Strong

["b3e8g6u7p6p7a4*0|barbell-dumbbell;pain-erect-penis;penis-growth;numb-penis;pain-tip-penis;red-spot-penis;steroids-permanent;.",["EHbJKP","MAHIFIGIDEDEDGEGDEFIHIDEKAFIRKSEDEHIKAFIMAKA","OOOOCCCSTUUUUTTUUUUOCOOCBCOCCOCCCCOCOYOOCCOBOCCCCCCOCOCOOOBOBWSTTUUUUTTUUUU","..fwfe.f.....e........se.","Index","Arms","Eggs","Height","4AM","Abs","Aspirin","Barbell","Butter","Dips","Dumbbell","Flavors","Fridge","Garlic","GH","Isometric","Milk","Natural","Nipples","OJ","Penis/Erect","Penis/Grow","Penis/Numb","Penis/Pain","Penis/Spot","Permanent","Shaker","Steroids","Tea","Testicles","Testosterone","Whey","Zipper","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","br","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. ","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","3679700504","data-ad-format","link","br","ins","class","adsbygoogle","data-ad-client","ca-pub-4712093147740724","data-ad-slot","9180592904","data-ad-format","auto"],"url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/jpeg;base64,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)"]

["url(data:image/jpeg;base64,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)","url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIIAAACCCAAAAACvaE8hAAAAhUlEQVR4Xu3VoRWAQAxEQfoviT4oIuJk1AkwoBB5CIhgfgWjdpe1vYuAsDf2PQEBAQEBAQEBAQEBAQEBAQEBAQEBAQEBIaMq3ybEWhX/IiAgICD0D/Q9Z42AMLNqWscOAgICAsLYqoanfBICAgICAgICAgICAgICAgICAgICAgICQm8IZwfjtGjiM05cnQAAAABJRU5ErkJggg==)","url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAIIAAACCCAAAAACvaE8hAAABKklEQVR4Xu3YoY7EMAyE4Xv/RyorKwsqWVQSELBgQaRKUeSTKp162+Fj8s8TfCD12P1Z0vNHgBCJMREgQIAAAQIECBAgQIAAAQIECBBG0wwvoS+aDgEChH+BAAECBAhz0bgXtyKC4iYcQjjchCaEt5twCuF0E0IIYSfsD8HuJ9QHofoJnwfh4yeMB2H4CbF+CdZIILzkNVoJOpyam6Bl2d0ELctpJmhZbmEmaFm+3AR9j81N0LLsOYTY7/DTD0KMXEI/tmt7bzOJMO+qXFsKYZSvrp5+wixyyLgJVS+ZyD5rNzfhvaRfU1UJzUzY8wlHPqEpoad/EWv+XGjp07GEl6CGMlOast6CmrUvjFqulmyT3VEDAQIECBAgQIAAAQIECBAgQAgI2YFw5Reg/kLGGWhiwwAAAABJRU5ErkJggg==)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/jpeg;base64,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)","url(data:image/png;base64,