Articles

Lactose Crystallization: Process, Properties & Industrial Technologies

{"ops":[{"insert":"\n"},{"attributes":{"bold":true},"insert":" 1. Overview"},{"attributes":{"header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"bold":true},"insert":"Lactose"},{"insert":", a disaccharide composed of "},{"attributes":{"bold":true},"insert":"glucose"},{"insert":" and "},{"attributes":{"bold":true},"insert":"galactose"},{"insert":", constitutes around "},{"attributes":{"bold":true},"insert":"2–8% of milk"},{"insert":" by mass. It is a key component in "},{"attributes":{"bold":true},"insert":"dairy processing"},{"insert":" and is widely utilized across "},{"attributes":{"bold":true},"insert":"food"},{"insert":", "},{"attributes":{"bold":true},"insert":"pharmaceutical"},{"insert":", and "},{"attributes":{"bold":true},"insert":"chemical industries"},{"insert":". However, "},{"attributes":{"bold":true},"insert":"lactose crystallization"},{"insert":" is also essential for lactose recovery from whey—a significant by-product in "},{"attributes":{"bold":true},"insert":"milk processing plants"},{"insert":".\nOptimizing this process is crucial for "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":" aiming to reduce waste, improve yield, and ensure environmental compliance."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"attributes":{"bold":true},"insert":"Lactose"},{"insert":", a disaccharide composed of "},{"attributes":{"bold":true},"insert":"glucose"},{"insert":" and "},{"attributes":{"bold":true},"insert":"galactose"},{"insert":", constitutes around "},{"attributes":{"bold":true},"insert":"2–8% of milk"},{"insert":" by mass. It is a key component in "},{"attributes":{"bold":true},"insert":"dairy processing"},{"insert":" and is widely utilized across "},{"attributes":{"bold":true},"insert":"food"},{"insert":", "},{"attributes":{"bold":true},"insert":"pharmaceutical"},{"insert":", and "},{"attributes":{"bold":true},"insert":"chemical industries"},{"insert":". However, "},{"attributes":{"bold":true},"insert":"lactose crystallization"},{"insert":" is also essential for lactose recovery from whey—a significant by-product in "},{"attributes":{"bold":true},"insert":"milk processing plants"},{"insert":".\nOptimizing this process is crucial for "},{"attributes":{"bold":true},"insert":"food manufacturing consultants"},{"insert":" aiming to reduce waste, improve yield, and ensure environmental compliance."},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"color":"black"},"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"color":"black"},"insert":"2. Challenges in Lactose crystallization"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"insert":"\nLactose crystallization faces multiple operational constraints:\n"},{"attributes":{"bold":true},"insert":"Seasonal milk quality fluctuations"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Mineral contaminants"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Slow crystal growth kinetics"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Tiny crystal size"},{"insert":", leading to inefficient recovery"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"These issues demand advanced techniques recommended by "},{"attributes":{"bold":true},"insert":"food processing consultants"},{"insert":" to enhance batch yields and ensure consistent "},{"attributes":{"bold":true},"insert":"product quality"},{"insert":"."},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"3. Industrial Lactose refining"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"The refining process typically includes three major stages:\n"},{"attributes":{"bold":true},"insert":"1. Concentration"},{"insert":"\nWhey or permeate is evaporated to increase the "},{"attributes":{"bold":true},"insert":"total solids to 65–70%"},{"insert":", preparing it for crystallization.\n\n"},{"attributes":{"bold":true},"insert":"2. Crystallization"},{"insert":"\nThe supersaturated solution undergoes slow chilling in batch tanks to form crystals.\n\n"},{"attributes":{"bold":true},"insert":"3. Purification"},{"insert":"\nPost-crystallization, "},{"attributes":{"bold":true},"insert":"centrifugation"},{"insert":" separates crude lactose from the mother liquor. Additional washing and centrifugation further refine the product."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"attributes":{"bold":true},"insert":"4. Crystallization"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"To ensure the production of crystals that can be isolated from the mother liquid, crystallization is done. The amount of available crystal surface for growth, the purity of the solution, the level of supersaturation, temperature, viscosity, and agitation all affect how quickly crystals form. 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"4. Lactose Crystallization Process: Step-by-Step"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"A typical "},{"attributes":{"bold":true},"insert":"industrial lactose crystallization"},{"insert":" process involves:\n\n"},{"attributes":{"bold":true},"insert":"Supersaturation & Seeding"},{"insert":": Concentrated whey is seeded with 200-mesh α-lactose monohydrate at 0.1% to initiate nucleation."