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Copy pathMicro Frontends in Action.drawio
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Micro Frontends in Action.drawio
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</diagram><diagram name="Server-Side Routing via YARP Container Apps Solution" id="COrxgFj8XwROV15qZ3G5">7V3ZctrKFv2aPCalEZtHjDAWlxbGCGPxBhIRQmK4ZtDw9XftbgkQxvEQ55zcKuqcKtOtVg973qs34ZtanyfN59FqypbeJPqmSF7yTTW+KYqsKco3+l/yUtFzVck7/OfAywcdOnpBNsk7pbx3G3iTdWngZrmMNsGq3OkuF4uJuyn1jZ6fl3F52M9lVF51NfInLzp67ih62TsIvM1U9F4rV4f+u0ngT4uV5UpVPJmPisH5SdbTkbeMj7rUxje1/rxcbsSneVKfRES8gi5W2+9Vd8p6E08XfmsTJPHT8ruY7PYjr+yP8DxZbD49tZE1qhPFlZX/Msfp2YPBbDT5XhFT70bRNqdXftZNWhDQf15uV+/cQb7T3eR5M0nOsXc0LqY9UBCiN1nOJ5vnFOPyt7Sc5mm5GR84qEp53/SIe6qaH2iUS42/n/lAGXzIifMBQqmfJtQv6f55Qv0jpDjLZO1tUoASC29Ck8jf1Jt4GmwmvdXIpacxzAz6ppt5lD/2Ruvpfuw76ae+Qr+XdMolSK38uK5KinR1Jeuyquqq/j6JUqrVH7JUvarCZmjXlYqm/SGq6l8rYK8R6MOaKL9UPaVyhlBX2o+rqytNu5auZEWuVOQ/RKd3WCwY6hV9DObcN9wQEQJ4hPZoPInul+tgEywXeD5ebjbLOQZE9OBm5IY+F9z6Mlo+47k3+TnaRpujGWpR4NObmyXJ8Gi9Eh7rZ5CQAN/wBWtFr1T00FSjzeibWhNN5Xa9878pNwlUQKnf31nKML3RxoNk62YrbdyMtqNMCkZ3D5JrLHdt1VO9VFdZqu/cubtjdqh3elUxLjX9SVNejxesas6nkndXq7TTKt5wt17GtmO1tWhnZsyM2s5VhwszuJmNm7eZi/ldtavxtpLs3EBejRcPkbu42eG5NBpUt+3BcDW+oz7MvbB6D5IZmHfTzdhYZW7zdja0McddK3KVx9Sb9/FsuBo+efWx6lfNWc1n9VrCZt2tNQtl02ikrKdpVtYNzOY0Gg28pWdIAfqUjm0qnUG0xV7U0eBBGol+lWUNzVLQP9PmpjqdduLw2lUf9HGz73t3UUzre81HzatXZ67KgvvAmU2ajat6L//bDbc4Y2LebeajQbLuBCxj81Y0bHavME86VjZRZ67vxvP+vt0eJKvx/HHmPNUqzuJR8oxN5t21diOlv/GUKPSafoVlD9VWYGmOvW7Ve3rmGeCBAlo144qpDOf8v9n+vcp4Xt0O7cM8xLfhwJq6xirwnh6kjmpJ7rz6POzJ+fmXmXUnFWdutReWxNKbq+E8Wo+N5cyxHdUZOIf37NV2rOjR0Tzr0UCPHOU27sxbsnd3OG/7yVsN7x6WnRmTfpbpJO3ptHhMx3V/NlRb06FR2zDbXH3xWvLrazlfvZZy4L8VWFmoDGehoGVd3pEcj54e9M6strXsr+WZdcQzCxrnDB5mX3w2bX+2XI7zc6XeIIFsPyrDgb4jeR/iPF5dzkZPq6gza6TunX81VoeROx+ux6pb8eZRNhq01q+cOXOfHqduSU/kFXQvxZjN6KlbYer+7HtdbeNsE+yj0MtCZ+6bD9FwwfzRoFs1o5upRzZmrmdP0u12eFu9c+e34WjwuPXujnS6G16L/dymDyQrzSgaL7r+cP/5oY/3tq4yhI2UYK9aOw92bNjzY9MAb3u1uD3rr2BjdDaDfalDZw0TdqoBuxUm9z0zxjON2eIZ39vcS51BN27bjfTIBrXqdpJ5zWps3lnSWK1txghmHCWSJvRuz/RBo51bl4VdxVpmBuuk3IYObPUY9gH2UhLrXcMH7C1Jl1s3vHnDZ28PqrEzsFbeXZjvUqzmKFVwDDsPmGzZrXnHDmFRq/PhwoqERTV3x1RrK9yiTd2QTvOwgkRIX0BVHdadKAorr8n/waknNlGzhn36KU6XcErbBaUb4lkzCu97rQVxmNWlxArM36KANbVm3nQ465YpUC9RoHUv3iv4stf5fJf5Whb8XpV2vtdVPNvBkmfDpy5fv50dZOC+XhX6+tQ6yKtx8FNthcv40enum+7xWe1Ewh6gb3rXGXgRZAz68gCdOugL0QNxgVTmwAO4qGdjwYXMqmvw7Q21XZfEZ7uvEjcK+R2rj7Fl+1oH1D6R4WJ9A3ZIcuB/h0+m3326iXG2/Flp/OLAvarsGn2tY4QbdspBUDs/RWQth4NHCTJCI8+dTsx6J04EC5WOyaPftabjhbV2nh6i/xjdLSIXhaXxRkQEYWb1wkKOslHzFlEA5rfhOdLTnRyd0R41HyMPkoqdnD8f3zlsUdP3HSWZQmMp5pFIn4eQKdvu6u0Z1jAaMeiMHd3csJmD2Kamdnq11Ao00JllsDU87jENEyc3tX3cw8f3Md7RWYrxPS1hWfdofENpz0KJj69jfHBzgzlVZvsJ69XwrK92jJreCljCjPXczELYU6Z3UmfWsX/VJp/KbSBfx0o1GfMl6NviDAazXfi9rs/shobz+bw9axRt7A+yNXNoX0mnrmXi3GzLMlex6rWUBRpxNzEhXx2xRnx09qTT03BWZ8bs2jv3y9t+16Y5arDHoU/rQYZ96Igm5q/5ltHfdgwH+yTa1GSzEUugqdahsxkOpMb0beMFz0Y2zsdmPp0vxbPEbBDdmYq4ADEq3pt1ZbyL/TTid+6Vt8vn72Me2luDziBhjRR0j7FfBbQhXqaMaMzHNnCuWn6OfopzZDntYryTYs+M4W+HYmkDPDMYaNPA2X3dyrAGyZZdyzr1j9O4RM+6ploBrRFi7j5ohzMUbcgH1uS0pDGQA/hQ0LV0ZtDV7ud0beg4h1rIAGQkYz2iPQM9Qt/K+P4/TuMGySL2bDd8oifyA8TFJfnmNhC+XsVf0ATyjRyoA9lB3gGZxf6obYR528zbTLSxN8gd6N+HZxVyB1mSIFN8jU/ontjXrMtlzspMvodctlX057Ltgtelc8jtmeuDtnzvkOMt5BPtBmjsvsL/Mh0E7X3wIpQ/vu+9zGlER4vaRNeAt3WyTcL2IW+r57YPudpL2+dAZlzlLfmHHdyCxiqdBTwbCVvbyD5Bb9hNsm83jOyDRe0e9l+n/SIGzHyV2yw6k909sVld0IzssZ+IPTPIFp0dNgg5Kv7yNmwnb4vxnMYY35eEHekrkJfP7BvvdlOW+frJnmQ+t+Ej0mrInI7kw2xfEjTG+SAPBR0t6CqzGeQEvIGODIJyHFS3490wK/m8t+IL4q0C/ZARX8APaYmV1ZJ9fLGwls7TTQTbrLOeJJfii9cigfNxjoj9CHeol/CJFDEYeXoLfIQNJ78Fu2SQTjQyblthX7BHjXjOuI0nzIH0AzYro5wO9LFN8IhoVst9HW+rvG24h3azATp3hT7xfKGrgqZ7H/0p31vXJOi9ZAk7j/WcFLYF8hKDZz58bKi/tW6+z9QyuMzScwWxhA65nmL+FPyRLBGJp4hdYbucQiY+bmOxFsWQFmhMOs8yyDtyZuw3IR8KfdeFXkDHiCdpTeexDMUFiNDIjxIPoEMS7JtUlmdGWJDfsZ0t9JxsjML9tY1+o8/tGp5TXPSJfdO7pH9h2a+dyM0X6ERCtslCLPbQg05QZEoxE/dF5yJTc2O9NzJNPxSZpkVkStTjkRBFNNqR542F5QKnigiCa4YL7cE7eZtBU2ziOo+KTEgXU4REMgmcIqvPP8NTJSSdXCp7XLL3kkeSjYgQmYj7OW/DoxuKKru+I+ZSO3Y/49KYz3usDdgrOODIQhuYihxBtXpcoiQRxZCn/RJuv98CppL+PgvIPmIBpYsFvFjAv8wCgmcOohUnzXUihf7p53TCoufvtX7SR6yftc/LKU9FnMAlqa+SVLWJ6shJIdG5ZCGez7paLv1YyynHfkKiJFBOynHCDBzSWWGZyL6DqmSZrINkyOCYRrmyoPbH86+cQ5ibJZhfEftjijWrUf5EeZZ0hB9M+Zp2N0Pek69vQtrcErfJAmBPEuUJXNuO5+uJGL5D0hoU8yFH/6SWYG4d0pq9pGWf1s+QP27EPiEJPKc84dXtsoSpCbTSPcWTmq6fY0LzsdrawBbmsplAKvpLZIOQ6z6XRdJDQljOyiK89bs9sfwhWQwKWSTsxId2E6bCcF7RFl7VJ4wC2oD8qeSJyYoT7hMqPP/g3tuBrIYqyaF5u7JAVx2yoHZ6hTwizp+ZPEcnuuZemywq8oXuJzwwLFjKZYwdrTV6gU8T6rn4IH4XUwaKTHXdtruS0ESTUPgVUcxVplO32SeKK5Did/pP5yP+Myn8J6ReEnaQUBQHthbUs6FB8BWQG0ismVm9PCPtUQYN6yHQC472YYwMX4AslbLzbkKaePBPIThRoGg15Wskm+up0Uc+G8dnJTqVYBveKdHqqxLdfFyPm1HsKv0XyKe7IOSdpAz+e+YH5l1Lu++ZPCtlRkOh22N+62FT9tuVOnjH4be/RNtuzGznC+hgkdfMTESwFGs7/D6ZBedibX+DKDU4lQqvGUnjZh+r9pVpNHzqEpqod4x4d3hyQsEY0rs0myTFVkZreIaL9UD/UCKJAO0pyuzyPBs6TDiLmkdiWW6rlY4dppSP888GIpYsPMb8QNUGYafCL80aCiKHlNuIOqxY7ncg7Tw6L0Vpwsd9BmfY2x0RZYcKYX2Eh3QMX7ZO9geuwr77PPIW4xuUEYgIvIiKCg0QkTj3Y3l2kCHayPL9U3aC57VP7JnTMmN2V+e49NG8e/yozqPymPbP9z1zEUH5mqCTCS0NCYeSRSxQI9wsszIR3SHLQMRkqqXswuhDOrqpReegWwejn4lc7+M+ntONfCHPyOizQ+fQSuvZsCqGiMYZ1zQ3yTE3iaJL2AGVokX81QUOzHKZI9vPLVUeuTs0jyIyNkcG77TP7PmIrvvInWcWmU+Y6pf4BUbxMWLrEH6BbIejIE855xf0tm2+E1l65Y7pvF/ICr8AreJoPd6nLD7PhUOiLPYYJnkurIJzssXvPBlp8iliK/Jh29Rzjc8sur2YsVz6yS+E8utz/R56L3IgR2GU23F006W7slxKTOUkisTeTMTs/XxsF7Tvn84n5dpeaBT8ZH+PC7CMfWrPXHszB77TLK9HNwRGmFphf0Nn4GsaPvyHn/KoBzyyBE9i7l/FPsh6xXs6Gn7KXvJkf1aBUTiwHDX1k1YIeauf8oiOfza1jlGmm9i3k3LLzzMJWKXCsr8nJjjtKedm5adUX6HgKZW8nSub/GWR4dtlk0flflfyjyupWtF1Valeq6p6dab47/yQLy/+u3pR/OeOvk8Wu+/zwH1efv/5vFxsJgtv/T1YfB+5VOb3XdJe1Afi7JtyCep687wMJ0Xd32K5oLLBn0EUvSwFHOUlgC4oPXk+Uxs4DzyPVjpb9noojJXernz9TRbmTyvlUmrl+kelolWurzXlSqlWr15Wd54rg5WvfhyVdl4psvKHOHz9t9VZ52STrysvKCXr5