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polysaccharides 3

<h1>Polysaccharide Meaning As Well As Examples</h1>


<p>When there are two monosaccharides connected with each other by covalent bonds they are known as disaccharides. Oligosaccharides are made up of more than 3 and typically ten monosaccharides. Hence, some carbohydrates are tiny with molecular weights of less than one hundred, whereas others are true macromolecules with molecular weights in the thousands of thousands. A polysaccharide is a long-chain carbohydrate made up of smaller sized carbs called monosaccharides that's typically made use of by our bodies for power or to aid with mobile framework. Each monosaccharide is connected together by means of glycosidic bonds to form the polysaccharide.</p>

<p>As shown in Figure 8, when aliquots of overnight food digestions of CMC by cellulase are appraised for sugar an enzyme concentration reliant increase in glucose is observed. Statistically substantial amounts of sugar can be determined from cellulase focus as low as 2.5 mU/mL. The substrate used is a starch derivative identified with BODIPY &reg; FL to such a degree that the fluorescence is relieved. As the substratum polysaccharides is weakened by amylase activity the close closeness of fluorophores is eliminated and also the quenching is alleviated, generating fluorescent fragments. Aliquots (50 μL) of each enzyme dilution were added to wells of a 1/2 area strong black 96-well microplate. Responses were initiated by the addition of 50 μL of functioning substratum option.</p>

<p>Water can not go into crystalline cellulose however dry cellulose absorbs water and it comes to be versatile. Cellulose can give improved volume and structure especially as a fat replacer in sauces as well as dressings but its insolubility indicates that all products will be gloomy. Waldron K. W., Parker M. L., Smith A. C. Plant cell walls and also food quality. Rosenblum J. L., Irwin C. L., Alpers D. H. Starch and sugar oligosaccharides protect salivary-type amylase task at acid pH.</p>

<p>Miles M., Morris V. free radical scavenging activity of mushroom polysaccharide extracts , Orford P. D., Ring S., G. The functions of amylose as well as amylopectin in the gelation and also retrogradation of starch. Janicke B., Hedgardt C., Krogh M., Onning G., Akesson B., Cireanajwis H.M., Oredsson S. M. The antiproliferative result of dietary fibre phenolic substances ferulic acid as well as p-coumaric acid on the cell cycle of Caco-2 cells. Hoover R. The impact of heat-moisture therapy on molecular frameworks and also residential properties of starches separated from various organic sources. Hoebler C., Karinthi A., Devaux M.-F., Guillon F., Gallant D. J. G., Bouchet B., Melegary C., Barry J. L. Physical and chemical transformations of cereal food during oral food digestion in human topics.</p>

