ECAST-AltKey Collab

#Welcome. //This ''sustainable fashion guide'' is part of a collaboration between the Emory Climate Analysis & Solutions Team (ECAST) and altKEY. Both organizations believe in the importance of conscious consumerism as a way to reduce harm to the environment and human health. Navigate through this "choose your own adventure"-style resource to learn about sustainable fashion and become a more aware consumer. This resource will always be here for you to explore at your own pace.// ''//Learn://'' ❔ [[What is fast fashion, and why is it a problem?]] ''//Act://'' 🛒 [[Buy Sustainably]] 👕 [[Choose Thrifting]] ♻ [[Repurpose Old Clothing]] ➞ //[[About us]]//

#By thrifting, you can extend the life of clothing. //''This means...''// ➞ Less old clothing sent to landfills. ➞ Less resources used and wasted to make new clothing. ➞ Reduced environmental health problems. (jump to [[What is fast fashion, and why is it a problem?]]) 👕 [[Thrifting Map ]] Explore thrifting locations around Emory's campus. This map was created in collaboration between ECAST and altKEY. 👕 [[Online thrift shops]] If you can't thrift in-person, check out these online options. Return 🏡[[home]].

#Before buying, think... [["Do I really need it?"]] However, sometimes we do need to buy new clothes. 💭 [[Be a conscious consumer.]] Return 🏡[[home]].

#Fast fashion: ❔ [[What is fast fashion?]] ❔ [[Why is it a problem?]] ❔ [[What can I do?]] 👕[[Learn more]]

#Your clothing choices matter. Although policies and regulations are required for broadscale change, consumers in high income countries hold significant power in the clothing commodity chain. In fact, many of the harmful practices of the clothing industry are driven by insatiable consumer demand. //"The fast fashion model thrives on the idea of more for less, but the age-old adage “less in more” must be adopted by consumers if environmental justice issues in the fashion industry are to be addressed."// Hit the back arrow to keep exploring, or return 🏠[[home]] to learn how to make more sustainable clothing choices.

🌍 The //''Emory Climate Analysis and Solutions Team (ECAST)''// provides a forum for students to conduct climate-related analysis and advance climate solutions. [[Check out ECAST's Instagram.]] 👗 //''altKEY''// is a platform for activists, designers, and students to come together and spread awareness on upcycling, ethical consumerism, and reducing the purchase of fast fashion, while also reusing pre-owned items. [[Check out altKEY's Linktree.]]

(open-url: "https://linktr.ee/altKEY") Hit the back arrow to keep exploring, or return 🏡[[home]].

(open-url: "https://www.instagram.com/emoryecast/") Hit the back arrow to keep exploring, or return 🏡[[home]].

#Think ''creatively'' and ''sustainably''. //Instead of discarding old t-shirts, give them a second life as...// ➞ [[Masks]] ➞ [[Bags]] ➞ [[Headbands]] ➞ [[Bracelets]] ➞ [[Dog toys]] ➞ [[Rugs]] ➞ [[Wall art]] ➞ [[Quilts]] ➞ Makeup wipes or hand towels //''This list is just a few suggestions to get your creative juices flowing... the possibilities are endless!''// Return 🏠[[home]].

#Greenwashing is when companies ''capitalize "on the emotional appeal of eco-friendly and fair trade goods'' and ''"market their products as “green” without adhering to any criteria"'' (1). //For example...// H&M has a recycling program which lets consumers donate old clothes in exchange for an H&M coupon. This makes H&M look like an environmentally conscious company. '' However, only 35% of donated clothes are recycled, while H&M keeps producing the same amount of clothing!'' ''Do your research'' before assuming that a company is sustainable just because they claim to be. //Sources:// 1. [[The Global Environmental Injustice of Fast Fashion]]// 2. [[@earthrise.studio]]

//''Consider...''// ➞ Is this similar to something I already own? ➞ Does this go with items I already own? ➞ Am I wearing sweats every day and don't need new clothes? ➞ Do I own too much already? ➞ How does the company treat its employees? ➞ Would I buy it if it was full price? ➞ Could I find something similar secondhand? ➞ Would I wear this beyond one specific occasion? //Source: [[@ssustainably_]]//

#Our clothing impacts the earth from its production to its disposal. //''The fasion industry produces 10% of all of humanity's carbon emissions, is the second-largest consumer of the world's water supply, and pollutes the oceans with microplastics''// (3). 👕[[Impacts of Clothing Production]] 👕[[Impacts of Clothing Disposal]] //Sources:// 1. [[The Global Environmental Injustice of Fast Fashion]] 2. https://www.eia.gov/energyexplained/oil-and-petroleum-products/oil-and-the-environment.php 3. https://www.businessinsider.com/fast-fashion-environmental-impact-pollution-emissions-waste-water-2019-10 4. https://remake.world/stories/news/are-our-clothes-doomed-for-the-landfill/

#The clothing industry hurts human health & well-being. 👷 [[Occupational hazards during garment production]] 🤕 [[Environmental health]]

#Fast fashion = the readily available, cheap fashion of today. "The word 'fast' describes how quickly retailers can move designs from the catwalk to stores, keeping pace with constant demand for more and different styles." "Increased consumption drives the production of inexpensive clothing, and prices are kept down by outsourcing production to low and middle-income countries." //''[[Alternatives include...]]''// 👕[[Why is it a problem?]] //Source: [[The Global Environmental Injustice of Fast Fashion]]// ❔[[Learn more]]

🌍[[Environmental Impacts]] 🙋[[Social Impacts]] [[What can I do?]]

#Learn more. 👕 [[The True Cost]] The True Cost is a documentary film that tells the story of the clothes we wear, the people who make them, and the impact the industry is having on our world. [[Watch now]] 👕 [[The Global Environmental Injustice of Fast Fashion]] This paper, published in the //Environmental Health// journal, posits that negative externalities at each step of the fast fashion supply chain have created a global environmental justice dilemma. 👕[[Fashionopolis: The Price of Fast Fashion and the Future of Clothes]] This book by veteran syle writer, Dana Thomas, convincingly connects our fast-fashion wardrobes to global economic and climate patterns and crises, rooting the current state of the fashion biosphere as a whole — production methods, labor practices and environmental impacts — in the history of the garment industry. Return 🏡[[home]].

#An old t-shirt could become your new mask. ✂ [[No sew photo tutorial]] Before starting, gather your materials: ➞ A rectangular cloth ➞ Two hair ties or rubber bands //Note: this tutorial uses a bandana as the cloth, but cloth cut from an old t-shirt works well.// 🧵 [[CDC at-home masks]] The mask tutorial above was inspired by this CDC page. The page also includes a mask tutorial which requires a sewing machine.

(open-url: "https://mommypotamus.com/no-sew-t-shirt-tote-bag-tutorial/") Hit the back arrow to keep exploring.

(open-url: "https://theclassyacademic.com/2013/05/02/no-sew-t-shirt-headband-tutorial/") Hit the back arrow to keep exploring.

(open-url: "https://www.agirlandagluegun.com/2012/10/t-shirt-braceletkid-craft-monday.html") Hit the back arrow to keep exploring.

(open-url: "http://www.sewhistorically.com/5-different-diy-no-sew-t-shirt-dog-toys/") Hit the back arrow to keep exploring.

#Your old t-shirt could become your new rug. 🧵 [[Sewing required]] ✂ [[No sewing required]]

(open-url: "https://www.hallmarkchannel.com/home-and-family/how-to/diy-t-shirt-canvases") Hit the back arrow to keep exploring.

(open-url: "https://www.instructables.com/T-shirt-Quilts/") Hit the back arrow to keep exploring.

(open-url: "https://www.diynetwork.com/how-to/make-and-decorate/crafts/how-to-make-a-braided-rug-from-old-t-shirts")

[[Method 1]] [[Method 2]]

(open-url: "https://www.instructables.com/T-Shirt-Rug-No-Sew/") Hit the back arrow to keep exploring.

(open-url: "https://www.eytozee.com/diy-no-sew-rug-made-out-of-old-tshirts/") Hit the back arrow to keep exploring.

''//Garment assembly employs 40 million workers worldwide.//'' ''90%'' of clothing production occurs in low and middle-income countries (LMICs), where occupational and safety standards are often ''not enforced''. Garment workers face a variety of hazards, including ''respiratory hazards'' due to poor ventilation, and ''musculoskeletal hazards'' from repetitive motion tasks. "In LMICs, reported health outcomes include life-threatening conditions such as ''lung disease and cancer'', damage to ''endocrine function'', adverse ''reproductive and fetal outcomes'', accidental ''injuries'', overuse injuries and ''death''." Unsafe factory conditions even result in major disasters, such as the ''collapse of the Rana Plaza factory'' in Bangladesh in 2013. The collapse killed ''1,134'' Bangladeshi garment workers (1), and injured about ''2,500'' (2). However, disasters such as this one "have not demonstrably changed safety standards for workers in LMICs" (1). Furthermore, Rana Plaza ''did not'' diminish Americans' demand for fast fashion whatsoever (2). //Sources:// 1. [[The Global Environmental Injustice of Fast Fashion]] 2. https://www.nytimes.com/2019/09/03/books/review/how-fast-fashion-is-destroying-the-planet.html

//''"Those who work in or live near textile manufacturing facilities bear a disproportionate burden of environmental health hazards"''// (2). //''Textile Production''// (1) * As mentioned in the [[Environmental Impacts]] portion of this guide, cotton production requires significant amounts of ''pesticide.'' * ''Glyphosate'', the most common pesticide used on cotton in the U.S., is a ''carcinogen'' and can cause other ''serious health consequences'' like birth defects and genetic damage. * "Scientists have found significant levels of the herbicide in ''air and water (both rain and river) samples'' in the agricultural areas in the Mississippi River watershed. * It has also been found in ''food'', such as Cheerios, Ritz Crackers, and honey. //''Garment Assembly''// (2) * When fabric is dyed, ''untreated wastewater'' from dyes often discharge into "local water systems, releasing ''heavy metals'' and other ''toxicants'' that can ''adversely impact the health'' of... nearby residents" (2). //''Clothing Disposal''// (2) * Disposed clothing in low and middle-income countries which lack robust municipal waste systems can become ''waste'' which clogs rivers and parks. * This can damage residents' ''clean water supply'' and ability to enjoy ''public greenspace''. //Sources:// 1. The Organic Trade Association, https://ota.com/sites/default/files/indexed_files/CottonandtheEnvironment.pdf 2. [[The Global Environmental Injustice of Fast Fashion]]

(open-url: "https://truecostmovie.com") Hit the back arrow to keep exploring.