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Temperature Control"},{"insert":": Cooled slowly to under saturation point, often from "},{"attributes":{"bold":true},"insert":"78°C to 10–15°C"},{"insert":" over "},{"attributes":{"bold":true},"insert":"50–60 hours"},{"insert":"."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Crystallization Time"},{"insert":": Usually spans "},{"attributes":{"bold":true},"insert":"15–24 hours"},{"insert":" under slow agitation."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Intermediate Cooling"},{"insert":": E.g., drop to "},{"attributes":{"bold":true},"insert":"60°C"},{"insert":", then final cooling to "},{"attributes":{"bold":true},"insert":"30°C"},{"insert":" over 12 hours."},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Automation"},{"insert":": Temperature regulation within ±0.5°C using automated control systems enhances consistency."},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"\nThis controlled process is supported by "},{"attributes":{"bold":true},"insert":"engineering consultants for dairy plants"},{"insert":" to optimize yield and equipment performance."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":" Properties and Morphology of Lactose Crystals"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Lactose exists in two polymorphs:\n"},{"attributes":{"bold":true},"insert":"α-Lactose monohydrate"},{"insert":" (common): Crystallizes below 93.5°C with a "},{"attributes":{"bold":true},"insert":"monoclinic, tomahawk-like shape"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"β-Lactose anhydrous"},{"insert":": Crystallizes above 93.5°C with diamond-shaped morphology"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"These polymorphs differ in:\n"},{"attributes":{"bold":true},"insert":"Solubility"},{"insert":": 70g/L (α) vs 500g/L (β) at 20°C"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Optical rotation"},{"insert":": +89° (α) vs +35° 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"}},{"attributes":{"align":"center"},"insert":"\n\n"},{"insert":"Controlling polymorphism is essential for "},{"attributes":{"bold":true},"insert":"product consistency"},{"insert":", a focus area for "},{"attributes":{"bold":true},"insert":"food industry consultants"},{"insert":" working with functional dairy 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"}},{"attributes":{"align":"center"},"insert":"\n"},{"insert":" \n"},{"attributes":{"color":"black"},"insert":"6. Crystal growth: "},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"insert":"Crystal growth follows a three-step sequence:\n\n"},{"attributes":{"bold":true},"insert":"Mass transport"},{"insert":" to the crystal surface"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Surface integration"},{"insert":" (main rate-determining step)"},{"attributes":{"list":"ordered"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Heat dissipation"},{"attributes":{"list":"ordered"},"insert":"\n"},{"insert":"Growth is affected by:\n"},{"attributes":{"bold":true},"insert":"Supersaturation levels"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Temperature"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Viscosity"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Impurities and pH"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Supersaturation"},{"insert":" is the key parameter influencing growth rates—making "},{"attributes":{"bold":true},"insert":"process control and monitoring"},{"insert":" a priority for "},{"attributes":{"bold":true},"insert":"food consultancy services"},{"insert":" and "},{"attributes":{"bold":true},"insert":"process optimization 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qdcnWf+6qCRf+JHbfcOww2G5D6GO1PrkTExmWW9WlOpas95SsgDHhvQ5xhbGXXGJMpxElpDSnW20LeCFOAFtAUkFKlKz3QN1eG1Y8Q8Nou0symJr8GSpgxHVIbbdS8yTnSpCwU7HcHqMmozXBsRiIWYkuSy4hcRxl7CVKaXGbDaDgjCspHeB9J6U5Es8Z2QR+cu58tA0auYlaSkrd5QSQRkK5ndI8PHFQLxx7Chm6NRUyZL8GE/LKuWsMq5SlIUnmYwO8kjPT99apv6PrdMTFMqRLcdbMlbrh0jtK3skqUMY7q+8kDoQK2q4Hipt7UNudLQ15MXbHjpSVPoUrUXFEjZeoqVt1zvTkN4nE1uk2mbcUynERoSSqSXG1oU1hAWcpUAcaSFD0g1HVxhbQls8yaC82pxrXFeRzdKVL0pykd4pSSE9SKzlcPR5ES+x1PvBN3QEPEYyjDSWu7+5IO9QpfB0aXxGzdnpclRaKVJZKUkDDSmsBWNSUkKJ0jbVvTkbYnG1pfgW6U5JkRhOZQ+hDzS0qbQtQSlTm2EJKjpCjsT0qXceJolsmyGJ7xb5amG0hAW44tx3WUp0JTnJ0HGM5+6kzPAcRDlucXLU87DjNw9T8VlzmMtq1IThSe6oZI1Dr/Cm0vh6PJvabmp55LofjSNAxp1MhwJH7+ac/hTkDXFtpeMYMTXHRIZ56S204oJRuApeB3N0qHexuk1pa43sjjEV9M9zkyUhxtamXEp0FQSlw5HdQVEAKOxrRB4QbgLPYrlMZbcZLElvShQfTqcUnJIykjmqG3UYrB3gmCuRa3g7lyDEagnnR23g602cpyFg6Vddx6fwpyGMjiy2R3ZTT8mQ07G06kLYcCl6l6E6ARleVd3u1k5xVa2pyYj01bTygnIcQtIQVJKwlSsYSopBOk70kTwFGS9cHRPeccmNqZV2iO093FO8zvah3znYE7gAYxit0HgeFBuSJkeS4pwNtpWZDLbziltt8tLnMUnUk4AzjbI/GnIdRuIYUiFElpkPIjy3kMMrdbWjWtfm41DorwV03qE3xla5LUBy3zkSUTFI5eCoZQpxTeRscnUhQCfHFRRwXF+Ss6xqmSA3LcL3OaSlssLykgtJT3UYKc4G2SfTXlt4HttukOORXH0pVOYmpb20t8oHDadtklSlKP3qNORHY/SNb3BbZDiJkeBMiPSeY6y5qb5a0IOUhPm97JX0GKskq9xY1xagOPuGU40XwhtCl6W+mtRGyU52yaRx+Co7Vv7IqdKcaTCkW9slKQUNOqCiNhuU6dj9+9Trrw6zcrja5TslxCYGNKEISFKwMYLnnBJ/aT0NORk9xdaGYzMhU9RaebYdb0oWorS8SGsADOVFJAFY/LKzcuKvygrTI3SeW53O/y/nNu53+73sbgiq+7wG9HjQ0W+8yi8w7CQ248lvLDEda1JCQE4Urv473nY8KmM8BwWZUaUmQtclGovuPx2neepTpdKsKThCtSlbp8PwpyGsfi+1SZqYkaVIdfW6tlKUx3DlTatLhB040pOApXQEjNaLlxtbYCXOYbg442+yyppEVzX86vQlYBHeTkHcej7xWuTwjHfi2+OJj7bUOUuWlSUI5mpTvM7q8akbnT3eqcg1BZ4AisiYtNyl89/lFLxbb1ILbxdQo7d86jglXUCnIfv8AFFrjoUp+doCVvNnIVsplGtwdP2U71pRxfbFCKQ9MCZKSphS4ryEu90qCUkpxqKUkgdSKWzeB48ybIeduU3kuqkuCOEo0IW+1ynFA4ydtwOgNbpXB0WVxDFuzsySVxlNKSyQkpy22pAAUe8lJCiSB1VvTkewON7fLhR5q3HY0R6GmYA+laXsKcCEpDenvZJwMdT0HjW57jiyMMtuvT3khYcJSWHdTYbUEua06co0kjVqxjNQEcDRhCisKuUxTkSO3HjvaUBTYbeDraumFFJSBv1HWty+DIrseciROluvTo8mPIfISFLL5SVLwBgY0JAHTFOQ04kvoscOJKdC3GnpbMZRTqUQHFY1AJyVHpsOua1I4utC4a5SbhhhDIfWVJWChJcLW4xkHWCkjqCK1SrHKnQSxLubjTrM5EuK5HQnLCW8ctHeGFdMqz9IilUrgCM/F5Auk9vmtluUtKW9UnL/Pyrbu98nzfA4pyG0fitiTaL1OZTJaTa3H2ne1IW0kqayCckebt1GakWjiSNc37q032prya5y31vIUhB7gXqSogAjB/wD96EVpPDrRtt9gGW+Yt1cecUnSnLBd8/SfHc5GelbIlhZjru6VSHnYtyA5rCgkBB5YaUUqG+6Uj8KchdD47t0qZNCHH+ystxy25ynNb63telKWynUrIRkEdQano4vtDimuTOW8hxjtOtttxaUN4VgrUBhGdKtlb900mVwEw8yBMukuW+js4ZdfaaUGwwFpQNGnSoaXFA569dqmN8ItsqeEW4PR2pMVMWUy0w0lD4SlSUqxp7myzsnrtTkSWeNLM6iIpM50JkhCm1LZcSNKlaUKVkd1KlbJUcA+FbHuLrWw5IbekyEPMqQgtLjuBaytRQnQnGV5UCAU+iokjg+G9dIU7m/Ox2GYyg7HbeDqGjlPng6Vdd0+n7hS5v8AR9FQi4Dyg+4qY0GVqfjtOnQHFL72od5WVecdxhOOlOQ/e4rtTE0xX55adSnUouJWlKDyy5pUojAVoBVpO+K3Jv8AGXaE3JBmKirxp0xnS4rPQhGNWD1zjGKSw+CYkK4mXHlOFakJCi+w084VpaDQc5ik6s4AJHQkfeayb4NYb4eTakTpCW0yu16ktoCM58zleaG/+Dp40E5PGFoU9EbbmuumUGy0ptlxae+lSkAkDCSQlRwd+6ax+V8BWkokLQhLjiHw+lxpxrQ0XfMUnPmjP4b/AHVUWP0fzIN8jqgyh2FplmMl5a08xDSW1IXhOnZ3vHStKgE+im0H9HsGLHebM2QsulRUoNoR50cx+gH0Tn71U5FjtPEUC7R5D1vlOuIjgKcCm3EKCVJ1JVpUASFJ3BA3qOzxba3VMoRIkl9x4xwx2d3mhYSFHUjTqACVJVnGMGhnh5lpu4pRJkpM6IzEUtKtKkJbbUhKknwV3s/jSRn9H0VuGqOLg/hcpEpa0x2kq1JShI0EDLZwjdSdzk5zmgvGtecale1XnMX9NX8a8Jyc15QZcxf01fxoK1/TV/GsaDQaOCd5PEpJJ/vVX8lmijgj9Y4l/wB1V/JZoqhdwd/5PsH+3Rv5KacVWuDnLseEbHyrKXEeT44SsTGxqHKRvjFONd59RK99b/pUE2ioeu8+ole+t/0o13n1Er31v+lBMoqHrvPqJXvrf9KNd59RK99b/pQTKKh67z6iV763/SjXefUSvfW/6UEylPE/+Xx/9dG/nJqVrvPqJXvrf9KU8SLvBgxwqylP9tjYPbG/rU/dQLOOOIrtaJr6LX2HlRoCZqxIbUouEvhrSClQ0jBznel1w4wusJcyHJlWmLIiKmAyn2VBqSpkNlDSE6+6tXM9JPd2Bq8KVd1E5sP3bzG/6VirysvGrh8KGdW8to7+np1oOcx+KrgzcrwgOxyqTLc1W1ertMdJgpd16tWyEqGDgePUGsmrxcQHlRHVpkP61NkqWvlqFrS6MJz3u99LO+/Wui/3trK/k/3yMau2NZx+OK9CruOlgx//AHGv6UFOtXFVzVIsFuU7EnO3WPHkMS2m+4pCQTKzgkak93G/VdLL9xZcE8Utcpcdfk+ZPQm1tahIdS1FWpClnO6Vncd36OM71ezDuBuDM0cOkSGWlstqE1sBCVEFWBjGSUjepA8rczX8n+901draz/HFBRoXGV1eiQzKk2WG1JeKU3FakrZQkMczQpKHCEqKu6MqGRvjNbJ/Ft6jtOvJNv5Dl2dtrLnL0pZS2lSuYtS1pSSogJAyBv4narmEXPQUDh1GhR1FIlM4z6cYr1Yuy0FK+HwpCvOSqW0Qf+1BSjxvPTdrVEc7Al59tCZLGU6GlrZW4FJd15UnujdKSkA+dmojnHl3VCgpjIgLmOJkF5x0ttMF1vR8ylZd0kd/OtKlHH7Oc10DF11BXyfGoDTntbWQPR0rzRdOWlv5OI0JOUo7U1pB+4Y/GgS2niKTKu1+iSVRtcNtTzLbAC0hAzjUsK87IwUqSkjG2RvVfHGt7YtsdctFvU9KagPpebb0Nx0yEuatWtYBwW8AlSR3t6vifK6Soo4fCSo5URLaGo/ftvQRdigpVw/lJGkgy2iCPR0oKSeN57dxsMV7sXaJSo7cphvStIDqlpC0OczvebnCUqA6FXSpvymuUT9HUe/3BcPtMosKSGmFaGUOLSnzSrvkAk9U5O1WjTdQUkcPDKRhP9ra2H3bbVFukGfc4iY0zh9amkuJdRonoQULScpUkp6EUFJjcTzmnU3CfMjofftrCU8psLZStctxCe7zAlKtIGSVYHj0rfa+OrjMatjjptrRmwXHGkagQqQnm/4h1amm/mwQrCk7kaulW+3W+ZbYIiQ+G9LGVKKVTm1lZUrUoqKh3iSSd/E1KCbrq1fJ5OrGnV2trOn0dOn3UFRncR3CTwRBucS4sRXxcmY8p9yOnlpRzghwbLKdO/npVgjpio184xulug3GUqTARpmSY0Nvs2rWGEFRK1qcSkav4+gE1dwLtyuX8nk8rGNHa2tOPRjGK9ULsrZXD4IznBltHf09OtBT2uLbs5MZe0W9MF2UiIlpaVJUlS4fPC1OZ6BW3m9N/Ck8/i66y7E6/ElNM3Ji3zFuOtN5bbdaUznSErUhwYWcLyf3biukA3f1BtnP643/AErxAuyEJSjh5KUgYATLaAA/DFBTZHE8qNdX46Z9vaaekMsm6P6lRkDsnN1BOrSnUoYHeA/E1hD4xvUgw5S2ITUUrtzbzPKXzFGSpSSpKie6BhKhkZwcGropN10aDw8nR9EymsfwxWRN3O5sO/8ArG/3eFBTLvxNdbTduJUdrivoZkw2o7DjaU9nbdSnU6olQykHPUgZ8fCtEzi7iFuEH20WlKmIjUh1OC8l4rlFkaVIXpSNICjgqwdqvSjdllWrh8KJGk5ltHI9B2oT5WCQlPD4CQMACW0AP3YoKFc+NrrAL8d+XZ2H4onguPNKCZSo60BKEJ1d1SgrGN9+ma6HAmNzGiptSeYjCXmwrJaXpBKFegjIqC5DnuXBqa5w4FSW21NJUZjewUQo7YxnKRv1qTrvOTiwkZ32mt/0oJ1FQ9d59RK99b/pXnMvHqJXvrf9KCbRULXedv7iV763/SguXkD/ACJXvrf9KCbRULmXj1Gr31v+le67z6iV763/AEoJlFQ9d59RK99b/pRrvPqJXvrf9KCZRUPXefUSvfW/6Ua7z6iV763/AEoJlFQ9d59RK99b/pRrvPqJXvrf9KCZRUIOXn1Er31v+le67z6iV763/SgmUGoeu8+ole+t/wBK85l59RKz/rW/6UG7gn9Z4l/3VX8lmitfAZdUviIyWTHdN0Vqb1hWn5lnxG1FUIJcm5wP0TWCdaLgYTzMKEkjkIdCwsNI/a6Y1GtiuP3oDd0Su2zJ7FsTJQ5M06OY4wnKtWEaEhRylOFHcbgZp/wjDjz/ANHtgjy2W32VW+KS2sZSSltCh/3ANTHuGbO/KlyHrewt2WhTcjIOHQoAK1J6EkAAnFQVz5dTo815m5WNLCGH1xnFtzEufOCOZCcDSMgoGCfBXpG9R/8A4jPoaYRIs/KmyuyqjMofLqVJfQ4tJUpCCUkBpeQEq8MVb59hgTWpSVxm0OPqU4p1Ke8HC2WtY/4tBxn0UvtvBVhgWZNtatrBZ+bKjpwpSkJwlWRuCPDGMZOKBS3x3KeLx8jiIhmJHfdM6RylIceKkoa0hKlFWUnw3ynAycVBY/SHOeC5otbItzNpfnvILxDqXWnlNqSMp83udTg7/uq5ucO2pyK5HXAYLTrbTawRuUt/4e/Xu+B6itbfC1laQwlq2RUpYbdZbARsEObuJ+8KJJOaBRL4yfF8Fqg2wSJKpjcUKXIDaQFR+eVnY9E7Y6mtvBvF6+JZTgRbJMeGpovMSVJVpWkLKNKiUgBW2rCSrbxpna+GLNay2YFtjMLbc5qVIRuF6NGrPp093Porfa7HbrXJffgRG2HHySsoyAcnJ26Dck7eNA0pJxZ+oRf9dG/nJp3SXiz9Rif66L/OTQJ+LHbw3xPw9Ht13VEjT33GXWxGbc2QytzIUoZySkD8KRRP0gyrTb5Lt8hOPNgzVx323UlTwZkhvQUAd3/ERg79Dt6eiyIkd+TGffZbW9GWVsrUN21FJSSP3Ej99QnbBaXWg25b4y2wl5ASpGRpdVqcH/URk0Chvi15uwLuc+1vRUMTUxZAWVJSlsqSkvJKkpJQNQO6R0V6KUnjyQW5c1m3vLYSyw6hCl/NoZW48kPqKUlQTpbCjscBQ+81aGrbZm4b1gSywpl9lanIjhK9bajpUVBRyQeleyuGrPKYLL1vYLZbba0gFPcbyEJ2x3QFKGPvNAld41cTHuU1i3Nv26I6mKh5EoZefUWwkAYwEFTgGsnpvjFYI43fTOZhzLYiO4icYMt8vlTDS9LakYWEblYcTpCgncFJOcZav8O8OLmO82BA58xksKQUj55CUhJGnocJCR06AeitrfC9kaTES3bWAmM4Xmxg7LKgrUfpHIByrO4FBUIHHd1BfeVb0y7fGtaZ61cwJkE89xCu6E6dktk/u++nbnFnaocCXEac7NIu3YmVtqSrtKAF98Z6JUpBA/Ab703PDtrSULjQ2Y7zcdyM042ndCF7qHoIyc4NFt4dtkCxWu0ojtuQ7chCI4WM6ShOkK/HBP8AE0Fbn8WTJv6PrldIyU2+4x1JbUwFa3I69SO44FJGleFdMY8QSN69lcfux+e+m0FyFmWmO4mQOY6YyiHdSMd0YSsp3Pm74yKssewWiLbnbc1CjiI+rU40RnmHbc53PRP7gKGuHbQzcJM5u3RkypIUHnAjdWrzva8fTQVD/wCKkNSJy2re86iKp5QKXB84ykoS06nbzXFuBI/BXoppbuLrhMn26ELG41IkLfDqnnS2hDbRQC4jUgKWFcwY7o3BzTK3WDh1cd1EC329THI8muBttJHKbKhyT9ySVbeBqdb7Hb7cWjEitoLQWlCslSkheNW5Od9Kf4CgqPFHHz9tm3WFBiRn32Ikl1hznKKeay2HFIc7uE7K6BRO2+M1Nv8Aeb0wxwquJGZM2bJ0PxQ/htX9ncXjmFOcApB2GdqdOcMWZy4PzV2yKqU+FpcWpGchadK9uneAAPp8alR7PBjx4LLUVoNQTmMMZ5R0lPdz9xI/fQUV39I3KaElMVeJLURTTT7gShtTrbyzlSUlX/ysdDklPTetlu4zuaL4RcbcpEKS5AZKC6AuI5Ibzp06cq72NWSMZ2zvTu+cD2u5x4zbDTcTs6kKQUMoWkhCVJSlSVAggBasejNMLbwzbYMKNH5AkFjknnSO+4tTQw2pSvFSfCgrty42m2q7X9mXAZcixJUSJD5S1Fx1x9KcBYCTgZOcjJ+41Hm/pFmRmEufJ1/UiOJEht1/lKQOeWRpCk97J7wJ0930HarfN4etU5+U9KgMOuSm0tPKUN1pScpz94PQ9RWKeG7SGeSYDCm+UGcLGrKAvWEknc97vfjQVeTx/NZDjSbIhc2OmYuS32wBCExuXq0qKe9qS4CNhv1x1qy3S/Ih8MG+NMOPRw03IKM6VBtRTlR/5Ukn91RLpwVZbpdGJs2E07yw9lkpGha3SjUtXpPzaR6COtM4lliR2LiyUc1FwdW7IS6dQWVJCSnH0dICcegUHP7x+klybaZwskVxuYw6SFFad2kyGkNr3GNLyVnSfAZphL4+XDU47LhONuRky23ozTqVpU404yhOFlIODzk77YycjarS1wxZWW3ENWuGhDjTLCgloDUhk/NJP3J8PRW1/h+1Pl4vW+M4Xg4HNTYOsOadef8Am0pz+AoKjdeLrxZb4tVwtzZhtQmHJLTUoKDJXIU3qQSgFZI0nB09D40w4j4rkWe7XFpuI7KRHYjOKycNtJcU6FOKKUqUEjRucHG33mnLXDFmaiKjItsfkKQG1IKc6khZWAc9e8c/jW252C2XQumdCZeW8lCVqOQVBOrSCR4d5W33mgrnFPE1wt11szlqaZmxX7fLlutCQlCFhtLSkqSvSc7KOMbHVvWhr9IokPyVw7RLfgMsqWp/ChpUmOHu93dKU4ITnVnUemN6s924as93ajtXG2xZDcdJQylaNm0kAFI9AIABHiNq9d4ctLk52YuAyX3UFtxWMBaSnTgjoe73enSgqSv0jPIAjPWZSLm46yhphLynUlLjKngSpCCQQlCgQEnfG+N6jJ4qu8i/OPvNSYNvS3bUNxSUhxK5LmlQcQpGcjced0HpO10lcNWeUhaX7dHUF8vUQnSr5sEIORuMAkD7jW5NjtoGOwsf/JB7v1Ry37PhQVuJxfImxrVPVFTEt06UUMOF9JK2w26rLgKe5/h52J69etQrbxpJvN6tMdptMYeUCy8G1FaH2lRVuoKVKSk9QPDw2JBq1R+GLLHcccZtcRK3XC8vubFZCgTj/rV7Rot3DFntqm1QbdHZW25zUqSnvBWgoByf+ElP4bUFKtPGF5ZNyMuGJssvTpCWu1JQ2zFjOBshJ0ecSRsfxKgKs1j4oeuxuj7dv5dvhAaHlvd95RaQ7jRjujCwNz1FTp3C1kntNtzLZFdQh1bwSpH7Szlf46j1HQ+NMGoEZlMlLTDaEyFlbwSMa1FITk/9IA/dQUa3fpCnSVR1yLCGIziYTq1ialakNylaWzp07qCvOHTHQnpWSv0iL0XLk2xL5icpwOsvLWzyVqWkuKVy86Uls5KUqG/XY4t6bDbEoCEwIwSlLKANHQMnLQ/6T0qCODbAlp5pFqjIQ9jmacpyASQNj5o1K26d40GFm4lNxv8ALtyo7bKW2kvR1l0kykEJ+cb7ulTeVY1BRPpAyKQ2Xja7SIFqVNtcMSJi5alrTM0NMssLwVklPXHh92cgdLfBsVtgz3JsSEyzJcRoK0jonbujwSNh09ArBnh61MLWWbfGGtTqlDRt87jmbf8AFgZoKnD/AEhSpuGIdnQ/NVK7OkCUUtKBjl9KwtSAcaRjzevTIrRdP0gynbFLk2+CiK45ZjcoS5TuOarlayEDSUq0Z7wznbpjerhbuGbNbSgwrdHZUhfMSUpyQrQUZyf+A6fw2rAcKWRJOm2Rsdn7Lp05SGtOkpA6Du7beG1BVrbxvKilyE/bZkzsLampUzUVYeQxzlalBARp3CdWQckd3G9OJPFUuNwnCusiBGZly9JahrlKVkKSVgApQSpWkdAn074GaaucO2p2c5McgMmQ43ylq376dOjChnB7vdyfCttwsduuEFiHMhsuxmCC02RsjCSkYx02JH4EigqcP9InapMRSLUtNueVFbVIL41pVIZ5ie5jcDYHfx2zW7hHiW5X3iTMiMmHb37UzOjNB1LhUHHF4UogDSrSBlO4++rIxw9aWEtpZt8ZCULaWkJRjCmk6WyP+UDArGz8OWmzPPO2q3Rorro0rU0nBKckhP4Ak7dN6CLwl+v8T/7of5DNFHCX6/xP/uh/kM0VRs4B/wDI/D3+3Rv5SafVzzg0XscIWJLN1YSjyfHKUmFqIHKTtnXvTc+XQSDeI/uH/vqC2UVUtV8HW8xsffBHx1kfLoO94j5/0H/voLXRVTzffXEf3EfHRm++uI/uI+OgtlFVPN99cR/cR8dGb764j+4j46C2Ul4s/UYn+ui/zk0tzffXEf3EfHSniU3vsUYru0dX9tjAf2Edeanfz6Dbxzbb7Mur79qdnpbYt4VGTHkFtCpIeB3Tkajo2722CaUXFnjJyRPiwWrghbarituQX0BtYcIMdKO91CdQGRhKqtH9+nOLuxj/AEH/AL68BvhwReYxz/8AwR8dBVLrar04FyuH4l1ipMFDOJj2uRp7UhTiAS5nJbCtPeB9BG1eSonFDbVlRERdXi26l0SHFqQpKe0jU2tHNIwGs95eskbdatv9+euI3uI+Oj+/PXEb3EfHQVGFY+IbdanolkanMPtvXRQU6/qSpTh1MKSVKOxB26YVnPpqRFs97nSmWkm+w7EuWpXJfmqEhKOyqB1LCirSXdJA1dQT0NWX+/N/74je4j46B5cJx5YjZG/6iPjoFUiPfFQ+FDdGbtIQiGEzm4MgNuiVhvStwhSdSdnM74ydxSSTbuL3WZ6Y/ldqeph9Ep4yRy3nFPJLKo41YTpRq6BOBscmrifLnriP7gPjrzN89cR8/wCgHx0FcPD91Z4ntklxu5SIkK4S0R1GWpZbadZRoUrKsqRrCx3skbDpUB6zcTxrfAbSb4/LctyFIcTO/wAG4FWVreyrGjTpAGCnAUMZO9z/AL89cR/cR8deE3wDJvMbH3wR8dBu4QZlwEyIkuG8nnTJkkPDToCS+Skdc5UFaht0BzVnqpjy764jg/6AfHRm+5/zmN7iPjoLZRVTzfPXEf3EfHRm+g/5xH9xHx0Fsoqp5vuP84j+4j46M33P+cR/cR8dBbKKqeb5v/fMY+H6iPjrwm+DreY/uI+OgttFVPN99cR/cR8dGb764j4/0I+OgtlFVPN99cR/cR8dGb7t/fEf3EfHQWyiqnm++uI/uI+OvFKviU5VeYyU+kwQB/HXQW2iqnm++uI/uH/vozffXEf3EfHQWyiqn/fvriP7iPjozffXEf3EfHQWyiqmPLp//eI/uI+OjN99cR/cR8dBbKKqeb764j+4j46M331xH9xHx0Fsoqp5vvriP7iPjozffXEf3EfHQWyiqnm++uI/uI+OjN99cR/cR8dBbKKqeb764j+4j46M331xH9xHx0Fsoqp5vvriP7iPjozffXEf3EfHQWyg1U8331xH9xHx0ZvvriP7iPjoJXCX6/xP/uh/kM0VG4C5+viPtTqXnvKitTiUaAfmWf2cnH8aKopMzSeDeCBPDxsnJjeUeUFkaOy/N69He5evTq/dnatZvUqPcmIliceRDQqKm3wVRVKExlavnllxY1J097G40hIJyCKs3DU+Lb+DOHnJstiKhVvipSt1wIBPJTsCfGpEviiyRWS8/d4Ya7QiKpQfCgHVealWDt08fvqCgO3e8XaGhmQ49JClxnZbPZOT2B9M5oBpKsZV3NROc+bq6KqQzdOIm4wVEJjtRmO0FhMMEPLVPcbKcncDl4O2