["","","34 Strong Articles","K;swrretyys.e.yyyts.....z3[cCK(KST~~}T~~cC)K[CK(KXCCEEC#CCcCEEE3CCcCCCCCc(hB.S}T~~}T~~","Muscle."," A man lifts a heavy weight. This does not make his muscles grow. But exercise-induced damage (from the tension) occurs. And a process of vascular repair (and growth) then begins.","A scientific explanation."," I researched the cellular structure of muscles. I developed an idea of how and why muscles grow bigger. Here is my knowledge.","Some background."," This is boring stuff, but pay attention. A muscle cell (a myofiber) is part of a bundle called a fascicle. The structure of these cells determine how they work and grow. ","Note: ","You guys don't believe me, but this is important. It will help us understand how to get bigger muscles.","Bundles of individual muscle cells (each muscle cell is referred to as a fiber) are called fascicles. Each cell or fiber has a complex structure that relates to specialized functions like contractile properties, metabolic provision of energy, and regulation of protein synthesis.","Skeletal Muscle","A vascular network."," The word vascular refers to blood vessels (veins). A muscle has a vascular network to supply oxygen and chemicals. These are necessary for repair and growth. ","Within each muscle of the body there is a vascular network that permits the muscle fibers to obtain oxygen and chemical substrates for energy transduction.","Skeletal Muscle","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","9180592904","data-ad-format","auto","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","9180592904","data-ad-format","auto","Some thoughts."," Consider a \"vascular network.\" When we exercise, this network is responsible for \"fueling\" the muscles and repairing them. ","And: ","This process, the repairing process, is when growth occurs. So we want to optimize the vascular network for efficiency.","Metabolic hypothesis."," Scientists do not know how exactly muscles grow. But they have a guess. Lifting weights causes the muscle cells to \"work\" and muscle metabolism starts. ","The metabolic hypothesis of local blood flow control proposes that products of tissue metabolism regulate VSM tone, providing a mechanism to match blood flow to tissue nutritional requirements.","Skeletal Muscle Circulation","Metabolites."," We lift a barbell. Muscles do work and they release metabolites into the spaces between our cells. These metabolites \"open up\" our blood vessels (called \"arterioles\"). ","And: ","Blood flow increases. The work we do with our muscles leads to them being supplied with nutrients from the blood.","Thus, as muscle metabolism increases with exercise, there is a proportional release of vasodilator metabolites into the interstitial spaces, which in turn act on resistance arteries and especially arterioles to produce