{"id":494,"date":"2023-02-05T14:20:22","date_gmt":"2023-02-05T14:20:22","guid":{"rendered":"https:\/\/arkis.com.tr\/?page_id=494"},"modified":"2026-07-22T15:03:29","modified_gmt":"2026-07-22T12:03:29","slug":"anten-nedir","status":"publish","type":"page","link":"https:\/\/arkis.com.tr\/?page_id=494","title":{"rendered":"Anten Nedir?"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-page\" data-elementor-id=\"494\" class=\"elementor elementor-494\">\n\t\t\t\t<div class=\"elementor-element elementor-element-7788a7ed e-flex e-con-boxed e-con e-parent\" data-id=\"7788a7ed\" data-element_type=\"container\" data-e-type=\"container\">\r\n\t\t\t\t\t<div class=\"e-con-inner\">\r\n\t\t\t\t<div class=\"elementor-element elementor-element-42a715d2 elementor-widget elementor-widget-text-editor\" data-id=\"42a715d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t\t\t\t\t\t\n<h2 class=\"wp-block-heading\">Anten Nedir?<\/h2>\n\n<p class=\"wp-block-paragraph\">Anten kablosuz haberle\u015fme sistemlerinin en \u00f6nemli bile\u015fenlerinden birisidir. Belki de en \u00f6nemli bile\u015fenidir, \u00e7\u00fcnk\u00fc kablosuz haberle\u015fmeyi kablosuz yapan \u015fey antendir. Temel olarak bir anten, elektrik sinyallerini elektromanyetik dalgalara \u00e7eviren bir d\u00f6n\u00fc\u015ft\u00fcr\u00fcc\u00fc, yani bir transd\u00fcserdir. Anten verici olarak \u00e7al\u0131\u015f\u0131rken, elektronik devrede \u00fcretilen radyo frekans\u0131 seviyesindeki ak\u0131m ve gerilim t\u00fcr\u00fcnden elektrik sinyalleri, iletim hatt\u0131 yard\u0131m\u0131 ile antene ula\u015f\u0131r. \u0130letim hatt\u0131n\u0131n g\u00f6revi sinyalin m\u00fcmk\u00fcn oldu\u011fu kadar az bozularak antene ula\u015fmas\u0131n\u0131 sa\u011flamakt\u0131r. \u0130letim hatlar\u0131 bazen k\u0131sac\u0131k bir mikro\u015ferit hat veya bir konnekt\u00f6r bazen de uzun bir koaksiyel kablo veya dalga k\u0131lavuzu olarak kar\u015f\u0131m\u0131za \u00e7\u0131kar. \u0130yi tasarlanm\u0131\u015f uyumlu bir antene ula\u015fan elektriksel sinyallerin, elektromanyetik dalgalara d\u00f6n\u00fc\u015ferek bo\u015flu\u011fa yay\u0131lmas\u0131 beklenir. Elektromanyetik dalgalar elektrik ve manyetik alanlardan olu\u015fur. Yani bu sayede gerilim ve ak\u0131m cinsinden tan\u0131mlanan enerjiyi anten yard\u0131m\u0131yla elektrik alan ve manyetik alan cinsinden tan\u0131mlanan bir enerjiye d\u00f6n\u00fc\u015ft\u00fcrm\u00fc\u015f oluruz. Antenden ayr\u0131lan elektromanyetik enerji serbest \u015fekilde bo\u015flukta yay\u0131lmaya ba\u015flar. Antenler m\u00fctekabiliyet, yani kar\u015f\u0131l\u0131kl\u0131l\u0131k ilkesi gere\u011fi, verici olarak \u00e7al\u0131\u015f\u0131rken sahip olduklar\u0131 b\u00fct\u00fcn karakteristik parametrelere al\u0131c\u0131 olarak \u00e7al\u0131\u015f\u0131rken de sahiptirler. Bu nedenle, verici olarak tasarlanm\u0131\u015f bir anten kendisine ula\u015fan elektromanyetik dalgalar\u0131 da bir al\u0131c\u0131 anten olarak elektriksel sinyallere \u00e7evirme kabiliyetine sahiptir.<\/p>\n\n<figure id=\"wp-block-themeisle-blocks-image-69d53f9f\" class=\"wp-block-image size-large is-resized\"><img fetchpriority=\"high\" decoding=\"async\" class=\"alignnone wp-image-496\" src=\"https:\/\/arkis.com.tr\/wp-content\/uploads\/2023\/02\/01-1024x614.png\" alt=\"\" width=\"619\" height=\"370\" \/><\/figure>\n\n<p class=\"wp-block-paragraph\">Antenler bo\u015flu\u011fa yayd\u0131klar\u0131 elektromanyetik dalgalar\u0131 farkl\u0131 y\u00f6nlerde farkl\u0131 yo\u011funluklarda \u0131\u015f\u0131yabilirler. Bir antenin hangi y\u00f6ne ne kadarl\u0131k bir RF enerjisi g\u00f6nderdi\u011fini ortaya koyan grafi\u011fe \u0131\u015f\u0131ma diyagram\u0131 ismi verilir. Pratikte iki boyutlu bir \u0131\u015f\u0131ma diyagram\u0131, antenden belirli bir mesafede sabit bir yar\u0131\u00e7apa sahip bir \u00e7ember \u00fczerinde e\u015fit merkezi a\u00e7\u0131 aral\u0131klar\u0131yla ger\u00e7ekle\u015ftirilen g\u00fc\u00e7 \u00f6l\u00e7\u00fcmleri ile elde edilir. Elde edilen desibel cinsinden g\u00fc\u00e7 de\u011ferleri ve bu de\u011ferlere kar\u015f\u0131l\u0131k gelen a\u00e7\u0131lar iki boyutlu Kartezyen bir grafik \u015feklinde sunulabilir. Bu grafi\u011fin elbette kutupsal g\u00f6sterimi de m\u00fcmk\u00fcnd\u00fcr. I\u015f\u0131ma diyagram\u0131 i\u00e7in istikamet ve irtifa a\u00e7\u0131s\u0131 birlikte dikkate al\u0131n\u0131rsa \u00fc\u00e7 boyutlu bir grafik elde edilecektir. Zaten iki boyutlu \u0131\u015f\u0131ma diyagram\u0131 \u00fc\u00e7 boyutlu \u0131\u015f\u0131ma diyagram\u0131n\u0131n bir kesiti olma \u00f6zelli\u011findedir.<\/p>\n\n<figure id=\"wp-block-themeisle-blocks-image-c673891f\" class=\"wp-block-image size-large is-resized\"><img decoding=\"async\" class=\"wp-image-497\" src=\"https:\/\/arkis.com.tr\/wp-content\/uploads\/2023\/02\/02-1024x615.png\" alt=\"\" width=\"636\" height=\"382\" \/><\/figure>\n\n<p class=\"wp-block-paragraph\">Antenler \u0131\u015f\u0131ma \u00f6zelliklerine g\u00f6re t\u00fcm-y\u00f6nl\u00fc, y\u00f6nl\u00fc ve izotropik olmak \u00fczere \u00fc\u00e7 farkl\u0131 ba\u015fl\u0131kta incelenebilirler. \u00c7ift kutuplu dipol ve tek kutuplu monopol antenler t\u00fcm-y\u00f6nl\u00fc antenler grubuna verilebilecek iki temel \u00f6rnektir. T\u00fcm-y\u00f6nl\u00fc antenlerin \u0131\u015f\u0131ma diyagram\u0131n\u0131 anlatabilmek i\u00e7in yatay d\u00fczleme dik yerle\u015ftirilmi\u015f bir dipol anten dikkate al\u0131nabilir. B\u00f6yle bir yerle\u015fimde t\u00fcm-y\u00f6nl\u00fc dipol anten yatayda her y\u00f6ne e\u015fit ve maksimum g\u00fc\u00e7 seviyesinde \u0131\u015f\u0131ma yapar. Yukar\u0131 ve a\u015fa\u011f\u0131 y\u00f6nlerde ise \u0131\u015f\u0131ma ger\u00e7ekle\u015ftirmez. T\u00fcm-y\u00f6nl\u00fc antenin \u0131\u015f\u0131ma diyagram\u0131 3 boyutlu olarak da g\u00f6sterilebilir. Y\u00f6nl\u00fc antenler elektromanyetik dalgalar\u0131 baz\u0131 y\u00f6nlerde di\u011fer y\u00f6nlere nazaran daha y\u00fcksek g\u00fc\u00e7lerde yayabilen antenlerdir. Kar\u015f\u0131l\u0131kl\u0131l\u0131k ilkesi gere\u011fi ayn\u0131 anten al\u0131c\u0131 modda \u00e7al\u0131\u015ft\u0131r\u0131l\u0131rken y\u00f6nl\u00fcl\u00fc\u011f\u00fcn y\u00fcksek oldu\u011fu bu y\u00f6nlerden daha etkin \u015fekilde elektromanyetik dalgalar\u0131 alacakt\u0131r. Bu anten t\u00fcrleri pratikte \u00e7ok \u00e7e\u015fitlidir. Mikro\u015ferit, Yagi-Uda, Piramit ve Parabolik antenler y\u00f6nl\u00fc antenlere verilebilecek \u00f6rneklerdendir. \u0130zotropik anten i\u00e7in s\u00f6ylenebilecek belki de ilk \u015fey pratikte b\u00f6yle bir antenin var olmad\u0131\u011f\u0131 ger\u00e7e\u011fidir.<\/p>\n\n<figure id=\"wp-block-themeisle-blocks-image-ac3920dc\" class=\"wp-block-image size-large is-resized\"><img decoding=\"async\" class=\"alignnone wp-image-498\" src=\"https:\/\/arkis.com.tr\/wp-content\/uploads\/2023\/02\/03-1024x615.png\" alt=\"\" width=\"602\" height=\"361\" \/><\/figure>\n\n<p class=\"wp-block-paragraph\">Fiziksel olarak izotropik bir anten \u00fcretmek imk\u00e2ns\u0131zd\u0131r \u00e7\u00fcnk\u00fc izotropik anten \u00fc\u00e7 boyutlu uzayda her y\u00f6ne e\u015fit g\u00fc\u00e7 seviyesinde \u0131\u015f\u0131ma yapan bir anten olarak tan\u0131mlanm\u0131\u015ft\u0131r. Peki, ger\u00e7ekte b\u00f6yle bir anten yoksa neden izotropik \u0131\u015f\u0131maya sahip bir kaynak tan\u0131mlamas\u0131 yap\u0131lm\u0131\u015ft\u0131r? \u00c7\u00fcnk\u00fc izotropik anten ger\u00e7ek antenler i\u00e7in hesaplamalarda ve tan\u0131mlamalarda referans anten olarak kullan\u0131lmaktad\u0131r. Mesela anten y\u00f6nl\u00fcl\u00fc\u011f\u00fc ve kazanc\u0131 kavramlar\u0131 tan\u0131mlan\u0131rken, izotropik anten temel al\u0131narak tan\u0131mlama ger\u00e7ekle\u015ftirilir. Bir ba\u015fka kullan\u0131m alan\u0131 olarak ise, anten dizilerindeki \u00e7arp\u0131m kural\u0131 hat\u0131rlanabilir.<\/p>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e115db2 elementor-widget elementor-widget-video\" data-id=\"e115db2\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;youtube_url&quot;:&quot;https:\\\/\\\/youtu.be\\\/Ndca06ISIrc&quot;,&quot;video_type&quot;:&quot;youtube&quot;,&quot;controls&quot;:&quot;yes&quot;}\" data-widget_type=\"video.default\">\n\t\t\t\t\t\t\t<div class=\"elementor-wrapper elementor-open-inline\">\n\t\t\t<div class=\"elementor-video\"><\/div>\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Anten Nedir? Anten kablosuz haberle\u015fme sistemlerinin en \u00f6nemli bile\u015fenlerinden birisidir. Belki de en \u00f6nemli bile\u015fenidir, \u00e7\u00fcnk\u00fc kablosuz haberle\u015fmeyi kablosuz yapan \u015fey antendir. Temel olarak bir anten, elektrik sinyallerini elektromanyetik dalgalara \u00e7eviren bir d\u00f6n\u00fc\u015ft\u00fcr\u00fcc\u00fc, yani bir transd\u00fcserdir. Anten verici olarak \u00e7al\u0131\u015f\u0131rken, elektronik devrede \u00fcretilen radyo frekans\u0131 seviyesindeki ak\u0131m ve gerilim t\u00fcr\u00fcnden elektrik sinyalleri, iletim hatt\u0131 yard\u0131m\u0131 [&hellip;]<\/p>\n","protected":false},"author":2,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_crdt_document":"{\"document\":\"AAAXmf\/rjhrVr6WVE40Dn6ntyQrVr6WVExvJAQgavAEEhjAEtgMgAjICCLwDDgIEAhgsPASGGwS2AyACMgIIvAMOAgQCGCw8BIokBLYDIAIyAgi8Aw4CBAIYLDwEjhQwOJILAQMOAgECCgAERAEhSgCyAQECCgJCAQ5KAJAvAQIKASlKAKYBAQIKAkIBDkoAkBoBAgoBKUoApgEBAgoCQgEOSgCUIwECCgEpSgCmAQECCgJCAQ5KAJgTAQIKARVK9P8BtCa4L44iAwGIMQMARqgBkBoDAEaoAZQjAwBGqAGYEwQDAAaYPbQmuC\/lAigAIQAoAicABAAnAAQAgQCEAIEAhACBAIQAgQCEAIEAhACBAIQAgQCEAIEAhAGBAIQAgQCEAIEAhACBAIQAgQCEAIEAhACBAIQAgQCEAYEAhACBAIQAgQCEAIEAhACBAIQAgQCEAIEAhACBAIQBgQCEAIEAhACBACcAKAQnACgBIQMnAAcAKAMnACgAJwAEACgjJwCHACgDJwEEACgQJwCHACECKAAnACEAKAEnACEDKAAhAygBIQIoACEEKAQhACgAIQIoCScAhwAhACgCJwEEACgQJwCHACECKAAnACEAKAEnACEDKAAhAygBIQIoACEEKAQhACgAIQIoCScAhwAhACgCJwEEACgQJwCHACECKAAnACEAKAEnACEDKAAhAygBIQIoACEEKAQhACgAIQIoCScAhwAhACgCJwEEACgQJwCHACEAKAAhAScAIQcoDycAIQDEAqgGKACoAygAqAMoAKgDKLFwk21zdGF0ZXZlcnNpb25zdGF0ZXZlcnNpb25kb2N1bWVudGRhdGVkb2N1bWVudHNsdWdkb2N1bWVudHN0YXR1c2RvY3VtZW50dGl0bGVBbnRlbiBOZWRpcj9kb2N1bWVudGNvbnRlbnQ8IS0tIHdwOmhlYWRpbmcgLS0+CjxoMj5BbnRlbiBOZWRpcj88L2gyPgo8IS0tIC93cDpoZWFkaW5nIC0tPjwhLS0gd3A6cGFyYWdyYXBoIC0tPgo8cD5BbnRlbiBrYWJsb3N1eiBoYWJlcmxlxZ9tZSBzaXN0ZW1sZXJpbmluIGVuIMO2bmVtbGkgYmlsZcWfZW5sZXJpbmRlbiBiaXJpc2lkaXIuIEJlbGtpIGRlIGVuIMO2bmVtbGkgYmlsZcWfZW5pZGlyLCDDp8O8bmvDvCBrYWJsb3N1eiBoYWJlcmxlxZ9tZXlpIGthYmxvc3V6IHlhcGFuIMWfZXkgYW50ZW5kaXIuIFRlbWVsIG9sYXJhayBiaXIgYW50ZW4sIGVsZWt0cmlrIHNpbnlhbGxlcmluaSBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXJhIMOnZXZpcmVuIGJpciBkw7Zuw7zFn3TDvHLDvGPDvCwgeWFuaSBiaXIgdHJhbnNkw7xzZXJkaXIuIEFudGVuIHZlcmljaSBvbGFyYWsgw6dhbMSxxZ\/EsXJrZW4sIGVsZWt0cm9uaWsgZGV2cmVkZSDDvHJldGlsZW4gcmFkeW8gZnJla2Fuc8SxIHNldml5ZXNpbmRla2kgYWvEsW0gdmUgZ2VyaWxpbSB0w7xyw7xuZGVuIGVsZWt0cmlrIHNpbnlhbGxlcmksIGlsZXRpbSBoYXR0xLEgeWFyZMSxbcSxIGlsZSBhbnRlbmUgdWxhxZ\/EsXIuIMSwbGV0aW0gaGF0dMSxbsSxbiBnw7ZyZXZpIHNpbnlhbGluIG3DvG1rw7xuIG9sZHXEn3Uga2FkYXIgYXogYm96dWxhcmFrIGFudGVuZSB1bGHFn21hc8SxbsSxIHNhxJ9sYW1ha3TEsXIuIMSwbGV0aW0gaGF0bGFyxLEgYmF6ZW4ga8Sxc2FjxLFrIGJpciBtaWtyb8WfZXJpdCBoYXQgdmV5YSBiaXIga29ubmVrdMO2ciBiYXplbiBkZSB1enVuIGJpciBrb2Frc2l5ZWwga2FibG8gdmV5YSBkYWxnYSBrxLFsYXZ1enUgb2xhcmFrIGthcsWfxLFtxLF6YSDDp8Sxa2FyLiDEsHlpIHRhc2FybGFubcSxxZ8gdXl1bWx1IGJpciBhbnRlbmUgdWxhxZ9hbiBlbGVrdHJpa3NlbCBzaW55YWxsZXJpbiwgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyYSBkw7Zuw7zFn2VyZWsgYm\/Fn2x1xJ9hIHlhecSxbG1hc8SxIGJla2xlbmlyLiBFbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXIgZWxla3RyaWsgdmUgbWFueWV0aWsgYWxhbmxhcmRhbiBvbHXFn3VyLiBZYW5pIGJ1IHNheWVkZSBnZXJpbGltIHZlIGFrxLFtIGNpbnNpbmRlbiB0YW7EsW1sYW5hbiBlbmVyaml5aSBhbnRlbiB5YXJkxLFtxLF5bGEgZWxla3RyaWsgYWxhbiB2ZSBtYW55ZXRpayBhbGFuIGNpbnNpbmRlbiB0YW7EsW1sYW5hbiBiaXIgZW5lcmppeWUgZMO2bsO8xZ90w7xybcO8xZ8gb2x1cnV6LiBBbnRlbmRlbiBheXLEsWxhbiBlbGVrdHJvbWFueWV0aWsgZW5lcmppIHNlcmJlc3QgxZ9la2lsZGUgYm\/Fn2x1a3RhIHlhecSxbG1heWEgYmHFn2xhci4gQW50ZW5sZXIgbcO8dGVrYWJpbGl5ZXQsIHlhbmkga2FyxZ\/EsWzEsWtsxLFsxLFrIGlsa2VzaSBnZXJlxJ9pLCB2ZXJpY2kgb2xhcmFrIMOnYWzEscWfxLFya2VuIHNhaGlwIG9sZHVrbGFyxLEgYsO8dMO8biBrYXJha3RlcmlzdGlrIHBhcmFtZXRyZWxlcmUgYWzEsWPEsSBvbGFyYWsgw6dhbMSxxZ\/EsXJrZW4gZGUgc2FoaXB0aXJsZXIuIEJ1IG5lZGVubGUsIHZlcmljaSBvbGFyYWsgdGFzYXJsYW5txLHFnyBiaXIgYW50ZW4ga2VuZGlzaW5lIHVsYcWfYW4gZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyxLEgZGEgYmlyIGFsxLFjxLEgYW50ZW4gb2xhcmFrIGVsZWt0cmlrc2VsIHNpbnlhbGxlcmUgw6dldmlybWUga2FiaWxpeWV0aW5lIHNhaGlwdGlyLjwvcD4KPCEtLSAvd3A6cGFyYWdyYXBoIC0tPjwhLS0gd3A6aW1hZ2UgeyJpZCI6NDk2LCJ3aWR0aCI6NjE5LCJoZWlnaHQiOjM3MCwic2l6ZVNsdWciOiJsYXJnZSIsImxpbmtEZXN0aW5hdGlvbiI6Im5vbmUiLCJib3hTaGFkb3ciOnRydWV9IC0tPgo8ZmlndXJlIGlkPSJ3cC1ibG9jay10aGVtZWlzbGUtYmxvY2tzLWltYWdlLTY5ZDUzZjlmIj48aW1nIHNyYz0iaHR0cHM6Ly9hcmtpcy5jb20udHIvd3AtY29udGVudC91cGxvYWRzLzIwMjMvMDIvMDEtMTAyNHg2MTQucG5nIiBhbHQ9IiIgd2lkdGg9IjYxOSIgaGVpZ2h0PSIzNzAiLz48L2ZpZ3VyZT4KPCEtLSAvd3A6aW1hZ2UgLS0+PCEtLSB3cDpwYXJhZ3JhcGggLS0+CjxwPkFudGVubGVyIGJvxZ9sdcSfYSB5YXlkxLFrbGFyxLEgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyxLEgZmFya2zEsSB5w7ZubGVyZGUgZmFya2zEsSB5b8SfdW5sdWtsYXJkYSDEscWfxLF5YWJpbGlybGVyLiBCaXIgYW50ZW5pbiBoYW5naSB5w7ZuZSBuZSBrYWRhcmzEsWsgYmlyIFJGIGVuZXJqaXNpIGfDtm5kZXJkacSfaW5pIG9ydGF5YSBrb3lhbiBncmFmacSfZSDEscWfxLFtYSBkaXlhZ3JhbcSxIGlzbWkgdmVyaWxpci4gUHJhdGlrdGUgaWtpIGJveXV0bHUgYmlyIMSxxZ\/EsW1hIGRpeWFncmFtxLEsIGFudGVuZGVuIGJlbGlybGkgYmlyIG1lc2FmZWRlIHNhYml0IGJpciB5YXLEscOnYXBhIHNhaGlwIGJpciDDp2VtYmVyIMO8emVyaW5kZSBlxZ9pdCBtZXJrZXppIGHDp8SxIGFyYWzEsWtsYXLEsXlsYSBnZXLDp2VrbGXFn3RpcmlsZW4gZ8O8w6cgw7Zsw6fDvG1sZXJpIGlsZSBlbGRlIGVkaWxpci4gRWxkZSBlZGlsZW4gZGVzaWJlbCBjaW5zaW5kZW4gZ8O8w6cgZGXEn2VybGVyaSB2ZSBidSBkZcSfZXJsZXJlIGthcsWfxLFsxLFrIGdlbGVuIGHDp8SxbGFyIGlraSBib3l1dGx1IEthcnRlenllbiBiaXIgZ3JhZmlrIMWfZWtsaW5kZSBzdW51bGFiaWxpci4gQnUgZ3JhZmnEn2luIGVsYmV0dGUga3V0dXBzYWwgZ8O2c3RlcmltaSBkZSBtw7xta8O8bmTDvHIuIEnFn8SxbWEgZGl5YWdyYW3EsSBpw6dpbiBpc3Rpa2FtZXQgdmUgaXJ0aWZhIGHDp8Sxc8SxIGJpcmxpa3RlIGRpa2thdGUgYWzEsW7EsXJzYSDDvMOnIGJveXV0bHUgYmlyIGdyYWZpayBlbGRlIGVkaWxlY2VrdGlyLiBaYXRlbiBpa2kgYm95dXRsdSDEscWfxLFtYSBkaXlhZ3JhbcSxIMO8w6cgYm95dXRsdSDEscWfxLFtYSBkaXlhZ3JhbcSxbsSxbiBiaXIga2VzaXRpIG9sbWEgw7Z6ZWxsacSfaW5kZWRpci48L3A+CjwhLS0gL3dwOnBhcmFncmFwaCAtLT48IS0tIHdwOmltYWdlIHsiaWQiOjQ5Nywid2lkdGgiOjYzNiwiaGVpZ2h0IjozODIsInNpemVTbHVnIjoibGFyZ2UiLCJsaW5rRGVzdGluYXRpb24iOiJub25lIiwiYm94U2hhZG93Ijp0cnVlfSAtLT4KPGZpZ3VyZSBpZD0id3AtYmxvY2stdGhlbWVpc2xlLWJsb2Nrcy1pbWFnZS1jNjczODkxZiI+PGltZyBzcmM9Imh0dHBzOi8vYXJraXMuY29tLnRyL3dwLWNvbnRlbnQvdXBsb2Fkcy8yMDIzLzAyLzAyLTEwMjR4NjE1LnBuZyIgYWx0PSIiIHdpZHRoPSI2MzYiIGhlaWdodD0iMzgyIi8+PC9maWd1cmU+CjwhLS0gL3dwOmltYWdlIC0tPjwhLS0gd3A6cGFyYWdyYXBoIC0tPgo8cD5BbnRlbmxlciDEscWfxLFtYSDDtnplbGxpa2xlcmluZSBnw7ZyZSB0w7xtLXnDtm5sw7wsIHnDtm5sw7wgdmUgaXpvdHJvcGlrIG9sbWF6IMO8emVyZSDDvMOnIGZhcmtsxLEgYmHFn2zEsWt0YSBpbmNlbGVuZWJpbGlybGVyLiDDh2lmdCBrdXR1cGx1IGRpcG9sIHZlIHRlayBrdXR1cGx1IG1vbm9wb2wgYW50ZW5sZXIgdMO8bS15w7ZubMO8IGFudGVubGVyIGdydWJ1bmEgdmVyaWxlYmlsZWNlayBpa2kgdGVtZWwgw7ZybmVrdGlyLiBUw7xtLXnDtm5sw7wgYW50ZW5sZXJpbiDEscWfxLFtYSBkaXlhZ3JhbcSxbsSxIGFubGF0YWJpbG1layBpw6dpbiB5YXRheSBkw7x6bGVtZSBkaWsgeWVybGXFn3RpcmlsbWnFnyBiaXIgZGlwb2wgYW50ZW4gZGlra2F0ZSBhbMSxbmFiaWxpci4gQsO2eWxlIGJpciB5ZXJsZcWfaW1kZSB0w7xtLXnDtm5sw7wgZGlwb2wgYW50ZW4geWF0YXlkYSBoZXIgecO2bmUgZcWfaXQgdmUgbWFrc2ltdW0gZ8O8w6cgc2V2aXllc2luZGUgxLHFn8SxbWEgeWFwYXIuIFl1a2FyxLEgdmUgYcWfYcSfxLEgecO2bmxlcmRlIGlzZSDEscWfxLFtYSBnZXLDp2VrbGXFn3Rpcm1lei4gVMO8bS15w7ZubMO8IGFudGVuaW4gxLHFn8SxbWEgZGl5YWdyYW3EsSAzIGJveXV0bHUgb2xhcmFrIGRhIGfDtnN0ZXJpbGViaWxpci4gWcO2bmzDvCBhbnRlbmxlciBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXLEsSBiYXrEsSB5w7ZubGVyZGUgZGnEn2VyIHnDtm5sZXJlIG5hemFyYW4gZGFoYSB5w7xrc2VrIGfDvMOnbGVyZGUgeWF5YWJpbGVuIGFudGVubGVyZGlyLiBLYXLFn8SxbMSxa2zEsWzEsWsgaWxrZXNpIGdlcmXEn2kgYXluxLEgYW50ZW4gYWzEsWPEsSBtb2RkYSDDp2FsxLHFn3TEsXLEsWzEsXJrZW4gecO2bmzDvGzDvMSfw7xuIHnDvGtzZWsgb2xkdcSfdSBidSB5w7ZubGVyZGVuIGRhaGEgZXRraW4gxZ9la2lsZGUgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyxLEgYWxhY2FrdMSxci4gQnUgYW50ZW4gdMO8cmxlcmkgcHJhdGlrdGUgw6dvayDDp2XFn2l0bGlkaXIuIE1pa3JvxZ9lcml0LCBZYWdpLVVkYSwgUGlyYW1pdCB2ZSBQYXJhYm9saWsgYW50ZW5sZXIgecO2bmzDvCBhbnRlbmxlcmUgdmVyaWxlYmlsZWNlayDDtnJuZWtsZXJkZW5kaXIuIMSwem90cm9waWsgYW50ZW4gacOnaW4gc8O2eWxlbmViaWxlY2VrIGJlbGtpIGRlIGlsayDFn2V5IHByYXRpa3RlIGLDtnlsZSBiaXIgYW50ZW5pbiB2YXIgb2xtYWTEscSfxLEgZ2Vyw6dlxJ9pZGlyLjwvcD4KPCEtLSAvd3A6cGFyYWdyYXBoIC0tPjwhLS0gd3A6aW1hZ2UgeyJpZCI6NDk4LCJ3aWR0aCI6NjAyLCJoZWlnaHQiOjM2MSwic2l6ZVNsdWciOiJsYXJnZSIsImxpbmtEZXN0aW5hdGlvbiI6Im5vbmUiLCJib3hTaGFkb3ciOnRydWV9IC0tPgo8ZmlndXJlIGlkPSJ3cC1ibG9jay10aGVtZWlzbGUtYmxvY2tzLWltYWdlLWFjMzkyMGRjIj48aW1nIHNyYz0iaHR0cHM6Ly9hcmtpcy5jb20udHIvd3AtY29udGVudC91cGxvYWRzLzIwMjMvMDIvMDMtMTAyNHg2MTUucG5nIiBhbHQ9IiIgd2lkdGg9IjYwMiIgaGVpZ2h0PSIzNjEiLz48L2ZpZ3VyZT4KPCEtLSAvd3A6aW1hZ2UgLS0+PCEtLSB3cDpwYXJhZ3JhcGggLS0+CjxwPkZpemlrc2VsIG9sYXJhayBpem90cm9waWsgYmlyIGFudGVuIMO8cmV0bWVrIGlta8OibnPEsXpkxLFyIMOnw7xua8O8IGl6b3Ryb3BpayBhbnRlbiDDvMOnIGJveXV0bHUgdXpheWRhIGhlciB5w7ZuZSBlxZ9pdCBnw7zDpyBzZXZpeWVzaW5kZSDEscWfxLFtYSB5YXBhbiBiaXIgYW50ZW4gb2xhcmFrIHRhbsSxbWxhbm3EscWfdMSxci4gUGVraSwgZ2Vyw6dla3RlIGLDtnlsZSBiaXIgYW50ZW4geW9rc2EgbmVkZW4gaXpvdHJvcGlrIMSxxZ\/EsW1heWEgc2FoaXAgYmlyIGtheW5hayB0YW7EsW1sYW1hc8SxIHlhcMSxbG3EscWfdMSxcj8gw4fDvG5rw7wgaXpvdHJvcGlrIGFudGVuIGdlcsOnZWsgYW50ZW5sZXIgacOnaW4gaGVzYXBsYW1hbGFyZGEgdmUgdGFuxLFtbGFtYWxhcmRhIHJlZmVyYW5zIGFudGVuIG9sYXJhayBrdWxsYW7EsWxtYWt0YWTEsXIuIE1lc2VsYSBhbnRlbiB5w7ZubMO8bMO8xJ\/DvCB2ZSBrYXphbmPEsSBrYXZyYW1sYXLEsSB0YW7EsW1sYW7EsXJrZW4sIGl6b3Ryb3BpayBhbnRlbiB0ZW1lbCBhbMSxbmFyYWsgdGFuxLFtbGFtYSBnZXLDp2VrbGXFn3RpcmlsaXIuIEJpciBiYcWfa2Ega3VsbGFuxLFtIGFsYW7EsSBvbGFyYWsgaXNlLCBhbnRlbiBkaXppbGVyaW5kZWtpIMOnYXJwxLFtIGt1cmFsxLEgaGF0xLFybGFuYWJpbGlyLjwvcD4KPCEtLSAvd3A6cGFyYWdyYXBoIC0tPmh0dHBzOi8veW91dHUuYmUvTmRjYTA2SVNJcmNkb2N1bWVudGV4Y2VycHRkb2N1bWVudGF1dGhvcmRvY3VtZW50ZmVhdHVyZWRfbWVkaWFkb2N1bWVudGNvbW1lbnRfc3RhdHVzZG9jdW1lbnRwaW5nX3N0YXR1c2RvY3VtZW50dGVtcGxhdGVkb2N1bWVudG1ldGFfdWFnX2N1c3RvbV9wYWdlX2xldmVsX2Nzc2Zvb3Rub3Rlc19lbGVtZW50b3JfZWRpdF9tb2RlX2VsZW1lbnRvcl90ZW1wbGF0ZV90eXBlX2VsZW1lbnRvcl9kYXRhX2VsZW1lbnRvcl9wYWdlX3NldHRpbmdzZG9jdW1lbnRibG9ja3NjbGllbnRJZGlzVmFsaWRvcmlnaW5hbENvbnRlbnRuYW1lYXR0cmlidXRlc3RleHRBbGlnbmNvbnRlbnRBbnRlbiBOZWRpcj9sZXZlbHBsYWNlaG9sZGVyYmFja2dyb3VuZENvbG9ydGV4dENvbG9yZ3JhZGllbnRhbGlnbmxvY2thbmNob3JjbGFzc05hbWVmb250RmFtaWx5Zm9udFNpemVzdHlsZW1ldGFkYXRhVUFHVXNlclJvbGVVQUdCcm93c2VyVUFHU3lzdGVtVUFHSGlkZURlc2t0b3BVQUdIaWRlTW9iVUFHSGlkZVRhYlVBR0xvZ2dlZEluVUFHTG9nZ2VkT3V0VUFHRGlzcGxheUNvbmRpdGlvbnNVQUdEYXl6SW5kZXh6SW5kZXhUYWJsZXR6SW5kZXhNb2JpbGVVQUdSZXNwb25zaXZlQ29uZGl0aW9uc1VBR0FuaW1hdGlvblR5cGVVQUdBbmltYXRpb25UaW1lVUFHQW5pbWF0aW9uRGVsYXlVQUdBbmltYXRpb25FYXNpbmdVQUdBbmltYXRpb25SZXBlYXRVQUdQb3NpdGlvblVBR1N0aWNreUxvY2F0aW9uVUFHU3RpY2t5UmVzdHJpY3RlZFVBR1N0aWNreU9mZnNldGlubmVyQmxvY2tzY2xpZW50SWRpc1ZhbGlkb3JpZ2luYWxDb250ZW50bmFtZWF0dHJpYnV0ZXNjb250ZW50QW50ZW4ga2FibG9zdXogaGFiZXJsZcWfbWUgc2lzdGVtbGVyaW5pbiBlbiDDtm5lbWxpIGJpbGXFn2VubGVyaW5kZW4gYmlyaXNpZGlyLiBCZWxraSBkZSBlbiDDtm5lbWxpIGJpbGXFn2VuaWRpciwgw6fDvG5rw7wga2FibG9zdXogaGFiZXJsZcWfbWV5aSBrYWJsb3N1eiB5YXBhbiDFn2V5IGFudGVuZGlyLiBUZW1lbCBvbGFyYWsgYmlyIGFudGVuLCBlbGVrdHJpayBzaW55YWxsZXJpbmkgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyYSDDp2V2aXJlbiBiaXIgZMO2bsO8xZ90w7xyw7xjw7wsIHlhbmkgYmlyIHRyYW5zZMO8c2VyZGlyLiBBbnRlbiB2ZXJpY2kgb2xhcmFrIMOnYWzEscWfxLFya2VuLCBlbGVrdHJvbmlrIGRldnJlZGUgw7xyZXRpbGVuIHJhZHlvIGZyZWthbnPEsSBzZXZpeWVzaW5kZWtpIGFrxLFtIHZlIGdlcmlsaW0gdMO8csO8bmRlbiBlbGVrdHJpayBzaW55YWxsZXJpLCBpbGV0aW0gaGF0dMSxIHlhcmTEsW3EsSBpbGUgYW50ZW5lIHVsYcWfxLFyLiDEsGxldGltIGhhdHTEsW7EsW4gZ8O2cmV2aSBzaW55YWxpbiBtw7xta8O8biBvbGR1xJ91IGthZGFyIGF6IGJvenVsYXJhayBhbnRlbmUgdWxhxZ9tYXPEsW7EsSBzYcSfbGFtYWt0xLFyLiDEsGxldGltIGhhdGxhcsSxIGJhemVuIGvEsXNhY8SxayBiaXIgbWlrcm\/Fn2VyaXQgaGF0IHZleWEgYmlyIGtvbm5la3TDtnIgYmF6ZW4gZGUgdXp1biBiaXIga29ha3NpeWVsIGthYmxvIHZleWEgZGFsZ2Ega8SxbGF2dXp1IG9sYXJhayBrYXLFn8SxbcSxemEgw6fEsWthci4gxLB5aSB0YXNhcmxhbm3EscWfIHV5dW1sdSBiaXIgYW50ZW5lIHVsYcWfYW4gZWxla3RyaWtzZWwgc2lueWFsbGVyaW4sIGVsZWt0cm9tYW55ZXRpayBkYWxnYWxhcmEgZMO2bsO8xZ9lcmVrIGJvxZ9sdcSfYSB5YXnEsWxtYXPEsSBiZWtsZW5pci4gRWxla3Ryb21hbnlldGlrIGRhbGdhbGFyIGVsZWt0cmlrIHZlIG1hbnlldGlrIGFsYW5sYXJkYW4gb2x1xZ91ci4gWWFuaSBidSBzYXllZGUgZ2VyaWxpbSB2ZSBha8SxbSBjaW5zaW5kZW4gdGFuxLFtbGFuYW4gZW5lcmppeWkgYW50ZW4geWFyZMSxbcSxeWxhIGVsZWt0cmlrIGFsYW4gdmUgbWFueWV0aWsgYWxhbiBjaW5zaW5kZW4gdGFuxLFtbGFuYW4gYmlyIGVuZXJqaXllIGTDtm7DvMWfdMO8cm3DvMWfIG9sdXJ1ei4gQW50ZW5kZW4gYXlyxLFsYW4gZWxla3Ryb21hbnlldGlrIGVuZXJqaSBzZXJiZXN0IMWfZWtpbGRlIGJvxZ9sdWt0YSB5YXnEsWxtYXlhIGJhxZ9sYXIuIEFudGVubGVyIG3DvHRla2FiaWxpeWV0LCB5YW5pIGthcsWfxLFsxLFrbMSxbMSxayBpbGtlc2kgZ2VyZcSfaSwgdmVyaWNpIG9sYXJhayDDp2FsxLHFn8SxcmtlbiBzYWhpcCBvbGR1a2xhcsSxIGLDvHTDvG4ga2FyYWt0ZXJpc3RpayBwYXJhbWV0cmVsZXJlIGFsxLFjxLEgb2xhcmFrIMOnYWzEscWfxLFya2VuIGRlIHNhaGlwdGlybGVyLiBCdSBuZWRlbmxlLCB2ZXJpY2kgb2xhcmFrIHRhc2FybGFubcSxxZ8gYmlyIGFudGVuIGtlbmRpc2luZSB1bGHFn2FuIGVsZWt0cm9tYW55ZXRpayBkYWxnYWxhcsSxIGRhIGJpciBhbMSxY8SxIGFudGVuIG9sYXJhayBlbGVrdHJpa3NlbCBzaW55YWxsZXJlIMOnZXZpcm1lIGthYmlsaXlldGluZSBzYWhpcHRpci5kcm9wQ2FwVUFHSGlkZURlc2t0b3BVQUdIaWRlTW9iVUFHSGlkZVRhYlVBR0xvZ2dlZEluVUFHTG9nZ2VkT3V0VUFHRGF5VUFHUmVzcG9uc2l2ZUNvbmRpdGlvbnNVQUdBbmltYXRpb25UeXBlVUFHQW5pbWF0aW9uVGltZVVBR0FuaW1hdGlvbkRlbGF5VUFHQW5pbWF0aW9uRWFzaW5nVUFHQW5pbWF0aW9uUmVwZWF0VUFHUG9zaXRpb25VQUdTdGlja3lMb2NhdGlvblVBR1N0aWNreVJlc3RyaWN0ZWRVQUdTdGlja3lPZmZzZXRpbm5lckJsb2Nrc2NsaWVudElkaXNWYWxpZG9yaWdpbmFsQ29udGVudG5hbWVhdHRyaWJ1dGVzYWxpZ251cmxhbHRjYXB0aW9udGl0bGVocmVmcmVsbGlua0NsYXNzaWR3aWR0aGhlaWdodGFzcGVjdFJhdGlvc2NhbGVzaXplU2x1Z2xpbmtEZXN0aW5hdGlvbmxpbmtUYXJnZXRib3JkZXJDb2xvcmxvY2thbmNob3JzdHlsZW1ldGFkYXRhVUFHVXNlclJvbGVVQUdCcm93c2VyVUFHU3lzdGVtVUFHSGlkZURlc2t0b3BVQUdIaWRlTW9iVUFHSGlkZVRhYlVBR0xvZ2dlZEluVUFHTG9nZ2VkT3V0VUFHRGlzcGxheUNvbmRpdGlvbnNVQUdEYXl6SW5kZXh6SW5kZXhUYWJsZXR6SW5kZXhNb2JpbGVVQUdSZXNwb25zaXZlQ29uZGl0aW9uc1VBR0FuaW1hdGlvblR5cGVVQUdBbmltYXRpb25UaW1lVUFHQW5pbWF0aW9uRGVsYXlVQUdBbmltYXRpb25FYXNpbmdVQUdBbmltYXRpb25SZXBlYXRVQUdQb3NpdGlvblVBR1N0aWNreUxvY2F0aW9uVUFHU3RpY2t5UmVzdHJpY3RlZFVBR1N0aWNreU9mZnNldGlubmVyQmxvY2tzY2xpZW50SWRpc1ZhbGlkb3JpZ2luYWxDb250ZW50bmFtZWF0dHJpYnV0ZXNjb250ZW50QW50ZW5sZXIgYm\/Fn2x1xJ9hIHlheWTEsWtsYXLEsSBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXLEsSBmYXJrbMSxIHnDtm5sZXJkZSBmYXJrbMSxIHlvxJ91bmx1a2xhcmRhIMSxxZ\/EsXlhYmlsaXJsZXIuIEJpciBhbnRlbmluIGhhbmdpIHnDtm5lIG5lIGthZGFybMSxayBiaXIgUkYgZW5lcmppc2kgZ8O2bmRlcmRpxJ9pbmkgb3J0YXlhIGtveWFuIGdyYWZpxJ9lIMSxxZ\/EsW1hIGRpeWFncmFtxLEgaXNtaSB2ZXJpbGlyLiBQcmF0aWt0ZSBpa2kgYm95dXRsdSBiaXIgxLHFn8SxbWEgZGl5YWdyYW3EsSwgYW50ZW5kZW4gYmVsaXJsaSBiaXIgbWVzYWZlZGUgc2FiaXQgYmlyIHlhcsSxw6dhcGEgc2FoaXAgYmlyIMOnZW1iZXIgw7x6ZXJpbmRlIGXFn2l0IG1lcmtlemkgYcOnxLEgYXJhbMSxa2xhcsSxeWxhIGdlcsOnZWtsZcWfdGlyaWxlbiBnw7zDpyDDtmzDp8O8bWxlcmkgaWxlIGVsZGUgZWRpbGlyLiBFbGRlIGVkaWxlbiBkZXNpYmVsIGNpbnNpbmRlbiBnw7zDpyBkZcSfZXJsZXJpIHZlIGJ1IGRlxJ9lcmxlcmUga2FyxZ\/EsWzEsWsgZ2VsZW4gYcOnxLFsYXIgaWtpIGJveXV0bHUgS2FydGV6eWVuIGJpciBncmFmaWsgxZ9la2xpbmRlIHN1bnVsYWJpbGlyLiBCdSBncmFmacSfaW4gZWxiZXR0ZSBrdXR1cHNhbCBnw7ZzdGVyaW1pIGRlIG3DvG1rw7xuZMO8ci4gScWfxLFtYSBkaXlhZ3JhbcSxIGnDp2luIGlzdGlrYW1ldCB2ZSBpcnRpZmEgYcOnxLFzxLEgYmlybGlrdGUgZGlra2F0ZSBhbMSxbsSxcnNhIMO8w6cgYm95dXRsdSBiaXIgZ3JhZmlrIGVsZGUgZWRpbGVjZWt0aXIuIFphdGVuIGlraSBib3l1dGx1IMSxxZ\/EsW1hIGRpeWFncmFtxLEgw7zDpyBib3l1dGx1IMSxxZ\/EsW1hIGRpeWFncmFtxLFuxLFuIGJpciBrZXNpdGkgb2xtYSDDtnplbGxpxJ9pbmRlZGlyLmRyb3BDYXBVQUdIaWRlRGVza3RvcFVBR0hpZGVNb2JVQUdIaWRlVGFiVUFHTG9nZ2VkSW5VQUdMb2dnZWRPdXRVQUdEYXlVQUdSZXNwb25zaXZlQ29uZGl0aW9uc1VBR0FuaW1hdGlvblR5cGVVQUdBbmltYXRpb25UaW1lVUFHQW5pbWF0aW9uRGVsYXlVQUdBbmltYXRpb25FYXNpbmdVQUdBbmltYXRpb25SZXBlYXRVQUdQb3NpdGlvblVBR1N0aWNreUxvY2F0aW9uVUFHU3RpY2t5UmVzdHJpY3RlZFVBR1N0aWNreU9mZnNldGlubmVyQmxvY2tzY2xpZW50SWRpc1ZhbGlkb3JpZ2luYWxDb250ZW50bmFtZWF0dHJpYnV0ZXNhbGlnbnVybGFsdGNhcHRpb250aXRsZWhyZWZyZWxsaW5rQ2xhc3NpZHdpZHRoaGVpZ2h0YXNwZWN0UmF0aW9zY2FsZXNpemVTbHVnbGlua0Rlc3RpbmF0aW9ubGlua1RhcmdldGJvcmRlckNvbG9ybG9ja2FuY2hvcnN0eWxlbWV0YWRhdGFVQUdVc2VyUm9sZVVBR0Jyb3dzZXJVQUdTeXN0ZW1VQUdIaWRlRGVza3RvcFVBR0hpZGVNb2JVQUdIaWRlVGFiVUFHTG9nZ2VkSW5VQUdMb2dnZWRPdXRVQUdEaXNwbGF5Q29uZGl0aW9uc1VBR0RheXpJbmRleHpJbmRleFRhYmxldHpJbmRleE1vYmlsZVVBR1Jlc3BvbnNpdmVDb25kaXRpb25zVUFHQW5pbWF0aW9uVHlwZVVBR0FuaW1hdGlvblRpbWVVQUdBbmltYXRpb25EZWxheVVBR0FuaW1hdGlvbkVhc2luZ1VBR0FuaW1hdGlvblJlcGVhdFVBR1Bvc2l0aW9uVUFHU3RpY2t5TG9jYXRpb25VQUdTdGlja3lSZXN0cmljdGVkVUFHU3RpY2t5T2Zmc2V0aW5uZXJCbG9ja3NjbGllbnRJZGlzVmFsaWRvcmlnaW5hbENvbnRlbnRuYW1lYXR0cmlidXRlc2NvbnRlbnRBbnRlbmxlciDEscWfxLFtYSDDtnplbGxpa2xlcmluZSBnw7ZyZSB0w7xtLXnDtm5sw7wsIHnDtm5sw7wgdmUgaXpvdHJvcGlrIG9sbWF6IMO8emVyZSDDvMOnIGZhcmtsxLEgYmHFn2zEsWt0YSBpbmNlbGVuZWJpbGlybGVyLiDDh2lmdCBrdXR1cGx1IGRpcG9sIHZlIHRlayBrdXR1cGx1IG1vbm9wb2wgYW50ZW5sZXIgdMO8bS15w7ZubMO8IGFudGVubGVyIGdydWJ1bmEgdmVyaWxlYmlsZWNlayBpa2kgdGVtZWwgw7ZybmVrdGlyLiBUw7xtLXnDtm5sw7wgYW50ZW5sZXJpbiDEscWfxLFtYSBkaXlhZ3JhbcSxbsSxIGFubGF0YWJpbG1layBpw6dpbiB5YXRheSBkw7x6bGVtZSBkaWsgeWVybGXFn3RpcmlsbWnFnyBiaXIgZGlwb2wgYW50ZW4gZGlra2F0ZSBhbMSxbmFiaWxpci4gQsO2eWxlIGJpciB5ZXJsZcWfaW1kZSB0w7xtLXnDtm5sw7wgZGlwb2wgYW50ZW4geWF0YXlkYSBoZXIgecO2bmUgZcWfaXQgdmUgbWFrc2ltdW0gZ8O8w6cgc2V2aXllc2luZGUgxLHFn8SxbWEgeWFwYXIuIFl1a2FyxLEgdmUgYcWfYcSfxLEgecO2bmxlcmRlIGlzZSDEscWfxLFtYSBnZXLDp2VrbGXFn3Rpcm1lei4gVMO8bS15w7ZubMO8IGFudGVuaW4gxLHFn8SxbWEgZGl5YWdyYW3EsSAzIGJveXV0bHUgb2xhcmFrIGRhIGfDtnN0ZXJpbGViaWxpci4gWcO2bmzDvCBhbnRlbmxlciBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXLEsSBiYXrEsSB5w7ZubGVyZGUgZGnEn2VyIHnDtm5sZXJlIG5hemFyYW4gZGFoYSB5w7xrc2VrIGfDvMOnbGVyZGUgeWF5YWJpbGVuIGFudGVubGVyZGlyLiBLYXLFn8SxbMSxa2zEsWzEsWsgaWxrZXNpIGdlcmXEn2kgYXluxLEgYW50ZW4gYWzEsWPEsSBtb2RkYSDDp2FsxLHFn3TEsXLEsWzEsXJrZW4gecO2bmzDvGzDvMSfw7xuIHnDvGtzZWsgb2xkdcSfdSBidSB5w7ZubGVyZGVuIGRhaGEgZXRraW4gxZ9la2lsZGUgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyxLEgYWxhY2FrdMSxci4gQnUgYW50ZW4gdMO8cmxlcmkgcHJhdGlrdGUgw6dvayDDp2XFn2l0bGlkaXIuIE1pa3JvxZ9lcml0LCBZYWdpLVVkYSwgUGlyYW1pdCB2ZSBQYXJhYm9saWsgYW50ZW5sZXIgecO2bmzDvCBhbnRlbmxlcmUgdmVyaWxlYmlsZWNlayDDtnJuZWtsZXJkZW5kaXIuIMSwem90cm9waWsgYW50ZW4gacOnaW4gc8O2eWxlbmViaWxlY2VrIGJlbGtpIGRlIGlsayDFn2V5IHByYXRpa3RlIGLDtnlsZSBiaXIgYW50ZW5pbiB2YXIgb2xtYWTEscSfxLEgZ2Vyw6dlxJ9pZGlyLmRyb3BDYXBVQUdIaWRlRGVza3RvcFVBR0hpZGVNb2JVQUdIaWRlVGFiVUFHTG9nZ2VkSW5VQUdMb2dnZWRPdXRVQUdEYXlVQUdSZXNwb25zaXZlQ29uZGl0aW9uc1VBR0FuaW1hdGlvblR5cGVVQUdBbmltYXRpb25UaW1lVUFHQW5pbWF0aW9uRGVsYXlVQUdBbmltYXRpb25FYXNpbmdVQUdBbmltYXRpb25SZXBlYXRVQUdQb3NpdGlvblVBR1N0aWNreUxvY2F0aW9uVUFHU3RpY2t5UmVzdHJpY3RlZFVBR1N0aWNreU9mZnNldGlubmVyQmxvY2tzY2xpZW50SWRpc1ZhbGlkb3JpZ2luYWxDb250ZW50bmFtZWF0dHJpYnV0ZXNhbGlnbnVybGFsdGNhcHRpb250aXRsZWhyZWZyZWxsaW5rQ2xhc3NpZHdpZHRoaGVpZ2h0YXNwZWN0UmF0aW9zY2FsZXNpemVTbHVnbGlua0Rlc3RpbmF0aW9ubGlua1RhcmdldGJvcmRlckNvbG9ybG9ja2FuY2hvcnN0eWxlbWV0YWRhdGFVQUdVc2VyUm9sZVVBR0Jyb3dzZXJVQUdTeXN0ZW1VQUdIaWRlRGVza3RvcFVBR0hpZGVNb2JVQUdIaWRlVGFiVUFHTG9nZ2VkSW5VQUdMb2dnZWRPdXRVQUdEaXNwbGF5Q29uZGl0aW9uc1VBR0RheXpJbmRleHpJbmRleFRhYmxldHpJbmRleE1vYmlsZVVBR1Jlc3BvbnNpdmVDb25kaXRpb25zVUFHQW5pbWF0aW9uVHlwZVVBR0FuaW1hdGlvblRpbWVVQUdBbmltYXRpb25EZWxheVVBR0FuaW1hdGlvbkVhc2luZ1VBR0FuaW1hdGlvblJlcGVhdFVBR1Bvc2l0aW9uVUFHU3RpY2t5TG9jYXRpb25VQUdTdGlja3lSZXN0cmljdGVkVUFHU3RpY2t5T2Zmc2V0aW5uZXJCbG9ja3NjbGllbnRJZGlzVmFsaWRvcmlnaW5hbENvbnRlbnRuYW1lYXR0cmlidXRlc2NvbnRlbnRGaXppa3NlbCBvbGFyYWsgaXpvdHJvcGlrIGJpciBhbnRlbiDDvHJldG1layBpbWvDom5zxLF6ZMSxciDDp8O8bmvDvCBpem90cm9waWsgYW50ZW4gw7zDpyBib3l1dGx1IHV6YXlkYSBoZXIgecO2bmUgZcWfaXQgZ8O8w6cgc2V2aXllc2luZGUgxLHFn8SxbWEgeWFwYW4gYmlyIGFudGVuIG9sYXJhayB0YW7EsW1sYW5txLHFn3TEsXIuIFBla2ksIGdlcsOnZWt0ZSBiw7Z5bGUgYmlyIGFudGVuIHlva3NhIG5lZGVuIGl6b3Ryb3BpayDEscWfxLFtYXlhIHNhaGlwIGJpciBrYXluYWsgdGFuxLFtbGFtYXPEsSB5YXDEsWxtxLHFn3TEsXI\/IMOHw7xua8O8IGl6b3Ryb3BpayBhbnRlbiBnZXLDp2VrIGFudGVubGVyIGnDp2luIGhlc2FwbGFtYWxhcmRhIHZlIHRhbsSxbWxhbWFsYXJkYSByZWZlcmFucyBhbnRlbiBvbGFyYWsga3VsbGFuxLFsbWFrdGFkxLFyLiBNZXNlbGEgYW50ZW4gecO2bmzDvGzDvMSfw7wgdmUga2F6YW5jxLEga2F2cmFtbGFyxLEgdGFuxLFtbGFuxLFya2VuLCBpem90cm9waWsgYW50ZW4gdGVtZWwgYWzEsW5hcmFrIHRhbsSxbWxhbWEgZ2Vyw6dla2xlxZ90aXJpbGlyLiBCaXIgYmHFn2thIGt1bGxhbsSxbSBhbGFuxLEgb2xhcmFrIGlzZSwgYW50ZW4gZGl6aWxlcmluZGVraSDDp2FycMSxbSBrdXJhbMSxIGhhdMSxcmxhbmFiaWxpci5kcm9wQ2FwVUFHSGlkZURlc2t0b3BVQUdIaWRlTW9iVUFHSGlkZVRhYlVBR0xvZ2dlZEluVUFHTG9nZ2VkT3V0VUFHRGF5VUFHUmVzcG9uc2l2ZUNvbmRpdGlvbnNVQUdBbmltYXRpb25UeXBlVUFHQW5pbWF0aW9uVGltZVVBR0FuaW1hdGlvbkRlbGF5VUFHQW5pbWF0aW9uRWFzaW5nVUFHQW5pbWF0aW9uUmVwZWF0VUFHUG9zaXRpb25VQUdTdGlja3lMb2NhdGlvblVBR1N0aWNreVJlc3RyaWN0ZWRVQUdTdGlja3lPZmZzZXRpbm5lckJsb2Nrc2NsaWVudElkaXNWYWxpZG9yaWdpbmFsQ29udGVudG5hbWVhdHRyaWJ1dGVzdXJsY2FwdGlvbnR5cGVwcm92aWRlck5hbWVTbHVnYWxsb3dSZXNwb25zaXZlcmVzcG9uc2l2ZXByZXZpZXdhYmxlY2xhc3NOYW1lVUFHSGlkZURlc2t0b3BVQUdIaWRlTW9iVUFHSGlkZVRhYlVBR0xvZ2dlZEluVUFHTG9nZ2VkT3V0VUFHRGF5VUFHUmVzcG9uc2l2ZUNvbmRpdGlvbnNVQUdBbmltYXRpb25UeXBlVUFHQW5pbWF0aW9uVGltZVVBR0FuaW1hdGlvbkRlbGF5VUFHQW5pbWF0aW9uRWFzaW5nVUFHQW5pbWF0aW9uUmVwZWF0VUFHUG9zaXRpb25VQUdTdGlja3lMb2NhdGlvblVBR1N0aWNreVJlc3RyaWN0ZWRVQUdTdGlja3lPZmZzZXRpbm5lckJsb2Nrc3N0YXRldmVyc2lvbiAgIF9fdW5zdGFibGVCbG9ja1NvdXJjZV9fdW5zdGFibGVCbG9ja1NvdXJjZV9fdW5zdGFibGVCbG9ja1NvdXJjZWNvbnRlbnQFBwUHCAQIBAgGCAUMCAc+gxi7AUEAvgFBABYeow27AUEAvgFBABYehRK7AUEAvgFBABYehwocCAcIBggOCA4IC0gBBBoJFBgPGAgGCAcPBAoJBwwFCw8JCAUEBgkKCAUICwoJDkoACwwURgBMABdQABFSAAsREw8LCAcPBAoHjxcHDkoACwwGF1AAEVIACxETDwsIBw8ECgVDAAcFBAMJAgUGCwUIDwoLBAYFCAsKCQ5KAAsMFEYATAAXUAARUgALERMPCwgHDwQKB68MBw5KAAsMBhdQABFSAAsREw8LCAcPBAoFQwAHBQQDCQIFBgsFCA8KCwQGBQgLCgkOSgALDBRGAEwAF1AAEVIACxETDwsIBw8ECgeREQcOSgALDAYXUAARUgALERMPCwgHDwQKBUMABwUEAwkCBQYLBQgPCgsEBgUICwoJDkoACwwURgBMABdQABFSAAsREw8LCAcPBAoHkwkHDkoACwwGF1AAEVIACxETDwsIBw8ECgMHBBAPCgsJDkoACwwGF1AAEVIACxETDwsFB0EBVQEHFAEFAAABAAAAAQYABQEAAMUCAQAAJ0IBAQBBAAIAQQACAEEAAgBBAAIAQQACAEEAAgBBAAIAQQACAEEAACFBA0IAEBkEBwIMQgAQGQQHAgxCABAZBAcCDAIYogVBxwIDAQB9AZwDAHcTMjAyMy0wMi0wNVQxNDoyMDoyMncLYW50ZW4tbmVkaXJ3B3B1Ymxpc2h9An0AdwZjbG9zZWR3BmNsb3NlZHcAdwB3AHckMTMwZGNiNzItNDFhMS00ZGNkLThhM2YtM2E4NWI2N2FmNjM2eHcVPGgyPkFudGVuIE5lZGlyPzwvaDI+dwxjb3JlL2hlYWRpbmd\/fQJ\/f39\/f39\/f39\/f39\/f395eXl5eX91AH9\/f3l3AH2QBn0AdwRlYXNleXcAdwN0b3B5fQB3JGJmZDcyNDQzLTI2NTQtNGVlOS04ZDFlLWRiMjYzZGQ0YWQ5N3h3xQw8cD5BbnRlbiBrYWJsb3N1eiBoYWJlcmxlxZ9tZSBzaXN0ZW1sZXJpbmluIGVuIMO2bmVtbGkgYmlsZcWfZW5sZXJpbmRlbiBiaXJpc2lkaXIuIEJlbGtpIGRlIGVuIMO2bmVtbGkgYmlsZcWfZW5pZGlyLCDDp8O8bmvDvCBrYWJsb3N1eiBoYWJlcmxlxZ9tZXlpIGthYmxvc3V6IHlhcGFuIMWfZXkgYW50ZW5kaXIuIFRlbWVsIG9sYXJhayBiaXIgYW50ZW4sIGVsZWt0cmlrIHNpbnlhbGxlcmluaSBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXJhIMOnZXZpcmVuIGJpciBkw7Zuw7zFn3TDvHLDvGPDvCwgeWFuaSBiaXIgdHJhbnNkw7xzZXJkaXIuIEFudGVuIHZlcmljaSBvbGFyYWsgw6dhbMSxxZ\/EsXJrZW4sIGVsZWt0cm9uaWsgZGV2cmVkZSDDvHJldGlsZW4gcmFkeW8gZnJla2Fuc8SxIHNldml5ZXNpbmRla2kgYWvEsW0gdmUgZ2VyaWxpbSB0w7xyw7xuZGVuIGVsZWt0cmlrIHNpbnlhbGxlcmksIGlsZXRpbSBoYXR0xLEgeWFyZMSxbcSxIGlsZSBhbnRlbmUgdWxhxZ\/EsXIuIMSwbGV0aW0gaGF0dMSxbsSxbiBnw7ZyZXZpIHNpbnlhbGluIG3DvG1rw7xuIG9sZHXEn3Uga2FkYXIgYXogYm96dWxhcmFrIGFudGVuZSB1bGHFn21hc8SxbsSxIHNhxJ9sYW1ha3TEsXIuIMSwbGV0aW0gaGF0bGFyxLEgYmF6ZW4ga8Sxc2FjxLFrIGJpciBtaWtyb8WfZXJpdCBoYXQgdmV5YSBiaXIga29ubmVrdMO2ciBiYXplbiBkZSB1enVuIGJpciBrb2Frc2l5ZWwga2FibG8gdmV5YSBkYWxnYSBrxLFsYXZ1enUgb2xhcmFrIGthcsWfxLFtxLF6YSDDp8Sxa2FyLiDEsHlpIHRhc2FybGFubcSxxZ8gdXl1bWx1IGJpciBhbnRlbmUgdWxhxZ9hbiBlbGVrdHJpa3NlbCBzaW55YWxsZXJpbiwgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyYSBkw7Zuw7zFn2VyZWsgYm\/Fn2x1xJ9hIHlhecSxbG1hc8SxIGJla2xlbmlyLiBFbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXIgZWxla3RyaWsgdmUgbWFueWV0aWsgYWxhbmxhcmRhbiBvbHXFn3VyLiBZYW5pIGJ1IHNheWVkZSBnZXJpbGltIHZlIGFrxLFtIGNpbnNpbmRlbiB0YW7EsW1sYW5hbiBlbmVyaml5aSBhbnRlbiB5YXJkxLFtxLF5bGEgZWxla3RyaWsgYWxhbiB2ZSBtYW55ZXRpayBhbGFuIGNpbnNpbmRlbiB0YW7EsW1sYW5hbiBiaXIgZW5lcmppeWUgZMO2bsO8xZ90w7xybcO8xZ8gb2x1cnV6LiBBbnRlbmRlbiBheXLEsWxhbiBlbGVrdHJvbWFueWV0aWsgZW5lcmppIHNlcmJlc3QgxZ9la2lsZGUgYm\/Fn2x1a3RhIHlhecSxbG1heWEgYmHFn2xhci4gQW50ZW5sZXIgbcO8dGVrYWJpbGl5ZXQsIHlhbmkga2FyxZ\/EsWzEsWtsxLFsxLFrIGlsa2VzaSBnZXJlxJ9pLCB2ZXJpY2kgb2xhcmFrIMOnYWzEscWfxLFya2VuIHNhaGlwIG9sZHVrbGFyxLEgYsO8dMO8biBrYXJha3RlcmlzdGlrIHBhcmFtZXRyZWxlcmUgYWzEsWPEsSBvbGFyYWsgw6dhbMSxxZ\/EsXJrZW4gZGUgc2FoaXB0aXJsZXIuIEJ1IG5lZGVubGUsIHZlcmljaSBvbGFyYWsgdGFzYXJsYW5txLHFnyBiaXIgYW50ZW4ga2VuZGlzaW5lIHVsYcWfYW4gZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyxLEgZGEgYmlyIGFsxLFjxLEgYW50ZW4gb2xhcmFrIGVsZWt0cmlrc2VsIHNpbnlhbGxlcmUgw6dldmlybWUga2FiaWxpeWV0aW5lIHNhaGlwdGlyLjwvcD53DmNvcmUvcGFyYWdyYXBoeXl5eXl5dQB5dwB9kAZ9AHcEZWFzZXl3AHcDdG9weX0Adwpjb3JlL2ltYWdldz9odHRwczovL2Fya2lzLmNvbS50ci93cC1jb250ZW50L3VwbG9hZHMvMjAyMy8wMi8wMS0xMDI0eDYxNC5wbmd3AH2wB3cFbGFyZ2V3BG5vbmV3KHdwLWJsb2NrLXRoZW1laXNsZS1ibG9ja3MtaW1hZ2UtNjlkNTNmOWZ5eXl5eXUAeXcAfZAGfQB3BGVhc2V5dwB3A3RvcHl9AHh3hgc8cD5BbnRlbmxlciBib8WfbHXEn2EgeWF5ZMSxa2xhcsSxIGVsZWt0cm9tYW55ZXRpayBkYWxnYWxhcsSxIGZhcmtsxLEgecO2bmxlcmRlIGZhcmtsxLEgeW\/En3VubHVrbGFyZGEgxLHFn8SxeWFiaWxpcmxlci4gQmlyIGFudGVuaW4gaGFuZ2kgecO2bmUgbmUga2FkYXJsxLFrIGJpciBSRiBlbmVyamlzaSBnw7ZuZGVyZGnEn2luaSBvcnRheWEga295YW4gZ3JhZmnEn2UgxLHFn8SxbWEgZGl5YWdyYW3EsSBpc21pIHZlcmlsaXIuIFByYXRpa3RlIGlraSBib3l1dGx1IGJpciDEscWfxLFtYSBkaXlhZ3JhbcSxLCBhbnRlbmRlbiBiZWxpcmxpIGJpciBtZXNhZmVkZSBzYWJpdCBiaXIgeWFyxLHDp2FwYSBzYWhpcCBiaXIgw6dlbWJlciDDvHplcmluZGUgZcWfaXQgbWVya2V6aSBhw6fEsSBhcmFsxLFrbGFyxLF5bGEgZ2Vyw6dla2xlxZ90aXJpbGVuIGfDvMOnIMO2bMOnw7xtbGVyaSBpbGUgZWxkZSBlZGlsaXIuIEVsZGUgZWRpbGVuIGRlc2liZWwgY2luc2luZGVuIGfDvMOnIGRlxJ9lcmxlcmkgdmUgYnUgZGXEn2VybGVyZSBrYXLFn8SxbMSxayBnZWxlbiBhw6fEsWxhciBpa2kgYm95dXRsdSBLYXJ0ZXp5ZW4gYmlyIGdyYWZpayDFn2VrbGluZGUgc3VudWxhYmlsaXIuIEJ1IGdyYWZpxJ9pbiBlbGJldHRlIGt1dHVwc2FsIGfDtnN0ZXJpbWkgZGUgbcO8bWvDvG5kw7xyLiBJxZ\/EsW1hIGRpeWFncmFtxLEgacOnaW4gaXN0aWthbWV0IHZlIGlydGlmYSBhw6fEsXPEsSBiaXJsaWt0ZSBkaWtrYXRlIGFsxLFuxLFyc2Egw7zDpyBib3l1dGx1IGJpciBncmFmaWsgZWxkZSBlZGlsZWNla3Rpci4gWmF0ZW4gaWtpIGJveXV0bHUgxLHFn8SxbWEgZGl5YWdyYW3EsSDDvMOnIGJveXV0bHUgxLHFn8SxbWEgZGl5YWdyYW3EsW7EsW4gYmlyIGtlc2l0aSBvbG1hIMO2emVsbGnEn2luZGVkaXIuPC9wPncOY29yZS9wYXJhZ3JhcGh5eXl5eXl1AHl3AH2QBn0AdwRlYXNleXcAdwN0b3B5fQB3CmNvcmUvaW1hZ2V3P2h0dHBzOi8vYXJraXMuY29tLnRyL3dwLWNvbnRlbnQvdXBsb2Fkcy8yMDIzLzAyLzAyLTEwMjR4NjE1LnBuZ3cAfbEHdwVsYXJnZXcEbm9uZXcod3AtYmxvY2stdGhlbWVpc2xlLWJsb2Nrcy1pbWFnZS1jNjczODkxZnl5eXl5dQB5dwB9kAZ9AHcEZWFzZXl3AHcDdG9weX0AeHfOCTxwPkFudGVubGVyIMSxxZ\/EsW1hIMO2emVsbGlrbGVyaW5lIGfDtnJlIHTDvG0tecO2bmzDvCwgecO2bmzDvCB2ZSBpem90cm9waWsgb2xtYXogw7x6ZXJlIMO8w6cgZmFya2zEsSBiYcWfbMSxa3RhIGluY2VsZW5lYmlsaXJsZXIuIMOHaWZ0IGt1dHVwbHUgZGlwb2wgdmUgdGVrIGt1dHVwbHUgbW9ub3BvbCBhbnRlbmxlciB0w7xtLXnDtm5sw7wgYW50ZW5sZXIgZ3J1YnVuYSB2ZXJpbGViaWxlY2VrIGlraSB0ZW1lbCDDtnJuZWt0aXIuIFTDvG0tecO2bmzDvCBhbnRlbmxlcmluIMSxxZ\/EsW1hIGRpeWFncmFtxLFuxLEgYW5sYXRhYmlsbWVrIGnDp2luIHlhdGF5IGTDvHpsZW1lIGRpayB5ZXJsZcWfdGlyaWxtacWfIGJpciBkaXBvbCBhbnRlbiBkaWtrYXRlIGFsxLFuYWJpbGlyLiBCw7Z5bGUgYmlyIHllcmxlxZ9pbWRlIHTDvG0tecO2bmzDvCBkaXBvbCBhbnRlbiB5YXRheWRhIGhlciB5w7ZuZSBlxZ9pdCB2ZSBtYWtzaW11bSBnw7zDpyBzZXZpeWVzaW5kZSDEscWfxLFtYSB5YXBhci4gWXVrYXLEsSB2ZSBhxZ9hxJ\/EsSB5w7ZubGVyZGUgaXNlIMSxxZ\/EsW1hIGdlcsOnZWtsZcWfdGlybWV6LiBUw7xtLXnDtm5sw7wgYW50ZW5pbiDEscWfxLFtYSBkaXlhZ3JhbcSxIDMgYm95dXRsdSBvbGFyYWsgZGEgZ8O2c3RlcmlsZWJpbGlyLiBZw7ZubMO8IGFudGVubGVyIGVsZWt0cm9tYW55ZXRpayBkYWxnYWxhcsSxIGJhesSxIHnDtm5sZXJkZSBkacSfZXIgecO2bmxlcmUgbmF6YXJhbiBkYWhhIHnDvGtzZWsgZ8O8w6dsZXJkZSB5YXlhYmlsZW4gYW50ZW5sZXJkaXIuIEthcsWfxLFsxLFrbMSxbMSxayBpbGtlc2kgZ2VyZcSfaSBheW7EsSBhbnRlbiBhbMSxY8SxIG1vZGRhIMOnYWzEscWfdMSxcsSxbMSxcmtlbiB5w7ZubMO8bMO8xJ\/DvG4gecO8a3NlayBvbGR1xJ91IGJ1IHnDtm5sZXJkZW4gZGFoYSBldGtpbiDFn2VraWxkZSBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXLEsSBhbGFjYWt0xLFyLiBCdSBhbnRlbiB0w7xybGVyaSBwcmF0aWt0ZSDDp29rIMOnZcWfaXRsaWRpci4gTWlrcm\/Fn2VyaXQsIFlhZ2ktVWRhLCBQaXJhbWl0IHZlIFBhcmFib2xpayBhbnRlbmxlciB5w7ZubMO8IGFudGVubGVyZSB2ZXJpbGViaWxlY2VrIMO2cm5la2xlcmRlbmRpci4gxLB6b3Ryb3BpayBhbnRlbiBpw6dpbiBzw7Z5bGVuZWJpbGVjZWsgYmVsa2kgZGUgaWxrIMWfZXkgcHJhdGlrdGUgYsO2eWxlIGJpciBhbnRlbmluIHZhciBvbG1hZMSxxJ\/EsSBnZXLDp2XEn2lkaXIuPC9wPncOY29yZS9wYXJhZ3JhcGh5eXl5eXl1AHl3AH2QBn0AdwRlYXNleXcAdwN0b3B5fQB3CmNvcmUvaW1hZ2V3P2h0dHBzOi8vYXJraXMuY29tLnRyL3dwLWNvbnRlbnQvdXBsb2Fkcy8yMDIzLzAyLzAzLTEwMjR4NjE1LnBuZ3cAfbIHdwVsYXJnZXcEbm9uZXcod3AtYmxvY2stdGhlbWVpc2xlLWJsb2Nrcy1pbWFnZS1hYzM5MjBkY3l5eXl5dQB5dwB9kAZ9AHcEZWFzZXl3AHcDdG9weX0AeHeVBTxwPkZpemlrc2VsIG9sYXJhayBpem90cm9waWsgYmlyIGFudGVuIMO8cmV0bWVrIGlta8OibnPEsXpkxLFyIMOnw7xua8O8IGl6b3Ryb3BpayBhbnRlbiDDvMOnIGJveXV0bHUgdXpheWRhIGhlciB5w7ZuZSBlxZ9pdCBnw7zDpyBzZXZpeWVzaW5kZSDEscWfxLFtYSB5YXBhbiBiaXIgYW50ZW4gb2xhcmFrIHRhbsSxbWxhbm3EscWfdMSxci4gUGVraSwgZ2Vyw6dla3RlIGLDtnlsZSBiaXIgYW50ZW4geW9rc2EgbmVkZW4gaXpvdHJvcGlrIMSxxZ\/EsW1heWEgc2FoaXAgYmlyIGtheW5hayB0YW7EsW1sYW1hc8SxIHlhcMSxbG3EscWfdMSxcj8gw4fDvG5rw7wgaXpvdHJvcGlrIGFudGVuIGdlcsOnZWsgYW50ZW5sZXIgacOnaW4gaGVzYXBsYW1hbGFyZGEgdmUgdGFuxLFtbGFtYWxhcmRhIHJlZmVyYW5zIGFudGVuIG9sYXJhayBrdWxsYW7EsWxtYWt0YWTEsXIuIE1lc2VsYSBhbnRlbiB5w7ZubMO8bMO8xJ\/DvCB2ZSBrYXphbmPEsSBrYXZyYW1sYXLEsSB0YW7EsW1sYW7EsXJrZW4sIGl6b3Ryb3BpayBhbnRlbiB0ZW1lbCBhbMSxbmFyYWsgdGFuxLFtbGFtYSBnZXLDp2VrbGXFn3RpcmlsaXIuIEJpciBiYcWfa2Ega3VsbGFuxLFtIGFsYW7EsSBvbGFyYWsgaXNlLCBhbnRlbiBkaXppbGVyaW5kZWtpIMOnYXJwxLFtIGt1cmFsxLEgaGF0xLFybGFuYWJpbGlyLjwvcD53DmNvcmUvcGFyYWdyYXBoeXl5eXl5dQB5dwB9kAZ9AHcEZWFzZXl3AHcDdG9weX0AeHl5eXl5dQB5dwB9kAZ9AHcEZWFzZXl3AHcDdG9weX0AGwB3B2J1aWxkZXJ3B3dwLXBhZ2V32T1beyJpZCI6Ijc3ODhhN2VkIiwiZWxUeXBlIjoiY29udGFpbmVyIiwic2V0dGluZ3MiOnsiY29uZGl0aW9uYWxfcmVuZGVyIjpbXX0sImVsZW1lbnRzIjpbeyJpZCI6IjQyYTcxNWQyIiwiZWxUeXBlIjoid2lkZ2V0Iiwic2V0dGluZ3MiOnsiZWRpdG9yIjoiPCEtLSB3cDpoZWFkaW5nIC0tPlxuPGgyPkFudGVuIE5lZGlyPzxcL2gyPlxuPCEtLSBcL3dwOmhlYWRpbmcgLS0+PCEtLSB3cDpwYXJhZ3JhcGggLS0+XG48cD5BbnRlbiBrYWJsb3N1eiBoYWJlcmxlXHUwMTVmbWUgc2lzdGVtbGVyaW5pbiBlbiBcdTAwZjZuZW1saSBiaWxlXHUwMTVmZW5sZXJpbmRlbiBiaXJpc2lkaXIuIEJlbGtpIGRlIGVuIFx1MDBmNm5lbWxpIGJpbGVcdTAxNWZlbmlkaXIsIFx1MDBlN1x1MDBmY25rXHUwMGZjIGthYmxvc3V6IGhhYmVybGVcdTAxNWZtZXlpIGthYmxvc3V6IHlhcGFuIFx1MDE1ZmV5IGFudGVuZGlyLiBUZW1lbCBvbGFyYWsgYmlyIGFudGVuLCBlbGVrdHJpayBzaW55YWxsZXJpbmkgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyYSBcdTAwZTdldmlyZW4gYmlyIGRcdTAwZjZuXHUwMGZjXHUwMTVmdFx1MDBmY3JcdTAwZmNjXHUwMGZjLCB5YW5pIGJpciB0cmFuc2RcdTAwZmNzZXJkaXIuIEFudGVuIHZlcmljaSBvbGFyYWsgXHUwMGU3YWxcdTAxMzFcdTAxNWZcdTAxMzFya2VuLCBlbGVrdHJvbmlrIGRldnJlZGUgXHUwMGZjcmV0aWxlbiByYWR5byBmcmVrYW5zXHUwMTMxIHNldml5ZXNpbmRla2kgYWtcdTAxMzFtIHZlIGdlcmlsaW0gdFx1MDBmY3JcdTAwZmNuZGVuIGVsZWt0cmlrIHNpbnlhbGxlcmksIGlsZXRpbSBoYXR0XHUwMTMxIHlhcmRcdTAxMzFtXHUwMTMxIGlsZSBhbnRlbmUgdWxhXHUwMTVmXHUwMTMxci4gXHUwMTMwbGV0aW0gaGF0dFx1MDEzMW5cdTAxMzFuIGdcdTAwZjZyZXZpIHNpbnlhbGluIG1cdTAwZmNta1x1MDBmY24gb2xkdVx1MDExZnUga2FkYXIgYXogYm96dWxhcmFrIGFudGVuZSB1bGFcdTAxNWZtYXNcdTAxMzFuXHUwMTMxIHNhXHUwMTFmbGFtYWt0XHUwMTMxci4gXHUwMTMwbGV0aW0gaGF0bGFyXHUwMTMxIGJhemVuIGtcdTAxMzFzYWNcdTAxMzFrIGJpciBtaWtyb1x1MDE1ZmVyaXQgaGF0IHZleWEgYmlyIGtvbm5la3RcdTAwZjZyIGJhemVuIGRlIHV6dW4gYmlyIGtvYWtzaXllbCBrYWJsbyB2ZXlhIGRhbGdhIGtcdTAxMzFsYXZ1enUgb2xhcmFrIGthclx1MDE1Zlx1MDEzMW1cdTAxMzF6YSBcdTAwZTdcdTAxMzFrYXIuIFx1MDEzMHlpIHRhc2FybGFubVx1MDEzMVx1MDE1ZiB1eXVtbHUgYmlyIGFudGVuZSB1bGFcdTAxNWZhbiBlbGVrdHJpa3NlbCBzaW55YWxsZXJpbiwgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyYSBkXHUwMGY2blx1MDBmY1x1MDE1ZmVyZWsgYm9cdTAxNWZsdVx1MDExZmEgeWF5XHUwMTMxbG1hc1x1MDEzMSBiZWtsZW5pci4gRWxla3Ryb21hbnlldGlrIGRhbGdhbGFyIGVsZWt0cmlrIHZlIG1hbnlldGlrIGFsYW5sYXJkYW4gb2x1XHUwMTVmdXIuIFlhbmkgYnUgc2F5ZWRlIGdlcmlsaW0gdmUgYWtcdTAxMzFtIGNpbnNpbmRlbiB0YW5cdTAxMzFtbGFuYW4gZW5lcmppeWkgYW50ZW4geWFyZFx1MDEzMW1cdTAxMzF5bGEgZWxla3RyaWsgYWxhbiB2ZSBtYW55ZXRpayBhbGFuIGNpbnNpbmRlbiB0YW5cdTAxMzFtbGFuYW4gYmlyIGVuZXJqaXllIGRcdTAwZjZuXHUwMGZjXHUwMTVmdFx1MDBmY3JtXHUwMGZjXHUwMTVmIG9sdXJ1ei4gQW50ZW5kZW4gYXlyXHUwMTMxbGFuIGVsZWt0cm9tYW55ZXRpayBlbmVyamkgc2VyYmVzdCBcdTAxNWZla2lsZGUgYm9cdTAxNWZsdWt0YSB5YXlcdTAxMzFsbWF5YSBiYVx1MDE1Zmxhci4gQW50ZW5sZXIgbVx1MDBmY3Rla2FiaWxpeWV0LCB5YW5pIGthclx1MDE1Zlx1MDEzMWxcdTAxMzFrbFx1MDEzMWxcdTAxMzFrIGlsa2VzaSBnZXJlXHUwMTFmaSwgdmVyaWNpIG9sYXJhayBcdTAwZTdhbFx1MDEzMVx1MDE1Zlx1MDEzMXJrZW4gc2FoaXAgb2xkdWtsYXJcdTAxMzEgYlx1MDBmY3RcdTAwZmNuIGthcmFrdGVyaXN0aWsgcGFyYW1ldHJlbGVyZSBhbFx1MDEzMWNcdTAxMzEgb2xhcmFrIFx1MDBlN2FsXHUwMTMxXHUwMTVmXHUwMTMxcmtlbiBkZSBzYWhpcHRpcmxlci4gQnUgbmVkZW5sZSwgdmVyaWNpIG9sYXJhayB0YXNhcmxhbm1cdTAxMzFcdTAxNWYgYmlyIGFudGVuIGtlbmRpc2luZSB1bGFcdTAxNWZhbiBlbGVrdHJvbWFueWV0aWsgZGFsZ2FsYXJcdTAxMzEgZGEgYmlyIGFsXHUwMTMxY1x1MDEzMSBhbnRlbiBvbGFyYWsgZWxla3RyaWtzZWwgc2lueWFsbGVyZSBcdTAwZTdldmlybWUga2FiaWxpeWV0aW5lIHNhaGlwdGlyLjxcL3A+XG48IS0tIFwvd3A6cGFyYWdyYXBoIC0tPjwhLS0gd3A6aW1hZ2Uge1wiaWRcIjo0OTYsXCJ3aWR0aFwiOjYxOSxcImhlaWdodFwiOjM3MCxcInNpemVTbHVnXCI6XCJsYXJnZVwiLFwibGlua0Rlc3RpbmF0aW9uXCI6XCJub25lXCIsXCJib3hTaGFkb3dcIjp0cnVlfSAtLT5cbjxmaWd1cmUgaWQ9XCJ3cC1ibG9jay10aGVtZWlzbGUtYmxvY2tzLWltYWdlLTY5ZDUzZjlmXCIgY2xhc3M9XCJ3cC1ibG9jay1pbWFnZSBzaXplLWxhcmdlIGlzLXJlc2l6ZWRcIj48aW1nIGNsYXNzPVwiYWxpZ25ub25lIHdwLWltYWdlLTQ5NlwiIHNyYz1cImh0dHBzOlwvXC9hcmtpcy5jb20udHJcL3dwLWNvbnRlbnRcL3VwbG9hZHNcLzIwMjNcLzAyXC8wMS0xMDI0eDYxNC5wbmdcIiBhbHQ9XCJcIiB3aWR0aD1cIjYxOVwiIGhlaWdodD1cIjM3MFwiIFwvPjxcL2ZpZ3VyZT5cbjwhLS0gXC93cDppbWFnZSAtLT48IS0tIHdwOnBhcmFncmFwaCAtLT5cbjxwPkFudGVubGVyIGJvXHUwMTVmbHVcdTAxMWZhIHlheWRcdTAxMzFrbGFyXHUwMTMxIGVsZWt0cm9tYW55ZXRpayBkYWxnYWxhclx1MDEzMSBmYXJrbFx1MDEzMSB5XHUwMGY2bmxlcmRlIGZhcmtsXHUwMTMxIHlvXHUwMTFmdW5sdWtsYXJkYSBcdTAxMzFcdTAxNWZcdTAxMzF5YWJpbGlybGVyLiBCaXIgYW50ZW5pbiBoYW5naSB5XHUwMGY2bmUgbmUga2FkYXJsXHUwMTMxayBiaXIgUkYgZW5lcmppc2kgZ1x1MDBmNm5kZXJkaVx1MDExZmluaSBvcnRheWEga295YW4gZ3JhZmlcdTAxMWZlIFx1MDEzMVx1MDE1Zlx1MDEzMW1hIGRpeWFncmFtXHUwMTMxIGlzbWkgdmVyaWxpci4gUHJhdGlrdGUgaWtpIGJveXV0bHUgYmlyIFx1MDEzMVx1MDE1Zlx1MDEzMW1hIGRpeWFncmFtXHUwMTMxLCBhbnRlbmRlbiBiZWxpcmxpIGJpciBtZXNhZmVkZSBzYWJpdCBiaXIgeWFyXHUwMTMxXHUwMGU3YXBhIHNhaGlwIGJpciBcdTAwZTdlbWJlciBcdTAwZmN6ZXJpbmRlIGVcdTAxNWZpdCBtZXJrZXppIGFcdTAwZTdcdTAxMzEgYXJhbFx1MDEzMWtsYXJcdTAxMzF5bGEgZ2VyXHUwMGU3ZWtsZVx1MDE1ZnRpcmlsZW4gZ1x1MDBmY1x1MDBlNyBcdTAwZjZsXHUwMGU3XHUwMGZjbWxlcmkgaWxlIGVsZGUgZWRpbGlyLiBFbGRlIGVkaWxlbiBkZXNpYmVsIGNpbnNpbmRlbiBnXHUwMGZjXHUwMGU3IGRlXHUwMTFmZXJsZXJpIHZlIGJ1IGRlXHUwMTFmZXJsZXJlIGthclx1MDE1Zlx1MDEzMWxcdTAxMzFrIGdlbGVuIGFcdTAwZTdcdTAxMzFsYXIgaWtpIGJveXV0bHUgS2FydGV6eWVuIGJpciBncmFmaWsgXHUwMTVmZWtsaW5kZSBzdW51bGFiaWxpci4gQnUgZ3JhZmlcdTAxMWZpbiBlbGJldHRlIGt1dHVwc2FsIGdcdTAwZjZzdGVyaW1pIGRlIG1cdTAwZmNta1x1MDBmY25kXHUwMGZjci4gSVx1MDE1Zlx1MDEzMW1hIGRpeWFncmFtXHUwMTMxIGlcdTAwZTdpbiBpc3Rpa2FtZXQgdmUgaXJ0aWZhIGFcdTAwZTdcdTAxMzFzXHUwMTMxIGJpcmxpa3RlIGRpa2thdGUgYWxcdTAxMzFuXHUwMTMxcnNhIFx1MDBmY1x1MDBlNyBib3l1dGx1IGJpciBncmFmaWsgZWxkZSBlZGlsZWNla3Rpci4gWmF0ZW4gaWtpIGJveXV0bHUgXHUwMTMxXHUwMTVmXHUwMTMxbWEgZGl5YWdyYW1cdTAxMzEgXHUwMGZjXHUwMGU3IGJveXV0bHUgXHUwMTMxXHUwMTVmXHUwMTMxbWEgZGl5YWdyYW1cdTAxMzFuXHUwMTMxbiBiaXIga2VzaXRpIG9sbWEgXHUwMGY2emVsbGlcdTAxMWZpbmRlZGlyLjxcL3A+XG48IS0tIFwvd3A6cGFyYWdyYXBoIC0tPjwhLS0gd3A6aW1hZ2Uge1wiaWRcIjo0OTcsXCJ3aWR0aFwiOjYzNixcImhlaWdodFwiOjM4MixcInNpemVTbHVnXCI6XCJsYXJnZVwiLFwibGlua0Rlc3RpbmF0aW9uXCI6XCJub25lXCIsXCJib3hTaGFkb3dcIjp0cnVlfSAtLT5cbjxmaWd1cmUgaWQ9XCJ3cC1ibG9jay10aGVtZWlzbGUtYmxvY2tzLWltYWdlLWM2NzM4OTFmXCIgY2xhc3M9XCJ3cC1ibG9jay1pbWFnZSBzaXplLWxhcmdlIGlzLXJlc2l6ZWRcIj48aW1nIGNsYXNzPVwid3AtaW1hZ2UtNDk3XCIgc3JjPVwiaHR0cHM6XC9cL2Fya2lzLmNvbS50clwvd3AtY29udGVudFwvdXBsb2Fkc1wvMjAyM1wvMDJcLzAyLTEwMjR4NjE1LnBuZ1wiIGFsdD1cIlwiIHdpZHRoPVwiNjM2XCIgaGVpZ2h0PVwiMzgyXCIgXC8+PFwvZmlndXJlPlxuPCEtLSBcL3dwOmltYWdlIC0tPjwhLS0gd3A6cGFyYWdyYXBoIC0tPlxuPHA+QW50ZW5sZXIgXHUwMTMxXHUwMTVmXHUwMTMxbWEgXHUwMGY2emVsbGlrbGVyaW5lIGdcdTAwZjZyZSB0XHUwMGZjbS15XHUwMGY2bmxcdTAwZmMsIHlcdTAwZjZubFx1MDBmYyB2ZSBpem90cm9waWsgb2xtYXogXHUwMGZjemVyZSBcdTAwZmNcdTAwZTcgZmFya2xcdTAxMzEgYmFcdTAxNWZsXHUwMTMxa3RhIGluY2VsZW5lYmlsaXJsZXIuIFx1MDBjN2lmdCBrdXR1cGx1IGRpcG9sIHZlIHRlayBrdXR1cGx1IG1vbm9wb2wgYW50ZW5sZXIgdFx1MDBmY20teVx1MDBmNm5sXHUwMGZjIGFudGVubGVyIGdydWJ1bmEgdmVyaWxlYmlsZWNlayBpa2kgdGVtZWwgXHUwMGY2cm5la3Rpci4gVFx1MDBmY20teVx1MDBmNm5sXHUwMGZjIGFudGVubGVyaW4gXHUwMTMxXHUwMTVmXHUwMTMxbWEgZGl5YWdyYW1cdTAxMzFuXHUwMTMxIGFubGF0YWJpbG1layBpXHUwMGU3aW4geWF0YXkgZFx1MDBmY3psZW1lIGRpayB5ZXJsZVx1MDE1ZnRpcmlsbWlcdTAxNWYgYmlyIGRpcG9sIGFudGVuIGRpa2thdGUgYWxcdTAxMzFuYWJpbGlyLiBCXHUwMGY2eWxlIGJpciB5ZXJsZVx1MDE1ZmltZGUgdFx1MDBmY20teVx1MDBmNm5sXHUwMGZjIGRpcG9sIGFudGVuIHlhdGF5ZGEgaGVyIHlcdTAwZjZuZSBlXHUwMTVmaXQgdmUgbWFrc2ltdW0gZ1x1MDBmY1x1MDBlNyBzZXZpeWVzaW5kZSBcdTAxMzFcdTAxNWZcdTAxMzFtYSB5YXBhci4gWXVrYXJcdTAxMzEgdmUgYVx1MDE1ZmFcdTAxMWZcdTAxMzEgeVx1MDBmNm5sZXJkZSBpc2UgXHUwMTMxXHUwMTVmXHUwMTMxbWEgZ2VyXHUwMGU3ZWtsZVx1MDE1ZnRpcm1lei4gVFx1MDBmY20teVx1MDBmNm5sXHUwMGZjIGFudGVuaW4gXHUwMTMxXHUwMTVmXHUwMTMxbWEgZGl5YWdyYW1cdTAxMzEgMyBib3l1dGx1IG9sYXJhayBkYSBnXHUwMGY2c3RlcmlsZWJpbGlyLiBZXHUwMGY2bmxcdTAwZmMgYW50ZW5sZXIgZWxla3Ryb21hbnlldGlrIGRhbGdhbGFyXHUwMTMxIGJhelx1MDEzMSB5XHUwMGY2bmxlcmRlIGRpXHUwMTFmZXIgeVx1MDBmNm5sZXJlIG5hemFyYW4gZGFoYSB5XHUwMGZja3NlayBnXHUwMGZjXHUwMGU3bGVyZGUgeWF5YWJpbGVuIGFudGVubGVyZGlyLiBLYXJcdTAxNWZcdTAxMzFsXHUwMTMxa2xcdTAxMzFsXHUwMTMxayBpbGtlc2kgZ2VyZVx1MDExZmkgYX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Anten kablosuz haberle\u015fme sistemlerinin en \u00f6nemli bile\u015fenlerinden birisidir. Belki de en \u00f6nemli bile\u015fenidir, \u00e7\u00fcnk\u00fc kablosuz haberle\u015fmeyi kablosuz yapan \u015fey antendir. Temel olarak bir anten, elektrik sinyallerini elektromanyetik dalgalara \u00e7eviren bir d\u00f6n\u00fc\u015ft\u00fcr\u00fcc\u00fc, yani bir transd\u00fcserdir. 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Anten kablosuz haberle\u015fme sistemlerinin en \u00f6nemli bile\u015fenlerinden birisidir. Belki de en \u00f6nemli bile\u015fenidir, \u00e7\u00fcnk\u00fc kablosuz haberle\u015fmeyi kablosuz yapan \u015fey antendir. Temel olarak bir anten, elektrik sinyallerini elektromanyetik dalgalara \u00e7eviren bir d\u00f6n\u00fc\u015ft\u00fcr\u00fcc\u00fc, yani bir transd\u00fcserdir. 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