/jXRmbhFfmORGpjC5LScuMh1JWhPpKeoFL7TxNb58aI8uSzGclqPZmXnkpcdTqKUKSnOe8E5FBXOCuIJ944mnty5mIqUvhmMptKNeh8oC2jpypASEgnUe8r0Ve6r8RzhW1vvyY0i0RXdZZccS8gaVqOoo690k7lIxXrfFUF29z7aylTjkNxDLriHG9IcUgr041atgOuOpxvigf0UrtV+t9yi25xuQ207Pjpksx3XEh0oUM+bnemlAUp4n/y+N/ro385NNqU8Tf5dH/1sb+cmgrnGa0RuL7NLT/bpCS20m3KS6FEKd/xmVJ7oUn9oK2KR1HijtN3vNvtlqhsOPMutR4vZYZiaxOK3lh7Usju6U/eMdTkV1YKIyATj0Zo1HB3O9BzGNxJxS5fG7a4wQlcjyZ2js2wfbc1uPejQpgjHhqzTi/3u5xb9dmYzjiHI8QPW6CIutM9RbUpWV4yNKgBgEf8Aertk9MnHSgEgYBOKDmbXEd0IQlV2fVZ1yGkOXjyeApnUytS0aNOMcwITqKdtWk771rt8y7vT4k2dFWJchy3F3VHKcfNSe8E/snZJPo1YrqOpWoHUdXpzWIzjqaDlT3E3Elvt0MS335DkyPAf1tQkpcbU6Xea22nBBI0JPeBIyaYXDiKdHsHCzj19Q2qcy+ZU6NFDwUtDepISnThPe2837vGr5cbfEuTKWZ7CH20rDiQv9lQ6KB6g/fXjFuhxxEEeMy0IiSmPoTjlBQwrT6M0FBN64l7K5NnSHILSVwWJCEQkq7Kl1lCnntwSdKjpxuE53zikvFV5vk7h2RDlSJDbL0VZjLbgHVccSdIyMZR82lKttPnaum1djycjBOaAojOFHfrvQc2uvFl8akSosFpb06Oq5FxrsiiEpQU9nPTB7pKsA97FeT+ILwmdb2LTdUSYTjetudKj8pMl3nBKmiA34I+jpPe67V0vUcYycejNGpX0lZP30FMs15ujzPE4GZ8uFrXFCWwllZwsttp7qVau6kKSrO/Q96oVsn3e7OWqPb7+8pL8d92RIVb0oKXUpb0t7pAAClK8M7Yz41fySepO1BUrYlR2++g5aji6+P21i5OFUdhEsQ3YbTAL7zjSQl7lZSQcuk4ScZSnukGsJ18u9os11bTcLi9cU3OalsrjoKWkpCltIJKD3VDTpAG/QEV06FGZgxkx4bSWGE5w23sNySf+5J/fW/UoDZRx+NBzEXi5wXnJYU6yJdyQt6O0zl53VHj7NBSSMBRVqTscZwdq28RpuTt+v8RNxl4VMtjkRkshaGka0BbidtwFA5yfxrpWo77n+NeZOMZNBy66cVX6E2wylUlyY1MeaKlRUhuU2iUG9wEk6uWSrCdI21Z8Kb2y4TbdwrxG9KnXCZMhzpKQCwkusp5pCNI04KdJCsnIA/hV71KAPeP8a8ydtzt0oObWa98TTkBSHVKMaPOdCOzJ/timnAllJVpGAoHqkDV1GKYcOXe9zOFL3KVJZlzGo+uLy2u+l3lElCk6EjzhsnGfAk1ecn0n+NBJOMkn8aDnkbiC73y5oYtkt2PCdlR2RJELJCTEUtzGsY/xEgZPQ5FKSq6cSR7Ubg2tlUiRanJKURhhzuu6woLBGkFKTjwzXWSok7qJ/E0Enfc0HLo/EfEciE4Y8hfa1so7Q2q34FueMlCOWnYa/myo4OfN1ZwaYvv8TKvyobV3eRF8pKga+wNqPKEYOc3OMaisYz5u5GK6Bk7bk46b0ZOOtBz+5Xi7q4bsVzQwPKS7ZLkL+YJ0PJYBT3fDKv2f3UyhTLw1buImpU5C5MRtCo0yRG0JBcZCu8lA7yUqz0Gcdc1bsnJOTRk7bmg5c7xFPTbHbhqmtP8Ak0IbkGOla1vdpKE7hGktnrq0+bv1plZL1fJPFjEKRNjLipKU4UyUdqaLAUXkDRsS4T+1pABGM1f9RznJz+Ne6jgjJwfvoMaKKKAooooCiiigKKKKAooooCg0UGg0cEfrHEv+6q/ks0UcEfrHEv8Auqv5LNFUVuzWbynw9wPIUE6LcwxJ0rb1a8xNAx6CCrOfupVG4Duzbj8mRcY0mapcRxC3WXChSmHFr7yf2QoLxpTsKs3BXC9pf4MsDrkd4rXb46lESXRk8pPgFVLlWrhaIJvaV8rsTaXZGqY8OUhWdKld7YHB/hUFQkcE3CIu6PQC09IlKkCO8pbodY7Ssc3YnR3U6jkDJwmtl04PmTOI5DcVuNGs/YoEfmuMFbulh5S9LZHmnZPX6WfCr38kbN9ne96e+Kj5I2X7O97098VBRl8DSmocZMF6D2hDc5l3tEVSm1pkuaysAb607DfrvUmPwSuO43ypGUtzY0pJUydRS1F5Gkn0nzs1cfkjZvs73vT3xUfJGzfZ3venvioKFZf0fu22429515qUyw3E1BfOQpLjDegKQlJ0nPXvdN+uavulf0FeyaPkjZvs73vT3xUfJGzfZ3venvioDQr6CvZNKeJ0L7BGGhX67G8P/rJpt8kbN9ne96e+Kk3E/C1obhRSiO9vNjJP9qdOxdT/AMVA5KF5PcX7NGhX0FeyaU3uDwlZCyLq92ZTxPLSuW9lWOpwFdB4npUq32Hh64tuuQ23nUNurZURJeGFoVpUPO8DQTNCvoK9k0aFfQV7Jo+SNm+zve9u/FR8krL9ne96e+KgNCvoK9k0aFfQV7Jrz5I2X7O97098Ve/JGzfZ3ve3fioDQr6CvZNGhX0Feya1O8MWFpbSHG3EKdVpQFTHQVHBOB3tzgE/urZ8kbN9mf8AenvioPdCvoK9k0aFfQV7JrU/wvYo7LjzzTjbTaSpS1zHQlIHUk6q9+StlCCosPaeue1u4x7VBs0K+gr2TRoV9BXsmojHD/Dz7qG2UOuFbQeSUynilSD0UDqwRUv5JWX7O97098VAaFfQV7Jo0K+gr2TR8kbL9ne96e+Kj5I2b7O97278VAaFfQV7Jo0K+gr2TS652jhm2BSpyXmkhGskyHz3dSU+CvSpI/fXsaz8NSJ5hNJeVJCFrKO0PjupXoUd1fS2oGGhX0FeyaNCvoK9k1of4asTDjKHGXwp5fLQO0vHKsE/S9ANb/kjZvs73vbvxUBoV9BXsmjQr6CvZNHyRs32d73t34qPkjZvs73vbvxUBoV9BXsmjQr6CvZNQ7jYeHbc005MbebS68hhBMl45WtWlKdleJOK1XG0cM25l92YVtoY0cz+1vEo1q0pyArO52H76BjoV9BXsmjQr6CvZNeDhKzZ/Vnvenvir35JWU//AKd73p74qA0K+gr2TRoV9BXsmj5I2b7O97278VHyRs32d73t34qA0K+gr2TRoV9BXsml8qz8MxVJS9rClPojYEt4kOrxpScK2JyKnjhKzEfqz3vT3xUHuhX0FeyaNCvoK9k1pkcM2KO3zH2nG0ZCdS5joGScAed4mto4Rs32d73p74qD3Qr6CvZNGhX0Feya1SOF7Ewy488y6hptJUpRlvYAG5PnVEgWfhudCiS2UPJZl/4HNkPtqc2JGEqUD0BP4b0DDQr6CvZNGhX0FeyaiWywcO3KGmVCbecYUpSQvtLwyUqKT1V6QalHhKzeEd7P+qe+Kg90K+gr2TRoV9BXsmki2OEG4cmWtb3Ij83mK58g45bnLWMZ3IXtgdfCpFutXDVwlSI0VmWp6OE84KckJ0FSQoJJUcasEEp6jO9Az0K+gr2TRoV9BXsmj5I2b7O97278VefJGzY/V3venvioPdCvoK9k0aFfQV7JpfNs/DMOBJnSCtMWNq5ziZbytBT1GArOc7Y61Kj8L2V9ht1MWSlLiQoBch9CgDvukqyD9xoN2hX0Feya8KFYPcX7Jr35I2b7O97278VeHhGzfZ3venvioI/BIIk8S5GP71V1/wDss0VjwNFZhvcRx46VBpF0VgKUVHdhk9Tk+NFUVGfFfmcGfo7aatzlyZKGS9FS6WkuI7EvZSumM42VtnFRXv0fXuRYro1Imv8AbXbTFitpbl4Q64jmakuZHeA1JTqPUZroXAP/AJH4e/26N/KTT7AqD0UUUUBRRRQFFFFAUl4s/UYn+ui/zk06pLxZ+oxP9dF/nJoFd7h3WHxe3ebXAauLbkHsa2y+GVtEOawoFQwUnOFePdT1qtK4Pu8SROnW+NH7ZKXclOpckK0OpdILKVb9NvDGP3mrjxDxXCsUhTUlqW9yme0yFsN60xmdWnmL3G2c7JycJJxtUPhviGZcflFKmxFtRbfMcjMNpQnWtLY3Vq1nVn/pA2oKazwJdpNtUxMZCW0IuJis9pCOUt0NFjZB0jSpKztkJzt6aV+T7tceLr0wBJauy25MeLKAUC0Sw2NTij0bylQQU+Kyauy/0gxC43JQ04Lc0xMXKToC3kOMKaGlOlRSr/E8Cc7V5cOP0xrhGabts8pSqSiZGUwOe2W2kOpI72nSUq1Zzv067UEZnha4ngC72yO3JjSJb6VtsOyEANDLeoIU3skHSo/iSds0sf4BubPlBNrCY6n13BltXalYSw6zhlGM7JDm+B5vWrqxxfbpF5t9vbDxNwa5sV7u6HRy+ZsNWod3xKQNiM0ue42btrNykXZhfZ41wdihbAT3EJCO8oKUCT3uicn7qBMrhq7XK8QrrdrS0pTF2ZkojKlJWppoRQ0pQV5uQ53tI6gemoEPgu/SpcsXOMwxElSIq5LEeRobc0PrU6pOk6iFIKRlR1K3Bq13jjluFEkvw7TcZzLEtEPmtpQltxZeS0oJUpW+kq9ABI2Nb3uN7axKeadZmpaaW4wqSGdTZebbLi2hpJUVBKVeGCQQCTQU2dwLdpjd2iORGQXmJ7S5a5JUmalzPZ2yj9kN93rsnRtnJqY7wvd5d/tLibVHg25htDSwh1JKWSw4hxtZySrvqGycJI3O9Ppf6RLNEiQX5QfbTKZ7SAC2ooZ1BOs4WQRk9ElSuu21XNI2OelByeDwheYvDsCCzCQy3Gt8eK9DRL0pfLcjU6kKHTmIzufTpON68XwLdZUN4OMhpCYk4wI3a1f2N1xxtTCQQf2dKjnonVgbV1rAowKDnt74au03jeJcFuyFw0pjFpTDraTGWhRLmQrfC8jOnzhkGqvE4cv0ebIipgKRPEFp5x3tqlInOtzEOKVnolS0jx33wdhXasUYFBy1/hniKazJU+020p8ylckydQSVzGnED0ZCEK/DpUS/cG3uZKecENEl1xM5uO+ZxbVEW7LLjTv36UkHA3GMAb113Ao0ig518kLgJa5LStEmRdJLz73PVksKZdQ3t9xWk6R03NLoXCt+uDkdN5iJaiI8nsutdt181DCXQ6TjwUVJ2/aHX0V1YAUYoObcGcJ3axK5mEa3LY4w6HJKnEuPh1Ra1eOA2dOR0G3gKWWDgi7OlDN7itItypiZDkRD4Sj9UW2ruoONJd0nGTnzjvXXNIo0ig481wZxC5JsS7lHRMkRlW1wy1zf1cMY5yNP7ZURqz4533AptxfwdJud64hkRILKvKkKIyJPO0KBaeytCvHdOCCPo10vAxijAoOTXjgm7qxHjJeNqRJllmPHkIC2g5yy24kubApIc+9Orasf0psvu8R2dl9mVJgoihS0NglxbgebOGttPMITj/lUfTXW8fjRgemg5ZP4MnJAeVbk3HnS5rkqKZpRzC4s9nc1E4whJI0/s6sjcVEuPCPGbLza7dObedjMtSG1uSVAOylNJjvBWf2dALgP0jXXsCjSKDlif0flmZOjMwW1wn58CQqSp7CnmmkIStKv2tWUFX/FqpgOE573Clns8xIW1GuqnXm+0KwYgcdKEZ6qGlTY0/uroeBXuBQcancEXq4G8iVbInJeDS0x0PJDb7jUoOJI3JyWgRqXvk42FWGx8NXNjjl65Te0hkurcZcbdbCAyptKUsLT5xCSDsO7kBWdzXQ8CvcCg5XdOD7vOut0K4zZL6phXMVKOJLDjSktRyjwCVFPXYaMjdRpvc+FCqz8GtN25h9VmksuLZ1hOlIaUhRSTscKUFffir5gUYFByJfAl7jwHk2xYivyI0lMookH55apaXEJ32GWuYnP7OrHSnLvDdxTwOmBGakKPbkyHYD77aeYxzApbCVI7qUkZwnOPA7GuiaRQRQceHAN2f4edtz0NhEdxLxEUyitKSqeHkjPiQ3nf91SrzwJO5892BGSI0m6LkPR2XEBb7RjpQg9/u5SvUrB/HrXV8CjSKDlk7gm6rjXV1lx5yW4YTbanpOtx6O220HmyT3QVFKs7YV47GtEjgW6uwwpgPh6PB0whIlgKYkdpLgxo7oCU4A9A7tdbwK80ig5lI4Jdd4X4ttKLZGSq43BcppXMGl9KnAsE+KSncVCuXCnEj97vD0FliIy9HfYSWX+WJCOY0WkkjKtRQhxJUfN1d3autFIowKDlsjhS5SLxbH2YUi325pDYZjR5LRVCWl9S1KyrOy06c6M7Ap6VYuA7TOtLl3RKj8qM7I5rCnXA4+vOoq1qScKGSNJPexsegq4YFGKCvcJfr/E/wDuh/kM0UcJfr/E/wDuh/kM0VQr4I4msbHBlgadu0FDiLfHSpKnk5B5Sdqd/KuweuYH56aozPEkThngjhKRPaeWzJjxIxW0kHlAsBRcV/wgJJOPCncTiO3PJl811MdUdySlQcI3QwQHHBj9kagf31A++Vdg9cwPz00fKuweuYH56arcrjDh2LIWw/doyXkdUd4nOkKxsDk6SFY643rXD4vtMi+vWsyWUO/MdnXqymQHW9aSk4wPQMnfwoLR8q7B65gfnpo+Vdg9cwPz01Xl8WWBEZ6Qq6RwyypKFK73VRITjbvaikgFOQSDipE+/wBpt7sZqbOZYckJCmw5kZSSAFHbujJAyrG5xQOflXYPXMD89NHyrsHrmB+emq/wzfm785dDHZ0MQpa4YUSrUtSNlEpKRgZ6bn91O8UG35V2D1zA/PTSfijiexOwoqUXeAoibGJw8npzk0zxSnicf3fH/wBbG/mpoNV/+SF8l9omXphKlNdneS1N0JkNatXLcAO6c5/iR0Jra87we9aLpbV3WGYtyccckDtYBKnPOwc7VjdOIYFrujkS4OCO23D7auQ4cNpRzQ1g/fqIrEcUWQsRnRcWSiQ4plrZWpS0nChpxkYJGcgYyKBPcbRwi9ZZ0SLfoyJMlt9JkOywo5eLZcVtjryk9MY8KYsRuDWllxd7akPrLxcffnBbjnMbS2rUfuQlKR6MVsVxdYEtOO+VGC224plSgFEa0+cNh+zg6j0T4mt7/ENoYkvMPT2W3GWlPL15CdCQCohWNKsBSScHxoIFrgcE226xZ8W8MB2NpLaVTQUhQZDOrHidAA9H3Vjd7bwRdFuqfvDKS648tzlTQnVzdGsfgeWjp6KYq4itCDEDk5ttUrHKC0qST3tOVAjujV3e9jfaspnEFph3FMCVNabmK/8AllKjjuleCQMA6UqVgnOBmggvxuEHkXBv5QBuPMc5xZRcMIad1hzmNj9lWtIV/H0mhMfg9NwcmJvyErW4t8ITPAbQ8tGhTyU+CyCd+mSTjetjHF/D0jsvJusdYkkckgKwvKtKTnGwKtgTsfCpHyjspRr8pRtPJ7T52/K5nL1Y641938aBdGgcGxFMuxb8hmQhTilvtzUhb2tetQX4bqGdgMb461ZInEXD8ZLgF9iua3FOEuSgvTqOdI9CR4Dwqpf/ABCsZ7A6XlNw5JkpU88hSOWpgjUCnGTnOc9ABvT+43q221URM6Y0yqX+rjcl3GCdOB0wQc+igbfKuweuYH56aPlXYPXMD89NVl3jGxtuw20y1LVLldjRoZXlLmgrGoacpGB1xvn0b0ygXi3XCU/Ghy2nnmclaU52AVpJBOygFbZGRmgafKuweuYH56aPlXYPXMD89NVGPxrbJl5cg29xqShCGFF9LmlOXXi2EjI36ZGPO8Kmu8V2FuImUu5MiOtxTba9KsOKCdRCe73tt8jI2oLD8q7B65gfnpo+Vdg9cwPz00mHEFoVJjx03COpx9Acb0nIUlSdSe8O7ukEgZyQNqjReLLJNQDAuDMkqbU4gNhWFAAnOrGADg4Udjg4zQWL5V2D1zA/PTR8q7B65gfnppEzxLaFyIsZc6OiZIbQ4lnVq85GsJ1AaclOSPEgZAryDxPY50OXKh3OO9HiNh55xOdKEEHCum6djuMjY0D75V2D1zA/PTR8q7B65gfnpqu3fie2W+DcH0yWH3oetKmEr7xcS0XeX9xKBq/CvWeK7G9bu2puLJZCw2rAUVBZTq06caj3e90xjfpQWH5V2D1zA/PTR8q7B65gfnppGjiSyuXJqA3coy5j2jltpUTq1J1J3xjvJ3Hppfd+NLXbpFzjqK1P25yMmQFJKUpS8pICgrGDjVk0Fs+Vdg9cwPz00fKuweuYH56aQq4osaY0eR5Sj8l8qS2o6t9KtKtW2U4VsdWMZGa23biC02iU1HuU9iM+6nWhDmclOrTq26DUQMnbcUDn5V2D1zA/PTR8q7B65gfnppO/fbUwhxb05hCGy8lSlK80s/4uf+XxqCnjGwv8xuFcY8iSlDiksp1BSihBXp3GxKRkekbjIoLN8q7B65gfnpo+Vdg9cwPz01WLRxjZbjZm7giaylJQ0pxvvKUhTidSUgYyrO+NIOcH0VOi360y5rEOJPYekvsiQ223lWps9FbDABwevoNA5+Vdg9cwPz00fKuweuYH56aqN744stttV0lMym5b0FGpTDecrOsI2ONxqOCoZAptIvcGE1B8pSGY70sDltjUvUds47udO47xA6jOKBx8q7B65gfnpo+Vdg9cwPz00hj8UWKQqQGbnHXyEOOOHfCUtnDhzjB0nrjpUadxjY4bCXVyy4gyW4mWmlrAcWcAbDfBBBx0xQWf5V2D1zA/PTR8q7B65gfnpqt3Xim3QmJnJcTIlRdBUxhSFEKcS2SCRggFQzjPoqbLv1ph3ZFskz2G561ISllWc5WcIztgajsM9T0oG/yrsHrmB+emj5V2D1zA/PTVcHF/D5jl9N1jqY1qb5gCiMp87w6J/aV0T4mpS7/aWzLC5rX9kIS8QFEIJIGnOMKVkgaU5O49NA5+Vdg9cwPz00fKuweuYH56ar6+K7C2qKHLrFSZICms57w16Mnbu97u97GDscVrj8U26VbrnMiKK0W6QqM8HQWQFpUEnvKGMZNBZPlXYPXMD89NHyrsHrmB+emk8O/Wmbc3rdEnsPTmitK2k5yCg4UPRkHGR4ZFJXuPbMhaCHFhkXB23vOLbUnlrQhasgYyoHTjaguXyrsHrmB+emj5V2D1zb/z00mRxBaFyIjCLhHU7LQhxgJJIWFjKO8Nu8AdOeuNqZ+FBo4IksTH+I5ER5t5ld0VpcbOpJ+YZGx/dRXvBH6xxL/uqv5LNFUVyzWdm68K8IKknLUSLHeU2U5S6FReWUq+7Dh/hS1v9HfZ7OmBCvMlohE1hTzjKXFKZk41J3/aTpThX3bit8a8P2zhPg6PEMNp2dEZb581RSy0ERQs5wRknGBv6fRWqTxlNgNzrlcGYAsUO4LguOMKWXEgIyHPo4KylOMftZqBtC4UaiyGHUy3DypqpoGkDJMYMaf4DOaWweAxEXHaF1eXBSYinY/ISC4qMnSg685TnYkY/DFLL5xffo1sujbqIFuuTMFEpkFKnRkcvm5OrA0lZSUqAPQ7jps4p4xlRpU61suxHAYklsvxgtCmX0RFPApUVbjpsBsCDqoGNn4CjWyPEZRIQoRH47jLiY4S6UMqUpKFq1HV16gDpmmHEXC5vEuS4m4ORmZsVMOa0GgvmtJWVDSo+YrvKGd+vppPxBxfMsrURDIty9FmFycMx1SVvaSlJbRjqpWrrvvjY5rGZxhd2g4puFDKHro9bY2dSlJ5QUVKcypIydOkJBHp+6gt9mtqbYzKbS4twPy3pfe/ZLitWn8BU+ufz+Op9uaeduFujskW4SmY6XOYp10ICnElaTpSE56Ebp3B8K9e4tvyWUoTAtyJGiY8VurVocbYQ2sKSlKlaSrWU4KttOfHFB0Dx++lHE3+Xx/9bG/nJpZwhep13ut5Ep6L2RvszkZhAIdbS4whzvHPeHe64pnxP/l8f/Wxv5yaCJxFww1eprkhyU40VxExdKUAjCZCXtW/3pxWCOGXY98Vdbdc1xpLj77jmphLiVNuqbUpABO2C0MK+85FauKb9cLZd40OGxFWmS0oMl3UouSO9oawk5Rq07KIIO42pRH49dmNw7hGZjN2N+UlhUlzUtadmwrKAQccxam9QB0lO43zQT5nAsd+BbGUSklcHtISp9jmoWh9ZUtJTqH7jn8c5rx7gcOXdc03DW0G3WmY7scONtpcbS3owVYLYCdkgDqck7GkrHGV+j2yIh1mDPuUmROSClJQlKWFkBtQ1DCj6c7AZwaYOcVX526iLEh2ppDkxUFHaHHFLQsRUyNStGxHnJwOuxz4UG1r9H7KJMN56aJbjTSWHhLY5qVoS6pxATlXd06ikZKtgnxFaJ/DN3k8czZ6Q32GUsJ1LcCkttmOWlKSnIPOycA4I0+Ne3PjGQ1Z7Rdo8dAXJtD8/s63iG9aeVhJ9Iyvzq2fK25JuyrO+m0x5rct5hyS8taY5Shlp0AZOrWQ7jc/sk48KCVI4LDjKIyLi63DdiRYctrkpJeRHOUFKv2M756/ditCP0ew039NzE18/wBvMvk6U6eXnWI//IHfnPx2qLL4xvDbCFtQoC+1TpMSLpKlaUsa8leVJGpWnYA7bnfpWT3HMxN4iw24sRTrzSkOMKcKSxIEYvhCndWkjoNk4AUDq8KBmzweG0NtuXF1xtlE5tkFoAoRK3UCc94pOd9s0xXYEqctK0S3ml2+G7EQttI1HW2lGvPgoac1VPl5cXEw2YUGPJmFtxySggtAKQ6EKZTqXsoZ3VlQ8301YbDxCuZdrpBuJix3o7oSy0lWdbalqS2rXkpUVaegwQcjFBAtXBDluW1IRdluTW5jEwOqYyFFtpTRCgVEnUlROrPnHP3VL4X4Pi2BTyWltOsqbWy2eTpeS2tRUUlzUdXXwA6CoF14rukR64cqLDWwi6Itcc95S9RSFlxfeSnG+AkEZON6jyONblFaQudAiRlLtzshtvWXS6+hC1lvKFHQMIyMg5BO+RQS7dwOqM5FW/d3ZCYjMWOwDHSjQ1HdLiAd+8TnBP8A2rUeD7lDlwHLZdUsluU9IURHHKYC2SjS20VftE5OCBnfAqJcuKpM+4RW7VIYSWJAAU04VpcK7e69pUAdwFBO33VrgcV3Xs1sUVwZc6Xb4C9QWpLBW++WydIzuPHHjtQM7d+j+FbpzTsd9K2kttJUmQwFr1ttctK0qyAk4wfNP3YzUlXBo0WltFwU23AhCEShnS46gNqRpUoK8zvatBB3GxFIvl5c3J0C3MxbeJ7ri2XM6yhZRKLCijvDSNKSvvZ+jTm6X64R+JX7bbURlvPTWIqFSlrLbYVGW6VaU79UdPHOaD1ngoNraa8pOmAl1iUuOWU6lPstJbSrXnIHcSop9I64qfaOGY9vaQy48uQ0LW1a1IWkAKQjVv8Av1Halk/jJ2HwhZb87FZDUwaHkBZw24pC+WEnxCnEhO/0hSqPx5KlR2Jq4OhEfmtvMNuKyZLUVx15o+kJUlKf+9BJt36M40NDgVdJT7jsF2I4txCe+4sFPOP/ABBs6PRgCp124GYnz1zhLxI5rbqA4zrbGmPyCkpChnKd+owaQR+MLqxNn5XAnSJL8NhnszinI7IXHW6diobnGMahnr91Wnhy93W73N5p6LCiMsRWHHElwuOc51BOMpOnSNPXqc/dQexuEo8ZxKmntCUyoklLbbSUITyG9ASB4A/9q2XHhnttxnSO3LQxLVEccZ5YOFx1hSSFZ6EDBGPvqrvfpElKtrrzMeIy+wnkutOpWvMptC1vMjBTgJShPeJ/a8elTEcVXCcEyAzGYt4nW+OkIdXzSX0tOK1HzdIDmMY733UEmbwBFkT3ZZkIWt16Sp1EmOHW1IedDhTjUNwR1+/cU2v3DTV3emOLkrZ7TbVW0hKAdKVOBer8dsYqnuceXOcVptr1uaQiVBUmU40sNrYfdWjBClZHm+d3dj0FS5XGUyIZ7TIghcZU+Spc55Wl1DDoRym8dFHOfHTtsaBjN4GEt+cF3V4RJBmKQxyE5bVJSAs6s97BGR+O+amzOE2pbz7ipbo50tEsjSNimOWNP4Y3qFbeK58niCPHeiRW4Ema/Bb7yuelTbAd1K/Z9KcD8fupfO4vucIXPsbEN0RDcZLnanFklEZxA0J09MhR67J2oJI/R9rYjmXdVyJcREZqM6uMlKUNsJWEpUhJGrPMVk5HhjGKsPDthasr7jrK0fOR2Y5bba5aBy9ZyACcZKztSjie73Fi821mJIjsQZdtlyHEuJPNK0oQpOhWdlDVSSBxjeINngRpkeJInuswOW82pSk6X21HLmpQ1Ky2ehGoqHSgbJ4DSbeYLl0eXGZjriQwGUpUy2p1DitRz3z3Epztt99P7naX5N+iXaDPMOUy0uOv5kOpcaUtKiNyNJynzvvORVfv3F8y18L2e4PxI0edOWW1tuKLjbaghattB72SkAb7at+lR3eLb004tD8a1spS5CiqWtaylt+Q2FlSiDgNpyR17xxuKCVeODO02qw25h1a2ok5Tj7hIQVR3FLW63jxCiUpwPxre7wg4uTOkNXQsuPSmZjTbTAS02425rClI1YUpWdKiNOQB40im/pEmwmG+bb4r7rpcS0WXFct7kPFMhSSf2Q0NY/AjwrRcuK7xPi3SRHkRI1uesj86GlOpLy8OrS24F52JSEqO2wUKB5I4DEm5TJcm7SHlSErbGtvKkJU827jOrcJ5YSAAO76TUifw1LuXFVxlPTOTaZHYXFsIQlSnlMKUvGrqgatP4jNaXOJ7jD4f4mkSo8Jy4WbQAG1LDTuptC05z3h5+D+Gag3fi+6w7k/a0G3OTEsvtqcZac0syG45eHnK7wxjYDxG/hQT5fAcd6DamBJQtcBl6PmRH5jbrbqtSgUahvkDfPpz1ouPArc5+YtU7ktuqZdaZZY0tpcbUFJWtOrC1bac90lP7qgQOMLs5KtMNMSJNWuLEkSn21aEuB44UWyVbaQCT52TsMVOj8XyU8N36fMjxu22zdUZsnSgK8wlzKgpJHe1J8M7Cg2q4JYVClR+0IaMmF2RfZ44QkfPF0rCcnck46/fU17hsu2y9wFzlmPcZKpKfmxqYUpaVqGc94ZT92xqtv3m7XTiK021UmCGo90U1IdhOOBuSlMbnJCSFZ7ue8nJGQM7bVN4g42kWi6XOB2BD8iG2udy0KOVw0s6+Z/zczuejrQO4XDbcW4RZSZK1KjyJsgJ0AajJVkj/p/71qj8NFm5plduWptu4u3FtrljKVuNqQpJVncZVkH91J4PE9+mSLdETCtrMiZIcbS+6tRbLaWQ7qCUqUc5JTud/O+6mnBnEj/ABEqVrioYTDShiQASSiXlXMbH3JATv8A8QoINp4Bi2yZCfbkIeSw3HSsSI4WpSmRhC0nV3DjHgdxkVdDRQaDRwR+scS/7qr+SzRRwR+scS/7qr+SzRVCTh1MR7g3hyNOZaeQ9BihDbrQcSVBhKt8ggdOpppdbXDnW92LMZAircS84lPcCyhQX3sdRlIz+FVdNouV04L4TFtChyoKSvvFGdUFSE/j31J//NSeHeEX7dFukJccJhzIEdnlkqWlTwaUh1SgfSdOT44zUDtpdqlXKQ0y1FdlyIyZDqkspPNZUSElSsd5JwdjmpCbbBSvmJgxQvQG9QYTnRjATnHTGRjpiueMcA3AQIZFrZiS4dqjRY4bd/w325Gta0lPTUnfP/Fj0094S4Yuls4omz56JLilrkfPhaS2+lbutGpATrylOANR7u4HWgsD9lgSLozcH4rbsllnkNlaQpKE6tQ0g9DnxrdOYgmI4iezFMVxYKkvoSUKWpW2QdiSo/xrmtw4Z4gt8dxdvjOMPvT+zx1FXNeU1JCkPKcWgYUEZStKld4aMHwqZdeBZ74vUePaW34K1sPMIluBTjqmnUnSF4ylBbScBfmqPooOgIt8Rt5TqIUZDqkckrSykKKPo5x5v3dKGLdEjNJbjwo7LSdQCG2UoSNXnbAePj6aoE/gy9yLhfX0tyUuympKYrqH0oSlLjIQhlQ068IPTB0jGoVOg8Dv2+/NTYMPktt3Fl5BDi+6x2bQ6kA/Sc3I8T3qC6Nx2G3S62wyh0pDZWlACikdE59A9FLuJv8AL4/+tjfzk05DLo25bnsmlPEzTnYIw5a/16N+yfrk0E5UVhctuUqOyqU1kNvFtJWkegK6j91Q7fYrfb4UOKzDbU3EUVMqeQFrQpRKlK1EZ1Ekkmk/EthucziaBOgxNYbZWy44+oFCEkK8xONSXMkd4bEbK6Uggfo/nQVRno8UIlMotikr5yzh1tX9pVv4qTtn9rpQXW5sWlltpFwhxOXLlJQEuRkrDjyuhIx52B5xrfbHYVxhRp8FDbjD6Q+04G8E6k41dM5xt6cbVQ7JwfxE1dBJmRGI7ZlxZC2mVDl6m1u8xaUgeKVoxq7x8elT3OFrojhrhWG9bm7im3NFuXBU9y0OKLelK9WMK0nfB9ORuKC6GIwW0IVGZ5aElCUlsYSn0AejYbVpnsQOQtdwYiFnWHFKfbSU6+iVHI69ADVCvfDN1tdtk3G2R1pv712Xy1JK162HyWglXoShK9foBRWN34CnvNXqHFtrciE7HZS0ZjgWt1xpTekJVjKUFLaspXnCjtsTQXy7ot8e1SnLpHjmAwlUh5LjIWkacqUrTjc9a2C3wXFJf7FFKlNhIcLCc6MbJzjpg9KoF74Qv9xu1wej26PEYehyYyA2sDUlyOENoXtqJSv/AKRgFNO7NZbxa+IbpLatocjyQ3u68C4pepIJSoDIbCQToVvkYT1oLGbXb1MsMmBDLLB1MtmOjS2fSkYwn91a3LPblutuGGwlaJAlDQ2E6nQCAtWPOUMnBNMy05k/NuY/5DRynPqnPYNBFeiRn2XWXo7DrLpy42ttKkrP/EDseg61g1b4TLqHWYcVDiG+UlaGUhSUfRBx5v3dKm8pz6pz2DRynPqnPYNBDjwYkZKExokZkJOpIbZSgA77jA67n+