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)","url(data:image/png;base64,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)","C","url(data:image/jpeg;base64,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)","url(data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAYEBAQFBAYFBQYJBgUGCQsIBgYICwwKCgsKCgwQDAwMDAwMEAwODxAPDgwTExQUExMcGxsbHB8fHx8fHx8fHx//2wBDAQcHBw0MDRgQEBgaFREVGh8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx8fHx//wAARCAB9ARgDAREAAhEBAxEB/8QAHAABAAEFAQEAAAAAAAAAAAAAAAQCAwUGBwgB/8QAShAAAQMDAgMEBAsECAMJAAAAAQACAwQFEQYhBxIxE0FRYRQiIzIINEJScXOBkbGy0TVykqEVFiQzYnSCsxclZERTVIOTosHh8f/EABgBAQEBAQEAAAAAAAAAAAAAAAABAgME/8QAJBEBAQACAgMAAwACAwAAAAAAAAECESExAxJBIlFhMoEEE6H/2gAMAwEAAhEDEQA/AOlXLU99jrZWR1kjWNcQBzO/VY521pFOrNQD/tsv8bklWSKDq7UndWSkHoedyTekUu1fqQH45LuM++5SWrZpadrLU3dWS/xuTa/NrUmtdTt39MlA/fd+qntdbLjO1j+vep8H+3S5/fcsz2vSSRbdrvVQ29Om+nnd+qt2uppbdr3Vf/j5v43fqp73SWRZdxA1cB8fm/jd+qe92ukV/EXWIJIr5/IB7v1Wcs8uovrytO4kaxwcXGYEf43fqlzul9NosnE/Woz/AMxnA+sd+qsyqeqDLxX1y0nFynx3e0d+qvvWvWIk3FnXw926T/8AqO/VZ98p9LIhS8YuIbel0nH/AJjv1VmWSeqBUcauJAPq3aoHh7R36pPJT1izb+OHEh9zp4pbtUFjpA0tMjtx961M01HtWyyvms9BK8lz5KeJ7nE5JLmAkkldnJMQEBAQEGK1NqW0abs1VeLtUNpqCkYZJpndAB4Abkk7ADqUHE2fC3tFQ989BpW91lrY5zRXQ07XNIbsSMOx97kHcbFeI7tZqK6Nikpo62COoZDOAyVjZWB4bI0FwDgDuMoJzZGO91wKDnWuuMFPpfW+nNJtt766r1BII2yMkawQtMjWF7wQSQAS7bwQfNb8YoNM6103pVtvfXVeoZAxsjJGsELTI1he8EEkAEu28EHRRKzlBc4DIQVB7XDIOUDtGfOCAXsAySAEBsjHdCCg4fduX+kJ/HmOT9qt23vaNEzm64P0LHwi46EeCScmS3JCHYz3J/DhHfAGjxys2X9NS/EaaPA6K60b5Yuql7IE49Xx+lYy4W8oVTeKGkoZqypfywwNL343Jx3DzKZWSGPamw3OG+WuO4QwyU7Hkgwy45m4+jxWrhqpjfZJfTdy55Tld64R5KfAxhT4s5RZKfAIwo3OGPqafGcLVKxkzMfJWdJpDmBI2amjSDUU5PVBj5acc3RRKjU1M0XmkdjPtB+K1izf09/2D9hW7/Kw/wC21elxTkBAQEBB5v8AhjXWrmtenNK0knLNe6/PJuGvEIaxocfDtJ2n7PJB3XS2nLZZ7BQ22khaymo4WQwtAxhrGho/BBxvjZr/AFdVa8snDHRlaLZcbq3tq65AZfFCA93KzbY8kT3HG/QZGUGp6OufEPQPHS1aHueqKrUtuu1OZpjWl7i0ujlc0s7WSdzS10Hc/BB6IJ9xI1H8LyijD+aPTlv5pWYJGexe8Dw96sac/YgXHl1D8LuiiD+aLTlvBlZgkZ7F7wPD3qxpz9iCfxvroZ9SOgHFj+qkMUUcb7NTMLpWP3dzvfBNFKOcEbEdPpQXfgu6y1PddPaiF6u0t3orZVCKgr6kl0hYGFzyXOJeRjlcOYnGUGkcMqnjrxKqLxX2bVT7fp6SvdHJJM7mqI2DMgipvZvDPUmbk5HQIMt8IDidqSi4gUWjG6il0pYPRGzV12p4pJpy6QPAPs8S4HIGjkcNySSUHQPg/W+58tXXniA7Wtqc1sMDXAh0Egw53ac8k0nMW42cfxQYHU9ZPRXSd7t4g4/zKxll8bkarbtRih1DG98hNDU+zqM9AXn1JP8AS7Yq5VMeY6M2E53wrO1nPNUPhONwibWZGEHpkEdVZF3rhDqcNaR4rGf6WXlrl5cWUz8HGQs5futXJzy5g3GthtTpXRU7yJKuQbhjTs0kd4HvEeSxhPy3+i77dVoqO2w07GWuJ8dv5WilEpzKY2tDQ+T/ABPxzEd2cLrnd3bEit9OO8LntruIklMSfJT41x2iS03VT14a7Y+ppiQrsxrFVlNyt6IqA6IBuSE0iBUsySoMfNHgqGkeii5rtTfWBGa942LayW8f9ND/ALYXqjgnICAgICDhXwlOFWrdVvsV+0oxk92sMr5G0kjms7QPdG9paZMMy18Q2cRkFBe0Hqv4RFwvVupL9pWitdmDsXOudK1z+UN37KNs7nBznYxkEYQYHitoHidbOLdFxE0bb47z/ZhTVFC+RjC08j4z77meqQ4EFhznrsgyHC3hjruv1/V8SdfxQ0l1fAae2WqFwkFOwjk5i4F4B5MjZx945x0QXuF3DvV9Hxh1tq+/230Onr3GCzzGWGUywdr15YnvczLIYzh2OqD5wy4dawpeMGttX362miguDjBZ5jLDKZYO197lie9zMshjOHY6oOfWPhzxk09qrVTYtJ0V3lvlRI+K/wBZPHyRsc6R3MG87pPW7T3Q0HPXIGwbbwe4e8QNLcHtV2ee0Cn1FUSVhtsPaxOM730rI4nl/P2YbzjAy4dEG7fBy0HedGcOYLdeqQUV2lnnqKun545CC55azL4nPYcxsadnINL4pRcYLnqOto/+Hlp1LYGSYtFTVdi6UDGC5/aT5ack9Gt2QbP8G7hTetB6fr33vs4rldqgTyUkB5o4GNbysj5snJ3JOD96CFqe2NqZ5wRnJOymU21L8cc1Pa6inkkjbuQHdkD0IPUFZnPFayuuY6xoxt5/q5bmXpjWVzqaKZsjHc7ZYJB7OQO+cB6rx3OXXLx3FmVmnxjHisdERpIhgkdyzLtWJrSBnxWsoTlqmoqiJsEjnODWRtL5HHua0ZKz5OIuM3Wt6It0NzNXUzOHpNS9gbD8rsycud5NZG3H0lXHGThM7t06N0IPKMADYDw8kkhbqq5WRNZzvc1rfFxAG/mVPWC1LT+WMLnpvfKDJT9dlb03jUGanxueoU0zpiq2mLwThZu22IqKc9MLWkQnUm5JCzTbH1NKS7I6KTldxHoICLpT7fLH4qSFe47H+xbf/lof9sL1x5U1AQEBAQCAeqD4GtHQIPpAPUIAAHRAwEDAQfOVvgg+4HggIPha09yD6g5bXQtfUyg9cn7spqjTdYaT9No3vgbmRgyMKXtqcxjNFXiSGOngrpnD0Rxt4p35LWCV3O0tz7oLhv5rtlbnHLquguiaW9Fzsb2iTsxlZWMHcaftA7lODhLLeW/blzu72G53C6Ms1GTNUVntJWk4DIW7nKkx3eeoW6bvpbh3TabhmlBMtZUtDZpjnoO5uegVcpEbUjJ6KndUQn3N3BZl1XTuMJc7jTXvSWHAvLZmNcM7AuBDXHyDk8u50YX42LRdW66aSt1U880xi7KZ3fzxEsd+VLjzsxyT5qbvwsWKxtRCemFMW4x08GBjHXvV1VYWtjLHdxHeUqdoQLX5bjcbLNx3F2g1NLknGyl74TjtBpYnMuVO/B3kaA36StXXZ8e17L+xqD/LxfkC7xwTEBAQEBAQEBAQEBAQEBAQEHNatg9JecZOSrGd8rTmt5enXqFpNuUcWNNTxUpu9qe6KRr2vlDOnOw5Y4geBUnHC9tt0rrSnvenKK5PIZPIzlqox8mZnqvH37pSbSprxTPGGvGfpWW5EGeYOjLweYHbABLiT3ADck+AWpv4n184a2meb0/UVbC6KorZHQ00cjS17YYzjodxkhZs1NLby3GojLmnH3LO001XUNB2tPJHj3gQs2StY1y3SzuSoutpl+UHOYD0yw84/Bbwu4l7bbwlm57Zd7f30FxmAA+ZN7Qfzysa4kW9tvngcck9FZWptjain8FnXKsZVRgfR4LNbla7dC1uQBue5Tus2aaxJcHw1YJHqE7gdAFuSa4a7TrpVwU9D6U8lzQ3IA6nZYy6Mb7RhtH11wuc7ZaumEMYlaad2+XtPfur5MZNM55c3XT23Zxi0UI/6eL8gXeOKWgICAgICAgICAgICAgICAg53VD27/p/+VqMVjq2obEwuJ2anwkaLqW/xSsfQ4Mvb+p2QGS7m2wFNbuvrXSXpDgBqOkt1VUV9zFB6W5ssNvjb2pbt0ectaHO26dFvya1qLjeOXO9XWrWForZ4WSyvZCT68fKB9uOdwXTHxY6c75Mpb+lXCvVOoaDU5ulUw3KnpYJmmGmJqaiIlu0radwY4kYxkA4S4znSTPK13vT17tGobYy6WmpbVU0hIeflsk6ubI35Ls9V57G7WQkpzg7JSMTdraZoiWe94LFjWLhV+ppLLreCd7S2Kqdyu8MnYq+G9xcq6Lw9FvjtsNLHTNirpBVVE87W7zRvqMxc7vlPjPOzyH0rt5tXGWfxJk2OanAaT/JcNftqMZVRkA5Cv8AW4wdYOo8PuWb2uLV7vlwIYQcd/gueVMZy1CYdtV8nzdzlW2Tl0kbDp2yUNxD7vd43z2Ghk9Ho6Friz+kKwAO7LmGCIIh60zh+71K9PjwmOPtl/lf/I5XK38Z/tMgp/8AmDHljWudJzEMaGsbk+6xo2a0dAPBebW6t1p6stH7KovqIvyBd44paAgICAgICAgICAgICAgICDQKtntHHHeVrbLUdUVPYUz3DY42WbdE7cqtcouF7DpJDkuyxrTv2bXYznuy5b8G/b210Z8PUdLW1VfQwbOgjLG83c9+3j1A/mrlqVJltYqKSliZjsWY8C0HP8lne0sc+1tYbbMw1tNTspLhF60NXC0Mka7u3bjK1vSa5cs4aaylt+vnvnApY6qqZbdQUrRiJ8s+fR6xgHQl4w7/AO1nLmzS/N16OmgIJaVjS7RnwgZONz1VVz7ilo9tytElVTtxV0oMrCOuW77Lnljq7bxu5qta4UXx9ZcI6EM9WGnlkke7GQ57g8NH3uXfPpyx7dKqGbEdO9c/XluMPXDbAUdZGo3mqEIcc4WN6ajUqyva6NwA/wD1S61/SMTbaOmrLtS0NdVi301dJy1FYQXOZGN3CNgBLnno0fOwuvhmOV3lNyfP2nky1OPrpFZFG9sMdNT+h0FFEKa20XXsYGnPrH5Ukh9eR3e76E8mfvtcJJGPip2mshI68wyuFt+Jcnpi1fsuj+oj/IF6HJKQEBAQEBAQEBAQEBAQEBAQaXPGSXD6VqMVpGuaCR9vl5B8k7/YsZ/1vGOV8OqAVmt6emccBrqZj2+DA5znfxELWHEqZvUJqAw4aNh3KsrFZO17d1CtH1fXxRUkmT0B+9TKmM5efdPGGTU11rHh7m1k8bKcNx71MDIZPoacD7UnNx0ll5/T1xE2R1JA6Qe0dGwvHmWjKthOliVrWqKxF0lgkgkheRh7SPvUs4JXCNDh1j4n1EDjimZLJC4n5kvrM/OtY3cXOR2eaugc04cM7hZssWMRVytd0+1Jt0YWutbK7LMbu6FY9dte7VrnYnw1cdBRQuqKt7uVzW9A4jmDObo1xbv5DdXUt/jV4m6z1h0LBbp3XGsY2S4SDZuxZAP+7j+j53et5ZT5054zfbJ1NKTuPtXO8ctSMZHS8tZGd8cwWdfVvT0RbP2bSfUx/lC7OKSgICAgICAgICAgICAgICAg1KSNxO3jutRmotdam1dM6N4zzA7KXHZvTi98sN40Xqum1BR0zp6WLm9Np2Z5pIc83M3xdH1wtY3jVMuenTbfr2z3K3suFJMJaSUZErNwD3tdj3XDwKIgXXXttjiJbO057s7n7FKsxaa6h1TrytNBZonMps4qa6T1Yomnrknq7/CN1cfHuby4anDOWTgVNa7zRR1MjJKeAtdUTR5w6Nrg9zWg7gvcAD4rU9ZzHPOW8Ot1J3ONh4Bc1rXrzWtgYXE4ws2q5Lq7X0dGXjtPWHQA5WZdrqsNpjQevdZ1811tsUdFQTcglrqoljS+LOA0AOc7rvgbLfpZOVZ3VGkdYaZiMrrzBUVDcEwtidyknu53uZ+C1jfa6LJpqUPE270