vasodilation and increase blood flow. The increase in blood flow associated with elevated tissue activity is often referred to as active or functional hyperemia.","Skeletal Muscle Circulation","Microinjury."," Let's take a step back. Working out is a microinjury. Basically we are damaging our bodies by lifting weights. But other kinds of injuries are not the same. ","To distinguish the injury processes known as exercise-induced delayed muscle damage from the more severe forms of soft tissue injury, such as crush injury, its pathology has been referred to simply as microinjury.","Oxidative Stress in Skeletal Muscle","Tea, coffee."," Muscles grow after lifting because they release chemicals when work occurs. These chemicals increase blood flow to the muscles. We then get size increases because of this. ","So: ","Consider this. Blood flow to the muscles is essential for cellular repair and growth. Things that improve blood flow will help growth.","Tip: ","Tea and coffee may help improve blood flow. So that could explain why tea and coffee are beneficial to bodybuilders.","Tea ","tea","Coffee ","coffee","Note: ","Clean air (which helps the circulatory system) or even sexual activity may help increase muscle repair. Blood flow increases.","Rest, repair."," After a heavy workout, the repair stage (where the aterioles supply more blood to help cells repair) will benefit from rest. ","Rest: ","After a heavy workout, excessive exercise (like running) will just cause harm. Rest and inactivity is probably best for cell repair.","So: ","A bodybuilder should be sedentary (no exercise) as his muscles repair for 1-2 days after a workout.","Nutrition, repair."," This is getting complicated. But things with adequate protein will supply muscle cells with the materials (amino acids) needed to grow. ","Diet: ","High-protein foods, like milk, whey and eggs should be consumed during the repair stages to optimize growth.","Milk ","milk","Whey ","whey","Eggs ","eggs","Microinjury, notes."," A workout should cause a maximum amount of microinjury to start the cascade of muscle changes. We want optimal vasodilation in a workout. ","Tip: ","Deadlifts and squats are likely the best way to get optimal injury to your cells.","Note: ","After a good workout, you should feel like your body is damaged (not injured). This could be a part of a repair process.","Ideal workout."," After doing this research, I have changed my ideas about the ideal workout plan. This is a whole new bodybuilding lifestyle. ","Day 1: ","Perform deadlifts or squats. Only 1 to 5 repetitions are needed if you go heavy enough. Do no other lifting.","Day 1, diet: ","Eat 15 to 40 eggs, or most of a gallon of regular milk. Eat a normal diet (including Pop-Tarts) in addition to this.","Day 1, supplements: ","Drink 3 cups of green tea. Drink 2 cups of coffee. Caffeine