["","","34 Strong Articles","K>..fwfey.f.....e........sezXcccCCCST~~}T~~(C()CEC#CC(CCCCcCcY(XCCcBlCCCCCCiC(CcXcBXBXS}T~~}T~~","Barbells, weight."," Math does not make a man grow huge muscles. It makes him smart. I prefer muscles to math. But math is needed to weigh barbells.","Weights."," How much does a barbell weigh? There are several different kinds of barbells: Olympic barbells, standard barbells, and even specialty barbells like EZ-curl barbells.","Barbells, overview."," An Olympic barbell weighs 45 pounds. But some products weigh less. A standard barbell is not standardized, despite the name. They sometimes weigh about 13 pounds.","Olympic barbells"," are an important kind. They are versatile. They are heavy. They are a main way a lot of strength athletes are strong. ","Athletes: ","Football players, rugby players and competitive weight lifters all focus on Olympic barbells.","Weight: ","Olympic barbells are supposed to weigh 45 pounds (20.4 kg). This alone is a good lift.","However: ","Sets are sold where the Olympic barbell weighs less, such as 40 pounds (18.1 kg). These are typically 7 feet long (2.1 m).","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","Discrepancies."," Unfortunately, Olympic barbells do not all weigh the same amount of pounds or kilograms. Therefore you will need to weigh your barbell yourself. ","However: ","They typically weigh between 35 and 45 pounds. Anything less would be a serious ripoff.","Some are mislabeled."," To make matters worse, when you buy a 300 pound weightlifting set, sometimes the bar is five pounds less than it should be.","EZ-curl barbells"," are meant to be used for biceps curls and reverse biceps curls. In exercise theory, these are considered isolation exercises. ","Thus: ","They are not critical to overall strength gain. But they can help you get big arms.","Curls ","curls","Weight: ","One EZ-curl barbell I weighed at 13 pounds (5.9 kg). You can add this figure to the plates to get the total weight lifted.","Standard barbells"," are typically not found in gyms on the bench press. They can be noisy to put weights on. Standard barbells are not standard\u2014Olympic barbells are more standardized. ","Caution: ","Standard bars are not good for deadlifting because they do not allow rotation of the weights.","Weight: ","One standard barbell I weighed