<p>Due to the beta affiliation in cellulose, there is some intramolecular hydrogen bonding that appears to keep adjacent glucose devices aligned along the same line. Polysaccharide, likewise called glycan, the form in which most all-natural carbohydrates occur. Polysaccharides may have a molecular framework that is either branched or straight. Linear substances such as cellulose typically compact to form a rigid structure; branched kinds (e.g., gum arabic) usually are soluble in water as well as make pastes. When a glycogen or starch molecule is broken down, the enzymes responsible start at the ends furthest from the facility.</p>

<p>This extreme linearity permits a good deal of hydrogen bonding between OH groups on adjacent chains, creating them to pack closely into fibers (component of Figure 16.11 &quot;Cellulose&quot;). Therefore, cellulose displays little communication with water or any other solvent. Cotton and also timber, for example, are completely insoluble in water as well as have significant mechanical strength. Because cellulose does not have a helical structure, it does not bind to iodine to develop a colored product.</p>

<p>Discontinuation of the period of satiety coincides with the revival of the sensation of hunger, leading to intake of the following meal with a following resumption of the food intake cycle (Bornet et al., 2007). One suggested mechanism to affect weight management is through raised satiety (Singh and also Sarkar, 2011; Kendall et al., 2010). Researches have actually revealed that low GI foods, which are also rich in fiber, cause extended satiety and also reductions in food intake (Ludwig, 2002; Abete et al., 2011). Proteinaceous enzyme preventions (e.g., albumin as well as gliadin preventions) and also a series of polyphenolic compounds have actually been shown to restrict starch food digestion (Rehman, 2005; Wűrsch et al., 1986; Singh et al., 1982). Pectin, being a fairly process-sensitive NSP, can undertake depolymerization upon home heating, at neutral pH, at reasonably intermediate heating temperatures (≥ 50 &deg; C) and also times (Albersheim et al., 1960). The solubility of polymers depends upon several various aspects and also molecular homes, with contributions from monomer-solvent communications as well as entropic contributions.</p>