(open-url: "https://ehjournal.biomedcentral.com/articles/10.1186/s12940-018-0433-7") Hit the back arrow to keep exploring.

#Be a conscious consumer. ❗❗ [[LOOK OUT FOR GREENWASHING]] 🌍 [[Look for ethical/eco-conscious brands]]

#Online thrift shops //Buy and sell previously-loved clothing on these sites to give garments a second life — outside of the landfill.// 🛒 [[Etsy]] 👕 [[ThredUp]] 🛒 [[Poshmark]] 👕 [[Depop]]

(open-url: "https://www.etsy.com/search?q=thrift") Hit the back arrow to keep exploring.

(open-url: "https://www.thredup.com/") Hit the back arrow to keep exploring.

(open-url: "https://poshmark.com/") Hit the back arrow to keep exploring.

(open-url: "https://www.depop.com/") Hit the back arrow to keep exploring.

#Step 1 Fold cloth in half so that it has a long, rectangular shape. <img 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zeaEPpPhfBP/Pzc7ePpGjfzrlqYmnS+N2PoMuyLH4+PPhafMr2vdLX5s+tUsMdanWzAr4ok/ar8ZE/udBsI+O80rf8AsorOm/ax8a2ateXenWIt4BvkEccjuVHJCjd1x0rn/tGi3ZO59G+Cc2jFznBJL+8j7uFoOwqQWoHavh7Vf2gviY15PHaXWm2ECRwSKZLRmYNOVVI3PmYVizYPHHH1rlZPjt8WtW0+61e6v7jR106VbeaKCG1CtKcj5TKkjHIGTgnA61f1yna99Dm/1Sx7lGC5W3bS/fbofogttxTxb44xX5x+KPih8ZLDUUjg1S8ll8lXkjt57VFjJUEKQyMxYjknAXPaueu/Hvjue21SN/FN/LPGbd3ElwY2jVhyqGLapbedpx1HIrKeNjGPM0duG4Rr1qnIq0end79tEmfp95Ap4t/avyFuPFPip4Xmk1zUHePBBN7cEj/x+uhl8TeIPGGnLPJ4hudB1KJlVpGvrtY3g2kMVSJyokBwQuPm9R2whmNOT1Vj18TwHiaSvCrzekX/AJn6u/Zj6UG29q/KHVfGPiq5m8my13UEtLULFBi7mV2VQBudg+5mYjJJJ61STxl44RQi+JNT78G9nJ/V6xeaU07JXOuHh3i5QUnVSb6W2/E/Wo2/rxQIATX5Ow+P/H1rJug8Tagrg97l3/Ryw/StyH4x/FlCAvim8G3s6wtx7/u6FmlO2qJfh3jb2p1Yv71+jP1HMIFJ5S1+ZcXx1+LcYw2us3+9DEf5KK6Wz+NXxM1PTzDZa6lvfxBnllu7cG2CZ4O6PGwDvuByenFawzKlJ2OStwDmVKDm3Fpdm/8AI/Q/ylFQuY0+8QPrX5rwfFP4x6ksh1fxfFHZocGawtWUMc42pJLjeT0ARSc1iXXjbxJdaZqGna1q2ppHZybWu7WbcSGbBSQlgAx6KV6Y78GtpYyClynDT4Pxbp882k+2t/xX4eZ+kWreKfD2iQPc6pfQ20SfeaR1UD6kmvJNU/aS+Dekz/Z7vxJbh/RSW/kDXxTfjVpdTSK8uH08WcSz2UZzcptQAjHJ3PjlmILE5yO1YreKtUj1iP8AtqO7sreZv3d9aKl1Yvn+IFlby+eqtjHYeuVPGOcnaOi87M9mfCVClSj7St70rbJuKv003v3T30sfoB/wvf4e/wBnjVftjm1cqFfynG7d02ggEj3GcVnH9o34YL1vpfwgk/8Aia+E/FVxDczLtim+2Ly8kjKUkRhlWQKzAA9cggEds1w9jcXs6yteW5gZHZVBYNuUdGGCevvXDLMKurSVl/Xc+opcEZc1BVJTu+1raefK/lfc/SRv2kfhagyb24P0tZT/ACWoW/aZ+F6j5ZrtvpaS/wBRX57aVYXOs376dYMnnxRNM4kbYqouBkkj1IA96kuNM1axRnvLSSNFO0sUO3Psw4+nNH1+ulzcp0R4KyRz9m6kubtzR/8AkT9AG/ae+GI+61630tX/AK4qPWf2m/BGiWVnez6fqLi/LeSghVXZFGTJhnGE5Aycc+3Nfniqt0zweOa6WPVZtT0ifQPE9zPLbMYvIkt1iEsSQnKoxcfOD6knHYVUMwk377SIxnAuAhBPDqTfW8l/kj7qu/2nfA1vpVpq9vZ3d1DesVjChFZgoyWAZhlO24ZGcetYP/DWfhYthdEux7s8YGPU4zXxDf3CXt4rwW4t7aFEhijHSOKJcKufbqT6k1b0mwju78BvKMcEbXEnm5dfLjwWyq8tkcAd+mawnmFVytDY7KHA2WRoc9eDb6+8/u0Ptyf9p/T47y6to/D1w8dqVDy+dGseHGVIZiBg9snJ9Ktr+01pQ026v5PD167WpAaCLEs5DDIcIgOU/wBoHGQRXw3qkum3Th9StLu+tNSla7jaGMssJUtEqkwkSblXhlAOBjGamklTT9KGkrYR6Y+nsbhLgzSLDFBKdoVnfnEjYI29TwQGBFeh7aryKX+R8m8gyx13R5LJbu70fd62t06fNn2NL+1RbHS31VPDN1aJGcGO9zbStnoUVly49aXSv2oU1JLlm0RLbyEVxvuMAqWwxOVH3Rzjqecc18vaj4VnudTj8VaSySC9gia0Mkvmw2zl4/OC5yGZEJkjzksCABwah07S9P8AE0HiDS9SuDZ2E0guHZRiVSjsyk/Mh2jHzLyQSMYPNc08VU5l71vkv6/I9LD8NZc6FRuldpJp3l1draX+e573L+1nr5P7jw5bBexa6f8A+NisyX9qrxfI2I9Fs0/7au3/ALKK+Z1jQqrJ+vXFP8sAk4B4ryXmFb+Y/QKXCWTJf7svvl/mfStp+1F4wW6h+3afZra7184rv3CPPzleeoGT+FfbGh339rW6XCkMkgDKR0IIyDX5KbDjpxX31+zN4jutb8ONplzknR5FtQSfvR7Q6E98hTt/CvUy/GSqTdObufnPGvDOGw2FhjMFTUVF2kl57PXz0+Z9JfYyT06017Fugrso7DIGRVtNL3HpmvoW7H4G0f/S+pI0fhl+X6VZzNyGOfrWuumXCjlMU37FIONtfnrPqkfIP7XVy6fDa0sB8ovdQt1btlUy+PfpX59+XwAv0r9Bf2wrSRfBOiMeANTTI9f3b18CeWN+Aenaviczn++t2P6q4FpL+yYyXVv8yHyt3BxxinW2oQeHLhdbuYDdR2mWaNRuLAgggDB5Gcg9jzVpYySeByOKkt57TS5U1LUIPtFrakSSRAbi6KcsoHfPp3rx6dS00fouJpKVGd9NH+XyO9ttM0K58T3I167hsbDULUSqHB8p96qyJLwpjJI3E4BDcjqAd3x9o2p2vhpItAsor97a7aeZJEZ3mM6tJK8caneuMqiA/OEBIU9DlyyaafEVn4i1aFP7HWzt71ozGqGSEqsY81QFCuWbLHAAA44wa7vRtf8AEF1pbNdXFpcNdyTvA1ncO7R22dtvLJuO5wSGHynBbG0kZI9ik2ouUtkz4HGKMqlOFJ+84Jvola/Xe+/36anlMPhazHh7+17ee8tLrUp0S2dYFM4t2QyyIXlKbCrhg+W3hVGMCn6JZ2tzpv2vSb5NbsNJ8wXouGDSzRzAP5ce9dr7B8yhWZueDg16Zp3w+jubKEXGsXOqvJBJH9nkcyq8ckeHOxV4JXn5ZCcc5x18JaWe01bUPCcbnR47OCURzoWlW3VSJZZXckSHzkAUuDuGQAB0reMnVTgzilGGHmqsGnbfTf5fjddbvsjfTwTDd6PJdW94dksW6MvCQ3yJvk81Sy7NgwCT3PSuLks7jS2it7gAmRdykHqM4PB54PUVt+D08V63fS6et+5tHjaFlunEfmGVGYQ+a6vOpdQSVBGBy3UZ37+1vtP077XczGZLvakdpcRIBbbk3em4OgAAAKjGCwJrhqUoRi7PTc+owWOxFSoudJ9LbfP+v+AcXGkMuT3NQXDw25UzZVWIUYBJyT7U5LGVyxik2keop5W6UlX2ntnP9DXlpq+59s03G1rPub/iPS/DvhzVI9Ntra/1qe4VWjVWjhRw/wB35k3SfN/CAoxzu7VQ1u3sdP1eTTrKQ5SOORopGVpIi65aNyvBKnIyK0tTvdH1PUpPEF1oUE2pTFWlaaaSSAuihQRBwOgHBJA7CqetX8+tXh1S5jiildETbGCBtQYHUk/iTXoVqlFwShufM5fhcZTqudd+7buvLojl9Qtp7i3KQXbWb5B3oFJ4OcfMDwela+mare2TfZYLh0gdlZumGboCxI4A7kc46VSMG+YBXL5zn0GPSmnSy18lwZpMICNgb922e5GMkj61zqaSs3+B7VSlzNyhG97J66W72en3as7bXQ91b6rquhyPrGswiKGzC/6lGkOzfubjhQWyAEX3IzXN65pOo6L4A1jTrKf7XPpulRyGQHcZ7mUiaSRf720cgAcAADgin/v4Ypo4nZUkADgMQGHYEDgj2NVrXxVPfW9nLAwkTTZDAoeMqG2tsYODy2R8uf7vAruo4rRPluk03/kz5PF5Q3UcFVtKUWl5Wtqttb/de++/T+JPDmoa5Yyyi6/s27jgt9Ts5ycpb3KrHHLDJjorAjeO2Q3Nbcd7HokMX26G40yXVLNWnW1cNH9oTKmRRkYO7kFSVZSQR6cLrnifUbK0v75S7JdHdcRRLu3gEH5V56ADGOcADpUMcizRI+DgjIB7Z5/CsJ4ibprTTX/hjuw2V01iJJy960bro1sn2vdPvexUm1WXVbhkuLkz3EACsGbcyjsOecelRlMHBGasJY20Ny97HCizOoDuAAzBegJ7gdqmId4mujbv5anDOFLIv+8w4HXvXK5XfuH0dOlKMbVbLfbtfT52NSGYy6AunaVqkOkXW6f7SZoN63McgwimUI5UKMgqBz1zmpDoUHgDQntLqaW6vdet2haCKUSWkEZcYlVQMkt/yzY424NYPloRu24zTPs0ajKrt7nHFdkcXJQ5DxamS0Z1/b363s+/lt9xVa13YUdBWhp2kXepXa2ds0YkIJHmHaDtGTjgknHQAEnsKrCG5kYRxZYsQABksSegAHJP0qVVvLeQpMhhkjPQ7lZT1BIOGB7+tcyb3ex7k6aatHRnd+GpfC8dukwP+pVxLfLBl45SD5Z2yIxVCw2glQOCcZNc7qnj/wAOTiBWmllt7eTzb2OBAbeeUBQ7SeYYmdSVztjTOSepOK9Cjn07xBE8og85ZtyuHkMVvbvIxdpJwpVskDajDcOARg5B8ztfDkmj+Jon0q8gaOGcLKl3MrTRpuxIhDgmQgA+VJH8xOMjOSfXouk37x+c4+OKT5oN6Xv3v09PustLd3talq2r6l4iFppzQJAJEhubCPy4EiXg+bBJiOTBjbP3iyOMYIPG/q0On6rYW2k67Dq0UMU0MEl4qxhHghlPlsXYblUbtzkjOR94Yri/AmkSWPi177W47k7hM8BuBsnfdIBkNKAvm+WWxk9fSvozUb66OmtdLFHKrFzGuxBKu3pGXTIJYFcEEqSc9AQbq1LNcvQ4MNTVv3sNJef5f8F9O5Qvk0zw3bWtjpN3babfP5dnZxXLRxEyrzCu0sQ4VcEcF8HINeO22i3HiG98QeGdWuBFc3pffNGrFzNBLk+Xt2nBOWxxkDI6YrvYb23vtEmlsTpsCRRDUbKa8tXlHnPgkttywjKbSrr/AKsjb0G2uc0rTV8T3GqaRFcFRNYx2v21kYzLt2R+cFUEjefvdMLgkjBzhUqW5L6O56GCw75K7SvBpWdvTT/gfI84Nq0MrwhtzRM0eQcglTtOD3GRwaeY36Hir6W8UCiCNxIqfKrA/eA4B/GrAUMvy4zXz86mrP1ClRfKr7lGGPcMk19mfscQNe674h0yIfMFtZzzweXT/wBlr5DjTjDLg/WvtH9he2E/xI19uQF0+PpwOZmHP5cfjXoZbK+JifG8ZUV/YWJb6JP/AMmR+kFp4YkYKJDt9a6W18M2acuC/wBa6eKIDjFSkBBnFfoDSP4nlOTZ/9P9GHsIz/CBmqzadGeAorqXgwOBUPkD0r85ufWHwx+2jpMSfCi2vgNr22qWhXH+2WU/oa/MPBE2D8uK/Vz9t+J0+DcZA+U6pZ7j6DLYr8s3iMrbgBj19q+GzaSVY/rLw/g3k6/xS/Qb5YwGB6CkhvbXSpI9RvYhPb2zCSRGG5WRTlgR3yKszxgqGb5eR7VPZjTYbuGbVsGzWRTOCcfug3z/AKZr5+EtUfqNSPuzXl/Xb8zpdUjOoeIrO40m3WC21azhdPPVDE8EiHc0sfKhNgwyY/h46irXiXxUbvVYvCmk2hm1G++xxXZhjEflWm9A2/aMqRCTwMCNWOWLVsyJY6n4108acq/YLyzVYpYgwjlha3ceagYsVU9AM8AYrrdf0TwboGn6j4ljVZZbuN7qdNwZpjbxBQHHOQNhCxkYH3iCTmvZoy96V1ez0XmfB5gr06MbpNxV2lrbt+GzZW8T622g+Fo9Vs/3rzzJ+8SRomG/7u2ROQACxABGSR24ryG6tj/biX1xpNxML2GN7i5BjjskhmTa0YaVdkqBOHDOGz90Zxj0TR9THjn4fXCXls1vfiN2+zSYUxzWxV1jJQKCOVAPdCOtR6lMviDwlod7a6sNLu7xpjI9tZNcpGEbCpvGSoYHd8rA4HXaK6Ie7UtL+vu/rzPMkuegnTW77a2s3tbTr91rGJJbDw/DrGnxw2V1p8cEKRpZj9y8d025mJDblLYALbtwYDHHXyr+1bvUJAHIWKMlY4h92Jc/dX+p6nqTXpttbySLcWKN/ajzWDK2o24Um4mtXMoiMce48htpByxABya8hs4yt9cLn5kduo6/hXJUveaZ9hlrpypQkkr+Xov1udp/Zej6fLo0uv6w9oNQjaYRRxFg8QJX5pT8qOWwADxk89QKdqNtp7xWuq6HIbjTLtQI5NwYrKB88T4xh1OeCASOataEdF1G1k0fxaxTT4z50LrG0kkEysCTHsG4BxkMOh757h1TQltL3SfDmmNp8E90JJjJNLKS0YOwKrgBVAOeMgnvgCom6Lo6boKNPGwxzu7wb+VvLzVul/O17vBKMAxHOAa6DUbCLwvpVtrmq241I3Yj+z28ayGEbud08oAUKB/ADlj8uRgmsSVQMjPXrV6zOhy6HFoGuw3N1a2dwbmIRTlPMLrhklJDEjjhlIYZOCDzXNhpU+a9Q9bMqWJlS5cNv17/ACHa5p7vY6P4g0yC1htdQhUXC28peOO62kuqjLEZGCAT/eNYkKj5jkHHet/UdXvNV2RzMUtoPlhto/lghUDAVEHAAHA4/maPD2mxanrFvYzqVt2ZnmYfwxxgsxJ7DAxn39cUTkqk7QRrhqc8Nhr13eyu+uxgSZLhAvB561RvYgIwqjrIv885rrvDC6P8RIh50kXh65QyXSC1XCfYkSM75fMJBxI2wlcM/UDFc1cKW27jhty5/OtZ0pUZpNnPgsbDFxlKKat38yC5KKzfPkHNVYwqMA7cdj2FdfDaaTDpuqa7qdo99Hp/kAQROYi/nuU3FwGIC8fjjPFQyaT4Pk0a4vdCnmnmgni8wyOWwlyC4BXA2gH5VPcg1pTpt0ufoYV8wjTxSw6Wrdvy/wA/+H1tzkoSaGSJZdrFSARjPTtnjNdT42m1Pw1onh8aFfSvbWSyCW4h2PZySXGHxKiPk90G8DdyFAbaa5z7HbsNqdM+tX7J7/TWkbT7l4RMuyRcKySKezqwII+oqsPiI0p3Ys0y+eMpcsWk/nb/AIHU0vFMfh+zfSbfTIBDc3tuLmXyXke2KyAMhiLjgEZwOABwMkGueERUdSPerl4b/ULk3V7cGaUhRuIA4UYAAGAABwABiqZt7ofd59awqVIyleLO7B0qlGkoVXzNdd/x66/gbOvXOmaX4VsNf8J3wt5bsiCW4cuZvMVS0ywcKir2MgbgYHDc1c1jS72Xwzoep6nczwajCixTw3TIbmcEFg7DczhRkDDYYArknmqGn65q2mW4tYljMcb+dF5sKSGKXGPMiLA7W9xVSa6muJ3urhzJLKxZ2bksx5JJrtniY+y9nFfkeDQymaxbxNSf4u/p5LyKHzxSq8edyncOccryD9QenpXfalf6Zocus399FCkd+LW1W7YS+aZZIhNIyRwhWVpFySxZdvvyKxdF043l2LmXzEtrZXlkkRNyjy13hdxBUFsYGa07i98TGY6lpuhyXU+pyTS3cM2/5SrDylWN2AX5T9/aSD1AHFGEV5XexGe1oxpci3/zt/l+Ou5S0Hw7oF54Z1PU9E1NZ7a5xCFnnDwKyfPn51VxJxt+bJ5/iGTXpXhu0vLbwFpahdspUSLGUJyHbcqkKTtwvU5wMVFrkcg8FQ6Tql3cW1xr7wyxWt3Crsrq6r5eERQApYguCAeD35i+Ip8PN9g8Ka5qn9naTeSRwyMMjEVsm7nHVd7R7s8EYrqlLnqWfU+YUfZYVcr2ba3tolfdX1frtZanNaD4K1/RNUtodIMj6U6yLJC0m82z+WzRyRsQN65GxxhWAJ3BhyJoNEt7rWtc8P2zJZm6sZBFKXKfZ2eJJTtyGzjOOmdoOOld18PdVElgdM0e/jvrSKIRWty4IWdLQRQvKrZDBS+5FbPYn5gTnFhja88Z3Eq6fLY3c0EqRgsT5U8UXlCYMQgKAp14HOc8VzYltVFzb3PVyiSnQrqO3K3a/wDwz6P+meV/2Xc6Y39m3bF5rX925OOSvfjjnrxU3l46j9Ktx6brGkf8SzxDufUrcbbkuQWMuASSVJBJz1zzShRjIOPrXgVZWm15n6Xhk3Rg7W0Xn09X+b9WR+QAgxj1r7v/AOCf1lHL4t8W3bDmGxs1H/A5pyf5Cvhlcd8Gvv8A/wCCfygax40kx1gslB9lebivSyqX+0xT/rRnw/HV1kGJt2j/AOlxP01VQKHXIpyjNPIOPav0Vu5/EPJ3P//U/UaPEg4qQxcdKS1UcZ6CtLYCK/OW9D69M+Dv27XmHwu0iyU4jutXhEn0RHZf1Ffl99kC/dYjtx6V+tP7cWmib4Mrf7cvY6laOPbexjP86/KuJVeNS3H9a/Os5