Articles
Casein Micelle: Structure, Characteristics, and Its Role in Dairy Processing
{"ops":[{"insert":"\nCasein micelles are essential protein structures found in cow milk. They play a critical role in "},{"attributes":{"bold":true},"insert":"milk processing"},{"insert":", providing "},{"attributes":{"bold":true},"insert":"proteins"},{"insert":", "},{"attributes":{"bold":true},"insert":"calcium"},{"insert":", and "},{"attributes":{"bold":true},"insert":"phosphate"},{"insert":", while maintaining stability under diverse conditions. Understanding the "},{"attributes":{"bold":true},"insert":"structure and behavior of casein micelles"},{"insert":" is crucial for dairy technologists, "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":", and "},{"attributes":{"bold":true},"insert":"food processing experts"},{"insert":" to optimize milk-based product development.\n\nCasein Micelle Structure"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nIn milk, casein molecules form complex colloidal aggregates known as micelles. These micelles are made up of:\n"},{"attributes":{"bold":true},"insert":"αs1-casein"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"αs2-casein"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"β-casein"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"κ-casein"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"The micelles consist of "},{"attributes":{"bold":true},"insert":"10 to 100 casein molecules"},{"insert":", forming "},{"attributes":{"bold":true},"insert":"submicelles"},{"insert":" with a hydrophobic core and a hydrophilic outer layer. The outer layer, rich in "},{"attributes":{"bold":true},"insert":"κ-casein"},{"insert":", stabilizes the micelle and prevents aggregation under normal conditions.\n\n"},{"attributes":{"bold":true},"insert":"Key Casein Micelle Models:"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Core-Coat Model"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Internal Structure Model"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Sub-Unit Model"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"Dual-Binding Model (Most Accepted Today)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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"}},{"attributes":{"align":"center"},"insert":"\n\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Casein Micelle Formation Process"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nAccording to the "},{"attributes":{"bold":true},"insert":"dual-binding model"},{"insert":", micelle formation occurs through two primary forces:\n"},{"attributes":{"bold":true},"insert":"Hydrophobic interactions"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Calcium phosphate nanocluster bridging"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"κ-casein"},{"insert":" plays a protective role, with its hydrophilic tail creating a flexible, negatively charged \"hairy\" layer around the micelle. This prevents uncontrolled aggregation and provides "},{"attributes":{"bold":true},"insert":"thermal and colloidal stability"},{"insert":".