also came in at 13 pounds (5.9 kg). It weighed the same as the EZ-Curl bar.","Directions."," How can you weigh a barbell on your own? Take a bathroom scale. Put the end of the barbell on it so the barbell is vertical. Subtract your weight from the total. ","1. Put scale on hard surface. ","Make sure the room's ceiling is high enough. Otherwise, put the bathroom scale outside.","2. Weigh yourself. ","Record this number. People interested in fitness have probably done this many times.","3. Weigh yourself holding the barbell. ","Also record this number. Try not to hit the barbell on a wall or anything.","4. Do the subtraction. ","Subtract your weight from the total weight. This is the weight of your barbell.","Conversions."," I always notice the pounds (lbs) and kilograms (kg) numbers on the plates. The kilograms numbers are a bit less than half the pounds. ","So: ","I put together a chart of the standard conversions on barbell plates. Pounds and kilograms are used.","Table."," This table shows the figures in pounds on barbell sets to the figures in kilograms. Some countries use pounds of kilograms. This chart can be used to convert the weights. ","Table of pounds to kilograms","\n\n45 pounds = 20.4 kilograms\n35 pounds = 15.9 kilograms\n25 pounds = 11.3 kilograms\n10 pounds = 4.5 kilograms\n 5 pounds = 2.3 kilograms\n 2.5 pounds = 1.1 kilograms\n 1.25 pounds = 0.57 kilograms","As an aside,"," most standard Olympic barbells weigh 45 pounds, which is 20.4 kilograms. Occasionally some cheaper barbells are sold that weigh only 40 pounds, which is 18.1 kg (kilograms).","Olympic barbell set."," Many sporting goods stores sell Olympic barbells. Years ago I bought an Olympic weightlifting set for my home gym. ","Cost: ","The set was advertised as a 300 pound set and it was built by Cap barbell. It cost about $170 USD.","Length: ","The Olympic barbell is the correct length for a barbell (around 7 feet) and it weighs 40 pounds.","Olympic barbell, opinion."," The barbell is of decent quality. It might not be sufficient for lifting extremely heavy weights (more than 300 pounds). ","Why Lift Weights? ","lift","Plates."," The set included a large selection of plates. Note that these are the Olympic sizing, which is two inches diameter and not one inch like standard (\"exercise\") plates. ","2 x 45 pounds: ","These are the