lKNe/T/AIB/X/h5GM8ljZfakvx/yaMa5tCiK5LHkdfSr1ha6HDdRS+Iv3mlK2boEkDyv4iSOeBz79KsXsW2ByTjABB7Zq5Y2ljdywWmsyKlnOyrOwGQIicOcHPQZNeDCs1yu/U/R61G6qQ8v8/mdhc2mi2esahcwWl1qBtLKG40uyhYIt0EQMYl83rE4zhc5IyOuaZ8RIL+GHTNe0e6i0+31BYngkZF8i3usuPKmU8LFcxy7UYjargA8kCrOuX+g6L4j0u8Mfn6JZW1oV/eMI/J28tBKAh2L1RgOWBNeqpZ2Gvx6zd63pcltp9vcXFvDbKpufNt3XZvkVVYNFI7ZCkBjhSB8uD9Dhq3LKTtsz86zTCc8aScmrwVl0uummuun9aHiPwuk1XU7vXF1m4klvkuwJfMUJIkksK8Mq8DHlnoSMYIJBBqbw7aNr3g7UfDF+pujZSoCHlKwrDGGAiPkhWOXQ5DfKOhJ6H1M6VpHhYXOtwyKkIjQOAkinyrdPKiUiQly2wsuTy7MMYxgfFut614ml8S28FlaGaCeRTcTSgBYJHfccbOp2njHHTJ61veVWrem7aX1aWy/wAzn5I0cK/bRcrtJWi3rd9N7W0fZb6Htllpp/tv+yrDQ57Sx0ySRjeRNLCrXiKOUVuJ8uqx8sxIB+6oweCm0+e81mdjbLYahM0ks1m0hZt5YsfKOCHBHOAeDkV75q66T4r0TUNX1LUJ7DUZbOJpZvLZfNVSgnt7RZSIskLtbZ/Cfmyc14ott4e0XxNqejppZng0KBQwedkKzXDhsKUC9CwOcAZ4VQBVpxqxlZ7Lz+83h7fCVIRcXq7fPsrvVa76b9DTs/D2qSO8UirasnlE/aG8niYlY8BhkliCAACSa0dW8JTaWkc1zqtmib9reY/lgnO3ajYYM2eCvDA4+XkGsDVfEJ8KpcaEqTalNbPFMzXEphAkGJlMTKjzMiuR8xIUnOK7zwhcS+KdHk1fxB9njeW+luAhtZ3eeUFIpDE0TYiYYxHvBLEE8c1wvCqMedntwzmdWs6cbJdLJu/9a9vzZwGo2B06+uLGZ1ma3YozJkqSP7uQCfxFZyTRJKluOZSqnavJwTgcda6nxWYRr1+tmclHIYkbQZ1GJTgdMyBifxq3q+rXvh69s9V8FaFBMl3aLDZ3saSS3JuAN80c5Q/eBUgR4XCn5W6gctGj7SbjfY9vH42eGoQqqN27fl17f8OcxhlGduBir2na5quiic6ZFBKt0oimjnQPG0eecg9cdcZGehrb8Q20N3Z2PieO1n006yJnks5wwaKWN8OyblVjG5O5MgHBxgYrl4h1OCRxxmuaSlRm090etRlTxeHU0tJf1+DN+8vNAt/7TvtFspoL3W1SOcSlDDCqlWdYAgDYcqM7ugGAPTibiM4V5ScFxn8+9a/GApGcHiootPvdX0y6vtOjEsVjL5cnOHZ15ZEU8uwHOB26ZraM6lWS6nI6WGwVNq6im76vrp/wDb028sLCW+t9Tge7sb+2ltpI1YKdshHIJBHGO49+orPt7zw0lrqM2k6bPYS6rDHC8UkgaGNI3DZUFRIW443MQOo6kVFOztcMCNjJwyMCGBPqDyKrbcueOPpU0684Q5BVMBh69VV5K7Xm+m3UroiBchxj6Vo2uk3V6ryx4jgQFnnkPlwRqoyzPIflUAde9VSgYHFdCI9W8U+BT4aMVvNeWF2j28TXDRL5Ekhd3O91SQq2MAjK5yMgYOtCEak7SZOZYiph8O50Y3fzsvu87aevY5+8s7Wyt4NQt9SgvrO7d4o5YmIUyxnDR4YAhu4HcVv+F7Jr6a9UWsV2y20mxZVZkEzYEXClSSWGBg9MntVqS40rT/CNt4VlddUvrUo6XkUcaW8JLFpI4SAHkU5wXb7x+YY6U3wrrY0PUnuHfbFLGyP8gkHQ7Ts74Pb0JHeqq8katovQ5sP9aq4J+1Vpv5fl93qtrb9NpUWnWkVlYa9pdpA99Hc7sOk22SEAqqOpZneQnIUuuAMAcHPP6hpOlxDTmnhubWa/SJBbW8ZlcTkt5gLS4X+6FAJ55I21F8VNIXWbWIQR2n2rTTD9pisrUQolpPGQgeFGk3BHVWL5yobqBS+AvCmoqtrFLeXKLqOmyzfYxaTrCoLhAzTMwhV0I3rtCORjHGa9b6vCVPmS7nxrzOtQxPJKVou3fq99fVave2ju9V1+C/0aCZtQ0e60xbS7ilW2tVw+AuVmmaQsrBdoUj7uTltoORZ8P6Hp2s62viCyu2fSdWV7mf7SvmWjM24kFy26KRJEIAbdjlA2CMXpNH8Qx+MZBDeNK1xaxWbgTFJP7QTCQsEJ3AuCCHHVNwfoK9G1HRPEN14cW3L2lpqCpLZRWUCrPPqcqvsmuM4URAZK7/ujkk8impqMbQV9P6Xkc9SnOpP2leaWtlurbWkt21637t2TZ8/aj40t7zV9JlRzbW+l7CluzZWJEkDS+WqZwuCPlPGew7dj428LXWteIdKkMv8AoO+eK5bfsby3QPGA54TzHhMe4ngsMEHFcZZ/AqLRPEE+u3HibS9Mu5zKHs/tceAGxlSoUkOxGchjzz04r6G0WfUdC02IaxEZ4YoxGl9ZhdQiKgDGQgLhgAN2U2nAOQ2ck7U5qVPXTXS1n2t5GdOU8RS9nXSi02opSvzK+jT6t9Va+vU5Lwd4c1TTbG9bUrILf6rBDCEi+WC1jG9IbO345ETN+8bAy7fhVFbHWNG8X6ToGsXV1KbOFbJHkkE1xMjBlDyDLHEjnO087MYHauz1nxj4S1fQbzRNR1u7khnUjzltWhlRlIaIW4i+dQjZYtuAOeQTyPJtG1SDxB4zuNQ1B3gt31DAkiUllWMgQ7Rg8jainAOOTgniuWvVcoc1+q7HqZdhfZ1p05waXLLdSu3ptdLpfp5aXMKbT/EOn3VxbeJG/wCJgJHaRgCA4ZjhwCT94c8HHamqkqnk5BrodWk8S3OpTnxdapZXsbNGiRqVXyBI5jYZVfvbi2ccknp0FJFCvuAz6ZrwsTK1WSXc/RcvTlhab8kUMEYJOBivvX9gzV4rXxF4t0Nsb5YrW6U9yAzow+g4P418N7F7gCvqD9jy8ay+NkdqrfLe6XdoR6mNonH8jXXllW2KgfM8Y4X22RYqPaN//AWpfofsciggEVJszTbXDwqTVvaBX6c2kfwhLmuf/9X9QolZTxyK1YmJAzT4oMJ0qRUwa/Nz61Hy1+2dHv8AgDqxIyRd6fj/AMCUFfkPGWWBEcHhRn8q/Xn9tCY2/wACb1eB519ZLk9sShv1xivygZC0KuoBVlBGelfm+fztXij+x/DKD/sRv+/L8omRLN5kPk9zjBPp9KjtYLZ5vIv4zJbt8siLjJjY4YLnjJGcZ4z1ouoFSMyK3oMf1FWkVtwikI+YDBPHXryOcV80mkro/VXHmm0+x0nxI0PSBp9joGiXYm0qOwEVpht6xxB2C4cKobd1buGyCTin+BPFHxW8XXcWhWeoSotnuDTq4UxiEhZJN6gMsagAtk+gwTW14z8N6boOl6L4U0+6aa00+zkC4IBUSuSWDozff2ggZ+UY7k1U1SG58NeF9H+EvhO23axr0cVzqMoJd3eb94kJb+4FO51zhiRnq2fchNylUhd7/wBdd9PM+HrU1TpYeryr4Wu60emjS0V+lm20no7kXin4l+H9BuDBp/meMtSibLXl6Ge0EmcZhgGN4P8ACznJ5wSDW3o2pfEK/wBFg1fxLPomj6bfIxggvbMy+anBISOPadvfOR7EjmuT8T+ANG0nxd4R8CaZOl6btIp7u4XrNNdXAhB5GdqrkKRxnqelegeNfFejaT4ls572yjmtNc1K40ozOqf6FDZOlvDEoHBVmG5153KGxnFepBSvyQWp8/Jwkvb1W3H029Lqy77JaPS706STxLeaVpcemT6Ra3NrYXkYaygIuLYTTKJ4Z7EkbvJnTcrIc4YkDpk+OySQW/xEN5e6fNY2suJZmuYBBmXlYY3cqCViQhULdWAxziu48TWE2mr4p1uGYaoNXS2tIrKEF1s7iESJIyBVwmPlFuN2SCSQcGvCG0fU/Dmu6hDrllIjNa2uFlLzoRv3FZWBIXgYKseOnesoS9+bT0sv00NoU/3VNOPvOT16vfXr33uujPV9e0mw1XTLtPt80ttNHZqEhuIfKtpLVwy+X5iBOerhiTjGBnFZLvB4bi07QdM1mJLHWLF/JRZCzpdmY/PLLCQC7Oz5Ma7VPGMCt7xN4T0rXZPD8r2ceovfLOYGuX+x20LNhyiy2zeUyvjgHDDGD1OOfvLbW4tbn0vfbaXoNpamER4iCT+VFlplVAzxxRNna2VAVRtDM9b354Wvt6I5qcFQqKaV023u29N3bpZrey2tqjiri3dLmeGdvMkjleOQ5JPmKxDZJ5zkHr1rVtNd1bSNPuNP02RYkvpIyzbAXUoGXcjfwkhiCeeOmDzWrb3qeILLTUnW711XaeEXwjNvPCVC48yA7hKoJXBLq2Mg/NwcpbHTZY3m/tiFbaBhE8ksM0TednbsCFSevViRjuOK8SdGrCV4n6JRx+Fr00qi/C6ILG21rXbuO1nuXvrzbh5pmP3UHLMTnao/rgDJAPQf8IrDYajBpeoGSW71JZEgaJWWGFlXIeUsAWywC7VHyg7mxwKk0zU9P02xu7S31JLi5DR3jS26/uIDbnO