\n\nWhen "},{"attributes":{"bold":true},"insert":"calcium ion concentration (Ca²⁺)"},{"insert":" increases, micelles grow larger and eventually gel or precipitate—unless κ-casein is present to prevent this. This aspect is crucial in "},{"attributes":{"bold":true},"insert":"dairy processing"},{"insert":", especially during "},{"attributes":{"bold":true},"insert":"cheese making"},{"insert":" or "},{"attributes":{"bold":true},"insert":"ultra-heat treatments"},{"insert":".\n\nProperties of Casein Micelles"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Size:"},{"insert":" 0.02 to 0.30 µm in diameter"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Shape:"},{"insert":" Roughly spherical"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Composition:"},{"insert":" Casein proteins, calcium phosphate, and trace enzymes (lipase, plasmin)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Voluminosity"},{"insert":": ~4 ml/g of casein including the hydrated \"hairy layer\"\n\n"},{"attributes":{"bold":true},"insert":"Dynamic behavior"},{"insert":": Constant exchange with surrounding serum (free casein, calcium, phosphate)\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"These micelles adapt to "},{"attributes":{"bold":true},"insert":"temperature"},{"insert":", "},{"attributes":{"bold":true},"insert":"pH"},{"insert":", "},{"attributes":{"bold":true},"insert":"pressure"},{"insert":", and "},{"attributes":{"bold":true},"insert":"ionic strength"},{"insert":", making them central to food technologists and "},{"attributes":{"bold":true},"insert":"food consultants"},{"insert":" involved in "},{"attributes":{"bold":true},"insert":"dairy formulation and product innovation"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n\n\n\n"},{"insert":{"image":"data:image/jpeg;base64,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TvEFhn+M2YmhCxPPhN1/uULcH5fZravNpQ/pTnCd3onHYinmg4gfJ098m1pOypvBpXN9UMO1YfAez4pZLya0WjDJravCqVXp72LgzVuNV9au1MBQnmoXzpRJsvT4x25M/LdvvxD622h3ers90879TVrYJSmaIaqijnq4PxddN3XvfYvmOeKKvsns9Jhzl1xU3rflkTqZwqaqiY6baN4JC0f6qSfzpS+3qj2n9QdB102+2Wt53H9UspFa77Vhp69U0KyRtjmtSA5TN4eZtD8UZex45WtTnHyK1JjfkxzzXEXFsnrWV3mwmV90PK0pPGsGNEprevaw2Zihaod73qgyHqeBF1PVQj7HwhaXeX+crXs9+md9P2tSy623SuM7ptmVOsnHZTUDVwP4+eehgUUV7y9G/e6/Cdx6xP/rwJ1L9OOiPWt8/ZOZ5Zt4AhsqO8u2QfHxmxR0I/x+2ld93tbpyzR55bsu/Ytm3b2/a5kRH73I32Qe7YS8+N2CMj5+zt0L9te/v8iGd/k3M87/b2jXPB4/n2d5Ydv9Je4vztpMn7b9u27W17O3a5k77usZx15zrXP+j5Td5jmYL73bly3B4538kJRyf/g9vboelv624fOG7nmEb6fGXdriOevDjfXXfnyvGQbT3l+NgILxfbNvLEm7dmXt3Y9tX39rHuXDluj3jb241z/rZpHqdH3QyU2Y1z9siIZ3v3b9+1vLtknzOO1z1+sH7765rTvr31058Gt3313V/E1UG3LzGPbaQluu8y9dk3me3Ku32S8klQ3t7tvX2c73rNtm3w9yO9r81Jq7fszfxs5193m+3zwWNGprePaw07v79uxtUHQ1/Hi+rL7Z7nC/TBZt8QqDfBuutPe39ty8kvb9qD19EteyOPTXHl5fYd3jT6yju2HzHrX7C+hq4322ZM/QYOoscT6bw2OvM625+N6OH+rXVVjpZ0sTNPLa25N0oyR7vy6935wNmXS7L2agqZjeuy/POHJy+qdLSidc+39/wlz9xSc/qD0pq7lPdNX+hORcgq65lTF7W8l0HP7zcuK+Tp82FKn5yRtbbefQLwSsV/TV57RY21v+VnVjVTaz89T2tuubtP+uSMv1xHLY2rrgZPBfrkyavJrG8Uwuf0Rnde6ORFlY42VItqTLF10x3R8Jb75Io2Tnd3l5w58t327YygrHiON3XG8o1SxHL7iw3PnNuw6Uj99xc96qAsld5or3euXfWG+5Szv77LL6ZvcvN6wzsfPKTv8oktH9cg5W2aXPHMIc5q+rS3zxtAv9fmnbLm6palc37vNtlTnvLQwdJbvVaRtbDhOb+Tl/5RsZj6YOjveL1Eny99wT8y6B19dM59sVvP3Cl1fpZKL3vKo2fbcuvWK2WVZ3Oqd64tq4sLUvHV7lPt9TVLMydD7wZ+vcrraEm7njqTfbnUve8cpB8JEcizyYsqKW6aI5Bcj0B6MM3bdWncCg/AhiYta9xc5tGodYf82p