largest plates in the set. If you put these two plates on the bar, you get up to 130 pounds.","2 x 35 pounds: ","The set also includes two 35 pound plates. These are also useful for heavy exercises such as squats and deadlifts.","2 x 25 pounds: ","There are also two 25 pound plates. These are useful for many other exercises, and they are a useful size for a dip belt.","2 x 10 pounds: ","Next we have two 10 pound plates. For very heavy exercises, these would be added last.","4 x 5 pounds: ","The set included four 5 pound plates, not just two. This may be to compensate for the lack of 15-pound plates.","2 x 2 and 1/2 pounds: ","Finally, there were two 2.5 pound plates. These are more my size. They are easy to carry and kind of cute.","Collars."," The set came with four collars. Two of the collars are larger and easier for me to use. The other two collars are smaller and tighter. ","Note: ","I usually use the larger collars for my workouts. Do whatever works for you.","Weight comments."," The total weight of this set was sold as 300 pounds. But it does not exactly measure up to this. The bar weighed 40 pounds, and all the weights together totaled 255 pounds. ","So: ","This comes up to just 295 pounds. It seems to work for muscle-building though (check my pictures).","An investment."," An Olympic barbell is a great investment. It is inexpensive and you can get huge, rippling, amazing bodybuilder muscles.","For a dedicated lifter,"," you can spend some money on an Olympic barbell, train for 10 years, and be in astounding shape. No gym fees. It is cheap and simple.","Muscle size."," Barbells often yield the biggest muscle size and strength gains. They are key to a bodybuilding routine. Lift heavy, get big. ","Barbell, Dumbbell ","barbell-dumbbell","Clean weights."," If you are like me, you do not like cleaning things. I prefer to eat and lift things\u2014not clean them. Weights sometimes need cleaning. ","How to Clean Weights ","clean-weights","For lifting heavy,"," barbells are excellent. Most strength athletes focus on Olympic barbells. Any barbell can help us gain strength. Olympic barbells are the heaviest. ","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","3679700504","data-ad-format","link","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","9180592904","data-ad-format","auto"]