<p>consist of lengthy chains of monosaccharide deposits connected by glycosidic bonds. These substances include numerous hundred and even hundreds of monosaccharide systems. The residential or commercial properties of polysaccharides are identified by the species of monosaccharides in the polymer foundation, the sort of links in between residues, and also the level and kind of chain branching.</p>

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Nl6SR+Rguv7e3cdt/VR3uTcnWHcuyTmNxrg5dt3b9ZC1cGOaGWLJQxrwh5PaSrgAs5I8kofhOP0y6q742hgcDtbKTYmapLtZJ8PJMvtJHGtKWWrJMwPwqy1XEi+SCykN8xqQj6adtScixuzcUqxv31gZou2B/dSVnC+32lmdAW8AHkkgtwwzJ/Tpsy2cQtrJ5d4sNhYsLDEJYwHjjglhSRj7fPuBZnPggchTx44IMku+/wA138fpphdC4CrJFNqttu/Pk7KLcJ6kd+ma7DdtYnIMMdbcGKnLEK9pKdqwnKyLG/ANQqyEH98cPypBQOqee6nbp2pjctvNcPZwrZO0tKSOJopHeCvbDjsR+QrCJkYk8+SVC+NTFB6Y9rrZa1b3ZuKyTDZgWN5YexElgnh4UGMlQq2piFUhO5ue35grmb6G7ez2zsXsu7m8utbF27FtLEbQiaVpxMJA3MZXgiw/HCgjx+Hnnu5HNIJVv+paXBOyTHYB5242O4+tduFF2+99b/3jFnK9X7Oi2pjcnVrTp7X7cItwpEQSeWZpYASfAVXA7WILBKk687zwdHBYHAT4vH06WIpQRNZhMz2JFihDs3HHCgu3w8p4jJ7/AIgFlfO+nbbWbzFrKpuPN0Et2Prb16zw9nvd7Sc/HG3I73kYA8kF24IB40W/Txt361Bbwm6dxYaSOvDWmalbEbTJHGkfJIAILLGnI/cJXnt5JJFku5CrZqGmNY2NzbHNVwaA35s87/8Aaj3J+oLqTby9M06+G29UmrV5oxlI5DFL3JEzyF1UsYe55FDgKq+0SzDngWYUhgGB5BHIOokynpw27mrMJym790WqcccaPVnv+4rlK4gLckfC7RghnHxcuxUrz4lqNFijWJFAVAFAH3AauYHAnqXkalNhytjGK2qu9vl9SvujRo1YvKRo0aNERo0aNERo0aNERo0aNEVa/pIf4JuqP5Cn+vr68+evQZ9JD/BN1R/IU/19fXnz0RGjRo0RGjRo0RGjRpTmxkEe3KuYDv7092esykjt7USJgR9/PMh/+WpNYXAkdv8ApQc8MIB7mv3/AGSZq3n0Uv8AGzs78hl/0E2qh6t59FL/ABs7O/IZf9BNqKmt8mjRpJbdu2U3VHsZs7SG4JaD5VMZ7w+sGmsixtP2fP2w7qvd8uTxoiVtGkXcG66G3rWPoTVrlu5k3kWvWqQGV2WNe6Rz8gqKOOWYgcsqjlmUHFPUjYK3I8dJvDEJaltmikLW0V2sBo19oAnkt3TRDj7zIn4jRE5NGkK9vzZeMmatkd0YytKkjxMkllVYOpiVl4J+YNiEEfd7i/jr4m/tlSULeUi3TjHp0ZlrWZ1sqyRSs4RUYg+CWYKPxJ4GiJe0ajjevqA6ZbHgFjIZxLscdmatcNBkmNIQwTzSySjuB7VWtMD2hmLoVCkhgHEOpmwO2Lu3filaZBJHG1lVkZT73yQ/F/8Alp/u/wCqf/ROiJy6NNOPqz0xlWR49+4JliaFXIvRkKZYxJHyefHMZ7/+75+Q1ym6qdP6uUyuGv7ppUreFtw0ri2n9kJNLCsyKGfgNzG4YkEgeeeODoidWjTXz3U/YW2rYoZrdeKqWA0oljmuxRNCsUcckruHYcKiTwsx+4Sofkw13y9RNjQp3y7rxijsaTg2F57QsLE8fP8Ads1z/wDGT/SGiJw6NM6Pq1sX3Jxaz9StBFYrVo7Us8Yhnex/kPbYMeQ58KTwGPgc6zZupXT6vg13NY3phosQ8phW89yNYC4QyEd5PH7il/8Auju+XnRE5NGmZd6w9N62Ns5Cpu7GZFoKVq8talbilmmSuJTIEXu8sDXnHBI8xSD+o3GZN1Q6dVpXr2N8YRJopWheM3o+5XX94cc8+D4J/Hx8/GiJz6NNK71V2JjstNir+4adf6vCkstiWdFhQsO4IWLc93Z+0I48J8RPHPGda3vgIqi3KVxL6HIjFsa0iMI5g3bIGJYACMBmfzyAjcAngEiX9GmrU6q9Nr861aO+cLZmdDIscNxHZkCsxYAHkjtRm5H3cH5Ec8s11O2JtrKT4jcu56GInrxwyE3p1gRhJ39vazEA/wCTYn8B5OiJ0aNMzLdYOn2Lqwzx7jp3prL11hq1Z42nk92ZIQQhYfJn5YfMBWPHjjS9tfcNbdWBp5+rWsVktoS1eyqrNBIpKvFIFLKHRwytwxHKngkedESro0aNERo0aNERo0aNERqCvUT6vOnHp5MeMyaWc3uKZEmXD0mCvHCT/lJXb4UHAPA8s3jgcckTrqo3q09D2S677vh33sfd9PC5OaqlPI178TtDOEPwSKyclWA8FSCD2r5BB5x5zslsJOKLd6r6T2Uh0WfUmt197mwUd23u7sDQJAPkb8ccqf8Aop1j2j136f0Oomy3sCjcZ4ZILKdk1adDxJFIASOQfvBIIIIPB0+ta9fRP1Ozfpr3tlvSj1mwseJllyDXaGVHiFrEoVeHf5GOULH7b+PPwt5Pi7HV7qDX6X9Md0b/ALD1Q2Dxdm3AliQIks6xkxxk8jnuftHA8nngeddxsps0XWTuPi9D8lVrWiPwNT/BwC2vIMZsHqa74TY2PPKeIYE8c64JYrySvBHPG0kfHegYFl5+XI+7WtT01euvrjvvrXidpbmyR3Ni9yzS14qFDHVoJKsgjZgUfhSqLwC5csQoYjk/O/2N25ueTdNHcN61To1a1WSKWrVkaRrLN8hIxVRwp+LkAkn8Bzz3Ey48xhfGCBdbp7RezmX7M5QxMtzXEtDgWO6hRv0Hjwnjo0aNal4CrX9JD/BN1R/IU/19fXnz16DPpIf4JuqP5Cn+vr68+eiI0aNGiI0aNGiI0u2P8x6H/itv/wClBpC0v2Uf+gmPftPactcAPHgkQ1+R/wDMf8daIPhf8v3CzZHxR/7v2KQNW8+il/jZ2d+Qy/6CbVQ9W8+il/jZ2d+Qy/6CbWdaVvk1is2L+1ERmq/aPsMUBK+/7Pcvdx/W7O7t5+7nj+WsrSQ20drvuxN9tgKJ3FHj2xKZT2F+sik0glMHufve2ZFVu35cjnREg9S49hiPEW955C/TnitMmOkx1q1BaZ2Q+4i/VSJHTsBZx5UBO88dgYJGC6TdF8JZnsYeCuk+Qyb2pmOUkkea779adue5yS/uVK5I+fwcH95uXduTaYz+QxmWr5u/ir2KMwinqCJi8cqhXjdZUdSpKo3gAhkXzxyCzafp82hXyP2tbymXv2xcW8s1qWN2WRbFOccEIOB3UIR4/qlgOPh7SLs3J0g6O7hy2Us7g73tZh/atQHOWI0LuYGISIShY2Y0oG5QKxMQYfEOdJOM2F6b6nTrI4LD2MJX2lu2SG9Y9jLdkVkSzKsTLIH5CtJ2qvaQOTwPw0s5PoLsvJZm7nWmuQW8lkHyFxovaHvOxpntJKdw4+z4O1gQ6ju7WHI4w8X6eNs4lMZHW3JnnTDUalCgkksLLDHXmrSxEL7XBbmpECSPi888+OCJQg6LdJb8ORjixxuQWTYrWk+05pUjWSOzHLAPjPtrxetfAOO0zEjjheEzIdGuhOWt3c9lFr2556clKxamzUr9sE0aV3XkycL3CEgn73aY/vSSdyxsDpHT6bRDEbbzE7YeSs8VmG2iy2JpAsUcDGYAHiOON14IJbvBJHb5bV/0r9O7MTxY+7lsSs1aepOMe0EImiliqxFX4i+IBKUQH4cuPIPAIvuJ6J+ni7t6HbtPC1XxtXOe9DWnuS8i/VjNHhQ7dx4Su0YA8HsLDk+dLu5On3SLcmTymQ3GojsX5e3ILLkZqyWQsAidGTvVXjeJUV1A7HEad3PaOEjD+mLYWD3PFuqlkc2bUd+fJPHLZV4pZ5p4JnLKU+XdVr9o54X2yQAzuzLW4+hOxN15efNZyq9qeezHZ4kSJwhRZ1Cr3ISFP1hiRz5KJ+Hki7NwbB6SZfL5PcOZ+pJeuPWr3bC5FoSJY0dYwe1x2SFJOCRwzBIuefbTtaua6H+nuvj4Y8nVsNj7DwYJIo8zbeASBqyrGVWTtQ/8xqq3PA7YgreCwPHIem5a9ipb2/vDJSSw369txk5i6gQGyYVHtBC0am5LzESA4C8spBLLsXp/2rX2RPsatmMzBXntQ2/rcc0f1pJIoEgiIcoQSqRoASCfhH3eNEXF+mfROvSpJ9bq16tWOpNFxmGWOSCvG9eINy/Dx9sroeeQSRzyQOMjGdJujOM2WvTfF06cODSWxXWnFkG59yxVkryJ3d/cWME7rxzz8Qb58HTMzPpO2+mKsw7YzFr6/dkf6xNkZO73I3myc7IWiVXKmbLTF1J/aIioSCS+l6r6bdrYyS3lMVlbsWalW41e+6xs1Wax9ZJkj4UMOx7c7J8XILHksSxJFnx9MejOXnk3WsPYdw17M0rNkpokuxSfWC0hjLhWAF2yVbj4RNyOPhI6Mf0V6E0L0uXxFSvVsZK3M0stPMTRfWmsFZZIG7JB7kbkI5iPKkBfHHA04dwdJdsbgrY7HN9YpY7GUJMXFSqlVgeq8Ji9p1KnuQLx2g+AVB/EFq2vTFsWbJjI1MpmqCe/WsyVaksMcEssF2S4juoj8kyytyfvAH3gNoiS8P0u9NnUfAQyRQHMU5Ja92KTJ5G08zuKUciSBp3724q2E5/BX48EeHra2L09xuEsyQWYKlLK5g5yxK1j3EtWJF7ZQveSD7kQZOF+5iR586bVD0t7Ax9ZqsWSzckUmJTDSJLZRlaBKKU1bt7O0P