/pitthpTV3c1czV8eMIbCo5QnEnv8e6ZHn40fi1rbnWrvzdd2b5HTUFwnvjw3NKSjeobRMMSLYQUejpsbRTDBYG53TTm1GqxknL+N/zDmA2LqZfI6nd6rBWNgPVCOE9xeWMoMEh6aEdTA8LYPy9E2hZeusjwwGY8tnGPzD58EfM/cpybWFsI5ZPeZdJ01vU416SL9nZWK+hMUZ9vHCeKfhtafWZaPP3UN4fTba1uSKNsaLKtaNgNv7YGVr3f8bnlgDlteoJe+tPGk/EuTkmTPVo33MMRX3DtCvADGGGkhLCnb6jWF1NG1OI4lkZWT5gj330/mFr/NDr1arpQ3ljGA6bPmAep7f1P9T2vSR8UD+Vq9V3JtR2I3MeZrQT3CUfbkkXd1U+dWi5P0m36+tglKvZHxv9Aie9v4/fX9w9HjyPzqnHXcESD3fjNKnnnXTvNH0aGvuza94zH2LTKul3cCTsmhh9dnRX50N6KsOhgtNy8B9lye/YoKsyKCoZ/kcRFPlE2OqXeoeNzDa0K8k1zawg6Q3rC90Bb4A9GPYxwvX+c3E/qZWNaMpd6Qv7Ny9ntaG1mfJ37b2yyrW88qbb24andKMO7pQvVYxfncTJUF57TfUbi4H6UeCnDzzvynJ+dy/t7rgUTbUQNoZSvU2SidYOJiGZ5jJfQ2TjOFlr9EpzaioXOjbEKoqeALk7tOQqOXOv73Dd9XZnGKvKPb8pgGfvk1eVMl77P2yip5ht+zLJcnzmrnmYlGVo+0OuQc33cU179By/8wnIM3rq/4b7da6KkO86TzcqiqkxlQc9wzTe20VPIGzpYz59pakYuumMxRbecX7A6HLKu75t/Izn5Y500P6Njmt/J4/PU777rPOGnrWwThWJkHfFdM3ucFIzvuFfKug3FrMaE9s+RyUOeJQ1XqvJ4ZRklzbwA6W3uypvBq+V246r6fTmalEX0qGfbxQ7vSD3ItFjXu+YFvHLDXmL3d/7LdfVrFXXvRsW1UVMquaeWNFK2+UVJ/2/piwPe1jQsV6zL3Wp4/yMtvXi+2HNgfsR0JkT+VV8V0TcO8MNZDW6Jx21vOqTLeHU3LSpf6fCoWzVDq27hnyGddG7BOa9nuLvcM67Sd6ljL1XPdYV2fcOVtRy6X0hQ2V1J0XvH4qZo641OP8JmcuWPT8aZNxbN8c5Xb+jzu/HG9fR2xeeblz9oy3gvTLmePXzcPcrXFfuTdv12UN86bzkOm2iZRSqaIytZj3KVsZ1Tvbj2n1zG54wN2LO2Wn+2aD+LqZXd711fXUtekeT5XcG66nvdfGvaXuzreMfJNBVistf3oGq7N+vepgrNE57bjvRW9fS+++K65vcqaLOe8Ld485LW20PHOqByyfngLH8/KURSqlVGpdii3bOH1c24H1SG/stTrTFlqevrDdjhK/A3vYxwuV1tQZqWFMrUtf2HH+T4B2Xr8olXo+sY1rW02VT+S6UzZG57SxUFfO+2aOyWnl9xoDfFHoUV5ypgVmrnXzrzi+4eZfr36k/ZDIeCtH3PrJFX+epaL6IODgnrBt2zYXDlV7uDXRzbGqQqqojDdYfORwjXhQdYdrEwXyjzTqNIavuTihsVul6C/Zh2bI9ftAcQDwYBvuE+mAqgrTlcf6SWRvWa2sj6uYeVSHoZynH91fheNh0VzMqRj3w1MAw7NfVm6+/SPD+6s663liDSDWkANp8wXwzn9nPdzhr0fQ5IpaQx0WfZA4P+KkDjz4zP/MZGx+fMjD9QCC3LddZIoaXx/SE+Ck3Lfe5Or+V9UBiHbvp3YAAAAAj6AhP5EGAAAAHg8E0gAAAEACBNIAAABAAgTSAAAAQAIE0gAAAEACBNIAAABAAgTSAAAAQAIE0gAAAEACBNIAAABAAgTSAAAAQAIE0gAAAEACBNIAAABAAgTSAAAAQAJP2LZtmwsl6YMPPjAXAQAAAHBFBtIAAAAAojG1AwAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEggOpDeL2siVVDVXH4/RaapqkJqQuV9cznwoGiqfCKlVKr7mVhsmhsFbRWUOlFWry2bixN9bXc47l97bC5OKDUb7CHuD38+VGdT9zBt9y/PB1NVIZVSYctcPhh/OR/WtTtteLC0D3a997/+HmadBR4N0YE0gOHYL2siNabVM7tqtVruZ1cztzaHFvimL+yodXNOaXMF+hf5RX04sssttZaz5uLHTFYrrZZWJs3lj6qH+3ofxzpbne3zIQfgIpAG7qmqCpmixtdb2rngDXPTmlsm8AUA4GGWMJA2h6k9w2rmUPR+WRO+YbfoYbj2sFZzcaJ7bIaV8DDbWlflaEkXY59Ime0p/qlodTZkW2+7C3myGjoUvlXWhG+aiTMM3TsN7Tbs3T6kTTe6xw8ez7tvcL2vD+isaw+t+/MrbNjcm0e+p0tbBc9xPeu2CkplimqoolzK2+8YZRPbH/m3nVhs+Ncaw/a+cvT0mVHLe+VZh9kHB5bFXNO+t8zC89avXSaetM1WjXN460bI9AjjnN3yiklnrLj9/HkY+eQxNh+i6r17bYvuvifKahrX264DkfXTx70Osyw7zH7D3wadc5XdbULapxQ4Rnydjco7Mx1GvfS2uRNlVQPTV4z83PL2X2F52l3eOa5RN8wYwv+UOSq9zvLcmtSYHwvGNd40huYlHlt2lHeX7OMj5+xtc7l9x156bsQeOe9Zc+OcPdLZdts+N3LcXnrX3frKcXtkZMQ+fuWOs+DdJfv4c0u2+5dPYFv3XL59R0bskdBP95zAg+LOleP+thLm3SX7XFSdv3HOHvG0l+3z/rZ358qS0+6824W0XX86tu1zIyPG9iOeNmykIcDd33uOQB/gOX6gz3DWe49/58rx6PTf2Paly9fW312yj4f0N+dutPc959t++3xUmkPOG8gH5+/OsX3Mbd2yMtPWzgOjXO/c2Hb+HbW8V575+l1/H+xPt5nO4Lru9W3b26HX6tUuE6PsfXnuLXvjHEb52fa2vXTlTo90htXn9jHi99s+71+3faObn11R+WBeq3ttZj333d9C0h1TP7vX5R4rsu8IWW/UZ+dccfdFM6/i62xk3vXqvwJtLNgXdPPazOPoPI0qY3+7aKfBH0dEpjdwnSHXYLRRYPBAOnR5sLPq/vu4vXTlXKfh3LlyPPIGHRp09AgQHOaNA3gwhNbpHiIDrsj633