در آخرین هفته پایانی سال ۱۳۹۸ شاهد افزایش نرخ در بازارهای مالی بودیم و بازار بورس نیز که با کاهش شاخص روبرو بود در آخرین روز در صدد جبران آن بر آمد.
آخرین هفته سال ۱۳۹۸ سپری شد. در این هفته پایانی امسال برخلاف سالهای گذشته بازارهای طلا و ارز راکد بود و با کاهش قیمت در روزهای ابتدایی هفته بر خو دار بودند چراکه برای جلوگیری از شیوع ویروس کرونا رفت و آمدهای غیرضروری در شهر کاهش یافت و شاهد خلوتی صرافیها در خیابان فردوسی و طلافروشیها بودیم.
بازار بورس نیز از این قاعده مستثنا نبود و هیجان روز های قبل را تجربه نکرد و شاهد ریزش شاخص بورس بودیم اما در آخرین روز کاری گزینه افزایش شاخص را انتخاب کرد و تا حدودی کاهش شاخص در روزهای قبل جبران شد.
قیمت سکه در آخرین روز سال ۱۳۹۸ به ۶ میلیون و ۱۰۰ هزار تومان رسید
در اولین روز هفته چهارم اسفند قیمت سکه در بازار با نرخ ۵ میلیون و ۸۰۰ هزار تومان شروع به کار کرد اما این رقم در روزهای بعد پایدار نبوده و روند رو به افزایش روبهرو بود اما برخلاف هفته گذشته این افزایش نرخ با شیب ملایم همراه بود در سومین روز هفته قیمت سکه به بیشترین نرخ خود رسید و در روزهای سهشنبه و چهارشنبه با نوسان کم در طی روز به رقم حدود ۶ میلیون و ۱۰۰ هزار تومان ثابت ماند.
شما میتوانید روند قیمت سکه را به صورت نمودار در تصویزر زیر مشاهده کنید
![160.png](data:image/png;base64,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)
نوسان قیمت انس جهانی بازار طلا را نا آرام کرد
ابراهیم محمدولی رئیس اتحادیه طلا و سکه گفت: سکه طرح جدید، ۳۰ تا ۳۲ هزار تومان کاهش قیمت داشته است.
محمدولی با بیان اینکه در بازار حباب نداریم، گفت: امیدواریم که روند کاهشی در بازار ادامه داشته باشد.
رئیس اتحادیه طلا و سکه با بیان اینکه کسب و کارها تعطیل هستند، اظهار کرد: بازار آرامشی ندارد و دچار نوسان است که علت آن را میتوان نوسان اونس جهانی طلا و بازار ارز دانست.
دلار در آخرین هفته اسفند گران شد
بازار ارز در آخرین هفته سال ۱۳۹۸، روز شنبه نرخ ارز باقیمت ۱۴ هزار و ۸۰۰ تومان و یورو نیز به مبلغ ۱۶ هزار و ۸۰۰ تومان معامله شد اما قیمت دلار و یورو در روز دوشنبه با افزایش چشمگیری رو به رو شد و دلار با افزایش ۸۵۰ تومانی به نرخ ۱۵ هزار ۶۵۰ تومان رسید و یورو نیز ۵۵۰ تومان گران شد و به مبلغ ۱۷ هزار و ۳۵۰ تومان به فروش رسید. این روند افزایشی ادامه داشت و در روز بعد دلار و یورو ۱۵۰ تومان گرانتر شدند و به ترتیب به مبلغ ۱۵ هزار و ۷۵۰ تومان و ۱۷ هزار و ۴۵۰ تومان در صرافیهای مجاز دادوستد شد اما در آخرین روز هفته کاری دلار و یورو کاهش یافتند و نرخ دلار به مبلغ ۱۴ هزار و ۹۰۰ تومان و یورو نیز به قیمت ۱۶ هزار و ۸۹۰ تومان به کار خود پایان داد.
شما میتوانید قیمت دلار را در این هفته بهصورت نمداری در تصویر زیر مشاهده کنید:
![161.png](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdYAAAE+CAYAAAAwDTG1AAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAGFoSURBVHhe7b0NfFzVfSa86fYr9LvZpt8l1fZN9W5TbXeJs+56S6t181ak3enS4jaOsiVui6Ioi2XMGBBCYMlgBWKUisjYWCZCRlgCIgNGRgbJQoMwwsKMPzSAPLYsy4AHkG1sbBlbkv2853/uvTN3Zu6MRtIdaSQ9z+/32PO/9+p+nHPuec7/f84959+BIAiCIAjXQGElCIIgCBdBYSUIgiAIF0FhJQiCIAgXQWElCIIgCBdBYSUIgiAIF0FhJQiCIAgXQWElCIIgCBfhKKzvv/8+SZIkSZKTIIWVJEmSJF0khZUkSZIkXSSFlSRJkiRdJIWVJEmSJF0khZUkSZIkXSSFlSRJkiRdJIWVJEmSJF0khZUkSZIkXSSFlSRJkiRdJIWVJEmSJF0khZUkSZIkXSSFlZzn9KN5wxbsGXDaN7McGBiI3z6wB13+mG1p4oB/JzasuAELPdXocthPkqQzKazkLKYfW266AaXbAw77DAa23IRrVnc47tMc6EL1irXYechh30yyqxrXLVyNjpjtgcYiLFy4FNVdDqLrEg91NWL1TYvVdRbjptWN6AqnTQdWX3MNVndEH582Brbgpmvi08BdqjK0KgPzn5zVpLCSs5iqUixaitU7DznsM5hMWAeUeN1YtBl7DhkCvbpjamIV2F6KG25S53PF+1UitvAGbN5j3zaAjtUeLLzhBngW3oQtbnuugWaULr0W11y7FCs27IQ/7jnmnrAO+NU1Fnqwqjlx44wkJ0oKKzmnmdRjVZXqqlXNSkAOYefaVdjclVigIzSOdRK1gY61WLqiEf6Y7ZNjAI03XaO88YjYBxpvwkKPEholeH71XNbv6L9z4KEubN/pd95no9z/dYtXYXtC7y0zhDWwczu6MjB0T5IWKaxkxvPQng7s3LkTXf5YjzKALsftEY4bCp4w/dh84zXKqytCYwoeY6Brp3HvAef9ydix+hrctMX0pAa2o3Thdco7t551ANtLF+I69WwDtr9xpPLMPdek4uGaHvGKZhxy3O8srAOBPdjjP+R8H4f2oEM9/86uSXiEjsKqGhwr5Ll3xl0veVoPwL9nDwIUZHIaSGElM4vKezwUrvxURb/2Bt3Xd8MNN2DxQo8tXCse3UJc67kBnmuvwcLFEr7cjj0x3pajsMZc49AhSxT2YMMN16G6y9oXS1N4btqMLXJfnrUxHqOcKyJ8HWs9SoA96t49uNYpdBt1H/Hcs/mG8L37Ny/FNUWN0YJ3qBFFIpgpiHZXtbqXm7bEeNP2+zU50IG1noVK0J083FhhVc9YbeTPYsmDmPMPdFTjhoXXwiOha9m/dEMKnqbtnhKFgg81Y0VMIyNpWgdUOqnrX7t4MRZeYy9DBgd2rlb33oiAbRtJToUUVnLaeahxBW5Yu9PRK7ILoRXutAaWDGxfpcVBV4CBndhQutmsdJU30tWIDSuW4tprFmKx9HPq7c7CKp5geJuuvC1xEi9QeYmNCbwrPaCoFNu1OBjCvnSzTYA6VkfuTyr/a5RXa957V/V1uK66K3KsYpRH6sDIvceEhcOCfAjNK5LcbxS7UO2R69nuN5Fw7dmMpY4eboywamFXz6jTbg82L12I0rDYGfdWFL63Q+jqGj8cHZWGie5P8VDzCiy8TpUNSYdx0lrba438HtheqgR+c3QDQz3vDQmuQ5KTIYWVnGZaFa5zf2ZYTGRQyTVLowfv+KXCT1wBBjo2Y9UNC7HwhogYT0xYk4udPteq7eEQZJTQC5OIQqL7SE1YlSetRNESNPvfye9rq6PPm5ASEl64Cs2WV59QuPzYIuHuuD7caGEVcbvGFjaOfh6jMbDK1kecElMUVqMcLYRnw55x0lo1KK6zRSGczqm33WQ2EEhy6qSwktPMnapyvjFhf5+uFG9ajbXKG1y8ejsCh5R3pulX3qQH1xRtwZ5DAxgwtwf2dKBxcyluWrwQ11x7I1Y3dkV5wrryX1qNjoB5nkAHqpcq0bhpA7rUtj3qeguvuQ6lzX61T92bErAVzQkGMWmP9SZs7gqoY7uwWd2jrtit/XZRGNip+0RLG/foZ+jafOMUhHUAO0vVtVbvRMC8/+skbca73z3N2LzduL5+dn9M6FgLikd5wurZrWNUOndtKYVHNWqKijzKu1uL7XvU8x4KYM/21aphc41xH4eUh6qEc/GN1dip+7iVt78qkq5yLn/zKixeeANWbd6OLr+xbdz+4ITCOoCOLZvRYZ5H7mfnWjNU7pTWpduVVz+AgLrn665R92CViz0blHdq5rc+j9xnKa67jt/qku6RwkpOL3VlWYqdTvsUtZhcey2uVRX4NQlZjGLz98LFN+DGFWuxpcOfoNL2o7lUQsTfwL/ov7kWS0s3YIPeJn9/E6o3VxvCLPtEsBzPIxxQQlyKpdda54mZWMIuCooDXRvM85r3PWlhVfaACOq16jwLccOq1cZnMfoemhOOQj7UsQEr9HHm9eW71A1dkXTSeaHSWj3PN/7FPEZC6UtXYHOHiLUSr+oi3T/6L99QnrGnCNWNjai+8Vp9/LVKVDdX36jT8VqVZ9KwWSHh+G/dgW9Z14xh7MCnOCYS1gGVj6tvUkIdOde1S0vRbDbQJK2LPLZnFd5xP24SYd+wQUcyrlmonnWhSr8VK1S+/Df9THKclIENafwumJx/pLCS00zxWGO/z4xQ+sMWmv1hs43Sf2cXVjujw5NCsz83ibCmnW71LQ4or8+lEbfJ0jBVxqe1QWP0MgWUTD8prOQ00whryucS8YOXZABMktBmRlMmmYgZzGRRZndSzxXVr6wnJliKzQlC4umnOcK5NP6zlZljkjRMlU5pTZLTTAorOf2UTzpkkNHiG/RnNBb1JxnKW3FngoXpob95LdaWFuGGxep5llbbPic5hI4NK3Cj/kzoGnhkIgoJS69di9Ii2aYEpNoWlp0mHurYjLWr1X1J2NSzKhxKnUkmTsNU6ZTWTseR5PSQwkrOEOUTmZ3YvmUD1q7djEY9iUCiftLMpRaFDVuwPe7eVWXfqLZHTWBhCOuGLTKYZ2ZCklpY5X479jh+7jQTTJyGqdIprUly5khhJUmSJEkXSWElSZIkSRdJYSVJkiRJF0lhJUmSJEkXSWElSZIkSRdJYSVJkiRJF0lhJUmSJEkXSWElSZIkSRfpKKynT58mSZIkSXISpLCSJEmSpIuksJIkSZKki6SwkiRJkqSLpLCSJEmSpIuksJIkSZKki6SwkiRJkqSLpLCSJElOmYPwt7SgO+S0j5xvpLCSJElOloN+tNR44S2vhy8YQtAfQMjpOHJekcI6jzjob4MvEDJsVSG0+aZaCYQQaFOt9MGY7aE2VJVuQ8C+bRIMBXxo8w/GbGtDS7e5LRSAr82PQXN7oy+otwe7G9XfmX9je85Bf6P6W/P5Z5rBbjSqe4/eHkJbVSm2BezbpkqVR742+GPzKJMZDCDotF1oy3PH/cFGLMsrh28aPMdgSxXK630IhsRbrUL+gmxkq2u3OaX1ePdNzilSWOcRfaVZyK83xOe0rxRZ+fWJK7CUGEKLNwuF26LF7/RgC7wLspCzrHFK4uqvzUNWaVvUtlCLF1mF28wKqg2lWYXYJhVZmzxPo34e+btFVd3G3wTqsWRRFbrV70D9EmSX+6LON3GG4Pf5p+6V+GuRZ95XZPugSs8FyMpZhsapiGvID5/fakAEUZ+fhVJfzDGZylA3ajxZyFZ57Fg2g/XIzyqFz2nf6QC6/UH4uwMIKM8xfr/bDMJX64UnR5X1JaVotBp8QhH47FyV7mY+JL1vcq6RwjqP6L6wqlZ7Y36MWA1iW2E2ckvrUZsv//smKUJynixkxYqPqrDys71oE49EfmctQlW3/FYVl/U8vnJke2oNUZffWUqoRHzlmdX9RF8nMUODMQ0G2abOtyArB6VtU/V8fSjPzkdjMLJtcFshsnNLUV+r0lT9P77XFcJgnHcUgq9cxLnUSKPZJqzCQDf8iZ49iUAFJf1yvGjx1cKTlafKRTqjE0b5XJRfhTYrChRFlQ/19ZHnoLDOK1JY5xHTIazGeQxPUWwtDkrU/GKHlHjkZsd4tIPobqxBeY30SVnbHBhSXm9WNrKzPaiN8t58ykvNQu6yUpQuy1UVaQ5yPMtRXuhBtrfNEHFdiWXDs7wcyz3ZyFHHyPHe/EXw1Dp7Mt1Vi6Kew/C6c7CsMf74YNBMwylRBC8b5ZbgDW5DoTyrDmGLOKpnC3vmzhxU3vsCR+82qO4x8tsVYQ2q+8sxowNO+6eLSQUq0tAYdGgUJecgghN8tqiyPh4prPOKFNZ5xPGFNYBt3hrT00mREmpdUm+GfLtRtSjX8CCt/d1VyA17nYZgiMiVly5DbozHZmeozYvsZY1oLM2O3LOmIRT56j7La9vU/YcQaKlVQt1o83JEfPNQWF6OmsZuJU5B5T1Yx1vHxDA0iEHbcwfq85VgL4HHHs5zYmAbludlI0uJfc4ym4eSAttUfpS2Gb9F2HOt8LWmSstc0xsPb7MzoNIhB54lqkGR1LuNF9ZB5dEV1k48JO6vVdcaR+xT5aCvBktyslS6ZSNveaQ/XiICedlZyF7gQWFNS3zf8EQEKtiC0vIEIeUoBnWUJStPldOJlH1V9tpKVb6VO0dlotJ5ovftWaAajR54613odiCnnRTWecRUhLV+SXxlHlQikzCEaq8wJOwad07DMzMqdhG8fNSbYirCkt/o5P2pCsubrbxF5XUoYV5khXU1U/HAoq8zYQZqlaB60aIq2ZBKp9xFduGyn9sIB+ZrL1j6R2O98+T3EckPIywce5yke3aCdA+IyHlbVKWrGiuluVhkD7lH5a1DekmahhtDznTOcxH72GeMpkQjWpxCo7Z70mmqnrdW90kGdJeBV4fWA2jMz1NefAihQDcaawqN/ktPIWpazIF2DgIVda+y33p23VWQWMzkXtusNA/50W15/nKvcc8ueelwrpDanpug8WVP5wTCKvce3XA0yn5+rR+DqtHmXZSscUVmKimsc5SBbTXYFh7AYjCVULD2omJEK1VhtR8nfa/W78h1VSXqkUqjG8FAC7yqQnKsNExhMzxn+ZtFURWX0z1GUxoIkxfW6OcdROMy+/XsYhktiPHplKKw2itduxgkyKM4sRxsxDJ7pR31dw7CmqCStzNhnksEIpw3sVTPGxe6N2ndk4MQyaCyRCF6iQh4c5UHm0Sgou5V9oefPVn6y70m2DcRYVWU+8/KdgiTR+Wrc5rLvUcJq+4CMRp1YkskI1p4ydlACuucpIRk88z+ugijhFVa08oTawkeRnBwUPdJDQ7KiExbv5/JhJWs0F5haO+yCr7gINrKFyFr+TZ1br/NI5Hj21C1LA95eUvgtfVfRj4FkpHG2aqijXyKIiOB7X1Z8hzJhVXEJLGgOVLdp988Xoeh82vQrZ7D8BrsYmGvrI2BWvn1yrtQ6dddqyrYyQirzi8PqnxBDLaVY1HWcmxT1/bLICar3ziKpldToxoo6rqBbd5orz5KWC2vWt3jMSOfgy2lKu9jRyRHM5LnIXS3tCFgCakSxpq8+DKiKSOd8xL0Oco95ZWiypuLBRL6DZc5KR9ZWCZpaN7f4GBAXbMepfkLkJ2dh+X1Es43zyN90SpNa/2DCEn4fjCIllJV1jwqvyQtGguRbe4fVPcTHuhmvxdhMq9d7jW3VHmzx8z7Mc+VZeaRso9Z24PdqC9chNy8POSo52sJqG1O6Rx330Lj3rMLG430UH8XVHmZvcir8t+4F2lEJosQkJlJCutcpIhddnlc6zhKWFWF21bqwYI//Cq+miV9XcIceKri+4tSFlYJS1Z5kCP9jZ5CFErFKOf0jv9Nq3VvobZS5OTGfocYRKMS5yX1hhCnQ1h95dm2z3iCaKvKx4JslSZx/VwxYinC68kx009xUsIq4dEqHfaU6xUWGtfO8agK1sn7E0oDRaevcVy9PToRJazq3P56FOaqe8wz7jF7QT5qxhkxG87zUACNXiNPw2UkUX7GXDduX3YOciRNw+eKpmep+TsnF3nLvKhtcfruMwR/fSFyVVp9+9tyfDYW5FehRsqymWY1NcYnMDrvtiXwhOV+EpVp2SeD4rKWwmPdnzpXaVWpcV4lsEvD23OxrMrouw80qusuUI1C8zmi0zn2voXq3gurUFVo5KPOn5xlqKpZjrxstS8vV6VXBgwYIydMCutcpIidg0cSLaypU8JRlqilh0a4d1b0JWnPQ3kzDvvivpNNcmw6KaNVY7//nSgnlefiBSbyWOU7Y90n7LBvJug4HsCgkX4JRHfaKCOclRfrGHInM50U1jlJP2pyF6G0zRZCGmxDaaJRpqFutLSJ4A7C19YdXfnJ3y3KRU1MWNlVBltQXjPZ712nlwEJzy53GBmr09cW8lZMeGxaaQwGWp4wfKg80Colfskq7Ennud/oQ48TZImOJP7UaWYoA7Fy4W2JbWgag9AiDdAA2trkvpXH2eZz9sYnwVB3mzECOSiziyWPHpCzjxTWOcpQt/E5Q06u9GfmIicrB0tqYkTTZLBxGXI8NfD5laebk4/6QAi+Gvk7I5Tr9C3nvGJQPqnJ02E8mbLOHqYObluut2dlL0BhrR+hJMemk3IfRj5nIy/B5x+agUYsWyB5HL/PlTy3Pj+ScK5KB+OeVDlcNo6YzwTNe81eIPdpUIeTbTOG6RHM8jmTX77jzUVVsk+vUmUogPplKo3r/fBV5enruSXYZGaQwjqnaYaTJhNSsgZYZFplOCO00tGhUjXTKSJkSY5NJ93ILxfzXGatMtJBmNke2Wy6V3J2kMJKkiRJki6SwkqSJEmSLpLCSpIkSZIuksJKkiRJki6SwkqSTpSFqRvd+7yCJMn5QworSdoYCvhQX+6FV6+sMgi/f+ITapDkZBjqbkRLopm2yFlFCquNkflqo39PmicOoLe5C+857bN4og99O3qSH2Pjuz1b8U6PaQ/0oLerDx+q3++p7Qe7TsQdP2sY7EZjW2R+YIMhtFWVJp7Wz2V213tRI9PohYLw1RrT4uXkR75ptNOV8hHDdJzTkeKNq7Se3okrMpkhBAOJ5+NNni+yFGIeljmu0jQRBtG4LBs5hdHL3IUGg1GfP0nDL9UyEgwkvic5T5t/anMQu3GOuUoKq432Kf8mO/1fFE/swKtXFWD/gMM+iwc2ovMqL95x2ufA/o2L0fFAl2EfqIPvyw/oF/FY3fXYtcbcPq0Mwe9zYc1ImcA9bhpGmQVngZ4/NX4x7zRw0I8WPUdwNvIKa9AWrsBkDuRcPQWeJbKulI8YpuOcjkyw0sqEKZX8BOZjzlQGtxUiJysPVQnmT06WLyF/NwKBbvgDgfi1YydK+Y44alv8nNexq+EMqutrIR4MRBZKUJQJYjxZssSf830nnf87RcaeIxQMzorZ06aDFFYbXRfW033Y9/Wr0d3ltM/ge80F2HXVl7EnyTFR7FqDXV/biKPW76tuxD4R7nb1e02789+4RPmQPm6brxwLsnJQapvKb3I0lmCzL3wuc7bKIt71MjVg0sW83aCsMJMFj7cR3U4VZGAbam3T31FYZe3UbGSNs67r7KBqHHYnnmkqYb6EVJnJU2Wm1qcagDl6Efip9MkHu9vQphqpEXEVYY1eSShKWEPqnVmQjfxGn15lKfb6ge7EDV7XhTW4DYWqQTp1z31ukMJqo/vCehrvrLkKvq19jvtOnz6BgzdfhV1XX43OjQfi9n/UtwN7H3gAe5sP4IS1vU95qVep429+AK9+7Wrs+uIX0XGjF699/cuO57D4kcM2i077ZBL2rHzbVGuDLfAucJ7qLqhaqrHbJs6YSkQmsJe1PfV8tRJuUx5jePWZ8TkYnHiIqlu80hQnis9oYRXPJ1kjxC2PNRREMG2NnZDKjzzkVnU77JteJs0X1dg0yss4aZ6UqnyXqrInUyvmGgJtlHN5J6JXcooSVqF1/QnmxYSEVZ074NDYjD1HoK1tDjSy3CGF1cZxhXXQh5pS5z63RJQQra8ugeCd2IHXrlYe51blbV5fFy0afVvh++LX8KoSVhHQjjVdui/19Ol2dF+1GF1rHkDP1h4luAPoq6vGno3teNf+9zaeUN5sx9VfU15xfB9sqOsBdF69CN3tAzhp3xdTOQfUS5TjWQJPdvQi1XG05orV88PWT2h+WL2AeZvxW4Q9ulKVSdNTWwEn1F2FvCRhsMQMaHHPd2x1B5RXUh5eJzN1EVTeUK0sF2Ysb9aWJHQad05V3moLa1MXQFlKbom1hF1ksez446KFVaIOedmyzJkHhXrQVszxKVEJYc0SPS9wVnZe9AIQk6Us+q3KmzurHikPe3mesTxbzhLbcm5q+zJJsxzkLitFvS8Q17CaSF53q7yuTbqkoQP1KkhWfknkJLKWslw7qbA60uj3zZZl6TyFxriBmGNSF9ag8oZlycEqY9EA274JiXMUZR1aWeZPliCcWB0xW0hhtdH+Ajm/TG0ozYpdHzG+VWnnoO77dA7RfrjDi103bsV7p7uw58tfw94DkX1Rfyd9qVevQZ/eJ8J6Pd7sixybnEY4etdV4hlHi6shqmq77Pv61sTeYKBWCarx4utJyRfZw7KxC3+rdNOrmBirhEQv0pzq+qRGWDj2OHmRsxO9yMEW1DZGQl+RMFh8P5VmovU4A9ZCBDHbzWezhN+5fDhcS9JOLygfVMKjKqIkXnf8OaWSXeI4Yb5wsKUGNT4zfSUsqLydZbW2RcHtlOe1lkmLElYJ6eahXDWWQoFuNNYUGoO2dIUcLzJ2RlWs5sL5bfJu+GvUM0f3l49fCTuXDaM7IH4JxDAHVb47PrP9vTQaTLneFv38g22l4YXhdVdGYaPy9oLwt1mLqy9Afml9uEsgPl+i71X2W++/rOsbXy4MSsPRcdWhUJtqQMjarbKIejdql9jOF3NtScf488v92CIQgUbk6wUgQuo9aERNoaynq0SssAYt5riB8fKju7Em0ggM+dFtlUHbexN9jgT1oMN7FmrzIju/VjXgAtjmXYRFGRCVcJvzVlgD22qwLWa5Jnshjn+ZhOoFXRL78k9WWA9gr/JEX9thCN3RjV9TXmm76ZWaorvIi4MH+hDc+HXsKmg2Rw4fwJvXT0RYhepvYsQ1WlTrjD7bBIx+gQZVC9/+vPZKJloQ41/eFIXVXvEHVSVh/baLQwzlWs6iO0FhVZQKMMuhMh+/fMRfy1+bh7xac7SzuT5ruAKMYfw5k5Wt6DVsQy1eZC1PEsZOKKwOlMXbc5UHO07/qT1/g432vI7P5/iyEMtEZUMaNNkJl5zT+e5tc3juSNrpaItt4JnRQPaizdFTGoRPNYDs4wbi8yX6XmW/lUeJnzN5PRFsq8IyWYxeRxsix8mKQ8ttkRc5f3y5k/tJkp+KgW1e5CoP1lpjN3l+qPM5NGw1pyysIdXgzoK3xax7pUGW4J2ezZynwhodbrFof4EkFLmoVLVwB49FVr4IqgonZoDNeC9MlLDaPo8J7bhZD0Lqt46VEcRK9CJe6wkcrrsZvsWL0XljNfrCI4v7JiGsQru4flFxHFEd9MNvPqfRwqxBd1ClgVS6izyoDXtR9krGqATz6/06vbprl8S8VIkqT4OR9Jf88aDKp1rwbeVYlLUc29S1/TKIybESjfYmoyn5Y97TMTMfFeVcWZ4q+OSZ7HkcUJWuJ9tY7mxZrXrmw6oMyD4/alU+Wx54pHwoT8/6W+U1ly5SXnpjQNnyd92o8ahnqjE9KuUNL3FYgN5iXJnT50sQ/pYGR3akMtXCll+Flm51bSfBsAurFvh8Vf4HEbJWtFHeQ3eL5bGpyrw+gedrY1TFKhVkrvJYdXq2wBuTz8krcqGtbKg8aFHem5HPIb0kXlR/f5gxlXQUjfdyWVWVSieP8uzFGzSeNdiiPNYF5cq7juR70O+LeOtLokP2cfnir1UNk2x4leANBn2oUnls7JcQZ+J1Z3X3hld5wgHjmnH5JHmh3y9rLVzb6lSaATTKICXvtsi9CPX9mO+Lso9Z2wPdaKkvRf4C9Td5y1HfHfGWk+aH5GWiRtU4wpqvGpFJ3zNdhy7Saaf/ThbAn8DYidnC+Sms0mLPLo9r4UW1TGWxZ4+qZDxLw61IveZm3OCdCQirjNyVvtQT7ej+4iJ0x/R5Dm5Vnqnaf8y2LZ6TFVahTVzH8VQlpBUp8EG06c9QpH/KA68SqYi4xYilVAyeSMs7+uVNVVglRFelKzm5XmGhce0cjzfBN62SB4nOawhrTo5qrd+ihN68rxxPKapKJUSm7CW3YIm5XfoZjecTz2UZcr+kKk29T/qDtkUqG6t85N+Hlebf6vKhKvJCVZGJvUhVvnmlNUa/p6xPqrYnHYwTW+YkJJlgDV0dYra39KU/tlQJg762um5VzJqsdmFVFba/Xvp9s/Dtb5v3Lve3zItah/64RIyuWKWP1SwjOj0mL6yDKu9FDIzzSJ5ImDSxeDq/e8a+nBxbWYzjUnj0/9lYkLcEheX1zt+IWvlilRN5B2pUPouHKXlUVYsqaZDIeaQB6ugJCwNKeJfpAUrO92OWP6uOkTyL2i9lUJWnQtu9CNX9lFaVGu+LEtil5nZZi3mZtxYtDt+aJs2POC/TeZ+TsGZnJ3nPdLnOUY2dmvA6uDL2ILq7aG5w/gqrg+cQJawpM3k/mJ063Gt+gyoDhaIGC5lMNnrXHZriOk74N2Wa4c02h32B+iXILre9oEmOnRqD+tMP5wpW8iexmE8XDa/WSRwmyRiPNYrSxxkTXpO+yqzStujjpkjxwKzQYjSVECmRtEd2Eh9rclJlw4hUOHus0m0TH5UiU6CvXH+zHR8hsMqRk+imXg9adP2dyCDO01CwHzW5i6JHLkqrNNGoUwlN6f7YANraoisHPRAitwZ+2zZn9uHgmmq8c8Jp33TzhLMXNAkGJDy73CGUo9MzG17b960Jj3WB8sLn5NfGf4MqImMXIJWXbfLyh/xo8020EZWIyltrMzzLoK/NtVGOgcYqJQyJKh4z7G6FmW3bfVWemP7mAGpVw8Nx4IydgUbl+bSllj+Sv+GQpZ3iDat8NgcHJT82wsmWDelblm+c9aAp+z7l0ednJ+pHJZNTiWRurmqwxL4fxoBEJ+fDqAdtzkpa3rPZw3k7eElmJlki/Sm5eUZ/WlYOljiG3YxZd3KXt8CvCk+ufol9qMlTfyfhqumaFSiTGJRPaiSMk4VsPfowsk/6w2S7DovW+hFKcqy7tD73yEGu5I1Qh+qMEa/WMfK9YK4SHb8IsaoI3LifUKAey1Q5qPf7UJUn3/q6UZHIZyALVCWWxMsLdaNGwswqrfXz6nIs6WwIjeSFsS0beeUxoWEHyojvvHHySAbT5OVJ2DP2m2Z5J2S7Ef5rUd5q4mNNulI2rHyXcK6Z7/Jeyic/ccJApkzzszn9ba2Zrro7Zpn9c8NE9WB63rPZxHkrrAZtgwMmmPHWgBW3PL/ZRSvdHLwpczBMJF2SHJsOhgfjxN7H3KVVFuPS2UoLNyu1JOfU92HfPu71XSwb8zDfp4MJy1bMfqZ3NOe5sJIkSZKku6SwkiRJkqSLpLCSJEmSpIuksJIkSZKki6SwknOesiBz4zwc8k+S5MyQwjoJfjTQg74dXTiWEd+kks4MIeCrR7nXa6zuYZuikSTTzWBL47z7xISMkMI6UcpKMzdW42DzRrx6/Rr0meIaGrAvu3YCR3c0Ixie39dO2bfDti/62JNKtPe39zjOyjRrGOxGY5s58XyYIbRVlSaYktBtdqPeW6OncgsFfaj1Gqt75Dt9S6k46G9znspuCkzHOR2pGgxtDkudzV+GEAwknggjeb6E9HJrU/4OOeRDVW78tJKhwWDUp0cSSUm1jAQDie9JztPmMG0hOXOksE6QMvfva+3G73fWXI3uLvX7RDte+7ptQn0llrKAeVfzQPjvIhzA/oKr8Kq5qo11rHXO0wc2ovPLDzhOJ5Z+huD32ecBniT9tciLmzJSZm1ZMG0Tagz6W4z5W7PzUFjThkC4QjMm/JAp26wP3Sc3lWVypuOcjoyaA3gKlEp+Dnj0QZmQICsPVY5zCyfPl5C/G4FAN/yBwCTXpLUx7tvO+PmsZa5d+70MquvrfBwM2Mqruq/uGniyEq8vPP48zOR0k8I6Qb7XXICurSKYIoiLsffACfStuR57RGBtx+kJ9dcY8wLHsn/j4qiVbd5ZcxV8dX3m/i50X/117JvUJPupUj7Mj9+u16ZUnp21XNbkaSwfZ58r1lhXsxT1MnWd+j+tYTJZnSNLJjNPsEJLYBtqbbPyUFhlTdZsZI2zTNzsoGocdieerSphvoS6UZWXBU+tTzUAc5BduG0KaTqoGqhtaOu2X8dYDKLcNp91lLDKeroLspHf6NNTVcZeP7K+cDwprJlHCuuEeQD7b74enV/7Grqqu3Ci6wH4lIBa66iGKSvZJFg8/GS711hd5ms3Y88DN6Mzark4Wb3G9IRj/s5ison6nfbJBOj2ZbcGW7xYkMBzDAbdEIOYSkQmWM/2mBOiS7hNeYwTWCpqMDjRMJfMdZqdYHL2eGa0sMqMQskaIW55rKEggulq7GjRynWeh3uamTRfwl7mOGmelMai6nqqVCWUkdWMjNVf7AtFxHqs4etPMC/GF1aZ9tGDJda6wG4xg/I100hhnRIPYO/XvXpi/Y9ODOCEfTCT9MUmWgJOwr3XV6O3eaMS1o04eMDeP6s8WK8tNBzDo3XKE15UgP1hIY7wmPKmO5S3+2bsvqjKWV78HHiWeMb3HM35QvXyT8vqJzS5vCwWbq2PqtehjFouTYQvwYIHMQwp7zMvSRgsIQOyNGDs2rkWA8orKcc2c1/qIqi8oVpZbk2WB4teszOWceeUZd0Ka5MuRh3FYJux3Jwst5XlRUuitI8SVqOPUC9f5ik0Bm3FHp8Srfl3Zc7nvOjFKiZJY7L8xGvRToiBxki5XGJfpk3mV5Y0y0HuslLUO/Q9TySvu1Ve1zqumJSEEi3JqzUW5RhsxDJb3sm1kwqrI8fP05Q8Vr0aktW4Tc5A43Lk6eX/Es2fHqGr+TqHSGGdAo8pkXt1xwD6NyoP9kYvXrv+a+huN/tO+5SwXrUG78T8zbj7FKNDwzae6EL3InMt1Rhx1aJqrrPa4eRBmwzUKkH1tqiXRb2wpblYpF7IyItjXy/VWJIrXy/abKxqEb1uYqprqxph4djjpDKIXoHFxmALahsjoa9IGCy+n0pTxMXhXAF1jRxbX2qE0QujO1e28nwxy7LJGqiLZIL5oF57NNkCzfHnVI2JJMtqDbbUoMZnpq+EBXNzsKw2QSjbLqb230pw8vVk9iGVZo2oKTQGbXkKa9AyziCZqMpZxEE9p14xRlYHiukvH78idyobxmo8ydajHWypRa1tMe4wZZlHKy90g8laeWVQNeAiC4vrrozCRuXtBeFvsxZtX4D80vrwqkfx+RJ9r3bxkzWJnYVPlqRLsFqPLiOybrDMoRu94HvstZ2FNabcpZCnKQmroiyGbx9bEN5u+3t5Z7JzVWNA7lmvSqTEOFxmJ5ev85EU1smybyu6Cprx3ul2dC82+0tFMPU287fbwqp4ckBdL0Zco0W1HScc/s5gTDhKt6jt4mF/caIFMf7ldXrJIgxXIvZKUVrN1u8kIUy5lrPoTkxYjXVBsxxfenslF1/ZCmMqOEV/bR7yrHCauX6ofb+d8eeMDwVGGECtJ+LBixeQtVwaP7HHmUwkrA4MbPMiV3k7SddCVbTnr1TAkfSMz+fxK/IEZcPqEnBsXEj6RC8zGGa4DBnRlqgVf9rU83vbEqSVLFafHzVuID5fou9V9lt5lPg5k5V9WTbPay44L16f7dw1eVhui7zI+VMpd7GMzdPx88OisW5x7IpJ4b83ozz2xp89PSaXr/OTFNZJUUb23mgOMFJepDUQScK/CYR1sOdARPCmIKzCKHH94heN/5OJavgbzhDaZD3Fmm4EBwf1C7rIvm5m1ItjrvdZL9+ADqK7dknMy5uscrFXYOKpeVDlC2KwrRyLspZjW3BQiZQST8cKMdqbjKZR+ep7OmasqiGUc2V5quBT5x08rK5jbg+oSteTrcTQ9P6Cg8fMfX7UKpGzPHAJVS8qbbHtV/TXqsrcvO/Bw2pfN2o86pms9U9VJbTEYbF8i3HnVF546aIE4e+YRcu1sOVXoaU74NzXZxdT07tsUc9+zLr3QDda6kuRryr37LzlqHfyAmMYVTnLOWV5REnPGK8r7lhHRspGoK0F3UFTLJUnuW25SkOnz1lCcp0EIW8trMtQVaXKjKfGyGf9rEG0KI91QXmbSqfISlVBvw+NNYXwyLKQS6JD9nH5ovNZCboSvMGgD1Uqj439xrktbziag2hcpsphVZt6r8x7ib3vkLqP7hqVr6q8a285cn8GA2iUQUrebUnKXWp5mjQ//LIuqtV3HFJlq1CJfa56v4II6RWBjOfMyi9FuXq3PDU+dT/mNePK7CTydZ6SwjpJfnTiRLhf9FjdjUYo+OuJQsEy0tc2IGmKwiqMEtdxPFUJaYXDltJ3JyEy6Z/yeFEftZB2jFgGtsHrsfr5FCclrBKiq9KVXFaOB4WFyoOQdR3VtZ2/aU3glYb3ZSMnR7XWb1FCb96XrP9ZVSohMmV/9avmdumTMp9P1s9dJuuSLoVH78uBR1Vo4QaFhLw8Kk2W3IIl5jnlXkurlDDLfWd9FV9V58srrTH6PXNyYwamONA6p2epcT4JSSbqr5Lwod3rlP7YUiUM2uuJ/x4y2kuVcKhHpakHS817l4Ezy7y1+jve8N+Mw+jKWfpYjXwy0jI6P1IXVll03X4e6Zu294naaI9sOO7LUflunceBK+9Tx8hvdY28JSgsr3f+RjQ2r1U+e2uqUKjX7lV5VFVrvh9J7lWfR/rMlxhrkdrvw8ac3GWR8L7kWdR+KYOqPBUmK3ep5Wni/Agh0Gj3nrOQvaAQNfVVWqC//W3ZZvRHl+tvvY1jwowrs5PI13lKCqtLPHliwLnSTCMtcU0e/p0AzfBmm8O+QP0SZJfbXt4kx06NRrjKOWQq3m9iMZ8uGmtQOlTak2WMxxpF6eOMCfXKp0tZpW3Rx02R4sk5h4slnB49CCzxsSYnUzb03yTwWCU6YA0IImeOaXvn5x4prLOcJ5XnnGig0kQZkPDscocBOdLKl89XbP1fCY91gSIcOfm14QEnYYrI2AUoIGEu9X9IZh9yKwwVQFubiEYI/jZfwr7LiTLQWIXaqOiAnWbY3Qoz27b7qjwx/c0B1KqGx/KogWTxDDQqLz7V0bx6kIrTYBzpL5Twq627IOGxEU6ubIT0ALlc1WCI/Tt9voT9qOR0MZ3v/FwjhXW+Myif1OQhNycL2Xr0YWRfcNtyvV1CQoW1foSSHOsurc89cpCrrpcn1KG6PJT7LHEyRjXnKtHxixDnVrlyPyFfKXLlMyS/ap3n5KIqfL2pUD4DWRA3aCSKoW7USJhZpbV+3jwJXUs6Kw9BNTAkL4xt2cgrjwkNx1HSRp1jnONkME1enoQ9c7AsarpHH2r0diPMLiNEEx9r0o2yEZcGeTrcKGmgR6k6/Q2ZXk7bOz+3SGGd97QGVTgIiB7cYJ+aLcmx6aB5fYvzwWMxwswWbelspYWbFVuSc+r7sG8f9/rulY2EaUDOAKf5nZ8jpLCSJEmSpIuksJIkSZKki6SwkiRJkqSLpLCSJEmSpIuksJIkSZKki6SwkiRJkqSLpLCSJEmSpIuksJIkSZKki6SwkiRJkqSLpLCSJEmSpIuksJIkSZKki6SwkiRJkqSLTFlYCYIgCIIYHxRWgiAIgnARFFaCIAiCcBEUVoIgCIJwERRWgiAIgnARFFaCIAiCcBEUVoIgCIJwERRWgiAIgnARFFaCIAiCcBGuC+uJEydIkiRJcs4xVdBjJQiCIAgXQWElCIIgCBdBYSUIgiAIF0FhJQiCIAgXQWElCIIgCBdBYSUIgiDmJE6ePImKigoUFBRMiiUlJTh+/Lh5ttRBYSUIgiDmJLZv3+4omBPh7t27zbOlDgorQRAEMSch3uZUPNY77rhDe70TBYWVIAiCIFwEhZUgCIIgXASFlSAIgpiT4OAlgiAIgnARHLxEEARBEC6Cg5cIgiAIYg6AwkoQBEEQLoLCShAEQcxJcPASQRAEQbgIDl4iCIIgCBfBwUsEQRAEMQdAYSUIgiAIF0FhJQiCIAgXQWElCIIgCBdBYSUIgiAIF0FhJQiCIKYPFz4Gav83sFzJj1B+y7Y5BAorQRAEMT14bx+w+gsRUbV4/58Y++YIKKwEQRDE9KDhRtNL/VvDSxVW/7mxTfbNEVBYCYIgiLTi8uXLGDnzIVDya4aInhow9yjIb9kmnuwcAYWVIAiCcBVjY2MYPfIqRtofxMjmJbh8z+8b4nmzYiJhvedqc8PsB4WVIAiCmDTEGx394BBGuusx8tTNGHtggSGUDhz1/qLx+6G/iISCpX9VbRup+4Z5xtkP9YTxoLASBEEQThgbPoPRQCtGd6zG6Po8XL79c1HiafFSyW9g6IFcHN70HTx9/wq82rkLvTsfx6er/zDu2BE59tAbuHTpknmV2Q31VPGgsBIEQRCXx0YxeuwNjHbWYOSxb2KsQkTxM3HCeHnlVTh73zUYrPkGWtb+K17d+Qxee+01vPnmm2hoaMDhw4dx7NgxvP/++2jd1ojRDX8d9fcX7vhNHDkcxLlz58wrz26op4oHhZUgCGJ+4cqVKxg7NYjRvU0YeXoFxqoW4crKz0YJoGbxT+DC3f8RoR/8DTru+wb2PLMZXa/48MYbb2DLli0IBoM4evQo3n33Xb1sm+iHCObw8DB27dqF0dFRHT6W673U2oLRO4wBTYPP3I8PPvhgTnitFFaCIIh5iMsXz2O0TwndzrUY3ejB5dLfjBdRxZHbPodT9/8Zuiv+Fnsbv4+uXS/i9ddfR11dHd5++20cOXIEg4ODeO655zA0NISzZ8/i/PnzaG9vx8jIiB7IJHjllVf0/xbE/vTTT3F2+xp9neHSLyiv9bD+29kOCitBEMRshgwAGmcmoyvKQxx77yDGdtditOFfMHbfl5Tn+e8jf2Py8i0/g08qcrB/9WIceOwuvLajSS/0/aMf/Qi9vb3aGx0YGMCzzz6LDz/8EB9//LH2Rtva2rSnKd6oeKJOImqHZcuxn3x8EhdX/oK+/uD2Ku21iiDPZqjUjAeFlSAIYhYg0UxGlV/CWEcVRp+9HWPVubjiNYQrmp/Bp3ddjUNlC3FoczH2/PhhdPk6sXnzZuzfvx99fX3o7+/Htm3btNidOnUqLKIXL17U4ich3VRF1EKsLZ7tmWfu0fckXqtcc7Z7rSp140FhJQiCmAVINpNRDMdW/hzevfOPcGzjP2Pv4/fi1fYXsGnTJj3AKBAI6AFGzc3NOHHiRDik+9JLL+lwrXijEtKdqog62dprPfUhxszRxYM7arQ3PJu9VpXi8aCwEgRBzALIpAoinA4TLlwu/km8V/33CNTdgdef/RE2btyoBxgdPHgQhw4dwtNPP61H6YqISR3/4osv6gFG4o1KSNfn85knNOCGiNpht0W8Aw99S9/3ubu/OOu9VgorQRDEbEUSYb1U8pvYt2+fHmD05JNP4vjx4zqke/LkSS2iIlwiaOIZdnZ2mn9swE3RFIxni4hrr/W2X9H3fqx146z2WimsBEEQsxVWKNhhJqMLtf+Ajz76CK2trbpv9MKFCzqkO9MimsgWkf+k+U597+eV1yqf7MxWr5XCShAEMVshg5fu/LwhrjZeXvvHuBQ6hJdffln3YVpwSwQtuGnLfbbveBaXVxnTHh57cbNuGMxGr5XCShAEMUtx+fwpXFl5VZSoXnz06xj9ZMhV0RNMh6291qdv08/xSfmXZq3XSmElCIKYpRh9zgidHi/9Yz2FoHxjKkLkhsjZMV22fL7zydAJjKz8Of1cA22PzUqvlcJKEAQxC6G91VsNAdrTvFEPUpLPZCT8a4dbomch3bZ813r2yZX6uc7c9+VZ6bVSWAmCIGYhRlvuNkKmlf9Ne6siQPLdqR1ui9502JbXKhP7a6/15UbdYBgZGVY0DzQx0t+H4wmc2WT70g0KK0EQxCzDlU8/wZXbfkkLz5tP/UB7qy0tLVEhUzdEzo7ptKWv9Z0H/0E/38f3fcXwWgMN8FbvRuQJR9BXV4yCkjr0Dpubwki2L/2gsBIEQcwyjLbeq0Xn/JocPZevTPZgD5e6KXKC6bblk6BPPjwe9lqPvtKsvFYfago2otc8BqFWVBRVoKGpGt6KVoTMzRrJ9k0DKKwEQRCzCFcuDePKHcb0f/uaHtDrndoH+LgtcjNl6xHCW282vNbv/Xfltb6B5+66D51nZO8ZdFYWY32P4Y6Kd1rS1K9/J98HDPU0oLKsAuvb+xF2Zof70b6+AmWVDegZMrdhCD0NlSirWI/2/om5vRRWgiCIWYSRlx7QYnNhdbaeptA+uMctUbMwk7b0tbY//2NcWfmzpte6FS1r7kSLdJweb0JJRbuSUBMj+7C+uBo90rYYb19ZA/qGjqO9sgjVeuMIeqqLUd15HEP76lBS0oTj+tASlDX0Yeh4OyqLzL9PERRWgiCIWYIroxdxpfQ3tNC03P8dPXm+5a26KWqCTLBltqhPGr6jn/f09/4HXvz+HXiu/zxCrWWoaBXX8gz2tfboUG/vpiJs6pUocOJ96gcK1u3Wnmp/gxeV2v0dQmuFFw3i1A7vxrriOvTpQwuwbrc+Eg3eStNTTg0UVoIgiFmC0ZcfMkKjq34LXV1derJ6ma7QDRGzI1Ns8VrPnujH2Iqf1s/duqYYDe+cxAc7yo3w7shuVBdt0v2u+9Yb4jnUWpFwn5JddK7zoqigAEW2vteRviaUFRWgoMiLTfvMsG+oE+u8RSgoKFJCPbFeWgorQRDELMCVsZGwtxrYukYvPC4T1Xd0dJhHGHBL1CzMtC3rv36ypUA/9yu33IitewdwfmgvGsoM0SurKDOEstIUyuHexPumCRRWgiCIWYDRVzZqcfm0LAuv+HzaW5VVauxwW9QywRav9cz7R8y+1s/g6GsteoUeWdouU0FhJQiCyHBcuTyGy2W/o4X17Ya79Zqq27dv16vVWHBDxOzIJFv6Wg/f/9f6+U99/3/i2LFjGT0bk+vCKqvPkyRJku7xox1VWlSG7/gtPPvMNmzatAmHDx8O73/22Wejjp9r9jPPPIPDb76CKyt+Snute1u26EkxZI1Z+3HpZqqgx0oQBJHJuHIFl1dnaWHt23In6uvr9YLllrfqpmcoyFRbvNZzdcb6sycf/GpGe60UVoIgiAzGaM9WLSaXSn4DGx5ejyNHjuiRwLJ+qVuiZSGT7bGxMXQ8+4T2Wq9IX+uel3Dq1KmM7GulsBIEQWQqxFtdk62FtbPymzhw4ABCoRAuXrzoqmgJZoM9PDyMc5vzdXoMPfhX2muVbZkGCitBEESGYtTfrEXkwq2/DN/Lu7S3+sknn8Dn85lHGHBDtOzIVFu81rPHenGl+N9ntNdKYSUIgshQXK78z1pYj9StxP79+/UAml27dpl7DbglWhYy3ZbvWs/Vft3wWv/trzPSa6WwEgRBZCBGDmzX4jF6x6/B19GmRwHLd6vSt2rBbdGaDbZ4rWcGDhpeq+LRNzszzmulsBIEQWQgxr7/FS2sRx+9Gfv27dOfoEjfqgU3RMqO2WSLh3rsvlydPh/92//KOK+VwkoQBJFhGH37JS0aY7f9CjrbWtHU1KT7Vi1v1U2REsw2W9ZrPXvkTaD4J8Jeq+iUeLOZAAorQRBEhmHs367Vwnps83dQV1eH999/X69PKnBbpGarLR7q+Q3XG17rD6/H4OBgxnitFFaCIIgMwmhQCYd4q95fwCMPPYhgMBj2Vt0SJQuz2ZY+1c6nN0e81v27tVZlgtdKYSUIgsggjNV8VQvrG/d68Oabb+K9997T3qqboiSYC7b2Wtf/L51eH9bckDFeK4WVIAgiQzA60KNFYnTFz6LzxRbtrZ49e1b3KdrhhijZMVtt8VrP9L2m0uwzuFz8kxnjtVJYCYIgMgRjG/9GC+u7G2/E3r17tbfa3t5u7jXglihZmO32Sy+9hOEaY+WbDx/+x4zwWimsBEEQGYCx9w5qz0vWHe1sfVZ7q62trXo9Ugtui9JcsGO91v6De/Dxxx/PqNdKYSUIgsgAjNb+nfa63n84H2+88Qa2bdumV3Sx4IYI2TGXbFnl5v2K/6bT74MN39DLyc2k10phJQiCmGGMhfoi3uqOH+vvVsXrsrxVN0VIMNfsl19+2fRa/x0u3/IzM+61UlgJgiBmGGN1S7UohNb/Ix599FG8++67YW/VbRGaq7Z4rRf+7S+NdNz4Te212j3+6QSFlSAIYgYxNnTU+BZzxU9hc9Ua3bdqeVtuiY6FuWxLX2tX40NxXqu9j3q6QGElCIKYQYxuuVGLwdur/wI9PT3h/kE3RUcwH2zttVb9hU7PE4/cOGNeK4WVIAhihjB2+l1gxU/qmYNeea4h7K3yu9XJ2SMjI/i4t0ML69gtn8WR3r0z4rVSWAmCIGYIo1sLtAgMVXuwZ88e/Q2mrDdqh1uiY2Gu2/Jd64V1f2Z4rbX/HNVfPV2gsBIEQcwAtLd6y0/r/lXLW33hhReiRrK6LTrzwRav9cz+nTPqtVJYCYIgZgCjT92sK/+TP7gOr7/+Opqbm6O+vXRDZOyYT7b0tX5Y9iXDa320YNq9VgorQRDENGPs7Af6m1X5dvXVZx7D1q1bcerUKT2yVeCmyAjmm93R0YEze5/Twjp668/jyFv7cebMmWnzWimsBEEQ04zR5lt1pX/qwb/Epk2bcOzYMe1lCdwWmflqS3peXPtfdDq//6PvTKvXSmElCIKYRlw+fwpXbv057a02rLsT77zzTthbdUtULMxnW/pau+vvnRGvlcI6G3DhY6D2f+sCoim/ZRtBELMOo8/dqd/jwbL/gtdeey3srbopKgLaxnetYa/1sf8bXts23aCwZjre2wes/kJEVC3e/yfGPoIgZg0uXziLK7f9kn6H9zRvxNtvv42TJ0/quW7tcENU7Jivth4h3P2kTm/xWg+/fVCvb5tur5XCmuloMGZlQe3fGl6qsPrPjW2yjyCIWYPRHeX63T17/yLtrQ4MDOjvLu1wS1QszHf7xRdfxMWK/6TT/b364mnxWimsmY57rjZE9NSAuUFBfqttV9Q+axQhQRCZjcsXz4e91Z5tj2hvtaWlRXtVFtwWFdqv4NKlS/h49xM63Ue8vzQtXiuFNdNx9+8lFFbc8jO48OxduNC7U3//dvHiRS20V65cMQ8kCCJTMPpipX5vP6n8Cnbv3o2nn346PBJY4IaI2EE7Yp87dw4fl/y+Tv/3Hl+Zdq+VwpqhuPLpJxhrvdeYmUVE9KG/iISCpX9VtsXw0v0LMPxkMYb3bsPw6Q90wZHW8HTOOEIQRDyujF7ElTs+p99T/1M/QENDA4aGhsLeqpsiIqAdbevvWru26PTXXmvfW9prTZcTomrkeFBYZw6GoK7Bldt/NSyYV5b/RPi3xU/Lfh/H6pbj/Qf/Gqdu/Q217TPRxxT/BEbu/SNcePxfMfzqYxj+8BiFliBmCCPtD+r38vyaHGzcuBFHjx7ld6smpssWr/XSPX+g8+G9J27D+++/nzavVdXA8aCwTj+cBHX09s9h95q/Q/dLz+Dsg7nh7Wcfvh6HD76BQ4cOobGxEX19fejd8woONa+Df/X/h4/v+SNcLv6p8PEWR+/5fVzYvBTDHesxPHhQfywt/Q8ztco+QcwHaG+1VBq//w7bH/i/CAQC+Oijj3Qj1y3RsEA7sS11XU/tHTofLt32ORw59DY++eSTtHitqsaNB4V1+uAkqCO3/wccrv0uNq1/CAcPHtStW3kRZXSbFASLli0TTH/44Yd45pln9LEymXfvvr1oeagEA7WF+OjehRi59RfC57c4VvJ5fLrBgws7H8Bw8DUMqxY0hZYg3MWob71+307dfjW6urr0Oyrek5uiIaA9vn1O1Zdhr7WxJG1eK4V1huAoqHd8HocfXY5XO3dhy5YtYUGVl3DXrl1RLSt7oZHQrvQhSAGR8JL0HchowxMnTuiPz0VoH3/8cby162kc2XI7TjzwVZy99T+Er2vx8qpfxMXqv8Twc3fjwlvtGP7kDAdEEcQUcGVsBJfLfke/X71Nlejt7dWNYHlf7ZiMSNhBOzVbHIczL2/S+ZFOr5XCOs1wEtTzt/4qgo+uQFdnh/ZQZbSgJagibD6fz/xrA+MVIjlexFD+VkYLi2crU6Z98MEHer3HJ598Ug/1P7i7HcGn1uLAPbk4W/ZFvdiydU/CK7f8DC59/08x/NRKDL/5DM6f/kiLN4WWIFLDyKu1+l36tCxLv6f9/f36fbRjvPeZtrv2izt3YqTM+Izx3aa70uK1UlinCU6CeqnkN9F539KwoIqH+vzzz4cFVcTLrUIl4V1prckiynJ+yVNpOW/btk2/7NJPe/DNPdjxg5U4tvGfcbLiv2Js5VXhe9VUwjuyNgfDjxdg+LXHMTz0ri6QcQOiZOQyp2Ak5jmuXB7D5dVZ+h0IPFGh3/Ht27fr99CCW++3Bdrj21K3ntm1QefLxTt+HUeCfa57rarWi0esqAqJycFRUO/8bfTVefHIhvU6NGTvQ7UEVeBGIbLDbseGj2VyahF1ab3JbDA6fLylHoGdj+PIj4rxwff+AudX/nL4GSyOrv4DXPjRNzHcuRHD776FT490cwpGglAY6a7XZV+8VV9nJ5566indqLXg5vssoJ2aLfXruU/O4txtxoCyd5+6R3ebSd3rFlSNFw8K69ThJKgX7/wd9NXfji5fp+7zTLUPVZBuOzZ8vHPnTj2HaSgU0uHjpqYm3Qjo9T2PQ0/cjd6y/4FzpSKg0Z/5XFn5WeM3p2Ak5jGuqIbr5TXZuty/3XA36uvrdVeMVXm7/f7Snpgt9e2Zth/q/EmH16pqu3hQWCcPQ1DvjRLUT1b9Ot7eUqozV8Rpqn2o02VbQhsbPm5ubsaRI0fw1ltvYf/rr6D1wZtx7IdLcXr1HwM3G8/sOFOUeLIEMQ8wuteY+P1i6e9iw8Pr9fsi75BU3G69nxZoT9y2vNbR0t/S+XT86QpXvVYKq0twEtSLd12NtrU36oy0Qr7p6kO1kE5b+mklfCzfv8ozyGc+8jwyPZg8m6wred5rjjZ2ENbLJZ/XYWcRbIKYy7C81V2V/4QDBw7oyI+8826+jwLak7clP/wbbtb5dKHkt3E4eMg1r5XCOkU4hXylT+Xtx8uwccPDM9aHKki33dnZqQcuWf20Ej6++OjXjXRIMAXj2U1fx6n3+rU4u1GACSLTMLr/WV3Wz3s/B9/Lu8LeaqZGpizMFjt+GsgQ+vvOTPh8kh+fnDkd9loHf3yfa14rhXWScBTUe/4AbzXcg1dUhmVaH+p02PJ8o8fewJXKnHCaWLx4y8/jitkfO7bql3G65X6cPXMmaoQkQcwFXK78z7qcH66/Dfv379feqrz/drjxvtkxf+x+NHmrUfeybf+ZdtxZ8F2s6wyZG1I/n4jomRe+r/NLvNYjh4OueK0U1gnCSVBP3fa7CDxRrgV1NvWhWnDb3t2+wxi8ZKbPe/f/Jd47HMBg9/M4tyYiuhfX/BFO7W9jeJiYMxjpfUGX7dE7fg2dHe3aW5VI1VxvVNuRbvuJigJs6jUNjKDpvu+iuLoJDRVerN83PKHzSb68tPOFiNe67XvhsP1UQGFNEU6COnzPH+KF7xXojJoLfaiCdNiSDhIulkkqpNFx4pm1GFn1K0Y6Fv8Eztbm4/T7RxkeJmY9xqoW6XLd/9hK7Nu3D88++2zU5ANuvE92zEc71FqGys4zhv3091Bc1gztq57pxJ2F92D3sN4FDPfjkYrbUVbZgJ4hY5P8/VBPAyrLKrC+vR/tytZe67Or0V74d7ir6K/w/N7Dptc6hJ6GSpRVrEd7v3XS1EBhHQeOglr+n3Bw633YsGHDnO5DdduWPlnxTuWzg/639uGdNYvDK/eM3farOP3COoaHiVmL0aAq77os/wp8HW36EzV7WNHt92m+2mc6ldi1hpT9Mnqqi1Fneq+yX0S3pOm4skaw5Z7vorrzOIb21aGkpAnPyt8fb0JJWQP6ho7jkTsLUd0zovLnEnzrlqPq5i9g6Lt/jlXFt8GvvNYjT9yBsoY+DB1vR2VRNdShKYPCmgBOgnq+4ks40FipM3A+9qHaMRVbhFMGOr377rs49tp2nFv9n8Jp/Om9OTh5sEMLMBcDIGYTxh76n7oMD/zoZtTV1UVNlefm+yOY1/a+9fA+/Lz8wPqCTRBdfbl5Mzr7lPINtaKiohUvvPICWiu8aOhXO4d3o+y730Of/G3vJhSs26091f4Gr+n5DuGHty3Hj+rvBW7+Iu7/9l+j4/BhvPFwAdbtlqX9+tHgrYTpJKeE+SmsMlI1wZR7ToL64R3/Efsb79eZyz5Ud2xphEjoV4eHn3oKJ5rX6AWIJb3Fiz376D/h9AljDVmGh4lMx+hAjy674q1u/OEPcFhVzJa36sb7Yse8t5+oQEmzBH97sUl5knXtSiSbvKhoH4JyWeG9/WEllcpn7WtCWVEBCgqXY9M+K5Qbwuay5SgqKECREmA5i5z/kjq2VI4t+Cds+u5P49hzVQgd3I4Hbi1S24pQoTzkicAdYU0iVBkHmVbPacq97+Vg7MmiKEE9d++f4LkHbtYJzz5UA27bUeHhwJvoq8iNjB6+/XM4vfMHerUehoeJTMbY+jxdZvfcez3efPPNsLfq9vtCW9nKY5VQsOD5zWXwKpEs8JahzGuIaF1YRCd2fsmv3h/+i87H4dIvRE3qMVEoBYnHhIQ1kVBl6tywMq2e3J/TlHsmz913DfY9VaVX+mcfagTptO3h4cFXn8H5e/4wnB+fVv5XnAy8wvAwkZEYffeALqeXbrkKnS+26Hm2xVuVRqMdbr4vAtru2vq71lMf6qiD5Oex5x/SDf7JNOpVzRWPCQlrEqG6vPaPcfGZOzKKWGWEG51mBpJl0vb+uEYvRsw+1Om3JX0lPCxzFEu4PfTj1Rhd+XNGfime+dG3GB4mMg6jGz26fB6vvQl79+7VM5HJNKB2uPF+2EE7PbbULWefuVvn57m7vxj2WieKqQvrPca6dk5ClZFMMpfthds+j5dffhm1tbXaU5V+ElkoXIbMy4wcFmmn17bmIpap4Ho6d6L3rv8ezr+R234VA09V4NChQ3pxAPvfkeR0M7RvlyqXn8HYLZ/FM1vrsHv3bmzdulWLq3WM2+8H7fTZEsJ/euuW8HiPg42Vuh4SHZD9qULVVvFwS1jF23j9njwc+eE3w5wuu7/m/2iKbf0WDnl/27hfhyn3zm38e/ahZpAtIZjW1lYcP34cg10/xnnVgtR5p3jhewtw6q0uhoeJGcXo5iW6PL73yLfwxhtv6PWNJepiwc33QUA7/bb2Wpvv1PkqdY6sVz1Rr3XqwmqFgu1CJb/VtqNrrtWehcXGxsYZt4/tfhYXy40Jsu0cvfeP4Humnn2oNmSCHRUeltHDT9+N0Vt/QefZleJ/jzN1/4zToeMMDxPTjrFQn57g5MrKn8XLLzyjv1uVdY2tRf/dKP920J4eW/Lv3MkQRsxuqGOtj0y4r3XqwioDlL5nzI1p5yelWTg32Ks78YUy8Mf6PeP2h8fx4X1/Gr7X0cfy4dv5XFTF7FYmWaA9NVtC9OKdynRjR3vfQHD1n6m8M0YPy/Rxp9vWc/QwMa0Yfeybuvyd2JCPRx99VA+8s7xVt8s/7em129vbcfbp23T+frL6jybstU5dWAXipVqeq+IHD+YZ20y4/dC0569tjR7W4eFXnsbw3X8QLnc6PPzOawwPE2nH2NBRYMVPam910w/W6pHAsoyilDs3y7uA9vTb4rWe/eh9XF71i7puOfbSo3ot6lThjrDa4MZD2UGbth1iR4eHn0ToqbsweuvP6xfgSvFP4kz9TTj9wXsMDxNpw2jDP+vyFihfjJ6eHu2tDg9PbAJ4Ae3MtaWOeecHxjKYlteaKlwXVjvcfEgBbdp2RIWHD+7B4dUyAboZHi75dZxq36BD/9b6jQThBkZPHQdu+WlcVo043/NNYW+V363OLVvy8+wHg7h8y2cjX5MIU5gAKW3C6vZD0qZth922jx4+7mtieJhIK0abvqPL1oc//Dvs2bNHlzt+tzo37U+PdOOKGQ6O4jgTIKkj4jFVYXXroSzQpm2Hky19IlHh4aaS8OQSOjy8pRAff2hMM8fwMDFZjJ39QHurMiL9lecatLcqjTr7esJulGc7aM+cfeXxfzKE1GmmPhlXlACuC6ubDyWgTduO8Wx7eLj/wOs4co9t9Pedv4lTHZsYHiYmjZGnV+iyNFTtweuvv64nM5G+VQtul2faM2tfvOM3jPrDYZ4GPZVvArgurHa4/ZC0aduRzJbvke3h4Qt3/X5YYC888Kc42bdHV4jWN4cEMR7GPhnClZWf1WXo1Wce0zMsSd1oeatull8B7Qywk80sKPsSIG3C6spD2UCbth2p2FZ4eGhoCE8/2YTQ1tswtvIq/VJcWfFT+PjxInz8UQifng4ZAxLkZRFm8upMdkgfz+HoATNE+jDyjPFd48kfXIdNmzbpae4kOiJwo7zaQTtDbKcJkMyZ+qY1FCxw7aFM0KZtx0RtKzwsc30e3f8a+u9ZGBZRmVzi8h3/IWyHmamrMwnkvuwrSsnvTL3XOYLL50/hyq3SZ/8Z1K8rwzvvvKPXEhZv1e3ySjuDbPVenS+LDIYMUyZFsnuxMVBHxGMqwurqQynQpm3HVGwrPCyT9x9/uQEXSn8v8qJMcHDCjEEE9PZfNu5PQlFWqEq2UVzThpHtd+l0Plr2Zbz22mthb9XN8imgnYG21AlSP8h7ZtULsi0J1FHxmIqw2uHKQ9lAm7Ydk7Ht4eGnnnoKl73mUHqHPpQrt/2S49KDk+Gl5+7Epe1luNSyGhd3VOBS61pc