6Sd8b4QQC67Rg9MmuW0/4gxXfi+G0itvsml6hchHSImz81vK/1g2EtCJpiikKc4I3c5FdNLDSmnJ7nlY3NY0KkaEHaP46W7/07b9Uuo6Vf6XOIL2FoJip4ODxzyCCQfw/nU3i621TxTPBYeGtSt49LkaArYqv2a5tjGNrujhAZGXlsiQZ6Y547nx1DLLBa3txEIy0reUsTtNFHE8afI0zhWeXchJyPXPIrxzWAyw5TggjkcEfjUYeq6FayVztxeHjmOEjKT5Xrtt89/z+Z1uvahamO18PfbpNVvdH85J7yUASSB3+ReGYlEC4VmJYjvT/AA14dTXGea4uUtbO2IM8khwAvVgOQB8oPJIA4JPasN4yg+6CDXf+D7qfSrVJ1n/s5p7h47d22s9xO8YVIxDKhVkBIJbPB+lZRl7apzM1nT+o4P2dJ7bfffz/AC87WI7DQrPXL90vrcQzX00v2MWKs4lhUjD4jWRAEBAaXOwnqODXIapoktjiZGW4tJXZY5Rg7mjOGUrklWU8EdPQmuS1LxJrlv4l1PV9NfyrNbiXKENHF5Ep8mTc0eDGJJl3hwRgsDzjB9Q0e4uPGL6Va2On291aXVsfLeR/srwCNyrAzJuj5dWyyofM4OOpr1K+F0Tju/zPl8vze0mqmkV37eV3p03drXfpw7D5SD1Hat3RrCyQjWNcZLfSraSMTed5iGUNn5Itq/MTjsQB1zV+0gtr29/si0stLGpyqsiRTNPdxfZd+3zVLbULFfm+9uI5A5qE3F3rOk6leaNdPLqKXaW0SXsUZVQgYmOCNy0K+aqnaPlJ27WIJDVhDCNfEenic6jyuFJO+vrpv3+82tPuZDL4gsZ/sEmsXFrDLDDHO9rNbJCFZUEiqfLBjZQ20sAMB+CTXQeDdb1o209pqmnLYP5kSj+0Lpmjm3ZGPOCliUxknY6Y/i9KljoSz3GjeMvEmnPoxVI13l/IH2hFMUlrKjZDpt3bXI+5wGOBXYeCn8PxWuuXHh0/ZLq6zaQaZFdMyCOLIa4nvGXzEh5JyhGemTkCu2VopQS/r9bnykZKpKdabvazstrPSz192y30sratbvy7xN4judN1NZrlbsXGoxFpPsMsDIhtJiqhDKCSQRu3578ccCS01KxsdJ0mXU3urWw8WX0NqZi5M505FLtEXhyE8yX5Gxg4LEDvUOpaJp0VvYapJZX3iy1jLW4axtGgtwZ5VBMM0jq8wBOVdV2MxHIGa6zQtE8OeFtAuUu7+ESxbb+0sdRX9/Bd24YRhvKkZQ+eg3YZcAgYq4RcFGU4k1sRCp7WjRnu10etmtFpdWS1bv0+Wmngrw3ewz2viPwzp+jWizNa/a9OIV7V3YBHlOf30Q3AM4UEdWwckeJ6XovjHwb44u/C+g3ckWq2bS7I0c4n8tcsoJGHJQ7kDbty+hBNd5Pf2Q19/FK6jat4fOjPp9varPunlkuE+dZIdowWlBZnPHAwOc1L4vurqy8W+APG5l867u4tOeRzhi0qv5D5HHzbWGQeBxnHBpt2dua9zKm3Upuo4patdUn97elr36XS/vXpNp+lfFfTJ59Kt47LxPZo0j2kQMazhVx5luq8o4H+sTPI5BxzWD8PIRBqulwXQbTDDcxhnKh9rKQdwHOQWGMkcZyRwa7TxwW0/wASn4iaDELHU9L1aSxv4lwAJuGhk4GAJIyoIDclmGav+JrK3tvHthqelSrp1hrYtdRtZiCqQCflh1JOx1OTnHOOBk152Ki4q3nf+v6/U+jyecazk2/stL8NL2bdvs+j3SRwV5f6zqV9dPr9qlncW8j26RpnasELFYsAgYBXn8cjg1FGoBGa0dd1zU9f1u8l1OzayltHe1AZgxkSF22yZ3NnfuyOcYwASACaaqQu7bmvDxWlWXqfe5ak8JT32W+/5L8hRH3B4P6V9H/soRO3xz0gxt92y1An3G1K+cgxAJ219J/slOT8cNI245stRB+m2Otstv8AW6d+55XE6tk2Lt/z7n/6Sz9lbZdsKDHarYqKBf3a/SrIXFfrLP8APqTtuf/W/WwsW4UYFPjgPU1pQWyAVZ8nAwK/NWz65I+Ov21rZn+A98yD7l9Yk/8Af0D+tfk9FGv2OLrgopz9RX7M/tY2sNx8BPFCTAfKkDrn++syFP1xX4v+H78XNn9ikHzxLtHfKj/CvzHiO/tk10S/r8D+zPCyopZM4dpy/KLKN9brHbsQQcc4NJAsMiDfkkHOa2b21WaJ/mVhgg45xj1FVre1KRFzggKSSO1fKqonDzP150n7Z6dD03WfClv4Q03wv4fhnN5pqNJIjyJiRxNJHK5DFmyhEmF9wc5OTWhrMN3B8cvGb2tuW1GLT702A+/hxDCFxn04wFGc8jrXN6r4d1fwt4Q0LSPEEq3eotPeSeeXHnLA7KywkKoyE3jnJwflU4yK6zxH4etviDHp2uT6mvhfxVaxrA5u1a3S68rAWRJCOCECh8qe3Q819FCpatNX1dn+Hn/XzPgsTRcsFRlbS0l/5MntG6to07aXtrbU4rRtJki+MfgPQZGeafTNP02O5GTIUmgV5X3DqpXGCOmeMZOR4/4q+J2q+C9c17VLRU+zx6jcbYZYhKZZZZN4Mcb/ACq/I2nk9vevfLOPTvhvp2peI9FvZfFni27hdWu41ZobYSDYxEpK7pjgBckAD6knzWw+E+tX+iWvi3xPfW3hlrsFvMlYTLMQSMLGRmQr3fC5xgcGvVp1oOqm1f52/pbq9tLrqfL4jDVVh3TT5U0rNxvdq60T3eqaV1ezt7u/Y/DT4ig+FdD0zxH4ibTTrUt8/kMAkEE8jeXI0t0GSeORmkIV15UkHHas7UPCtv4b8Y6v4a0+81WznmtpLpLy5vXkJkVd7M8Tlo5YiCFBYbm65B5p/ha78AeF9bk0+51h9ShdTM5udMjuIpJQ/wDrBHKwKsvODxx04HHIfEn4mWtxrGoReEWkuG1CNILm+vNnmNsygjUR/JHGB1jU5A7AZNdNKb57R0673RwYii1Hmnd3SV+VxafV2sr9brW/XTVSeOtfmj+Geg+L8i30zVN01/YxAGFLy2fEsioR8qsSGZd2DySMk5z/AAJ4ttPiRoXl6va28NvfpcwtNJM8bpArE+UGVyFEjLnAPfHTivQLvwRNqfgHwx4AuFVpp45b+5WRMiOO4bEYcDlt4yfL7+wyaz38FeFfDaiPUb825ZVDAmO0QshwSgOMj12u/pmpnVunCmveun5Wttb579LHWqChP21eS9nyyVkveu5O0r9rJK32r3eyLGt+ANa1fStOh01oIdHF19qjS3bbIbWNNqIiLgbmkJYbmwD85JPy1R+x+LdV1+S+W3uLHS7vS1Jj2t5K3FzK6iQIygMyMPNLdQu31rb0fSPCU4nvNC12SOdo3hZ4JoJTtchj8rbiSCPlwDgjiujl0vxRb6bdNp2vfaVuY0jxqEciTQxxgjCtuwpbPUrjHuAah1ZJWlHo/wATSNKlJ81Kp1TWjWi0tpdfPqeI6l4wHibRtW1jVLSOe2kuzZ7o3EEsluI1mUl1UjzUK7jwRg7SD1riNPfSdaeG0jsLm2lilcR/YyLhriOVlZvPdwCrhlOHXhV4AGBX0z4b8P6zcXbT+I3s5fK8oxshWRUy+64IAjwDIPlDBS+T2pvjrwv4ctNEuPEltpklqNQhmgdYXVJ/KkKRvh1XazBm4YqSQp5INbRr25m1a/8ATOaWDg506dOXM1po3Z9l/Xbta/KXVzYCy/trRr+0h23RXWnuitzZC5RVcGPcODtlEfG3nOO+eI8Sw2C/bIY9JndLQpN51vceZDKrqHAJdVKptIwV+YA85612Os+ErDT/AAfeeH3uXtYVNvOkVnA14/yOs7u8wCorkAKAVVUABAK9eN1zR77UtJ0TxNPFHZWUE1xBERMDHJEqqkXlcBm+7sJZR8uW6AZUaVNvmRpTxtemrN6O1t1f/NpPztbTRM6y1sBJBaXFrpEUcdyfMke5la4kt0VGkU7FEeFOw43E7+ASMVjQeKo4vDNx443XeqfbJFt0+1CP7VZ75Dl41JaMEP5ZToMMBwcVpT6TLHfeIPElpfW9vqE0FoRbyPiQPEEEoUHAljZEVo8EbtzA7ab4aTw3atp/hbU4H0m7vJ5VS185Z5HjuwDtNsyuFRgittlPygEA8CnRp04x01en/BDG4jEznapdLa/pqtXvfTa+nRo4i6tPEN1qMcfg6KO3XUwl009jEyCVGLf6/f5iqoffuj5G71PTXk0fxPNbQ2t7fx2ur2d5DeQzzzbIJYolKbI2RQMQucmPbggnPJzXtvwv1e1i0m7junt0u7OUpD5UaokRiwUCpjC4jO5eMZDe9O8S2nhfxAYLi7iuFmLSS5SRijyTH94yupwwdgG53bTwrYxQ68pJchKwtKlUlCsrXsm13308rnI3Oi+EorseIbnVjYS3mn3VnbuFBiPIeMhdwO5AdgYEHseQDWbd614W02eW58L2a6pc6h5N99pilZlW5TdGHaOMbCxUkyKNoOTnJ+Y6mtP4A8H6ImuR2MSwI0TCd0a5kaSU+VGqmXkyZUg8jA6tXO+JviFqOjQ2d4dLkisdWR5IZZ54oYiI+ThYllII6EFutJRnOKs/L7uhpKpSoyacW2nezdt9ttdlZ620d1a55r8QrbxD4qtpcJLps82FErRzKqGEDDA5/iC9Sefeui8BR6lH8FfF6Xdz52qlbaKSQHLSW8kuHMeAB5ZXAPH+Nem+BPEHiPULprLUNPt7AhY5DbfbTPeCGVgqyS27xxsidyPMDADJXjFdjLZ6J4c1K4v5Y0bSb6RtK1VEwqFLgZDkDjfGSr5AGVJJ5HNOUqS9k7NJ3vpfVd+3l5ERVLEzeKpxcZ2UUk3ZqMk7W2vo0n1va9jG8O+INL8Qy6V41tIWvoodOSznsrWQrNbsibTIqhxuic4JT5Rxkc1zN3fS6NqF3dar4qs7qxhjkih0O2sks4XVkKrHJGWfYgPJOGJOBwOK8l8QeENS8A+MDpz339nxswe2v1DGN45T+7lGwq4V+OVP3sgg4GfZLy0+OGmWcF8dVsdQtrpBJDIL63dXXouDNCrEkHnk4A9eK1inG7p9fT9TjnKD5frFtNtWrrpa0Zfeknbe71Pkuy0tk1aS7idrprkMstgYf3SStyWBJOxTjJA5br3r6Yt9G/4TL4MQWVpK9zq3hCdmGCrM1tMctsABfajgMc9AMA9q0JvFHi7w+kc3jnwvYarpLERPNEIiVCt8xE0J+XHUEr+Ppdj8PaB4GupfHXgq6urXTtWsrrUIGtjGs8M8RBngeNyyHjIc8BiAevNRWqzlJXfZdPx22+bfXoPCYenBP2atu73bWzbt11V77JauKumn57qvi3S9a0S4tbOxdNW1u6tJbxxJ+7MltsUGJFBzuRQATyWxgc8eleJ7F7KfwToDiMahZ6faxzxM52xzSSArHIDyuBjcP7prV+GfxW0j4iLea1oFlFbXEI/fagbC3gk2NjKqwdmVwNxDBSAQTXnvhiey+Ilja+JPD8o1O6udQa3uLd7kXgG5/wB00rsqMqzAHKsD3APQHmxlKrGMk1s0n5HsZNi8LKrCUZJKSclZ3T0te+1rP56aLrN4t8RXHiDxZqlndxPDJoUv2A7w2H2EvvUsAxB34HoAMcVg5xgYGc10nifxHpHiTWbq50q0a0lt5pbe5Jj8vzJo5CMhcD5VXChjywGWAPFYAj3Dr0r5nFu1aV0fpGUJ/UqWt9P66v8Arew8xhgQvBPWvof9lmQWnxt8PsOssF5D/wB9xhv/AGWvnnlCP4ia+hf2X0T/AIXb4eablQl2FH+35XB/LNGAbWKp2fVHHxL/AMifF/8AXuf/AKSz9p7P5oFJ9Ku7RiqdpzAmBxirQNfsDWh/nhJ6n//X/Y+KLaKlK8CrZTHSoytfmjPsDwP9pbTTqPwL8Yog3PBYvcIPV4CJF/Va/EDR9PhmNy5+WaKRwCDgY3HrX7xfHeeG0+DXjW5nXdHHpN2SMZ/5ZmvwUszLbXNyqtyJGH681+bcRp+1XLo7fqf194Ty/wCEyqpLRVH+MY/5FueC4jeSd2YlwEZhyQB06dR7VYWICLaspOR1xV9J1+ztMuCCCc+47GkltswieF9rHGUxwe5Oe2K+E9o9mfvjp3k5LVnptnpusaHZaJL45uVvNQ0CK9vnvZJd9skURWS3gl2F22orITtAIyAAwy1cN4B1rxfr/wAH9e1fS5W1DUbm7vpbQ6e0kbMXkibhrlidgZiTlsbAPaup05/E9joekDxW4i8QQw3smn/apDa2rR5VLWN9xznJU4x8yrtOeBXn3h/w18R/D2mf2VeePpI9Qj1Jb3WGW0YW6W7g+akG9N5mzjBwilcBRxX6DRcFTnzyim2vmrX2S/VH4VjI4iVajyU5SSjLVa2fNbdt6/f69+x+FHhv4ktbNpXxgv2uob3UdOZXM++LycndECmed/UgZ7jA6J4jk03xL8ZdbtvH00drDaedBYW13cfZbfNuSIYndQSsbKqsQo3ZYNjnivpFlrHhOwntJ9a1zXr+SO6lVpFdLZYLuQGGQhx5mYlA2kYTccDpXZS6hZ+KY7Cbx54Nn1W4nQJDeWZeCe5SMY+cAMspx3I6c4xk1yYjEU/btprXsrL/AIH/AAT1cBlmI+pxUotWTSTknLVJt6tX89fsq10eV6zqHg7wdf6Rr+r2Hhm8a0k2f2Xo9q1xvjZdw864kPzYwAQIwwyBnANZ82jpqV7Z/EPxbYRafoKfLZ2EMSwrcIpGIoVGFKgH526Y4yck11Wv6bokXh68m8LeBZS6OoSa9me4KTRvlsQAKD0K5YDHTOeK831248afEHRrPWNZmuJLa1xYxqiYG8f8swu3gbcYx175xXY6/NGMr7adeu3n/W+5zQy2UXJR3fnG+nazaXruuzdmvbvBes3nimz8R67H5LX1w9s1q+cR4jOHhG0E58o/IP4jnHfDPid4bn1hp4rO2trq5lfzZ4rqKK5tZHUBRA7bnlQYHySRAKrZZhkkV5P4PsviJ4bjuk0ezSS0kMNvc+dasWIQ5RdodPmBflgOM89q76xvfENjZp4Xt/C8GmtprM7BV+zK6SEgxruYHduBKGNiBzx0qIVI07NNt+j7sdbCTrSl8Ki1a11p7sV32TWmu7TPPfDvg640bxS1/faI00bWUtutnqMIeazkkIIkinGYLkLjC5cNjGcsK6lvCs3gjwrcy3usXEFrKWmMty6gWccibCsSoW4PVEydz4OAM10Fvd6rp+jx6fALljfzyG7n1WaAJDCUDiJZVIaMBe7R+YQ2ecVavfEXiqK0Zhp0VtYvK7ERXxQR4fy9zlXwEBwA23GABwK6KldN2S0/ryOahgakUvaTW70uv8/1at2OP8Ial4q8TNPdqkum6S5X7DEtqDeyoDyWaYPkEADiMlnbavTdXazzaXdvpeneKJIYLfV5XtoLK6aUXP2qEh0LooYMNpL+WzBudzdABzQm8V3Mq63pN1az29gwuI3t52lSZlQscucs7BSQfMZducDBxVjwaw2SQeBb3T7xoDJcv590b4Q3E0oMip5ke/czkESMxGM9OtZqcZ80pxaS20/U3q4SpS5I0KkW3q3fb8fPp/w/b6z8MvD+o65beM7O5udGuQLdpJITHFE8EKJ5fmE7mYSn92uwZcZBVtoI+dfHg0C0ulsbez1CN9SllVLy7jMFuhkBwkcWPlX5sgud3y16x4a8T619n1Pwjo+rWNxezsz3VuwaW5sXgBIaEjOCgGFVAQhwAMZNee6t9gbWJvDF5qllZ6hqk6LPCpmdCgdczKhfyUbLZ+UAnnkHitac25XlF3Xl/Wn/AAxlPD+zThCqnFu2je217Wu3e63S62ZDojro32Xw7qukprltpenWkF7ftcNbRQvGm0rFOGCnPPUH7o/H2y48PeHLDXF+Ium2gt5p5Lc3c13IUaCaUqqPuUvAVljGN8e05AU43HHmGrRaX4fuLXwXqmoq9wjiexAsVnhjLYy8juH2Ng4AySoGc4IrS8SatpOlW7eEta13UtUsLuUnyrVYpkjui3EkpBPy9CFB47kECs+d357WbvfbX+v6XU3lhYTj7L2l4Rsl8TsrLystLPo23q7WT6LWvEW7ULqZre+gstP09r2K+ki32snmFXKMx3SyeWfmCggqv3OeK4/xb4O0/wAR28N3pNzZWmrSxxXwuLF28uQSZ2s8kaqzIwwQ5UmNx8xKnNc5qd/puh2MD3+oT6/Ygrm1CRXMyPtHzIkxfy0U8H5QeBweolum0pbWPX21e5nuywbyo/LS5EasV2hBjY4UcHcE7KMVtKdrTpqz9Tno4T4qNeXNFbe676t+Xk9f+CeneBB9v0W4s/EqW5k63EcEiXcDtuy0iL1+f7zoRwclc5xWF4g8LaTHGniS+uo9Nh0h5EM8iCdrEA5Z4YWIhhJyMStG2QRz0rlbbWrPW9La+Gt6lpM55iguZthC7M7TsYF/mGBj5u5XvVrwrr+kaldX2q/bLzQ7nyvIma9aGR7ldwUlXMcpPyqGKbecAA4BNKM5QfNt3Jr4GNWPK222lb3X5dUvP+tz0fwroVhptrc3Xgjz7kiNr3/SZFSa7bvPK0q5kkbgKzjYoxsAArkPG3ijQbjwctlvhs75r77RJa/aIZJI5HQ7pJ2ikffgfu16Zzk5PNcjpF94c1bVJNH1k6jaRuSLm9eSPybrhjGSGztCsFxuBABO4AgEU7uw8H22uJo88c955wRo9TiETW8A+X5HGfmxk7mU44G3IzjNz5ubm6+aN4YONNwnCT0e3K+9tfnd9Hr56N0Txnaazpdr4V8f28stk5221yFYy27N/wA82YndGQM+UeK6u18FeMdOhltvB15Z+KNGlILWjNHKSuCoZ4JSrIef7zHngVzXiKPwjpOoQ2dkl1rVvMComhkj2QSKW2yFiqBwQBgKuMkjJ4NbHiNfB+gXdpf6Ql7rcEzBTDDMkU0Gdv7wyFUwBknb1z1O2pU5KSSt95vLC0nTk5KT9YN30T2Vn1vulfu1ctR+CPiFdaddaNZeFbPw5ZXbBruWJVt0IjHIdncDaDyPlfB5wOldr5ugweG4PA2kpc+IksQyXBslR1uJL4hGaIs6OIohwTnGCD6kcPrdz4asdFtr6N77xBcqsc0ll5xUvlSShdhsRlbAJUliMkdsWEt/CFzo0urWk93p18pd1tmkRpCuAViUhcMT8wD7wBxvB5NKWId1LT5v5/1/w5ccuhySpe8mtU1B26q+7vpdaW3TetjmvCXizwRYanFHpHhm+0nU9Yea3SJLUbrmTT2+dcCTaWwnHGcetRfBXVrPWPDE+maZPeatNHrcYubCYJC9psbcjR7FRisiKVJkIKEEHDDI9I0bxBpXiHSp9Qv9RvdCKqqJbXDQtcozBg0kTojMSwAD7SrZJy+Npqt4O17T9bd4ryWbSL2Ha0lxeLCn2yW3kR0HnRFZFU/MBlsnA+bJIPXWxFKVOceXV+afX/LTfp8jwsHlmJpV6VVT91X05ZrdJ33te93a3W3mczrHiLR/E2q3Go6IsSQKxhkaFAgknjJE0hClhuZ8nIJyMHJ61TjKgEKx+tbvjCHQYfEF03hoKtnNiVlWQyqs0hLSKrn7wyQc5PJIzgVzsfzc+lfG4mzqSa2ufsuAjKOGpxnvZeX6v8yZkxn+Kvoj9l+AyfGfw6Ocxx3kv4LFj/2avnreQvzetfSH7L53fGPQipGfs98cd9oRcn88Vrl+uKpX7nj8TP8A4R8X/wBe5/8ApLP2Xs/+PdMegq5x6Vlac5e2QA4rWHSv2S5/nbJas//Q/adlzUDLVxlqEivzM+wPnT9qW+ksfgb4lhiGW1BIbI+u26lSJiPcBiRX4j6jZyLqN60Yw/nscexANfun+0T4ck8SfCHX7WAkS2kaXqADO42riXb+IXFfi5qthHPrEqRuFe4jWRc99nyn9MGvyniOvKGNin8PL+up/aXhRGlPI6kYfEqrv6OMbfkzj7FCLaaFRtkRsgH0NX7e7TcQ5yMmo7uzubaVnIPy+g61hGQGQsDtwd1fMKKqXZ+1uTpNI9Tn8R6zeaJcabDcCG6nEaLfBVN2iREuiiRgSQGORnJHTpVXSfHPizRPD3/CO3V02ovgo13ckyXJjMYj25BCtgDgsGIyfWuUtLphKgY8MP1Nb+oRLDEGZC28Antz6/lU/W61O1Ny0Zk8twdZus6a5v66bFjwf4o1/wAN/aNmpT6qbh2c/bZGkK5k8wBSCpAU9s4I4INN0jVdZ0LV9S1iC8kuW1QSCSG5Zp7dBJjPlxMdi4x8oxgDgDHFch5oaZ41JV0wSpPzAHv7itNLrKGMkbgOMVrPEYi91N6mUMswUUl7Jaf5W/Izbd72TxPN4nN3Ob+4BVnMh2Nkkn93nZzk/wAOK4jwZrepaXruqvv3yywNAYpCTbkJlRmIELlQflI5H4mutgmkgvNv3iMHHTOf61xXiqyTSdVXXLOQNHNI0cqA8qX6H2r2cLXqOUqTk7ySt6o8mtl+GspezWl76LqdSFvbrV7fX5ruY3tuNqbJWRF+7g+WpCZGwY47VZ8TBvFV3BPrqrO1qWKBVWNQzkljtjCjLE5bI5PNZ2l3RmiDuccBvrWnIymTK/Nu/nXLKvWU9ZPTzOuGBwrjdU19y/roZ3iQXnim3Fr4hna/iTG1JSCvyjCkKMDIHfr6ms2R76HTf7HSZxYNnMGf3f8A3z6e3SuhQxNln4AI60txGhb7gPPBHQ96pYup8LbJlgaG8YL7l02/N/ecZa3Mun6cNKsc21nGQRChKRcDA+QYXp04p+lXhsXZrUm1diTuiJjJ3dTlcHnv61uS2CzvwMdc/Sst9P8AJLMR0/OuxVoz3epyLDqnblirLyJI5I1cyxYV3GGI4JHTqKqzKk8RjRBgjavAyKbPC6W+88Adqiklj060858F2UEZNEV1juVzxW+xptcSLhIwqFAAeM4/Xj8qh8x3lyDn6AVV0wu1obqYfvJGLE+3QU/zPn3bff8AA0uRJtF+2crO+4+eMsfNJz/hVQDL9OAK11UKuCOKymwj7VPJyaqDvoc9Rq4hfDx5PFTYBDSdB29zQoHG88DjNJLcAIP3bFAflwOvuae+iCCVrsazAMDkHPt3pTvcAA1RW5fduNu7EH2wKmXUGQfNbsNvvz/StHCXRE3jfVlqeN0gTdy2QcetaLhmQMfSs176KcAGNlI7kf8A161wyFAwGcgVyzukro7qai7pEDgqoAwKsQq4UtnI9KYZUBJkX6AUguJZMqg2L9Kyd2jVpJkp2L945JpUOMnOAahXaRjqanRSV54qHpuQnfYnVmIKj5i3FTLwFAXGaapjTA4JqdAG4auZs6oIeqZznnPrX0p+y7EW+MOjOONljqJP0/djFfOWwbcr2r6t/ZE0uS/+I99qhz5ejaeyZxwXvJABz7CM/nXpZUnLGU7dz5Di6oqWR4ucnZcjXza5V+LR+rOjybogK6RTxXI6NkJya6tDkV+ws/z3qbn/0f2xK1Ey1a201kr8yPrzH1Cxt9Rsp7C7XfBcxtHIvqrjBH5Gvwp+MnhO/wDhN41k0TX1IXT5m8iU4AnspciKQEnnjCt/tg9iM/vOyVwvjX4b+A/iJZLp3jnQrXWoI8lBcRhyhP8AdJGR+FfO5tlUMaou9nH8nuj9Z4I4ylw/WqKpBypVErpbprZr72muvyR+Fst1Y6ivm2s6NuXoSOD2/wD1V5pe2twA7w4mbeVYopJB+gFful4V/Zd+BfgrUH1bQPC8KXTElXkZpfLB7IHJ2j6V63a+E/DViWa00y2jL9SIlyf0r5TDcMVKX/L38Ln7NjvFvAzlajhZSXdyUfwtL8z+cBNXhgulUzRhImUFWYBuepweeK9Ea71TWrcQ6Vpt9esgAJhsp5CFJ+U8JxkV+/P/AAinhfzjc/2PZ+aer+RHu/PFaa2VpCP3UEcfb5UC/wAq75cN05yUpz2PIfi4oRapYR695/5RP5773wJ8RjNp+u/8Ibq8cTk7GFo7FlA+YMq7mXPoVFY+seGvGiTR3p8OalbpKofb9huFaNsDOcpgj3Ff0UMgXoAM+1V5Iww+ZQ2fUA11f6v0lZqT0Vjlh4u1XFxqYRO/aTX6M/nU0uDxJr2YvDGh3+sXEZ8uR4LSV0iccEOdoAPB49RWJ428LeIbC1uBrGlahpmCoae6tpIrcyjp+8ZQoJ6eh7V/RzHaW9qCttCkIYkkIoXJPUnAqjqOmafqltJZanbR3dvKMPHKgdGHuDxVU8ihTalCWqJfirztxlhFy/49fysfzp6VptlcWMM0E/zOvzbGBAI6jPSmebp6Sov2tWYnaV3gnI7YBzX7my/s4/AiS8a/bwLpXnOxZv8AR1CljySV6ZrsbDwF4H0WJYNJ0CxtI0+6I7dAB+lcv9hVHJuVTQ9Op4o4BQXs8NJv1SX6/kfgVBpt9esYtP0++vDksDFbTP8AQcKa6PS/hx8Sbp0XT/Curyo45H2coOfTzCuPxr95msrOE5hgjjx/dRR/IVXfv2+ldkcjjtKdzwaninPejhUvWTf5JH4uaT8BPjpcXJX/AIQ+eNWRSrXE0KKD7lWY5x7UXf7O3x6S6ZH8HvcGT+OK5hMf4lmUj8q/ZiQcZqsfSulZHh731ueVLxTzNv8AhU7drS/+SPx+t/2WPj1fxDzNEtLUf3ZrwA/+Oq1bWk/sQ/Fq7mFxrmoaXbHsu6SYD04AWv1j+lRk11wyqhBWR49bxGzWb91QX/bt/wA2z820/Ya8WeUEbxpaJ3wLFjj2/wBbUB/YW8XQlpIPGto5OSFNiwA+h82v0nZqi3c1v/ZuGtblOB+IWfN/xl/4BD/5E/Muf9i74nW+Wtte0y4z0DJKn9TXH3n7IPxsWTcsGlz7ScFLplyPo0fFfrIWHeot655rF5Tht0jsj4kZylabhL1jb8rH4/XH7L3x2idj/wAI5DMCSf3d0nf6gUlt+zB8ep5RH/wj8cCrxmS5jwc/TNfsCHHWnZUsGHUVn/ZFC/U7F4l5nazpU/ul/wDJH5KD9lD47hWP9l2Z6YAux/8AEVVl/ZN+O05KSabahOwN2vH5JX69eZ2ppYVaynDp3sQ/EvNLW9nD7n/8kfjtcfss/Hm3yItDhlK4wUukOfpkCsqb4C/H2xXbd+Dp3iX+KKaFz+ADg1+znFSLtpSyegzal4n5lDelB/KX/wAkfiLL8LfidZMTdeDdUz7QBv8A0FjSr8O/iZKGVPBure3+jEcH8a/ci3rQFcbySm5bnqLxUxXLrho39WfhrD8H/i6yEx+CtT2tx/qVz+r1ah+C/wAaJDsTwZqZx6xxqPzMgr9xQcU8Vp/YtB73Mn4pY7pQh/5N/mfiHH8GPjOqlx4J1E7M5JEXb0HmVlX3w5+KlqGa58GasqICTtt95wPZGJP4V+6gTPWrKZGMGsnkVB63ZpDxVxyfvYeHycl+rPwq8LfCf4v+M9UOmeGvC18Am0PNdwPawoWz95pgvTHO0Mfav1K/Z7+Bd38IfCtxYaverqOr6nP9pu5o02xqQoVIo++1QOp6kk98V9Mo5IAJqcYr08HltHDy547nxfEnHWOzej9VlFQp7tK7bt3b6X10S87kVpB5IwK14yF61UWpgfSvYZ+TuV9z/9L9uTTGqdh3quzV+a2PrrkbVCeRUrN2qImpKIzUZOKe1MJoHcYT60zPFKajJPSgQ1zUDVKT2qFqAIWwarN0qc+1V3GKmw7sgaqj+pq0/HNVHxRYbbZSlxzWY55NaU3Q1ly9TTsSVZGHSqxNSSGq5NUgYhPeoXcUM3HFVWJpAPLiomeomfacGqzzYzVWIcrFkvUBkXrVV5vWomk5qraGfPqXRJSiXms/zDSlzmp5WU5mqstSCQGsoSYqRZPSmkRzs1Qy+tOUjNZ6yetTLLzTJcmbUBq8jVlRN3z0q0HNBSmaQfNSBgKz1kxwam31Ni+dGguMVOretUEYmrKmkDlZaF5D6VbjNZ6NiraNxQYt3LoYetTLVMN6VZTPFSzNH//Z'/> [[Continue to Step 2]]

