Articles

Burfi – Types, Preparation, Standards, Packaging & Shelf Life

{"ops":[{"insert":"\n"},{"attributes":{"bold":true},"insert":"Burfi"},{"insert":" is a beloved Indian sweet and a staple across festive celebrations and traditional gatherings. Made primarily from "},{"attributes":{"bold":true},"insert":"khoa"},{"insert":", Burfi offers a fine-grained texture and rich, mellow sweetness. For food manufacturers and "},{"attributes":{"bold":true},"insert":"food consultants"},{"insert":", understanding the science of Burfi—its types, preparation methods, quality standards, and packaging—is crucial for consistent production and extended shelf life.\n\nAs part of our expert insights on "},{"attributes":{"bold":true},"insert":"food processing consultancy"},{"insert":", this article explores everything you need to know about Burfi from a "},{"attributes":{"bold":true},"insert":"food technology consulting"},{"insert":" perspective.\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"1. Types of Burfi in Food Manufacturing"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nIn the "},{"attributes":{"bold":true},"insert":"food processing industry"},{"insert":", Burfi is available in a range of flavors and textures. Here are some key varieties:\n\n"},{"attributes":{"bold":true},"insert":"1.1 Mawa Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"A traditional sweet made from reduced milk (khoa), sugar, ghee, and flavored with cardamom, saffron, or rosewater.\n\n"},{"attributes":{"bold":true},"insert":"1.2 Layered Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"This version is made with multiple colored layers of khoa, coconut, or fruit pulp—appealing for both taste and aesthetics."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"bold":true},"insert":"1.3 Fruit Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Incorporates mango, strawberry, or pineapple pulp with khoa to offer a fruity twist to the classic sweet.\n\n"},{"attributes":{"bold":true},"insert":"1.4 Nut Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Includes ground nuts such as cashews, almonds, or pistachios mixed with sugar and khoa for a rich, nutty profile.\n\n"},{"attributes":{"bold":true},"insert":"1.5 Cashew Burfi (Kaju Katli)"},{"attributes":{"header":4},"insert":"\n"},{"insert":"A premium variant made from finely ground cashews, ghee, and sugar syrup, often considered a luxury offering in "},{"attributes":{"bold":true},"insert":"food product consulting"},{"insert":".\n\n"},{"attributes":{"bold":true},"insert":"1.6 Chocolate Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"A fusion sweet combining traditional khoa with cocoa or chocolate for modern appeal.\n\n"},{"attributes":{"bold":true},"insert":"1.7 Coconut Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Prepared with freshly grated coconut, sugar, and khoa—widely popular and shelf-stable."},{"attributes":{"align":"justify"},"insert":"\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/4gHYSUNDX1BST0ZJTEUAAQEAAAHIAAAAAAQwAABtbnRyUkdCIFhZWiAH4AABAAEAAAAAAABhY3NwAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAQAA9tYAAQAAAADTLQAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAlkZXNjAAAA8AAAACRyWFlaAAABFAAAABRnWFlaAAABKAAAABRiWFlaAAABPAAAABR3dHB0AAABUAAAABRyVFJDAAABZAAAAChnVFJDAAABZAAAAChiVFJDAAABZAAAAChjcHJ0AAABjAAAADxtbHVjAAAAAAAAAAEAAAAMZW5VUwAAAAgAAAAcAHMAUgBHAEJYWVogAAAAAAAAb6IAADj1AAADkFhZWiAAAAAAAABimQAAt4UAABjaWFlaIAAAAAAAACSgAAAPhAAAts9YWVogAAAAAAAA9tYAAQAAAADTLXBhcmEAAAAAAAQAAAACZmYAAPKnAAANWQAAE9AAAApbAAAAAAAAAABtbHVjAAAAAAAAAAEAAAAMZW5VUwAAACAAAAAcAEcAbwBvAGcAbABlACAASQBuAGMALgAgADIAMAAxADb/2wBDAAYEBQYFBAYGBQYHBwYIChAKCgkJChQODwwQFxQYGBcUFhYaHSUfGhsjHBYWICwgIyYnKSopGR8tMC0oMCUoKSj/2wBDAQcHBwoIChMKChMoGhYaKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCgoKCj/wAARCAEYAaQDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABAUCAwABBgcI/8QAPRAAAgEDAwIFAgUCBQMDBQEAAQIDAAQRBRIhMUEGEyJRYTJxBxQjgZFCUhWhscHRJDNiFnLhJUN0gqLx/8QAGQEAAwEBAQAAAAAAAAAAAAAAAAECAwQF/8QAIxEBAQACAgMAAwEBAQEAAAAAAAECESExAxJBIjJRE2EEFP/aAAwDAQACEQMRAD8A4iBNseTVUh+eKOK7YPmlcrHdXBpmZWa8Vc2STjpVFrnbRUa5Oac6CpIMsTVV2/lgimTFY48mkOoS73OKeM2vHHYOeQuaEmHB+1XtVUv0mt5NNNaKbnvQ4ODRNwvNDBcmqhWJZ4qt24qwDiqnU4+KotAbl+tQt/WwB6Vq6GCfass2G+nCMlhIXgkULcTXEBOyRhTNJBs7Ur1BhTsI18KapdPqcaSSsw3V6/PzY5zzivDfCxxq0ZHvXsxmZrEA+1RZrotbIpuZOTT3w5II509s0imHqNMNMcxuprHO8L09YtblWtDz2rz/AMXpvditNLW+PkYzxSPWJjIx71Eu4NOLuImZyOaXy2LseAa6YxqW5q1Y4gO2a1meoNFGi2xt33uKP1S58xdqmqr2dU4So2cPm8mov5UtKIlPHHNWOpXJxTQWZAGBW5rfCc9aPWfS9SMyt0qJdz1JomSHDGtCEZq9SQ9MtNw5yaLfkdTioxxhR81t1IVm70sZsaK78op56UKgVhkVHUWzLjNUxMVYe1Gfhl6KwUduMHrVDRLkkdKvAEnNTEO5gB1rkss4rPSFvGAKYWAxOM1BIcKAatt12zr2FZp0dTxiSLtXL6jbeXISBXWJ/wBrqMUr1GJWQ804dmyCxkKvtPemqwSEZVTS6OLypA2OAa6HTtStmjCSEZrX153VY4/1zGyRdTVTwTXWR77SNGY+k0h1aaP/ABJHi7GrdX1VjarGBzVetss0d6PpnEsW5elJrxSDlas0K4aW2Cv1q66jy1cUx9MtOfWqF0u6/K3kcx6K3NekXGqRXFnG0bfevMJU2E0TpV48b+WzHb810cZLxrpPED+da7c5zQ2kRJaRZ6Ghy7zSeo5UdKtMnHB6UphxppINuL0sCqmlksAdixPNWNzzUA53YPWrk0rpV5TDgZ/msotckZrKn/TFPtAgYMoHalkyES0RDLyBVhjDOG71rZ6qvAi2X0CjEGFJNUQekAVG6uAiEZ5qi0G1G6xkAjNJpJNzc1bcymR85oVutaYzTbGabZuai3IqJOCeagzcfFWdDTpzQzJg0bJzmh5BwaaVYH8VTPgA+9WO20Ggrmf5pwA7rqaojOxs54qcjhjVDnH2rTWkjRdAd6Enm3Z5oV5KqZiftQTpfBaeZqqe2a9kmjC2Q+3SvJfw8j36kOO9e0XluRYA47Ur0m1yFycMavs5AMDPNCXx2uRQqXGw9eKzuO4uV1cdxhODxVE/rUnNKor9SmCeaHn1PBwDXP62U0L+58qQgGhVvi+fVigdRuS5JoOGU5Bq9EcFvMYE/wCdOdPZVxzXORzDjNEwXm0gg8UYm7VXzHlRQ7upOGwKVDXkSAKOtJbjU5pXJU4zSyykR7cuou7ZGiLR0tjXnFFeH/Mmtd0xzVE2FuXC/TmqnMVLtML/ABUphtgOa0hzitXr7bcirxmj25a8ObhuarWsuOZ2JrFrYhNu21hnpTuC1WeMFTzSFOCOOadaPdbGAJ4rDy4bg0veyljXJBIoZMiQZrrIWSaLnHNLryxTcXWuTUT6ls10yqAM0DJM8mc0xnjTHJyKEcICa08cmPwwnNCXFucl0JBpg23tUTj9vat/bfwbI1ZxPh+TRNx+tIoHNRu1xMSBVunRsbgFxx71l7a2d6NbNTb7cdKaSeuMGh38sKCSKsguUlygrDz6yksZZ48A7lM0tYFZAVPenVynX2pese64AxWWGTKGiFksN564oe2uSRz1orUG8q3SMd6SqxSQ10YY7m28OluOcE8VbGPMbPalluTJIMU5hXaAO9c3nz1+MRnl8FRgbRisqS9OBWVy6ZuWBxzmiIJecE1RjmoEkHIr28sdx12bNGl2qT3pbcTF2qTzErg0K55OM1njNHjEW4qh6tkaqXcc960WgxqsnJrGbn5rS809hsrkVXIvFXf6+1UTsAKaS67faDSa4lyTzRmozcnn9qUM245rTFFqe/8AatE8VDNb7VRK3HNQx1qxu3+9aA5oN3X4XxeZqij3r3rUbEjTMhedteJ/hDGG1eP7ivozWEVdKbjjbRWPkuq8K1b0zP8AekssmDTjWW3XMm0cZNJJkdjwMmlGsVyTsvQ8UM1wWfmrpYH2fTS11ZZsMCKVhjZjuXgcVVCCWwO1TOWjGOvxUraNt3Nc+V0Lwt2kDNZyBxVxUkCoeQx7VjlmzuSHvUk5bFYYJMZC1GNXV/UKmcpjptIuysezBrc+fNyepqnRFV5W47UZfACVcV2YzhrEAapvpCIzVgoTUM7KtRDJzK1SX56VA/8AcNTWrCxegq6JihBU1UvQe9WL29qQOrLUyqgMTmnVpcLd4U9TXG0fp10YJ1OTisPJ4vsDpbzQ5JE3RkiudvLO4tmIkU49xXe2WoBrRWbkYq+IWepIUbbu9jSwyJ5iM1sV1uueFXjDS2gyP7a5OWN4nKurKw9637AKVd1wB80zwkcIx1oFELzZAohsg4PSub19stDTVxukACtRNioiYFutDg4qQPqFVfFNci9GtwAelUWcJe7HHFbMwVAWojTJA8pOOK4sfHYwmN2hrA/WX3FK3UMScUXqUpkuW9qEHSu/xYeuLbGaG6Sn6uDTp8JgikNlJ5c6ntTa8f8ASDZ4xXn/APr8es5kyzx1RiEMuc4rKSpfBBgk5rKx9UKCnNQkTAokkZPX7VXJgivXdgFs5NVkZHSiWXJNRKdsVP1UByZodh70weMd6HkQUGC2nNTUYFSfCmqWlC04WljNx7Usv7gKp5qy5usLx1pFfTlyfb2qpyi0JdzbmobNbYFjWgprWJZnkVYD/NRCnPepgYooaatCtt0rS0Qno/4Tzrb6nG8n0gjmvedb1y3Omsu9eVr508EcEkda6rUbyXIUuSKi3ScsPYZKkc0rE4wTUhYRFe1JFvGUcH96DuNbljbvil7NNH1zBCnHBNc1q1qoJZOtVy6pJPJwSKsUyTgKFLu3QAZJqcstFeA1vGceqjkUDpTEeGNd86OIaTeeZIu5V8s8j3rtvDP4TazqNk1zeslif6Y5Blj/AMVz3HLO8Iu688C5I4o23twwHFG+KNBvfDl5+X1CMKSTscHhvtSqC9MbgE8U8fHq/kcw0dJbKF5H7VUtnDI5UgAmrY5wYgT0oG4uhHKHQgYrTLGWcHcdj7Kwa0nZuxrL1WadeO1MtOu47q2/8qAupFWcg9aPHnxqiBXytL79/TTcRtOQIxkmlus2csCZZeK2nKiEfVVi1WOtWrxVbCa9Ae1WKOKgtTXrQExUh2qI+1bH+dAP9J1EpEYjyaDuNSnsb7zEJCmhbKQRzoW966PVdMjutO8yNecZrCz1yI68P+LLe6QQ3RCt80Zr2iWd/btPHgNjgrXlBhdGyhwwpvp/iG+tozAzF0p3c5MRb2PlvIp5KnrQE/8A3WHtXW+Hrdbs7piAX5prqPg6KdPMtztc+1R4rzulOnnRFWQrmRRTTUdBvLFjvQsvuKXxDZINwxW2d1iL0zUGChRVumy+TCzdzVLRteXO1PpFEXNpJGNuPTWM51iU6CSNudm96jWyPisxzXQpsUVJc5tShPIoTtyeKrzufA6Vj5sZljynKbjUcLSLu96yrwSBgcCsrD/56z/zGyA4PvVZB5o0oM1AxjHNdXq6NgtmfvWmXANGmPiomOl6jZbJQsgNM5Iefiqmh56Cj1VsokjOKFlhb2p+YRxVbW6nPHNOYpcpPAxJ4oCS0Y4yK7Ga0GOlBTWmD04q4nTl/wApz0rX5U+1dA1uMmom356VREtvps11cRwWsTyzSNtVEGSx9q6GT8NfF29EXQL12foFXNdv+EGmpHrc2pSgbbddqfDHv/Fe0rr/AJLA+btQfPWs8/JMe1Y42vl/xP8Ahn4k8OaVbXupWLgzk/pxKZCg92K8D7Vx8NnczTeTDbzPL3RUJb+K+8NB1KTVrdiwyUP7iihplss7XH5SATDI8zy1DYPXmnM5lPaC4a4r5H8H6DqsJtxNp91G1z/2Q0ZG/wC1dxe+CNZF/aW93aPCs8gTzfqVc9697L2X+IQ2rGT8wqmSMbSVX9+32pm6l4dhww7ZqZlMh66eK2v4Psmowi+ujJZspLGPhs+1dBffgz4cm0t4ovzEd6V9Exkzz8ivRRDhQoc7R/SaV6hM4uvyyO6dMexz80svJhhzTmLyDwj+E8FrJJc+IS7iOUqsI4V17Nmu/wBD8HaBp14t5p9kiXAyBk5AH710C2c10FjuW2jP1bs0emkfkoi8blxnkY6fNF3fh+snaIdt67/qHSiYpcAZoA72CndtOc/tREZDE7jwKiZXa9Ryvj78PLTxheQXa3b206RlDgZD/wBtfOnifQb3w7r8umX4HmxEepfpZT0Ir6+tmKN9QPNeY/jR4Ev9b1G11vSVa5cKIZoBjIA6MPf5qsvym4zs08ZOVtP2pPNId1dx4h8Lato+meff2UkEWQuW9zXFGPk561N4KCtIuntnDE+nvT65jW9i8yI+oe1c6iYgNZpOqNaXWyQ5jJxWWc+wrPrqPDMiJeBbgcj3ph41e2/IsUA3YpaYxMBPbsN3WkeuXk8g8uU1v4s5Zov+ki/fNWDpVa1avxWwTX5NSFQHapr1FASHH3qHmkNg1OsZAw6UqcWI2SCK9D8Klb3TWjbkgYrzIOYzz0rufw8ux+baIn0tWeV2CDW7Y2mpSx4OM5FLn+pcdTXZ/iHZ+VdxzKPq4rj4lMlwij3qsr+JXiHdtdS2tspUkMKe6V4xmg2pcjevvXOaj6Io06fFAVHjx/EY9PV49ZsNShxlcnsa43xRZxecPyoGTxgVzXnvCcxsQaaaPPLNdI9w2QKz8vELLp1fhjw+IrTzJR6j8VfqOmxkHinmm3KTWyohGQKrvLctnisN2dE831WxaByyjilmP5rvNXsw8TZHNcTPGYpWU9BXZ4s/aKlUOdqk1CBeN3esmOWC96sjGF4os9stF3W8fNZW81laaVo72fHNaK5+KJ21ArzQAxX24FaKGiQlYEoME8dVGP4pgY/YVAxikYDy6zy+KNaPn5rQj68UyAtDkGhJrfrxTkx9KqliyOlAc/JAcnjmopbGR1RRyTjpTWWHnpRWiw41W2PH1Zp7S6zQrBNK0/8ALBt5ZtzNjHNHTWyzyxyNI6+WMbQeDVIlBl+VFXRSsGBOcVxeTH2vLowuo7Xw9fC3RVh9A6cV2VtfRyhMtn3JryiwudsoUEg11Wk3hYqM8itPFlrgs59d7JGoi3rj5qgglcjGKqtL5WhK8fNU+fsjLHk56itcrERayMR0yBxQlxGLd1d4vUejE9K3+bbeCv0miEukdQJFDL81nfXLtXJYk7icOx4H8V0enXHmpyeKR3Fsvlt5bjrn9vmo2jBFPqYN0IzgU8bZRZLDvUbdC67MAYwcUvZdn0JK+SB6RnHzVj3oKk8bulRjvRGw4wKq2WibR8sqzE7v3q2JtzA5xgd6ru7kPx/FDrN6qncitWwykjt9QtpLW9hjmgkG10cZBFfK/jjRjofiTULHMZEchK+X02nkD+K+orR/VXkP456Fbpqdtq0EzNJeEpJG3ZlA5H/FO/lEWaeQkkW/7UkZCZSe2a6a7ttkdKFtjv6Vnl/En3hbzmjYMTsFZ4htVZgV796J0H/p4mI6mhdYuC9wMdBTwx+xGU/jnmjZDhh+9bXqKYNGsoz3od4Cp+K2xz32Uu1Yxge9SA4rNhzWYOatTePnmpe3tUQT3qQPIoCMsYcfNH+Ers2Wsw7zgE96D/fmrLa3/MXMaqcP2qMpsPRvHwjuNKWVGBK81xXhy3Fxfkt0FMNajvbfTwszbkxg1PwdZu/mSR81llluaTl0E8RBVvAi9AKVFsDPFH64H/PyFxzQsNu0pz2q7lMYc6VwQmRtzDAoyCYJKFFVzt5Q2qaojbDg1lljvG5UsunT6Dq7QXZjdsCu5S6E0QYcg14+0pS5DDINeheHbrzrVQTzioznEsBrdRB0PtXAeIIBDckivRDytcR4sTD570/FeQ5hRucnNXf6VoDao96ztzXR45xsRIGsqJNZWituoIrRXNWEc/Nax1oJHb/FaK/FXDGK1jrSVFRWolKvK1HbQFBSo7KJK1op1oAfb04qLL1ojb09q0y0EBeLrRej26+czsv08g1hjz2pqiLb2oUDtzSy6ORpJY2dyCd2OMVZv8yIFcg9qCC7HHBy/IA7VOeQRptBI29a59cNpTmzy8uZGKkfNdLpM3lsW5ZlORXEWeIySZHPmNzk5rstIhc25K7CE4wTyc0sZqnbw64yxxQxzxty45XPSr7eRJY2VmwD0zXGW9xcm6PmHdHj6dv04+aZJdSRhX527hu+1P3lHqeXH6MwRcZxkY6UPJcthnjYrjrmrrme2uLZWeQKDwvbml8UMcY8nzA6p7nJoyx30Jf6MtrhmGGY4I5qm4uDHDlwVwevvQ8KqbpvJbciUXfqCA7RKyIN/XvS1vE+NtCVniOR6FGc+9WWtwu9d3K/ehYrpzC7MmwH6RVenzkXKjG4D4pdWH8NbrcrZXJUjOB2rInyq8UczxmBnIPTHFLImZHyowp4GRR5J63Yx/KHFoOeK82/Ge+Wa+sNO8l1e3UymRujBumP4r0rTiWbpXjv4p3N03imdLxAhiRVjCsSCvZhnpmtsZrHbHN5/qTj6RUNMsDdS9OBQ11IZJ6a6PdfljntWeOrnyi9J39sbOIbcik0mXclqdard/miqgYApaY+a6ZJOkwKFORVqhW4Yc1aY+elaaOpyw3yVgd4MdBxVRi60cp6BqxoeMr0pY5fKcv9Lmi+KhsPNMfLLEjHNXw2e4+oVWWUh7JxGxIxR+nQPHKsmORTL8qiL0oe4k8oYFc2fn/ibkJ8Q6q0+n+Uw7YzUPA2qflt0cn0mud1e6LJjvUNM8yMBlJBqMZc043bsdfhW4uTIp60FJLHaw7V60ve+mZeTyKEeRmOWOTW2Hi/rTSckhZyx6mtK3q7VSzdaxG9Q960z/WllOFkx/VFdR4XuyjbM1zE31ij9Jl8u5Ws9bwKdPSFmziuR8YyBSvvmn0c36Ibt8VyHii5E9yiA9658eLpNvBfu3AVhqA4Fb+a7sZqLnCX3NZWgftWVWjdWW4rYbmq+/Nb7UBcprM+9VZrN1ILsitVVurN/NAXdq0ehqrfiotJQFhxz7VoDke9U+ZzUxJweaYWAfzRMUwdQknX3oWIhnCk8GrriZUAAHQVOVhxqSRVdznnp9qyVgLdlALt1Jx1+aBjuVS59bejrnrTXTNkkhnyHU9OeOKx3vhp0ss4p9ih49u71YPWunW4ayiiLREbxx2pPDHLNIsuf00J3YGc+3PamW9rqOO3kAyvpRj/AEil10rvs1sdQt1BjcgB+MH+mni2YaOJUkBjk9IyufVjv8Ujj01BaSRrhpOoP/NE6VqM2n2bptExCkou7+rpiqnH7DvpK7iktrkxzW7Kqngrz+9WS26W0TNMS7SA7cnHPuaIjmSTTkkJJZfqBbBB/ehdSiuXjH5wBUxldnqUGpuP1UqyxaO1iImXzGcdB2FNZJiSsbINjDjjpxXN2rKjrPI4kzhcEcGuluFGxJYyDCeRt7VXj6LLsDqcnlIAASGGetBaWXmkPlEbhzg8UbrJmNkHV9yDhfT0BpTosX5Z1WBmCpliucg5qbPyOdHlvqDt9Y9CnBH/AM0dbwtMwfJCdqBuvLuXQwR7H/rA70ytZCsSYXjODUyW38jt1ODGyQqwFeC/inqqX3i2+Kqy+URCQXDcrxkfFfQqkeUXyFIQnJ7fNfIOoXMk2pXDStvZpWJb+7nrWuU1NRhbuou2GLdaNsVL81Vb23mEGm9tbiNanx47TVRi/n2qPlcmjWTGKjsroIJ5fxUWj6Ubs5rRSptkIEYd3GKlHGyY3Dii/SvWoyXCbSOK5vJ5Zek3Jv8ALqVLL1qhpguR0xVUN6YpdrH0UdJapdIJIz6qxtt7TaWtOzEjtQ1z6gPejXtypPvQc4IOT0FZkQXq7rlV7ZpxbQKIhxSqbD36gV0MUf6a/wCtdXgisJyFMX8VW8NMDH1z1qDR/wD+11NSxoutVqmGHtTN4/iqpIwOanOfim9KJ1OVNTs5Nsyn5oyaAGBWxQnllSDUeP8AQpOHZLIDpxbPQVxU7+deyOeQOBTyS+8rTSpPJFIIwdu49W5rLHH8091b/rWd/moZxW9wrraJg1lR3fNZQHWFf4rAKJCVhTFIBj/lUTkH4ogpyfaoMuCaAoNRJq7ZmoslIKC9Vu55zV5iqp4zQFPmc5zWebjvWGM81Ex9KCFWT75xg9Oa3dMWc/6VTZbI7gNIcDHH3qy8wCTnms814KG2854qr8w9m4khkdNx6Lzk/IqJkYDnODVEsrhxtAI71lZtseaPr1zpczSmF5YJDyA3I/bvT238Q2Us2+OTyiedj5Qj+a4k3DAKCBxVZuVxkxkAHGSKUnpNQ9SvaNDvIriKVd+RIud6Hoa0baK21CO3lkHklgxJ/wB68gtLhoX821lkt5G6tGxWm66tqDhEe6Z8c7mUFv5p3yccn/n/AB6xZ/l5NTnKKslvn6S3GPiuhuVtru3SHJEZ4baeleTaXqtyq+hk3Hrx1ro9Na+uLhBFP5LdguarHyzXETcKf6jpEUCRIsf6OeW9qZ29iphURSERgcY6ChVTV2j8u4e2kUjjCkYqMNpqMIfdOpRlK7NuP86e5LvRXdnaV1FutWAcAHIx71z7IIpw4LZ3YxRlze6tbLGtxZQMB3Rz6v8AilMNxcfmGaZFznO1eMVl5M5avHGx0WmAIskjEox7e1NtM2FVYPuz1oOwie+TMfoB96eW1j5Kqrkcf2itsJEZUSGCOUByuO9fM/4i2Ty+P9UeMQ7HkDKIW3KBtH+fuK+ktSsReaXcwKQWkjKAnjtXicWkRWFzNb3MYE0bbWq7/GGWWnMWVoUQbhzRgixR19sjYhPehwwboaqahdqDH3xxQ00nl5JFMttVS2ySDkUrL8BS99GARmgp9QJOFonUtNI5jpQYzG2HFcucy+sstr/zLt3qJcnqeagOcYFSWMnoDWdpJou+j7KSS3IxzHVdrAWYcU1aFY4uRk1Gzxq1bf8AOx5j+ugL2weKNxMuGo3SLlrO63YzHnmu0e3s9Xtx9OTV44bVp4nb2rnUjxkV1KRYRRXXan4es9PgMi4zXPsoY8dPiujxcU8YAMfxUGj+KPKVEx810LANF7Ch509FNDFQt5HiImpzvBXphUGxT3oXZx8UbbAtaAVVOvlxlj1FR4r+Ix6J7tzJMsXaihCAoGKosIzNcNIaaFKMJu2px72XtCe1VtEQelMdnHNRKVqst8s/NZTDyxWUB16oc9q2Y+OKNW3PtVnkcdKeiLGj/moGI5pr+X+Kg1uaWgUmPrWjH8Uye3P2qswHI4oBc0XxVTRGmbQ/zVTwmkZa0fxUDHTF4eOlVPF14pkHtYgHZmHAFDXr5LUwI8tCMcmld5u3sRjAH81lmvBXIy+QDtGO4pUWJnba2Ce/xRarluCdp6isghjheSTeBxtw1T206UW1uZrnf5renqP7qNmKeUUfA/1oFZ/1AIRh89R3Fb3ymUuybgDzu6Ci9KGW9srAb2OP9KNkCJtMbZUDFLbXUPOZogjFj1O3FEyNIhBYggDFZ5SaXjRdhet+aZUPoXgrt7/eu30S7kiMUuCCD1+a47T4N1wkqEspAyPauptp/QEBG0fFZSa5Vl/HoujXzSCPccjpTed9syB3wjnAX+44ri9Da4mlCQLn9+ldekcuNhI49xXXhluMMpqgdYjkZBHGFCL6uDyRSBLMvcBvVn27V1UibwQcoxGOaGgttku0kMvv7UssNnMtCNHiaNdrYGOgFNmVgwfcdvftihrb0EEtRu4BTuPpPOauThO27ZxtJzXjv4xytY65FPFwJos8fFes20o3Og+g9K8w/GGFbq805AVMiq25R1xUeSW48MvLHm1vetccyZJo6BiWHNXQaS3ACc0zh0VtmamY549Jm4qiTcoqZhNbezuIDxyKyO6KECVcVc8mv2Ht/VTW+RhhxS280lZDkCujgkimHpIzVnkA9DVfjmO3IHSdqnArItO2g8V1r22e1VG2+BUXwwvWEVvaiPk1OWMvxjimz2xHbiqHtyM8UsfDIei5IgvaiIZpIGBjYirGiNQKECtfWGReK9XvfSGc7PaiNJbz7UMeTQ/ie1MlqWA5FU+E7jdF5bduKys9c0b5O/K9q0YaPUA1YIge1brKvKPtQl9HiI5HFdAbcEUv1aHbF81Hk/UZdAbOH/phS7XG8qDb3NdJZ2//AEqmuY1zM+pJEvIBrOXXjT1EtItdtsCRyaOMROc0xtbTZAowKk9ua1wmoc4KGi4NVtEQKbm3+Oara3q1FXl+9ZTEw/eso0NO8W3B7c1IW4od9TXkRrmhpNQlb4o2Wh7QqAe3xVLiNe4xS8zSOSWc1HzCTz0oPQt2jPTk1UcHotStmjJ9XWj4xGUyMUgVmMnHFQMBPvTKVRuOOlDyDqO9ABi3U8GrVtUA5qW1gelSzgDNBkeux+QwKA4I6/Nc5PO4cjgjHeuv1yAy2oZT9Hb3rjrpQd2Biss5pWLPLeaPMQA56mhNVhMa5zuYDtRdlMEXy2zjPeqtSj8wBBu5HGKXxZZYSsBuKjcOKZwS71Y5AX/PNLzCO24OO2KttGiVH8wMTnigxsUsaS7ymD0q2UtJIDGdqHvigZcvNEISFw3qBGdw9qZSS+XEm4YJ7VGU4Via6DKUIiZPT7inEDBbshQNrHt2rnbORY9sm/HcUztpTLuAfY5HBHb5rLK8aq5Lvb0rw0yxBSo5zXXzDfEkiD9TuK4DwzIyxx7n3SD/ADru7acPb8jtXT4rvFhn2qm85ol/LlFl3DIcZHXkfxViXEasQy7SOBxUk2iRAiMRyS3YVK5t8KpzuB5q7LrgcJXjF7ZnjHI5NX6dKlxaxO6lcjOG60OWnW1YRx7m55obS7geW0TH1+3elvVGuEtRU2MEsskoWDnBJ+mvDLy/lfUJpppGmbceWOeK9Q/EzULux0MxBFaC5HlszHlTXjhYc09RF57PrfXFX6l5o6PxFDjBGK48sM1otT6LTt11q1fO4itvNYXAxlRmuFLcfNR8xlPDEUdjUdomnxKxaGUc/NbkhuIuVbd+9ccl9NGcrI1Ew65dIwG7d96j/OfE+rpUvZUIEqHFGw3UMoGeCe1cXfeL0tjtmi3N8UNbeLLW4kKrlWqphnOYm7j0UQo49JBrT2ee2a4hPFcMLAeYM/en2meLLacqpcZNL3s/aCUzeyPtVL2HPI5pvbX1tOoKsOaMEccg9JBFVLL0e3H3umebA6kc4rhrSJ9N1kxMMKx4r2k2imuG8b6IQBdQL6k5qPJjubhVfBCXjVl6Gr0iZccVV4SvEu7dUf6xwQa6cWanoP4p4X2hy7I0jPtSnxEpW3BFdj+TGelKPEdlutGIHQU/JN4i9E2mTf8A05mbstc5psJvdaeTHANXJeHyzbJ1710PhrTBH68Zrlxy9tYp1eB4tgqgAVW1v8U5aH4qpoa7JGhO0HHSqmtx7U4aHjpVZg68UwTmAZ6VlMzDz9NZQNhA2GPtWOSBkVQr/wA1syjGO9AWhvT/AMVoyADrxVORiqmcdKQErJydpqwTFRwf4oNHUECtl8HgcUwPF0duM81sXJOelLlkzkYrYbFAGyXD5wCMVH8w3c0E0gyM1jspA55oAmWYnq3FLbz8nGjPKik47CreD3pXqELBXk3gr7VORwnvbiJZQyQ7ef7qvbUrIhTKzq2PVxQodZfMwpIXjkVtbO1kT1d+4NYzbSLppbe5ZGtrlGXGNvTFCXFudhPmIAOeDnNRmsIBnyyQB1J71WmmLsZo5vUeOKFROwma5fzFJwOM49qNCl5RwXPSg7KyniYr5+B/IphAk/mH0qyjuDioqpUklhjm8pnHmYyABXQafAyOruCM9CKSQSLGzSSQScDsAacafrVvI4WSOWJOxxwf+Kxsx+tJa73R/SsfBX2rubBFmtzGeQRXn+lXVqyfp3Eb7Vz9VdVpOrWsaxGW5iwxAA3c/Fb+PKRjljafW7zxwvuiXcB2NX2ZMkKLLuBGP3pJceKNKMs0UEkkkgXkohx+xoW28RXXlsILJ3Ib0lm7VV82M+iYWzp1rKqZUdKE2pETJgAd6RwahfzTF54QuegHQUTq2lRazYNDJNNCx5/TYjn5pzyTPorjcUPFjaRqGkfldTuYo0kG+MmTacjuK8CuAI55ERw6qxAYdGHvXpWr/h1dtZ+b/iZnMEZ2o6ngDsK8wkXaxDDBHFaysq0WqBY89xWdelaK45pjbRY4IqDEkDFbbnpVbZC8Ug0zHnNTtyC5z2qoAnrVYJRiaegQ6izTX0ueQKlpduq20sx61E3CjVHGAyHijRNELOaIda25k0j6S3kLQosrPncaJ0WZ0uAQxOaov5Q8ccQPSitJj8qCSeQYAHFTeZyNcml94ludPZUhY7vvTPSPxEuIiqzruA7iuCuG8+ffJ9JNXTWptwnlnIcUp48dJvL2zSfxBsrgASOFPzXQPqtlqdsyCRGJFfNUjGM4Q8jvTvw7d3MB8zznHxmpuOpuDl6NBY3FjrBe1P6THpXoGm3AeNVfG7HSvLbHxLIhHmAMPenNn4iXzA4OK5sZljlsSWPSTHQmo2/m2ki47UusfEcEiqJCBRs+sWfkMfMXGPeujcsW8yt7Epq0oPTdXoej22y2BIrkbWaK71WRojkE8V6Dp8JW2XIrm8WP51M5qkw/FVND144pkY8VW0ddai5oviqmi6+1Mmjqto+aNAtMPNZR5irKQ24Lc2TyNtZznHFLlm28Z4rZn2jKsaQMgHHU/wA1Jti/UwpObk