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December 11, 2019
Thomas Husson is vice president and principal analyst at Forrester Research
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7cQJ9uKplY6hSIrqK2Ew33MiR8o9iCTj7G9UpA6xiF3BqtKprOfCBBcU6mma859e76DOi\/pTjepWjO2N+HfkXBhKAl9M62RT02Lh4IUaCjc2ggClatPgvdC6jARTJtrehpYcRC0TwiWV1s3KS+d3ePoQ1FlJF5hdF\/X++W7CugNxzlrF9w2+jjVmchASTY7RQOZtQcrAWhk1suN\/sB\/fpAFeg9I1alh3eY9oWtRna3x1mliAg+PJa2PLpAwoCUzbJiOgPuqvtioL6L757ijveH33CcKDBtE3JCy1SW3JyeBk8EufUKU\/Hfm4dvYVGtmhGzBA9zjvscKfQGm6+WQUea+q\/nXmtckDhXu0zqk2txsohgcpVFCRFe\/wjxrcuhllMAZo2wkZ9BzzfZD7Y5n4eHA9Zwd2pnOl4JKUkqk0UwYrlEc1gsZm1dc+UE1+5jrrf+3+DuNFMuAuPVIa57quu4XzVP2qkeBt9+TwzOCIORD5+P3YwIJciLbtg\/UMyOH3+AJ1x5eSnq9KmbzRdUHfrZc5cLV3G0UvS4GPK0rDAnax6PMLaab39oOduaP\/Dr5Zl0hzPw9wT8CyZouH6BA4ib\/zJP4OfxqQVvmvmpyVhjc6qeP7a1SrnRGAeOkn43guwOYqrWiH9G7qhd9Y\/v8T4JveYixDyGdDj6nT04iAs3+sZl8FahBRaJDykv2cvgPx6NhKKFSLhnEW\/BQd5md06PDnK24LhOW9NZT1C30\/p7PqQKs9mcxNZbiv3YcK2FaT4K49tPZ2GiqNziVIszNYWQXrUGbzGH6jXLASAw6sX+\/4dRDO7ACZ\/35k2BlKxBWXixBnRmn0auYbO6pXHSaRa9WN8cHhcfZ6k5CXXqoee9f0ZjOlH\/5II2JXAQOriUXFyNxoGrFTioQzZpykTna0EvJ3l+pRCJUOdtcmX8FvB87gZZ\/GtN7fBXsIeESUAqQMJtice85DipWZb\/IuT1dw\/STIZHOknInGDMPrzsfKv4a\/E+HQoxZOPcIlvn4sf\/\/gh5i81qlpiQKdempKatk2tg91mZXTLPFPtkQLJIHlr1har5Pzlfav+6ZWZBvQhMuL6XQ7rfDO8Ma+luNvvEFR8a++6Fu8BklUvwp8fT4mR5DzqXVy8otusKKZso\/IrZspLZUEJc+5\/ja3PGy5CGNgee46\/AjRZ\/buKIZqC4QTyetVQNemBNq6DnFny+vYW6Sw9vd4gvxbgTsAWuqX5qxHRiTDSakwI\/x864zuvXc8db+xogNqewEL51o34a\/nRWj4Gl8K79fHhVVXLvrK2A1bVhG9qKp6XvXpOyIqMa8g9X9i0L2l5c7I6eoLRaTTg55FeVHXTZucVUW4xfCUoUn2eGYlGAXjR703A0hd3UcUvUj\/l4lDtapS+ipmK1q3qYwHSkieCkQt0lfE82FE6fWzkJBFmlz3z7xkoaJF2enKP3Noiq9+Zp3zTSPTcfXkMwLxkZYBQSs\/xp7JK1kCo3hj8SbxHeJSzwwtCBakX87VgB+85yoYQXupxR4KL2JcxcFNTia5Yj0KOW76dZ5w1JMUsvW29rMnZH0wAdGvn5wOPiF5XF5\/RJQhWNu5dOGO9xdb7C2xVO1ONpcXfxM2vr4B7MlHSFJrxAP2XRRuhsILSaGelgPUVs+aCR6QzbiNcRANHYHanuiC\