NDMGIykJZiRm0pxgIaSkDfV4D07/jUzlOfVOewaOU59U57BoK9duE7TdZgkSmVhWkIW22rQhwBesahj6W+Rgnxp0plpTvNU02XNWrXpGc4xnP4Eit/Kc+qc9g0cpz6pz2DQR1R2FMJZUy0WU4w2UDSMHI26daEx2EkFLLQOpTmyB5yvOV+J8T41I5Tn1TnsGjlOfVOewaBeLXbxFXGFvh9nX5zXZ0aFfinGDUhplpkEMtNtjCU9xITsOg29FSOU59U57Bo5Tn1TnsGghPQIbyFIeiRnEFzmlK2UqBX9LBHnff1rYmMwkYSw0BqCsBA85Pmn8RgYP3VJ5Tn1TnsGjlOfVOewaCALZADbzYgQwh45cT2dGHDnPeGO9v6azdgw3tAdiRnAhfNTrZSrSv6QyNlff1qZynPqnPYNHKc+qc9g0EfkM69XKb1hRXnQM6iMFX4keNeGLHVrywydYUFfNp7wV52fTnx9NSeU59U57Bo5Tn1TnsGgjPRmHuWXmGXOWct62wrQcYyM9NqwdhRXmVsuxY62lpCFNraSUqSOiSMdB4DwqZynPqnPYNHKc+qc9g0Ca72CDdI0Rl5C2URVFTPZlBvRlJQQBjGNJPh/CpES0wIlsRb2YjPY0tpa5S0hYUlIwkKz523ppjynPqnPYNHKc+qc9g0EURIwQ0gR2QhpJS2kNpwgEYIT6BjbavFwoig0FRY6g2gtt5aSdCTsUp22H3CpfKc+qc9g0cpz6pz2DQR1R2VJcSplopd/wAQFA7/APzen99Ydji9rMoxo/aiNJe5SeZj0asZqXynPqnPYNHKc+qc9g0EAWyADHIgQ8xySz8wj5rP0du7+6tkeHFjNLajRo7LSyVKQ20lKVE9SQBvmpfKc+qc9g0cpz6pz2DQRI8OLHbabjRmGUNkltLbaUBBPXSANs/dWwstF3mltBdKdGvSNWnrpz6PurfynPqnPYNHKc+qc9g0EOLAhxEpTFhxmEpUVJDTKUYJ6nYeNa7Zbo9tbkJipUO0PuSXCpWStxZyo5/gPwAphynPqnPYNHKc+qc9g0Gug1s5Tn1TnsGjlOfVOewaCJwR+scS/wC6q/ks0UcFApk8SZBB8qKO4/8AoM0VRx7skZs8tuOyhCDoSlKAAlI6ADwFeCOxj/Bb9kUUVBj2dnP+E37IrIR2NQ+Zb9kUUUGIjsjo037IrMx2M/4LfX6IoooMTHZ2+Zb9kUCOxn/Bb9kUUUHojsYHzLfT6IoTDjOaQ5HZUOveQDuDsaKKDHs7OD8031+iKy7Ox9S37IoooDs7GP8ABb9kUGOxkfMt+yKKKAEdkFWGm/H9kfdR2djb5lvr9EUUUGJYZ2+ab8P2RXpjs7/Mt+yKKKA7Mxt8y37Io7Ox9S37IoooDs7H1Lfsijs7H1LfsiiigOzsfUt+yKOzsfUt+yKKKA7Ox9S37Io7Ox9S37IoooDs7H1Lfsijs7H1LfsiiigOzsfUt+yKOzsfUt+yKKKA7Ox9S37Io7Ox9S37IoooDs7H1Lfsijs7H1LfsiiigOzsfUt+yKOzsfUt+yKKKA7Ox9S37Io7Ox9S37IoooDs7H1Lfsijs7H1LfsiiigOzsfUt+yKOzsfUt+yKKKA7Ox9S37Io7Ox9S37IoooDs7H1Lfsijs7H1LfsiiigOzsfUt+yKOzsfUt+yKKKA7Ox9S37Io7Ox9S37IoooDs7H1LfsigRmPqW/ZFFFB1v9FzDLPC/wAy023rkOLXpSBqVkDJ9J2H8KKKKo//2Q=="}},{"attributes":{"align":"center"},"insert":"\n"},{"attributes":{"color":"black"},"insert":" "},{"attributes":{"align":"center"},"insert":"\n"},{"insert":"\n"},{"attributes":{"color":"#1c1d1e"},"insert":" "},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"color":"black"},"insert":"7. Technology for lactose crystallization"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"insert":"\nAdvanced "},{"attributes":{"bold":true},"insert":"particle engineering technologies"},{"insert":" support real-time process monitoring:\n\n"},{"attributes":{"bold":true},"insert":"EasyViewer"},{"insert":": Probe-based tool capturing high-res images and particle size distributions in situ."},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"ParticleTrack"},{"insert":": Tracks changes in crystal count and size to ensure batch uniformity."},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Automated Chemical Reactors"},{"insert":": Replace traditional reactors with systems offering precise parameter control and automated logging for repeatability and regulatory compliance."},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"These tools are increasingly recommended by "},{"attributes":{"bold":true},"insert":"food technology consultants"},{"insert":" for "},{"attributes":{"bold":true},"insert":"automated, consistent, and scalable"},{"insert":" dairy processing."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"attributes":{"color":"black"},"insert":"8. Conclusion: "},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"attributes":{"align":"justify"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Lactose crystallization"},{"insert":" is a pivotal process in the dairy industry with applications in lactose recovery, purification, and product development. It supports:\n\n"},{"attributes":{"bold":true},"insert":"Sustainable dairy waste utilization"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Pharmaceutical-grade lactose production"},{"attributes":{"list":"bullet"},"insert":"\n"},{"attributes":{"bold":true},"insert":"Functional ingredient engineering"},{"attributes":{"list":"bullet"},"insert":"\n"},{"insert":"With modern advancements in automation and monitoring, this process is becoming more efficient, consistent, and economically viable—providing a competitive edge to "},{"attributes":{"bold":true},"insert":"food manufacturers"},{"insert":" and "},{"attributes":{"bold":true},"insert":"processing consultants"},{"insert":" worldwide."},{"attributes":{"align":"justify"},"insert":"\n\n"},{"attributes":{"color":"black"},"insert":"9. References:"},{"attributes":{"align":"justify","header":2},"insert":"\n"},{"insert":"\n"},{"attributes":{"link":"https://www.mt.com/ch/en/home/applications/L1_AutoChem_Applications/L2_Crystallization/lactose-crystallization.html"},"insert":"MT: Lactose Crystallization"},{"insert":"\n"},{"attributes":{"link":"https://ift.onlinelibrary.wiley.com/doi/full/10.1111/1750-3841.12349"},"insert":"Wiley – Journal of Food Science"},{"insert":"\n"},{"attributes":{"link":"https://www.newfoodmagazine.com/article/74062/unravelling-acid-whey-processing-by-understanding-lactose-crystallisation/"},"insert":"New Food Magazine"},{"insert":"\n"}]}

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