ThHcqCN46FzHlp+ncELpn4Lvis45xv+ib3UapD2Wa3SMcDyzXGodGaWnz8t5a7LneDMbrnl4bP8nSWVtrLJDRPEcJL4aZro4JHbvkLzmaeQ98kzuvg3AWbqcRu/1Zq4fBc+idMZPD9ybXbHiH+1MONshTKc8pXdbd+z6X6mP8oXVySEBAQEBAQEBAQEBAQEBAQEGttZklVhWxiqqKy20ldCYamMSMPj1B8Qe5BzjUPBWCSrkuNilloa1+730kxpy8+L2YMLz5lq3LPrPXTHW3htqZlUz+kfTa6NjsuEpga0/6o2t/FdPTx6T/ALMnZbJT09ttkVHTUrKWNg2iZgNBO5Jx1OVwvbptdlkLiSTknvUEKozjKMuZcRruaKjmeXcvKDv9i55X46Y4uEaWhl1FqSKrqGulidP2NLD85zcOe8fugj7SumHj5jGWd7nT2Ta4pKa00lHHGyBsMTWckQ5WjA6NHctZ3dtWVGr7dQVAcKmFs3N7xkHMfvKzs045xH4c2+GOa426Mkty59KfWBHU8ue9bnlsWYxrGkeIJ05RUNyYIqnRtRVClusjYw2opJpMNZJIR1a0jGHDP8lvOXLhZ1w7rNGC3mY4PY4BzXN3DgRkEeRC89WIE9MN9skhZ0u2KqqTGSNwfBLxys7Y4U4E7Rjqdis64V2a3/EKb6pn5Quscl9AQEBAQEBAQEBAQEBAQEBBr7W53VjK41uFRWAgrGyCoOKgc2UFJ3QWZ2ZYUVxbjjTzN0/VvYOjVxyuq6Y9Nb+DzRw1+qLbDKAW2i0meNuB71RMXvcfpLgvX1Mr/pjOTUkemu0aOq5Ii1OCSorU9UAeiSDHQFMtNY9vKkdwNr4l3KySDnsmqGvoa2mP93zzjEUoHc6OTBBW5fwXX5PR/B2sqq7hzbG1bzJVW/tbfM87lxpXmME/6QFnLfFS8XTaZ49vBZqsfNTu3P3LCzljH0pE7Tjv6lTtbXVaH4lT/VM/KF1jkvICAgICAgICAgICAgICAgIMGwbKsqwEFQagqwVVMKD7hAwgpc0EYQabxC0wLxZKmmDcl7HAfcuWeNrWNcO4S3A6S4i2p1wJhpKyOWxVcp2a2bPPTl5PTmBC9Mu5Uyj1A9xBIdsR3LmiNUVLWNJJ27lNq59re/wwUkvNIG4aSVjLLh1wxeVaid914j01QwkxUswqZXD5LITzZ+8YXXC/jWcubJHrjg/a6ij0BSPqWdnPXTVFa9h8J5S5v/tTOauv0x9raKiLOdlhraFPGR3Z8lBBkhzI3vGdlkroVF8Tg+rZ+ULoyvICAgICAgICAgICAgICAgIMLG3ZVFwBEVAKq+4UDCD6AigCIYQUSRNewtIyCmhzXXnCugukNY9jHCCtaPSey/vIpYzmGoiHzoz1HeMq42yrutNtvE7VmkGR2fW8XaNZ7OhvMeTHURjZhye/HXvHeul8e+YuHMX7txktskJ7GYOJ90NO5+zquNb6c8uVbrDWtW+jslFNU9oeXma0loz5ha8X/GuU3eIl8munQNBfBwks7GVV6nY64Tua+SmYOYgNOcyPBxgdzR9q75zx42evOnPd7dxbTxQQxwRDljiaGMaOmAMLz27XSxJGCTkKKiSxk7qCG+M8+2Flq1utJ8Vh+rb+AW2F1AQEBAQEBAQEBAQEBAQEBBiIx6qqKwDlBVhB9wg+4QMIoAiGEBFMIMVdtL2i6wSQVUDHxS/3kT2NkjcfEscCM+YWsc7GdNUZwU0WJMPtNLJBnJiIdjbfbOSPvW75Pv1Y3ez2qgtFC2ittJDQ0rPdhp2CNv8ALcrnllb2SaX8NBOOp6nvUVacMqCy9uVRYewfosqjPhwScbKaNtppfi0P7jfwWkXEBAQEBAQEBAQEBAQEBAQEGIi5+XbGFUV+08kH32vkge08kH32vkoHtfJB99r5Kj57XyQPa+SB7XyUU9rnuQffb+SCk9t5IKPa+SCl3P5IKDzeSC0/GN+iirB5Mer07lBsdN8Xi/cb+C0i4gICAgICAgICAgICAgICAg//2Q==)","LBMJA","url(data:image/jpeg;base64,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)"]