2vk9XHrp+7jY9iAudVTj0ss1uOTbgIuvPIKLXZtxcXcdLnZvwaWerbjY04iLb6j7XfeVyMttwQxXXX7kf+lBWfJZkTwnRz+7g8sXzuqyIN5q9zOP4u2339beakdHh3mEATfKpx20M9tOhrQJq9sPQZu2HVO1rfDw2F2/k1BYoz4KzxRa92RvMctv2Vb8E7hU9Wf4dPM/4sKPvbiw6yFc2LcdFwbexPCZU/pTIwldUnQnhpEX1uj0PbPuL8Le6ksvvWTuNeB2+aSd2fZ4UG9jPKYqrG4/BG3adrhpX97yfwxRchiccHrNf8WBhjXYUfmvOLjlbhysvwu9j92Jl+77JwR+tApvPXor3qpdgY41/4B3Nv1fvLPxO+jb8G10lf8tghv+FYcf/mccWf8tvL76OvT/MB9HH1qKgep/hP+exRj8t7/H8R9cj3d/8L9x8K7/gfce/Gu8v+46nPj+X6Hvrq/ggwcW48P7c/HR9/4c/Xf+Z5ysXISTa/8UY7cYg6+iwr7yW7aN0xC4fNsvY7TiDzHy0GJcfOyflAd9Fy6Jd3xwBy4eP4iL589qj1fEV7xeiq8qHxfP48odn9Pp17PtEe2ttrS0RH2u5WZ5FNDObDsVqDcuHlMRVrcfgjZtO9y239z+qOPqTJcq/l+8e6ALTz/9NI4ePRqm2DJnqMUnn3wSsii7RVk6TBbIl4kDZKlC+SRDBrpYfOKJJ3Tl/NZbb2k2NDQgEAiE+fjjj+tF9i2KffDgwTDfvvf/M+5RxP/gswbNhsBQ1XXYsW45Dj22Ckdr/g/eu/+rOH77F3Hhzt/F5Vt+Jur5EvHybb+C0fu+hEs//CtcfPxfcKmlHBdffRQX33oJn773Ni4On9MzXU1IfKWxMptGXcfer2qwnK38il7EXPLfGgkscLs80s5sO1WoUhOPqQirHW4/FG3adrhm64o0MjhhrP6bGD75vp6mTr51tWjZUrEKJRxo/bZsWVrKYrKlC2WJO1mlR/6XNTyFMrBK/pd5Z4Vi29/BHTt24PT7RzGmhC9c6ZuU9YRbnm7QA7OkASDiLusPi3iLIL/55pt44pF/w4GdW/HW0+sQfMyLnnv+Cu8/8FWcrvgvuFDy2xgr/qm488bzM7hc8nmMVP4JLj38N7i4tRAXX7gPn75Wj0/f7sCnocO4+OmFiPgO7o0ewWwxU0ddyz053O+Fkt/Bjk336b55y1t1rfyZoD277GRQpSYe9pfZ4kTh9kPQpm3HXLLF6/P5fPp/i5Yt/aFCmRDc+i2ffhzb8C1j9LLi5ZYyvPLidj3qWQZmifiLiItIyyCbjz76CNu3b8f777+vJ8wYGBjQnrZ41ELxoLds2YJ9+/Zhf9dLOLijDi9+/zs48uhyDD70DwhV/jlO3JaFi7d/Pk5wEnHszt/EyANfweW7f9fY5jDqWsLwIsCZxHDXgMP9ntv497oBJXAz/wW0Z5c9HlQJisdUhdXth6BN2w7aqdmWMMtALfGyRHhlAJN43iIQ4jmLZyyesIjvBx98oMVXpukT8ZXQtgiveL4ivuL5ivg2bfg+As/Xom9rOfprv4MDd/85Przvv+Ps3dkYWfUrhjBZtPp9nQaHZSKT3O/lu39Pi69b+WOB9uyyU4EqQfGYirC6/RC0adtB211bPGMRXwnbivju2rVLi68V8p6s53tw1za8/dzD+PQWY51cJ6G6UvxTCK36ghbks3f/IT5R/GjV7+Jc2f+Dc3f9R8UsnFr1Wzhf+gUMl16N4Tt/Dx/f+nlcuPN3dOj605LfwtmVn8Ont/86Lt6heNuv4fzKX8al2z6HS6t+VYv8hRU/jxHvL2HU+4sYvfUXcGnFZzG28ucwdov6/5afxai6h8srftq4R2ESYb2ihNXt9Kc9u+xUoUpQPKYirHa4/VC0adtBe3rs8Txf6U8W8XXyfCV8qoXKYdR1f8WfxQ3Ustsi0vaBW5Z94MABzfr6+vDv/fv3a1v+t/jYY49pkbdo2X6/X7Ouri78W/qgxT5Z/TcJ7ze07q90elhwK30t0J5ddjKkTVjdfgjatO2gnVl2Is9X1rO8vPaPDbGy8eydv49Th9/Ug4GE8gmL9Vv4/PPPa5G2aLc//PBD7TnL/xZTsUXwLdptWQnpueee0/8P7W/TA8Fi71c8aLsX63b60Z5d9nhQpSYeUxVWtx+CNm07aM8ue3f7jqhR1x88mIexcyf15zpCGZhl/bZsEWiL4imnaouoy4xI8r/FVGz7ACYZCCazWFn3qz1V8VxNuJ0+tGeXnQpcF1a3H4I2bTto07aDNm070m2nirR4rBbcfijatO2gTdsO2rTtSLedDGkTVrcfgjZtO2jTtoM2bTvSbY+HtAir2w9Bm7YdtGnbQZu2Hem2UwH7WGmbvwzQpm0Hbdp2zHc7VbCP1QbatO2gTdsO2rRTBftYTdCmbQdt2nbQpj0RsI9VgTZtO2jTtoM27YmCfay0zV8GaNO2gzZtO+a7nSrYx2oDbdp20KZtB23aqYJ9rCZo07aDNm07aNOeCNjHqkCbth20adtBm/ZEwT5W2uYvA7Rp20Gbth3z3U4V7GO1gTZtO2jTtoM27VTBPlYTtGnbQZu2HbRpTwTsY1WgTdsO2rTtoE17omAfK23zlwHatO2gTduO+W6nCvax2kCbth20adtBm3aqYB+rCdq07aBN2w7amWCPYGTEtF9ux7D5e2SoD1u2PI2QaQvk+JH+Phy3jp/U9SKItccD+1gVaNO2gzZtO2hniN3fBG/1brys7FBrGSpah4C+OixffifWb6pGWUkT+sPHj6hdxSgoqUNT+ySvZyLWTgXsY6Vt/jJAm7YdtGnbMbP2PlQU3Ide+akEtXjdbjQ/7EV1T8RVDR8fakVFUQW+X3UPvBWtCBlbp3j91ME+Vhto07aDNm07aM+0/TxayyrReUYZI7txT0EBiouVV1pcgU2tu/FIVTV6ZR/OoLOyGBVb2sXQnmtJU3/4fEM9Dagsq0DFI80Y1lsUhvvxSMXtKKtsQI9yhAWvvPICehoqUVaxHu39w3H3kwzsYzVBm7YdtGnbQTsTbBHMMrQq9/OVV57A+oJqJXi92N3agPvuq0J7Tw/6RViPN+GW2x9RR5sYUZ7ud++BdmzVvpKyBjz9wrNorywyvd0RbLnnu6juPI6hfXUoKWnCs+p6x5tKUNbQh6Hj7biz0Pz7FME+VgXatO2gTdsO2plj71tfhoefF7sfTd712Kd+xR7//MNeo/9VSeu+1h48r/b3birCJokh925CQVmd9lT7G7yoVO6veKatFV40SAft8G6Uffd76NOHFmDdbvFUm9HgNT3lFME+VtrmLwO0adtBm7YdM20/UXELmnWHaQitZevxhMPxQ60VOvSrw8WFRp/svvWGsEo4uXOdF0UFBSiqaNWiKxjpa0JZUQEKCpdj0z4zQBzqRNnyQhQUFCmhtnppUwP7WG2gTdsO2rTtoD3ztnishsaF8LC3QnusFsLHD/eioaxICWIhyirKDBGtjIiohclcP1Wwj9UEbdp20KZtB23aEwH7WBVo07aDNm07aNOeKFwX1r1vD5EkSZLknGQqSGsf63xFqok/18F0IOxgeUgvmL7pB4V1BsECboDpQNjB8pBeMH3TDwrrDIIF3ADTgbCD5SG9YPqmHxTWGQQLuAGmA2EHy0N6wfRNPyisMwgWcANMB8IOlof0gumbflBYZxAs4AaYDoQdLA/pBdM3/aCwziBYwA0wHQg7WB7SC6Zv+kFhnUGwgBtgOhB2sDykF0zf9IPCOoNgATfAdCDsYHlIL5i+6QeFlSAIgiBmABRWjGDEYQHbkeEzGJ7AwrYTgtMFk2IEw2eG1b/pw4j9nkaG0/fsMZhwUkhaTNfNzVeoTImksEpvy1Dlwvp55ngvenr7ccb1rHB+H5NiGsurO4h+xpHh6Hd7ZHgI6nVPCyb1vqWr7klUzsJI57ue3nJGYe1vgrd6d0zBGcHu6gKst69JNEmE+vr1orphjOzDpiIv6vomkqv7sL7AWNQ3PehFXXF1eIX8UHOJXgDYbcSmxci+TSjy1mFCSRFqRVlZKya2OiKROs6gvaIETcdNs2c9iutk2efImpZnOitRVFaNTesr9bszaQ0404++mMhaqLUMRZXtmEhQU/6mbILrZc4oeutQXN1j1jkhNJdYi2iPqF1eFBVXoGlCL4UzXHnf0lb3JC5nYUjd7Mq7fgb9MQUt3eWMwqoLzia9GG4EfUpoClBirKg7eQy1o6KoAu0xuTc8NDTByijdwmo0JMqs51WF3PWKyjEthjE0NMFqmcKadvQ3eVG8vscoo6FmlJgtTBFUb0O/Kh4laLYqxElDRKRYVaa9psBYGFJlwvyZImadsI7sRnVBmblgt7xu5hqjst3bgH5jM4Z727F7so/l1vuWxronUTmzIOWtQF27x7QnixFpyBTXoTeqoKW3nFFYVRXdWma1GE0cb0JJsXrpKztVWyc1SOZ5Uzl+ZBjH+/pwfEIhjnQLq5TrEr1SvreyEmVFqiVpvd2qAPY0qG0V69Hen9pLOdReEd/6dMDI8HH09R2fWBiPwpp+qIZVgSwOrd6LSm8RqnvMfBcPQpWR4uIiFJSsQ1P7brQ2dGJ8jR1S3kkxUigSGBlSXmz/UIzYJsesE1btpRagoMiLykrlOZU0mWLaj4biEqxv70F7g3qHCipUA2b8lEjr+5bOuidROdMYQU+1qoNVPZxKuTGQOeWMwqqksFMVbnt6HW8qQUX7PjSVqBZfyhHRYVVOiuNCqGf6e9BvbRrpxSavepnWVyvx8qLBKgAjIfT2hoxMPtOP3pD8EsFfZwp++oVVWodlreqlOxPdtyxpUaZudOh4OyqLIuHi5FAVR1l8AbenxUjvJni9lVhfrSoW1UoPHzpeWlBY048+1cJXnoSMMzhjLwyS9