Արտարժույթի հաշվիչ
ՀՀ դրամը այլ փոխարժեքներով հաշվարկելու համար խնդրում ենք գումարի չափը մուտքագրել երկրորդ դաշտում
1գ․ ոսկու գնահատման արժեքներ
հարգ | 999 | 958 | 900 | 875 | 750 | 583 | 500 |
արժեք | 23500 | 22500 | 21000 | 20400 | 17300 | 13300 | 11200 |
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Հայաստանի Գործընկերները
Ապահովագրական Ընկերություններ
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sIGyV4e+u3WLc5Q+t3sbAwgrOjFevidcPOtB7d857NKWKFk/YEYeRQtlU5cGUqHlaoloN8RjohNiyAs77KXUF43K/w9XGB5+C2nRWqqoUwNzXCD2nLACj34aZmXMZQ936d2qbP3p+JsaOUp5kUlVRjdmgCEg7lYcaLrc/JApRH9eT9VoJnvPvj0tVSvLP1GI7ELm6znhP/uYlJvm6Yrcc2xOBVaRBJ5FgTOgErF44Hn8+DTCbH5m0nsGHN81rzLQ/xQ8hr3qy47phq9OieV520fQvYwhWKEbw6FUVqrmpeno6IC+Pu7qCuYKCrDeQyBda9f1Sv9Vk+j4cGoRjrNmXh4uUimBgbYEXzg9zZPFojdXVWbiOsrhZpTRuffhE0aPzvuimwtzPHrYIKNDS2PjRPHWcHK5iYGGLLjp9wX82nXRNyOY2yygZ4DLTFmtCJzPcVCPjY/uE/YWdjrjVvXb0QD8rqmevRDqyuhhPiTY0MYa3jipokCFrJ3h3kMdAWSRzdj9uVeA62w6pFE1Be3YgNH3/X5juZUvaGgOLxcebiHazcmInJc/YiMv6czjyPy8FvlE4jQwZp7t0bGsX45sTvcHHuA3c3W+z4aBYUNM3aTaUJ6z4m2L55JhRyBYJXp+l0Wbz/UCnuR1sJ20N08kXMWBDLXB9+8WO7y+gIPXrYDABp+0JabDKQYk5oAh6oHeviYGuBI7GLOu0EjN5mXV2zZALOX7qDs7kF+P6n33WmHT7EDvk/rsf98gbs238W3536AzFpOfAb6wJfb9cWqakW/yp55AsMHX/GFe9mgKaVu4fkCgUMDQX46O2pGtN+d+oPSGRyTH9+CPKvljD7nM7kFIKmaZ3/X88/64FXZ4zE1yduYNXGI1rT9WvuWcsr9DsuSJ1/TBkKvzEDmLC6A0hX0qPFu+vT2TA2MmDCTWIppgV8hTo145S7iw0yE0NZ5yIVFlVi3vJkrUaZtuht4uVRFOLCAjDVPwab/31CazqFgkZEzGmsX/Ec+jtY4vPN/8Bg934I/+oMfsr+s5V4nRyVHl6/nP8bwa/6AFD6UeffKAVFUehrqX0/7pTJg9HP1gylpbU4nXMbb62YxHiMqSOTyREerTz7Ki49l/FgAoBGoRiJh/OwNPAZnd//k43TceVGKXKvaH+Nq4GADx6fh/wbpbh4uQh+Y1VizMu/i7HeLlpXLkZ6OuHVmSN1tqEr6NHiVReuRCJrJVyvoQ5I2hPEEu7fheUIWpECqbzjjmNd5HT2RDExNkTEp3Ow4l3th7JFp1xAwuHLSD96FXNnecHa0hjJh5R7YF/QsMVt8bwxSM24hC92/wd//vUQQzzskJqVj7r6Jkx/YSgsLbTvIgp+dTTGjXaBTK7A5Dl7ERF3FjNeHNbKvfHyb8UQiWUImOWF0EBfJr5JLIP/8mQc/uYqQgN821wSzIhdjImzIiFtPkerJTwehZjt/lix4TBWbszEOC9njBruhOxzBbhdXAG/Ma6I3RGgMe+ZCwWoqmTPc0MDx8LSsn27qNoLJ+a8oiYJZi2MZwl3jJcLEnezl4NuFVQgeHU6JI8h3N6Mr7cLFvuP03p/zeIJCPUfCxNTAQ4cvYK9SRcgUcgR8toYTGw+s0mdvn1MEbXNH4525sg6cQPbIv+De/drMeXZwfj0fd1vHXiEgM/Drk9mQyyWYcPHx1jzUoWCxr92ngSPovD6Aj+4OvdlriGD+mHCWFeUPqjDudyCNusxMhIgZoe/zjTP+Lgg6ot5cLa3Qt61EsQfzEVBcQVemDAIUdvmas134XIhYg/ksK7aBu2H2HcWPd63WSgUK32V1TYZjPFyRsyX/q12B/1dWAGJuPPfbjDE3RaC5tdZ9CTf5sZGMeQKBczNjDSuK9bVi2Ag4MPExLBVPJ/Pg5mpZkd7hUKBsopGSKQyONlZwMBA9wCNpmmU3K+FUCiFk4MFLHTs25VI5WhqksDU1AiCZosuTdOob37Yzc2MWX+LunoRKIrSWKZUpoBIJIahoYA1SntUnqbvWFcvAo/Hg7mOTQY0TePew3o01IsxwKUPq2xW/VI5RE2atxm2/B5dQY8eNguFYgStTEUh67A4R8Tu0LyO6+Fm2yquN6NrlwsAWFponnNqi38Ej8eDo11rjy1tUBQFFyf9dgMZGvBhaMCun6KoDrXVQMCDgYb7HS1PPb+zvSXQxrK4gQEfBgYdO2erM+jR4t38xXGWcD3cbJG8J4jTZ04RCJ1Fjxbvo9d1AIC9rTky4ti7g6prGnH9vw+6tU23C7n9PiNC76FHi/cRQwf1w8GYhSzhFhRVIuAxloMIBK7T48ef3sOdcPCrhSwHjL8KyhG4KoUIl/BU06N73nGj+2NJ0DOsOe7tu5VYsv4QFAr6ibzQWB0BccUkPEF6tHhXLJzQKs7d1Qbnjr3xBFpDIPQserR4tdHb3BcJhI7Q4+e8BAJBM0S8BAJHIeIlEDgKES+BwFGIeAkEjkLESyBwFCJeAoGjEPESCByFiJdA4ChEvAQCRyHiJRA4Srf4Npc9bEBSi/flPM1cuVb6pJtA6AV0i3hLH9QirPnsXQKB0DmQYTOBwFG6rOelaQV0vu+CQCA8Fl12bjOBQOhayLCZQOAoRLwEAkch4iUQOAoRL4HAUYh4CQSOQsRLIHAUIl4CgaMQ8RIIHIWIl0DgKES8BAJHIeIlEDgKES+BwFGIeAkEjkLESyBwFCJeAoGjEPESCBzl/wFDEzZtDUhc8AAAAABJRU5ErkJggg==)
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)
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)
![](http://kamurj.am/images/yndhanrakan/Sil_Insurance.png)
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2REwpiGXYofpg/HXqLXS0bCEYPEdPDg180CG5bgDL3ZE6ruJhZZeepXkaRcwpCPEcwpE5cD/NF8x/YeOB1Dkf2Z1zHeN/JfGfSDVQG5mEV9oL39ClGLwUlnmNpi6XythrD+zgU2kVjeB/BaAMJI4JF2Ak4yqnwTGWC7xQq3NMo81Tis5fm22zFcUJBi0ehKGTUmEahyBIlHoUiS5R4FIosUeJRKLJEiUehyBIlHoUiS5R4FIosUeJRKLJEiUehyJL/B8JIr1kqhF7DAAAAAElFTkSuQmCC)
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