9ya2J9wNM9mTPC2cNzUGmRcEZNKxIdxI4qfmAjg0aAs33JCjmtfmHPNAkndx0qZk9PWghZm3DBNQy3Yk0G0wU44rFlJOAaDFCYg4NQlkDhgRwPeq1jyctJ1obUyywBbcruz3qcjkVPgn09PihppFiVo1jU57+1DtPJGpUn0n3rC6vHk9O9Zb20i2ALIRnOe2aNhRYUIK5VmGfigIpI1VfLOQKvW4YggcK3U96ODTnZXucA+gVdEzqzMzjb/SBS0gkEKdue9MISNmxjxU1UN9E8u5aUSDjtTWDSLZHZ41OG5bmk+mKLfay8+4rpLK7VgwIVTjFRcdzlUuul+naXE91F5a5UnBIr0Wx8MWUkYOMNjqBXG6HcQ28+/Ac9s9q73SdWimwOMY4zxR4vFj9LPO/FqeG7eMBkKg/amFpYxwqwCjJ71YZg+AKoMx83Ga3njxjP3tEC3VWPAI7VtmQcYFYfUoOaBmZkbDU9aKcjoyu31dPavIfxU8Nx2d2upWyqsE52so/pavTvMz/Vz7Uk8ew2cuhPPfl2SNTsQH+s9DTx/hZR4WItvSoug5oopxxVZBDHIqtIDmIdqg0RAJoll6+9Utnd14oFBSh+MDiqdUkFvpxf+s0wkYBTQuoRLc6dKuPWOlPHsq5GZXjgDxjLNyap86VWUkct1FMLbdDEVkXOPerTFbSukikBl7Gt9o0UyjLhx9Q7Gi7m/LaeYwMHvVOoRgXjH+n4quBFLFGPDe9LUvJstwkkaqfpqpy4lZGbKL0qYja0l2N9B6GrDp11ITNGm6I9Wo+EEdW2o2PSTTm2j8uME8ZrcFqkaqHG8im9i0TtsnUBCMVlnlteMLlZg3WrGvViAw2X9hVWrWk8TEWwLxjnI9qWxg25Esh6jp3qZDtMX1e9kkSGJyhY0Zf6qsMKxGeUyD6sGlVswht5L6T639KCl94CDFnJeT1NValRY9k/DWOwuoVkSUGQdQTXqkagKAtfKelarNpd6ot2K+n1c4r0fw/+KDWskUN8hdT/AFZonj9ehj09l21Ep27Uv0LxDp2tRZs50Ld0J5FNivFNQVk61Bo+tFlagy0AIY/isonZ8VlAeG7trHA4qDSswO080IZiO9SDM3ORUnoSXYjnArDIR06VQxGTk8VtlZAPSwB6E0tkv844xjmrI1kZcqrFfgUA0jr9NdNp+tLDYqphjyBg5pzkE5fGeaqkkBPXmq7q4WS4kdcKGPQULLOo5zTAreOeKsVvT1pWbnnjFZ+bA4JGaRnCNnG5uKpu5OeOlLBdkEENxUp2Z2Rlb0Y6VGR4tzRK4DH9qsWBUQc5PtVE8qIoy3Xp96sVSwyd5JXbt7VGotkAQF0UEN3NXIF2jfIN1DiOaGFXVNzZxQBkfzWJU8nP2oUc5XdsQgqe/vUixHbJHYUJFygboDzVobhjkZ/1qdHDmGbjEfJ96KhkkjcOT14xSG2uGhl5BZCOlNbe6SQYBOT2xUZaqpt0VjdAuMEZ6kV2Gj3AYqCetcDZxLCdy8lutdXpLSJJhlIx0qceKd5ehWU/pjO7cc4NTMn6hbqc0Hp8e1EYnhhU5rnyLpUZDtbI3EcV071GRr5uIyynmgbibc45qM0oVAoNCyMxmVMdRmnRBjTDjGM0g8eyp/6aYSyKCWG0HqT8U2WMeYcnmuc/EswjTLSDOJN+4ADqKWPJZPMxz960Y+M1Z5e0msJOParjMM64FU7AQSSavl+o9qyKJ5c7TgDrmmCi8vGiBCW7EDvSyTULkg4QKK6oxowyDv7UJc2sPQxjNOZQuXJ36O6bpBjPcVPRbOCa6j8+U+Tn1U/exjdNrAlfah10mFmPluUNX7zSdUz1a38ORQKy534xXETNCkjiPBGeBXSzaZGwwzMcUKugxO3AJo9oNVzjq9zIsQXr0+Ke2vnWVkbXeWXrTC602C1t1WJP+q/pxU1jZVTzU9Z64qMstnJost4jNJxUZxtvDEOwpxJY/lJo7lWzE3UUEyI9xNcZ5PAFQpmlzLbl/wAw3pYEYNJdQ0y43GUjdCWzkdhV9yjC6HmHg9B7U50YkxzJLny9p6096JzetoF063eH6FPNUXkYm/LeSw3hMmjtRAj01Y3BxJJgfalboj3uAWVFXGRV49FQ99lo1cqFkU4+9WyQiSNfKVi/vR1rCshVmG6Jfpz/AFH3phtHYcUXLQk2s0Brmy8l1uPJlBzlete0eEvFK3EKw3sgdugk9/vXi6j260w069ktJFbccVPtaepH0Yu113Kcg1hXiuI8H+IN8SJK+6I9+613QwQCvIPSnLsKSKyrdp9v8qymb5o8xeu6rEnQgjJBpQZeRg1JJiMnIx7VANTN0KsMg+1N77WjJpiwv5TN/cKQBgVBFVSqGB5pbC2S8VSetUvqBxgE4oKWMg+4qkjH0/6VU/4QtrwsOW/aoG7wPqoMqW6AVU6HJ45oB1e31ubKIRRhZf6jmlbXh96DZTj5qBUip2Y+G6Ek6LNJsQnlvaunEcQVfJ+jGeK4Vs46V0On3kX+GIGl/UUYOWpU4YXhSSFiMek96hFqoLOzkbT0A6Ch7Zo5TjPX/OtrahS5jRWjBpK2Zx3P5hcq21R1PzS25uN7GOIZ55x71pJkVHiUbg9ZbqqOfNIDYop7G2OUDxseO3NWpEOfUTihY5E80up3464qyeYMQY8HjmlYqDLaMk4B5phCqLIrsSjjjNK4ZmXAPKjpjrRkDpINs2c5yv3rO6VK6bTSDOjM5wOW712tjtlSNwME9sVx+hWssiJIqgKcjOa7jSbV4/KLFWBHaljKLXU2akWylcbh1q2afdEAwBx2qAxHbKBwepzQs744HQ1uzWR4ILAcL2FSEg9JI5FVWjGGDD+onvQt3cLChd3CoOuTigzBWXzCyjArj/xGZ5FtfTlACd3tRUviyyCbLTdcuR/9scfzQv8Aio1FRBqsW22PICc08ZynJwsa7pFUtwTjPtRep2KWscRjuEl3DnHao6rHDFqEyWe4xbvTnrWxarDaNc30pjX+lOrN+1UgqkU5qMcpiyV6HjFMfKhkwQkwVveqJYbdXCnzgflaRqLYBY32jKjnb3rQUSoJY+V7qeoooQopHloXP/uAq+PTbsxNKlqVA53dqRFV3gIojBDdjWpV/SR48+YevHFMZbK7mVfKgBfPIXvUJLa4hwHiaNj/AEsuKYK764S3njiaMMCOWBre54kLQYx2q+7w8RDKu75qmKECI/l3y39hNAUWvpLG4UiZz9ZFMIIlt1aTHPs3Q1G38y4hkjYhSOobrV9rL5lnJDN/TxuWloE+ySRHkl5QnhewqF7YR/kRcxeko3Io5dr2vlKCWU81mpMsGhui/WWGRVBy91bNcXseDk9TVt/I0BS0g+p/qI7CjdHKvfq7KQpGOaGjt2vNaumjlRCpwAR1qQhqlot9pipF/wB6HlR70js7V5sLMpjUH1Z6tT552tbw2s67XPIIqhoy8rNniqmWiaVFXACgAdPit7V53GpAAjCZc/FaZljxvdE+Byam02/Sq8DJqiSR9wB6fFFy2iPpz3CzTK6kdcc1VEvoAIyaNh0Phe+KSBWPpPFeweF77zoTbyH1KMp9q8Q0vP5lVB616joczQNBKeNpGfkd6eId3isq4KP2rK1J8nTQsjbWGMVUykDnpXb3WhtOCYjHOvbHDUjvdImhY/pMf25rMymCbYMN0ohCGUkVW1uUyAp+1YjFOCPSOKWhW2Uc54qBjBx70UqiQDbjPtWHIJ3KaWgDMRyfah3jHPGKZOm9Qy1SY2OeDTEha0XPSq2iweRTPyc54NQEJ5O2jRlhgBGcVhsVZAxHqNNY4FLDcOKIe34G3tQCCGK4tWLQOcYxg9KtttQvbWBo2RZQehzg01MB444qHkLtI20QFlvqCidRLCyA/wBeehppFeWhCssyvKDzz2oc2gJ+nJqmXTlbnaM0tDZnH5M7s0ZxtG44NThdJpRtwB9qSGzmiJ8mR0+xqUE1zbn1APjGD0NLR+zoopQqspPI70VYyp524kVziamGOJ0aI/bINM7CaFmO6dF9gDUXFcyek+HbpFjjVTwD6ua7zS7gRspUgg84rxnSL0x4YAba9I8NXP5qRCrgMcdaJfh16DPcQlUYgYK9KBlYc4HNA69rVpp42M2+YL6YY+XPz8feuVuNR1TUty5Frb9kjPqI/wDJv+K0qHSSa3aPOlra3MEly2VVd3APya47Wbe81C+I1F1zGdoSNvR/