رییس سازمان برنامه وبودجه کشور اعلام کرد: برای بستن بودجه بدون کسری، دولت نخستین قدم را با کاهش ۱۵ درصدی هزینههای خود (به غیر از حقوق) محکم برداشته است.
«سید مسعود میرکاظمی » روز پنجشنبه در حساب کاربری خود در توئیتر نوشت: برای بستن بودجه بدون کسری؛ دولت نخستین قدم را با کاهش ۱۵ درصدی هزینههای خود(به غیر از حقوق)محکم برداشته است، ریخت و پاشهای مرسوم دستگاهها در دولت سیزدهم تکرار نخواهد شد.
پیشتر میرکاظمی معاون رییس جمهوری و رییس سازمان برنامه و بودجه با تاکید بر اینکه استقراض از بانک مرکزی در بودجه ۱۴۰۱ خط قرمز ما است، گفت: ثبات و رشد اقتصادی، افزایش بهره وری در دستگاهها و استانها با جدیت دنبال میشود.
در لایحه بودجه سال ۱۴۰۱ مصارف عمومی دولت فقط ۷ درصد افزایش یافته که با توجه به تورم ۳۰ تا ۴۰ درصدی، به معنای صرفهجویی چشمگیر دولت در هزینهها است.
این در حالی است که دولت روحانی در بودجه سال آخر خود مصارف عمومی خود را بیش از ۲ برابر افزایش داد (۱۲۴ درصد!).
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)
این رشد چشمگیر با توجه به مشکلات تحریم و کسری بودجه کاملا غیرعقلانی بود و دولت روحانی در چند ماه ابتدایی سال تا آنجا که توانست با همراهی عبدالناصر همتی در بانک مرکزی اقدام به چاپ پول تورمزا و خرج کردند.
پس از افزایش وحشتناک هزینههای جاری دولت در دوره حسن روحانی که سبب کسری بودجه عظیم و استقراض از بانک مرکزی و تاراج دارایی مردم در بورس برای تامین کسری بودجه دولت در سالهای اخیر شده است، دولت رئیسی در لایحه بودجه سال ۱۴۰۱ انضباط بودجهای را سرلوحه قرار داده است.
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WJpCs+kbQFYMS4XqqxtCb06lq4HnUcyTknO1JGgkEjLPiQpH8ojTZddFFjwXT2W301fU10IqKqOYEt2aONoIzbvaS5wOtw3KKLpZLtpg8nK5wYVwVYbfdrLiQPqaSwNYynrAIci+PVOqXAPAyByOW5arb8IeU/irElOaq2XanqhapLUyruVJDDE2lLSXRFxZlvyyzI1s8t6DsTRRpewnpBwHNiu31TaCCiGVyiq3BpoyBmdY8MsuB4FeHoA0wHSvccZRU1Ky3wWmqjhoSRrSOic1wEjhwJ1mk5cMiFBGENAGNb3hzEtPbrQ/AAmgt8OxVtRtDK+enLnSPcd/4tziCObPdlkvBueAPKX0c43uF3w6ayur73E2SvrbNSRSxPfmfRcxzA1hBH6LQMiMkHUNRi+v0W6I7niXSFiSHE9RSVEobLRQCMPcXlscAy3B2YyJPA5rZ62+XbEmi4X/AEevt8lyuNAyotZr8+RzeARr6u/cCf1/AuJfYj5UNpw5Ng6G23qptF3Y6oqaYUsE0etMS6QPe8EsfrEk5EbzuXYuA8I3fD+ga3YPbXx0N4p7GKPatXXZBMWEa+XOGud/uQYWl/H140f6CarFdbHRSX+OliiaynzfBtchDd2ZBLA4k5ccgtZ8mnyhLZpQc6w3WlZacTwRlz4A4mKpA/KdHnvBHO08FyfaLVp4vdsdhOwOuuILJY76RDLTsjmpo6yJ2euJXDPVGtrZElu/gpf0UaJNIlLpmsV1xVhiSmvFHdZ7rdsSx1jXQVsT2ZCFsbAAHa3MANxKDsCSpibNs4kjNQWF7ItcBzgOcDjlmQM/hUU+TrpYq9JDsV0d3tjbTdLJc3QGhP5ccJzDA7Pi7NrgTwWheVlYdLceP8NY10Xw3CaopbfNQymhjZK+IufrEljwQWuGQ3jmUQzaN/KUwHeRjexyXGqvuIYnvujqCKKaSN7naxZKxwLMyQDrNG7eg6h0o4JvOLsXWa92nGdptzbY4ebopqBk7mVYfnIWu1hnnGHt1d5BGfDNSHhq+WnEFoZdLLcoLjROe+MVELs2Ocxxa7I/A4ELgynwF5TVtdFPBR3VhtFU+90xaIiTVVGQkLdx1nkOdm05tHpbhnv6v0HYMv8Ah7yf6fDd0rDQX2ppqmWaXIHZ5p3Ofnlw9Euzy4IJTgniqImywSMljcM2vY7WB/WFcXPfkMTV8GAMRYbrrm25NsV/no4J2SF8bmZAksPRLtY/rXQiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgLR4dGdlpNLX4RrXNUW+41FI+muNPDkIa4HLVfIOm3IbxxW8IgZD1JkPUERAyHqC5w0u6A9IGk/EMc+JdJVKLJFUa0Nsprc9jI49bh+XkX6u7WIK6PRBiWi30trtVJa6KIR0tJAyCFgG5rGgNA/YFrelbAlJpCw7Dh+5XGtpLYaqOashpiG7XGw58i48Q0nInL1Lb0QYtnt1FaLXTWy3U0VLR0sbYoYY25NYwbgAspEQAAOACZD1BEQEyHqREDIepc7+UF5L9s0l4sfiq1302S5zxtbVNfT8rFO5oAa7iC05DI+vcuiEQcsaLPI7suH8RUl5xViAXsUkgkjo4KTkYnOG9pcSSSAd+S6myB4gZqqIGQHBAAOAREHyWNP6IzWt4Ewl7Fn3h/n28XXznXvrcrhPyuz6393H6mj1LZkQMh6gom076P9ImPYDacO4+pcOWSWLVqIG0LnTTnfmHSh4Oqd24AfKVLKIIcwdoKorHoXo9HzcR3Skljrm19Vcba/Z5J5g4E7t+Tcg1uR6IKkrFFJfqnDVRS4budPbbq5gbBVVcBqGR7+JYCMzl8K9lEHPmiPyfLxhzSy7SJjXGnsqurI3iBxpXMLZHDVLyS48G5gAZcV0GABwAREBUyHw/tVUQCBlwWp6UbPi+94aNvwXiSlw7WySZS1k1IZ3CPI5hgDhquzyOtv4H17tsRBCvk66EKvRpfb9iK+4ndiO9XcNY6qdE5hDAdZ2es5xcSct/qCmrIepEQR5p70VWjSxg4WS41MtFU08hnoquMZmKTVIOY52kHIhc623yIpm17TccexPo8/SFPbNWUj4CXEZ/qXZqIIkvmi6/2zRtbsC6LsS02E6GBjmVNRLSOmqJc/0mvDmhpO8k5erLJWfJr0Ks0T0d4qK28ee7xdZmmar5JzPQbwGTiTmSSSSd6mFEFNVvqH7FrWBsJexepvc3n68XXzrXurNSvn5RtNmMtSPdub8C2ZEGkabNHFp0n4IlwzdpZqcco2enqYt7oZW5hrsucbzmFzRSeRDU+cGirx9TmiDt/JWw8q5vyl+QK7ORBquivAdj0dYMpML2CN4poPSfJIc3zSH8p7vhOS2kADgAFVEDIepMh6kRBr2OcLjFFFQ03nq7WnZK+Ks5S3z8k+XkyTybjlvYc94UV6Q9D2kO84OosFWDSjPRWKGn5KokrKd89bWOLnE8rMHDNuRAyAHDfmp1RBoWgbRxSaL9HdJhWnqdskY901VU6moJpncXBu/IZAADNb6iIGQ9QTIIiBkBzKIdPWjvSFpBhdarFj6DDlikiDZ6ZlE9007szmHSNeDqHd6IUvIg0DQDo1pdFmjqnwvDVCtqOWkqKuqEeoJpXHiG5nIBoaBv5lv6IgIqHgqA57kH0iog3jnXzcVRUz3ID8CbiqIi+giIgIiICIiAiIgEgDMkABfHKx9YztBfTmhzS1wBB4ghfGzwdTH2QgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIK8rH1jO0E5WPrGdoKmzwdTH2AmzwdTH2AgrysfWM7QTlY+sZ2gqbPB1MfYCbPB1MfYCCvKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIPJxjXS0lglno6gRTCSMNcMnEZvaDuOfrWnG9Xwklt5qSeAaI4v4Fs+kGKNmFp3MjY0iWHeGgf3rVoccg1xnkciOPN8KqM6uqm5tE7L7SrFu5amaqYnpepHfbw9usy+VD2nPIhkRB35dBGXu9vbrMvdQ5pOQIZCQd/Dczio/wBFBMGFp4tVzGxXevbE0gjJgqX6vHfkqaMTyFBeqcM5NkV/rjGDmDqmTW3Z82ZKizVXG/8AVP6p9OPanb+iP0hIMV6vUg1m3qpLQcvyYTz8NzPlW5YPrZqvD9PU1lQJZn6wc45DPJ7hzfIoN0ZZxU9/pgxzGRYgrTEHA56rnh3PxGZKmnR/FG/CVGXxscfTO9o6xymYddXPTTMq3UrVFNmmqKYhsHKx9YztBOVj6xnaCps8HUx9gJs8HUx9gK1UivKx9YztBOVj6xnaCps8HUx9gJs8HUx9gIPtpDhm0gj4FXmVGNawZNaGj1AZKvMg1inxeyazYor22yo5TD1RUQSU+u3WnMUTZQWngNZr25Z+tYGFNJFlv1iut/a19Nabe6IbW7N7Zg+GOT0ABmSDJqZAHNw3Zr1abCtBFT4lhbNU6mIZ3z1ZDxmxzoGQnUyG70Y28c96uswxa3YRp8L1MclRQ09NDTsLpC1+UQaGPDm5FrwWNcCMiDvCDOsN2ob3a4rlbpjLTy55azCxzSDkWuad7XAggg7wVnLAw/Z6CxWuO3W6N7IWFziZJHSSSPcS5z3vcS57nEklxJJJWegIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIg8DSBFLNhWojhikmfykRDI2lzjlI0ncN/AKNzBWEn+b7gB6jSS/wAKmZwzbllmuctNOMsU2rSPcbfbb9XUdLEyEsiieA0ExtJ5vWSudGj1ale4aKtp2S7Ws/DrU7077y2cwVuZzoLhmeP8kl/hTkK33BX8c/6JLx7Kib8IeOPfTdO9H8KfhDxx76bp3o/hUz5Jvz/yEcsKY/40tNgrtbPzfcCc8/6JKcz2VJGj+KaHClHHPDJC8B2bJGFrhm9x3g7woT0H4wxRd9IlLQ3S+11ZSvp5nOileC0kNzB4LolvOodWkVadfmmuredny7rE6jaj+naIlVERdEUREQEREDIepERAREQEVHu1WF2ROXMBmVZ2n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F9FY2n4ifu02n4ifu0F/mXKmn/ANte6/NwfZNXUgqM93IzD5WLlvT/AL9K10ORH4uDiPimq75P969pVup9jHq0JERbTxUKQvJ39tKi+jVH1F1MOdcseT07V0o0R1XO/k1RuaMz+QuoNp+In7tYnXu9e0NBpnY+6+isbT8RP3abT8RP3aplgvorG0/ET92gqfiZ+wgvovmN2u3PVc34HDIr6PAoPlrszlkvpaHhy93eOix/KGVN0qLRdZ20FO4ZOe3ZoZWxN9Y1nuA+XJWrZjHEVRo3uN9dbGTVtNKY6d8dHNHHUs1mDlxC48qGtDnZtz1jybsuIQSCi8LAV3rr3hinuNxpRTzvc9u6N0bZWtcQ2RrH+k1rgA4NdvAO9e6gIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgcy5U8oD217r83B9k1dV8y5U8oD217r83B9k1Xegd69pV2p9jHq0JERbTxUCQvJ39tOi+jVH1F1MOdcs+Tv7adF9GqPqLqYc6xOvd79oX+mdj7iIipliIiICIiD5axjS4ta0F5zcQOJyyzP6gF9IiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgcy5U8oD217r83B9k1dV8y5U8oD217r83B9k1Xegd69pV2p9jHq0JERbTxUCQvJ39tOi+jVH1F1MOdcs+Tv7adF9GqPqLqYc6xOvd79oX+mdj7iIipliIiICIiAixaC4UVcKg0dXDUbNM6nm5NwdycrfymH1OGY3LKBzGaAiIgo8OLSGuDXcxIzyVnk6n3Qzu/vV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFjk6r3QzuvvTk6r3QzuvvV9EFlrKgH0p2kfN/euWdP+f4VrqC7P8XBzZf3TV1ZzLlTygPbXuvzcH2TVd8n+9T6SrtT7GPVoSIi2nioEg+T0HHSjR6jg07NUbyM/0F1BydT7oZ3X3rmDyd/bTovo1R9RdTBYnXu9e0L/AEzsfdY5Oq90M7r705Oq90M7r71fRUyxWOTqvdDO6+9OTqvdDO6+9X0QfMYeG5PcHH1gZLFurq9ltqn22OGasEbjTxzPLGOfl6IcQCQM+O5ZiIIzwvgW/wBlorxaY7uxsN7tZfWVsZIljurgWyzsHqeHA555gxhbJozw7VYZw/Jb6qalJfUPmjgpGubT0zSAOTjDyXBuYLt54uK2hEBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERAREQEREBERA5lyp5QHtr3X5uD7Jq6r5lyp5QHtr3X5uD7Jqu9A717SrtT7GPVoSIi2nioEheTv7adF9GqPqLqYc65Z8nf206L6NUfUXUw51ide737Qv8ATOx9xERUyxEREBERAREQEREBFR7Q9ha7geO/JWdjg6Lu27xQX0WPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyEWPscHRd23eKbHB0Xdt3igyFyp5QI/wCle6/NwfZNXUeyQDeGu7bvFct6fmtbpWuoaCPxcHP8U1XfJ/vU+kq7U+xj1aGiItp4qBIXk7+2nRfRqj6i6mC5Y8npjX6UaNrhmNmqOfL9BdP7HB0Xdt3isTr3e/aGg0zsfdkIsfY4Oi7tu8U2ODou7bvFUywZCLH2ODou7bvFNjg5mntu8UGQrdTM2CnknfnqxsLzkMzkBnw/UvqNjWN1WggfLmqvDiwhpAdluJGeRQaZgHSNYsXYbqb5TVNHBDTM5aaMV8M0kEWrrB0rY3ExHLeWu3jIgrYsOX22Ygt5rrVUGeAPMbi6J8bmuHEOa8BwO8HeOBB514GE8A2qyYTuFhmZHVuvEk013qGwtiNZLLnruIbwGR1QBwAXtYWsFHh+ilp6R1TK6aUzTzVU5mmmeQBrPed5OTWj5AEHroiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiICIiAiIgIiIHMuVPKA9te6/NwfZNXVfMuVPKA9te6/NwfZNV3oHevaVdqfYx6tCREW08VAkLyd/bTovo1R9RdTDnXLPk7+2nRfRqj6i6mHOsTr3e/aF/pnY+4iIqZYiIiAiIgIiICIiAio9wa0uIJy5gMyrO0s6ufuneCC+isbUzqp+6d4JtTOqn7p3ggvorG1M6qfuneCbUzqp+6d4IL6KxtTOqn7p3gm1M6qfuneCC+isbUzqp+6d4JtTOqn7p3ggvorG1M6qfuneCbUzqp+6d4IL6KxtTOqn7p3gm1M6qfuneCC+isbSzqp+6d4KzWVzYKWacQzu5ONzsjGRwBPq+BfJ6Dbdmp+1aVFjWqfG17bRHquaHDOry3Ef4FUYzqznlaYTl6qz/kUX8Za+6X+AyPK3RAtK9mlXkf5phOWeY2z/AJF7uHr15yt5qX0skTuVfGWMzkA1Tl+UAM+C6W8i3cq4aZc7mLdtRvXG0PYRWNqZ1c/dO8E2pnVz907wXdwX0VjamdXP3TvBNqZ1c/dO8EF9FY2pnVz907wTamdXP3TvBBfRWNpZ1c/dO8E2pnVz907wQX0VjamdXP3TvBNqZ1U/dO8EF9FY2pnVT907wTamdVP3TvBBfRWNqZ1U/dO8E2pnVT907wQX0VjamdXP3TvBeR7McNZZi6xH5GO8F5qrpp+qdnqmiqv6Y3e7vVV4Psxw3/3pH2H+CezHDf8A3pH2H+C8c9b80PfMXfLP6PeRebbb7bLjymwVBqeTy1+TjcdXPhnu+BZe1M6qfuneC6U1RVG8Oc0zTO0r6KxtTOqn7p3gm1M6qfuneC+vi+isbUzqp+6d4JtTOqn7p3ggvorG1M6qfuneCbUzqp+6d4IL6KxtTOqn7p3gm1M6qfuneCC+isbUzqp+6d4JtLOrn7p3ggvorG1M6qfuneCbUzqp+6d4IL6KxtLOrn7p3gm1M6ufuneCC+isbUzqp+6d4JtTOqn7p3ggvorG1M6qfuneCbUzqp+6d4IL6KxtTOqn7p3gm1M6qfuneCC+isbUzqp+6d4JtTOqn7p3ggvorG1M6qfuneCbUzqp+6d4IL6KxtTOqn7p3gm1M6qfuneCC+isbUzqp+6d4JtTOrn7p3ggvorG1M6ufuneCbUzq5+6d4IL6KxtTOqn7p3gm1M6qfuneCC/zLlTygPbXuvzcH2TV1JtLOrn7p3guWtPxDtKt1I1t8cG4gj+6arvk/3r2lXan2MerQ0RFtPFQJC8nf206L6NUfUXUw51yx5PTg3SjRkhx/k1R+SMz+QuoBVM6qfuneCxOvd69oaDTOx919FY2pnVT907wTamdVP3TvBUywX0VjamdVP3TvBNqZ1U/dO8EF9FRjtZoIBHyjJeNjueopMFXyroqh1NVQW+eWGVoBLHtjcQQDx3hB7SKMMAXHHceDq7FN/hFxkqLWK+kpqStEzXOMeuyJkXIMcwkEA5veSeC2fRniCtxHh+WtrYYA6OpfDHPTRyMgqWAAiSMSelq5ktOfO08yDaEREBEVuonhp2h08scTScgXuABP618mYjpkXEWGbnbx/12m75vinnS3+7qXvm+K885T933hn7MxFiNudA45CtpiTwAlbv/wB6ygSvUVRPU+TEx1qoiL6CIiAiIgIiIHMsK8j+aaz6PJ9UrNWFeM/NNZlx2d/1SvNf0y+0/VCKqNzn0sEbXapdGxoOXDMAZrS9FF1xberdDdb5PSbE+k5CJjHZyTVDJ5GvncA0Bms1oGqCRuzW10bnCnhcM9zGkfsCxLbaaK3WUWejgMVEBI3kw53B5Jdv47y4n4FmaLtMU7T1txVYmaomJeHgbFlRecUXmnqJg6hnJqLKdXIPpo3GGQj1+m0O+R6m3Rzvw68kcauf65UV09ktVO22NgoI4/NcboqHVBHJNLQ0gfAQBn8O/ipS0aEHDJI4bVPzfGFTsKuKr3R9lRqtuqixEVfd6OJrobPQtqW0/LvfK2NrdfV3nPnyOXBeCcZ1Q3eZ4/l2wfwLL0kbrNTH1VkX/uUVaSLtX2jAd5u1tlEVXR0pnidq572uBIy+EZj4M812yL9ym7wUyiYOJau2ZrrhJXsyqiD/ADNH6stsH8C+JcaVMUL5XWdgaxpccqsHMDef0VDWJr3jOyYLq75O2idXm8QOpaOORrw2mkkYwQOkLQCTnxHDNerhGbEXsaq/ZJFcG13JkyCrNPkJOT9MRiHcGB24a2/cuM5F6Kd+JLowMeqduF0HA7lIGPIy1mg5fKsW43W3W4MNdVw04kz1Nd2WeXHJZNH/AESL/A3/AEWn6RTyddbCCctSfn/wKyvXZtW+KFJj2Yu3Yonxe37KsPf970nbT2VYdz/rekz/AMainEWKbZYJKNt0qTA2sMrYpHOyYHRxGRzXOJABIBy9Z3Lya7SVhuhoIaysq56dk9vhuEbZW6j3xSyCNoaC7e4OIJHMN6gxm3p/LC1nSrMdE1ym2HE1hmmZDDdaV8kjg1rQ7eSeAXsjhwUNYZvVHfJKWpoJnSQx3RtKX57nOjnDHEEEgtzByPOFMql4t+q7vxRtsgZuNTYmIpnfcREUtCE5kRB8SfmyoitspFBANcj8WOc8VLrz+LOShiikyooieAYOb/8A71qp1GY3p3Xei0zM1+zzbTjuyXK/MsdNPMa909VA6Iga0bqdwa8vAcS0HMapy3/AvumxraqiGkdG6q5aquT7YynLPxrJ2EiQObnuDQNYnPgQedYeDbNJaJr5PPHS8tcLtUVbJIsi4xSBmQc7IHP0TmFi2/DD6bSXXYm5VmxzUjeRiHFlS7Jk0mX+0xjBnz5KFvb8FvwXOhLejd2tWXQ5k58id/yOW6LR9GBJqrofVyP1XLeM1cYXYwzOodGRUImaZqWhiKmYTNBVFQuA4oHDLPML5vAqiprDLiFTXCbwK/qWPVVtJSkNqKiGIu3gPeG7v1lZAOa0LSE1jsQUvKMa8CjcQHNByPKD1rhk3uat8bvi2OfuxRv1tx87Wz/vCj75vinnW2H/AOYUffN8VCOKMU4dw1K2K7NZEXUc9YxwhZquZDlrNBOWbzmMmjeV8Ygxdhqwsp33NrIW1FBNXREwsGvHE0Oc0E8X5OGTeJUSM2ufBY/CqY/OnOG40EsgjjrKZ7nbgGytJP8AvWWMiFE+G30813stRBExjZZ43tPJhpydG45bvlClZvotyHMpONfm7EzMIOXjfh6+Hfd9IvDqMVWmnqpaaV8/KQvLHhlNI7Ij4Q3JW/ZjZOnWfucv8K6fiLf3cosXZjeKZbAi18Ywsp/Tq/3OX+FZlpvtDdJpYqN0jnxNDnB8TmHIkgflAepfab9uqdokqsXKY3mmXqImapmurkqiZpmgIma83E1xltdknroY2SSR6uq15IBzcG83yrzVVFMTM+D1TTNVUUx1y9L9SfqWiey685gbJb8/VryZ/wCiDF16I30tu4dOTwUX8dZ233/0m/DMj7f7hvf6lQjctF9l159yW7tyeC2+yVjq+0Ula9jWOngZIWg5gFwBy/3rraybd2ZimXC/i3bERNcdby8S319pmpoY6MVJnD3DOUMDQ3L4D0gvLGMaobvM8eZOQ/lfH/0K3pGOrX2vf/dz/wD+ajbHWIq+weZZKGi29tbc2UUtOzISPD45C3ULnAA6zW558QoN7IuRdmmmVli4dmuxFyuEnezKrPCzRnfkP5Xx/wDQvqlxfNJWU0Ulpaxk0zIi4VIcWlzg3PLVGfFQdirGOMLBaMMMfZYqq7XaCWKqgpoHTOgqGta7XDWklzGjXJaOccVvGEauoq4bTNVGUzOrYQ58tGaVz8ph6XJEnVzHNmuX4m7ExvLtOBYmKto6oTSFyr5QHtr3X5uD7Jq6qC5V8oDP8K91+bg+yatryf717Sx2p9j7w0JERbTxUCQvJ39tOi+jVH1F1MOdcs+Tv7adF9GqPqLqYc6xOvd79oX+mdj7iIipliIiICo9jXscx7Q5rhkQRmCPUqog+Y2NjYI2NDWtGQAGQA9S+gMhkiICIiAtS0lhho7aJGNe3aycnNBGfJSLbVqGk85UNtP/AIo/ZSKNmTtYqS8CN8iiP8tJudRbLbbqmvrI4IqWmiMsr+SB1WtBJJGXBfNbV2ijtM12qNmjooYDUyTGEECMNzzyyz4LDxNHJWYYu1HA0Sy1FDUQxx7vSc6NwaN/DeVr1xtt3rcE2DDpgaxkzaWC7uc8fioGMa6Qf7RcWBm71lUlPDMRu1VVMxM9Dbnuo57a2ppo6dzJWMkikYwDNpIII/UpkZzrnvB9Ncbdhx