#Step 2 Fold the top of the cloth down and the bottom of the cloth up so that the two edges meet in the middle. <img 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'/> [[Continue to Step 3]]

#Step 3 Place rubber bands or hair ties towards the end of the cloth. <img 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'/> [[Continue to Step 4]]

#Step 4 Fold the two sides to the middle. <img 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[[Continue to Step 5]]

#Step 5 Tuck the loose ends into the flaps created by the folded cloth. <img 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'/> And... [[you're done!]]

<img 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'/> ➞ Return to [[Masks]]. ➞ Return to [[Repurpose Old Clothing]].

(open-url: "https://www.cdc.gov/coronavirus/2019-ncov/prevent-getting-sick/how-to-make-cloth-face-covering.html") Hit the back arrow to keep exploring.

(open-url: "https://www.instagram.com/p/CHkVBm9BSFl/") Hit the back arrow to keep exploring.

(open-url: "https://www.instagram.com/p/CHV5obEHWxQ/") Hit the back arrow to keep exploring.

''//The following links are independent ratings/certifications which showcase sustainable clothing brands.//'' However, keep in mind that ''buying from "sustainable" brands is a privilege.'' Truly sustainable brands typically have higher prices which are not accessible to all. 👕 [[Fair Trade USA]] 👕 [[Fair Trade America]] 👕 [[Remake Directory]] //Not all of your favorite brands may be posted on these sites. If you are curious to learn more, you should now have some background info on sustainable fashion and can do your own research :) //

#Fair Trade USA //"is a global movement made up of a diverse network of producers, companies, consumers, advocates, and organizations putting people and planet first."// ➞ "When you see a product with the Fair Trade Certified seal, you can be sure it was made according to rigorous social, environmental, and economic standards." ➞ "We work closely on the ground with producers and certify transactions between companies and their suppliers to ensure that the people making Fair Trade Certified goods work in safe conditions, protect the environment, build sustainable livelihoods, and earn additional money to empower and uplift their communities." 👕 [[Shop Fair Trade Certified clothing brands.]]

#Fairtrade America is //"the US branch of the largest and most recognized fair trade system in the world – Fairtrade International. We work to create a world where all farmers and workers can enjoy secure and sustainable livelihoods so that they can thrive and have the freedom to decide on their own futures."// Choose Fairtrade certified cotton products, which are produced in accordance with strict ''environmental, economic, and social standards.'' 👕 [[Shop fair trade clothing and textile brands.]]

#Remake //"is a community of millennial and Gen Z women who pledge to wear our values and put an end to fast fashion."// Remake's ''Seal of Approval'' evaluates the data which fashion brands publicly disclose. With input from human rights, climate, water, and waste experts, Remake has built a list of approved brands and brands to avoid. It rates brands on the following criteria: ➞ Transparency ➞ Maker well-being ➞ Environmental Sustainability ➞ Sustainable raw materials ➞ Leadership, diversity, and inclusion 👕[[Browse brands now.]]

(open-url: "https://directory.remake.world/")

(open-url: "https://directory.remake.world/") Hit the back arrow to keep exploring.

(open-url: "https://www.fairtradecertified.org/shopping-guide/fair-trade-clothing-guide")

(open-url: "https://tubitv.com/movies/500119/the-true-cost") Hit the back arrow to keep exploring.

(open-url: "https://www.nytimes.com/2019/09/03/books/review/how-fast-fashion-is-destroying-the-planet.html") Hit the back arrow to keep exploring.

#Possible alternatives to fast fashion include... ''Slow fashion'' Garments created from "locally grown materials, often domestically manufactured or sourced on a relatively small scale" ''A circular/closed-loop system'' "Products are continually recycled, reborn, reused. Nothing, ideally, should go in the trash.” //Source: [["How Fast Fashion is Destroying the Planet'']]//

(open-url: "https://www.nytimes.com/2019/09/03/books/review/how-fast-fashion-is-destroying-the-planet.html") Hit the back arrow to keep exploring.

//''Impacts of Clothing Production''// ~90 % of clothing sold in the U.S. is made with cotton or polyester (1). * ''Polyester'' is derived from oil. Exploring and drilling for oil ''disturbs land and marine ecosystems'', and oil spills ''contaminate soil and water'' (2). * ''Cotton'' requires large amounts of ''water and pesticides'' to grow (1). It takes about ''700 gallons of water'' to produce ''one cotton shirt'', or enough water for 1 person to drink at least 8 cups/day for 3.5 years (3).

//''Impacts of Clothing Disposal''// (1) * "The fast fashion model ''encourages consumers to view clothing as disposable''... the average American throws away approximately ''80 pounds'' of clothing and textiles annually, occupying nearly 5% of landfill space." * Clothing can decompose in landfills for ''200+ years''. As it decomposes, it emits the greenhouse gas ''methane''. Clothing not sent directly to the landfill is often donated to second-hand clothing stores. However, this ''does not'' guarantee that the clothing will find a second home. //"Globally, ''80%'' of discarded textiles are doomed for the landfill or incineration. Only ''20%'' are actually reused or recycled"// (4). * Second-hand clothing not sold in the U.S. is exported overseas to be sold in low and middle-income countries. * Unsold clothing becomes ''solid waste'', clogging rivers, greenways, and parks.

(open-url: "https://www.google.com/maps/d/u/0/viewer?mid=1fBnsHYh0SXzZPMxaDvgbFGJ_uZElWRBv&ll=33.900102184982636%2C-84.414633&z=10") Hit the back arrow to keep exploring.