80XaWEVuoKooYc9OlXsgJ55HWjRbD2tnHDGNoxQepyt5oXn0im6DkDB496U6uA9wQygKB709FSt0aRztDM59q3OlwZYpJ1SNoxgPIcDHzmiBNLFC6RSOu7jKnBH70rksWIYSStLnnMgyxP8A7qrU+ktmurRmX6nJ6tDkjNWLLDJggSbf/JCKVT2DBjw2P/yGH+1BT6ZdSONrRBP/ACdiaqY4/wBTunSXNhIxVZELD2bGKtluppImhgupDD3AbNJbbRHDArCHf3ZiR/GKN0zw3+XlkuLh5M/VjJVF+wosxn05aM0tbiG5jZL2ZW3A+ocGmPje8nu9RilSdUiiXCqBS+2ZZQXhhZ4lOA7uQDVlw01xNEsZWCNT6sHcT/IqDK1lk/LyTywb0T9if2rUbRTQpLFGBn+nd0p9NZ7rZ0ZZCrDlgc0msY3gk8uRUeBemCMgfIpBNY0jtnnkR/T7GoW4WSISgMgbse9b1Ap+chEExW3PDKDUb147fZHp8uXJxnOQBTCdpaRw3LSqzAt13dKjJMGneO/jSSB/p29RRTKwiBkkaU4/uwKlALcQStEsfnBeMNz/AJ0gQQwvb3LLbhXiz6d4wRQ0EMlteTzQQtKze3Y020/dGGMhUSMSW3ntS1XWC+mZG/TJ4IPWgALiWM3RadClweskg6fatGEFMgFgf65P9hTu4i/xVUKqqmPuR1pVdQCOMtuYSA7T6uDQA+NwVcsx6BOlXXVskzQ2cccfmg75GHUfGa1aS7ZwRsZvtmrryNLQtcQv/wBTLwyf2j3pEGnmDMsKDEEbYHyfetB1LFYxxmoxQg43A4p9pGjS30i+XGyoer9qDWeGtPNxc78Hapr0OCHy4duDwP5qnStLjtI1VV4XjpTnTrf81fRxrnYp3N9qcN1kK4iQHrtGf4rKtxWVqW3zNbam8fRiKb2+ucgTKrj5Fc0HhkHqAz7ip+Xx+m+TWR7dPINLvx+tHsb+5aDm8NxTZNpdKw7BqTK8qE5HFXwXjxkYY0BqfQL6DOItyDuhoJoZI2IlWQY/uFPbbV5EyUfjvTBNVSbieJJB7kU9jQ/w/wCBbXUNKaea6b8w6ZTy/pT/AJrjdQsmsbya2kZS8TFSVPFd3o+sx2EbR2w8tW6jNLr/AE2DUL2a5/MDfIdxz70UOPEfXKj71ox55xwK6VtAm6xujj4NDS6TcxkgxH70QE0MO6XBU4q8243cDnvTuW0jzF5MJiCxqHzk5buapEPqOAOOtAKWgGcFanbWKSyESyeUu0nO3PPtTMWw3EkEbvmrRagqRjINGjIzaYPTmofleD710JtfSQDtGPbpUltQDleaNE5p9Olx+mE567q6TWFi1DQokmsIoL2NgN0YGCuKujtk/c0QLSRjnazD5FGg4x9Hyp9OanbeFWuAXZcIvJJFdk1pIU5hOaaWsDXWkXdoi7ZmXjj/ACpaN5jIZgzwacXlVM7nGAB9s11fgY3slsxi1JwVOCuwb1+xpHptuYYJYiNtzDIdynrXQaDHHJemW0fyrnHQ/TJ8H5rX/OWcJmVdgkCljJOzzSnq8n1GiT9AGMCqbdVkbF1L5RHBXbV++J2YQW/pH9czHn9qzNmAADkVnmfp7SRtByaqWZXdo1ijLDrhD/zWpZtkgUlUf+1UoCRbr6utJ9RieO46nB555zTG6aTymKyqr9t6cf5Vq/uDfSW9pfOguoIgsbR/Sw96ASBepJbk96lg564FanP5dpPzTpGiHBcnilX/AKg08sRCtzcqO6LtB/mnMbek26HTrhs9qpVcvuPQUIdajkYrb6e7N2DS5/2q0SXsnqTR8DuWnx/tT9aXsYX0kssEK2jsgU/qIjbWYfeqWRJDjBz/AGyE5/zpVcauYCyzRWyMOo/NLxQ58SGEqwtkMfv5mR/pVTx0e0PgBHGIvJ2J7BsD/Ki7S6hs4zhV3EcYYsftiuWl8QRIVubeyKSj6lWXcrf/AKkf6VKPxTBM5220RY+zdP2pXx5HuHrOZrsTXM0kangRxHBP3FY7wLLsisyz+7jn96Vxa1Cxw00kfb0RjP8AOc1IS2kilhdFmJ5Em6puNnY2vmtZ5iWYRJGOoU1dZJb2YfzmiVjx5aEMTVVtJFIrQloRG/pO0YNRtFj024azihdmb1ecuMt980tHsLaQXcF7NNHa3Etm3PpHSoahfWiMoWeRST024xTm6upjayRCbyyehaQkn9qCtZIHjSK8EaBfqLr9XyKKC25txdIPImTZ1LFqySKI2oSBRczdN39IqieG2F3J5a7oM8cYz+wqy0g8siRDJFjp7D9qRKpro25/KvJMWPVI12gfxQ+EDZ3O3wetFWul6jdahI8Mc06ydWZcZrrNI/DfV9RYFoSifamHDNuYgRL5a/8Aj1ovT9JnvWzGjsffH+9e1aL+FNlaYl1W6RQOTk10scvhfQY8WFqLuZRwzDjNGqbzLwt+Gt5eqJ7hNsCDc0sp2oB/vXRzWFjZjybNjIE4MmNqt9h7UXrXia71QhZZAkQ6QxcL/wDNLbS3ub+XYqnZRo2gGmkEUC5J4zXVaTp62UOOsjfUa3pmmRWKdA0vdqY4qpCtQwKypYrKonxRBqEseAzHHxTK31YEDdzWVlQDGDUlOBmjI5kf+01lZSpxYqx/0nBqYVlPpasrKRxJZZUHerU1CRR3DVlZSMda6oygZY0dBq0m8kyZFZWUwYRalHIuHCH9qs32bjLxjPuKyspQaYsFnICUYg1gsozwkgrKyqJp9Pc42sCveoCxlRcIoA7Y6VlZTnQE2FufNHmx5YdOKEC3E1xOl0ZN6t6YycKB+3WsrKQTW3kxjy/26VbZSyRSlYZZo5h/SZDWVlIBHsrSfVc3SypcydZUfH81KPQZtH1JZPPeexYFvMK8r8GsrK18dsuk2HemXE91FLfhCYjgbT1xRkqeRcQTM2bZ19R64rKyoy7OKhIltdSSqjpCU9J8stz+3ShLd2b1n0SyHlpDz+wrKykay8TyJVyks+fp9W1KC1e4g0Y/4hqT75lXakMY4Hxk1lZRjzlosuI4XWr6fVI999OlvaMdwiiUE/GSai2tJaWpNi1yXRcA/llK/vnFZWV2STTHYmy1iSTT92qPZkOuR5NrmRf3zxSi2mNxqEgNxfPYKPTHKxyx9uKysqZIexE66dbyq7osKHpleQao1E3usTWcNqlxHYhtqSeUW3H5rKyry4nBRG+guYXEd1F5zJxvjyjD7g1qJrOadI7mHB/uJ2OP3rKyp7g+i72CKxHQ3kLfS3R0+/vWLFPIwa2tjbwdfNnnwv8A/OaysqbdHIOihuoIgz6haSDqBHl6nbPqErOsVvcXHPH6Qx+xNZWVF6Vo40/Q/EFyT/0hbPTzBzXQWfgDU7og3MMKfzWVlZ6U6Ox/DldgW5uURcchBimtt4Z8M6WQZysrj35rKyiSKHLrelaedtjp6N8vwKEvfGl/IpjR0hj9ohj/ADrKyllbOj1CS71i4nyDI5B6g96oggurt8Rg4NZWUpzeSvB9p3h5F2tcNk+wroYIY4UCxKFX4rKyr0lZit4rKymGYrKysoN//9k="}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" 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Burfi Preparation Techniques in Food Manufacturing Plants"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Optimizing production methods is critical for "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":" to ensure product quality and 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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.1 From Pre-Made Khoa"},{"attributes":{"header":4},"insert":"\n"},{"insert":"1 kg khoa mixed with 300 g sugar syrup at 80°C"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Kneaded to flow consistency