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1. seopoconnor101

   Parker County Property Tax Savings from Administrative Appeals

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   You can’t get a reduction unless you file an appeal, in which case you will get a reduction in 6 to 7 years in 10. You can do this yourself or we can do it for you. Wondering how? Reach us today @ https://parkercountypropertytaxtrends.com/savings-from-appeals/

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2. Karissa Kingsbury

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3. Benedict Toraca

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4. Bryan Sheehan

   American Society For Vitamin

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   While seemingly unrelated issues, undernutrition and obesity and obese (with their links to non-communicable ailments similar to diabetes) stem from the identical causes. More and more, they are being found facet by aspect, affecting people in the same countries, communities and households. This double burden of malnutrition is providing unprecedented challenges to the governments we support. WFP is integrating these concerns into its work, such as promoting wholesome eating and guaranteeing that programmes present appropriate meals in the context of rising weight problems rates. Health Coaching is one of the quickest rising careers and Health Coaches are critically in demand. Learn tips on how to nourish yourself and coach others to nice well being and transformation, from anywhere, on any system. An IIN education offers you with expertise that translate into a wide range of fields. We're partnered with both U.S. and international institutions, providing you with the flexibility to choose the schooling and career path that's best for you. Your Health Coach Training Program certificate is worth up to 29 college credits towards a bachelor’s diploma, master’s degree, or doctorate degree at collaborating institutions! <ul> <li>Dr Gao is the PSU Schreyer Distinguished Honors Faculty since 2019.</li> <li>Instead, the %DV is the percentage of the Daily Value for every nutrient in a serving of the food.</li> <li>If you’re on the fence, if you suppose this is a magic button, it isn’t, nevertheless it also isn’t hard.</li> <li>Featured in Oprah.com, Women's Health, Today's Dietitian, Healthline, and extra.</li> <li>And what I've learned with the Method is that there is no a technique of doing this journey.</li> </ul> Discover every thing you need to learn about food portion sizes so you feel assured in how you’re nourishing your self and know that you just aren’t unknowingly over- or underneath-eating. The Milton L. Sunde Award is given yearly to acknowledge and encourage excellent experimental, utilized, or elementary research on avian nutrition. Are you curious about changing into a frontrunner within the subject of diet? <h2>Foods That Get A Foul Rap</h2> Integrative Nutrition Health Coaches are eligible to sit for the IAHC certification exam after graduating, no top-up course required. This examination checks data on the scope of practice and ethical obligations of a Health Coach. Graduates who pass the examination earn the title Certified International Health Coach. The IAHC was created to certify competency for Health Coaches around the globe. The mission of the IAHC is to advocate on behalf of Health Coaches and proceed to develop the occupation in concert with other healthcare professionals. To put it simply, Health Coaches are altering the world and reversing the worldwide healthcare crisis. <div style="display: flex;justify-content: center;"> <blockquote class="twitter-tweet"> <p lang="en" dir="ltr">Healthy Eating Principle: Half the food at breakfast should be whole fruit (not fruit juice) Half the food on your plate at lunch and supper/dinner should be greens and non starchy vegetables. Half of all the food you eat should therefore be fruit and vegetables. https://twitter.com/hashtag/nutrition?src=hash&amp;ref_src=twsrc%5Etfw https://t.co/HLATRtEqYr </p>— Dr Paul Kasenene (@drpaulkasenene) https://twitter.com/drpaulkasenene/status/1380418987633340417?ref_src=twsrc%5Etfw </blockquote> <script async="" src="https://platform.twitter.com/widgets.js" charset="utf-8"></script> </div> And I didn't even notice it till I began really digging in and utilizing the Method. It's been a really freeing expertise to be like, &quot;Oh, I do not should spend a lot time and power anymore excited about food…. Join our on-line programs to find tips on how to create balanced eating habits that last. ASN's membership of greater than 5,000 scientists and practitioners continues to develop day by day. Founded in 1928, the Society's membership rolls