increases blood supply to your muscles.","Day 2: ","Do nothing requiring physical exercise. Continue diet and supplements from Day 1 (but eat less, if you are not hungry).","Day 3: ","Return to Day 1. If you cannot do deadlifts or squats at a weight close to your maximum, do nothing again.","Ideal workout, theory."," A single lift (like deadlifts or squats) should provide enough microinjury to start the growth process. Diet, repair, and blood supply is optimized.","Ideal workout, curls."," This workout has just 1 lift (deadlifts or squats). It has no curls or presses or anything. The idea is to cause cellular injury, not spend hours lifting weights.","Isometrics."," Suppose you are strong from lifting for 5 or more years. Try isometrics. Here you try to lift things that are too heavy to even move. It looks crazy but can make you huge. ","Isometrics ","isometric","For max gains,"," seek max cellular microinjury. A single lift, like a deadlift with 400 pounds, can do this. Rest, blood supply, and diet can repair this microinjury with hypertrophy. 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?uz9B/+HYGt/vXfphfGDMOXTRp/R7wJKSqLCledqeeVNSNiolXathCdWdtQKTrq470xpaSzVKXfyzxdoKeSbRT5CR7aw5E7TA/bEKLSg6RXZ9kVFnJNyg6JOArG1GVRlIrWv0Qie14ybuwwjnLQnPCLkq1ZUwttI/GNYhLasAcMa76ZbonXPV21PT91Oe0Fbcs+Yk9TaOrfcbcUrnTN7YCgANilNo+yDzhASnJ9o/PW6mRcmbTW+0rWPMKmGiClJF4GjQqNoA0Ncd0Vu+bt/wBtvB3Ldre0+X0q2ONnOY2uwp6VVc4Rjei34edNTMrfk13VX6JwPVHE9KLJtJllD7N8+K+1XHIaxMQ0IWhNGetAKx5u34nfhX2R2Qi867JYrImz0ab17DzqjAdh96R0uWRC35pOpVtHLDADfXGsOQizZU4XJ9V0nLK8KHr7Y52or6St03aqwoTUnH3oYASZCmShVM86Vyg6mevHD0sK+4hcgR@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?gDBOXrTRzRvTOUlPDNpyCHLPStTUpZkpM3quOCpU8CrHK7lSAmZK5UOi1LukOkC2fG1fgKzLuIHxaVphXhD24EM/yrfz/pR/VsyzUDHPAIxrBtQHnTlnW25Mstz9nuq1Ewm+m+BWlcUqAwBBqDThHlT8k30lr4lv8AJhaE48+6pSyO7KEaNWvE55wyJK7d0ANzW7XDjwhlk;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.amkS0PHsx2xmaPf3xUSRjvjHsi0kuMACVJ520fjD6YmTS13Le4hKJTYSE4bhSOZ6teiIWhLqpgOpC6SzpooVxDaiD7B6ophND2OPFi0QWNAo3GLpMXwC+gUHjjCBlJqXJdtW5YfVNtfQRHLb+bEr3y5fhrE8kc8dywcWR6zHRJ5hi75ndGakbpN+9+1U+lJvD1oIPswjS2l47sN5xqbbS04tCcTsqIFbqvtPrMey55HWlf4/2tNg9YAhlF6L+5iQn78Jo3R+5asQP5RqMzel4FBAH:Z$/9j/2wCE?gGBgYGBggGBggMCAcIDA4KCAgKDhANDQ4NDRARDA4NDQ4MEQ8SExQTEg8YGBoaGBgjIiIiIycnJycnJycnJycB.gI.oJCw@Cw4LDQsOEQ4ODg4REw0NDg0NExgRDw8PDxEYFhcUFBQXFhoaGBgaGiEhICEhJycnJycnJycnJ:BABEIAKoA6AMAIgABEQECEQH/xACZ?ABBQEBAQ)))?AQIDBAYFBwgQ?EDAgIFBwULCgUEAwE?AI?QMEBRESBhMhIjEUIzJBUWGRB0JxgbEVJCUzUmJyc4KSoTRDU1STsrPB0dIWJoOi4URjw/FFo8LwEQACAQIEBAQEBAc))?QIDEQQSITEiMkFRE2FxgQUzwfBCYpGhI0NygpKx4f/a?wD?ABAQIBAD8A45SSa0988cxec/a/epQOTB98/vP/AFUZM2tk+m/tdSgzLluRdFc5cH3y8X/qoTOXB+cP7z8PFTkz4Oqx44e1InpqKR2g5dXU84eGvPzn7B712ojkw6Zfef8AquJZvi6nb+fPZ6hXbBtjbE6QxItURnyun5wvjB637fSti0hfKfxdY+iH33T/AFg+1ameeClhkqqmQYIIm52Y3wEO9Ry/XUkWxO57el+Locy2bz