????. ??? ???? ??? ??? ?? ?? ?????? ?????? ??????? ?? ????????? ??? ?? ????? ????. ??? ?? ??? ?? ????? ??? ??? ????? ??? ?? ????? ?? ?????? ?? ???? ?? ??? ??? ?? ??? ???? ???. ??? ?? ?? ???? ????? ? ?????? ? ?????? ????? ???? ?? ?? ??? ??? ??? ?? ????? ?? ?????? ????? ?? ?? ???? ?? ?? ?? ??? ???? ??? ? ?? ????? ?? ????? ????? ???? ???? ?? ????????. ??? ???? ?? ???? ????? ???? ??? ?????? ?? ?? ??? ??? ?? ?????? ????. ???? ???? ????? ?? ?? ???? ?? ???? ??? ?????? ?? ?? ?? ??? ????? ???? ????? ?? ????? ??? ???? ???.</p>

p>??? ?? ?? ?? ???? ?? ????? ? ??? ???? ??? ?? ? ???? ??? ??? ? ??? ???? ????? ?? ????. ???? ??? ??? ???? ????? ???? ??? ?? ??? ???? ???? ??????? ????. ???? ???? ??? ?? ??????? ?? ??? ???? ?? ????? ??????? ??? ??? ?? ?? ??? ?? ?? ????? ?????? ?? ?????? ?????? ?? ????? ???. ???? ????? ???? ???? ??? ?? ????? ????? ? ???? ???? ?????.</p>

p>???? ??? ?????? ???? ?? ?? ????? ????? ?? ????? ????? ?????? ???? ??? ? ???? ???? ?? ????? ??? ???? ?? ? ??????? ??????? ????? ??????? ?? ?? ?? ??? ??? ?? ???? ????. ?? ??? ???? ?? ???? ?? ???? ????? ?? ????? ???? ??????? ??? ???? ??? ?? ?? ???? ??????. ???? ???? ????? ??????? ??? ????? ?? ?? ????? ? ??? ???? ??? ??????? ????? ?? ???. ?? ??? ???? ?? ???? ?? ????? ?? ????? ????? ?????? ??? ????? ??? ??? ???? ?? ???.</p>