9ouDDlQTugpZdcO5enDwY3EcxDXBp+Fi6DZxKsdP23q2UOrRMTRMvsIgRWaogREQERULgOJyyQVRfOYy4j9qqHD1j9q+biqxbpJHFb6iWVuvHHE9zmdIBpJH7AsncsG/EeZK8bv6NJ9Qr7ERM7S+TO0boJbpVwSWg+wF3Af3sar+FXBPvBd30ahmH8yz/CP9F9LYRycwJj6VH8Xy/OmVulTBJOr7An7926WJS3oyvFBfcIQXO22022mmkkApy4HVLXFpO7dvIXH/MV1L5O/tVW/wCfqPtnKs1XSMbDtxXajaZlLw8+/kVzTcq3h7GkzPzHT5cdsi/9yji8W+lu9pqrXcIHTUlVEYpo8y3WaeIzGRH6lIulK82yxYWfcbtbXXKlbNGwwNIzLicgd/qUU/hSwL7xJ+8j8VmK9HysyrnLMbw0eJrOPhW+budb0LtbaS60Qo6+ndNAJI5Q3Mj0o3h7DmN+5zQfhV64FzqKozBzMb893wFeT+FLAvvEn7yPxQ6U8B5HWwJPl6tePxXieTeobbTSlRymw+uIT9R/0OL5tv8AotL0nZitthBI9Gf/ANi3SmIdTscG6oLQQPUMuC0/SXBSuNBNVXm12zUMjWGtmEYkz1c9X4RkveVarrtTRTG8q7CvUW79Ndc7Qi/Ftndeblh+Uw081NQXI1FTHOAWuZyT28CDmdZzd3wL4r7FtePKG8T01FNQ0tompNWVrXObI+RrgWtIO7JpGa2INtXvzwp+/wD3oG2n354U/f8A71WfhcyI+if0aCc/T5mZmuH3aYoYa63Q08MUETayDVZFGGNb+NbwA3BTGois0NrfeqFrMXYZmkFTE5kUNWHPeQ8ENaM95KlxTcCxdsxVFyNt1TqmRZv10zZq3iIVRR1iWrqxiW4RR19bFHG6MNZHO5jRnG0nh8KwDWVYIBu1xBOeQNY/flvPOvtWdEVTTt1PNGmXK6Ir3jpSpmEUVGtqgcjd68cf+uv5uPPzZFezgmqqpcQiKSuqp4nUr3assznjMPYMxn8BX2jNiqqKdut8u6bXbomuZjoby/ewjMDcoZZHZ4mtiONcLgx7gHVWRG/n38eZTOeC4dnGU8oyy/GO/wBSrrC0a1qdUxcnbhVVeq3tPje14p9/mf37YV/e/vQmz5H/APe+Ff3r71z8qjirD5LxI/NLl815v+HWWjFlJ/OM1JerZcw90YcaKXXbHk05An1nithxRUzUeHq+qppOTmige5j8gdUgHI5Hcon8lP8Aqu/n11MP1CpTxr/ZG6fRZPqlUeXi04XHZonopSrF+rKqpu19ctOF6vYJ/nqp480UX8Cr55vueXnmrz9XIxfwLxzLqkuO/JaVhanN2sWLLDPW1DYxe6+kinbK7lIg4gtyPEaue5Z2i5XVEzNUtZONap6OCP0SYLxfN389VOWY/uov4FuWD6uprsO0lTVSmWZ7XazyACcnEcwA4ALnvRVW3a/VtVfLzLKyahjbZxCM2sdNGc6mXLh6T9XL1BvwqftH5zwjQ58dR313Kbh1Vc7NMzv0KzUrVEWaaqaYjpYekKeeGmoGw1E0AkqHNeYpCwkBjjlmN/EBaoaqpY1z33W4MaBnm6teAPWTm7cPhWy6TDlTWz6U77J6jrFrWVGEL1C9uuyW31DSP/xu+5ccuuYvzG/2SNNs01Y0VTG/TLYDV1DdXWutwzfuaNueNYgZ7vS37t+5W5a6rja58d1r3SRObmHVb3ZHMcRn6jzqPaynrLlojtFfG57brb6GluFO7gTNFG1xaflAc0j4V6GjyKQ4Tbd6lkjK69yi41LX55sMrgWR7+GpHqty9YK48U9cSlVWqemOCOp0Swbv1rQNI51b/SHP/qbt3/3hb+wblqOOLHNc7nT1EFbRQGOBzC2ocRnm4HMZfIrXLt1XLPDTG89Cg0+7RayIruTtHSinEFmfc8W4fub4aWajtzaozMmyd6T2MDC0EHMgjjzL6xDZZLpi3D1wlhpp6W3GqMzZmhxzkja1hDSCNxB+Rbt7E7hv/nWzb/jHJ7E7h/3tZ+8cquLGTH5ZX347B87FsDi7ENqzOY2pvP8A7DlK5/JPyKPrHhirp71RVM1ztj2Qza+pFIdZxyIyGfyrf/0FYYNq5RRPHGyl1O/avXYqtTvGyLrm/Vvd1z4bZJu7K8We+Rw4opLE6CXlKujlqopsxqHk3sa5mXHPJ4K9K+Pyv10Ge/bH/wDBa5crVNU4xtF8ZNE2KgpqqF8ZaS95l5MAg8Mhyaqprp46oloLFFXM0TH2haqMdUNPjOLDUlNIHzVDKRs5mZ+ffEZWt5P8os1RkXjdrblJOjs617rTmSNljyz9Wu9RviSxMutws1fC2kgqbdcoat8zoQZHxs1s4w4DPfrcM8lIWjE/zzXj1UsX13rvjVUzeo2R8+iuMavi/wAfu3mvmNNQzzgAmKNzwDz5AlaVDjG7yQxyCit412B2XKv3ZjP1LcL5/Utb9Hk+qVFdLJ/Jot/92zL9gUvOvV26qYpnZWaXi278VTXG+2zZ/Zdd/cdB3kngqHF939x2/vJPBR5h271tTi3E9tqZGyU9BNSupvQ1dWKWDWc0kbz6QXiaNMS3u5Xa8Wi+QXF9woHkVLnRwtpYHlx1Yo3sObs2Frt+8Eb+Kjc/f6f6lhGFizMRw/u6Dwvc5rra9qnjZHIJHxlrCS30XEZjPesXSB/ZKsz9cX2rFa0dZex05nP+VTkH/wDIVc0hnVwfXHdu5MnvGqwmqasaZn7KSmmKcqIjq3j90QaTK2ro9HuIKqhqpKWqhoZJYpoyA5jmjMf6LHo62/WfC94v12lbdquUmuipKXW1IWFjdWJpdvyGRcTv4nLgvWrdiraSejrBBPTTsMcsb3Atew55gjnV2KaGJjWRvjaGANaGuADQNwA38wVDTfpinZr6seZq33YWC7/NfrVLVSxQN5KodA2Wne50M4GREkZcAS05kbxxBUx4QJ9i1r+hxfVCip1Uwk60rCcud4UqYPI9i9ry3/yOL6gVjp1cV3KtlNrNE0W6Ilrek52VZayehN/7Fod5tlJdXUDql8oNBWx1kIY4DORmeQOYOY3nctx0zYhseH2WuS72qtr3TOlbEaefkizINLszmMwd37FHQ0k4LH/Ze+f+Yj+JTa9FzciqbtmneJRMXWsPFtc1dmd3qV9rpK662u5yGUTWySWSANeA0mRnJnPnO7hkvYtr2uu1uA3gVkHH5wLU/wAJOCvevfP/ADAfxL0cK48wfX4ptVFT4bu8M81XEyKSSu1mscXDIka28A8y8fL2o09NVPRDvXyiwK6Zppmd5T0Odcq+UB7a91+bg+yauqRwXK3lAe2vdT8XB9k1ark/3r2lkdT7GPWGhIiLaeKgSF5O/tp0X0ao+ouphzrlnyd/bTovo1R9RdTDnWJ17vftC/0zsfcREVMsRERAREJAGZOQCAitxzwyfm5Y37gfRcDuPAq4gIiIKP1i06pAdzEjNatj62XG4UFI2ndTvdFUF5DniLdqPHEk58eC2pRJ5UwBwNbswD/ObeIz/upV7t4sZdUWJnbi6D8TOL/ep66Vw4dvWf5miP8A/dZ4KnscvXUUX76zwXN2q3oM7ITVb0GdkKwnkPb/AOyXz5wyPLDpE4avLhqmOhYCR6RrGHLePgUoNbOR6MsY388ZP/FcUWcAXihIa0HaouAy/vGrt1o47+dQ8jRqdLqimmrfiPi1zUv6q4iNlnKpB/Pxd0f4lUCpP99H3R/iWBjBz2YXucjHFrm0ryC05EbjzqN53U9NBJPUTvijjaXPfJUva0Ac5OsqzIy+ZqinbdPxMKcimauLbZK+VT10XdH+JAKk/wB/F3R/iUQ0lfaamvloaa5Qz1UIDpYYq5z3xg8NZodmM1JGA3OfhWhe9znOLDmXEkn0jzlLGXztXDNOxlYU49MVcW+719Wq66Luj/EvAxzLXU1nY9lWYtapiYXQgseAXb9+ZWyrWNJO7D7D6quH6y65M7Wap/w4YsRVepifvDUXV1YyNz33i4ta0ZuJq3ZAfCrLrpVvtzqumvVwkY6AyxSNq3Oa4aubSDzg8fkWsY/kuEmGpLdbKaWaqukjaEPYN0LJd0krvUAwOHykLHwUyotmHK/Dk1PLHFZ3SUtJK4HVnpdXOFzTz5NOofhb8KpIrng34mnnHo4pjhj9E+0Iq30kLzPGdaNpJMZJ4f4lZvjZxZa7WlYf5NLwjy/QPwrLt39XwfNN/wBArN//AKlrvo0n1CtBZ8PZkLni4ji/NM/wjm+BfS+YfzLP8I/0X0v1COpkfE5iuofJ7bMdFdv5ORjRy1RuczP++d8IXL3MV1L5O3tV2/56o+2cqHlF2FPqsdL7WfRh+UeJBozl13sdnWU/6GX6fyrmZdOeUn7WUn0yn+sVzGvvJ7u9Xr/6fNT7X2FR/wCbf8niqqjt8b/k8VeT1Sr4dvUrag00RbLG0cm3IGMnm9eahjyqGyCgw/yjmvPLz5ZNy/Rapso/6JF823/RQt5Vv9Cw989P9ViwWl98o9Wky+71IGREW+2ZuHvaOR/0gYd3/wDzSny7YXYRbU78povg/FH+JcfaON+kHDo/+qQfXC7I5isjyij+9T6fyutK+ir1Rhilzm4quQc7N2tHwGQ/NNWh42c5uKsFVDQdZt1ljc4AnVY6mkzz5sswOPPkt6xlDU+yq4OZSVb2vMZDmU73A/i2jcQCOZeUIqwHPYa7MHMfySX+FfnNyqabtXRPXL9GxuCrHoiao6oRnbsJtxDf8V7TebrRU9PealkEFLyWplPTRtmI14ycnBzhxyGeY3qZ9HEIp77DSUx1WQW90bdf0jk10YHq9S8QR1Q3GiruO/Okk/h+RbBo8iqBiQySU1TG0Uj260kD2DPXZzuA37l1sXKqr1MbOGZRbox69pjf1SBq1H6U0ZHqEeX/ABXEVR/SJTuP4x2/L4Su4jwXDs/5+X/G7/Ur9F5OfXc9Ifn2q/TStoEVRxWqlTJ58lflDab+GOY07TDxbn+gfhUpYvhq5ML3ONrhK91M8NayI5k5H4Tmov8AJT/qu/8A0mH6hUpY5rqi2YOvFxpHhtRS0Us0ZIzAc1hI3fqX5/qtHOZVyj7y0+DXzdmmv7IzMNcXH+bq/wDVRy/wr4jo6iLXMdprWOe4ufqUMjdZx4uJDASfhJUfjTFpABP87037lH4J+GPSB/3tT/uUfgoscjMmY+uFtHK+nyJBhpKmPMR2quia55c4NoZGguJ3k5N3n4VI+CIauLC1BE/8S8RnNkkJDhm5x3gkEblzx+GPH/DzrTcfcUfguhNGd1rb3gW0Xe4yNkq6qnD5XNaGgnM8w3cy8VaDd03+5cq336HG7rlOo083FO23SxdIdBcqyiotlgNW6KoL3NiaAQCxwz3n1laj5nvo3ss1bnzECP8AX+lvWd5RF6u1jwrb6mz3GooZpK4RvfCQCW8m85b/AIQFBg0hY4H/AGqunHrB4Lpa5N16hHPU1bf/AB4p5QVYMczw7plFnv2et5mrc+HBnDm/S3bl8vsl9lLWmz1TCXt9J+pqt9If7XqCh38IeOPfVdO8Hgsm06QMayXaijkxPcnsfUxMc10gyILwCDu9RXurkdcoiapr6nr5sqr6OHr/AP33dXtbUEHVmjAPDOPP/ioC8qdjjfLCJSx52Sc/kZDPXbzZroNnA/Kuf/Ko/r+xfRJ/rsUrRaYnLoj1/ZWZ/YShfk4+hH2R4JycfQj7I8F9It1zdH2Z7in7tu0KsA0p2EsaxpM7xnqjqn/IustSq1TlNFkeH4o/xLk/Qqf+lSwfSHfZPXW36H6ljdfiIyY2+y90yf7UomxNcMDUuIrhDcsZOo60TkzwCnJDHEDd+SfUDxXned9HHv8AZf3U/wACi7S8SNJ+IQDkNsPD/A1ap+s/tXuxyWxL9um5VvvMbvdXKHMtVTRTPRCfPPGjj3+y/up/gW26M6nDlXWV78OYi86SNjjE2tCW8m3N2XMOJzXK36yps8lPPzjiHf8A3NP9aRc8vk3i4dqb1uemHq1rmVlVc1cnolNN4bUmz1g5aM/yeT+64+ifhUT0rjs8RyOXJs3f/aPBS/dpGwWmqmfGJWsge5zCctcBpJGfwrnNmlOxmNuWj+jALRu84v3bv8CoLmk5OoTvYjfbrXOHq1jT4qi74/w2Wit1JR3SuuUED21Nc6I1DiSdbk2lrSBzZAr5s1rorPSyU1tphBHLM+eTIEl8j3Zuc7PifuWu/hSsnvApP/MX/wACfhSsf/8AH9H/AOYv/gXj5W1Py/7S45UYMT1SmzR0JfY5m17WjaZuLM/7w/CrukO7TWHBtyu8lPS17aaNrjTysIbJm8DInM+vPgrOie6017wRS3OktkdsilklAp2SGQNIkc0nMgccs/1rF05+1TfvmGfaNUvEx5oros3I8Yif1U+Rfi5xXaPHeYRP+GhvPgeydr/kQ6aG+8eydr/kUTHiVRbb4Hg/9cM78SyfOlk6aG5f2Ism4dL/AJFO+GKqouOHbdcGtp6dlTSxTCJkZyYHMByG/mzXF5/JPyLsvR9/YOw/5bT/AGTVSaxgY+LFM2qdt0/Ayrt6Ziud0UeVS14psPa7mu/G1HBuX6LPhUFqd/Ku/o+Hvnaj6rFBCutC7nHrKv1DovyL39HGf4QcPapAPnKDIkZ/pheAtg0be2Hh3/M4PrhWGV2NfpP7I9mf649XYDWVPPNFl80f4ly3p+BGla66xBPJ0+8DL+6auqxwXKvlAe2vdfm4PsmrJ8n+9e0/wudS7GPVoSIi2nioUg+T0HHSjR6jg07NUbyM/wBBdQatV10XdH+JcweTv7adF9GqPqLqZYnXu9e0L/TOx92LI+aP85VQMGeWbo8t/aXxtP8A4+l7P/Mtd0mNY6ltrZGNe01R3OGY/NPUdYou+HcMWg3S9CmpaMSsi5Q04d6TzkNwGfMScuAGazF7Lqor4Iho8bA561zk1bJn2g81dSn/AO3/AJldAqiT+Oi3fFH+JRBlQTUTKqijpJGSBkkU0TGkOaXDJwI4g+tTK3Pfmc966Y2RN2ZiY6nLMxPw3D077kYeG+m5rj6w3L/ikzGyRPje0Pa5paWngQRwX0EUpCRVoowNd7Ho9qJxU1NLimutEdI3bNV0dEYRIIGBrAAWtL8895Iy3rbNGNDiCgw6+HEMsrpjUPdTxz1e1Sww5DJj5shyhzDjnlwIHMtoDcufcqoCIiAol8qX+w1u/wAzb9lKpaUS+VL/AGGt3+Zt+ylU3Te9UeqNmdhU5xREX6CzDKtH9bUX0qH7Rq7cb/x/4riO0f1vQ/SoftGrtxv/ABWT5R9pR6LrSvpqeTjX+yV1P/hJP9CoexxC6rwZfqVsb5jLbqhoYwEudmxwAGW/PNTLiuGSpw1cYII3SySUz2tY0ZlxIO4fCo0813rPfZrjmD1Q8VhdQiqLtNVMb9DaaRVai1XTXVEbtM0V4afh+yUTnXe41W000cssNSyMFssjWvfrODQ5xDtw1j6I3KdNH/8AZGgHxZ+s5R+LZec8zZrkd+/8Vx/3qQ8EwVFLhmhgqonxTMjIexzciDrHimDxzemaofNVqtc1TTRVv0vbWuaQaWpq7EIqSnkqJG1MT9RmWeQdmeK2JxyHOuZ9J+OsYW3SDeqC34hraelgqNSKJgZkwajTkM2k86v7GBXnzNqmfBnqsuMSYuT4S3rzVei0jzLcMjx/Ft3/APqXxPaL3JTyxizV+bmOaPQG7MH4VEv4Scd++m4/+j+BPwkY799Fx/8AR/AvUcjL3nhKnldVP5XWlAHMooWO3ObG1pHw5BWb9/Uld9Gk+oVE3k54nxBiC4XqO93apr2QQwOiEur6BLn5kZNHqClm/f1HXb/+rSfUK83carGu81V1xsiW7sXqOOPFxHD+ZZ/hH+i+l8w/mWf4R/ovpfo8dTKz1nMV1L5O3tV2/wCeqPtnLlrmK6l8nb2qrf8AP1H2zlQ8ouwp9f4WOl9rPoxvKT9rKT6ZT/WK5jXTnlJ+1lJ9Mp/rFcxr7ye7vV6/xD5qfa+wh/If8niiofyH/J4q8q6pV8O46P8AokXzbf8ARQt5Vv8AQsPfPT/VYppo/wCiRfNt/wBFC3lW/wBCw989P9ViwWl98o9WkzO71IGREW/ZuHv6OPbAw7/mdP8AXC7H5ty440ce2Bh3/M6f64XY/Mshyi7an0/ldaV9FXq51004zxVaNI1wt9rvtZR0sccJZFEWhoJjBJ3g86038I2OvfTcu03+Fep5QPtrXP5qn+yC0FXWBiWKsaiqqiJnaPBAyL1yLtURVPW2r8I2OvfTcu03+FST5PWKsR33F1dSXm81dfAygMjGTEEB3KMGe4DmJUGKWvJc/t1cf8td9rGuOqYtmjFrqpoiJ9HrDu11XoiZl0YeC4dn/Py/43f6ldxHguHZ/wA/L/jd/qVX8nPruekJeq/TStqo4qiqOK1SmT35Kf8AVd/+kQ/UKknSZ7XeIv8ALKj7NyjbyU/6rv8A9Ih+oVJWkz2usRf5ZUfZuWDz+/VerR43do9HHR4lUVTxKot5HUzsx0qjiutdCvtV4f8Aog+sVyU3iF1toV36K8P/AEQfWKz3KGP7NHqs9L7Sr0an5Uv9jLWP/qTfspFzquivKl/sZa/8zb9lIudVI0HunvLlqXbe0KLLsn9dUH0uH7RqxFmWT+uqD6XD9o1Wl/s6vRDt/VDtpvD9f/Ern/yqP6/sX0Sf67F0A3h+v/iVz/5VP9f2L6JP9dixWi98o9/2aDP7CpDKIi3TOw3DQqP+lOwfSHfZPXW36H6lyToV9tOw/SHfZPXW36H6ljNf7zHovdL7KfVyHpe9s/EX0z/2NWqratLvtn4i+mf+xq1VanB7tR6Qp8jtavUU1+Sl/WWIfmaf60ihRTX5KX9Y4h+Zp/rSKNrPcq/b93fA7elNuIRlYLh9Fl+o5cSw/mWf4R/ou2sRf1Bcfosv1HLiWH8yz/CP9FWcm/8Ak9v5StV66fd9IiLTKh1N5PO7RVbfnaj7Z6zdOftU375hn2jVheT17VNt+dqPtnrM05e1TfvmGfaNX5/Pff8Ay/lpae7ezk48SqKp4lUX6AzQfyT8i7L0ff2EsH+W0/2TVxofyT8i7L0ff2EsH+W0/wBk1ZnlF1Ue620r6qkV+Vd/R8PfO1H1WKCFO/lXf0fD3ztR9VighT9C7pHrKNqHbyLYNG3th4d/zOD64WvrYNGvth4d/wAzg+uFYZXYV+k/sjWfrj1h2OOC5V8oD217r83B9k1dUjguVvKA9te6/NwfZNWS5P8Aevaf4XepdjHq0JERbXxUCQvJ39tOi+jVH1F1KuWvJ39tKj+jVH1F1KFide717Qv9M7H3afpP3UluPPtR+yeoVx/acR1t9t91scVJUy0dDUx0rKmRrY6arkyDahzXAh4DA5mXrKnfG9oqr1SU0dDLTiSCYvJkeQPyXNy3A+tax7DL+d/KW3vn/wACxuVavc9NdFO7X4GRjRj8Fyrad0d6PbRXWOw1dFVQCkgfcHy0VEJhKKSFxYeTBG7LW1yANw1sgujRzqNTgq+HIPkt4ZrN1tWR5OQIPDVH+qkmNzTnqkFScCi5HFNcbb7IuqXrVzgi1Vvtu+m8FVAisFWIiICIiAok8qYgYGt2ZA/nNvE/FSqWntDmlpzyPqOS8+6WK03SBsFyooq2JrtdrJ83tDsiMwDz5E/tXfFvRZvU3Jjqcr1vnLc0R4uJ9ZvSb+0Jm3pN7QXY/sFwf727Z+7tT2C4P97ds/d2rSfMVvySqvhdXmchWgt87UXpN/pUX6Q6xq7dBzaRkeJXgNwPhFjg5mHba1zSCHCAAgjgQV7RpYi7MmTP513iqfU8+nMqpqiNtk7Expx4mJnfdz55RV8vNtx9FT0F5r6KJ1vieY4Kl0YLi+QZ5Aj1BRuMV4ky/tLeP/MJP4l1zc8L4fudQKi5WijrJgwMD549dwaCSBmflKxvYLhD3t2v93apWLqtizapoqt7zHj0OF3CuV1zVFWzlD2V4k98t4/8wl/iW/aAb/eq/STT01berjVwmknJjmq3yNJAbkci4hTj7BsIe9u1/u7VkW7CmHLdVCqt9moqScAtEkMeo4A8RmN69ZOrY921VRTb2mY/wWsG5RXFU19T2Hbmk/AuRNMRb+FHEPpN/pY5/i2LrY0kWWWcneu8V5NXg/DFZVSVVZY6ConldrPkkiDnOPwkqv03MjDuzXMb9GyTlY836eGJcZ6zek39oTNvSb2gux/YLg/3t2z93ansFwf727Z+7tV5HKK35JV/wqrzIi8lIg3TEORB/EU/A/7Uim+/kCyVw3/0aTm/2HK1asN2O1OkdbLZTUTpQBIadvJlwHDPLjxKzHUMDgWvDntIILXPcQQRkRvKz+ZkxkX5uxG2+3+llj2ZtWuDdw7C5vIs9Jv5I5/gX1rN6Tf2hdjjAuDwABhu2bv/AA4T2DYPH/Zu1/u7Vfxyhtx+SVbOl1T+Zxxm3L8pvaC6m8nb2qbf89UfbOWwewXB/vatX7u1epb7NbrfSNpKGlZSwMJLY4SWNBJzO4FV2papTmW4pinbad0nEwpsVzVM7tB8pMg6M5fgrYM+0VzHrDpN/aF2zcrNbrlSmluFJFVwEhxjmBe0kcNxXm+wXB/vbtn7u1etN1WnEtzRNO/SZWFN+viidnHGs3pN/aFR7m6hOs3PgN/FdkDA2Dx/2btf7u1UOBsI8PY5a/3ZuanzyhtzG3BKPGl1RP1Pdot9HD823/RQr5VpBosPHgOWn3nd+ixTQKOEAAa4A4ASOAH+9Yd1w9Z7qI23O3U9a2Ikxidmvqk5ZkZ8OCz2JfixfpuzG+yzvWuctzQ4q1h0m/tCazek39oXY/sFwf727Z+7tT2DYQ97dr/d2rRfMVvySq/hVfmcraOC38IOHjrA/wA504yz/wBsLsrmXg0uDMLU1THU09gt0M0bg9kjIA1zXDgQQvX2OLfkZd/xr/FUupZ0ZlcVUxttCfiY02KZiZ3cu+UCR+Fa5jMD8TT8d390FoOY6Te0F2bX4Sw3cKt1XX2Whqqh4AdLNEHvIG4bzv4Kx7BcH+9u1/u7VZ4uu27Nmm3NE9EIl3Taq65qirrccZt6Te0FLPkuZHHVxy35W132rFN3sFwf727X+7tWTbcL2G2TunttqpKORzdRzoI9QluYOW75F4zNaoyLM24pmN32xp1Vq5FW713fklcNzEbRLvA/GO4kdIrt80kWX6e74x3ivE9g2ETvdh22OJ4k04JP61B0zUKcOapqjfdIy8Wb8RtO2zjnMdJv7QgLc/ym9oLsb2C4P97ds/d2p7BcIe9u1/u7VcfMVvyShfCqvMjPyUcja7/l7ph+zKkvSb7XWIv8sqPs3LOtWHrPamvZbaCCjZIQ57YG6gcQMgdyyaq20tVTyU88ZlilaWSMe9xa5pGRBGaz2RkRdyJvRHis7VmaLXNy4jzHrH7QmY6Tf2hdjewbB/vbtf7u1PYLg/3t2z93atBHKG35JVnwqvzOOWkEgAj9q620KH/osw/9EH1nL0PYNhD3t2v9dO1erRWuioqaOlpIdngjbqsjjc5rWj1AA5BV2p6pTmURRTTttKVh4dWPVMzO+6LvKnIGCrbmcv5yHH5qRc65gEjNvH1hdq3Sw2m6QNhuNFFWRtdrtZUZyAHIjMAn1ErAGBcH5f2btf7u1dNO1enEs83NO/S85ODVeucUTs441m9Jv7QsyxkG+W8Agk1cO4EdY1dd+wXB/vbtn7u1VbgjCTJGyR4etjHsILXCnGYI3ghS7nKC3XTNPBPS4U6XXExPE99pG8fCufvKqI8/2EEgZ0s32jFPmyx78zJv9Ujh/wAV591wzY7o+N9ytlNWOjBDDUM5QtB45ZqhwcmMa/F2Y32WORam7bmiHFoIy/Kb+0JrN6Tf2hdj+wXB/vbtf7u1PYLg/wB7dr/d2rQ/MVvySrfhVfmc06FSPwqWHIg/yh/A5/3T11qN7N3qXi0eD8M0VXHV0djoKeeM5skjhAc05ZbiPlXq7JFlkTJ3rvFUeo5kZd2K6Y26Nk/Ex5sUcMy5J0vkDShiEEjPbPWOg1apm3pN7QXZlXg/DFZVSVVXYrfUTyu1nySQhznH1kn5Fa9guD/e3a/3dqtsfXrdq1TRNE9EbIdzTa665q4utxxmOk3tBTX5KZzuGIgN/wCJpuG/9KRS4MDYP97dr/d2rMtWHLJanSOtdtpqIygB5gZqFwGeWeXyrjnazRk2JtRTMbvePp9Vq5FUyu4h/s/cPgpZfqFcTRECFnpN/JH6Q9S7hkoaeRjmSB72uBa5rpHEEHcQRmvGGBcHgZDDVq3f+Gao2l6lThcXFTvvs7ZeJORttO2zjjWHSb+0JrN6Tf2hdj+wXB/vbtn7u1UOBcH+9u1/uzVa/MVvySh/C6/M1/yeXD8FNtOY/PVH2z1m6cvapvx+IZx+cYtnoLPbqClZSUNMylp2Z6sUJLGjM5nIA+sr6rbTQV1NJS1lOKmnlGUkUrnPY4Z57wTkd+Szk3o5/ndvHf8A2tIt7WuD/GziQkA/lN7QVNYdJv7Qux/YLg/3t2v93ansFwf727Z+7tWj+YrfklV/CqvM44Lm6p9JvD1hdmaPyPYJYP8ALKb7NqsnAmDz/wBm7V+7NXsQ26lghjghjMcUbQ1jGPcA0DcAN/wKq1PUqc2KYpp22TMPEmxMzM7oY8q0jZsOnPdytR9VignMdJv7Qu07rh2zXVsbbnbqetERJjE7dcNz45Z/IFhDAuDwMvY3a/3dqkafrFGLZi3NO7lk4FV65NUS441m9Jv7Qtg0akfhDw7vH9Zwc/8AthdT+wXB/vbtf7u1fdNgvCtNUR1FPYLdDNE4PjkjgDXNcOBBG8H4VJva/brt1UcE9MOVGmVU1RM1PcO9q5V0/kDSvdsyB+Lp+Jy/umrqYUsQByMneu8V5ddhLDdfVvq66y0NVUPADpJYg5xyGQ3n4FTabmRh3ucmN+jZPyrE36OGJcZZjpN7QTMdJvaC7GGBcH+9u1/u7U9guD/e3bP3dqvfmK35JV3wqvzOevJ3LTpTo8nNP8lqOB/2F1IT8q8e34Tw5b6oVVBZqKknaCBLDHqOAPEZjfvXpmkj5nSD/wDI7xVFqGXGXe5yI26Fhi482LfBMuOMdSOON77nKcxcagb38MpHbuK8bWPWf+tdkzYLwpPPJPPh+2yyyOL3vfAC5xJzJJPOvj2C4P8Ae1a/3dqt7WuWaKIpm31eiFVp1yZmeNxyHkH84cx/tqfvJVe51nv3pEja4uLs8vxakg4Gwhll7G7X+7tWdarBaLUx7LZQQUTZCHPEA1A4gZDPLioufqlrJszbpo2l1xsKu1c4pq3eoFQuA4lGNDG6oz/Wc1YrqKkr6SajrqaGppZ2FksMrA9j2niCDuI+BUiyZCLx7FhTDFhmfNY8O2i1yPGT30dFHCXD4S0DNewgIiIC8zFdTV0eF7rV290bayCimkgdI3WaJGscWkjnGYG5emvmaKOaF8M0bZI3tLXscMw4HcQR6kET3HG+M6mssFNhu2wXGW7YfproWgRsER5aPliS+Ru50by1oAOTsiSsvFGNcUYfwrapa2gg8+z1U9XV0QAcYrbBI98riWEjXEPJMzBI137geCkKktFro5aeWlt1JBJTUwpIHRwtaYoRllG0gbmeiPRG7cF9m3UBuBuBoqc1hg2fl+THKclnramtx1c9+XDNBF8Olh78TvroxQT4PfOKSKdkn8q9GTkn1gaDk6mEz2Rl24g5neNyloLSItFOAoZmOhsLImRya7KaOpmZTMBkEhjEIdyYjMgDzHq6hd6RBO9buBkMkGsaRr3XWG32qronQtbNeqGkqOUZrZxTTNjdlvGR9IZFaVcMV6S6vEeJbVhqxwV0Vqq6imZVEwsYHPpYpKcEPkDiWPkJfuALSMt6lS4UFFcIGwV9JBVRMlZK1k0YeA9jg5jgDzhwBB5iM0pqGjppqmampYIZKuQS1D2RhpleGhoc4j8o6rWjM8wA5kGj3bHNRR6TrZYc6bzWGNpbnOWnOOtqN9Kxpz4ERyg/C6P178fRljG/XjHeKsO3y2XGGa1z/limhFHExxJiayVshdK90eTjm0avArd5bDZZIKuCS0UL4q2dtTVMMDSJ5m6pbI8Zek4ajMid41R6kslmt1nFS23UrYNqqH1VQQ4uMsrz6T3EkkncPkAyCD0Vq94vNwpdI9lsUckIorlbK2XIx5vbNC+DVOef5OrI7MZbzlvW0LHloaOWvgr5aWB9XTseyGd0YL42v1dcNdxAOq3MDjqj1IIr0aYt0k4ngsVxqLFBBaa2Klknqy6HLIRP5dwa2UuAfJqagyzAzzWXbscX2/VuKKCyyUTZyx9Rhh8kJLKuKBwim1jnvzma4Aj9FzXbxxkigt9BQW+K30NHT0tJCzUjgijDGMb6g0bgPgVinslnp/N/IWuii82RmOg1IGjZWFuqWx7vQBaAMhluCDXdG+I7hi2a431hiisDjHBbouT/ABrntbnNI5+fDXcYw3LcYnHM5rclj22gorbRto7dSQUlMwuc2KCMMYC5xc4gDdvJJPwkrIQRhi/HN7s1LjySBtPNJh+poJKZnJb3wTCIvYc3AF5/GgHcBm31LMsuI8Y0LLreMa2uK02W30lTUEl8TpH5TvdGAI5H7xBqNPrfw4rc6qxWWq23abTQzbfqbZykDXbRqfka+Y9LV5s+Cv3K30NypDSXGjp6unc5rzFNGHsLmuDmnI7sw5oI9RAKCMqbH9/OjGpM8NNHjgVQtsVIYiI9qm9KnJbn+RybmuJzy9F3qUgYOvdPiLDVDeaYnVqYgXNIyMbxuewjmLXAgj1hXZLDZJLyy8vtFC65M3tqzA0zD0S3c/LP8kkceBIWRb6Cit8ckdBSQUrJZXzSNhjDA6Rxzc8gcSTvJ5ygyTwUMz4+xtPhHC89npKe4Xi8G6URijiY1rqmBkwikHKSNAZrRZuGtvB4+uZl59NY7NTCjFPaqGIUL5JKTUgaOQdJra7mZD0S7WdmRx1jnxQaLfcTY3tmCbhPPbqSmxJX3AUmH6GVzHh7ixpAeWOIP5Mric9zRv4LAxzj7EEVisWMcLQMqcOStgkq5NWI58pURxOY/Xe1zNUOd+Q17i4ZEBSjPQUU9ZTVs9JBLU0uts8z4wXxawydqni3MbjlxCx3WOzOt0tudaqE0U0pmlpzA3k3yF+uXFuWROt6Wfr3oM9vDetb0n3e4WHAF6vVrdA2roaYzxmaMvZ6JBIIG87s1sqsXCipLhQzUNfSw1VLOwxzQzMD2SNPEOB3EfAgja/4txq3SJVWPD1nF0pIIaGueG8iwsgk5YSM1pJG5uc5jCDluGfFWcX4j0iYeoMOXKqoqbZtWjZeOTZE5vLzVEcUjCTKHNAa8lpjD83bjkOMmw2+ghrpK6Kjp46qSJkL5mxgPcxpJa0niQNY5DmzKrcKGjuFMaWvpYKqAvY8xzMD26zXBzTkecOAIPMQCg1Skx5DUaRpcIihA1HyRCbl/wAZrRxRyuc6IjMRkSAB+ZBcCPUtzVoU1OKh1QIIxM4BrpAwaxA4AnjkrqDV8aXuvs9+wpDTci6lud1NDVNc3N2Rp5ZGlp5snRj5QVpFpxXpNvVZUts9npZ6OluFRQSVjzC2Mvjrmt1tXldfIQNlad2Zfqkc6leroaOsfTyVdLBO+ll5andJGHGKTVLddufB2TnDMcxKUFBRUEUkVDSQUzJJXzPbFGGh0j3Fz3nLi4kkk85KDQIcS4to9L8Fju1LGyzXRtUKAtbHl+JZG9rg8P5QuIc/Wa5gAIGRIWwYNvddccQ4sttc6FwtVzZDT8mzVIifTxStDt5zOb3b93MvfnoKKerp6yekglqKbX5CV8YL4tcZO1TxGY3HLilNQ0dNU1VVT0sEM9W9r6iRkYDpnNaGguI/KIa0DM8wAQZC0HFmKLxQYjxJa6SamYykwqbpRudDrFk7XzNdrb/Sb6LN27gd+/dvywqm0Wupqpqqpt1JNPNTGklkfC1znwEkmIkjMsJJOrw3oNCwNiHSHfq6mr6rD8VDZaqJ1VC+WSEu5N1NEYmHUkcdYymV2eQybkDv4+AMeY5tmD8dy3mnhivOHaSmromywRgOZI1znsAjkc0t9B7WuJB4EgKZaaCGmp46eniZDDEwMjYxoDWtAyAAHAALDq7JZ6sVwqrVRTi4RNhrBJA120MbmGtfmPSA1jkD6ygwMC1OI6u11NRiaiZQ1EldOaanBYXR02v+KDyxzml2rxIK987gSgGXBEEV3LHeIaO3Vk8dPDWT0mM22fkImNa6eneW6jWlzgA/KRnpE5HI7t6ybZcNK82Gq99ws1PS3RkFHHAxnIPL5S921SMHK6mQYWljXvbm5pB3Fb2bHZiHg2qhOvVtrX5wN9KoGWUp3fljVb6XHcF6CCDcP6RNIV1qqG3UFnjuFaaYTVTWtgiLOQuEkE+trS5az42gANJDXc5B3S3g6W9y4epHYjgigurmF08cWRawlxybmCQSG6oORIzzyV+gslnoKo1VDaqKlnLXtMkUDWOyc8yOGYHAvJcfWSTxXoIMS8vqY7RWPonMbVNp5DCXtzaHhp1SRzjPLcoorMeY3rKDCXsct0FfW3/DTbiYwxjWxTNfTGRxL5GjU1JXgNBJzIKmF7WvYWOaHNcMiCNxCwqKzWmidSOo7ZR05oqY0tKY4Wt5CE6ucbMh6LPQZ6I3eiPUEEa49xFpMs2j6TEEFrhhqKR1fWVcQbDK6Kmjc59OxwMoBzjAD3MLiCMwOZfPswxvc9I9bZrTbXy2ahNLUTVFMyndKxs0TXNic2WVm784S9ubh6IDTmSpUrqSmrqKeiraeKppqiN0U0MrA5kjHDJzXA7iCDkQVbo7db6OpmqaSipoJp2sbNJHEGukDBkwOI46o3DPgEGSwktzPPzepa3pKvVbh/DcV1ojF+LuVDFM17NbWhlqY4ngb9ztV5yPMtlWPcKGjuFMaWvpYKqAuY8xzMD2lzXBzTkecOAI9RAKCLrxizSJJjPEVlw7Y23GC1VJaJm8gwastDG+Fh15WnNsznFzgDm3IAZ71fxli7GGF8YWKS401OMOVMkFLVVDGx8nruhlfK8uL+UaWmNuqAwtIJzIKkqnoKKnqqmqgpIIqirc19RKyMB0zmtDWlx4uIaABnzDJWrtabZdqdkF0t9LWxMfyjGTxB4a7IjWAPA5OIz+EoI70daSLjdr9FQ32mo4Ybw4zWk07iZKdpj5aOnqW/oyuhIlBG4jWG4jfKK1Gw6OsJWS6U9yt1ulZU035l0tbPKGHU5MODXvLdYRgRh2WYYA0EAZLbhuQaxfr3W0OkPDVmY6HYrpT1vKAszfysTY3MIOe4ZF+Yy37lpOj3FukvEsVqrHWOmZbp3wMnrHGFrCI5J2VTg0SF41tWLUGqct+Z37pVqKCiqK2mrZ6SCWqpNfZ5nxgvi1hk7VPFuY3HLiqWy30Nsoo6K3UdPR00eepDBGGMbmSTkBuGZJPylBG1ixNj9uNb7h2622l2l1qqK+1NPJtjc6Od0cbQ5ry4sc10RJeGuDtbiOHp6DMXXHF+EXV9zo7rFPHUPhdNW0UdM2V7Tk8RNY9+sxrgWh5yzyW419qt1XLLPPRxOnkpn0jp2jVlELzm5gePSAJAO48QDzL6sltobTaaa2W6ljpaOljbFDFGMmsaOAHP8AtQZg4KL8aY5vdnj0hmmNKXYdpKKsow6HPWZI1xe12bgCSY3gHMZZjipQXn1djs1Xt21Wqhn84RsjrOUga7aGNz1WvzHpAZnIHhmUGl2O66TKqS6SVuH4KSGOnrH0TZZYdaWQzHZozqSOyIiGTychrEb+K8mxY0xbFhi53O8sjYcNXs094bNTxtlfRcjHI6XKKR7GuYJdf0S7WbHwBO6WQ1rc8mgZrDdaLW6GvhdbqQx3El1awwtyqSWBhMgy9LNrQ3fnuACDytHldebrhxl2vJha+ulfUUsMceryNM4/imOOZ1namRJ3flZZblsS+IYooYWQwxsjjY0NYxoyDQNwAHMF9oIeqce4w9jGHprfTUtwutwulxtckUcbGB8kQqBE8a8gDWtdE0uGZJGeS9mSu0oS4UqJnWuOkuJrYWNZG2CWVtOIW8rI1plEbiZdbVDnghh37xv3iCx2aDkORtVDHs076mDVgaOSlfra8jd25ztd2ZG86x9a9DIZZZbkEQ1GlG5DBGD7zHFSmrrqVl0vMbW67YKGMAVEjcju9JzdU78wDlmpbgljmibLE9skb2hzXtOYcDvBB9SwKPD9jo2htJZ7fA0UoowI6drRyAJIi3D8gFzvR4bysyhpKahooaKip4qamgjbHDDE0NZGxoyDWgbgAN2SDxdJNzr7Lo/v95tj4WVlBb5qqJ0zNdgMbC7eMxmNx51qF8xfjF2NorNh21R3GJ9DbrlI0GJjooHzSNnaTI9uZc1vo5cC08c1JFfR0tfQz0NdTQ1VLURuimhlYHskY4ZOa5p3EEHIgr4httvhrDWRUVNHUmBtOZWxAPMTSS1mfHVBcSBwGZQRZjHFGkrDeGbHeq23UrmwwQuvLIWxFrZnTsjc1xMmbWajiQ6PXIcN+5evX4kxdbdLtstNZRsOHrrUyUtNI1ker6NMZtbW19flNeORpaWapbkQc1vtxoKG5UMlDcKSCrpZMteGaMPY7IgjMHcciAf1KtTQ0VTUUtRUUkE01JIZaeR7AXRPLS0uaTwJa5wzHMSEGQtWx7fq2x12GBTGMwXC9xUFU10esSySKXLVOe4h7WHPfuzW0rHraGirTAaykgqDTzNnhMsYdycjcwHtz4OGZ3jfvKCMpMT48q9KV1sVvtz57Jaq2ES1VNHTl2rJDBIIntlla7drSkvYCcshluWwU2PoptIsmERQZOaXsEoqAZddsTZS4xZZiItcAJCci7dxW2U9voaerqquCjp4qisc11TKyMB0xa0NaXEb3ZNAAz5hkrgp4BUmpEMfLloaZNUaxA5s+OSDUdHePIcX19xpY6EUxpGskaW1AlOq58jQ2QADkpQYznGcyAQedbmrUNPBC6R0MMcbpHFzyxoGs71nLiVdQawb1XjSmMPF8OwPshrGN5P0+VbOGOOtnw1XN3ZcedanoexTjjEpgul+tslPbHQviZLAyn5CZ0ZLHSk8qZWlzmnJmoQBzqSzQ0RuLbkaSA1rYTAKjkxygjLg4s1uOqSAcvWAluoaK3UbKOgpYKSmjz1IoWBjG5kk5AbhmST+tBqmjfHceMdqDKBtMYI4ZgY6kTt1JdYta8gDUlbqnXjOeqSN5zWZorvVdiDAduutzdC6tkMsc5iZqML45XxnIZnIeh61scEEEAcIYY4w9xe4MaBm48Scuf4Vbt1DR26kbSUFLBSU7XOc2KGMMaC5xc45DdmXEk+sklBkIiICIiAiIg83zzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREDzzTdCbsjxTzzTdCbsjxREH/9k=)
بر این اساس هزینههای جاری دولت به شدت نسبت به بودجه آخر دولت روحانی کاهش یافته و در سال آینده فقط ۵ درصد رشد خواهد کرد که یکی از پایینترین رشدهای هزینههای جاری دولت در دو دهه اخیر محسوب میشود.
این انضباط بودجهای نشان میدهد که دوران نابسامانی بودجهای دولت و رفاقتبازیهای نوبخت و روحانی تمام شده و دوران انضباط بودجهای و مالی در دولت رئیسی فرارسیده است.
لینک مطلب:
https://www.eranico.com/fa/content/145682