+L/wBVi5/KvRmcFDo1o4V1PKwHVVLaoTP5giJmX2sF0rZ5Q4M2r0t0bKyh+uBCc8H+puiYp/hWfMripSeqhJrukzRZy2bz+LprmePF/F10Rr9FZYgljqrecUgtkMCHKQ+KQqvRn9YovvCpFh5W5luNdRdTnsZbd5/F0Zz+U/i6vco0dx+PpPvj/ck11h/T037Rv7kqw877/sNc4/bKeJfKfxdRm59r+Lroidj/AE1P+1b+5IT2X9LB+1b+5SLDyEzx7/6OQ+f5T+Lopc/L6HefLymLrf5S6mps3y4v2rf3KKWKginoeTGGflcPRPN57dWKbVoSVOWvTzEjJOSPREJEqulUEIQgAQhCABCEIAEIQgAQhCAPAjsY6w8sxdN/N6sX71MFhbB+ff7jf1S+482tL4Uqek/mxdr/ADVYG0ntzV9T/wDX/aqOSPYtXZCVhHLhykv2f/KryaPhhu1BbPmYfhiul7mbN6sn8Rw9iZJawLHNUT4ccWPD+SMkewZmZmip2oyqoc2bnzLhh1MumHRZuxUoYGhmqQEiPnj6b447GVwO7;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;b5TaR3yOmijCljt0NfVZBEBafONOEx8N5sWDuTLvux1lcxuiFd5QtNLt7kWati1wx66aSaO?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?ZVpLXL3HR2ZSt+HLICJ93WN4rXFbZK6N4zjcQyPqyJuJ9uC0Fn0RtNoyy5OU1f6zMzYs/XkHgPqXUqIWJOWHqLibS8tySnVjGae9nddjycrcUEpwm2XK6la3MTjszbW2dy199tzHlqAHuJUKKh1htu7B2+hT+HFo6Pj5oqVzi1NFyeACy4Bi/VjxVaOYKYKsDH8pgKEfmuTs7O7dmxekUtDETNnFuxsW6vQuRedDxmAp7S7Rzfqx/Fk/zX81/wVrB1snBNWhe5yMdDxJ+JF8VrNenY86nmIKc6YeibsZfZ4Ms+DOctZmf/AKOp7vMWkrYypJpKSpAoZ4+nEbbzfydu9tix92w39vdsfxXUq60m1s9n3OZTTU7NWa6MwVd+UfZZJGCnrh98+pkRAuWWyWKNbzyZB/mMfq2/ixrHQx8Fu/JxH/mAfq: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?ydgjBOZk9Ia2KycyME5mTkMbBmT@UoxghCEoh4VMEMkr52fpPtZ+9LqKfHoP4qMZHIiM2cWzPulsLDHZm71Ni3m8FzmWhpQU+Xovj1bXXWsU2Zhjx6m68cVyifYwp1BPqWinzc5Gbxzh14Pw2KGpfKi7gXrNeSNbdZ3orXLVBvaocS7V5jQVEvu/NVYvmqAE5O98zsvUI5YKqmeGYWkjmDIYfNw/BYmOxSW2+PDi5wZfesnWUbvjgXzh4OkhNrhLeWTnHTS7cu+xqaC7PkYcuUsep12YLkxda4nIGyNIP/pPEXiYRB3zcFNGUSKUE3odyeuyu23r4Y9SqSXNhN+3HB39KqOxyBvtvg+wnb;Z+ZZ+bI8yXMIoLqXGu0nymyv2vtb1Ln11XyosMz5cPxXGnq5OUsMcRsOPoZdWmpDOFyw29qVu4/KlqZXW6k5KnDeiqykHbw2sJeIr0C2Vb1dOxYtw7VgjpZeWVNuBsxySNqvRM23HubDa631DTRWyhCnDeyCzZ+3vUuMnFRoOOrcHdL8rK2GUlPEQkv5t4/3bma04w9w7hnf80+X0s7LyWjHNHnx9K9N02qHqbbcI8WyQwOZd5OQ4LyulnMBy7ME3DLg9yPH/Mh/T9TtU58FstCy+EC+iH8QVhKaTgtroSfwiXoj/iCn1eQrU3xI9zSJyFLYS4iVmSslZ.jYuCczIZk5k9IY2KlZkMyVKNbFQhCUQEJUIEPASepKaTV6rDMXTNxLDHrwZ2UjBXfJhx6+cf+irSG/KX7MSx8VMJMucWiR4qzByyQP3ax2w/2qkcksZGZM2bonkfML4dEsevBWDJv/arSef6W/FN3JKVRwmpRNRZq0JRba/DF+511quJp4x/SR70f829awNouLRE+19x3F8Op1s6KtGURzG3BRypN+q1OvCSklNdToRzDJT5hduHgmREPSw2Lh11TLbax/wBWn+L7j84P5siG6uPAdnHFn7U6Eb2fsE6fVdTvVs7UtKc4i8hRs5ZBbFyw7G61y7PefdNjjqIJYSzNk1gEDFs81iwdWKe6QiOaZ247B70kl2Cpcjxfdfcxbb2KZxsQ2fb3JnpYtZmFi7cvVirrGEUD8Me5cV68selxfD0Ln3O8Hq+R0rZ6mbCOPvM3ypMqT/6OyttJl60UzVVzq73huiz0lL3sL4zSfe3W9a6lwqGGJ9u3DrS0tPHbqGOnDDmQYPpF/wA7VltJL1HTwSb2bKz+L9ShjFyn1HSlFNvZLW/oYrTK9f8AxsJb8zsVT3Bjuh632rLxm+xUq2oOouEs0pb8j5v+FNGfBdCMMsTi1qzq1HN7bL0OpDI+sb0Lb6CyP7pH/p/xGXn0Uu+/oZbfQGX4Rk9MP76jrckhKfMj6IQnowU9hlxrJzMhOZFhGwwTmZJgnJw1sEqEJRASoQgQEIQgD55ldte/pL2upRPg3iq0pc+/pL2qUcVz2WiSYmy5lWI9pen2cU+U3wfaoSJsSx7XbFNHWRyYJTjmP6wvatNaq8N3K+zvWVF9+T6Ze1TjPU0mWeEc44vrIuDl6O9KlKTaXQnw+J8Gyk24tv2PRpoIrtRnQzYhnbPHKPEDHomsUVxltlVJQXNxinhfKex