yhVdH45aaqXytcvq3xV/njlK/JM+B6B4NDtJ6/TKlW+IloLVfay8lVBtC9bgy+sfD2psrR64W9WwHJ8PbXUkyrV4FDxOJy15mwOX/h7FY/8ToPNvJOKW3ZUcQv/Cm2yjN+r3qQYpINM4NWq2EO93R+hndU7qvAFV3mFrzjjUYXhMqZM5s/Q1NnTNKcfP3f7qSVD7irDp2GE/nBobOZUMdZ+slaTeb/C7FY8MTY7b/6YDufJzstWygjPnHlyfl8LK/EGt2mJP4NIGj61MEZeeeDFngfFX8RBufwf4p+9Zgybj3M3FZlDHxrM61IX1s/uQA+fpEPVo1tG/+zkZQVf/Wax/3xbzl9wDonnLnXpK2of5d+rKKVsdxpa9S+uKKW8OR42Gyf1lBpVav5WTSXic50N+nK5ppJjyOWo+MOUQJY4sKLT2lrkxOnv19cOB414OHA+X19L8TtJ51EMf3zXcshjb6ZDhXKfs5jU29l0rtEusmmqsaolx9k0rP7Oe6rRvYeMbCUo8zHfQQheLR6mpBFucNPC3BLWg6c7s6MDt3pHM72F089c5EZuagXxhlcTzZArz8zsDLKpdOqSdpLzH6F4PJs3zOQVRPONbL9fZJKUGUv5zaNkzbopMvr8HqgrW70z2b3h6B2BbWGMr1NdnMDmGuJGzxDZ/vFnxuvJGvtxh3ZD/iiGx/HFVEs64tZTQqacowjdmJASq1wDRtgX3e/E+T3M0Z5pbUfnFQIBMtlzmM6Z3PStugiai9kMMohsHRaKGcNbyNt5DhOeVn+1dnjBb1lSlr2G0Z69h6nv7wQlXsPF71R8ReCATBM4YFf9AM8pIlAIrTjhOSE6mKufvDXXx/hb8I3J0BQl520+H6EgVAfo7GWI30caXcUS+CV9ji2jL5dvnMnGgs+zWnq45yzmozpVV9xXFfeb+Xwf3Pf5tcVdIFVjFDKosFmY0t3V6S30KYL4tjXheDRkF9YkpVv/hm6duROAHNL3l4ITdLK4IYnhR/ShUgUd+q9VqJ+5C+gXdwEy2VquR0Iv80qW7pYd9D+vM46LsZQNHLeLd79EBy3y1baftOuSRFUSdO99Rv9URrehv9K/3fguWowVouyHdPBQL0+VO2RnZa4nvNqjEVvC3gg6zcz8HrMYW9jGk3dPkbOTioWS7Bw/y2Ke+d37HCL7AEp2/Qpo8EuU7B8GA4qv5ZahsNFq9d2buIE3+QrQK+/6SsTryzmQFN/dLoFc8plvLVfPfUn+j7FHfsGefxnHSk4k8u/BtQos8QJsXYCtC7B1AbYuwNYF2LoAWxdg6wJsXYCtC7B1AbYuwNYF2LoAW18BbMmv/fuMfxWy9fKfWsyRrWCxXgXP/+fQ1gd48O9jW2exqJfI498BbV2X6aT+k8DW2ZO9AwO84FoXXOuCa11wrQuudcG1LrjWBde64FoXXOuCa11wrQuudcG1LrjWe38NQnoFQviXYK2ze3xZ5JKjWqvnZZL+32Bav0n/vxTSesdPmkwWXo1+jogoG43W68Ats6dMuEkSbJ7o849K5SpvO6Kdt4zkaKiRHjXuJ88BjkW8E30LHFFMponJqMM57ThMyFvpcet0yo9Bc+vl9tmdvA10bUbP/uSX2GdO1olX+s2mX6rpOS0t+p4n0WgT7Mq/9HROOPIV7pcBznv00yYnX42VTn4yRxw8f+sgYi8nOi2q008mEpR5MREEapQeDVvRgPXrG97/FFWxjlI5EX0x40ER9jT9vG6844dpPqsbqqpedKP87d6LanxONa6+VDPQPPyumxh++HU8tfE/</diagram><diagram id="Axrz5t3XhWfBbuB20wgg" name="Solution 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</diagram></mxfile>