Den brittiske teknikkonsulten konstaterar att de nordiska länderna är de mest avancerade i Europa när det gäller genomslaget för molnväxlar, med ett stort försprång jämfört med övriga Europa. Storbritannien och Nederländerna placerar sig närmast efter Norden, medan exempelvis Tyskland och Frankrike ligger på efterkälken.
Experten: Svenska bolag i uc:s framkant
Samarbete Vilken status har svenska uc-plattformar i Europa idag? Vi ställde frågan till Cavell Groups vd – och Matthew Townend ser några företag som sticker ut.

Någonting är fel
Du är inloggad som prenumerant hos förlaget Pauser Media, men nånting är fel. På din profilsida ser du vilka av våra produkter som du har tillgång till. Skulle uppgifterna inte stämma på din profilsida – vänligen kontakta vår kundtjänst.
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– På den nordiska marknaden är penetrationen uppåt 80 procent, och det har gett en grupp företag som ligger i utvecklingens framkant, säger Matthew Townend, vd på Cavell Group, till Telekom idag.
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KcCAMGvrr795Ecdno6DN9XyqN0H0UJgryxr8BxlpGOgymzc9DAWrEDJxgakGsGhKn9D9goxxXYlsqXNxuOL9LlOcmRGgLTPr9drjBXOY1mP5knfD97hkgS1+yPdRiaL+zURMkNtB/z3CK8gNcqFFfPEF9KE5YJSFAnCjeLMsZSfg5s4qZNbbQkF6RQLmuZ7Cy/ZdZJolNrLryb0x9rQYUNI4DNxKHklXOgJWhGxmUVhSNaYXLWtn9ychm3I/IjlhPDcWFo1SCjxfYup2y9aU1NSNj6fXg6De/SsTuFlI7mViFIzlo9egg5PqIbGBiX0jBFecHIDM8+0LBTgfm5GK4bd3Nt3SMdf7MD1b839IJv2niuwOLHN5e2TkbG9kVGl+KovtKy5az6/P5IqltvRZ+8eXx5s7LoAqRQAmyQwooszl6T7owSB1Lt6JgbZcoolUuRgA9eR6i1vdc9Ews9U0EGGtgkn0f4SNDKrGDnSfTFA5ZhI5GcKmKY7znzCnCwfNAPKYanHX5cGrg8Hp66XKWrIJD+XCiqyv5kcOsWrMJwZXZzabM2VcRJO8Awl1+Wx7WqEnELwlprS4NZR5d0bs4vl5bxV6yUz18fhH84LGWvLIWGx/8PNgunNzVqphe30vvtJNf3nSKHkvB88Kjpy6cWyTDQuuw7jZufb9AVImqlDUYexJxtZooNX3ny9UQf+SOsfWLIBF7EszIT2dTFQm3ywUbAl7VJHtkN8krXNkF6gaxTZxF25Af+RlS6JkgtpUTPyFwcvHE+4BbHtpzSLKt0E8IPuo7RO94bxeNpV2MN+FsOsw+h+H8nr9yWztRRejeWMTAQyxrewpsPUEmKSBd8qTdZxa9d4QLYEiEsrTAfhMXnWQCBwjMhw/fcoqbq8H2IplVj+S68772XW0FIL7XvToTPbhkVI2zd06UFQ4Aq+L6/MsDMx82Exh3wdKDd/7Tz4Ujn4CYXywSkAYJgZoQmt398QYpR8Smvmz/xeEXEl1jDXNfd9WiTjJjvnxlk8p2gdmZHNvXv2802mezOpcgIDLtruRBytLq6QcxawBM6E6XAI5M4xwfL19NG/5FZvK0bSpAMsoD2Z317y11XGCCDPlkbYm/PYqSLcNP/AoIvoTAdYa+9eSOL+nZ//5cHvPOT46GGFT6zL91hs3wSb4u0RuPXwA1KZl58hSrWPkKIP146Z1lKFkxmnYOWfbbi0Q/CqH6pTyWFxpTgYmO78Bh6oWhTgRyt0mGt+8nkZWnI3AxcaMB1j+rcz2L82ioRzqznxAUlXH1wYycj4hjoJMqm3TXFEJrc57T3CuOIpu6p3z1Sbj/TNcGVIE2PEotc9q2/OhNw3GLO46JbxaJBl6Fq9CY37UpqUV/XIEUMnawq0oMO0n1h9jqt5Jso/t5eeY3zuxtgVny6qmGtpmEYZMIEEILt32XEQuJ3w4zr3asx4k1KNkF1RQIoOOcuYBJwH0FPJ+0exWKH0NHsd0jZh7LJ4JHgWWCn1R9LTqZkTkdLrOoViBBe7IOO/W382WKGC87ZcINQQOEvqJLfBasmy4bu4z4drZIMJpIjvw2J3it5RtpJQsAUkgdiF36qh2Qew4D+IKSSQpFWM6RW4EzNUFhA2TRNf0fI2hNCaBdaeLdQBB4xm3e+X2sZpbunJ833CZoOkCGPZtToeFbdIu29QRz4/wmrKVHM2gRnclkvoS+jjONWdWc46xGlrWVH9yfa/IuaHTD3O800H9yfw1qeBxM8NQysYqf4jeNGG31eWuTqA5rq2AlkH8eSeuHXclzi8qhcAnXRz9sOw/hT5I1DrWvUjWwbwsSyrDCHjeV2kWq5vM/j5aG7ANUXF0BPJi31G8F+i6i6qsH1OQovVC+i7+oiqAyxKonOKJ8O1ZgSTzW/qJRDXk1xMTp492sM/iim5bnZr2xbESnrbIn3bll4fOP3PTzZcGjcvhfgH+ir5uhDV1t97fvjqCBhmx3QPbLgDxZExh20Hk/8bhW4EBvQsoJTlMQkVuG7wcoYWWgMd1PXRU3/vGFnQnhJamtQI1RA3cdoTqwZ3AOIFbizUuCEldIKN8aQ9irisJxJRE/ajzxv3VjhSvkG+ul6kgIrhiKqAswVmxBkwQz03r/uGhWO47uZg3QQvjj25sg3mLqKVXAey+d7Ldn6wMn6tSokCfvN5lBkifLfPS3rYMr+v9eGgrWZWDFFKgedGLAtV5KWDAPeYmOPbWqPZN+2wO6M0Uf7RhKWf6M1KQNyxLIgRkaANKcU80tP6Cl4P/vAOYDHjHFVxYQvAbJILNMG2lXzUcZeKCVzvqhQbuv7kHeA1kgGkzKUcmK7JnLCkyRPj1VxoWNOUvf1gXZkkB0femauCpuwbdvtXQRnlr9UOXtVpQ1dAaE4OuyrTqU5aIEnodP8ObBJNy4zSCL6RMIZPMeOElBmRIPAAv0r5T8etkNJoLoXnMw+YyEE4NsHnGfPn2LKYhdlpwpbiH/jMjKMN5+3w31pnlhSr34uLByupbhvYF/OhAKdvXLV+qQf+sbHUbkzyhPrmL0+RVtmMk0qk+lVEkgjm+yv6SA6SI9N32ztqRtzXxKLZm4kaCa7gHUrwnd/lsso3RGH+PqsF1M+XKZa0CKX1L7ZzbARfWi99x65fWfey8wCKKLz3Rd1MNSNYvgAVwPTnVpuar05U3kpc0SgPF11jAnxrg4stM54Tj5B4ugYH5uRmyU1/hewZVUBEiskfux6EmM/PMYw8sW3rTVlJ/6CikoPct8++FYMMDLtOMYcsY8afezLNXQDUNSz81RRvG2nnPFdkIyAMJJyqL9ByzHEsgh1zpscFF9caIfBmPOOk4JyrQw/Y+wxfecc7p7N9sTiRNx3x/XtJlg9ZMoiro30opf1P7NAzctue+IBJ/fGHl5IDn687Kvn2OeXE4TREjhM4U3rryOKhThCLrfReeyGadtqZHOjl+FejpR0n/mJM6u7nmtioxmLrTc/GQ8a98oXOixPnHZnHGHIaAKexRndNzQeS2X3iUpRsdEQKvU8a7nqrskSPpxapANJRTh2/JyoQKmuaFqHnAv3q8JWnzrVBHyQ9JCd6/20lOWVuQyXQ1W3DUqXBrus3C3IzAoGgbl6kTIUrAwNQZjb20TcKeFXOeX7LIZ3x0TD6HG9KdTVFykXcI9ua0qU+80HFCnjtB/XIrNSJDmLppUN+Dgvt6Dhh111K9GNRBTFBDDkW0bhRUh0eIPrZEgMS4NEcKMJUYo83eJhFBoUo1J5Fn/GE+rGOhbSpJNgRl/EsK+ieWpZ4cFCAJnyujeC204F4+6K0lUw55ovQ3YVFeveutZ5v0PnnZiBAslVZb5/pmmyH1UpP5YJdHA1NHqH4JxdahBDAin2xG+J4zudW4XSINFG3FOcGdd6CBjenrKxtnukPlpKGxZgjyQfTkBr2ahQRPfqJfoeRTu+KPeBoTNSOSr3Tc2bwrqAUyCk+lKZzI3Ay4vjyrZZJy6/RfTzQjwH4ItItl9agVrs4ScZhZMC9bf+Wp5f/7+sI8iZnyINZ5eALo45X7S0c17bnYTPmha/4uYzeYvbEQRzW/hyECwU4iCUCkwzaMRjLC6cll6yhPbZ/B2uyVu8Xv/58nRR9kFswsVdlLIU5JHZJKjQD5WXg3zcKaxG3K8NAotE7lqzCHgg3xgLTrCJ3vJgsvRb/9VfzJg75ewuhlykXUqZaWoLIiAJUee46aOTWFBF9KScNUpFfpHZrbn8RrSJM8gLaet7IxfPiakG+68326cdIyzvzHuvpIYF2cmi4W5/uNDrwq7r5mtWQp6R8tlWn2COU9evr9Vi7OB4YDrIYx5O/Ro/QSDqaaUA9Ajt0NqXHORlS7/wuupSMwNQy2kdn2qppUZuZLXK5wAx39klME9Eq5x6MtiYv6pg/lBLdhCUhT0dn8kXLJ7+fNvDzkVk63hB91qI0OKtTICVHmPJOhcyG09eFdtusEqKz4D0ggKs03ELUB7NOwTDyncxu8PKYvGm9uTPzuET2cFqaRFMozNcourdWApAd5Y4AKadkrq5EU/eYriJiTJZAy564wYOcOEFjRKNBal7o1z8w+kxhQrX0WAvW2LeRGj2FrvWGC8dBH2IANBv4cUmunARIeRFz30vlBX7M+xBQTTsvAozlMao+Bb8TEF