8H29MdmGBLTWCuirKUK2lkzh0T6ib5hN1Pgu/WWi33topKjHWRtuyBhmcfkF2skWSE+JPLLtudCpVllvSad9VfYw43mhMco1Uf32TWuVNCD++gLb5ruX7rOtiWh9riApNaUYCz5jwF/5LnvQ2oDEKevo5PrJMvBvpbVMlSaupSsrX0K3iYp3tTi/R6fuZOo0hLoUoSyn80Hw2/TwXa0Nop6iU79cY3HU4w0UWbN1c5IT/AO1l26bR2muVOM8NZEcOL87TR/JfeESLN4sunWxRUlO0MDZBjZso9jdTJtR02lClr9BaLrOb8ZqK2yrv5nNutzeOMtvV4Lze51pVUNyIm3dRuftQxdde43Jq2plpw+Lh6Zdp/J9TLOVTtyS6fUDx+uBWsNh+DPLS2lipjsVxeBDbeT+hiag/fRepShKqdWT8pP0t7EDK+CdYonQCfffb1Mt15Ops9yk+nB++vNGk5x/Qy3vkzk+EJfraf2koMQv4ciSk+OJ9VLPXPTjRGz1j2+5XengqhffizOWT6eRiYftLSLE6W3az0w1mitst0dzv96iPNboYxy84OXlFcfmB15i27NisEaZsYzjmjCWIhkjkFiAxdiEhdukL8HZ2T1xNDLJUaOaL2yyVcuuqKOFglkHHLmxz4D3Dm2LOaYaXaS6M6XaP0GWg/wAO3qojp5KyojlaWE2JtZHrBmyYmPQJww7eDugLm/SrJ0F/vFXpdfqHPR/4essUOaSOOTlOvli1hwlJrdXjHg5PgHAhbtWWtXlBvekOj1fpXbq+3U3Jzm5Ho/NERzyR0+9q5ZRnEtbL5uSPDayBD1VKspX6QjPYLXdvdaHRoLjHHJ79jE588oDzEQymA5xIt7cL+a4OiemtxqNPbloTXXGnvEFPS8rpblBE0UmbGPPTzDHjHmFpNrt2dTpQsekoXm56V6cVent40LttPQclo4IqiK5E0sRwhLqz5zenGU94hHdFsd7huq/edLLlatMwtVxnp7Po/wAl1tNc6qEijqKnNl1BT62OOPLxwfa/ggLG5QqFpmuNRTHNceTZjlk5NyMykj5Pm5nMZs2Y8vSdmwQgQ8Bkf3z9ova6kzPs9aunDDrvix6R9TdqlKGHH4sfBlQLRyzfcf0fioDLeL1exl2ihh1b82PgyrlDDrPix+6yY9mKjK5mxl7c5bV08jakQFvNbY/ayRoYdYfNj036m7VoqaCDJ8UH3WVnDWzMjn9TL0lXU2Kr5TGxFTGTcspx/fH5w/iy3NrvgiAFrWyYNlLDddn4O3qXErIIc5Nqx2/NbsUVhAHtUjZWdg@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%iVBORw0KG;)NSUhEUg?AII?ACCBAM?AB4LQ3O)MFBMVEX:/+3AG315u3pw9bTfau+LH7GTY/9+/z79fjepMLktc347vPt0d7x3ObNZ5zZkrcVqb2W?ABuUlEQVR4Xu3UP24TURTF4TN24r9Eyc8zCTEBmZgyQvJgIVEOI@UyKahZXZgkOjJDvAO4oaahhbZoqEM7MASDR1L4I7fAp6QGyPdU9xbnU9PetIV22Y3hCNtk2S3BRdccMEFF1xwwQUXXHDBBRdaw+FFNYayPBh/l9QdbnKhd2FHhDYczzo2pOZj4IXUAICB8rAjwh4wspFJX6HilAQh1SLsmDCF14clz9SaclLCR53zEn7R0ye4fE4vIsiEVHPMsvYhTJRnB/CBU3U4VpvTiNDcvHydSSvbVj3Tol+HGkdmZupcFhGhBjCiL625oxr09O2RVbvjpfYZVD8REeoAr0jVgp4Jm0c3DLO8BdKo0CaFzMoHGFxnoyeheA7ciwp7TErgtpV5Yx5FVQ0f@OOn0SFhGIFTIKwD6OqaqJlbqaiwhXXDaAwwWo5z.tQvUpf1SexIQfLG8B1+pCvzYlDdVCFhiJLCJ0Sn5rCktpDUCxAeBGygFII0ICmXK4L30BGMwklcDnAMHdiHAFqd6DpNYcshtJTY?AWf/cGGaD3/O/tc76YILLrjgggsuuOCCCy644MKW2QnhL6IFdOS+wIOv)AElFTkSuQmCC$/9j/2wCE?gGBgYGBggGBggMCAcIDA4KCAgKDhANDQ4NDRARDA4NDQ4MEQ8SExQTEg8YGBoaGBgjIiIiIycnJycnJycnJycB.gI.oJCw@Cw4LDQsOEQ4ODg4REw0NDg0NExgRDw8PDxEYFhcUFBQXFhoaGBgaGiEhICEhJycnJycnJycnJ:BABEIAL?7wMAIgABEQECEQH/xACz?ABBAMB)))?AF?QGBwIDCAEB?MBAQE))))BAgMEBR?AQIEAgUF.oKCAYDAQ?AgED?QREgUhBhMiMUEyUWFxkQcUI0JSgaGxwQgVM0NicnOSsrM@TQ1dIKDotHhFkRTVGPC0/AXZMPS4/E3hJTiEQACAgAEBAUCBgM))?QIRAyExQRIiUXETMmGBkQSxQlKSocHhI9Hw/9oADAM?AERAhEAPwC2JrSaRlQxUaFr8Kb1jjZpbfdyLM80UrU88O8CmZ+bwxibxC3XPgLloJyRIRyp0rVfPFY484OJaYPsSZlZNlKy52ryltC7Y6LBXfwi3ZcPBi?