and set in trays"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.2 From Concentrated Milk"},{"attributes":{"header":4},"insert":"\n"},{"insert":"35% solids milk is reduced to semi-solid"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Sugar (30% of khoa weight) added and mixed"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Poured and cooled in trays"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.3 From Cream & Skim Milk Powder"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Cream (30% fat) and skim milk powder in 1:2 ratio"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Heated to 92°C, solids reach 75%"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Sugar added at 50°C, then set and cooled"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"2.4 Mechanized Burfi Production"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Used in industrial setups:\nIngredients processed in planetary mixer"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Molded via Rheon forming machine"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Ideal for scalable "},{"attributes":{"bold":true},"insert":"food processing consultancy"},{"insert":" projects"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"3. Burfi Quality Standards & Regulatory 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QSiIyI7FEevWev7REiVVoCHMTLh0DRUeWlomEvNQ20rJskkkkEoitu3Su2dVhC3LQ1GmKZpJr0gttNTnWqHakMQnEoZaNgnHEn0FmacrlVGpu6aVXOq9Z1KsagS6SXSVNUdS8iY+uLkXG00g1HTIJCyX0jOORNGhRoO6XrFYq9ZakXyar0CidGmIoOi0zIzJR2H0xGycaaJN0m0qstSm7aVhewSKEoKiqDjrj0LRkGjmFqvLbhx0spUrtsSREFyyxJtNnqp8AuJ91PgMiHolyzDJp91PgGTT7qfAZD3wC5Zhk0+6nwDJp91PgM/APACzDJp91PgFxPup8Bn4DwCzG4n3U+AZNPul4DIALK6kiJMijrpEVskrfkWLEuohXUpYUij/tkl+RYsS6hUh6AADSrp9Sm6PStBJNSX2TIjOwj+kSIpUpO2aLjK4BLrB+7i/Ga/USK0daIiY+XKqZv8JGlJuzRcZXAGlJuzRcZXAI4DWFKXqSNKTdmi4yuANKTdmi4yuARwDCkvUkaUm7NFxlcAaUm7NFxlcAjgGFJepI0pN2aLjK4A0pN2aLjK4BHAMKS9T9zpWaRWnHikRf8AGVwCvoWuDFOJfVQ0ii56WFZN1UeSpZIV2H0B+slGUjPIuIcvNqTcc9VVqTK6f2H1GPkdE1arlRaKPKGzJKiaNnNORqJepRta0tZNaVpJ0rEm0SlJuoV0rC/0GZpiFiZfadJTzI7Isawv+KvgA6Sn2K/ZI+rr+lXwD4jFqlXJuh3WJaHpNInQ6WIsoqYUgoj5NqJaTSSumpSjIycO9YXtKwTZtTaxM0lCbo05JtNtQs3mKpVd2CtDl+TfbUu17KFb73rEXRuhaNL8vsRUjSBmRZpH19X0q9f/AKBjpSadlkeL2/2yuAfC59T65vxZCGClNxlzzeW2uelUp5tTayIzWT5I6KlFYRKRbqO70bB9eoFmTGoOj2Jzrr0tuO2h5x27fWskkSjVdM0mq3rMjsttFiKZT5W2lJuzRcZXAGlJuzRcZXAI4C4UpepI0pN2aLjK4A0pN2aLjK4BHAMKS9SRpSbs0XGVwBpSbs0XGVwCOAY0l6kjSk3ZouMrgDSk3ZouMrgEcAwpL1JGlJpmX7NF6/jK4BDoqkJbUFCUMRjTeWet5Vvrq/yD9U9ZCLR31Nv+Zf51C4UpepY6Um7NFxlcAaUm7NFxlcAjgJhSt6kjSk3ZouMrgDSk3ZouMrgEcAxpL1JGlJuzRcZXAGlJuzRcZXAI4BhSXqSNKTdmi4yuANKTdmi4yuARwDCkvUkaUm7NFxlcAaUm7NFxlcAjgGFJepHpqtzNBxUSaZeoyBHWrJpcfkqSk1WGdnqfYYwOucUqVYovO6J0i+3lWopSzyi0WGq8RXeqwjP7iFdXFFIO0QbNFtUkt1xZEs6PmMxXUpsP+J0rtn2dev7BqVD1dp2E5GhyKPhmwcqJSDkmO8lDbamY7bZspbUd71mrEq6rqtZ6hnGLrEy+jrrIbc9EFZ0cmatpTyWDkqvmgjIjVZc6rTIfhRFbmaZS+dEP0ZNJheTdzeSpdxXYfQ+8apS8SlZ1YIb0egs3beo9xiRLzpi80twisJSSO8u5YZWlbbe6I/Wo1GUlFfVIpSAzR6mqPi0ehpt5Dt/JJMjWRo1EnX0SPXrO0iFimkvLd9KzdniYyuANKTdmi4yuAR+wBcKUvUkaUm7NFxlcAaUm7NFxlcAjgGNJepI0pN2aLjK4A0pN2aLjK4BHAMKS9SRpSbs0XGVwBpSbs0XGVwCOAYUl6kjSk3ZouMrgDSk3ZouMrhEcAxpL1MlTZMibAS+ywhOcWkaHFKP1F9qSGxF6o1lP16B/UF+RY2Yuoc64iJ+G6fl6AAMNqusP7uL8Zr9RIri6hZU62TkJKFGoiU+yRmk7D/tEjAqEZ2iZjmOlFURDnMXlAAWGhGNomY5hoRnaJmOY12QmCvAWGhGdomY5hoNjaJmOYdkGEq8PAWGhGdomY5hoRnaJmOYdkGCvAWGhGdomY5hoRnaJmOYdkGCvAWGhGdomY5jxVCMWa5Eyz8cw7IMED2mBew9Vg1pustFlWylaLmLnRYcJlbqaQXK+idU0RKfSWq0jbvJvfeIcmvNWotNwIkmZSLEKXEXJRMeN5CSMnSbuqSpF5JW67yrE2e3WQdkGEtx8A8BOTQ0dRFZImY5jLQjO0TMcw7IMFeAsNCM7RMxzDQjO0TMcw7IMFeAsNCM7RMxzDQjO0TMcw7IMFeAsNBsbRMxzDQjO0TMcw7IMFf4B/qLDQjO0TMcw0IztEzHMOyDCUAj6RfeItHH+xN/zL/OoXGhWdol2fjmIdEUS09BQo35SeksrCfOz11C9kJjLABYaEZ2iZjmGhGdomY5idkLhKvDwFhoRnaJmOYaEZ2iZjmHZBgr/AAAWGhGdomY5hoRnaJmOYdkGCvAWGhGdomY5hoRnaJmOYdkGCvAWGhGdomY5hoNjaJmOYdkGEq/2kXtMLer7RMdodltCl5acq6RndJ87T+wa/Vd1dKHSTVKxplGSoTiUuNaQJ5JJUglkd9JFYqw9afYVh9RkHZBgtLS9h2hqs69Q0uk62MxKNflJiS0JKeUKOc+k0xG3Um1lCdNaysQRl1Ees+j9w3qjaNbmQI8hx6SlbraVmlEvKJIzIjsJRalFr6y6+sOyDB+ICw0IztEzHMNCM7RMxzDsgwV4Cw0IztEzHMNCM7RMxzDsgwlX+AeAsNCM7RMxzDQjO0TMcw7IMFeAsNCM7RMxzDQjO0TMcw7IMFeH+osNCM7RMxzHmhGdomY5h2QYSrk/XoGv/wAR/wDhY2YhRPUc3FmQHEuyFmcgisW6ai9RYvi6hzrm8tURYAAGW0CmPq7P9Qx+okTiFdTjiW4iFLUSUpfZUozPURE4m0z+wfoVK0dZ9fiYyd4f4ROAQtLUft8TGTvHmlqO2+JjJ3gXTgEHS1HbfExk7w0tR23xMZO8C6cAg6Wo7b4mMneGlqO2+JjJ3gXTgEHS1HbfExk7w0tR23xMZO8C6cPFayELS1HbfExk7w0tR23xMZO8C7RUeiah2VMSoz77dMJefdfpE221uSyeSpK0OpUk0KSd4tVn8KftH5NeiSj0Uc9EcpWkFk9R8mjlGSW0klDz2VO4kk2JJJ6kpLokXsG/6Wo7b4mMneGlqO2+JjJ3gXS20XEIT13SIhmIOlqO2+JjJ3hpajtviYyd4F04BB0tR23xMZO8NLUdt8TGTvAunAIOlqO2+JjJ3hpajtviYyd4F04BB0tR23xMZO8NLUdt8TGTvAunAIOlqO2+JjJ3hpajtviYyd4F00xAoL93I/nc/OoZaWo72T4mMneINC0nBbgISubFSq8s7DeT76vtFS68AQdLUdt8TGTvDS1HbfExk7xFunAIOlqO2+JjJ3hpajtviYyd4F04BB0tR23xMZO8NLUdt8TGTvAunAIOlqO2+JjJ3hpajtviYyd4F04BB0tR23xMZO8NLUdt8TGTvAukPoW40tLbhtqUkyJZERmk/YevUNToGpr9GQXYMunJVJxH3DW+iVGYtfJSVpWlakoI1XryTNR9LoEVtlpHsmlqO2+JjJ3hpajtviYyd4F2ol6NaMgx57VW1ooYprzbr2SiMvEaUIuki66lSbLel1W2mY22g6NZoeiIdHRTWpiK0lpBrO1RkRWax7pajtviYyd4aWo7b4mMneBdOAQdLUdt8TGTvDS1HbfExk7wLpwCDpajtviYyd4aWo7b4mMneBdOAQdLUdt8TGTvDS1HbfExk7wLpwCDpajtviYyd4aWo7b4mMneBdOAxB0tR23xMZO8NLUdt8TGTvAuxpP6xR39SX5FiwLqFLKnRJMqAiPJYdWUkjMm3EqP1F9hi6LqAAAAVp/pK1UDRlhnrpuiy/8AnMjbkpKwtRAAIWF2EPbpdhAABdLsILpdhAADywuwgsLsIAALC7CHt0uwgAAul2EF0uwgAAul2EPLC7CAACwuwgsLsIAALC7CHt0uwgAAul2EF0uwgAAul2EPLC7CAACwuwh6aS7CAAHl0uwh4kitPUQAKjK6XYQXS7CABFeWF2EFhdhAABYXYQWF2EAAPbpdhBdLsIAALpdhBdLsIAAeWF2EFhdhAABYXYQ9ul2EAAF0uwgul2EAAF0uwh5YXYQAAWF2EFhdhAABYXYQ9ul2EAAF0uwgul2EAAMTIitOwtRjMgACAAAFf//Z"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":"Despite its widespread consumption, Burfi lacks stringent legal standards. As "},{"attributes":{"bold":true},"insert":"food industry consultants"},{"insert":", it's important to monitor:\nMoisture content"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Fat and sugar levels"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Texture consistency"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Compliance with local food safety regulations (e.g., FSSAI)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"4. Shelf Life, Packaging & Preservation Techniques"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nEnsuring long shelf life is a core focus for "},{"attributes":{"bold":true},"insert":"food consultancy services"},{"insert":" and "},{"attributes":{"bold":true},"insert":"dairy product consultants"},{"insert":". Here's how:\n\n"},{"attributes":{"bold":true},"insert":"4.1 Room Temperature Storage"},{"attributes":{"header":4},"insert":"\n"},{"insert":"15 days at 30°C using parchment paper"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"50 days at 5°C"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"4.2 Low-Moisture Burfi"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Can last up to 6 months, though may become chewy or dry"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"4.3 Antioxidants & Additives"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Propyl gallate and dodecyl gallate extend shelf life up to 12 months"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"4.4 Packaging in Tins"},{"attributes":{"header":4},"insert":"\n"},{"insert":"Extends shelf life to 150 days at 30°C ±10°C"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Hot filling prevents mold and off-flavors"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":4},"insert":"\n"},{"attributes":{"bold":true},"insert":"4.5 Antifungal Preservation"},{"attributes":{"header":4},"insert":"\n"},{"insert":"0.15% sorbic acid with polyethylene packaging extends shelf life up to 90 days"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"5. Conclusion"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nBurfi continues to be a symbol of tradition and celebration. As the "},{"attributes":{"bold":true},"insert":"food consulting industry"},{"insert":" evolves, so do methods to enhance the consistency, safety, and shelf stability of products like Burfi. From "},{"attributes":{"bold":true},"insert":"food factory design"},{"insert":" to optimized "},{"attributes":{"bold":true},"insert":"dairy processing techniques"},{"insert":", the knowledge shared in this article supports manufacturers, "},{"attributes":{"bold":true},"insert":"food technologists"},{"insert":", and consultants aiming to deliver quality and compliance in every bite.\n"}]}

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