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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.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guNbltk3bp45Z2j6vfx1+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.TnsFI5ZFBSLz+k3H9fL+/UdHADj1n+Fe3jO13d4yQLibkB89qbERABZ+bdqgdmfXQWDowCdcsT2KPK+fv8AI7itDvyVJIBwyLg+BHjz9paz3o0pGuWJ3Zwl8fXgeRzD+NW/pRcy29hAYJJI5TeK4kj9CJY2STd81nljXb7dAMllIYkkcu38ppDuCgBPbu7fGq2NSuS8hZ45ADld6DJHvK4rhqqE4eJ1xyLo+4fmPW631qCfK/8An/8AVMByTz7PGozXkDnlJ+cEZprymIHJdKAoXDY9fjy/bTkb7ckHGBntxy8aCteICMZJHPkKYe7kkG3OxW9D+ag0no1qiG+mthJlbmwaSMKM5ntnaQbn9D7n4m32/i5Pk6mahEuldKGdF222rot0iqMRx3HV8rj+03n/AO2qgaJfC01PT55cJFFOqS+Hm5ke3dm9rYsu7bWr63bG5lCAfdFtJaTQP4o0cmJOY70bxGRWX0/N0EtHHFU57wYZx4DnUmzJ4a45AmXl/aPQ134ctuApy8qxj3cm71TbNvNrz9v/AOo9Aev4IrmIrKpYLzXa7xkH6UYNUPThHaotogKRxb2jV3LERs7Htbrd41azpYPbMcfU/wDPUQ6CnHjnW5KsiMpXh5yD9ugp/SNSttJLH34048berhFX/wAFKuzLPbx3cSlhJGjkdveCnI9qrZfdH0voGha5MZYMu/h7iOWPbobZdFr+yhit010yQRRRR8OSwj57Rzb47f1/rUGe3BnJ5Rv78+GP8VMLHOokaTmzFmIP8Me1WpSdGjKMPepnPattj/71RT0PH/tD/wCWH/5qDJ5pBuwYznwHOo4hdzuKFR4EjFbE3QyzYn7pk7Or1OYPrzvqBN0AhmbPwvexL7ESIv8Afu3UGe2NoHnE8vxNoeIV5YMo5xg/V71CNX1NpXdVPjy59v0Vr03QdHgFtBqb28Sjqr5PxM+tpHa43Oze01AH/wBFUTt19ck7f+5Du+r+k/rUGb6VaEg30oOTytQfzPOf3YqMAFm2HkfWa0w9AosYGouqqFVF8mG?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@Jm7Dl+a8NVHW+pxKtdk3mo8kbti79udu7x25+T9mg12urq6g6urq6g6urq6g6urq6g6urq6g6urq6g6urq6g+auF518jqh3I95z2UvgblI2k+IA/YTRKNEzJ1E5SzY5Dwd8VJZExnYMkeoUATTyRegEgBIpRnHPPU559mu6Sgvp0cqEhrS/hkEi+HFDpn6yukdGtNiia5mZo42ZYE62wEjLtnBqN0iRBpEx2J8bZ+A/CNQZZM7yvJLId0kjvJI/ttIWZ25dXrMajHnRoonsJ2eoVFdE59RPzCgHUmiBROfUT8wrtiewn5hQQKUDyqbsTl1E/MKUETA6idnqHroIKnn4/kq39HLSC/e7jnaRBFHE6tFgSZYuMgtleqyL1dvXqvhE5dRPR8BV06JIovLsBRg2aEjA8JloD2naVb2BaUSPcXB3DyiRBHiNvk1iVii9nWl79GLJsxR9vcXPrp4KuM7RkbvClWaqLeDCj4iI9g9haD:Z$/9j/2wCE?gGBgYGBggGBggMCAcIDA4KCAgKDhANDQ4NDRARDA4NDQ4MEQ8SExQTEg8YGBoaGBgjIiIiIycnJycnJycnJycB.gI.oJCw@Cw4LDQsOEQ4ODg4REw0NDg0NExgRDw8PDxEYFhcUFBQXFhoaGBgaGiEhICEhJycnJycnJycnJ:BABEIAKoA4QMAIgABEQECEQH/xACX?ACAgMBAQ)))ABAgADBQYHBAgQ?EDAgMEBgUH.MJ.)I?QMEBQYREhMhIjEUIzJBUWEHQnGBkRUkM1JyobEWNENigpKissElY9EXU2Rzk7PD4fAmNVSDo8LS0+IR?ICAQMCBAQGAwE))BAhEhAxIxIkEEUWFxEzJCgWKRobHR4SNyosH/2gAMAw?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.