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.dlZcrU5CdKZ55KsTBzeLL5MMRJYUZb2yD4bo3Pz8xqhaWyqIZ8yc8WtgGj8rg8ulgJdTbKm+HspJtSg7ApD0XI6byyMKvNjdS@xSYAm3XArcyVLk/VKIbjmDSUrMlY0ksZpyLBRt0fk202hiT4xhchiA6181lJkE8FPNLaYfO8pOhYi5aQzjEx7yaSNtv7tUZomre8UHLvleUm5YEgk6I3NaLvXkTCpuQqcbV3LSGD2BOtDtovZE6bckpiQBxgzlilXTYYJzlJavIc56cmG03icqcuTUywoOU2nRRLburfCeQrZW00wbPKSBzjSEm6C+JTCOFq9+0vJ5oTUmpNawubkpwSIvLc0rYqrSNNTi72Xitr+4kDgm3ATZJYM6WgIY46P8Aht/ZgKnm7Ei46Il6nQPucXielNIbl+Mld/zXovGKP9zkrfeWP2Ivwkrdu32vcyReEIYoUKF?oUKFABBZkNHpjG5TG23ACalxFoMuVmtpddtRqqboPN6TYUbiNd8DetLemqpSnXFJrorpbcv46ld6/18v9ON8norpa1NsTB4xKuNtOAZj38W0A@EFNXnVOEZ+MX4BZOJY+22+4Nyb14wxZx8XCtu9MQmfxBJqYJ0kXVkq8nJU6YaNzBsO7J3D4sbqRlwlotz4uImcbO+k54hUlimwmaKuUPlxdLVWqbt3Su6KTJzJITyERL+qnt9MMJpxshXOARYyooI3LDRzFHCVc1zhWNIwxRlKqYJ/6iIaQyYTmGzDZInJuCu9FHPKJM7MK51boFzTaGJgSZEnoWInRpHVfuR/RzCHZ05eQZURN7k3kgCg0qpEUWR7z4nItty0lqTaaG3J1M+mKcm9J3sNnDZknCZNirRGFi9Y+EEo8Lug49/fTLOu03Lqu6n9kkTFF4s7fDsWpjcrNS7TBPENzl3jIu6kWbhlGmGg8kRHsRI51wKdntM5ou/wDEWWe9CbIdaItKd68kdSGa7PGOg5Z28UhQVSmROXJD0v7hjWQtbDNDy3xlflvjQize44BiQbJXJyS3LFdaYYeMtJusDrGWjuOWaeo61f8A8s8K3NrTeJZLE4cNKLEdx92aCRf73IHGLV10s8AaovmkZ1Q+a1IV0CzehEJLSt6akVaeDkCLVpcoiFLTM14qW+sDXsUeoQG6tvk1Xcu5Ij0049JzCalbNZmQ5LuyjNlCMlcKtxLtV54nXPYtUglLopGrteVz8E6IKMuKI6vop5oFsrDpt6xehITqqArPS9U/pBNZ0ojafuJAVEHy09MENJ30mMfn3K/G2fUFA/ywIrFx2JerOhvc4U700h2k+ElfsvReUUV7mz8j0i+llfsvResIaFChQoAFChQoAKUcm5m7wbofVWG6Tk3cutmU4VFshFfVA0sZw+4vw8OPjxocxeQr+XN9tV9MeQof9R61xXQxndZLzLlqKgHQ+fIkuSGRzYtqt+yPoRenmiQPSousS7lyEDzQEB8ykm/5peiAc1L2kQGnRn6o9aK5En0Wp5M3zvux0w+tuzDpJhSBM+mAcqWrIpeu7kdXNBMFSkCbVjdOhxrV8Ze2PdZuyWNKF/OPbuyLTFRuQ04VSm/ONEzSqJWqKkZiVKUXrjS6Vybol/2BV+kTLLeOzYuDskaHcm/aFCrSqcYGK21nqx2PKrReysHtMQbDF76rVxlvcm+lwc/REevbouf7ufrgj5QerJPodiDUhMuWtL4RWty13EuefXHSskY6oY5g0aJvWvryuRTLdmsdBYY7MOSyPNrrGxRLyBb7PpRHaDrVKRMfPIMTyw9yVX5RrV3fvhgy86QoQohD5QLVPMuaQ4R3LbqK9NF/eSkaGZsN3LfEZ0ibB2Te1oLdRbCLgvPtU9EG3nEpvr0xF8fnGhl3b0Usl3pQd3Fa19ETLKyo5tFYza6yfX5CIPth4zuRIENOk68TnlKqwVYVa9EJaV01KethFtMoyecFtsiIkpvr0IlVjWK7O9K81c4D6SzqMYVMLcgm6mqDnVS30/VrEy9NykV2+6r77j5L8IRH5yW6NcZR5GhB0D7mv8j0i+llPsvRe0UV7mv8j0i+llPsvResIYoUKF?oUKFABzn7z6J3FXDpulVqazCiKefVLGS4NosQ+Dw18kp/fP/?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?Ww9a+pI0iTIOgxh+X4Mz12D/CK47uskyeBYTiHxrEyTIWItEB0Liuy520pFgMLMAiXjYPyx/78oiPdftmdBphyu0w/LuCSLv27P88JiHvc203wnC9C8J@qYYBxltzlOW/HOFyYkzvdB0cmGSZfmZYm3BUXG9fv9FYrrQHRfRjEdEsMm8QB8pt0D1lkyoIvhTHkWZZJEl/oFoc5/Vpz/8AUXtGMnjR4nmsjZYWSeehqmkwZ95zEsFMNQ+iN6to9YIGPLtLpyyjWzv3R7MyOH4Tbh2GCrcs3XZcNXDvLlKR0SsYNmkWnlZEkEgpbGwK1SGAv5R73zlFWTQXbmdX0UhyGKoHKKI0cwVY1q4XPnC46K4CWhicuS+FVO9wW7VV2nHOcvkpDgsfau8IaCS+iIOrh76rWNBkV12fTVYfELgROcUx.