u76MDDDr2ZxKfb3N82+oCQ9d70hd6IPPsEgqs2M8BxeG98wXSH7+Mw0mnmm/m37aY9LF/CtjWOHyjXwPY9lsflmXEuXzDgTVtYOjvXFKwHvQXz1/yy50978F4Rer7YdJrlbNad6P0CaQsVlQ/Ba/WfL2R9WJAXUz/b63umM+w6I44VKfQY0XW2Z5pc5j5mPgbagVmve+VpWLqNOmy297B0tJn5ZG5r/u2cI6x/wuNq8KkdjZoaRzOyfAvTssal+m1n6MQ6ZqlyrSqpqvX6jKYuTCu/tq6qmtq8Ks2cHGBmqGWeC3h4pI+MS/VGxNBsl3eod2zeP7zaEdr2hsFpv+NHBmiXAc4x+tG8XZfGLWN+uKXM0YZqDUmjc9qpzWg14+RHr+kF1rEBcsQ3ZJ9TxVzv1ah1p3q0P9OV8PIctGwmV9Ral3tsz1BxxPKeeWbIvlySrjo/Zm1eX5UWLiqrXteU1tzNXc1cHQsdLu+Xdczqs0yaatQj6l1sOmP02C+73NKGcs7yyCkTw8mHxNZyytVL2o37kV9offPfh3sKPUa0uLwL779iytcVXq97iC3jhmp7ljI9Lio8vWGca3CmerT3GVNxL7zd4fE0eCBtZWTt1RRWh9oNJn1yRtbauqpb66qfmVJaWU2frmh9q6Ha3risUXPPGI3wcwEPhclp5fdWtRkzp646m1LxWPeNHrsLEXeBmLZ3/zk3nH5Ef7nw3ABH57TTaqnV2pCm44Ppxq0+c2S/rIlMTaXOm1M2lDe38bIyso6WtNvZ3v2EvR0lrGz2G4rNkskV53i1Ga1mjGDaWN5XnnmNTmlGq9rcNx5e9LymtOZuOss2lLvHQWRM4NcznRH62C+77CzbPbOqsdhg+rDywXB6QxvjxZi0RdQ3V1zg6hN2jB51NizvevVfZvkG2qtZr3vd83uWsRnk+vumXun1c+poft0410P8JhYM3+CB9OiUZo5WlPN2LFsF5dbymm5XrNEpzRytq/hKvdOBZ0/lVX+lqMrpaefJSJS1ov+HidMV5S/16DyBB1ZWFxekYsYMBpsqzzo/RvI/tWlq82rEbSSk7TUXy8EfnI1aGldF6+3z7ZeVi33qkkRDxVe96cipqF4/qnRNTiu/V1TO8yMrZ/8ZTY06/Uk3ryxljnY2kyRVXvEEGG7fU/K9ESWC+QRuaz3+ifTolGbkT2ckN8+Lnm2rrxYjA4LmYqHbz41aaj/Mj1reM88C0po6I62+elmr3m1ir6mqgqdudZ8q+38wN0zZU3k15nO+Pr+82OyRzhix+7XbnCN9JGoIJSofDk92uRUfTIf0BYH7cC8D1dmovIvrv9KaOmOpMX+520ftl1Vca//hPnTbK+pyp241VX4ltlX2KOOspk+bfcRlFffaf8SlN1z2VF6V6Ygf9gK9A2lj+CRVUNUd9irV3SGeVEqpaWmjteIJkJ1OvOHtwK2MtNdQ/lRsGC2dnpFebJ8vp/rCLt/88FBLX9hRq1ZSfdrblsZUOzWntNKau5RXpbMup9p41I072PbGripkaDarlXXPMV+USrFPXZKwVDq27hkeHddGr6eFHVmttDY07hkuHbs6o932/lbGk1fO+7e9fUD+THvqQ0qp6bpKNW/fE2Pyokoqaqy97zX5n0iPzql02vvWjrTmbvrTmYqcahK8pvVT0U+800ecL1ftMtf6juZGo5eHHd+XZyHSJ2ektYrGfQ8i4q7JUsZXt2bc6QUN1fYGCNAGMbmi1vq475prR9I90hknbr+0LG/5Tyuizkblw+HKLu+69TXsLRHBviB4H+4lWKei62xU3sX3X+kLO9pot6lUSF80Oqcdb1+VykmXSiF9mldcGXvzzV13bVobpz37xqRXcqdFed/aMbmi3YW6PxaK+oKDx9ITtm3b5sL7pbk4obFbpcfuBfDAw6WqQqqoTK0d5B2WpsonxlS7xLDqodoqaOL2ReM96EAy7akVkfVpq6DUK5nYL4mDod/AvdXjiTQA4LE2uRId9ACD2Coot2bFvHDAmc5pnZkaUhDtToG6VyMqAIE0AAC4J4z/AMmZiuUdyTL/kyFnOudBvrj5/zMnd9rZQFNegME8UFM7AAAAgIcFT6QBAACABAikAQAAgAQIpAEAAIAECKQBAACABAikAQAAgAQIpAEAAIAECKQBAACABAikAQAAgAQIpAEAAIAECKQBAACABAikAQAAgAQIpAEAAIAECKQBAACABJ6wbds2F0rSBx98YC4CAAAA4IoMpAEAAABEY2oHAAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkEB0IL1f1kSqoKq5XFUVUhMq7zt/NRcnlDpRVtPcLFRT5RMpFbbM5cOU7Bze66jOppTyXGOX/9r746Qnlep+Jhad3GouTig1W+1s016OR4lb/jFtpLk44atv1dmUWy8OYKvgOWeyNhGlW2/b/cSgbeLeGaw/GtADdq3D4a8bvrK9z+5pWQLAkEQH0n1KX9hR6+ac0uaKB0XkFwKP/bJy8+Pa8FyHdVQqvhq7V2/7ZU2kxrR6ZletVsv97Grm1qZxc0hr7uaGxudzj9hNGg5Lloq6HBrIVnV5vuFbkl1uqbWc9S17YI3Oaae1o7lRc8X9cU/7owGv9UEKSh9GZlmSnwAeRAcOpB8F1VeL0sJF+UKXMzPKr+UO8BSvqkKmqPH1lnYueG/rac0th93os5o+3dDqdZ6/PHoakixVrgWDgOZiUZXTeeXNFQAA4IF38EDaN4Qsd/pDexrDhMpbYU+EjW1insI60yzcj+c8znB4d11owLtVUCpTVEMV5VJRw+VVra9ZmjlphrZTWlnPqzJtpt3LnLbh2XZrXZWjJV2c9O8RJ3sqr8ZV82k1HgXjl0rKrxWNut7U5lWp9PK0d2HIkzejnkW2g7i66jfQflsF37abvpUhU70Cx21PH/Bfh9lmw/ft9jFlty9w9vP2IZ5pUbH9kXmt7XT12x+FXOts1ddHtdNRnU1pbL4hreWMa41LT1B4/+emY6usCd95vcf2H7ev/jJURD63827RTUPYFIyQ0UB/3Q5eR1i5N2PyMzx/AODw9Aik3QDU98mpYm7WUVUhlZPW29MYNqRXivIPXEuV6XVNu1MdNk43VHwxogPcKihXL2nX3Xb3kuWuaGrz1kx3+YKlyishx5hcUatWkqW8NloRw+X7DdU1LitsuHZyRRunK