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;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@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;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@bJLl0jZUIx1k0Wpi2RzbXQ3mQhm/vdb8orzxFcEEVNBFTQDohhAY4wzfcItpHzXLfS/henxNVYdjt9Tsb1PWPb+pz1lRyCRVWrR6sQg7vnu5t3rqy8NPZLNSVs1ypbdSwV9Q79IrIoYwmkz/AM5II6i97qBMZiHB9rxDhksLy6qek2cYUhxdqEoG6kh+zp5d7Ky3UuMIzg+VLjQTQxP15QUcoST7v1qnTG/e+Qv8NyzqihDS6bB11teLbxiG03CAae+jH0uOpgeSaGSIdDFBLqHMf1S3N7kmBsCXDBFtulsgvMdVHXSnVUx9DaLYTyBs9fDMQmPAHDkPJbuooSzU8AYPrMFWqa1VN1+VI5JiqIvm7U+jafSfpJdWot/PcvJiHBd7xJhmHDdxvEFQRbPpt0kom6RqCXa7SnGObZxE7ZDy3Nn47t3UUAaz+RNB/wCPrv8AbD/9ai2ZRQJ:9k=%iVBORw0KG;)NSUhEUg?AII?ACCC)ACvaE8h)hUlEQVR4Xu3VoRWAQAxEQfoviT4oIuJk1AkwoBB5CIhgfgWjdpe1vYuAsDf2PQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBIaMq3ybEWhX/IiAgICD0D/Q9Z42AMLNqWscOAgICAsLYqoanfBICAgICAgICAgICAgICAgICAgICAgI.m8IZwfjtGjiM05cnQ)BJRU5Er@ggg==%iVBORw0KG;)NSUhEUg?AII?ACCC)ACvaE8h?ABKklEQVR4Xu3YoY7EMAyE4Xv/RyorKwsqWVQSELBgQaRKUeSTKp162+Fj8s8TfCD12P1Z0vNHgBCJMREgQI?AQIECBAgQI?AQIECBBG0wwvoS+aDgEChH+B?ECBAhz0bgXtyKC4iYcQjjchCaEt5twCuF0E0IIYSfsD8HuJ9QHofoJnwfh4yeMB2H4CbF+CdZIILzkNVoJOpyam6Bl2d0ELctpJmhZbmEmaFm+3AR9j81N0LLsOYTY7/DTD0KMXEI/tmt7bzOJMO+qXFsKYZSvrp5+wixyyLgJVS+ZyD5rNzfhvaRfU1UJzUzY8wlHPqEpoad/EWv+XGjp07GEl6CGMlOast6CmrUvjFqulmyT3VEDAQIECBAgQI?AQIECBAgQAgI2YFw5Reg/kLGGWhiww)BJRU5Er@ggg==%iVBORw0KG;)NSUhEUg?AII?ACOCAM?ADKHyC0)YFBMVEX::LqFjRsW7y6trp2r748+r8+vbizqft4crcxJTYvofk3PPWyu3y7vnd0/C8p+Lr5fba6vL2+vy+2ulusdHq8/hYqMuUxNynzuKHvtjK4e2JWMurjtrNvun49vyVbtGJQuRy?AGcElEQVR4XsSXa24DIQyEcwU/AfLo/W9ZKfJSjLNSqtbEfzZSfsxg/DFw+XMhFVYthJcPlVS1YviMA2L9Kfq?Szqqu530HSpvtuC9a?wDERstdBn6ew20zu5aI9NWUY2j+SskjSvq1A+8JTEZauaNlxEvQTC6JmKreAx8hBwLBuOBykTvuPQVA4G0wkdfRzoJCSoejs8ygKGiQtawjaYYC8IGOYhuRIrpNiCW2gLCZwRHJxxEHIBciycLSA+8ucKlkW4moJz/7In4XzM6f6rYC8s0l4bTDah3WKS8o4oQ9R8sBLYb8VWgGIE+JayuCLp0BAMiEzl3V/NCW/WsZxaWZ0uOTcoptrazEBYK/lPTAkoMjoLgNDjzC+JZjSUIybXmR50qm2+o8koF+4DP62Pd06N/NA7vyl0O7MUG44L9yD2XDPO7nJ/FjBAKZVZigrSwAz+3oaCZcJTAnzmVUws89yBmbJb0Pt5sFlZJzPjEAcguYBAphmDhMw6Esow0hGtF8+OBIwYFxCWYYyvAJTEjCgJZsmDyWA2SADA5YllIeHBUVh7m8JPO63r+v1dn/8NhAnQWzmwYMJb83iNy3mmuIwDAPhA8iPsFnYgh+6/y0XtpnY7jRUXhz9cgkwU0efRsTHdJSG2d20IQAPj3+gWDS1Kp89?NiHx72J4pmAzWnoeJnDyN3neDXT78q7dMOUM7UkQTmTrFhzcjDQQ4S0BGb7Rsmgzl6+DHGk3t2oXQ/kl5zQRgwIw9a1iyXoBsMWVuyYcCO9rllzb9IlqcH/8nCwB1n08PwDnDV8qcor62RjWB+v3dkaYKi7sLClmDKBOb+z1AWPVtOCMOI