Экономикалық талдау негіздері - Жанар Оралбаева

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AN061r/5Fra0PxBcv408UWepa54Yk07SVtnhitbs/bbJGVy7XqscRhmRjGRgEK3pVrRPHPgzV9Yh0rSvF+hX1/c2wu4bW11KKWWWAgMJlRWJMeCPnHHPuKAOb/4XX4W/6Fj4kf8Ahuta/wDkWj/hdfhb/oWPiR/4brWv/kWu31/WdH0LT21DXNWstNtRIkZuL24SGMM7BUXe5AyzEADPJOBWT/wsPwCfE134dHjfw42sWCs15pw1aD7TbKi7mMkW/cgVfmO4DABNAHPf8Lr8Lf8AQsfEj/w3Wtf/ACLR/wALr8Lf9Cx8SP8Aw3Wtf/ItbvhX4lfDrxPrf9jeGvH3hfWdS8rzjZabrEFzP5YAJfZG5bb8y84xyPWqul/F34Uanq1vpen/ABN8G3d9dT/Zre0g161klmmyB5aIH3M+SBtAzyOOaAMz/hdfhb/oWPiR/wCG61r/AORaP+F1+Fv+hY+JH/huta/+Ra3fFvxK+HHhbWBpHifx/wCF9F1AxCUWepaxb20xjOcP5cjhtvytzjHyn0rQ0Txb4V1nwq3ifR/E2j6hocayO+qWl9FLaqsed7GZWKALtOSTxg5oA5L/AIXX4W/6Fj4kf+G61r/5Fo/4XX4W/wChY+JH/huta/8AkWui0P4heAdb8PXmv6P438O6hpOmn/TdQtNVglt7U4BxLKrlUOCD8xHBqlD8WPhZJPYQRfEvwhJLqzKunouu2xa8ZnMarEPM/eEuCoC55GOtAGV/wuvwt/0LHxI/8N1rX/yLR/wuvwt/0LHxI/8ADda1/wDItdfD4p8My3mqWsXiHSnuNEUHVIlvIy1gCCQZhuzGMAn5scc1Vs/Hngi88LN4mtPGOgT6KkhibUotSie2WQdUMobbuGR8uc0Ac1/wuvwt/wBCx8SP/Dda1/8AItH/AAuzwr38M/EYf9061r/5Frr/AA94q8L6/fXtloXiPSdUutNcR30FlexzPauc4WVUYlDweGxXOQ/Gb4Q3WqRWFp8V/BM13NKsMdtH4itWkeRjhVCCTJYngKBkkigCp/wuvwt/0LPxH/8ADda1/wDItJ/wuvwt/wBCx8SP/Dda1/8AItWPD3xH0PSfh7ba78QvHfgOy+0X1xbLfWWrJHp8jLLJsiSSZxulEajeuc7lfAwK15viP8PItb0/R5vHnhiPUtYSOTTrJtXgE96kpIjaGMvukVyCFKghiDjNAGB/wuvwt/0LHxI/8N1rX/yLSj41eFj/AMyz8Rvx+HWtf/ItejLg8j+VNkBOBgH6jIoAwfhz4y0XxtpNxqOhjUY47O7e0uItQ0yexmilVVZlaKdEccOvVe9Fc/8AAcY1Tx/kf8znc+nP+jW3sKKAIND/AOTufFn/AGI+g/8ApdrFekL92vN9D/5O58Wf9iPoP/pdrFekL92gDzr9o74raF8K/BZ1O8eK81y+/ceHtDWVRc6vdF0RY4kyGKh5It7DIQMCRnAPxZJ4P0aT9o1/h2Pi5Aviw/DP+zmvV8QMbQeIv7UMg0kRb/J8gf6r7GU2bR/qzJk1+irrIWBBHH+ev/1qbtYHODx0BAOBx/nr2oA+G/jn8bfDfxA8MfBO/uvEPh/w74x0nxvCNfs9VKsNBnhV47iSeAyIVhEgBG51BXA3BgcJ+1F8Xrnx3+yX4ui8WJ4fnh0vxhp9nomuackkdh4hRZVkkkto5S7HYiyBtrSLgnDMBk/cyrgd/wDvok/596Y0bGTdn6gcZ6f4Y59/WgD46/al8S+HNY/ZR+Nni/SNVs5tF8VarpiaNd52JqTi208Hyg3zOw2SKemDE+R8jY7PxV8UfhFf+LPCUK/EHwjbJ4V8L3N6z3OpwRPuubOOK3giLOpbfG8kjLH2SPONy5+lVVjwwI57N+tYvh3wnoOh6trGraVpcNve+ILtbvVJ+TJcyrGkSsWJJACxpgA4GCQMsSQD4t+C/iLRI/2VPgDFaQaadSPiG706DXbhXni8PTu85cm3QhXuJI3VYkkDLlw5B4J5jwbDounfs+/Ae813T1YaN8VLi0upJrDc0MDXM8jxldowhKK7Iq4G0ErwK++vCfhXQvDP9oroGlQ6fHq2oSajepESFmuZFVWkxnCkhFyAMHrjJNcL+0R8Kde+I/iDwVqeleLbPQ18Ga2msxx3Gim8N1NHgIpYXEWxNpcEAZOQcrt5AOP+AAsdd/a/+InjnwVNDN4PvtG0+0nv7TBtNU1NSWeSJx8kpWLajOvGWx1Br6Gj+7+NQohTnHJ9D39QD07k/XvUyjGeO/FAHA/E7/ks3w0/6/8AUf8A0gmrvxXAfE7/AJLN8NP+v/Uf/SCau/FAC0yQEnpx78j8qfRQB8pWPhrw54F/aE+Ih+Kut+INA0vxVqkes+H9bg8WajpWnzI8Yjmglkt544UmjZFAEmGKsuGIxjz7446FoLW/xS+J+jXmrjwTZ/DiXw1p+p69q17e/wBs6hNciQfZXvJHZoUKxoCpCNISybsMa+6mBznGfpwfzzTWRt3y8e4xn6/59TQB8IeNNeFj4P8A2Y73xL468E3ehprelXFpDZ6O9tLZQxRIjtNPJdyK6xPtR22R7ZAGbGNtWP2vPiL8MfEvwl+JGtaV428M30mt69otpaWNvqMMl1eW1nLF5k3kBvMZd8k6gsMMkasCUZK+4bi1Se1a2ljDxSoY5EJyNpGCAeD0JH45+uJpfgPwnp3w5j8BWmhWsfhyOw/s/wDs7lozb7Nm1ifmc4/iYliSSSTzQB81/CTUfh/4g/bB+POl6Vd6Fqdlrvh3T5nhg8qW3vyLdxcNgZWX5plD5ByWO7nNeafDl/D/AIs/Yh+FHgjwl5UvxFg8TW15YwWqFb2wZL2RmvnwNyxCFR+8PycKMnYAPuK+8OyQfDmXwr4Ymg0kQ6b9g02WeFrpLRRH5aFkZwZAq4+UuC2OWGc1zn7Mfw21H4TfBnSvAF14hh15dH82O2vksGtG8p5GkCtGZZMkM7fMGXICjHGSAfP37N93DqfgD9pbw98L72zGrN4i1eXRINNkCKoktykDw7WAALowVgMBgDyOB137GPiv4W+MPDvgTRtH8KalbeL/AAP4fbT78Npc1sNGbyokuFllbYjmWQK6gb3JJcqp3EfSgTDZA7Adumf1xR5bFiwAB6g5zg8/40AfJf7YOo3TftsfC/S/CHibw/o/i9dE1ZLSXUoRMkU08Pl26OoZShkYOqNkkEk7H+6eZ+IGt6b4g/Zp8M3/AIF8PWPh++8K+NdM/wCFk6NJpgurmxFo7o0t/FCUkuoUkRHJyGdcHcpV6+1miYttUAKOAOBxkcZHbA6Y7jkU9lc54yCMfewRz2x0/PtQB8M3F9FP8U/ifDH4q0DW7P4h+HLa10ptA0eS007XtWjeMEWyGadJZo45Yt7CXJMnQFGK9/qur2d//wAFDPGukeH9Ysf+Ekk+Fx07TttyglS+85pvLDZyrqu1yvGFAOABmvqhkZlKjgH15B/X0pdjdAzdev8An+uaAPiX9h

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