8qFBuCS9jdV60zb2FXpaEXF9vzn23Vp3Ap58hzDysjaqwXyC4+CrC4uGNOFti6rqBlNhdW9jqbKJ/zTgzbOuGsWJzR21dsO6tF11WOg/bYKSk3LaT+tllq1jFaNqSgd7SlS7W3X/V8QKtM56Y32cUqqT/uD0tg07RVVO+WsW5mUqrM51Rc8be9Id9Mupz/qbuce1wi4+u6PwqzltO6mq7WeV8OdnpVddvolnd7opLnf9HRE9n+S1FDxFbdcaiVpfkypVPs6/H1R3/1lQLA/N6efVa66aUg8ncZzHW66w+piaH7G5g8AHI4egbQbgPo+G9HD0IGnsGnNvVGS2b3l11c60yiyL5fig0fPuvRk1u2s/dMj0idn4o/Ry9FMII1t2eWNkCeJrtE5rXSmbaQ1dcZS41biVEijlsZVVyPsXHjopU/OyFpb7z6lfaWi/KUeAcjWZRVV0oZnelD2wpzSamrzasO3f/pCSfnO8aMMtl/1WkWWd9rT6Jw2FqJaiyRv/Z3M+qZL5dc984tH51TqTGXqI00hozvdtpZWdjIkF93+yJt36Qsl5fdWtelpYwP1R6bTG26QLGnyokpHG6pF7dxnenxC+z9JslR6w82v0SnNHJWnnMy+KGF/GejPnS+D3ulnPetvT57rUFpzl/JSvdFHkO+KzB8AOBw9AunBJHoKG2dyRa11uU/FjSFX73BzJvjUe3jcJ4kRT6m8Q4tjnid16SPjg90Q8OgbnVPptPukcH9Tq3t5TfeY+hPdphqq7UmVaXO0qNcXsUH2a6pRl8aPBM8eanROO7UZrWac4/aaPmAdawfkg6TJkV1uaUPOMH/UkH543lnKxAW799DA6Ynr/3zSssZ7lFOC/rJ5uy7tFTXWKROnjzvQw4Jh6jt/AODeGWogLSkYPDb6ePIRZ3LFeRJem9Fqxu0stwpKvZLpDOk50zcOoMfTmfSFDZVUVG7Rv1V1NqXiMe8wrScVk9PxT5oiRUwzwSMh+3JJurqpctgPXENEfyGzlDlqqVQzR4x6vVVikP2cAK1+23/22EBqdE477siVpuOD6e5xBklTV3bZbXdnVjUWEkzH5t2BOoxkEqUnrP8bVML+Mn1kvDOVwvcJmyJ3vwwjfwDgAIYaSDtDht7XfDnD10k1FwvdjnHU0nh7ufFkp3l9NTYQjtXXdApniormi5754ebTOmd4ust9kp0xg4mmyrPBm77UHkqNnmaCR8DolGZUVHEtr5LvbS4RJqeV3ysq53nHeHWxrKbSmjoTPVISbbD9rGOWGvOXu1Ms9ssqrvm36dgqeOq6pcxR/2rfvNytgnKdPBgsTWYbSh9p9wyGkLxrLub6mJd+jwyYnqj+b1CJ+8vJ6YO9uWjU0rgqWm/vv19WLmp+fQLDyh8AOIihBtIandPOet4zRJuTLvX39CNM+ogTiHaO5c6xdOZPusO6qZRyt8ajz+EOp0e/taPP184F5oY68/m811ob96cifWHH/VGVd8h6TLVT4fMKm7frss5Mha7Do8KdB3p6uufTaEdWK60Njc+Peeq7ExSlL+xoY9w/9B5ex/0G2S99Ycf5QVx7uxelUtQcaSvjqevODyQ784cl5c+0h+FTSk3XVap15yYPkiYpLUuebaflewd8VzDvxq7OaDd02+Hz9lNOMDpYeqL6v0EN1F/6ZLUS6L8Geeqbdd981Efd6YOZn8PKHwA4iCds27bNhUPVHlaMuFk8EPbLmsjUVGp1b+yHr6pCqqhMjZsBHjXOm0dql9pvrwAA4NEw3CfSAVUVpisP/lPW0TltxL2G6p5rqnwip/rCBkE0AADAQ2LIT6Sd9456Z0VbC7vG/+wH4PHCE2kAwKNpyIE0AAAA8Hi4x1M7AAAAgEcTgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJAAgTQAAACQAIE0AAAAkACBNAAAAJDAE7Zt2+ZCSfrggw/MRQAAAABckYE0AAAAgGhM7QAAAAASIJAGAAAAEiCQBgAAABIgkAYAAAASIJAGAAAAEiCQBgAAABIgkAYAAAASIJAGAAAAEiCQBgAAABIgkAYAAAASIJAGAAAAEiCQBgAAABIgkAYAAAASIJAGAAAAEiCQBgAAABIgkAYAAAAS6B1I75c1kUop1flMqLxvbpTQVkGpE2U1JUlVFVIpFbbMjYbJe46myie815VSarba3XSr0FkeSFNEnlRnjWPgMefUsYlFp4Z37Jc1EdKOqrMh2w6kqkLIce+HuGtpLk4MsZ0cwjX7+qkkeqUxYd8XUY8eBg9EX+np44d6XxuGQy1bp58auP7dcwnbxUMiro88iOH2r4ZDqpcPRP8wgNhAurk4oVRmVTO1llot91ObUe368Atfymql1dLKpLl8eKqzOdUXdt1zNFTbs1TyXtty1t2yqfIr0karpVZrQ3qlexONy5Ps8q5K9dwj2/AxqLSmzlhq3Gr4ljavr6qhhlZ97aipRl0aP5L2LMPjIWHfNzqnndaO5kbNFeHu6Q02VvCLRHbZ29/eB/tlTUzXu/3/+riKLx7ky9KQDVi2j6aE7QL3ziHVS3//EOw/HjTRgfRWQWPz49owM210TisXHsKb/X5ZxbW8Sr60j8vqVSH2G6q3/90zT5zAqXLtftys8CBKHxmX1tbVrRFNbV5tyDpqBNj7m1rdy2uamwZw7zVqahyd0VS7H7cysoxNAKAfkYF09VpF1sJF9Xpm0Fyc8E2PMIcqeq3v8g8vtZ+eVGej9/Ud293W3KateX1VjdPT3evxBsgBac1dknKplPP0+Y05pfvMk/TJGVm+wAmPtclp5VVXo/NtuqHaXl6lN/z1xKyf/nZT8NUns01FjoC4Q9fd9c5QabA9tdued735BMCYCmU82fSl6URZ/mfw4ULbdtg0iq2CJw/86ZhYNJ72L04oNVt2t+leg5ln3n6i3deY/YmpEbfeN00gZL1k5L83f0OG1o3jhZex90lNfBlWZ1Mam29IaznjeD3qxKI7ja1dJka6zP7WW6apVEHV/bImUjlV1FAx0z1O4Ol4bP6517nlnVLnbxO+85r1p6emyi8WNX7J6efjGe3AmJoYXB5cF6h7odfUf9kGufsuunnaycvodATETHsx25K3bkaXwwDn7hg8JjDrkbNvgvyIqefRZTakPnK/rAmjfvuXmdNSY+pCyLH8bS/Ytpxr9ebNQeplj7Qa02TNsnbWG/1Hz3vEfWBHWHpuxD53w1zqd+fKcXtk5Jy93VmybZ8b6e7Xa71945w98tySfcfZ2ndOZ19j25Hj9tK7nvWdfdvrR+zjVzpLfLbPG+veXbKPj4zYI+2P91ih/OmLtm2f86QT8NW9G+fskfPbbn3q1hPvNmbdvnPluLuP7ex33ljX2dZT94z2Emh7vnrq1G1vW90+720Tzvpu+wlpqwO0xfi2HWw/3bwx0+Gm0+wXjP179UPt9JjX5ysz73q37whPf8j+7vl8abhxzvO30bf41jnnWwrtdwYpQ7Me2YF8CD2e0S9un4+6Bvd8nuPfubLkrguWqS8t/eafUR99+3uv88Z2j77cs49bllF11c9Ml21vX3HPe+OckY/dfPXfe+7Y2zfcq4ht5yFlYeZ15D3Lza8Byzqy/pn36aj+J7Ic4s4dJ6SfiWt3Zro77WbQ/Iip5+8u2cd9ebPta8NmH5KsjzTKw1eHjLpvB6/bV4/M9JrrzbbViYv8fZO/LfZbL3ul1bzObXvbm1+hbSHsb7ONHb4DBNJmJrhLOxnQa73Z8EIqnq/ie9eHHzsuM7fPB7f3iu+Y7MhzBvW7HR4bnnruraPdfwc7J3/92bbPGZ1hh6+jdI9zY8k+bt6ojJuc7bYxb+fsO6f3uCGdsX3D+4XATG98W4xv2+Z6T96EpcPoVHsdu7PUs11wHyO/QvIuvBw9fPsEO/7o/iw8veF61BsjvwLXGXJdsXUioFfZtAWv35uWRPlnlk/kuSMY137nSvALWEBIfkUx60egfoXmr7edD1a2fj3yyxVV1sHyuOP70u/jTUdUOcSeO05cv2CuD8mjjkHzw2TW85C8CCuPofWR5vnNPI7Jp5DtI4/trLWXjC+L0duHXFev+0ZImYXlQfQ5+1t/2CKndljjUv123PCL82O9jDGxLH1kXKo31Oy5/iDCj30Q2eUN5fdWtRk1RKJ0H3kChLAysvZqaqipRt3SzElnADl7Kq/G1U019xuqd+ZrNlTbkyrT3uGwnCre6SHeYcdM0RgibKg4XdT4un8ef/N2XdoraswzjDY23wj8EDJUo6aGKs5Up/ZnuhLbzg/CNz1qa12V0yXnWho1NY4OOpc1PH09+6G+58xG/Ei0U+ZRnP4kKDy990KiOuEbis2p0l6eqGx0gPzzmFxRa92dimcOHfcpfWFHG6e7PwD2T1Fxjtm8XZfGrYjpH/4h7Nxad012uaUNOVNqukPSfbTzIeq/rJ3yaMyPedI1puJeQ7X2plH9T0Q59H/ugxis3fRMU1Q9H53TTm1GqxlnXWday5D7yPSFkvJ994HDjE2cYwXaYxI905rW3M1dzVx161rodLhwkfeI+yQykO7c5M0VHZYyRz2Ny2vcUrrn+oMyj+10AHF6V7T4Hx/2zpO2wRoNHnGjU5o5WtH64qZWZfzAaa+mzeuranTahKXMUeNtMq2WWu0fuG4VlHolo93OG2NKRkdlqbReUn3aP3cxfWRcOr1hHLPPNydYGVlHS91ztj835yLaee+2GKudX1vO7xLyp9w0hgVXsb91UB/9VIRGn0Fc3E0scBPxisqjmPQO2cB1Yr+siUxNpc62G8q314WVTV+S5p9hcsVtDzNazSQLpq1j3R8AZ5eDbS/6y1dT5RNjql3q7rNx2r9F+3i7Z1Y1dqKsZq92PmT9l7VTHvl1M13u2zN69T8h5dD/uQ9isHYTm6a4eq72myuc5Wr3s0PvI7OaPt1nH+gaSvA7TH2lNa25m05ebSjXfzAddY+4TyIDaU1eVElFjZkTuPfLKiw63yamzliqTBsT0afbF9Vr/UFkNX1aqnheS6etyyru+bfy8naSkqStsq+zrc7mVPH+GDFMzzxpv30hPiDH48ZtC/NFT8Dc7gzqWr3a8LSJtKbOKPJVXOZTMedVegZrTjs1I5ienFZ+LeGrGUenNKOicuYPe6TOjXeQtthbWnOX8qq8MqFivaSL7TeZjFoaV0VFTzqqr5pP5E199kNrRU9/4K7v68dn7hfs+Zxnf+fHazoz5dm/oeKr3RQ0F3MqynNtHSHp3S+rnKTcehm0TphPmLbWPU/qnBtbznMjbC6W+/rxT3/5F625WOjuO2qp86A/7EdJkaq6PO9thyEmp5Xf87eD6mI55IljVeudJ9JNlWe7aUgfaacuvp0P3QBlnT2VN9pLV1z/E1kOcecO+TFcMgO2m7g0xdXzrYJnH0uZo+4/70EfmT2VV+VaQetrnrc5hbQzbRWU827j5faZ6+0075eVm4/vMYemZ1qrKnjWWcf6/tocfY+4T6IDafebwu5C3T9ckalp2n2FXPrCjrE+J6133/vYa/1BZJd33aDWPfa16cBTAK/g2zRqzq9A3f1z2ujjG3LvPFGj5n87COC5gfpv1M7NtGG89i59YUcb4/5hx/Y3dWfIzx0mTqWUuzUe/tRudE4763ln6Hi26ryT1Q2uO8fsexg8rbmbGxr3Dfd2g/Tscsuf3h5tsS+T08rvNYxgKquVlj8d66eMp0Uh+uqHTs9IL3bXd98334fJFec9xJ3+ZEyrZ3a143vVpqXSsfVOusfmx7VxMzxQD6Q3s6rwQh6Mt+44ZTdgneg8SGiXszx57wzTlurdujl2tZ3srC4uyPfWDp++8i9a+oh77E7ZOk91m7frsuKCcd/Qfj9lHqx/uVuW0t7rS6WUSq1LnfqfluXNs2l1yj2unQ/fAGU9uRK8x7nlFtf/RJVD7LmHeL8crN3EpCmunlsZzz5OPXXqzD3oIyenlV+rqO57U1iwnaWmpY3WSkQeZrXSvg+kUkq9KJUWIjNlyHql1VLG11/MaDc0BovoP0LvEffHE7Zt2+bCh1N3eC2qM6zOplQ81n8HPbjeaQDQj6oKqaIytXsz1O3VXJzQ2K1SH1+k8fBoqnzisqybEQFGe4pCxJcZHI7q7IQaL9/7No5H0eHdI3p5ZALp5uKE+5+lRHSckpvxIU+jhqQ62++TbQBxDrMtEUg/hgikgYfaYd4jeomZ2vFgM18K3zuIljs0d2+CaLnDNw9CoQIPLfeNALl6KWKYDwDw2HoA7xGPzBNpAAAA4DA9tE+kAQAAgPuJQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEjgCdu2bXOhJH3wwQfmIgAAAACuyEAaAAAAQDSmdgAAAAAJEEgDAAAACRBIAwAAAAkQSAMAAAAJEEgDAAAACRBIAwAAAAkQSAMAAAAJEEgDAAAACRBIAwAAAAkQSAMAAAAJEEgDAAAACRBIAwAAAAkQSAMAAAAJEEgDAAAACRBIAwAAAAkQSAMAAAAJRAfSWwWlTpTVNJfvlzWRKqhqLh+2/bImOudvqnwipVSq/ZlQed/dbqvgWR6y3qO5OOHbbmIxcHXAkJl1NxXerobCOVdhy1w+iKoKEe0niebihFKz97K3OPg190pjc3EiUZn1Ou69cNjnTJo3fv46N9Rr8N2vqiqkDlZXYkXdM/s0nLwEcNiiA+n7rPpqUTozpbSqKqTGVLvUUqvlfmozUsOz8dGSdtvrWi211sdVzPgD5epsSmO3St1tWrua8R0EuHfy6916V1JROb7EPTTSF3bUujmntLkCD1neZLXSamll0lx+f1Rn/feohysvAbQ9oIF0VetreZUupKX9hurKa9rb+Y3OaS6uM5xcUatWkuYvu08immrUpfyprGejtOYueP8GDkNaU2csNW7xJQ4AgIfdAQNpd1h1sawJ35C1MZztG6Zzhtdih7m31lU5Pa2sJI1aGldF64MOx41OaeZoe7+0rHGpcm2A4ULflJHusGN11n89znQRZ+iwPSTpm0JiDlGaU1Fi8qb9tCI41GkMZ7tDiuVZZ7/2cv9UlkOYjoM+VHV5Xiq93P4S5w5rL7r1olPO4XVBCtahyClK+0679NWjfutDw23Tvm3DplE4yzpp8KWtoE3vpn1eqz9t7WF/7zZhU0/i1pvTa8z17lZR7TYwZG8cL6wP84g8rrnOLEv3vNWY/ePz2+2v+kynFHZON6+854nNG+Oc3rKM6FN7Gmg/f10qXPeuM+qv2z462/Za3qu8vEKmQHb7cScduTWpMT/mz+O4eua79va1xNV7AIfCjnLjnD3y3JJ9x1z+7pJ9fOScvW3btm3fsZeeGzG2c5Ydv9Je4vx97ob7541z3X/b2/a5Ec862w5ub7fPOWKPdM7rEZVO27a3zwfTMRI4X4gb5/zn8p3Dm75t+9zIcXvpXWezO1eO2yMjwXN2/r5xzh7xbG+uN9O7fcM945Xj9sh575UH89S8rjtXjvvyJXgMHI5uvWt/umVsd9qAv2zMduGvZ9vnjbpptMdzN7ptpnMMX7u1bfvGdrAt2XY3PUZ9b6cvUI+8xzXbTbvddraPvlZvnvjrrruP2R7NPsizfvt8dPqD+/fZbo3jedO7fSW8/+l1XGe9t08zyt1t1539zTLtld9G33jnxnZoOn2Mc7avoXPMd5fs494+zDjH9nl/Xt+5shReN3z7hfSj3muI3M9kthuzbnj7TfM+s21vxy7vs7zaaTPbm3ldbl75+oKQehZdb81rM+s9gMMylEA6GPT6OxD7xrnIIC7Qmby7ZB8PO6/d7eQDnUvE9oFjO0uDN2ZDcL879tJzwZvHkrGd2VHatj99weMG1wf2Dz2uke+BPAgpF3vbPhdzzbhXgmXhL2d/EGHbYeXp1IFA3bFtY//2ucyAIiQAitQrPdFBT1j99tfdXsdu824Xsk9sQGT0QWH9kbFPsH0Z6Yr6dw/xxw1Jt7lPyLm8edwzv28YQWg/zHMG6k1M3xOa145gWr196iB1yuiLvcy022aagvXGzL9ey/sur5C8MOtD4Np67B+W/sh6D+DQJJvacTQjy1zW1qipoYpynuGv1HRFqjdCp33k1vy7N6+vuj8yDDG54vxYq56LHlLrcOZFjx8xj+T84GR3oa5c6FCns58z5NZO55iKew3V2tNaJ1e0MV5UsV7SxgXz+AarnVcR6bEysvZqakjKLre0oZxzztC09auh2p5UmfYOC+ZUUV0Nhv7uu+zyhvJr65FTK5q369JeUWOeNjQ23+jOq/YNPedUMfavTOdUX9j1/6hqdE47tRmtZpz9kr+5IKvp0w2tXm9KamrzanuaSkT97qF5uy6NW0Z7t5Q56mlvAc5Urb40amoE+itn//rtmBbWabd+4ekdQOe4DdX2LGWMk6SPjHv6yjh95PfkilrrcvvihMP+o5bGNS5r1FwRIjSv1V+fGmqw/QYrm7Tmbu5q5qp77M50lajlBy2vAYXmZR/1FsChiw6kPQGeTyNkmZeVkWW+RaPVcn+N3FT5hP8NHBunvTs780dnTsZ1hX3+WGvrsooq6WLEjxLTJ2fCr8/trLpvWeh+OoHJflnFel55FXW5V0DSya+YTtDTYWaXnXPtnlnVWOJg2lLmqKVSzbyGHc31c0PEvbXfUN1c5pE+Mi6d3gjUv9Zy1gmiMzWVOss3lDf2z69vaHx+LPhlc3ROO+4+mk4eTGdP5dW4uqnm/qZWNaOpUUXW717tNDoQCQYtXU6A1Zeofkw9gtCIfi46vX3qHDfmy0JfwWCf+T254tST2oxWMwmD6X5F5nUffWqowfYLLZuIcnSkNXfTOd6GckYwbS4/aHkNKDIve9RbAIcuOpB2f6yXM38MN11R/lLMK3pGpzQT+Xov81t9VeveJ9Jb66qcLvmDvf2yCr5jNbV5tSHrWORd1vlRx3RdpTfa6WyqPOsPSpvXV0O+8Tuyp/KqTEf9GKuqQmZVM2+saOWNkurmdmtFz83Kn1/ZU3k15nP+H4y82H7Nnz+N6SPdR27pI+OS5wlmczGn4l5ndYi0ps5IxReTBuK4l6qvFtVo/5g2zOS08mu58EDXfFK1tR54Iu2MuhjB9FbBczxLmaOezQc1eVElrSr3YlHjnr7AOmap0XlTjvuF0xhxCpicVn7P3180F3MqdgJ0SWqo+Gq3lTnro78k+4T1Y1sF5daMNwHFtFufkPRWF2PaWeRxnQcC/n7GXe97u1C0XvndXCx0zz1qqdOjBH7UNiQhed1cLKvas0+NNtB+VkbWnvfhRlPlV4Ktw1FVwZPO7v0kavmA5WX+SH6/rNx8WFgcISQvQ+stgPsuOpB2h7hKdXeqgTuMrPXwpwFdac3ddG7i3f3aT7+yurggFd3h5VRqXfI8ka5eC+mURi3JGNpbPbOrHe+UCnMY/FbJePqaliVjm6sz2o16Z+fkijP1w7O9c+Npqnwi1w32R+e0sVBXzvvr7NMz0ovd/PINsU+udN5xHbwWI43T0kY7fZMr2jjdnS6TU0mlHoFQ+sKONsb91xz4xT8OjXeaTa5e0u5yyM23I6uVWkl139Qc92ni5EWVvPXkmgJPpB3OMTQ/5tRdK+M5nlPv4ttxHOeLWmPPf1NPX9jxt5sXpdJC2FdVr27Q377WYNu0VDq23l0/P95tGz2F9GPT0kZrxf9FJq7d+gTTm7sV80Qy5riB/Oqrf+0K7G/kd/qIt6/NSetOn9i8XZcVNX3uQIJ5PXZVzpe+yD61h0H2G53Tjq/d5KRLpdCHJZKljC+dM26bjFoekt+x5ZXVynq+2+5D2kL2Zbd9hk67CeZlaL0FcN89Ydu2bS68LzpD1g9vR9FcnHCC+NggCXj4HV5dr6qQKipTY1rScDRVPnFZ1s2Ht58FgAdJzBPpw9W8viotXKRzBx50+2XlfO/CxsMjrTmCaAAYmgcmkE5f2PFP1wDwgHHfuJMpatydJgAAwOPswZnaAQAAADxEHpgn0gAAAMDDhEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASIBAGgAAAEiAQBoAAABIgEAaAAAASOD/B4fSI+AQpeGVAAAAAElFTkSuQmCC"}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"These reactions are vital during "},{"attributes":{"bold":true},"insert":"food manufacturing"},{"insert":", particularly in designing "},{"attributes":{"bold":true},"insert":"heat-stable dairy products"},{"insert":" or "},{"attributes":{"bold":true},"insert":"processing cheese and yogurt"},{"insert":".\n\nImportance of Casein Micelles in Food Processing"},{"attributes":{"header":2},"insert":"\n"},{"attributes":{"header":3},"insert":"\n"},{"insert":"Key Applications:"},{"attributes":{"header":3},"insert":"\n"},{"attributes":{"bold":true},"insert":"Heat stability"},{"insert":" in milk-based beverages"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Rheological control"},{"insert":" in fermented and concentrated dairy products"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Interface behavior"},{"insert":" in emulsions (e.g., homogenized milk)"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Nutrient delivery"},{"insert":" in functional dairy"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nA strong understanding of micellar behavior helps "},{"attributes":{"bold":true},"insert":"food industry consultants"},{"insert":" ensure "},{"attributes":{"bold":true},"insert":"consistent product quality"},{"insert":", optimize "},{"attributes":{"bold":true},"insert":"processing techniques"},{"insert":", and enhance "},{"attributes":{"bold":true},"insert":"nutritional value"},{"insert":".\n\nRelevance for Food Technology Consulting"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\nFor those in "},{"attributes":{"bold":true},"insert":"food technology consulting"},{"insert":" or "},{"attributes":{"bold":true},"insert":"food business consultancy"},{"insert":", mastering the behavior of casein micelles is essential. It aids in:\nDesigning "},{"attributes":{"bold":true},"insert":"efficient dairy processing plants"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Developing GMP-compliant manufacturing protocols"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Reducing quality deviations in large-scale production"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"\nReferences"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"link":"http://ecoursesonline.iasri.res.in/mod/page/view.php?id=3915"},"insert":"E-Courses on Casein"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"link":"https://biocoreopen.org/ijbb/Structural-Properties-of-Casein-Micelles-in-Milk-the-effect-of-salt-temperature-and-pH.php"},"insert":"Biocore Open Access"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"link":"https://en.wikipedia.org/wiki/Casein"},"insert":"Wikipedia – Casein"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"}]}