4WAGcz6UfexarpKgV0M3EAYzoVyPhoOIEoUFDo1gzoay05c8YkGPhrSCORXKkmGgjO2nlboBQiYwEcr2SI6dYqZrKDYm5jGoZyTngTihYSQ2C/O7Ka4AE4GG0ZQFOwb8b0u9ejDXC3YMLDMnjhEtptk0t5vKMHOEgqJq6uKyWCe0fTf1GaoFwOOBHqcAUESKIq7XFIYhpBSBgAelYUj744pi6kMbQ0VxbLjQFr2mBKqDIdGmxR5UVqkzB1gGoNcTWrTN7kVVK0IHxNFLz9vYNTmlHMOyC3CaK3EA/hCVi4sTMddeFdm84rrNiYiLdu?YMLe8uJExLwDB4zI+mK8tk7VEyJ3lQA8eGiqhMhNBUEHDw;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@JFh5/AUFIWSiUs5taFdJOauqoLA5074FKkyC+mze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.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.OcMlSKW9TSubW7OtO7tc+i1Lol1v2r3CXVG3dqmLd0lVcqFUbuPDmX9qm9gpuQlsPTMbGuuP2YuuzpiMLW6pb0x0S/jV1lJVdd61I9owsyqsNk+gu76T3DXRnq9dqwWL0GqaGIgsyokcHh21W0n+UaZ2OxtMk1IdGXOYY+yy8h2YTw2ouW8tFyOK7h9WMc7eY1h2ye0W2GKNSk1ISMy5LYJ0VDrW/QiY6Hvnt647wqc9nkD5QU9FiR5qjbPH5GTwTGJifw7F5bEnmm5+Rw9pe8l25g8LrKt65clr170iOh2ixBbeIIkWtqpXBXVtXtSm5adf4es65vnPm/wC4nnxQSUdVEjgvky2zn9ssKxTpjku5O4ZNuSaJ6XQrcPo/RTG7u9b62nZFHye7V7Z7X7yYxKV@WRw6dmJOcfl97dMKbRalLLTt9iUqUCpV+egGsQh6JEjgMJ2yxOYxLG8Nxh+TwrFJeZfYwbCJtCmt+0lH5O/0hbnpd4v/NjIVy5xsP8AnR/7g/8AmxCHjTcv6XjHDXw5x@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?yGiajxEBJrmTd07/VDt3QLhTy8ogIr5w9o4chmM/dAtFNB1oO1+vy0+4p32Hf8AR8p+pb8eoIsmZZmclnpSYTey+hTTqO1CwUqhMP8AzCV/Ut/uiMiGWqKupwLOw+08tgStkmNomvwHYqXQ70RXTkS6/wBAl7pG704brK0jtcO@fC8PlMMlAejSTLcsxccw20kNo8ckxkxIJLPMPlmwCWx/DcM6G+lraBE81KYdaobxfSLd637XCj0vgI63ENjMKxDY78SuJrDujNyqFt9dO5tU259a9Fx7TG0awTBmMQcxZnDpVvEna72eQw2l9dR6zoTecu0xnxCHL4PhO2GHysnh0xi0i9LSdje/TJLS+6y3QJQr8o3aFEZFQSe4V0xlbI4tKbaT21uET8v/wAqS7UtOS04wt3d7lNqFsLbdb9niRkDHYxIhDidkdhJ3ZGax52XxdL7GNOrmkNdES2qXfXdxpUl2xSeLqWCMjYHY6e2Lkp6Sm8W/CqJyZVOJV0YS1jjvzv6V24KPhSOuiRAHGbR7IY7tFs2/s7OYxLzHS1q307MSSd42guqWncIadbRwN2oBOeprHMf5DP/ABXi3+tj1qJECf/Z$/9j/2wCE?gGBgYGBggGBggMCAcIDA4KCAgKDhANDQ4NDRARDA4NDQ4MEQ8SExQTEg8YGBoaGBgjIiIiIycnJycnJycnJycB.gI.oJCw@Cw4LDQsOEQ4ODg4REw0NDg0NExgRDw8PDxEYFhcUFBQXFhoaGBgaGiEhICEhJycnJycnJycnJ:BABEIAKoA6AMAIgABEQECEQH/xACW?ABBAMB)))?AC?EDBgQFBwgQ?AFAwEEBAkIBwUGBwE)BAgMEBRESBhMhIjEUMkFRBxUjQmFxgZGzC.zNlJydaElJkNikrGyFnSiweE0U2TC0fBEVHOC0tPi8RE?gIBAwIFAgUFAQ))ECEQMSITEEQRMiUWFxMoEzQpGxwQVSodHx4f/a?wD?