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?oHY/8AmLFP0SY+6KCMDtIPzDin6HMfdFCGcwIq1Kq0jzOma5RipWrv6oRGtM+CdscX8nS2JpvWviHWsP27qUVM0WkN8LFHJglpnTLzwWNlAosXG67ji3d2MHUWuaREtKHMmm+Fyr6Imjo5RCdJxWgH8qNYeZEYl8LzI+iwX0Zm+98UFrxXkUPakBh6ozYcJuYacDlCaW9sb1qc6dNehbKpe0lN8eypkDwkScha056RhIorraKXKoiw7sQT5ljmujuTtJjycxJ+YFQMuWlvUixS8w2rT7rXkGQ9irFszCeMO/m4KsVM+pE84R8ojK7zrFYO/sY/U1aLC0ecX3jkuNqF9som8mwZyLTnGlcs0zWIFo+f4mlR6C+2sWjg7CjhrYOJtW+uMa55d2VxVGPZAR1VA9uA+Iz4gh/JG6JFiss;RN13cYgWMOEBK3XlZ9kNI048styKYw6b77TvlAv2oG1h5iZZs/M9sMKx0RXKcc3cme3KJiQrmKotelIs/RueCfYaer8k+hU3xV1c4lehM5q5xyVItk0Qx60yX0QTVorClUu5dMqYanfwhs8YuX58MqQ0afLUoPCm6H0jKo40rxpnzRhm2bvLNlBY0i++89dkWvc7blhoz8KPn9UGdMGVZ0mxILbbnlNOo0QoDM/Cj5/VHRHY5peZ9z/2Q==%iVBORw0KG;)NSUhEUg?AII?ACOCAM?ADKHyC0)YFBMVEX::LqFjRsW7y6trp2r748+r8+vbizqft4crcxJTYvofk3PPWyu3y7vnd0/C8p+Lr5fba6vL2+vy+2ulusdHq8/hYqMuUxNynzuKHvtjK4e2JWMurjtrNvun49vyVbtGJQuRy?AGcElEQVR4XsSXa24DIQyEcwU/AfLo/W9ZKfJSjLNSqtbEfzZSfsxg/DFw+XMhFVYthJcPlVS1YviMA2L9Kfq?Szqqu530HSpvtuC9a?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?NiHx72J4pmAzWnoeJnDyN3neDXT78q7dMOUM7UkQTmTrFhzcjDQQ4S0BGb7Rsmgzl6+DHGk3t2oXQ/kl5zQRgwIw9a1iyXoBsMWVuyYcCO9rllzb9IlqcH/8nCwB1n08PwDnDV8qcor62RjWB+v3dkaYKi7sLClmDKBOb+z1AWPVtOCMOI4WAGcz6UfexarpKgV0M3EAYzoVyPhoOIEoUFDo1gzoay05c8YkGPhrSCORXKkmGgjO2nlboBQiYwEcr2SI6dYqZrKDYm5jGoZyTngTihYSQ2C/O7Ka4AE4GG0ZQFOwb8b0u9ejDXC3YMLDMnjhEtptk0t5vKMHOEgqJq6uKyWCe0fTf1GaoFwOOBHqcAUESKIq7XFIYhpBSBgAelYUj744pi6kMbQ0VxbLjQFr2mBKqDIdGmxR5UVqkzB1gGoNcTWrTN7kVVK0IHxNFLz9vYNTmlHMOyC3CaK3EA/hCVi4sTMddeFdm84rrNiYiLdu?YMLe8uJExLwDB4zI+mK8tk7VEyJ3lQA8eGiqhMhNBUEHDw;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@JFh5/AUFIWSiUs5taFdJOauqoLA5074FKkyC+mzeGq/DFWKNBD0BwEM4X68roalnl9rSHAxV9W+tAeoimuICbXQA/FF4sgBHAOqZwkVgt19RZUCqnnx6D3j1PSURr2uA41Gsapd+Qtq9zoRR7GqCuYF7XYk4sjmMKdiwFR7AYWJqPtuDWZcIV7ZqGZEJLBYwVPdNZg5vg21qQcTUIBIQDFe4dyUvTWYHIFBu2Ei8jOWiv4FiARgQOWQiFmVkQNFJAIDOWST8dAXYF46kcidEVQPhgN1PPgWGIhGsIyHBwSTqF2rD9wheOqhIgccsR0VAwTPePhzRbf?u5uRrB0e6dI8GKewBSIjfCA6msw0UMPzQbkDhGo0ZcSYrB0JNGXEmKwdNRSDX0DxGDtKNwAYrBPxHgwPYkYGRX7RIwHc5+I8WDuEzEeTH7rLDo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n6bqN3d9LbiGZL2zjj0Pe+nTSebjmFzCOKqI7wPuR/jY/wCrqzarerpunXl83+rW7un9ZjzS/acqtVrTvK7npZPqL2F5a2cuhcGGSeJ4/wDWoerJ1fNS/iG6+zzlTukltdaidM0q3E8cVzd+UXl4sPFihitE4icTd5rrz8Pbu7+yrRlKlu5WmVa5yjD+2d63ZnrdHCVLVqzTTaeeojSW8YUtxlO7Tfq6sYy98wvoxPqNlqV1o2rXk93NNYWep2zzSSSsNybbmLL+xL+5xKRb395e9Kr5JYNV4Gm+TrBaxSpHDFxIWfi3cXG87x/kO/1OHxKTqOlarp+o6RrPll5rT292trPH5KnEjtJt/Eb7lTrx/wCOjGmW86dJuks7wSpBPHpPAmaN+FLw7XbJwpO6+xu9t7lUjSXZ2650xvfX59NYS23q6bs7FaanVx+Hu1vfp3it5W6Qvx1Nizc44S45Rytyy8P8n20bQteubuXW2v4biC2s7278/LwOFaRW4T7nl2dbi/KN30/GVLTpLF9yzzadf2+nXsqQ22oyCHhed+JaSNJePFFL7UkdBLW0uv8AtZor2l3FLqd5qd5Z3fC+4+HP8V90e1UO0sLWa1sNNn6PazNe/c0F55RdahBYx8L4y443lPk/4yDgR0pO7SlKUr7uqfuyTPTaGVy7OVvanY4wsyj0Wa2Muemd+3HxeqWcPxrbddIYLbUX0tLS8ubzNp5uGPd5uf5bq9yKD5dmX046sFVq0tpV6T6vcvBIsUlhp8cVw0ZEbkbuIschXa23q7lWrLXRbrKuVZV9eOOLx9VGzDhjajtX4ezO7PPLe5ctRnX/ADi6urq6ruV1dXV1B1dXV1B1dXV1Bl7ahqPPF7dj+2k/mpg6lqf/AH68/wBtJ/NTrx8zUR0NBx1XUx2ahdj+2k/mpo6tqo/9YXnr+Of+akMnuqNKeEkkoXe0cbuE9ZAyB+lQRr7pPqtsWigvL25uU28SPjScOLcM+dKtu3filqtP0y6XRPue9uNpLebxJge7O/dVrsobfTtIikmkiju795bieWUoJJWL8u3rbVy3zN9Ab4ja7kja3MM2MfkNAq06calO6xXV9eWjttxItzJws49Lc25KNnWtYGc6nejHh5RJ2fpVmd4E25wG5+Hq/JVj0ad7iwG8ktBK1vuPMlQFZB9mgs8WodJLtilneavcyKNzJFNMSB87DdWos2rdIbeVoJ7/AFWGZCu6KSadZOfzN3W3ejto30Xtr+51CRbS8ks4o0ie9kjwZJIg/UiUMp7zbut6FEtZZj0y0aS8hFvDGYVhZ3RjIN77JZMdVPPnaqtQVe5vulNmkb3dzrNqkh828ss6q/5d/e+bXsV70qnge6guNbltk3bp45Z2j6vfx1+tt9LbV96ViVNB1YXbgmW9h+DwS.