learn like a &quot;who's who&quot; within the area of nutrition analysis. Dr Gao is the PSU Schreyer Distinguished Honors Faculty since 2019. <h3>The Iindifference</h3> Now, as a Health Coach, I create the area for my clients to get to their own solutions, whereas asking questions and listening carefully. WFP brings its diet experience to support essentially the most vulnerable before, throughout and after humanitarian crises. We prioritize prevention of malnutrition as it reduces the human struggling and is the simplest path to lengthy-lasting outcomes. When kids and women do suffer from acute malnutrition—insufficient vitamin leading to speedy weight reduction, or ‘losing’, —we offer treatment and link it to lengthy-time period care to stop them from becoming malnourished again. Our method is integrated, with programmes designed to treat and prevent the direct causes of malnutrition, like inadequate diets, complementing programmes that address the underlying components, such as poor knowledge of feeding practices or lack of unpolluted water. The nutrition information on this website is derived from testing performed in accredited laboratories, published sources, or from data offered from McDonald's suppliers. The diet data is based on commonplace product formulations and serving sizes. Calories for fountain drinks are primarily based on commonplace fill levels plus ice. If you employ the self-service fountain contained in the restaurant on your drink order, see the sign posted at the beverage fountain for beverage calories with out ice. All vitamin info relies on common values for ingredients and is rounded in accordance with present U.S. Variation in serving sizes, preparation techniques, product testing and sources of provide, as well as regional and seasonal variations could have an effect on the diet values for every product. Submit your analysis to JN and join our longstanding history of excellence in Nutrition Science. As a result of the numerous disruption that is being caused by the COVID-19 pandemic we are very aware that many researchers may have issue in assembly the timelines related to our peer review course of throughout normal occasions. Our techniques will proceed to remind you of the original timelines however we intend to be extremely versatile right now. The first batch of articles within the Special Issue onFood, well being, and environmental sustainabilityhave been revealed. The special problem is co-visitor-edited by Dr. Sharon Kirkpatrick at University of Waterloo in Canada and Dr. Camille Lassale at Hospital del Mar Medical Research Institute in Spain. In 2021, ODPHP will launch updated Dietary Guidelines assets for well being professionals — together with truth sheets to share with sufferers. <img class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" 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O5XOCEnBrjp1/wDjd1uDL7pPbkfSc5xtxj/au03NMXO9x5Vjh9tuTcGHIzW9XAUtJGTjJwBkn7Cq51d8GmpdOzmb/omTHuLKorarhEUpQdMoI/mrayCFIUQSBkEE4Ax4l2i2L7ti+oIJkRUo0rT7h20dIQTOPvSjSiloskXas57Y5/SngvvIVjuE+vmkVm/h0WE3FkzGYslsbHI75LTiFDyCkinQNRFkf5qOQfXuioSbF4Yn71n8E8MUsdkKNuaSTncRzTzophKtT25sNgJ+YSTj1xyP7ikDkeAYjbYnxluE/ShLmTUr0Jpi6rvkae7HU1Gjq7qlbSAogcAZHPNO2h6VcLv2ikSAoEx6jfyp402zdS+lUdRVrlkY8VqUwCaUKVtBKuAPJJqFax6n2bTUD5mGtFxeLoa7TK/GfXgHIB44q933m7VBcdMAVPFuJQJVUxSwMAV6GOfFN2mLw5fLHFukhgMOSEby2D+HninXcfb+9btkPIDiNjmhKgRIrDs1rejNOtqadbStCwUqSoZCgfIIrfuJ8isSCa393W3NXPXV+0zWnodmgOKZTIkJl57QyFMOtIKgtSeMpWg8H+nPqaOpOio2o9FJuVvQ0uRFU8FEgKS4kEpwcfkfz/arF6uu2wWNy3TYTkh6ey4iOBgJQvGNxUfGNw4Hnj71RvSOVeIenJ/TCbcFIctyUTmdgxuYkAq25PJ2rDiT9x96oPiu1s7e7dbuBz+6IIGxHPGZ+Q+tKAtBJUrOPof/ADmudZ2lrhMtdvg5LcV67Eblqx/plsKVgcjlBHP3rsi1adVImWm6MxuyV3FKeTkJ2Ep5PGckKP6gVz1r99qy6istjjR1thtLmVgeX1PKUpf/AMk1amrtS3/SFgh6qhyZL4jOOSgyXSEKdRlQG3xgn7e9dzfWzdzbLth4VQfQSkH/ABWErDLYKcwPp0/WmHrHdr1c+spkWGW4v5YfwyIkHKN42hzj23lQP/lronUYg6X03aYM5Ti2WHGWSppIJOxBwrHtuANUv8P8FnqJrCNqGXbi21YYJckbnd4dkvK+jPAzjC1c+qRVwdR30TbrB0q46w2mWlLxecc2dgZUD587sYHjkfepdd6gUaPc6mUwXTyp2xJjPlJ8++1aKcSlUtHHT1gD86y6XqROtlznsoX25FxWtsqH1FHbRjP654+9TL5dfsf2rRpS3RIdlbZhoQlvuvH6fB/mKH+wH7U79o+9TbRU8mnMgGZSDPeRP61h1IDivWm9VskAf6R/etQtcgq/0jUrTEUsZCc1iYZT/SR+lPPMDXDlNQi8Wp0NEFojIqHtxXGZpStOOatC+tfyufSoa/CDjil7M/esKE1rT/p9xvtpbCx+tP8A2skcYqv2lvwl7kg4HpUjtWpEnCH/AO9EDathinxbRAwRWyI3/M8V6mYzIbSUKTz960Mah081cE21+6R25SlBAbUsAlR9Pzrg862wiXVBMmMkDNbCJpyU2RimNOvdFK1B/hNOpreu77dxiJeBcH548H7eagfxW9SpPTDpmqVBdcalXaQIDbzY5aBSSpQPocDGfvXHmn7qhpj+ItQQXVLQrcyS4pZ2gjKhjnOck854qCcUcYjh9wNNtc5wTmInp6xSB/UksXHuAJMSa+jvZCiMVuDPHiqD6DfEBI1CprSOurTKt04YRDmuo/kvpxwlSvRfoPQ++a6IDYxUj0rV7XWrYXNqoEdR1B7HzpyYcS6nmTSPsjPjmtDzIGacCnCuMVgpoH8WDToMZrdR6U1pa+nOOa0vJHANPCYiDnArS9bwrlI5rolQnNcykgUjho3Kxil3Z+1exYhbVkilfbFaLicV1bGM00vscnisG2AU5pyfZBBrFuONmMVsDiuZGaa1t4IyKUMkYpS9Ez4GawTEVv8AwmtvCRWoJBrMNBQyBR2celKWWdowayW39Jx5riRmK7gyJqNajcnNWyUu1IQuW02VtIV4Woc7T+fj9a556z6p09E0VH1vEto2XQoSVtt/zG3c4Uk49eFA/cV0bLZcyo1yr18catNo1Do51CUtqucO8QEj1aeKg8B+TqST/wCcU28QJ93pzrg6JP1A/wAT9qZtUeDVq46oTAJqurFeJF8UH7Zqd6KtQx2u2vP6nipO/ZNVtgPs6x3NjlQKHEnGM+ppNo2HFEZpYZb3ADnAqWTlYiukf0trxj/ymqLbuXFqlcfeqrc1Nt0hSE1aXQj/AAvfm5V+05GcVHi4iLmyHFrckvYBVt3E7EjwAMZ4zmrYnyoluaQuQfrcO1ttPK1q9gK5o+HjVzHS7oZZZ+tkoZmhK3W4KFZdlSnlFSRj7I259Eio1G6z9RusmqntJ9Mkn+JS3C3NvP8A4NvYzyhj24zlXk4496ue0vGbRpFs2PERMAd/Lz/2aty2caZaShIgnoBSf4lXDeerUe2vFlCEQGlPCOoKW2vKvpKvRWMZpttWg7MtKVg3Epx//Jwf9q09UtD23pr1Ig6YgTnpzqbYy/Nkvr3uPSFrVuUfbwOPbFS6zOj5ccjxVU6/cK/ibwVuDUF1K5Wm+dSe9K+msSzaJ1nHmOS3GYymXS47KeykLCDtSQfUnxViXHrzYezc5NnYduCbSnElqOnepJ27s+nHv5qq7hcLZb90y7kfKoICspKzz7JAyTXOetOpMqZryZBgPSLXbmnTGcS3MKG5QSeFFGAc4z/elei65e27RYtzCQZx8selOlpqa2LUAbzXYNo6s3rqRZkO6fYMF1mOlT0WYwrfLUQQsAAEbPvwDnFQK59SFTNRtt3B1FqYjIU22wEBJbQ2MkISMfVn0qv5nU3X9skaem9OosF2VFiFpT4A2updISQCRxjbnitGqtMa1v1wj3mVFKnHnFylp24/mrJKlkZzgHxiny61Bd6ykurMz4hOMbdZB9PXeu7l4p1Agkkb9qufp7fLFpO/rvV715JuVvfdIZTMkqK45UMDKBxjJx44q3b51S0PY5LMaRe47rj3IQyoOKwfHA5riWRCsykuT79dmZl2ioemO29XK3ENp+ogbsjBwRUvbbtuilp15PxGlvIYWlTyO4YhCTtV9xlXr4pfpOtuWluWUDcyCQT69c/WuzF6ttHKBj612lbpaLlDanMNLS28ncgOJKVY9CQeRW50FIOE1yV0y+KC9f4nkaXvVzN5mzN8iK8OY7LITlJV4IBxwRnzU3Z+Klu3T/4PqewR0SmXUiR8rIztbIyVJSoZV9qlTfEtiEAvkpO2R/iack6gxyyoxVn6+tTV1tAQtB76VYYIBJKyPpT+qgn9qpyY3p2LrbRv8GlsO3i8WyXbH47TgDgLaTIBUnHP4HAPYr+9XRE1bZNY6I/xVZkvGMUplNh1soWkoUFDKT45TXMfxJ6lumkwz1c0tD+Qc05ckvuoQNxciL/lSE/YqbKjx4JHtVWe0MsnU0e6IULhsJx1yQCFbCDy79/KnRl5Ib5xkH8sGmf4gtOS4kKLruOjDNqfQZSsY2oWoIB/9+wH8xUpdvK9U6et9jahsbG3UuKXklRAG/keOQalmroukda9H7zYJV7aQq7xQ43kHcpH40KScYJyAfzxVPdOdSIfjXAWCcoSLZGYbWstnIX2sKyFeuDiqwt75KdMZd55W3uB0ClCAfPyrsUNtNB0LHmBvvn7V0l8M2jm9N6FkS1DMi4zFqUrH/ht/QlP6Hd+9aOrscvusyGQC/PlpisJJ87RtQB+alE/+qpPZb3A0Z0Xtd5dmkrkQGXG3FDJXKk4KRj27jn6AE+lQrT11na26mWe0z5KXmLOtMtpIYJcJSDyojgAFI5OOSB5NW3xNeNm107hsJ8bwSoxGJj8yVesVhv3S+dIETt5D/xV1W+1s2q3xrZGCuzFZQy3k5O1IwM/fit3bV7U4rYBFa+wn3q5W0obQEJEAYFJyKS/40tEaQiL3Ae6opSc4/8AvNKTqFLkl6Olkr7eCCjng1WjN603rC3JXcu3DmNoIQ4kbVJI8fp+dM8u9t6WnWdi2ajTKXeZXygbUr6wdpJUR6gAGvPVx7StR/ElxlaFtAg+EgLA2IKFZMHO+3etfEBnapvN15p5x1TUiYhDhdLPZdO1QV+vilbTVoci92O+Xlkj6h+E1VPVjo5ZbnPg6oN9lMPJIcWhKuHXkDKFH9MjHIp30F1KZk2x63sW5x56J9KkIb/4fP8AaurXHWoaRqKW79fhWeY8on5bncH0nauaFHnLaqnjlh+eO1ojdjOCrBpjnWOZCcO5KuD6VhN1HOuDbd808lpplxQYfUDkox64/U1NHJtlt0diHdbohT60glbnlWfU+1WZoHGTevPukI5GEgELJAB5j4YmDmD0gERJNdVJCRHWoZFukmKrYVHjxmqa6n6qRA1fKlSJC44bQhbbiUkEKx5B8E5GAK6B1DYITLBn/NtNNEZC1LAH71yD8Qlzaha0iQZDhkNtpLqkIVhJBTlBKvb8VIfaQ4DpiEpOecHG+xzSS6c902VCorrf4y7d1c6fx+mmsrKTOi3nsTZI/lpfbb3BIBPKVk8EjyM+9SKE3AOiUnTNobhsR20uNx21JLbiU+efOceh5rifV8qJEnXuNEcy9LnOS0Epwln6irj7kZH7V0b8OHUh3UejEG6OxZD9uU7EmNpVsXlI+hZz5OMc+xFVpxOi4v20XriipOEwe3Q/mCaj9neKuHFFwz0qZa71NJg6AM5qQULlsEsqSSFpUEkjx6gjz9qsDRnxzv6A6R6ba1ja3LpdZaCzHmOPBLam0pG0rV5Kuf1APNcwdQ785crnc7U/IUiPZLRIkLO8hG5albSAPsUgVCbcmdqv4dG7dNkgP2dCJsFx5vCuFHKQR5yD/ejhtD+jIDls4Uc6gkn/ANQxvjBAOR1rqq6dbWS0qDED9/WvpL8PHxPSOq2rpGn7uuGoykKcilg4CNozt++Rz+lWJ1O696O6cSY9uefamz3lHcy28kdpAxkqPp54FfMf4VNR3jSGqYWpbk7JjMxm9yENNgrcC0EJHnCc5HJ5HtUovuoblc5F1kX1pc6S432WGojoS+hnGUpUT5Pk/enpzi/UdNtlWCXOd3mPjMEhJjviQSd5AAiuFvrr6WeR4ePmInyxX1Xs87+JW2PPXFcjl9tLnaWQVJyPBxxS0hJHNcsfB91+1F1KXI0zfkK7NvabZirfbKXlbW8nx5GPU+9dTKTxVqaLqjWr2gfbmRgzEyAN4xmZx3qW2twm5ZDiNq1lSEkCtgIPpSdTat3mtqQUinggV0SozQptKzyP71mhtKRjFalupSfNbULBA5rBBitkEE16UJPpRsT7VlRWtdIFeYHtWLiUlJSVbSrgHPrWda3mkPNlCxn1H2PpQazUdh3ViZPmWGapCLpBSlxaPHdZV+F1I9jgg+xFcNfEVadaSOqblxc2p0/bEyYbW4q7hW460vb7FOEFQ54JVV+ax6gS5/ULT2prLbHkTtJ317Tup2W1ZIgvoJC9vlSd3YcTj0KvY1SmqOoly1w/r2JeQ009bNUQ2hFSvcYyTFX9CvZX0ZOPU1GuI3vf6c42FEEAnbcRsfr9qjeukKsnU9wfyrfotOYzQzj6alMgBLS1lQ2pB3H0xg1F9MlKMoSRgK4x+dS9hDbkdfcSFoUrapJ8Ecf9zVLsCVgVS9qnmUE+dcuyIfVzrhc5ty0TAdYsrz5gx7rMX2Y8eGk4WpoH8S14JykePWpTozr8dM2R3pj8M9nUhMXLF91nLYKyuRkhbcRGMrVnIB5z6DHNTL4kuocPTejmtE2e6x7HElR9s2VEw2IUADBZYHo4v8OfQZPtVn/Av0z03E6cRepVy0yxboslahp9mQnBaiDjv7T/AFuEE7jyRj3xV02un+7cVyKIKtz+9u3+9rutmx73lbOep7Vz7AsOprHqJhrVrF1TcZbImLcujm+S+FqOHF/8Ocfh9Birks6v5I5GMVq+IeexM6/yHWgvam0Rkjcgp9Fc4NFs/wBAEDAx4qnteQGtTeSk4CiKguqJCb92O5qPdVb5atN6eE69xpD7K3kthDCcq3lKiPyHHmuOrsxIiplXBy5j+e6lyPH3qQ4oKJyQFfiIB9Ca7H6oz2I1n+blWhFwaacDqmVEYACTzz5x7feuROo8/Q9119DavyJ1ks8dAeKI8fuqGQCcc5BBGPtS3RVBRLaPOetK7cfywDVn6Zty9e6ISLRe3Yc22/ym9r+xbidv04I8HcDmrPd1G9pbpZAsUC3vPXRuKqOp1KlKIeSjn6lHdyc4OaobppIl6hnv3Tp/a5ztiZurSWQpJSpLOwpWtxzwVE4Viuko9vEqLqDTgadQ9JZQqLKT+Mjb9JTnjhWRTs3bupdUlXwzOfSl7KOXH3qhL3FhN6QX1GdkuMXOdDMJxtYUp9JdJbVnn6QkjJPimLqJZupcvTCYkK43C8M3KBHUlxnLzaVJwCSs8AAoPA96k7XTfrvrXQF0sS9ETWn0zVs9ydHLSJDROO42XCkEYx4yKmVo6TdS9I2GJp+12S5x57bJZYnkrcaaJySpW3KSMk8e2K7fimbN1IWsSCcSNu5HlXX3LpjwGO8GoF06X1E/w9HTqTUyozkRJjMOqtqCtXgbe4lP4MemfIzUg0foTWmvdds2cvyp04uqUuSnKktNAYO9XsTt59KbdOu6vg2m62rWV0hXC4NXBbbjgSGRHkoGCUjHKVJwfzJqedGeoGo4Gmb3Jkaxei3pSZDEaRAQneho/wCmNhBznAwaUrb948ff/D/29Qe3SsoSCvlc261a/wAGcrVNz0/q9d8fQqC4tbTEJC1K+X7RWkgFXH1DB/OnzWWlmOo+hdX25MRaR8sU/Ln6iW1oOT9yCB+9b/gJ0XqlvQWptV6v+YS/fJqmmWnkpTtCAQsgJGOVH+1SjS0+Bp7Ul4TeVLbizIadqkoKgpWSpKPsSFn9qiHGrQY/hwulcjZ97n+2DKTPlM9jipRpLX/LoQ7hJn7zVBdGbinUfSKDGU849IsD0ixSFvJAcJYWWwpQycEpCT5qO9F7O8Or+utPyFFLb9pYnNJzwTlaFED80/2p96TPQ4HXDqj08t0R+PbrqGtT21h0fUkK/lvkY9CtIV9ga1fOSNF9bbbfI6kNJvUR20PbkBX9KnW/P3C/3FVoypu21K7YiW3Ee8T6EBzHpkV0aLbTyVuZTP1ipZNvVw1Hq/pP0nVOd7Vut1xutwYSshBQiQWY61AeTsQ6En059zV+9DNJx7Wm+6lcbWH7lNVHbz4DLX/D+a1L/RKfauSdPXibpT4hHdUMfLTHZ1hVAcDyVEtFEh1SduB9PDo9Dmu/tMWd+16dt0J9AQ83HQXkgeHCMr/+RNXhwOq313VUagpBlllAk5ElPKAPoo7bmnBRYFtyt7k/btSpSvvxXmfvW1UZzNefKr9h+1XSCKQwa4Q1p1duDt9ctnTrp9Pv0p5JRIK1L2ob8H6UY5x65/KoXBvQv+oYlrtZutu1BCcUpj5yUX0w3R7bhuSPTnNTOyahldNYNt1zadRR303WSqK7FWkEqbCsBfuPORV16Y0505u97eFrtFtauVyJkTrk20kyHCcc7jnH+1eWdX4bY4ddDL5HM5sqPiJIEGTjczjljrmnDUdKuGlEJggdQMCtHTW1zNYW5CupusHHZ0VS2UNQSlthrHGTkZKj98Yz4pg6UXDU9n1zqPRMeMLiu23J1tqc0jAU0r6klQH4SAQP0p51toS2dOb4b7paVOky32/mFw1PlTT2Bj8Hqr9asfRUa0ymDqGFJZjXWW0kyAhASHFBPGcc5HimkW6/ffgFhAWhQIUghKoESmSYJAIjuPOKbyyAUq69a2aesF9tkxEK5pimM88t9amlZAWfQg802ah0hfVXqa63IenNLR3EqSoZ/wDLj3FOrCrgbqq5alko+SfVtjhklIaXjBBOeSfOaLbFujl4nJtWoWHWiRtStOV7T6ZzT3Z3DbLKbBKVFKlkgFY5wIx4TEg7jJIk+lbOeLpVWXKa7JkNwpNxfWGhtShSiQ3n12mq96k6GtGtba6HChM+PuDTw+ndlJG0/bn9KtPqJabZZXI8+BLUt1x0tSW14JSSfOfQc1Xd5fld115l5tCVp7aUAc78e9Nr9ytLqgVAkYkGfTr02I3nFNdwApJbcEg189Op2kL5ojULgmNqWpKv5rLwAKQTgKCvUH3q0vht089GsdzuUGelCrs+vO1O/trQkJxk++U1Pes9gha8sRs11jxmLqhKlwnlrH+oDjCiOdpJxz+dUj8K+pblpfWN+6YaiW80S+qVHCuSw5wlQ/LIwR+RqUqu16tojvIYcbgqHdIO/wAqYGLVLCyUnA/1vTv1/nuW6K5KhyC9IvsURnvpwrIVuHj0zx+lPOkIEC69LXtNS21tPqhriEpSTsW2n6VHHoDz+lIviRctjE6BFQ0pT0BSJT6QRtDZUSAP70p0MyiNp9V1Fx7zgZRI2BY4U4pSlp5B5Iz+gFJwpR0ZlSZCgqQfy/Sh/nTzcu+9I2rhG6WaPt2np9zQ/MiNBXfbkZStaxkEoA59RyfBpZHtyX5Ee86iuSbdeVdt5FvUVp7jgyppXH0nCBnH3qxdQ2nppLs0B7Vlmnx7YFj+HTeyVLUsIGVEJHKeMDPFRzrtJmtaXVqqxaftk5NoiNSbdKLylbgM5K0cDhG76TnJzTUxffinkNhJStxRClGACScATiCT4huPlTaLUrWSpXiJ/P6fWra6La7uHTLqBa7zKioUzcUlbjZWpBOU4wk84GOcEYNfRPTOoIOqrHEv1uKjHmN707hyPQj96+Utrffv/TrSPUSSYj76JqC98oCAUlP4Tz/wjx6V2RoHrNqPTukFiyWFu4sw2xIbibiguNEEr2HHkDn1zzUg4N4pRoV4qyvVQ2sqGBMOJIHrkfpFSXRHlW/M05tuPmM11GU81kpSUglRAA8kmoR0v6vaS6q2VFysE1HzCUj5iKVfW0r1H3GfWql63dXdHah1JO6MxtUuRZjiEtvOsKWjtScZS0V/hJIwdv51c9zqzLNp+LbPODtHX99e1SRK0qHMgzNdDvpScEVTPWbrpdNBahtujdHWR+9X2WkuiExFW8ooIwkkggIGfUn0qtelPWbWugdZtdNeoD8q8wJa0iJNX9bscEcD6R9ac+/I5rpxiHaotzkXRllHzU5Lfcd2jJSkYSM+32+9cGdTRrFrzW6iggwodR1jtnuMRXNr+YoiIpHoG+6wvOnI9y1tpxiyXF5IUYiH+4UD2VxgH7AmpA5MU2gqUBge1at25IOPvSVxwZIKchQOQaVF1aEgTNLEoFKhdmNiXAtKklW3P3qDdVpms7fZ29daAS5cJFj3OTbKF8XGN/WlB/pdSPqQfUjB81Ipd0tVliBV3lR4iVE47qwkHn71Ur/VbRll1IuRadZQGgXFNqZ+ZBZeJ9CnnnPrx59aRv6ilgAPHftuPOK0eSnlImK506ldav4V1cidb+ncpmfpC/og23VTS0lLkRJOGpS0f0lJykq9MKBqN6g0gNIdVNS3ezPOPWTXny17O5RUGprW5twZ9lB1Kh+tY9ULC5aerdy6iWu0RTY76iRaNRWdslbXy7jhU1IQ3jCs7iTt98+c0z6Rul3e+b05cJrMhiyutIjEOEuJbVu2pVnnwnyabdYfB012dyD+/n/mofrKim1dSes1a+nkhAKMcAkcfnUonTf4XpS4XNLKnVRmXHwgDlWxOcD9qjFkBSopVxnn96kWpPmo+hrmYnEkQH1tcZ+vaSn++KqazEvD1/WqosU/zh++tcw9G/hh1/8AErfVdRevGpk2PT4cEpduW+lsNtDkJWT44xx++K+nGi3tAw7XDiafvDNzZisoYjrbPcSltIASlASNoAA9K4d6SdItFdKtNQuoHXK5zrveZ4D8SylRW6+6oZB7WeB45X49AK636W9RtSXmzpfHRi6WlhSwGUpLaAGvQkuFJJ/IYq+mlobXyRk+RP1Ow9KvDTgEpkiCf3++tc/fEI8iR8RF0ICgEWuIMKSQfwZ8GtlsVmMMHyOKQdcpJn/EXqB0tOMqFvhp2OABST2U8HBIpTZyFtNowcnAFUTxAebVHyP71fnVe6rJvnT/ANx/OlV8jWwOxWrowuQy8AVNJSSVgOcjjnlKT+9c99XOlVrGt3VsvoahS4q3WWlsZIyQS2T9hmr31Rb9a3K8W46IjNuyYUgPSC6VBCGMKyVKT+EEkDP3qqviamSoev7bdYLcg2yFGO9SU4/mKRzuzxtBOBznzXXSh7pPvDAlRz39O+fvTuyypVrzJTNRPoRbrROuMPpvoDULsu5TZDiRHCFJbBSVLUXPTCUg5VjwK7gsOl7PoaLGjEtXG6Q2tjs91IASo/iS2P6R5+/ufSqC+CXS0XSHTi59Z57AVftYvvRLetaQlLUFlxQ3JHn+Y4lRJ/qCG8fe8WX1TGRIkErWtRIT9vU+aYeM+JX9PcGn2ij7w+JZ7DoJ7mpfpGnoabDrglR+1bbxPeum9tphYXjO4++PGOaTw3rTboTzt3fdadaa7icNKJPGfpAHOccDyc8VJLJaA6ovOJKk4KuRjHuMU5O2GK+3sWncDnORn8hUIaZdvEB66aSs53mfqD96foql5k1nXkNtuVp4yIEwB0x7pFSQgeiXELGM/b9ieDSKd0T0o4pu42KHFtU9lsIS00CIzgBzgp/p/NPH2NW9I0fGQ6p2EylKVnOAfNJl25ZJQtKM5Cd2Rkk0M8RX+huFFs0QJwCpSkn0B/P71yftWbqfeJH+PnvVrdLobNv0DZoTKG0KZjJS8lGMB3yvx/zZqkNa2x1m9MtKd2gt7SkEgKcBWGxj3JCQPuanvTW/P228/wAHeV/lpZ2DPo5j6cfngiq+6oR58i/3aNKcUEKZeEVYx9K0LUQf7/2FT7i7iax4r4YtNQKeVxKygp6AwnmE9ikSD8q1LSGmyk7iIqo34UiyfELoDXMBlS2565dgueMABh9lS2yr3HfbbT+a6z686NMa+xJsRCku22Yi4R0p5V9GdycD3QpYH5ittxtM/WunbZOhtyYE55yPIbWlGPl5TakucFRAVsUnOMjIH3p+m3S0rlN3W/MraWjiR21pc2LwQT5O7H51XLN2ptq2acTlCiknrE9e4IMegFaNWrj7QaLZ+KZg7GJ6UzdL9CJ1z1nszuMRm0ibIUBkdtsheD+Zwn9a7s2j1FcwfBu/bps7Uq0IKn4KGo0d1QGVR+45hXGcbglskea6gr0t7L9OTZ6GHiZU4T9EkpA+xPzrX3S2fA4IIrAtIPpR2ke1Z0VY01iBXxKd6m3O+NWy2Tlltq3thLaEt7c85JPufvXRXT+RqW53GySen9/KLlOaRjuEBKRzuQoHhXikjWirezMfsN70+zLQ0QVLYQHMN+4xyBipZA6NQdJWhvWej7g1PtAKn32WpJXIghJJBOPUDyAMiqw1Bdu9cGx1dHgWICj8PpPQ+VenDpNhoja21KCw7tKQUmRgHPeTuJ2rCwdRbnb+tz7HVHUyGWfkyw2p9ztstOpIykAnAyMmn2H1Th3/AFDebH0tvTcqUyvY06M/LJXjk7zwRn2qjYfT7UXX3Usq32J8/JJd/nXKVlQbHpz5Ur7V1D0p+ES29OYaZVu1PIlTi2EqU8ykNFX2A5H71UPE2lWCHnbaxPM4mClAEhMYkn0AxIPWqy4v0TRtN1EJSsCUglKR8Ku3lO8VMjpmLqPSLFr1nqyTHLKm5Mj+GuKSd6TnAIyojPp61lcrx0m6a2xD7etn4QW4lGHt7qipX5jPuarrVHUS56B1H/hvVtodgpdOI8ocsP8A5K9/sea23ljSOrokS23qe2PnnE9vkKXuznKR/wBag9nfjTVNs6pb+8amZzzADflIOI7fKmFnRbR8FTZz0iphrdq1ydKInMrMmQ093i62Se62sfiP25Saq7V4lxoshtlSsKU2pBT5PIz+XFdHQtF6ONmTKM0wEdvYXFPAtbfG1QVxg1W/UHRbMVoToDqZMccJUg5T4GOR545FS5Vn7yxRf2kFBAgDeN/EO8ESepqC6pYuNqUYgbVzv1LsUCXpZ2VboJTMaQ4pTifJwQeAfXgH9K461beJtv17pnqGJDjRuMcRZS2BsWkoVtJzj8XCTz7V27d3FF92O7uKMABJHAPOT/8AfaoPoL4ftKdStRJ01fGe5bLMr59xIJSp5a3FEJz6J98egxThpHEVtpbbtzeDwAZjflIggfPl+dMLFk5e3aWrfdWP9/TNUtf+nWvupOqpDdhtU66sXy34MsDLbS04Kcr8AeKt7pF8JPUqHHS7rbUUG3MNKDkeI0jvlJHgrJwlXA8ciuzLHpW1WO3s2ez29iLFioDbbbSAlKEgcAAU4Gysk/XuJ+5qvdS9qN6+z+EtEJbRsDEqx1zgYgYFWJacKabbwbklavoPoM/U1yB1avdugdnSM6829+5WVvLUj5NLKEgkAkI/CVAcce9UVbte6pvWpdX6fnliXCgQUPwgUbI6QnlQx65Tn+9XR196bTbpr+ZLjvxu8025wQQHA4PUAeeB+1U1aenzVnizXb9MSiP2iVR4u9RkvL+ltoq8qBKRhI+9WJw6uxXp6XFq51qAO2QSQTERvG2Bmqw1VpZ1F0FMZIA8ht1OYqzLHEgP9I7dp7TrKi8zKS/8uyOErWoYGfzJ/KuiOkekJtt003Mvuo/lJAX/AKDLowkY/CVE4H6VyH0cj9ULVBdQUPwk9zuIQ4zn6VZJUBkbR6Y5NTWT1Z061Zpbw1O8t6K6uOY7yAh1x1PKiAQfJOAftXO401Ru1tQHk8xOCZlWxJA7/frinDTwtxxKGWipeAPXy61ed0tX+EdRI6k9N78I15beJegF8/LyVDhW7Bx+E5x4JA9a5+1L0+6lao1z/jlzU0Bt2dOcuUuHFcUhSHVKyXApQ2pA+kZzkfrVndKtD3jqXaId21umRDZfaEmJbkPAB8Zz/OIxnjHHjn1q0bnorSlutLjLOn4jcdS0rSlLXLTiSMJ3EjjI8eK2suN/4M+nS3VlSAYV/UB0we/mJ2O+1WdZ8CXSkS+sNuHZETE9zOD6TtnNVpL6idRLfrHR672zb48dtqQ25Ii5cWtQQNhU4R9JPJwDzU36NfEDfV9RbNaZ075yzXl12E9vc3Fl8qPbxnwOCCB75qheqOuerjOrpemxPiybLc1NtRYvbCG4xBThSQPqCspOfI+qlOm+l+sLe03c06rbjmC6mbH/AJPDbgXncOcZCvOfSrCb1S0091F+64EpWAExMHJPnnOZ7U+3Ps61W1YQUgKnMhQzIGMwZFfT4Smye03yQP0FayC4pSgMlI4weM1A+n2r7Rq3TzUyDdVPSmQGZAc2hbTgH1BSRjHNSNnUECA45DkyUl1rBWRkgg5x+XirAZvUPpS4COVWxnHlUKfs3LVxTTgIUNwd6atUR7bc5CjLQhHyTfdceU2HFDn8KQfU+P1rj3r71609pO7TbdpbQq4jzzSWxNvCZUUKX/xIwjASPfNXX1b+JTTHSuWu4XO4x2Uy/wDLR21pJW44CDkDjgA+fyrlXqbr659cdRz7dL1dJ7UNHzMRILLjBQo4JS0U5ICTnG4mmO7fbUoKKsk9t488x+tNd/zhBQ1vGabdGX263Wc3aNWS5kOc8yX7TNjvfMR3QcFTYcye4kEhQKTkfV7VYV3n2m5PGSbexH1Ey41Fu7jIADxCcoUcfmTmuVtL6p1bY/4nZHIciTClyFpszsaMWwzMbBw6lsklvIyFAcHg+9WD0o1fcbpL1FcdWTWxLL8KOUA4WFIS4SFD/wBQo1e6thpzrSFAqA+mf2KhGpFRYWynqK6StSyl0EjwEkftUqvq5M2wSkQ3UNSH4i0srV+FKyn6SfsDio7pSfaLnHjOIdbcUUA7c8j86Ua9kPvWWdbbeNrshj5dog7cLWQkc+nmq4tXEpWlYMgkVXrDC7d6V9xVbdEegPW+466b1HdtWRTKjjKJsu5JSefVtoHuFP6JFd66O0zrW0RwnU2ul3ZfoEQm2kpHtnlR/MmuJukXwiaj0Lfbfe9W9GGtWgsBxVyialcQpKccgN/QlSvb396700nDiQLHFbhGY3FLSS0xMWpTrAx+AlX1ceOSfFX1ap5VGZ+ZP5QB+dXZbMcqdorh/rFIVI+JPViEr5DcdvJ9w0kf9KdtNBXcbQpP4TzUI6h3VE74itY3AuDsouBZCh4KUgjNTqyXKGE7hvG4cL28H7VRGrqSvUn1k/1q/Oq1vShd24Z/qP51PemN+l2bVN4dhtMuKciho91O4AFYPj9KZeufTmd1E0feLdaFxbfLm/z8pj5StSRwk+oHngeppv0BrXS1k1Ve29SXRuEkRULQ47kBR3nge55FWRG6kdNLzDCLPqiA++SB2y5tV+ysVXGqX3ELT5dtbjlt2/EE9PMRGSTPyq8+C9GTeaEhxVsVpJUCoJJG5/qG2KgMliLpG02DQ8NaVMWOAxBShKcJPbSEE4HjJBNO9ouCO8GzlJGAD4A//VQfV11L2r5ON2xuQUZx6gn/ALVIrLPb76EoygrwCc8H8z+1MGvvOP6iu5XuVH7YFNbMc3KNhV3WZ+K6wlbboWkpB80rjPxnCtsOYyTgD7GoAu/WzTsIKmzAjufS00hO9x048ISOSf8Ab1pAi7annMvz0z41ihR3Ah9tAEmW2FD6StKchOTgBIGeftT07xGi1aQX0gbz1knGAM/7inBmzceykY7mrbcjR22t63EJShOSonAx7moxMlWWZPEaJcYK3UDeUocCiBkcnGarjUEGPGgxrjqK9X++xZbRXFagMLdPdyMlQX9ITyMKUUJyMeSMzHTFntFovLUW0Wht+NPityVPuyFKWfqGAkJSrcCOfIA49DwkPELOuXbVoyweVZPkTy7xMRHodoGaVGwS2gqWqllrhIVdmLg0/kQ3EuKKUnaopUOM+5/I+tQXVEOZqW7z7nqi9NJdjLEr+CxFo77cZx1OSrJGMhZAKvUeeDi7JkL5VJjQ45aaUhTi14GwYB4POfPsPQ1R9yusK3rkR+xJv0u4QWrbKSHyYO44QFbFA71KUQCpXkADIBNacTtvaOy1p1qkpSslZgzJwNyBEJ32ycE13sWUKJUkSRUmgO6Ztmg7Ne7ZZR8sq4FvszVpeU0FpOSrs9wbsAcDJwcHBzUA19qXTVqiWJ9GlrJIYvbVwhFK25ewrS4hDagpqMt3ccY3FKQN5IUrA3SxWsLxYbFGsbWjn7cqPIMptMaEluM0hGcoRyeSc84x9R55FV0bn1bul6RPi3aZLccZcXHbahNNpSytaFL+tQ+oZDfjGOPemq6Sxce4WlQISnxfzCJ8JAEgESDBmenWnBhpUnmMVdnQF/T0XWGrLFabbEiPRy1uEeOpvKU+Qo7AjjeMbVHOTnGDV51zx8NLDyNWakXdLumXdUN9uY0gHbHUXSQnPjKuVYHoRxzz0PXq72UY4Vt0AzBUJznxEznoZkeUetRzWhF4r5flRRRRVjU1V8meli+p2ndUQ7jI7kZsnYt9a0OpIPGCN3Iq1J2oNZWjWTdxsGm1KbfWkTPkhlmQg8EKGa54st2ZBSpy8RyhHOd/j96sfTWpbYlWU3hkgDk99P8A3qt371p+0VbPgKB+dewtTvDdE3jjaTKeUjlIBHnnp07dK6l0HYtPaUgrj6btvyTLjypIaPB3L+og++CcfkBVpwNfIEZMV9htsI49jXKWlNZ2mQ6A1eIrhPjbIR/3/wDuKtqwXa3yEgOymQCM/wCoDmqbY0p3Rr15du4se9Mqnlz5SU15e1y3i5WvmnJ8zVj9Q7NoPqXplVjv4jOfMNkBZUnc2r0Uk+hBrkPQXSbW1o13cobjL9w/h7qm2pryiEPNZ+lSVHjxjgV1FBn2pDiWY3acWTj8QPNPLtpuTAYUI5SuQ4GkAJxyamen8Ko10uOLUeVQAUBETgTgCCRv367Uks9SXYylOaq+49JNX9RbMqwzpEpmI0tLzohzUqX9P9IAV68jmrP09om+Js/+H52n32bcGkMNMr2lTSEDCTuB5PA81N+n2l5FhalSZgIckKHB9hTP1D6uw9JvO2+EtpUlhaWndzanVhZSVhCW0fUolIJ8eAfNOmo8LaDwRpYXfXLoZ5j4cK5lKEQAE9h3jcmsuKuteeS0gDHbA9TXPHWrpdedL6dduS4riQ88GO6lPPKiE/8A9qj/AEQhwrNqC5w7jLPzzjQCF8YATnjP