0oVSoeTSNGHkdqHIuaFWhfZGLvdV4zWUKgtZqae3o8e5daJb6URKn9gYYGlmTcSwjGxmdIFyWXw+NjwNiZcl3MhH7VSqcBBsbEPKeT9slKwL3BWEZDRaS31n147mgcqxvB2UIk0XEyvcesGxAJfyl8YDM8RGxM2XWSG8QSA4OrTcTNWnnPQdMGRbHClawtzZHH6lFg+FP+t5p2KEtjWehSPDLl3XS6jR6buNU+faCElq9QGTA+FoOziU9xoqaEoyJ8LIPWndQm1lFpBu0u1QuQ2h6kLUNF1nv4OfehrTvl+fL22iMivhv2sbIJnSzcswlywll7/CvnbtYQRqC2I1HAt2+Ak2ATpCi8NBGnb9GizI8csQl2pKWNUZLk3yTTsnbsoK9VQGxs3Bym8yvpMye1FrlRaAT+qPnGf4XYEGfG4TmEJW2Ie/zuPAk1nkYDDX+8+aMxPawhkGU2j5go42I6HM94CNOWB4KLqOYiJsmlpfcxrm0bmc3f/AbNWekR47OCT3tXSLDk/giQhSgjif2GV9j2kPKOSIwQfAapaMkw2uLsJSQ3kVfSHzOkU3aqwdMHIlKcFHfbPCP55C9a8wYcZKLdefKNIdE16KILw0kztdVBc6PzcLpV6R6098+05cFWG7GqQEvsxHPwBGrQQXUB1AzZJWrNWxiM7Lp2e3qesjar1ezAM4X+eL1Tqfn8EF1VyC+M5r+8XxmmR7CDoQvgUKeekKgbb6GyzVpmmC8oCIaoWHo7Nck5zv1vSCyDXenWns/YHoEve4gFjGnQqUZtLUtoTkleCD48scdu1GtZun3Bo980RU/C9rOuHrUgncU2uEU5/2/bftrT6JbpHYbXjegyWWUlvH3ElaykLFb3XnKGnoYAdSzxqoI+vmweH5bUVHq2BI4+3hxTZJi8jU2yPum65C4rPfGApWg6PaG6L8sSITM1QuTKtmViOkcavC9c9eVUE9VQcL5L7bI18j7lRFHlKp5HJdfnjiAzR4Ga3r0WRT5SD3FQV3qlmW9maNvq+I7pkVbT1CY56EfTRDtB3lr43I2iS1KG0oYKor3VYADPlpHedo+BrvqTUKDJ3KY+4X1ZUM3PqRCivhzt8igaiKU5YQDd4/91vjR+j/+xWdbwpJS34K/X2FRg4+vW5xpMjooQT4jflroWJK0rG8KHzNJ1rHFGjE96+VDm9vovLZsa8FPG+JHH4AW60RAKzHUMSINv+kbxVStledxNCL5nJ+dJSmCqDgvgMd8pNBWDt2IgPdT48FoU+WCGoYlYlVMGNVdLmb0VuvLuEJ4kDT6uzfVbTpfPs7//J69ykvhrEajiEJkQF6gsqdYbuAl6OIRt9gn0LLjd5lJ1yof5RDtpzwU1LKQ0vZZit1PcYtc0+NX03fUbgsX2KQSXbCDaXi4TYFDgFQkGudYAqCAkH7dsKz+i77JcfeEEZlFFxG7n1lzBXoy3H2TgWymWYA+jrzUlA1XeO0mcO38XAasva89t3IlytUq2syZD1Td5pRtMg5WHlM0Nru0CGB5jnt9z/OfgR970NLEPpFHGLjjCkQGq2WU3d1M57dBZ24trkgDf0qYXFaN9mePvywze5IcjgNSk5MKlgOUbIvGSQIqrOdteAZkqkQ/064f0AsU0K4kN9UtDHHX+GWmHF/bS+hObD1N0ui/Qu4eMxrHFEvgKM5Dm/bOD7UPSemaFMouAm6PzOng/cT6+3HfqJ9fQPNL/bpBjag0oJwn+XiGQurbPzry28ERG0wUdkb4QtO+AT1UqYNjQeOCplgSrWxXmPrc35heVa/1SOUtIxGUDQAx1cI42+VuEzpPX9n40rXT1gzM/oBpV9ZAJxJQECj/Mb2Cm+et4LaxIonnlk/w8aN8/0mK2Wc8Qml8svWggCGm0IIZRYI5szTNgcmWDcdbrpT3FHJ2H7Lri2BS93wSaOkKQOPMHu+WzMc9epYiL+WIJYy3anD0KacXMfmU13Gx709bvgasAQOICFPE2Fmp85yHngsCPQUR1eoUZgCaP9t2raBABVv3uJj0hkqNUkLUQ4AX7eLqf1T/OdPYhZ+tDzyegImIUO8iVvdYB/tnDviiw9d3596ShF9PP1WPoIk9u9NPIFGKfQ+VhBTjPo7fFJwyHZSkdtl6Z121o1PmnegXeiqUfCoQpiPFLoWXYPBx2x5hwLN6PSYSd1ITIrgebEGv5tNCD4RdtiNF+LCMaSFGl92wITicUSQv0Q3XW7SBHu3wS89KCEpAuT4gs5NDOm4cdAhaK6V+RZyb+VzFxNYB/zgrP2/Aqg5/6zohrDotM7F/K9s0lX4KI9eFKeDgYmyGKLZeA2BckmHoqdFgL+hE6iU5y1Qa1dn2sGoymfSojnRJPxatEiLngZI+cEiMKbuLag09PUNFhJh/ANLP4QFFx/Y05oJKK0dtq6krvkWKevjFC+/cPdkNKj7TQDTva0aG4l7LayfTxd6RKQl91OGc4mT1VrAEBUNZIjHBeTezrCDOts1gHNuxH8wL9NPtR6hInY1uC53J3HkLG/JpS5YQqVCAXg101dT2yrtX1ztEbfVRvscU8WkXjuesbI/XRnBXPSdDtS/iAE+JrsTclMr0Hvp/AscZ2ryitUiCxfocn/BdOb54cPqPSuRtFACUu8q9BbL10vwQ2niaeyZQCMEToHZpfJ1yZac5jTEQ8u76frbzXBv+ibA9IkjYn8WuL6wiNOrZs6HS8Fugn6VoPvI+IxJh4ecE0DgJ0AOZC3reKc7vVAqKU16fXSUZHh5PpbDOr30kdqZeYaOMyRFGAfHanDiJZqqHGgRDb40YBLpN7saMiQ12HNgAO37ilMRuNKQDklyPsFa6vdCB8n7BDR99e51Mwvzah0BucWqEhiYeuMDiWpRtudXrMFbfoJfeiNBHpgE1IMK/Vh6l52Ag7ixjbHCX6qKGpY+Z60wEXhD6nJTvFmclYnUSJ+a/yA0Jbgg+q4xk1XOV4/bK6Nex1VzZNJvLeuTsYMd9MfkDvjVwJUfv5fhEumMZcjCeuOXIEEef2O6XVrTzyljSfVBesR+jRxmBQ5FFm3f9PKwX0JaCDc/Ebbo+4aVVKa8uZVeKv+c0dPcBy5sEKzEjgTIVRHdDqm4WzmC3yRGWQoBdkwSYCfhb6W+SXBrN7G2gD8o3mG7U92ydab+Y3Du8xJ3WnPGzPSySxX+zYph5glVKViTPJOqX3L6pdHI8onLjkePTB+Nuk9qnWhPupzXcjKHqJr+Kz1l6X8Atj+OQrf6cxA0dZfPSipsmlIfHmqyq0uweLq0uDHMpQM6jDhKk5p66DD5mfck+z9DkRt/WWPJdiIULL7esdmGcAd72lWZbWpra29WhFXvAMA39/3LREVZfIDkc4Tpn5CAp/I6iJn3UJL1779tkOPo/PA3n2ClOAHN9lOhKBlbgvgVk9KLtXOH7pAde9fXkosad85okOh7JhPxwyuHeR405WR3rfD4VyGLaI0YI66PNlJBeYiAAQrGg7JEijphOdRKtjyJNOppo1G7Di7q3Hm8WEO1KFL8vqCRQwjhfmRHkJ5zYloMT6ndxFFXIQ7u9V3H3fTRVps5vPxXAEEhxxCIfxRGTQ8z1jxthHmN0MjDmGZKZ4tdF8pMu9c+L5BudegUhXki5ArV+inkg7bbykRQCMk6LqRxoDUPl4J9jIpa5C9b8AxdOAswtUsYjgddTRr6FOAXhg8nGXdqvJJYn0E/dP3FgNveU2vL3FliuujD6zTzbEQv7A6jyV0XHDGGCEsJTeJaG6qVBlQCn11FC1eczcpnHfh259VN25D1FYv/kbTvkuU85IAcmfvMm+o696inpWr8M1gpsvGwL+LjhWO6fIEYZPGUFnzHZbWTxxm9OrP74jTns3JbZ+KV/pEFbh7tbTOvg4HR9Dj7yQ1cigdy2BLPpWH1ta5pfKhd4jlZInnq+g9IwHPL2EW2DZB5Z9gvKfAfzN7BBH5PSmcE3EYLJgdZNqThfXr3Ku9WX750/BNcVxfcPn7zIpMo7KikRlw0R40iIEbCltzhZclWzf6ZbZZt6QEC4zwP1GJLZVnUb05gMQsIg1iJUE8lYGXt5Q0FhlYWBDjV5cA2RfeecVAtzGyq0AypmH+BbU9RZVTd8YkjnI28u+vJqIQb4xCH6NILyMKIygo3Wyu33LFSPlyoDqw/UrOLdQU/Ax0ig614tc3Ve9RNQPcqLDJD69cNyUkLHjkhrtRmMegA3ppNTDre3NYNT14gNMufg/qwkzivVvdPVNGfKiS81siE/i0rvKorl+2hPEN7X24ZQOYVTIgOvBbFwfBlDVzueKuWv8o86IzWe7i5lvufx7cKSgIPxop+/63FNJDibTma3huZ4SvdupVYMd3yURkuUg5eXibJiVg5CtOCXYUoquTOeGJ/omqjAYMNrmTq+LkmxecEodsfpPHfelaZ5HWQdKNWWX2byzf8va/enDQTAur1crMBx7jZM70lWrZ4vaA7Bjc4AB3Ow4QmmUgHnuBUhh2rKn613PsQgkFbphDbqRG6DqEkYiMg39ulBf+1j1t6MsJBBhZr/qCNmYVo9qFNfBWFXWhIjCqiqRlF0ieUXQgjm5FcFNVTvnKoUfsZlgoo6+KFd5V/+1xNW3t4a0htaT7YJZhJ9ldle1Rwj/4gt98/M4SPLuUbvtBtMaQv6GYGyHRP1d+ABCzBc08e6S4t5M/Nmx7qn/iUR+6ASYhTQ98704H00B9fmeBJepYylKjWTuZlFn9bhq8G9GKGAMOrRGR2m5p5zquV52d/Nzvb3dBhNMqQdb2LWKHwE0WSbRhOQ+W4mFC6SPUAgyYSE4Y/8pNq24+cFrETU8aipjm3gvAWw/ckDWCXZmtr0NL+IQIPmzL84mn576eYQwfj+54gC7RG4yvchfBxKuhxU4fJR9a3gtp88ffqIV0mMrPPA3rmy51W7afyayRcufnPzvu6Z/drNc6b4QIPCHiWKuR9JGkBGSd0sS+El68MMtZopHUnUggIsATVuH25OFehwVpzuJ+Cx2NE0HeA32xYBYb3+BXRrB1gE2u0+wh4rZLUykoidximbPQMRCR0EGYOoG8tkMdmsWjtJs0F3E+8SVYZh1IdkvoNRYmp4h307MvsjlMSoWNhlllkODPvDiL/9WmuqJtK/CcwLSSd+DuwPWz5G9Mrl6RQXnFMVsShqp5ihtypqRIJeP1cA9dYXSuOkHng58hgq8ZLAiS6dKIx1TKvZE6LMHeciRmSxVAa1YDzJ0nkMpg6mTGycbcjIzf5SgtYEaKwuMLJ6lpNXGzdxdfvhB0yRk/RKo5EBqWT2OEwYS/TH86pXB7QGgVwO4AQlOS+XX9Pp2GWSTUtL/MMBceaHknpwUkaqe1f5ekr0pKfXF/0TSShuU1YzVxXjoyJVAuoUrjSdABs75PUFRIcOsm+p4lEW8L+eSSjAb4NTBPdcRCfxGfwhHmwny6F+LldZA6BuwcCqz0Bu4u9UJa6gTpQKNASGWGIj3Vo5PosucPCuXwD4H4UV6KpXXKgKlp/vPshd+FpvyjH8p677cQY+hIhe9QOtuVj0LNYP7krSXw7iS38tRLLsqGN4gP9scBqhYa2gsWA8M/+oZ5Gu7PdyHPGMYikDRss/J7kUlcWPrqDlgmG7czSQwmxuY0fC51peKbi2hzRU2kvh9JVf9iL0zgwFwRKEFZigmM/RDmLrVBcgctMhlxgV+e21qnQ94rlhIzyAy6NXXbQcsCKlHLjOI0SAFGEjKdEzx0JvFP0SL2vr7YEKu5VE7862SFTz1oIB1f97uUzHwu8SFSBYQBB2jBdluJxlW6wr1/ke/wzj1vBoSLvypOMe2VtXuq8yQJunQ99+1IMTPcbbanWaAicZ+solMr/mCuTHvKYWbv2B8u3ZKEYIsiDz9Qh/hvEC2+8WGJxWl4vOZtgdyYQb7CFkMB8P3rNbWy9NpPX15Bv6XIGC9NC4FUnnUDJhvPXTjeJL3jwkb5HRDNnZ7DE4Og6Tocqd9u6DkQY/vFjnrEON+/+ygIzdM3U3DZoTnzbi3B32Vg0fubuXV2XgloCN+wIb1fb1OeFKLOxxznRxoe3hR6gvtHFGijmHh2qDUj/QCmvGQJbDnKYMrjvHIH/TYLVqmCtbf+9GIjhd84GW/DZVLdWfwEvgVfw3XF7NvhHHoM+9gmvG75vKmbMtclEbb6rcjiT39ChurTkbZMorERZbayXH8d0xWw8G9HZ9/JOVWt9RBDikcMoOqzY+apXy98RzA0hV9+qDFbrb25rAiexnRhh5A3/HaTuyFZMmYOJ7tdnsf9RGBKX7zI/A7EDDNExUNADBfxb0cb+u2Jxa5EaCbOBwVwMKfKfJrp6H4G2heszmd0+ZBpkzz+zYH3y4hTuCS13327qtmYAvKk2UJ1NhKCQ4DIzxDwWyRC1401jXCm9o1C8vlTDZqvtsTW5rJM4FjqtkL7//s/+sin7lSy3qMEKwCglkpHoeQ7mn3oIK5PY1dgeCAZMMYkh+J25MX4yALUcVpPCL2Zu+62LQ2503+Nh1yQxXjsBrYFAjl/zNAUH2ITepODl4KJsu4nXx16d2aRWFTqELu9r0Gk3KWwkF7jxioC3LMXR6dm6571dXMVwCQDdNEzxlrV8L4/zrFF8pMcL89MH6dCt+TtnN3O5gz4LP0pAPKPurxab0O3LH8FPxDz7ZBvw+SxjMnQR642Cawc3Qe9wiI9irfG+quVmseHuldUNdPUSYqaJ4NKshFR2Ohwle0bSwU0DnitaUwT/MWwqnmakU5ZQNs9RYfkWasj5nuhuToLu/FAH3tITMAy2eB0i5yYfY47FtcHrz44AoVxtUfQe1zPPpwlcQLVS7EZt+0d2GolUlpGTZCh/OrN/XBtrPignkL/HOR9ykDk8euy+MB+Yjt/2aeAvpesVSOETLM85tKWwmyXgAMowW91L422zGrZpPD+8AzGygLyphtf3kz99JNOz57JsbkEnjtsQgXWKifwgTDsAscmqwGtYibfsgoRmrFXS+ROJodquYcZxNNTc64z1pYGD/O4SKpugbncaRvqeYfTU2tPw52UttGPbpn6VFB9qEQBnI3bKBrM9xw4jvX0bGD+A6nMnL1gChVVUp1i0y18bQsN5S462wwmSBHupuuk/TDOXIJ3ndUylBX7dTpGN/jjizvqh7GVtS8x2/JwCVK4DwdYGrgQNfgutMHNGLEH1kDRUjyhfN3QkmhtBbRtt7xD9iFRSDJEu5FUQk3KUdbOq1hUGEi6scUT71SdlkvG5nSTWMGUtAwTJpfTbJa3Tcao/hfSYAFT3eXrX+hdEKaRl+XUul1I531rw6SRkxPC103OC+Xic+78b8W1Kl6q1JD9UELfK/5gv+KgUjT+40unXQYBp7okHZy9xWWmASrVMydg475geug3khRgrEvRrudZJ8q09hoJV5ifK6RpjKWwoxcgs62BU95L2LZIVROvnnMFGORMeHOxirUrBjUEHThzVx1GDCCkixcyp70H/HGa1pcFZYTKNsLjZxNBl5O+55VK4MyFI5zYv7iRfxbqNSFAvZkt+w0Fk3yuaGiSBiP1Ve10dCwXA0gFCt2Jx64EfStqt/AkWWa9lb3gfzFM6pZ7CArZMnSMNan01ISmXUbF4BH8Vk9jQt5u7P0hTNAZk3UiSYERvwWUYY0cyJQB1JCUGjueD+9ukiqoHRJ3HjvT12L0UfNmCjl5khlBUIoGeKxVUbos2tpuaqAmeWsSkvWWwdyEKy5df9aP4EL+VFhIeBJc47WSAZg/NzopqbOZeTPC4f0Ci5PukaH3RuPxV0YeNneMu6tNqCt9QSaChO/BvATl3Bs/46b6rLydKvwBiaaL6kbMma5uB5aOuamS6wvCX06SJkH5kpDq3L3PkfmpSn/LCkNGDhR1d0EIlIdf1gwNlm8ykyT+h8wPucwABn01Qe4PLXtlUnks5L0ryb3ZbgHQKFghxdJDDfvCL9P6XXn2CSE2wAqtQnyo83qlr21wIDY0HidFoP7ih0Q0NTYFU8TudJHCBVUgmAiCeftyySoxp570rax1q0yQkdvX3+yoT7Ie5K43t/E72XOmKtQ0Mg4Yp4DcJxwPaxAhFjZ/y2zXvShZQ3KyNh41gtZv7vpJ9h0zzfEZzY4hnWMT5Pq64E/ygOw1vcUiSGi0s1XA4WEhfvMlcHa+DqstHNY6s//GvCOA8HyPEQL8QHGohyayPocLqg7lcHD/gMTZsDrYR2kMYYNKtVL2NnvKhcHEzmVcL+uCqVhKS6nTZWFA/fDemi577vUHnpm9CfOXX/rahIV6ZEzTgExtzQvpJ9Krg2xa8/SH07VZssYTvIZxUxPhb23BfKxuGtIB5JolJENrtJzhNavYPyw95nqi5zef9stJahi+OXxJbmEby5nBnZUNMywS6bryBgIPQvIclSqqwzL1uVvCi7qzubT6hwPS/7VLtO0frdUEWrSQiU5Y3ps9sPUOVRFXnvuhQCcw5Nocgw4CUfTkWOxW+uRisxD4gKPX6FQbe+UoPm2/UiF09tU2sL1PLgA+vtKcDpnEM4ZCvbPHEJs6kiwlfq5T4n9Zomlo/Qjy/nfel/i8BiBLqrdMhg3e4L+HbIHfD5LU19+WkeA7hAvnrmNq0LddOXVmm6KYXgm9lBVlJeEyDtW9vdWx1Wv1AJgQcFyVCPgEf47Bypr99wtffnc5982Jnh+5HKdVSG5NrJHyk03RP+t1CELoA+SB6olpech8Jd4Drm+vjg==