koE9vWpir9pEzY1tGJ3Ty90Fo0H5ZGUKa8hqkjY81oh1FqhQ8zrK70oWhdppEbKzQhC0q8rv/ath9csYLNPWM065/gwzsT2X545jt1NlaoBU4z1+1L1LtP4vqWz7klUzgQjPahW5aVnd7WOaqQMp3Kmy02knCYqZ/L8PWaCjYR6jbQbUc8v4XP1k8I6QeyzQjEa0t9oFCpJyJJwJ0AKGN6NaiU+u23vw771tr5a5dUWmcZIjxJX66J2sVAVhrV9nxJq42VJv7DKdb0RNzWM3k0FWKcfSLWm1YsZ025IDOXdlIRb4gbsadFbV2T+lpapLf3HSwsKa/ohaRw37kBBQpVTSPt+1UgrsZexqLwUb8MqB8eVRxcp75FyIxW+uV3+1owQzT5hlWfy2qJC0ZCK32o0pIx0vW/prHsSlTOFM+KFN6inEWGzjf9IBXHlTJcb65kTlzN5/gIzwaRMRcqcUe9RWCeIfdJnZKaX7keyCrW0mmxCGTVy1oYzysuzcFxCqhVWZSGFuADVVqnQ56tA0z7lDVfIACZjM/obVGvS6FsZ3r3OzNxh7F43vcJqFaoohDqxzlukw8QV4UKVaESdtMCtHcazF6tzGskXnRbSsCiqUN7PviZUmC1CjfHSIqoyJtKChGmsymGitI8a4WmDeCPhIqHKv90TO96sxKA5HEqW6Eixqmj7lJcS6VaRvLc37sxKUcrJrBbWBIMjpXFerN71mMR0rnum4X1LZ92TsJz1oc7WiJdyERbKyZQzLaCRcQHO5cx8/nXGYLz+Bq9ZpiIOBYV1ggh7rKpQr1OF2h7qt4R2ZKgVFUV1MYOcFEb60FSmhKeoGF7pe/KuwyZ1vsKbC3T/gdFnWYCyR6u0LQJV7PWiWG3T+2VbURmqJUQj/Q3ealRXipCpfes6zUI3g8LqhN5NqvHgMKJuSAZfSFp44VXPV6S8i03rvCpNotNi1T2GrdPMW6yfu6BgLdbqbeOkBYU1/ZiEsEpkoyJ2lJ7CkFReUhZUmS9SZb9s/Sasu6UAN5t5XSnhuIIH8WiZVSZU2dENOfV75Uoj7yurdR+cvDuV1cb55G8beo0XdS4JqzxLRWz/U6K6ZzretxkQVhnUFB5IqWEKrSpeEypnKh3uvk2eVdkqLWS/Yctz28pZSTXulP/VNap1eVTnUWVOp638bUOvFlsK6xQQ3zKcxPdOBEEQxCTh4JXOskqYwkoQBEEQLoLCShAEQRAugsJKEARBEC6CwkoQBEEQLoLCShAEQRAugsJKEARBEC6CwkoQBEEQLoLCShAEQRAugsJKEARBEC6CwkoQBEEQLoLCShAEQRAugsJKEARBEC6CwkoQBEEQLoLCShAEQRAugsJKEARBEK4B+P8BeS0gQ+7/EeQAAAAASUVORK5CYII=)
احتمال گذر از کانال ۱۸ هزار تومانی نرخ دلار در سال ۱۳۹۹
مهدی سماواتی کارشناس بازار های مالی گفت: کاهش قیمت جهانی نفت در روزهای پایانی سال شوکی به اقتصاد در بازارهای جهانی وارد کرد که سبب شد درآمدهای ارز در کشورهایی مانند ایران کاهش یابد و باعث افزایش قیمت ارز شود البته با شیوع ویروس کرونا دولت برای حل این بحران هزینه های غیرمترقبه را متحمل شد.
او تصریح کرد: با افزایش شیوع ویروس کرونا در اروپا انتظار میرود نرخ برابری دلار در مقابل یورو افزایش و تقویت شود و نخ دلار در مقابل دیگر ارزهای دیگر افزایش بیشتری دارد البته انتظار میرود این روند تا پایان فروردین ۱۳۹۹ همچنان ادامه داشته باشد.
سماواتی بیان کرد: شیوع ویروس کرونا در کشور باعث ایجاد هزینههای ناخواسته برای دولت شده است همچنین رکود و کسادی کسبوکارها سبب شده است که دولت از درآمدهای مالیاتی خود در سال جدید صرفنظر کند و مشوقهایی را برای این امر در نظر بگیرد.
این کارشناس بازارهای مالی در پایان افزود: دولت با. وجود بحران اخیر با کسری بودجه مواجه شده است که پیش بینی میشود قیمت دلار تا پایان فروردین ۱۳۹۹ از کانال ۱۸ هزار تومان عبور کند و این امر دور از انتظار نخواهد بود.
رشد بازار سرمایه در سال جدید ادامه دارد
نصر الله برزنی عضو هیات مدیره بورس گفت: بازار بورس در اسفند ۱۳۹۸ رشد به سار خوبی را تجربه کرد و میزان حجم معاملات افزایش یافت. شیوع ویروس کرونا در بازارهای سرمایه تأثیر گذاشت اما این موضوع در سال آینده بهصورت بلندمدت نخواهد بود و شرایط بازار به روال عادی بر میگردد.
برزنی افزود: عاملی که باعث رونق در بورس میشود شامل افزایش حجم ورود نقدینگی به این بازار است که البته چون بازار سرمایه از جذابیتهای خاصی برخورداراست سبب شده که جریان نقدینگی در بازارهای رقیب کاهش یابد و بیشتر افراد تمایل بیشتری به سرمایهگذاری در بورس را داشته باشند.
این کارشناس بازار سرمایه تصریح کرد: در سال جدید پیشبینی میشود تورمی حدود ۴۰ درصد داشته باشیم که به دنبال آن نرخ ریال در مقابل دلار کاهش یابد.
او اظهار کرد: تحریمهای آمریکا علیه ایران باعث رونق تولید ملی شده است چراکه این امر سبب شده واردات کالا محدود و هزینه آن افزایشیافته است که در پی آن تولید برخی از کالاها در کشور افزایش یافت که عمدتاً اسم بهترین شرکتهای تولیدکننده کالا در بازار بورس ثبتشده است. البته این امر دلیلی برافزایش حجم معاملات در بازار سرمایه شدهاند و با صادرات کالاهای خود سود بیشتری را نصیب سهامداران خود کردهاند.
برزنی در پایان بیان کرد: معتقدم در سال ۱۳۹۹ شاهد افزایش قیمت سهامهای بورس و معاملات خواهیم بود و شاخص بورس با روند افزایشی روبهرو خواهد بود.
شما می توانید شاخص بورس را در طی یک هفته در نمو دار زیر مشاهده کنید
![162.png](data:image/png;base64,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)
بیش از ۴۴۵۹۸ میلیارد ریال اوراق بهادار در بورس تهران معامله شد
به گزارش روابط عمومی و امور بینالملل بورس تهران، شاخص کل با ۱۰۴۷۱ واحد افزایش روبرو شد و به رقم ۵۱۲۹۰۰ واحد رسید.
شاخص کل هموزن با ۳۲۹۶ واحد افزایش روبرو شد و به رقم ۱۷۷۰۸۰ واحد رسید.
شاخص بازار اول با ۷۳۸۵ واحد افزایش به رقم ۳۶۲۷۳۱ واحد بالغ گردید و شاخص بازار دوم با ۲۲۳۰۴ واحد افزایش رقم ۱۰۸۸۰۹۴ واحد را تجربه کرد.
بیشترین تأثیر مثبت بر شاخص کل را گل گهر، گروه مپنا، فولاد مبارکه اصفهان، چادرملو، بانک ملت، پالایش نفت تهران، توسعه معادن و فلزات، کشتیرانی جمهوری اسلامی ایران، فولاد خوزستان، مبین انرژی خلیجفارس، پتروشیمی جم، مخابرات ایران و شرکت ارتباطات سیار ایران به نام خود اختصاص دادند.
از سویی دیگر بیشترین حجم معاملات را بانک صادرات ایران (وبصادر ۲)، بانک صادرات ایران، گلوکوزان، بانک ملت، تأمین سرمایه نوین (تنوین ۲)، بانک پاسارگاد، توسعه معادن و فلزات، فولاد مبارکه اصفهان، ملی صنایع مس ایران، بانک اقتصاد نوین و سرمایهگذاری نفت و گاز و پتروشیمی تأمینتاپیکو ۲) به نام خود ثبت کردند.
حال باید دید در سال جدیدی چه سرنوشتی در انتظار بازار های مالی خواهد بود .
لینک مطلب:
https://www.eranico.com/fa/content/112106