5+lX1qfXrmo4rVk1VamjBdcStTrBKSFJOQcEK8ear24dJrIrUsNm1M6jYKliU6606x2tqlHKiSnCgklIKd27ByArBqi+INR4ecCrbTLhRaUkGVpIMjJBhMYgfWkzGgX2l6gi5SkEDpI8wSJ9Zpfo7qZLi9QZWj7ozFQ18uh6NKLoPzBJO5GzHpj0NTKTJU4r+UMc+lU91L6N2jUF9tl3iTJlvutnebehSo7v8t1KVfUCBgZIJB9if3syZqCMmOgx9o2NhC/Gdw81AtVZtlss/hHOYRJTBgKMAkT/AHQCYiCDUybaeU8pZTIJwcbeYHaoF1W0dJvcMzrXJRGmNqClK257iPUH9PFUMuJZ5BlRLm42zPiPYilwYCXEDKFjHn3P2q3Ne9WY0QuWixxJF3uR+kR4yd20nwFHwn9a4x1/I6wjUx1OqyKbQp1bC44XubSjHO/7YPn3qxOCNKvbpr3Tqw2AJTJAJ8hOSDTneezZ3WmDeIHI5GB/cemNx67d6s/T+r02+LdXG5ja32nXC/IbUXCsoBA2g8AbvbA5rmGZfGrhqibqRtfy8V6TuStxeVFOfGB49Sa6X6LdEtV6nj3bWN4u6NN6ckqwua+AkugDaUIBITtyeVkgZ4AJzi2nPg36QvPxxdzITJKdiZaY6dq+CPqSlaRnnzU5tOJ9F4du3mrhzmXAHhExAkg9JGMAkjtWeB9Ga4XfcuNWASv4QmCSneSeUGD5TNPvRzU1onaZt0qJPQ5DcbbdaW2Srsq4Gw58Y+9TjUE56+LdYjLQX1oKHUjB3jH4k59fyqAWH4UZejpy7PoXX9zgNtFKVNzLIXo7iVgqCtwfwfwqGfIOARyMziLpS6aXEOI7OFxejuFa32Ww2VJKSDgqUfp9OCcfpVWaiqw/El6yuA4FHmCdj5SPPynvipvd3mlXNx+JtXwpZzBCh59QB+5qCag6I6dvTqbjIvd4cl7FLYcDYKSoeU7Tg8Yz+lV9qu8T9IFFnnXVSW1hSWpOwoDqMDnB+wGRV5vqbeXb2Y0eO8l1xbqlom5XtwrwD/TyPWuW/ibdTH069MTEloEY70KdeyEAuKAAGT6cVLtF1F/U7hOmXYBSDCYjw5I7+XapToN26+7yXa5QO/LjfP22pnsvXe8ab6kWxVruxjxJ81AnNBsuJLOSVfT9hg/bNdyaJ+IPpEq3NxRqu3vLSkreVJBbcdc9chXgDPjNfMnohc+p9l10zrLT3T+y32IllTJRd1EAgjJUjGdp4HOK6mt/STSvUCxS9a9adFt6YeY2uxodsln5qelZSlKmw3gqClrQhOAVKUrHHGbRudd0/hJltt083SElKlAzgcsyZ8tuuKqr2i2t3f6wp20a5WsJBOObG/T5elQz443G+t+pNKQtAwDfn23FwmWYg7bbBKwSvHleR6+gTmnew/DlYOnWnf4um3y5+orIgpkPvSDtYQfxgpwMA/hByfsKs3pT8PvRnQ2sIut7FcL1InOQiENTLg06uIhSilRLaUjCgpCkEknlKhkkVaV36f6YjXuZfr5qmehi4JUBHiuqX320DyQBlW0KO5IzgJz4ziKaz7TNMu1ps7Zakp7kKBMzKYCVYGJjzx1qEs6Q4yFC5TKlYx0HcedcXv2+5a31LYtf6euBs2mH1PsPsSIJ74cRw4ll0Y3D6hheeM+virCtfTzSBSuQ9cplyuDy965EtSApQAAQk7EjwB5OTycn2snX3Si6aWtkaPa7gqdZoRW9FQU/U22vBVjyFDPPBz/vVaMymUzUgKJAPJ8Gt2OIkX1ty2igpo4OQTvMKO5jzqkuNrK9tdRcZQYaMFONx3B9cfKp5YLQuCgBi2BAA2hQIP8AtTqu1TZIJU0sJOOMZ9c+v5VINMBaYISiRsAwD9IJPHuaelyJBTgznSMY5xwP2pS20kpkCKgSLV8nmUo0t0f1lummb7p/TN8uMp2HdJbduZbWdxCl/SnCvIwcfpUZe+MzQuq77e9PQJ9wiOQJLsWKQApuYELKcpIPGcZ+rjH7VXGrZ707qd01htSHEhzVTBLqRkhKVj6gPsATz7VD+mXwQ6m0+UX7V2t2I9z+YckGDGjd9CEFWQlTpWnKsecJwD4J80ouuMmdJZLl++EqIAQCConecCSAMZwPPpVhcPW+va3p5aspWUrg5jw8o6kjvtPyqdz7Zb7hd371FioDkxwvOqWcqUs+TT9AkSYzSUMsMkgcZPil8LpPcXrc4q235uS/HSVGP8vtUoDyU4Ud36DPoBnyrY6V6yhM/NSnImR9SGEuHuLSMc7cZxz68+4FQRfGenvLUpToCieuM/MVh/gzWGXPEwZ8oP5E0wXG0M3FndeYTKkLTswCEjA9cgA58c1Ien2jtFstwmV6ajXBxx5H+YcmL7ray6rH0hO3CUtlWeCeB65qN6tLsR5EfKkFKeeOD9//AL7Uo0v1E0/aoEfTuokobZW4sfNfLhS2dxJ3JUT5544488+KTaui81xhFnYHKlCCFcvQySoEY6nNTv2c32sMX6tBZdWlKwo+7BIlSRJx35QZ7x1gVq1UP8QdQLmYjbhLT6kNy5KBsDiRsCCpBzjAUolIyQlKSRvOXq1WpxEhSZN0jw0odICnSVqSnOEqCAMnIwTnAByOcVBLBPh6s17cNDWGI7KiSFLfhOjKi1s8qWr0BGMk+v3NS25aTi6f1BH0ut6SqZKjKlNkNFDbpTnchC1DYtYGVFO9JCecEZww6xYp0p4acpwFSUjYTgDJ9MHcVZusaHfWV4m0fYBISFAkxIUJ8tjIjuDUojriWS4vrcMO5Nf6Ti0/5h2cypH4QT9DQyTlOQBt/q3DCmFqCTbLfJdXDtcOMppUdS5b7jqyyonYhSvwjGfA4ySfU01aa03D1BamJ9p1AnY+gOtF1vahbXqoKzzxkj0IHBwc08ytJMy4blielxJ/zDCy8yhRBKU8LKM/iKTjxyDjxUVfXbhzkeMmQFbg4+g+voIAimxf4tKghaIA7UzK1fp7UcprQrukLC+i3yAv5J6NujJLzayU7VAjAKlE7fXjweZUNYX6JDQhu4sRpDaVNJ+TaCEIbOMITn2wPbxVa6chv2nV9ttk51CX2n9zcte7/PsAED1x3Ehat2QeMfYhbrS6XPSs8x5FkuC4yQEpnFgGMpxSFKAK0qy0jKcKcWAlJIyQOaePwyLdbRs/jPMQSZPSSmepk7ZzB2pS9YPPrCbaIO8/v9Kmtuv7d/1BZtNam1hclPXt91tqKJZQFtNtFbi8D2OxI993rSebaIunLXctOaktqozc7sx5F6ish9t8IztU4hwKRu5AIKecY8BOIzpCToG49RoUOTAZd1jFY70VS0vhTTLa8hxGf5akEqJ4884JwcW1ORLv2n7i1e3UPE/NMvDZ9K0nO0EeOAR+33p/1O4srzTLe2cacS8jxFaoHPJBkZPMlMeGcYOKYHXH9NuHGnlBXYA7RG/Y9aY/4s0xYbdbNL6gtQmNNPJQpt9MBvbuBAQl1D4SPACcEAZIwAE0xa/fcuVn04hzWEBh5m2vuTZDk1ag9/ocERex3SVAnYA2lW08DGKg3UWzydS9I7Xd7NJet17MJBTKhrU0sSEt4UFbSNw3oIIPpmnCx2Cyag6bWy6JYS46uKGlulZJUSM5PPk5qLfwhqy5bvnyFqBPKJkg5naMyBG42rCdabA5lIP2qW6c1Up++3V7SbchIuKwtqVKddS266lSQG2khSe2CN5zwCsjPmrk0LrW/RnYFr1a06lFw/lsvPFJW2/zhtRSo5SrGUkndyArnxzfpya7aLRETKX2tiks91GSdxXtQk+w3FHI5q2n7c98hLuzpipbkMtvRlOPKW4FhDZSncr13BzkHP1J44p8s+KbzgjU2H9NdUWcBSVEwsAwoETG2QQJHQinflZ1RjnIwSQDGQcf5muhKK0QnlSYbEhadqnW0rKfYkZxW+vciFhxIWnY5qFkQYr4QQEXh+LJlGyLZ7TZdKcn6znwkY81YNgtki76DS4mC+xcnzko2kFttOeDxyTUNl9N+oFt3MPaIvbCEEgkskjGeeRVs9Fund21DdLfCv1mvsWKk5W8iKralGODknFQdWgMOLKOTfrVhW/GurNohT5IA2qtbJN1Dpu9NGTaJvy6jhSg0r6Tn8vFdKdPE6u1NITGsdqkyMAYISdufuaSap6RabTdd1ib1dJQlZ3lyG8gLOft6ftXUPw2aBkaftoMWO8gvJ3uPTUK3pHsArxSC79n+naktIfUZG8dajt/qjl24q4I3pf0l6GXO3zmNQ62uDSnUKDjcNCsnd6Z+1XhqH5JlqHJl5AjvhxASP6gDit1stEaEpUjud59fClk5wPYD0pk6kSDGszDgOMyAP7GuuuWTHAnC95caIgJWhPNJzKhAk/42pqtUfi7lKFf1HpSr/GETONhx6VQ3WCwy7/qSc9cGY95j3MxXbJD+WR3I77ZCXgon8beCHcqI24Vgp+kiZszirHNIpFjv+olyd0xDFvjLC0upG10AjGEnGQpKwFJUPpIJSoep8qXntH4h4wKbPUuVaEEuQkcpHKCZnOAJnYkSJAJqWWtijTnPeoMdM/vvVe9O9B6h78TSUJ+XNGGxNkTpCXRsSkJSoKQhIADaUFDgBDhCkrAUQRYDcF19iZpeDqJgSra+Y6VtKS4lLiFBSkODn04KSOArxnFSvSaoOmItwlMpwmLDekqyeVFIKz+XqcDivkd0P8Aiov/AE/1vqTXeqJ0uXadb6hemXFtslSozi3ClL7afJKUgBSRgqSkDyBUr0vgq14q4S/jlsgqui6rlBOFBPSBidyPLw9oX2qbvWb5y2ZA5W2y4fRMf5gCvqEzYLTDgx9LIuynpDbjqmXHVlXZJO8spVjwAoBIPO0eTiueviMtvWi1usxunLtv/hVzW2xJlqB78FalBKvp8EEEEKz5yCOBm8NL3vSurmIeq7T/AJt2TFbWzFYWOzJxtW0/tIGFJAwFZ+kKIOTispMROsolxVLtoS8yspc3ryy8z5RtVgbVpxylWFJV542mqy0/UU6Re+9dYnlPjC8woneJHX1HfcwosrhVo+FLJgETt3zVe9PtA2az26JDDJWpxLTy5ihud7u3BKweSokHg8DJzWqV0rZ1/qhu3SEvJhN5cmyQ0EKUjOMBXqo+B6cE4wKdWA5DvqS6iW1EUouOymllKGgpQBU8B+EBJxu8YycjBxNbB1C0PHvM/Tdums9q2BZuFwelspQ08kNkIWFLC+Uupwvbs+nG7OAXbUbm6sGBd2553lgqkEHlGBmCQDOwMGf6afneJ3W3XHrVSivbIIg9xIziIjFVh1GisWy5PaZagXCwadtzDky3tw97jkt2IlhLoQyG3AGlplhOAhQV23lLQchQ2wbjqK1Wx7/FF6EyS0rtvx3IhYRHSgHYpRypSFuAH6xuaUQUgpyKsvXf8Gu7iY120/HnSoK237Y+h1ClJWv0BUkhtZ24SF/y1nYN2SQK76vaYuFx6fXJLCpNx1GspdjxYi9oV9Q3ITu5RvwlSkFRSCkY8ZK3hXSbvixtFuy38IJWowfMQcmVDfIPN2ANM+n3DTjzbd4vlStQBUfM5Jn7k1ZemJo1HpyOu1XFqSQhDsYKO1pbYUMpWAPUZScg49BkUtetTDsWPbWZi5cqG2rtyHVcltJH05AwogKSCrz6k54rl7oFN6l6P1FP0hreEYkZuCi5xUOOBYbJd7a0FQOBnIykf9TnpqFM03GS7qRhC0uvrbcfaS4otsOf6ZcVjhAIUN2RjCd2MgmmLivhq54Wviw6lQnxIjqT0PbrPn6ijV7RqxvFos3Q62DhScgznceufOqC67Rpminv8YR7fE+RkRixhKS0IrhI3K3AYAVwfzBArjPqf1Msl9vcHTbQQtsuJU+pT5eyhA+kEnjJ5r6W690vaOouj59ouiEy4FwbUxNQnA+XeGCCPyyCDzkYOSFDPzq0X8DXU3VHVy6xLk2m1aYsruJd1lEtIUgHcEsqIwtS0YwoAhIVlWDhJtXgLWdHurR2+1NwNusDxSYnoCB1MnYDJM/1Cpdp3FrdvpotnTDhITOfh6/Mee8zvNdVfB5oKHftIpusmAn+GNrKG9yeHMc7R/1NXZ1Wbl2ZyLqGfL36UjRzHmQ2Im6RFeySzKYWgdzduCGtg4+sH0NRi09Q7D07jaYsemrfFt+jWFKtTTBdbXIddEV54KDnc7YHdZ7O4qIcdcV9Q25M5uWqpEuOzLtSZgclMhD9sfaQh+O6pOUpCjlDbvOAFktrO3ChnKqk1h+9vdY/GqR/LWTypJyASREwQleJkTymJ7VFNZ1V3VL9VyZCZwD0Hn5nc1UWj9PHTgW9JtbJudxX89JQ9KW8IS5G99yOduQx9a1KDiQWlqChhBKRV1afeiyobUNKo8tbCi5EU+B9BwfGRnIyfHv6Cq5u1nfsNyagzUNpdQzkBAwhtKsZDYPKEHYk9vJSk8DgCnOLPhRglxqT23UjOfQkeh9x9qW6tZOXC1t3CYdGckiD2ift8ppU9pxuLVLqDJORHaplHt1yvUSa5eylCVlK46nDgx1JJS43wAMApyFYOQrOSAAOXervT24aQ1K1coKVLtU9e4bE/wD47gP1IOPQ+R+o9K6YVKmawiNCLc3Wl5AeRGWGlxzuSUPIJCgspKeUnghRHphWrVtptuo4b9scksyZao4XKS3sO3H09xCSfRQPOD4IJ4xSDQNZOj3suCG1YUlM+ECADn6+fzqC8QaGNbtTbLhKxlJP9J7HyPX5Gqi0vNUmI4lZwBtOSeMFIrHUWrYlsirSmW2qQ4NraErCjuPA/X7Vyx1f6qdZdH9Q3ultq0Gt+a8Qm2FuI5IM9Kl4Q41tIyCOMAZByDjFdMdGdIWbQmnbHrrrBalydcIUt1cCEtx1NtCVISt15sq7bamwtJJJPKgEb1FOb51u6GiaWi+50q96JbSDKlzmQAIAH9SiYHrANV/8OdRD4bccRE5IJJG3SB8pp/gaKl9OdLI13d4UiVrJ/vKtMVCwEQk9pa3A6TlG3tIWpZPIA2o+rBLamVqixavlwrGtiU9cFGdebquU0+tJQ8p1KSj8RHyziWwhCd7YQgbQlaXD0Bf5tnm2mTEltGfbZQegzVRlbyykoUlYUEnd7pO3KgT4xkiltaSm9D6Wbbh22+Xq2x5KUofH8x9SMBKVKf8AKSlG5TTzZKCApC0hXJpXRby64hfLamud5ZIgiRG4HklG/KcSeZRIq5NBsbfSGEWdsmEj6k9ye5p40/1Fsw1bGskuZDg3KYwp+NGZXuLiAkFSkrH0utrytSV8HhQKQpJxYrenbUi4tagauUtA7nea/wA064tRKQhbeCpQU2oJSdmMbhuGFfVVDQb5oHU2obferfoJ2BNdWAHctrc7pP49wSNpJJJ9MqPiresc1Ke9Z7409AXITvbWtQ7zBCspIJyD9SQoZ4yOQeRT3xlwNc8P2qL5g87ccqymcT9MdBOd5yaXOh1S1c+D0HXl895O+3SkOttFW/UFsE+3FopfT3oqVKwSccpJPjP38HzjFcg6y1Yw/cl6d0vb1ynnV9hf0EqU7uwEoB588fcmu3FzrFHkr0nDhvRkPOlbrpbUEtvObSk7eCkLUv8AEkBIUFA4JGYzpnphoXT+qrlqYaQiO35AXJabIz3nSk5KAo7AT+Xkk1y4R4rttHacTeggAczfUmcR5TMyTAEk7inDhkaRo2rniC7ZU5cNpIbAIAkgjmV12MT0G42j3oH0ngdKLE3Duq2ndV3dkSbgrcCpCQeGkc/gSVYyPxHJ8AAb+strhTbRIj6gtTnyJCVtSUvqZSHRuOxTqRuYBA2FZ+kpcKSecFra1jer7f39PTdMz20MqW6xPLbVucioDO9JQHHlSEAFDid62+0olCcoGaV6ol6iukZmPa2brcOw2hxRdUCskIGVFQ2gFShylPcaUArG0ikQ0pWqa0h63eW7cOEKOIAG8ghRKQBiCMAVye1G6v79V9eqBUsyT+QHYDYDoKifTfWOn7ZrCPa9TzPlmpKkxmEuq7XbeThLQDWSlBwgJJaPbUTuAGau/UVy0Hp5Sr2uK9OuC2w6GGVFx0AJKN6G8+VbkoJSOcoBPAqoNCWKD89AOstC2WPJlOhMJpEVpxcVaUuOArVk7V4ZVhKRx6kHgSzU9ljX/UFvvjEhaVM2qVDVGbQQ48p4x3W8rCgUFDjbJBGeV+RTtxHfaLp9wnTtOQl2UnncUgEz/agjcEjEghJ6kbM7ibl55Tl0QM4CSYjzn8+tLpf+Gtc6ah3BpuGh9p5UxhyM+28IslpwBaStBKSoHKVJBPgj0rT1Btl7dcQ3YLkh92YtuOmIlJyh1RAbPdaSpTSSrIJWhaPQ7RkHO02GEm3vGBEejRorzsqO0QsIWtSineSo5KiELUQecuEnnGX3p3ATftYQ1ykRyizoU+wlCG07U+AQMLWDuUASFIB2/hxUb4a05Or6oxpiOYlToABjwpUfFMg5AAODiCcmu4eVaINwD8M/6qWJ6e6R0Jphty12OA1cUR2Ij09EZtD74SvcrcpKR5VuOAAPq4AqEQnFz7bcW2wcvTFoH/tA/wClWn1Cy5aY0NtYSuRKSkZOM4So/wDaq+YjRrPFkhSQ2Ge5grP4nMnJJH6/2q7fadYouNeatEkIYbbbb9JKjgeSf071CmkquHC64dzk+ZqkulslVx0Hcoc5Ak/wi/XeCtAVtykSXFtj7fQtI/SkPSi8Ikxr5ppEdDDaJLrsZgeG0hRBA+wG396S9Crtu1ZrSwL4ZnSVXmOPQ7lqS5/ZSKbGJP8AgXqo4pasR5E5AIx4beAQR/7wk/rVcahbBT1zbt/CfGn9+c0muU+6c5Enw1KI6JUK8pt7zJUhxwON7gccq4I/JQ/tV1WrSKpsoMRlDfKYbjOBCCUNNpCd53eAeFfc7hUX1XapKtOQLvHZXut0hbiVBOB2yck5/QH9K6IsaoUi0xJkJhDbUllDyQkeikg/9amPCHs5TxRdtKvneVtCUOFIGVhW48hKYPXIjenZm7c01j3YzzQR5Y/1SlDyUJCcYAGAMVl30VkppCvIrH5dHvXrQctMfjFcmX2S3LivtS4ER5opwW1tApUPYinfS6WWoEGLHisMsrZGENthIQB6Jx4FFFfP/UOIdXWpTirtwqBwfeKkfOauxyytUW3hbSPkO3pT2qVIYlsdtzAQ4DgJGD9jxyKafilYnWnTELUtov10gvOtNxnI8eRsjrSrkkoA8/fNFFXZ7KtTvr+0vVXby3CPdZUoq79yag/EbDTQZ5EgfFsBSH4Rtfaouzl3tV0uKpUdmMl9sO5JSscZBz6+v5VLtZdQL5edSr0rKaiJhswkTkqbbUHO5vKeSVEYx9qKKmHtCedHDrqAowW3JE4OU70m4cbQq6JUAY28qwjLVnzUus6j/Bbj+SP96KK8jcOf9ev/ANp7/wCldSHUfgHqPzFVP11ut8g2mwwrLfp1q/il4ahSnYakpW4wtC9yDuSoYOOeKqHWPRHpH0EscJvQ3T6zvSn5TX+euzRmvNlxX1KQHCW0nng7OKKK9DeyVak8HSkxCnCPXGahuv3T9oHFW6yglIB5SRIJ2Mbjy2qUaJvFwfavU+VIW89FY77RUojYsAAEbSCMew4pHd+sWrHJE+1PNwnGYjaXGyUOBW7bnJwsA8+pGfXzzRRUU1Kzt37ZNw62lSys+IgE/EOpzSfg64dcu2WlqJTzDBJjftXN+pfja6qL1bK009pzSL0Zh5UUOOw5C3Vt52kKUp87uCRyK7TiafscnRek9fP2iIu8ykl1LxaBEZTqQXCyP/DKihJJHJIBPPNFFPunaVYfw8q9wiYH9Keu/Tr1p3auXvxC085jmPU9zUkajx4sNtUdhCOFEYH4d3Kse2TyceT5qo+suvtQ6ehxUWl1lgOrIVhvzjketFFWtp9szZ2YbtkBCcYSABmOgpvYWp15RcM775rn/UOrb/qa7ITdJ61IDaTsQdqSVAEkj19P2ronpLeLnbLQlLMxxaGHEsIQ4dwDYAwn8qKKrnitpu8trn8SkLiY5hMek16b1+1Yb4UtUoQAORBwBuQJPqepq0Xbm+WITCG2W44GEsIbAaSlA4SE+McAYPjHGKRXNppNxTaUpUmJIKXVNocWjatKgpKklJBSQQCCCPFFFeerdtAWIA2J+Y2NUyQAQB50WDRFitlxeEFt5tyQ980p4ub3d+VHIWrKsnuKBVneQcbscVPtM2W3QJLxjsJy2pSWyQDsCsFQT7ZPJ9zycmiirR9nLLb90t91IUsbKIkjHQ70z62pQQAD2qGdeYESHYU6jYZCZ0dxttK/dClgFJHqOaou43ucFBKVJA+woopBxGhJ1VwkdTVocEfzNNRz5gkZ+VII2vdQ2GWlcJ5pSAeWnUbkKz7jP+1W7ovWk27BM+Ra7aiQpallxtpSTuKcEgbsAkecDnAzmiio7rbDQswsJE7TGY7Up4ttmEJStKACRvAmpWxFYe33oNhqYkrb7rYAJCgCr8s8eMeBUXc0jbw5I09OkybjGfa3SVy+2t2SO2kBLqwkFYylKueSpIJJ9SimVnwW61pwQTB7RMR6dO1V4sAqHzqb2rT1tkWtc2QlxxWUApKzhSkkELVjlSgTkEk4PIwea2uvvsXRNvadIjOJ3Ka2pIyck+Rnk0UV6F9mdsyzo6LhtAC1EAqAAJHYnc0g+JxYVkCf0p0iWi22dpUmDCZQtXJPbH/QVsBYv8R1FxhR17UnaoI+pP5E+KKKuRDLbrKmXEgpIyCJB9RtTM6o8/NOZ3rQ7AEWIstyXypDe1CiRuSPscZ/Q00MtMyCgOspUsK3B3neD77vNFFUtqGg6U08fd2rYz0QkfpTslahkGnO82KF/C3pL635Hy6S8lt5zckrAyCfXg+MEUnhXGRJafYwlttp5bQQ2CAQPUnyT7k0UVWvH7SNJsynTwGgtXKrkHLzJyYPLEjyOK6s+NXizFVq1b4YtsxQYSFG+OuNkDBZUuZJClN/8JKVrTnzhah6mrWsmnrc43FcPdSsDeVJXgqJSBzj7AD8gB6UUVjgq2ZunXQ+gK8UZAOCBIz0rNypSU4NKL/aI0Vxh6O4+hfc5PdKsgjkfVnjj0p60wy1a321wmkIL5CHDj8Qz/8AuiirN0W0t7LXkG2bSiCn4QB37etM1w4tbEKM4pP1f+uJAZV+FRcUce+UVWshxw9PC6pxallL+VKOT+NfrRRUV9pmeLryezf/AME0ws/EfT9RVFaHH8O6naU+UJR8/a5TUj/nTgKwf1SD+lJ+ubSYyLjcGlKEhEBxaXPUKTgpUPuDg0UUwn/r7bzH/wCjSi6ALqR5CrocvFzm9OonzMx1aXG46Skq4wVAH+1Xr0nlPTOntldfVuUlgtg/8qFqSP7AUUVY/sVcWrU3gok/y1fZSI+lJ1klOal1FFFeka5V/9k=" 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To ensure that a conventional nozzle with a fixed opening to operate at the right nozzle pressure of 100 psi, the proper gpm flow should be supplied. For example, a selectable gallonage nozzle with settings of 30, 60, 95 and 125 gpm will only deliver those flows of 100 psi of nozzle pressure. You can find two possible results when the conventional nozzle is not given the rated or selected flow. First, inadequate flow offers a weak, ineffective stream that does not reach the seat of the fire. Second, too much water flow creates excessive nozzle pressure making the hose line more difficult to handle and potentially jeopardizing the safety of the nozzle crew. Having an automatic nozzle, the discharge orifice continually adjusts based on the flow to the nozzle. This sets the flow being supplied to the proper nozzle pressure and correct velocity for maximum extinguishing capability. 2. HOW DOES A COMPUTERIZED NOZZLE WORK? The automatic nozzle runs on the principle very similar to that of a pumper relief valve. A highly dependable spring, connected to the baffle that forms the discharge orifice, is balanced against the water pressure in the nozzle. The pressure-control spring senses any increase or reduction in pressure within the nozzle. After that it moves the baffle in or out to keep a particular tip size necessary to keep the nozzle pressure at 100 psi. In place, the nozzle is continually changing tip size to match the water being supplied at that moment. 3. WHAT PRESSURE SHOULD BE PUMPED TO AUTOMATIC NOZZLES? Automatic nozzles greatly simplify pump operation. Since automatic nozzles are created to operate at 100 psi nozzle pressure, this becomes the minimum starting point for any operation. The essential formula for calculating pump discharge pressure is PDP = NP + TPL ? PDP is the pump discharge pressure, NP is the nozzle pressure and TPL may be the total pressure loss (that's hose line friction loss plus apparatus friction loss plus elevation pressure). Having an automatic, the nozzle pressure will remain constant and the formula could be rewritten as: PDP = 100 + TPL. So, for a 200-foot pre-connected 1 3/4-inch hose, what pump pressure will be required to flow 150 gpm? Friction loss in 1 3/4-inch hose for 150 gpm is approximately 28 psi per 100 feet of hose. The solution: PDP = 100 + (2 x 28); PDP = 100 + 56; PDP = 156. To flow 150 gpm in this scenario, a pump discharge pressure of 156 psi is required. The required pump pressure will change with regards to the friction loss produced, the amount of flow desired, and the length and size of the hose lay. The advantage of utilizing an automatic nozzle is that any flow could be delivered by the pump operator and still be controlled by the nozzle operator. 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