/j3ceYegQlhzKuBeyn9NT1jpw8FvPeENj6HT\/dfSKiCvvp5eAoCjeQ+ZRj04Swl97Js+Np1jow1\/M8xtJtCYwfmJYY8vnCO88thspYsQogVAjg9ezxEy1Z1b8Yr49mE2Xv2xUIDZOAwcTOhuiUXgfTD9p92pZeb9As0Lht8zBt\/kOwZvDPkwsdh9RtirTL2wO86vFVH82TLqt1jE+VbE6wmxL+2BQmsCO+05xfl5g3k1bvWSRESUs+E5Y9fRoSKlZ8F21XeLGEn6jou9oJMbc9C5komcDBU6BhMt0XC7qgVzfNc6Z9+Wl4ScJAGhl75SOA8gCUIWX5e\/SJEGXnKf1ac82yMosZde3VRjVTCNbvOugodYeNpu2Mr1b1xIVq9283zjSwS\/nba8CQ8fHweATFmzRX4gi9IdVIs\/ZWWLmUEF7MwSuCxjwOPBRfxHNukz9BTogbaxT0of0ozzjBWHNQpM3XmsUG5YagVXFGirfo8ENQDcy3FQhvijQ+Z7bmsYudHlj9PKnkTu0pTBun9iCAASu06pkny2SAc8a5N3Y\/vsrMf7gFICOVXYqE9eNtgp9HWUGlwJOgIKsYakE9f7KcwtFkaQsMIzfoh9HMx8fHTIkSGJvsTV6X\/F6JLUjvMyPsUqW\/62DN6nhKEHhSWTs+MWTYXepymp7vyFkYBSs++XhY8WYu9wotGzuAFhQ\/MrqpuQdFWKcoOS8DSmCj6bwg9ees1XSxbCt2DqZtLOSKdWv1ItkVhq+yWvUjDZZVDOReUyd4+37PMu47XgxjbhdVp1x8WpqpHXq\/PouEZSVNNnpefSUrSUp9dUq6f4WvB\/2EeptEJKmIU+DRI4JndnGEi45IkXLT30zxOVn1k2c12AahNuxpb77Tf7KePDo857nyKQnBdJ701sqqG4TEtTZ0LX5ZXuWuYvjqdpHKRqccRPJSydA\/tkHeYA0umc8TS6lA6ZOTj0R50E65XAXvtmJWw8OTKP8a+7kIQKwCykrb1yrgtMEW1KPNopJSC6ii0D6AHRm0GefpVOK+JIKy0stblMN0cnRZWSM6x9g3LQuprc+i00Jk3uFjOcyhQw2B9q4cjniVg+SXLtMq8oy2Rqy7UCLQ+rdEkff+7MlD\/uvWxhvLq9OiMe0T2HfxVCi187C2GFoFKzbq2IK25obDbOEVW1L6HxnRpUlMa5urNlVvVLU\/RgTAgYAVHVIxk91nCFL4P8suL7wFrMYCgFJggeuiOdmFqLJgrWAv9qNz0wxhnLA8\/gbXMoWu6Fft2N9hy6oQshZppQuvb8xCl\/Lr+gJDT1o25aqlb215zmtdA3tWfgh23\/Gr544nRTMj+MQPYky\/rg8etd+ItCfIY3JWsltE2cj9gbOwlRgB1a32h9QvLJ6pLm6d774\/6vPj6pDXDc8NKfBIvoW6pluMbTigIy\/PqcIIf5KrVeDAN+QgCblUGeqL5q899D02fPl624fpC+fi0Zi9J9GcPdTgeDJL4xVoSFdvR5D1zUhABPTPd04FICVW7olklOXEB+8KiUPPboCMcPCQfg7tMzcuEnsPwbNL1ySnNZloVjBZWfCIzBKIHcj9Vb8RJJYZ0DCo8uVmbo\/uwjpSVI\/XAY0bszks\/VomfJHAObTu9dHiOxlHdJb8XTcQuscvnfz\/MTZZiTuaH\/9MVyfKzvN4q2fdaHirNpBbGGVGe5HPckZn4XFwjeIcsz7PVZZ7HJy+joW9640DF22xpPtE+fxc8CmO19NugHfVr6GD83CVJ36WKjzSgNjvvBBqeKCXJ4NLZ8DiDm5pPK2pihLUxgn7r4HhVlfX4SvW0lUf5pjXsFOZkenA415edkTCdcFf1sWQoCaLxMLHKEe\/2khLjzrdPr+WgJPQFaamwIUWJMLkOQlV9WctpzREyTMASkxUJ4TqpycFRm2HvwTP49YcCDDA1Ug5A67CDDgr7AoHdvGlPGTzu0RSqyXSx+sMs67qVTTadRd7wFBZSII50j3fg2QU8GZHeHhRhMYIhGt5Q6VdRkXLCyi9v+lXcvpixEH0YqvzKJma\/VknlfcYnrOsZGFuY67NVAV7aM72ShEwYgN9bJP0m8FRfVk8+2gJGGxgb1tA2ZSrwC9BFPbfNH\/MiP2N2pHNUHkkBK9FPkYYUd\/XO2F3IqlB95Z7xbUZp6k9uZg\/Fp66Zjy2qu4cIe7RwnOhdiKXb9+i2oNR\/XBxW81n3gnzmaQdu+QsRIx8dfj1WeY78KkhFTSDbdeW7qA4sDFjXLDxZDqYGUDZ9RbKR0NrJfz\/43VH1berUNnLaA\/r8sPYQt7q3Qu7SXPNZ27nCDTZ08WGjiHcSwyuG2OZ\/00a2XE4cm7\/MzqHIUadQEBW1\/Cf1RroA851WszuQDGVFJSdbPWAunnkahINlvq+sqbVabNUCYcjjUjw7RfI9COTU2YRa+IDki4FDmae\/1nlCssigPCKEXZs38+1T24\/XhPCblw1dtoFNSwbzy7aPKTcwngnaFd26Hjgft3gDUuvWPULMFDni6aY0jiEQPEfV4Jo0DtN4fl1LEbOnvLqAZjhwgXatTQgGxMHVSC6u1dMbQTPvHhWh3Vp07vXaTrxEqrlvckAm8d84qiJKWDO6qSpgmCQ3TnurInwhP5x3rDy2Ypap3cfwbu9\/Xs9\/PnV+w+x\/H7fh7nnkboVlInDmCvLmEi1W2vet8sUGMoRpjf\/\/oO9Bl9A0mCEdvcH0+d80EgL3zro8iM1dytHHeq\/2BNKwDWZE87sSls1SLUR94ZuagI0jlHcvlOaUHAfqwnMZrm5zWmC+qGXtUHmhUOOILT9eLzBVMrmJKFQBY9D\/sJ8SvjZrqKiDgmr4c7\/lapHiUDH7PcTu7I1Osqqyb\/AbVQ9rl\/b\/uFayC+aE9nFi458iB4sMAXguSlA54rkjsiZ56JpUwPWb07D4SE6cGTuSoWtZBpFeyqm6ghHmjQIVQjY19C86S9bWusJ0o\/gE6hYObSF1vyp0psSMaElYBJ8giN6NAowRc2huPqwzhIbryClQaoHW+bbGTbwAoMFbinaVf+TThk6Ck\/\/MqfTKWmhmD3dQiiRcfnRgH9Wsz1vtVy0dzVSydVv+ERLzZMfwmgsnckzpXjup1om1i4MQs2xjBPcodLx51dMqz\/8uEjohCsPx04\/AWjI55GHgcIUGu3uLkQGycjHcfVYGW71BNIbpzQQHOs78AfIT+Ami4Ymdcc+VyzyiK3GmzU9nFb6X2CScj6fjBpKFAfAh9VYmaFCQ9BrCaI0lUlb04uctqVeZnwKsZgkERpMGeesjOehAOnS3RwLKhCL9H5plA3jiMHkOj4Y9mX7mp5+eFMKLfBYToRPy3Mpt255c7Z0TzlrHDdgDCXCjwmge\/r8XxaKRPi\/0t8z0cB6LzenZXjgVNcAix\/QJEI3I4xsHG0PfPfUac4W9r6BnkJnzb8k+QPe68jKBjcj4MIgt\/fT+70rJehlB7Q1lp6i30smbapLosqp9NckjnrgJfDW3MnVgpQtMwnrIke4bQCsTjOeifM2QLsbLCYnuczOr03UXIEtCWCNhHajtCGYUNR2HsRElrn1J5aOnwpCGIfgromMHa2Sc70OrdKxe6BcrBm1TusLoR0tiz5kynkxQ75f5lf8ENNzYmeDe1ywwkk0bqlVSLlSAQIPlYPqt765u6GwLn9FoUUsFZvHusPnbGwYV4OIMJdA73ttuT7QCy1P\/TX3uP2gQ5MsH1B80GDBNzzoR3oacB3Ni9ewdtLUw0aK4U1jS73gukgIpDWUlUZ9lphNRpMzZ3S5ITowc46IihZBGH1gjnX7lcBCy46XHatfbxz1BTGEwGz9Soq+n0l1BacTJyMet2f6hjd6yTiTWJ8MqCiQIcDrkMsHuq6QhoyI17j71EJhxeUSx2fDicv0M0YWapHM\/CNbODzSzFNrlaAI0moZmXzfMYR+ErZIq1D6IXkaWpk4OvFzr\/wDgBZAOxW+bzzigigKP\/i26HR0gU1A+r4HDHysCdKY8Qi1u+NVt8h5Sgp4WOGCkPNAG8VYr46ovMhtWrMG55dDfeWmv8zBoacQGjOYofpUvg3CvZz4kVc5VlEjdxIhEznYbbeLGr2PbKoxnmaeHU55scYvK4BYjVTWDeWZiDio73+7ZSa4c4QxP91LSh7C65TM5rYljTswcEnL67ZNR+RO\/a+u6Z9z4GUWtd4DIp76IJ5HBzwL+L0gzjoZ8ILJbMCMhcJH4gmZv4vo1hCoB6QNeVsdDYJbowm8ADxEqCPiVzDz2ObsfozO1wX27Jm\/QjFYjqVSWEO+lKAYIQJZAgRITvMbkknAijU4GdH4Otegv21C3JPSKInT+qfIGOd1eK2FyhI7el8AqYUAnZ6My4EyapAid39d1jN1lcVwKqKUwQaidwwcp4ePcQv48Y0A\/i3UdvWJQxklrbrZWfIYdzh7iuqcBzzuBrW5WGO8LWHI0\/3QyuCwxtyZNrAA8VWbzfFwywwq2POdT4zsT7fReMAuvBNLEmzEnfd4rraBBeZhPQMj3agC\/UqDNdYUbub8SulKVGbDQkXkHChgBvq9LZgv1B3Pxa7Rym3eefTDBOckZcI1ZEtkCr1olaldJpOt96SLYUofoIGfikeDhSzY1mNhRl3O9ljknyREII8oTTbOG9Z0\/2mCmehLPn4uByR\/L9tr42VVudR+mvpxdY\/SZO0Rvaa9F46\/hZE0T8epZu1CyZqNwVYPXuZNxFbJxuv46yqTjUi2K++3EZWcdOX3ekcDUDIHrB0ua3BCiDX\/vAb9nLU+mLkY3GLGFrpTIu0CQAjuMwYsBq\/GO7pDHq6z57uBG7SO6RzQ8SO8jF9mJVlRukiKKXfvBBKkkC+qsE304iA2Rx5cuZQ2AWAsGBk38yDUDQ74\/36SoRRcJduDxKxrKtXaSDB8Vq70PVBGcodIsSTxQFjM6Gbxsai5iH7b\/qiHlrQOYlXX3+LoOUxIWROdfdg4z8aYTrQv3mk0+mQafjPlyXkFi6nKGD+2VxLPxlRkc8D+gOm6kXsJyB8HbRgxy\/4YTlB42Z7+xs86yAfsvMSwzBHaWSWrkQ72B5ADbuC83aLF6559VN98kBXcB4+b0ddjNqeX6QhrUa6w32P185gPrM7D+r9jCvL5m25n4YCdl5Y1WvL\/XDTHQqKlPj0WqhQU0nPKxUQ9x8guATtCf9FLWw80f0v4rYDNqqVoTB59IxCdmgil1bRWWD12SM2l6+4E+sUmfGZ0wBWCeEkzK00I1TNpv4n9WelBwpXLuBW+SwmulwPZfo8Le7S91PpJXfQQWkz+ZbeXQVOLI3kZtapUVoX9nLNpmmhuj9XTlTJcmW6UzELr3pv5D7qupxD9RQ54S5I8ZUUDGiDXQAkfjBaDS0g4pcOZqQD4y5tPumHQ0mi51OLK4hbg8f5hWdxb94Q6EqMIwe7bMPF+rcYcsDSxAd7PJiUBmR4sxRyAeX5pbkB+xgkGgdIbnc5LEI2SOzNTZ4H8mDq2O7CxPQp4vcNwaqbm6PdNygJtIv68E1\/HhjzA10kBMo0WhvHJ8nCBPUooP38U7pGBS1peZJf70\/8Q36bP1ba4iNEXHAiKr8WAnesuiK0tF5vQvr4HShwPsAjtEo1azv7t8\/dJbglNDep0XQDB7HnEAcxnibasaJKHCUIUQ3djWD9P6UK6iJh65hquyrQyxclSD50UUt\/ijahpux2q3yP8+p4HWvqx\/CLTsTfVD9Eh2Y9xgvHB8HmsF4mO+GZf4BaOqJFuhEDxrbp3keGVpxxG3Z0UwstoKHj0KO64vHqAUicgPT\/ExdzNbCaZ1n3frI7CGybf4Lq2FMgn3b9rEGJYpbpV9eiX81EBTMgWkHekgeiJIT+A6S1PknHoKy1CYFGNOovUu4\/1spvazZ4sHzSFCKeXdjTieNI14meA\/X+YzHfYjp0AqTAlLNMoRQCbI4t8EtoN+l7SCZfk7IdANO9czQzE9UFci+4vRDrsmuYJzsUJ9fzCJKUXdxHjcdgR\/jIiCj0o1ec9mCbITJ9BGC3WPx3ViOt1OT9NgqJdl9V8fIxLKKIjYs2dHAJTBipJlJL6VEZ77n8AZ5R2CqUHGLS3VVy0moraq9w3k6uyIaJX2hkMr2eKrsxR2gVy6d6bfZSarsggfYq4HTe3\/lJtcx+CnzYsFdDJ5SGkPzqbFqJbUOJLXRWvuAiSJL005j6oCrnu5qR87S5G2+4a0VmRe\/+Z5UKtPpYEh3CawHsgZ+L3dYAbaoJU+5iD8AfEotyhM9ZdHFhy4UuoPMdXn0RiQwQdzMe1pBP+G\/bkaM\/EaV8hplJiuHvNtG6eFvHPzoH7JHqYwTH6ZeFBG0TdOf4fKs0vnIyOU8D0gojJJ8ESrZ5Ygppra5BlZkhklWIWP+T7wqQU6y8pSabEIf0zVcXU53fBJwlCMpzoTSnZB5Spq2UrFpiNXPAuGUueXTjqsAb0j26YNOMs060gaJy7JXAm5rNpvcptppwBWQDBDiAymjYuyREysTypq53i0l0pWe\/ulTmzPwy3nFsH22NTbz3\/m1dqNfs3m3vni6mVS5GM4rS1AwjBp6Yp3oJbxloaLfRGNgAJTublcRKQrS3CgLGt9qGxUslbHM4d0zgk\/Pg8bYXQfHq+FcG9Kxg1o9zpUwaqpmno6gurnXf6J8ldcAcc6o4zAUDUE6sGOQwZ+Q2Yn1CfoMnQkVdWACWAJTTR+tNQxFy7FrRDi\/pa8NNy2hAbaO22AKk\/TunYuOLLxPdo3mw2DiSdSEZqjBAcq+Q5jcdSpV34+GCIQs1x\/XfIiBh58swwR2JjlrV1yT4ghi9k5HNPp+Yq3ouM0xEhIEFlwG\/CrcsdwMb4HuwDJz5kmutE6DRoQJPCiOfZ5o6k3NJeTmIo6Iu3Cf44WMl\/a7ajr+0nGOSz5cjRDrUjI1ED+FWuzlSjJvGppzNdKKfrJA7K5aYedA+1ZbHv2NySvWLzkNpw5zCA527eGmz23U5RABNUrvVYBZbkZG82PFEmzhqMwlRpQZJKD\/G53M00c73RzgxOqSqHLSRERX5Lcv\/2DXobF5HvUpbwEj52gBqxtKjGbIQStHGVKc0xoydMeUiA+SAlBDdZlCJMw4Qxov+kwOZ2M+qLemomR2o+LMDrYtBG9p7gIVxbGJXCXlTaiGgshgTtAodMV1Q1uDEd\/T1H1n8H4JNoOuRB9utyTd7D0IbNqaKueYbmatqmWkfA24C+0uvFCSBucIvd36oN\/SzJQuHgcTfmF0uldQnXVGNW95Ukd7fJgSfJoAro09D\/VKEhPTUPwZH9ep1kHeu63bWEYclgsDdt4zCls3Dj8ib1OMHexoXtzlsfo0RQ1Ij5BOY6b1\/wNl8ipvnU1V1G3e\/Mn1twE9u8LEGw4OJQDQ2Akjap8RzVN+hGgKFvLDLCRsNl89k7ZLfcDkgp46IcpfNUDPW\/zRjrMUbfqRlQ\/+Wgs4Ulj3PKI6TrqY1LObqGB5TPWFFGEhF9zK6j9VKGm8DzfWgwW\/aH+9iiDpOnwfCRE+oM7B3H001tyyiqxVyTTC5crJFh6odFfEGt\/Cm2fvyDl8H1TzrM1DRfwUOsdwkvKrrRf1HwaR65ULAwasBgADxFb6bIw34e6JSziaENqpwAHDb0og1\/7wCIHzZrVTRwBZKKyLI4luYx8t5MNR1aau\/U2\/xnGZdlVVK2MlFagDvqrYaSlbsEY7oFwSy2ZT0QmWMXko7G\/FwbnvsCCtWTAGYPt7bBr2vfNSVq6XM9Jv6miLddZmQ60WM3jI+LsXlnP24nlNkpPrF6GadEgR\/sxqsZxbuQd2KTxkx0+0heJ777JzCbcKkWx18N+uY1CJ0EwKBrLIpipZRU4uE0sAB8LpF8wTGMI\/NoirK8rqe5cffxGWDZATqU8WmkTIHLhiSJIJ\/bflauWUAZMryzSlsxKxcP\/6\/ajFMvhRVe50UjAPUlbLV0zTPqP\/5IGkTGbqhaJrJQ+jUl9XJwPuRMs\/5fXp6LYpr35aNt\/G1teldWAqyIxafwgIlncjXxDUCW27XPPdxSjZEN3NglDhJcYLYzjNWr7fMGByqqXN+CcDavR18VUDQmaOHnbNqJNrrAAWgFMiSNEcJQh8RUb\/1Dpggcccbr3Calid4G1Bf2aYUz+la4GhGSH2pAnrX8D5zqwc\/ZBtGgRL6xrCJ7WoF9qyFa6zxP+4M8pwweyAnZtxDR\/BGEW\/JwgsJVB6yN8oGTah0jBGNO0DQZH84RkccYSxGZvdrLCQMnO8h5ok9MriaQx1IoEftFs8IIMutLN+VN8mL4FmffoMTUI5Brs3XVwoW7j\/fQ4Jcl0Og3mXdSRh1T+8xX3Rt2D8Ob\/6LWBCZVGcKAmF4MBY8aINHNF8Gy3NBwsCvn47o\/ex1ncT35b+ZC80vRDeQx551juuQekjhK8NOeaYt+vxq+kv5GLaPWPwhDVH\/ybTSY7IMfKDxmbNw28mE7Ooc9T+MucQEoR1lqfWMYWj3qBQgHlYeLJhzA\/ZLfjx0M+n5Nd4JaAIcKkqxIIGrM\/nxF3WPJPrJQOeeKF\/fWhCYC8NIQIfwHQcMAvtIRkCGP+I55oMTZjRBy+yb0vy2Y\/UWSBokQa7rcTZ2SCT5vQV6W85PbjLNlxlcuyMNvyV2VgYuc9QFVZKVOo6QJeS5Wk2IEFQKaaPBzgsXat8s5Hno7fci7vO9c3GuJvg8hsb94tL3ZSmZGq7v4spHlnjdCBAGJ7w7Q73etQTyvIX5Mz\/ZIUHt7wrexSwjng1SbK\/VKDL1rC4urv9UkK8n1hl1lDHAvmC0bc18DbG4+XsGBHEZl4LeJh4LS0\/PlCSSx4NdeZkH7U98IuEevWFQqQR4hXT\/yTuTWt+cxbIlAxRXze+iNUDvGPPviajL\/HAQjnphih7g9hLQzYIkgZhtFTsCZjgAu\/BeZ0IvF5xeOjxwFMrV8hyBreifal7wzbcEJsEYukNXy8W9aPrvv5547wInF+EYaMLrfOFGHfT9OmdME65NxCwbWrbwGrP0pnHNx5MOnOyjQh307+Dv3lhdORw\/UeEqmLHS+ASaCdv9zBSFVgvpb8UIhBBWk4qZkkjaXjLUHkvam0GM3LUD3mEGwipzko+IfYxGBqLoRkv3ohPLc6FzVKMngJShFRvGZFcxpfu+vJ+vAd2Brm+x9kw4WqxLeS1+f\/IQxHJpz3fx8T+DteFU2jEwga3eRVE70voSir+0jfh24nA\/jRD6Sr2jGCLwYf4jEQE7BJFzT10nC1EbsGLOmbzMV1SIv8raKd6KzivPLHy5Tw59D9X61bQ=","iv":"e2259570571992e61b93b4cf38932482","s":"d12efd1138e874eb"}
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