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;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: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@So8eXcJEc/YMONIySXq7RnZlYSxr0o1801tz7i?rgA7GQC+qYqExTKJMhtTshDLzxmuPgnFxWRXxXlyM/QLcrkKrLSx059/5zwrwclJtg2q5cJbr2Ll1hFMmgWftDBBghCCuGuEGHDDkBIEQdAsMgZACBkDQDDIEQEgRA0AwggiCDgjhBBBDHKPlBqx0VD/EmfgSB5sZNanCxM+Y9JfKE+pMP8TZ+BIHmhKzQeSQzCR6W8E8k4Olzfkq4n3j4jLzWy:AELFW9XriQXVwiNLiCySrcNRoWK07o2BEdPFzY+ozXfLcMtxmn9BnQnUpU67HfbTzvls1Y/4hFG1X3M9RhLz6W3s+OdqLDpzURVeOlSy8rj5TuuRDems7DmWhahDi0ll55wto42nL2FYW5WooDaM9oWHm37QcHsR5emet6I7bP2NB4RI5KZaX60n3nbl+Q59GpC5Ftx7+8XDVWo4VRbKOzxKuXpvYa6LUIrTCEuGW1QXIxHJ2ZGPHUVr5SWwEelIiN8uIt+8YzVXfYqTSGlcLmSfVjxDMfqTC0nZZEZ9o1EA4zlZW4vqpb6pfaUrrF7CAf5D9O25d41cPZp39m+4uFGlHMp7L6utxZexRkOdNxkrIlJMkp5+kXfTZH4sx7EOrT7LkYkxsg6iC0LtTN72?SS4CAgzDRGvkY0ztMpy33X1vqyWrJxO0TuVfl6BuV8hUpTaFSZDuLH0q+s4eZnkXm37BHMlgWnsDBwwZjoYOGDhhwiBEBIEQJABkDIAQkBoBhECI.MgaI2OEEEHGHCCCCGOT/AChPqTD/ABNn4EgeZyMrkdt1y3EPTHyhPqTD/E2fgSB5nMzt+ZewMwlwehtJT3XaOzHbWSF4J4b8XK+4QzH5sZ03vXyvblvuK7px2QpMR1jLJbaMuZHyK4ttTbwiOuOGfUPL3HvEF7/LNrD6E02qWxQoVVdX.hk+Ng1t87FzOx+wPIqk5xJJU6d7b+8xpaRI+cOt26yj/mN6RR0Lzd/hIJjanXszbafguPr6RJUXLvsXr39oxK4bkOWpOR4K7j5DGeqzvVj8CRjPyFyWT2x5W3kfaGSHbWlUiFUt1dvKHu5pvuG1086t7bPZedhf7n+orKyWklYq3C26PR+iG/OcWtalfxHYO9hJW/Qs8eW62ks1cCRetFrcfoynd/G+7gpXnJ4U5F7bjk9TkLjpNCT7PbYt47NpqIcCgU6N9iMhR/ecLaq/qBQRD1EvKo+5uU9QgKrAk9Qt3YI1g3wYaW4K+qYq7yIK5MpD7xsu7ZWKlN37ftcz5bu4WhfU9gqzqqUmbIVLN91zaq8nbgLfyvff7xHMlgWUMCDGGHQ1g5BBwhDkCIMQIgQLCEhACBkDRGwiBBiDggGOEEEHBHCCCCEcn+UJ9SYf4mz8.PM49MfKE+pMP8TZ+BIHmcMF2OvaMedgRaRNkNr6MpJIckWPdcupl3jpepIjdU0xUn4OO3ajrdbSi3Hsyyx/huY5NoyovSaA3AW4ewSq2yvw5oPcq3eZGLlS5E6Iex2m0Z38KrHwHzT7jEDdSb9/1Nli8+OMba25/e0ctpyiQ/tPb79426nCWXPmNU/HVEqEmPbHZuqTu7rnj+Q2EbZ2yWZhP@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.MgSAYiDhBBxhwggghhBBBBCOT/KD+pUP8TZ+BIHmskD0r8oL6lQ/wATZ+BIHnWM1xEAk6JIRsOJEc2iFo6yTv7hd2jUsm1edYrjVQIqbFuG42zbMmMyo8drl/gLK3uGM8jctJmQ;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.ODUtnaKIQ5WZGBWb+Ck8CGt1W6tlmG80eLrTpqQru4Ru2kk2kho9Vp/R7a/sOkX8RGMfF+JH5MjL+HKu25eNG+EVvo7bEtR+TslaMUqcSm3Ii89HcJNc6li1jo0CI43K;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@MU+gPin0BCN7oZX60QvU98FY7EOQaIT+s8LcXJ34Sx18HEiyfwULUXg8qFd1nTtXN1pqN4rw6LDVBS9wpvkSndsjLiUZpunh7BfQggQByPXGjYGpPCNp1yG9/tTana8w3c0OQ4ikONKdx4bOKs3v57hetW6Vb1PHhbOQcOpUuS3OpkzHaJbfa/3jXDmhXaVyG0p9Eo1JU74qp0WDtjyeVFZbZzP9/ZpTl7RnBD2ainM6n26XKvMgrYxx2ESM6hSlfb2jshzH7uJ+sVWneD6q0tnUdKh1RjxVqB19/aOxdpLaVJ+kbUpS8HU/f9PeOghBCKFSvB9VKV4P5Wg2640tDyH47M7oRls2JWSnm9l0niV5RdlZFa/IbqgadqdC0i3pturE5NjRlxoVU6MlOy4cGF9HUtaV7PuUrisLGEEMUvUeiqhqZdGZnVJno9KkMS3JLcY0zXVsoxUlLu1wbS4riVZHcQQugQQ5/9k=%iVBORw0KG;)NSUhEUg?AII?ACCBAM?AB4LQ3O)MFBMVEX::b77T5/PTz+ejp9dHe8bzi8sP+/v38/vru997x+OL7/ff1+uz3+/Hm9Mvr9tgTg7EL?ABuklEQVR4Xu3av24TQRTF4bN24r9YyW9nE2IMMjFlhOTFQqJcRISokE1Dy76BQaInb4DfIG6oaWiRIxrKwBtYoqHLI3C1+wAjlCage4p7q/NppJGmGnHd3AxhX9dJcrMFF1xwwQUXXHDBBRdccMEFFzqTyYlsTGR5MPsuqT+pcqJ39Y4IXThY9mxI7cfAC6lFlbHyekeEHWBqI5O+AsYpoUrQut4xYQGv90qeqbPgsISPOuYl/CLVJzh9ThoRZELQCrOsvQdz5dkAPnCkHgfqchQR2tXJt5l0YXsAI62HTWiwb2am3mkRERoAU4bSljtqQKpvj6zan220y9huQhGhCfCKoA6@lSHbhlmeQuEqNAlQEaqAQY3qfSkLh4D96LCDvMSuG1l3phHUVVTWXLC7ElUSCgugHkt7MJUVjXRsjJTUeGM8xZQmGC1HJaS1nX1KVcqD2PCDza3gHP1YdhYEOpqIQtMRRYReiW/tYCNtAWgqAC4lHIAQkRIIFMO96UvAOOlpBL4XENwNyKcQdB7kNRZQXYpqQ1QQ8DoL16Y9sOfy3/zlXPBBRdccMEFF1xwwQUXXHDh:i98AeiBXTkouPIj)ABJRU5Er@ggg==%iVBORw0KG;)NSUhEUg?AMc?ABMCAM?ADurFPv)MFBMVEX:/+y0bKZyZldoV0+jz7n/+d3sneGwYbN/830/vS47bjG2sbm7uba/9rW5tb5:k+zonc?ACXElEQVR4Xu2b2W6EMAxFazsba: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.IR1rCqcVfeHPjGjpYFOqTH5n2PAaxpooXO22cxVq6WDT0DD5jTG8hcGmLjRFJ4YNR1K0KbdQvzG5WxjTywttGsIB2pilxVkMw4A3yQHKG9NzsHwtxptq8671AN6UVESfabiprom8+zO8afCH4006RGo41PQ/17vJsSRHm/QdkZD60eJ+JpJz34bsW5lGoto1b0CMhmCg6fk/lqePp4+nD2s9fTx9/ADj4qBCxpt5p)ABJRU5Er@ggg==!C$/9j/4?QSkZJRgABAQEASABI?D/2wBD?gFBQYGBggHBwgMCAcIDA4LCAgLDhANDQ4NDRATDw8PDw8PExATFBUUExAZGRoaGRkjIiIiIyYmJiYmJiYmJib/wQALCAD?Q4BABEA/8QAa)gMBAQE)))?wQCBQYB?cQ?ECBAIFCAYGBggEBwE?AIBAwAEERIFIRMiMUFRBhQjM@hcYEHM1JikaEVJHKxwdE0U4KSovBDVGNzssLh8QgWJdIXRGR0g7PT4v/a?gB)PwCmiSRKPROLLBMCxHGpjm8iyrhbTLYI/aLdGlf9EeOgzeD0u65+pEi+CKQ0+MZRqTf58khYoTWlRnRl7arb98a7/wAIse/rEp++5/8AlFFyj5MzfJx5lmccaMnxUw0SluXfcIxXRK6DNrB0NIibkSHWgiplERgiQQYmKRKJJEkiUSSJJEo7E4lBRicDcj5xEolHokMXnJ3lZP8AJs3XZWjgOj0jB1tX2S8UWNz6MJnlrPvTU/jjq/Rj4/VG3BESvqmsGXUt+O6Mw/OSmJ+mMWJcx0TbjelOuqrsuzd8bgt8Y+g8pcAxjFJxvmPKBz.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@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?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;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@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@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@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;a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