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.eSMkpJJGT3jG5jJ+krimZGeQ5lkkkIGAZHLED1AtmnSKbI9dAiSWWUIJZZZVjGI1kkeQJ9Xcx203xZkRokmlSKT4yNZHEb/WQNtanCD2UywoEpLNCcwyywsRgmKR4yfp2sKaOSSSSzMcszHJJPaST3qdPZSPEcvGgq9yDx5v6yX99qYBJPr9Rp+5YG4nGRkSy5A+lqajySx9QXFAQ04Zv7Ekj+m2Pb/8AExVseoxiSyvU2bvNuwX1sr8RP10WsY0vPwnp2OROp2IP0eUxVugAJYEDBdgR4YzQZvqN2GnCMmGfunOclut3PQ25qJb34trlCRjhnLbicHHh1esu2pGpLHbXpBU7onljzgEgKWUfq0O4qSumI0b22xjBB5YoNMsJI9Xje7S0nt2eWKOO3Q+amkbcZDE5yyr8ptq06O0D6bZm2wbcpKISsxuAVE0ozxGUdbd3ou5D8RH5uOq10WuU4KR.qySQzxo47TGGDhSMd7q1cLaFYIIoUit4FjTHCto+FAhYs0hjjLHbuc+1QSHiSeKSCVd0UsbxyJkjKyDa4yuGXcp9GgNp0P6PWUsEtrZzxNaypNABqOomNJInV08012YmXeO6y7KsIpwGgFT9HNGu7vy2ez3yySRTTIJZ1guJYtvDluLVZRb3MibF2tPG9QL3o5o+p7ru9huZpZLtn5X+oRRBojtikjhiu0gRk2d6ONOv5z4yrQDzFRHOIY/AcV/2vQC00bTkFgODK/wZLLcWbS3V1M0csoZZG3yzO8vVdvj2dE+To/adyQ4wTK2f0EqBmplq+EcfjW/cSgDSp20PdO3lRdx21DdRg4oA8iCoUiczjPpcxyou6CoTrQQmjEojdwdsZUFl8JIxyI+dwqpWruheZooo1weqzDJI9ZrR7SASwXKN3eJD2evY/8Ahqi6vbtG8gUHaOfMfxoKI5Y83HIbSw/LV8YD0cBSEK?AbSFxgCqq1sxyxx1t2CaN2V3HLBFE54c8caIyv8AKBeQkjf0t3V6tBIbl20g+qnCMcjn6KbPv/IaBo+umyadPjTRoGzSPEUs0ntOBQddiC7tZIhFFxhE4idEQSGWP1kKGZl2fr1UYRkk45bFbH5aIy3DwzyhAF86/WJ8ct6qjWcE1zLKsSGQnbuYDEac2Jy5wq0Dmk/+ldK8fvnp/wDvMVboCCcj1t+2sksdJW0ubS7kueJLa3ENzwok827QvxApkbr7fs1cZdfuWUcGGO39pyeMxJ/B9VEX7SvQQelVhwtRabdtiuo1ufckvxcsTexv2LItVeCIbuZfOVIIIxRe9uJ5w6tI8gk2mQu+5nb2pCe982odtHLuzmNkz6fVUe8v/NQXXowivf2g3ZTj4J5gEiNsfr7a0kA5bl1gcOvYQR25qndG9JvzPaXc6RpbA8aI?kjYwRiA36NaQ8SSY3r1vBxyYfQaAdSs9lPNbugPZIv6Mn8jN+hTRBBwQVbwBGCfo9FvstQKB5iokh8zD86Rz+/UoHmM+tcVBkyYLXn27+dB7T0B5P75G/YtRs8v+FLibGfe7H+5aDnHbURxUx/G@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@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;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?PDx99RYJoruDjROhALAqDyB9RxTl0iTvmbBUdcxscA48APnUoz2xt1EUccXqSMBRzPPIHW63pUAa6XAOOR62cZNBXGWOOzPIf8KKXEh5ggnG7A9VCmwSfDJyR9NAyycs5wetzqZpVoZ7iSXJEccfDf1Pkqx/R6u2mWAVGJB7MkDnz9Q+tVngiTTLCNJBiaQcS490jdbb9ju0AnV5wibByA3BQOQ5VX9Mg4s8lwR1LfknvlYcv0E61dqM73M+yMb2Z9saeticDAo3BALaCOBcYjHXb25D8ZJ9pv1KBJRD2CmuGM5x2dlS.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?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@Jm7Dl+a8NVHW+pxKtdk3mo8kbti79udu7x25+T9mg12urq6g6urq6g6urq6g6urq6g6urq6g6urq6g6urq6g+auF518jqh3I95z2UvgblI2k+IA/YTRKNEzJ1E5SzY5Dwd8VJZExnYMkeoUATTyRegEgBIpRnHPPU559mu6Sgvp0cqEhrS/hkEi+HFDpn6yukdGtNiia5mZo42ZYE62wEjLtnBqN0iRBpEx2J8bZ+A/CNQZZM7yvJLId0kjvJI/ttIWZ25dXrMaj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