7ac9wHlieQQAodeT6X1s7DiftfLOJ8LYuPUNWpBHEleYsFh9t0dR2RFEDqA/wkgjuYEia/T/pX0HxmMwed2BNJRrT0pfsuSvmrMRNeWMGYKpk55K+00nI7uYIC/wAUSFXBmNjdKc7kbeVzFuCxazcEkbO+Wf8AaQLGUdYx38KigMSF4AJY/MnSFB6Zdi08bBhaGSzFXHQVxX+qQyQpE4FCCiGZRHwT7VZD/wB4t9x40gZ/0oYPM76nz0OUNXEXIQklWLlHrnuvOxgVeIwS948MwbtQSp2t7pIInZuLpv0Rrc7z3JLUr11sSZ0WLGWdKwnUmZ7aqX7O8KWBkA5EZK89p405Nu3drbMxOK20dyR2nnjnsLalkUmy3LSzzuy8IvcxkYnwvPIHy40kbh6I7Z3JgaO3rWRydevSp5CiXrSokk8VxCswkJU88k9/HHHeqsQSo0hS+nHB5PJ5zI5zOXna/k4blFqvZE9WKMJL7RPae4G2bdjwAAbLKBwNEUqWcxiacUU9rJ1Yo51Lws8ygSKF7iV8/F8Pnx93nSdiN9bTzeBx25aecrJj8rXFqnLZf2DLEQW7wsnDAcAnyPl502J+h+05hgY0tXYYtv1IqVeJPa7Xijsw2EB5Q9v7SvGT7fb3AcHkBeOd7ohsrJHBtfilnbb1CnjqTSLGxWOtZgsIeSnhi9eMMRxyOfAPBBE9J85hqwsGfK00+qhDODOoMQf93u8+Ofu5+f3awE3tteSXEwRZaKSXNzLBTjTlmZ2rSWVDAeU5hhkf4uP3ePmQNRxP6Xtj2LGLtNl8v7mGilipllquOJVjWT3VaEixyI1490OE/qdo4AWttdB9pbWzWPztC/lJbGMuG5AJ5lYBjBahKH4eSnFyZgORw3HHA5BIpJ0a67EoghaU9vj/AEjwP95/DTZ2xvSTN5bPYS1XgE+DMLNJXkLJKsgcr4PkEdh5+fzB/loidWjUV7x68YTpvhNx7n3gYZ8TgDCWnxrq8jGRlVY/bdgS3c6jkHj4vIHGof6E/SC7Y6y9Vq3Sy/sK3t2xlI5nxll8gtkTGONpSkiiNPbJRGYcFh445+ROeTKhikEL3fmPAXsYmgalnYMupY8JdDHs521A81udzRs1dDlOz1n7K27ndg089ksarXat6OqLajho4HDllb8VLBeOfkT4+Z5pTnMR9v5XGbey+4MxJtOXKVBm1W85ArFwssxVu4FxGznu7Sfn89Wn6pbkznqT6kV+j+xbDpt2g/vZO+oJRY1PDzk8cE/NIlPzYlvl5WUa/pE6E1sRk8ZHtOdnylVqstqTIWJJ0UjjmNmchDz58Dz8jyPGvz7U9A1DVdZfmYpDGMoU6wHkbk0ORVCz9LX1Ol61g6ZpceLlW5zyTbKJYCfU7G7ND60u3ov0D9N+whV3v0a2fgEeeuIYMvUnNtmjICnslZ245A+Lt45886mEHxrTT6oel2V9O2/cn02x+486225Hiy+KM0jxRzFkA7+FIRpEPchcAE9g8LyBrYh6C9ydRd2em3A5jqXZv27zWbUdK3f7jYs0Vk4hkdm8t/WAY+WVVPJ55P2mDne+kdjmPpLefH8/yu+1vsmdLwYNZZmDIjm+G7DumrF2TuOCOx2VhtGjRr1V+eqtf0kP8E3VH8hT/X19efPXoM+kh/gm6o/kKf6+vrz56IjRo0aIjRo0aIjThs2JTsDG1iwMceXuuo7RyGaGsD5+Z/dH/wBk6b2l2x/mPQ/8Vt//AEoNXwi2v+X7hZsj4o/937FIWrefRS/xs7O/IZf9BNqoerefRS/xs7O/IZf9BNqhaVvk0aNcXdI17nYAfLknjRFy1wsTpWgksSnhIkLt/YBzqP7HW7aGP6h0um2UeSrkcm7Q0ZCQ0U0qqW9vkeVYhW458HjjnkgGQXVZYyjAEOOCD8iDoirX169UcvTr6rc2bNDlpVZS+O9ruNkcjlAR8Skj5EfI8eD8jYvEZKDL4unlKwKxXII50B+YV1BAP/HVWOsvpJwu2Nt736odNN07ix25YMNdnx1ZpEtQVh2F5Y4FK+4rMiuikOSvf45A41rX2b6v+tvSvMYM7K6g5u1TxU8ax4W1cksU54+/zCYWJHDckfDww58EHWWfKEErYi0nq7r6fSfZs6tp0+cyZrTEQOk3Z2vbt6Le1o1i07qTwwe6yRzyxLIYSw7hyOSOP5aytal8wjRpD3bu2htDDzZm7E80UH7yxkd3y+Q58c6aS+orozFtKjvXLdQMRiMXkJJIYXyNlYHMsbdskfax5LKw4PHI+R5IIOuOcGiyVZFFJM4MiaXOPYCz+ikkkKCWPAH36+BlYAqeQfkRqvnU71WdMsZttb+E3NjMvjshFMkNqtYDoZI3KOAR+Hjj8QeRyDzpoeijqhubef8AT6/k7Mz7Yq2qzYf3nIjSVlkM6Rk/IcCJio8Atz/WOgIIsLkkb4XFkgII5B2IVs9Goz2L152nvbfGU6dxK1XNY6sbqRs4dLFcOEd1PA4Kll5BH9YEc+eJLVldQyMGB+8HXVBfdGjRoiNGjQSB89ERo0kZvdu3tvdkeVySR2Jh+xqxq0tib+UcKAyP/wDpU/edI2Q3hucpYlw2wMjLFAAY5Lk8dcWSfkI0X3JAfPn3EjA/HXC4BXsxpZAHAbHgkgA/Imgfonho1HFbKde82EsRbU2jtmBxyseQyU2Qsr/30gRIx/Ysrf26zaOA6vzRd2c6i4OKRueVxu32QL+HBmsSc+PxGoCS+AVqfp4isSysB8A9X3YHD7p9a4TTQ14zLPKkaL82dgAP950xb23OsUah8F1PwzsPPZkttmVX/lzFYjK/28H+zTT3rv8A6qbQx0a7y2Dh56BRxbz+Ptzz06q8ce5LWERnjH/d9xAPLOBzxx0oYLcCB/PCnDpT8ohmNIx7j2stP/uG2T2DbJPZTQjpIodGDKw5BB5BGvuq8dFOpt7MVrWyNr7+6e5Szg789X2EsTF5lZjKGhIf44wsnaGVSB2kfdqYRc6jAIo27t2Tx8TjNzrz/Yv1U/8A96vkY+E9MjSD6hZDiu36XNNf+QH+SE5XjjlRo5UV0YcMrDkEfgRqsvW7qPkujnUnEzbKxOLljrUJJL9Ulk92GVmIjYqOF4dBIG4J+Y8A+Zjn6kXcFBcu702Pm8NSoxtLNeQwXK3avzKiCRpj4/GJdVav3Mx6qOsF+708jx0GMxVeKO0+QZo1eNHPYkigMxkfl+V7OFUANweO6vqF1aSYc8bS8tto7iiP1Fj7pczXrd6F7r6f5PbW+dl5QT5KOWnkcRXWOSNlcfviclBw3J4YAMCPl4BNTNs4bp1hb2Rzmzcbk6MlKb3aFrJyq9sRSKylfdRUHHHcpCjgq3B55OtiOC6Qbeg6rwboq9MsNj6lLHyQPZlqV3kecspQxkAsCOGPd48Hjzz4em/ekfTvqbAY957Wo5CUQNXjsvGBNEh5/df5jgkkD5c/dqJijc8SECx3U4tRy4cZ+HHI4RvILmgmiRxYUUehuhVk6KR7rONSLIZzJXHs2+PitJFO8cXk+e1VUqB8uQx+bHVhtVO6KZ/Jen7qpb6E7stxJt/Kzh8NOx7Y4bD/ALgXxwqzDx2/ISKQPLE6tjyNcjmjlLgxwPSaNHg+D4Wd8UkYDntIBFixyPI8pI3Fs/ae74Iau7NsYnNwV5BNDHkaUdlY5B8nUSAgN/MedKyIkaCONQqKOFUDgAfgNRb1u9SvSroDDRO/8taW1kgz1qVKsZ53jUgNIVHAVQT8yRz5454Onh086ibO6q7Rob52HmosphsirGGwisp7lYqysrAMrKwIKkAgjXRJGXlgI6hyO61S4ObFisypY3CJ1hriD0k96PHnhOPRo0asWFVr+kh/gm6o/kKf6+vrz569Bn0kP8E3VH8hT/X19efPREaNGjREaNGjREaWJrVZto06IlBnjyFmZk+8I0cIB/3lT/w0j6NTY8suu+37qD4w8tJ7G/sR+6NW8+il/jZ2d+Qy/wCgm1UPVvPopf42dnfkMv8AoJtQU1vk03t/4LMbi2lkcXt7JJQycsXdUsSAlElUgr3Aee08cHjzwTpw6+MCRwNEWn3KeoCDpr6lKOS6uu+dOx82/wBZhwTmQGWLuAZHkChgsgUkHtJ4I1tn2PvXbvUXaWJ3xtK+t7D5upHdpWFUjviccjkHgg/cQRyCCDrWn6ivozetmY6lbi3d01zWBy23crcs5SOlZtyV7kZdjIa4BQo/xEqrd4+7u4+elD0getOx0E7fT510wlvE4bb80lKrcNRhZxDBmdobMKjveMsT2uoLDuHIZT3LkhlmMhZK2h9l9RqenaU3BGTp8/UQQHB2ztxezfA7lbN3QOpVhyD89ac/pFun+z/TZ6mdk766PYbH4iaWGvn5MdWB9uK/BbZll9vyqLJ2qO1eBzG3jVyesn0mfQzZm0zkemmT/pdl7COsMXsTVq9Zx8mnMiqx/EIgJPHkqCDqj2Z6N+s/1tXMp1wo7J9+tcSOKpNfnjxyW4lYhUqRyEd0aAn4ieDwfiZudaXMD+V89BkyYxJjPIpTHuL1pZn1I5nGVukW28tidzV78EdFOFab6xyCCvaSOOCOefHBbu8c62fwe57Efu8e52Du4+XPHnWoT0x9Udy+gjqjl+n3V3p29arl5ITmH9oPbr8chLdWUcrPAQx7lU+ePB7lKnZ0/qI6HQ7Tbeh6qbbfEx1UuNLHfjeQRuAV/ZKTJ3HkAJ293J4458akqFXn10DqtsjAXt94jI0JNoMYlumWz7U1J2IjACtwHVmI4IPIJPjgc61Zb03suVtxY7b0tvLSzhuI4o2cJMSS4jAJ7gQFbuAHPn8OdWx9Wnq03H6w8vQ6D9D+n9/LUxkFtQRrD7lu7IiyIJHAPtww9rk/GTxwCzL5UQnsDaPX70f9Rts9bd59KsrgpMZcmgpR5KIx0rIeF4pYWkjJCMySN2E/eOQGCkapyMePJZ7uThetoutZWg5P4rDIDyC3cXsea8H1Vyvo3fSbVXpvmd+9d+m0Nm7uC4FxFHPVTIYqCoAZfq8o7UMj88MV7iqD7iObYdWekl7I9P4Nv9JrmI2lPiu41IjX9mj7TD40ZYgOzyA3cAeCDyDzyEfor6wOinWLaX9IK+66G37tYpFkMXmLcVeepI3PaOWIWRW4JV0JBHz4PKiBPWl9IFsjZ+AzfSrphZg3BmspVmxtvIQyd1emJFMbpEVPMs3k8FfhU8cliCupxsEbQxvZYszLkzp3ZEptzjZVX+i/q/2H0a6l7h3Zvmrfz2VnoTYqO3jWWSCrzKpkZwxHcG7E4ZSSAp+E93i4Xor6p7v6ldT93XKYmGyzjYp+yQkpDkHkXtCj5BmjMvdx8+xSfu1rox3oi9YG/YK1mp0SzMdO7VFqF7lqtU7oivcoIlkVlYjwEYBvI5A1P3R71odffSrZp9JOsHSaOPG4/mKCpZxq4q4qcfvRyxL7M6+Oe7tYt8y5+euSythb1v4V2m6bkatkDFxRbzwLAv037+FtctW4Kcfu2JkjXngFjwOdRXjfUPt6x1ap9JrlYLbygm+oWoZO5HeJGdkdfmvwKxBBPy44HI1Rvcv0j+8OrOZrdL8T07rY61uC7Dj8NJUv+5Ml2WVY4e9nCqUPcVbwP3uR8tWV6Eej/dOxupVfqz1R3zSzWWx0cn1Crj4XWKKSSNkd2dwCeFdgAAPJ55+7UYJ2ZDeqM7KzVtHzNEn/AA2a3pfV0CD/AI2VoMjkaOJpz5DJWoq1WtGZZppWCpGo+ZJPyGmbYyu4t1VJLpsybS23GrPJcsqI79iLgHvUSfDUTjny4MhB/diIB130aB31lzncqhbB42x24qm6kLYnifzckHPDgOv7EEcDt9z4iyFEjc2QyPUTccvTvbk9iricbJDLuTKxOV/CRcfA6/8AWOOxpT/UicAfFICvXO2v9PVTxMdrX0atotxO4YNu3d29Ub3NAXusTB9SOjeHs2qHT6Z9w5O0wksfYVabJzWZAO1TPaUMpPHC980oA8AsNOXaXUbGbnytzbdyq2I3Dj40nsYay6tZhhdVZHYpzGx4ZefaeRVLAFuTxp3ogRe0DTW6hbIpbwx9ewuQkxOYxEjW8VmIAPdoTccFhz4ZGXlXQ/Cykg/cRypGi7B9OP35/nyCXByZKla5pd/WXdRB7WA0W3sRXUOQTXSczfG7Itk7ZsZ56E+QmR4a1WnAVEtqzNIsUMSk8AFpHUcnwAST4GmrJQ64bssA281g9j40p5jxqfamRY/++nRYIj+I9mX7+GPg6jvBb/3l1BymL3blum9zN4TZFmX272BsRvVy+QIaFr9NZnRpYIojKAB3EtOewuYwTOe3947a3Ng03HhMrDPj37gZW5j9tlPDpIrgNG6kEMrgFSOCAdVteJzd0P0+v8/da8rDl0VgaY2ukBIc7Z4aTw2rLQSBf5m3vQotKaIwPVHYyHKYzeWQ31WQEz4rLQ069lk4J5rTwxRKJOeOFlBVvl3J89NPcu/sv1l2/l8V0hu38JewckiX8xaDRNjbyKQan1YAtYk4Pkf5IcqVd2AXXfv3rRjN15PG9Mel2esXb2aufUspmcLXe4mIrcftGEsatEszc9iszcRnudv3ArIHVTb2M2rYwO2uhmCKdQKFJIMauOeNUr0VY9xyJc8GuS7EFj7hk5KHuLHVfvQwksNtHO/J8A8/P7d16eJiOBjdmRBk7t2Es6Who/rlbQb03weniy8Ob0g0Vn21tfLVvqPR6xuC9v1MxRbb0EcMcdxLZrwPYaWRY1kQR2jOO5nCKE/lyZ6j6i/SL9JMfYz/AFIxeHyGHgaCAzZA44oryyrEnDV5EYcu6jluQOeTwPOrHdJt14fpjsurs/de2t2Vc9RmmGVni27kMhHeuPIzS2kswVykqSsxdfIIVgpAK8BezOep9TLeDw2KqblqUqmXq5O8Lu2b1P3lrOJoVElmKNFHvpCxPJJCEAfFyPWk1JkuM6CNtk3Rc4ucwE2Gt3FADY7G9yuZbsl+pe+yog6AEdTvdtAeGgBz+oNJuSi4EO5d8Xda++oHU3qpuapY3ZuzqDaF6x3N9l1W5pxr3chOwswYeBx29vHg+T51cbZOCyWzunu1sNun0/SX6tGrHe+0dv3ksXKtqVAZZykvs2I5ySe72S7fcpPhdJWd6X9GNsbpym0+olLDYiCyXubdyc9j6p79eYt31WlJUPJWl7Si93IheLjnsfiX9ldYdjZ3AStf3hhUtYiNYslK2Qh9nuCAmVX7u0ofJ558eQeNeaGtr4qPfe/sf2rZY55MiKQFsAfHyxzWFmxG1OYQSexDi6nAg2bWDtPflOrj48zjtytuPaLzmq92cMt/Dy9xHZbVlDNGCVUs4WWPwZO9S0iSijdy86hXp1Wq5ff+dzGzsZZvbI3HTZ8pkMvByLtpe2OJKskn7eeD2zKGMoaMDsETdvK6a3VT1W4f017G2xQ3RtbJ5XO5CCZatCOQRMtSBykc07vyUZ0CHjtJ7u/kDg65+IbDGZJTQHft9PmuzaHPqWaMPToy6U1+Xbq3BcQ4CgHNohxoA7EgG7UfWRtbBZLYeOzNqF0ycGQjqVbMbdpVXV3YMf8A4fII8huOPmeYA296ofUhHuOHpptazR3jlsqGgpC1XhFmBkjLFgytGhHajEmTn5c8/cVjp1u7qh67tx3shapNtbppg7ixq0E4kkedVBaFSQA8xVwS5HaitwASfMK2OrWA9KHq43DmMbSl3rt7BwthR3skVqvKVj95kft7WkR1mjPgBgWHI18HlY+bJrB1CKQxYz6aSDRcQPirftsCd9l9tp/s/LLiS6L7oTZcDTIRyGglv5OobBwJstuuRZT+3f6APU71cvy786kdZcHa3BZUQx0rfvSJXrFmYRmWNAilSx+COPs5LEN+NwPTH0Nj9PPSTG9Ofto5a1FNNdvWwnYkliVu5uxTyQg+FRz5PHJ8njT92ZuzD782jht7bfleTGZ6hBkajOOG9qVA69w+48MOR9x50s6+7x8KGB3vWfERuSbJXwmq+0+qapis07LcPdxmw0NDQDx2HbwjRo0a2L5xVr+kh/gm6o/kKf6+vrz569Bn0kP8E3VH8hT/AF9fXnz0RGjRo0RGjRo0RGjRo0RGrefRS/xs7O/IZf8AQTaqHq3n0Uv8bOzvyGX/AEE2iLfJo0aNEXxiqgsfu86o9689k9Hd90K29bcwrbhxtSSFbdExpLNGT8CTEqS4U9xUfd3t+OrxEAjgjVXOqXocwe+M/e3FV33noaknu2EwYMfsGU8kRpJx3Rxk+OCGIB8EcaIqFfRvdJOm/UbrxnbXV6tisjV27XEOKxmTVjFbyTzfBIqH9nJ2JE/wtz5kQhSRyNy0UccSKkaBFUAAAccDWtNulfVLeXUCjsfYnRXLbDhgyVae5kvsxqsEHtOD7pn47ZCvHcvazcn5fPWy1AQgB+YGiKB/WB0S2R1n6W36mcx9IZ7FxNLhMo/Ky0Jzwee5T3GNu0B08g+DxyARpwzPTjdOU63Yzortu7FZyWZv18XWnhHtrKJX7XZuee0KAxPkjgc/y1uA9THSfrfvOQWekmWxTQW4lit1MhZeFo3HjvjIUqwI45B4II5HPPA1ZdesDuL0+eozb+TxGXhyW59jWKd/JShT9UGQWUWBGnPDvH2NErEhST3geODquWZkI6nml6GnaXlarIYsRnUQLPoLAv8AUhbhOg3pt6UenPbX9Hum+30ryzqhv5OxxJdyEi88PNLxyfJPCjhV5PAGnzu3bW2d37eu7Z3fh6WUxGRjMFqnbiWSKZD9xU+P5j8CAR51GnpQ9ROM9TvSKr1HpYz7NuRWpcbk6Qk9xa9uIKWCtwO5Sro48c8OAfI0/OpO285uraF3E7ayseOypAkqTy8+0JB8lk489p8g8eRzzweODMEOFhY5Y3QvMbxRGxWn31mdAsD0KzGYn2Xli2Cmtg0sfMTLLUiPHcvuk/EFYtwCCe3jli3k2J+iv9OGwdw7Kk9RG9cPXze5PtixUwclqQTR4+GAKPdWL5JMXL/E3LBVQr28ks4Nx+infG6qW692+pDdmHrYPH4bIyp9lzS2HRxA/ZYPci/DGf2nb8yUA4AJ1U70VesHcHpJtX9s7iwqZXZ2cyMU91RKRYqOB7bzwAfCeU7O5GHxe2vBB86qknjicGvPK9DA0bM1KJ82My2s5P354vZbseB+GmB1y6N7c67dNsv033LI8EGSjBgtxIGlp2FYNHMnP3hgOR945U+CdPqpZhuVordeQSRTIsiMPkykcgj/AHa7dWuaHijwV58Ur4JBJGacDYPcEcFa9/Tx9Fpf6a9YsX1K6mdSKG4ae2raX8ZQo0pITPZjPdDJMzse0IwD9i93JA5PHIN8t2y3a+1MzPjO8W48fYav7Y5YSiNuzgfjzxxpW0EcjjUWRsjHSwUFqyNQnzJxkZLutw890n7dq4ilgcdU2/7X2ZDVijp+03cnsBAI+0/eO3jg6Z+b6XWly1rdHT/deQ2rl7khntxwqtjHXpuAO+xVf4e4hFDPE0UjDjlzwOFNMRufakzRbWSnkcOe50xtuZoJKpPntglAYGPweInUBe7gSBQEXqxnULITs0eb6b7swzJ8zLXgtK381NSWXkf2gH8QNRcGuHS//j7q+H8RC502K8OB5stJIJ4cw31b87EXv4KbNfrfDtG9HtPrRWTbedf/AKFZrpJPj8yAOWaowBcOPAaBx7gLKF7wQxTt+Uuo3WirHgduYebb+2Pd5vzZ7vgOXiIHEf1WPif2P3u9JHrs3IB5XuVnff3Jt2LJnc1Hp7nMplxXFQWYcA0NkwBiwi92wI/g7iT293HJJ18obz6i5oSfZnSO1ilUco+4svWrCT+xahtMP7GC6qI6gWvdY9OfqR/8XoxPEEjcvFgDJB/e9oaHeWMcQdvUuAO4A2p2YSi+MxFLG2DVMlSvHC31Wv7EHKqB+zj7m7F8eF7jwOBydRz1F2N6e6WSk3d1JweCae7JGWiu90q3bCr2oRU5KzzdoCgiNnKgD5ADSsdp9TdwxBN0dQ48PEz9xr7ZpLE/Z5+BrFn3WYf9qNIm0tbd6cbN2tkLGZxOHByttBHYyVqV7V2ZB8kexMWlK+BwvdwPuGpub7wV07ev/H/SxQTtwHmYTu6jdiMlt77guNVfOweNuyacVrfu8K64jZODOxduREQjJXaiJflhC8A1KZHbAPkA1gAr/wCpPz08NmbE27sahLUwdRhLbk9+7cnkaW1dm4A92eViWkfgAck8AcAAAABw8aNTbGGmzuf5wsk+e+VhhjHQw8gd/VxO7j332BvpAukcAfdr52r8+Br7o1YsKwsrj62SpvTtUksxTcI6MQPhJ8nz+Hz0w6Hp16O09wx7sn2RSv5eFxJHaugzdjg8h1jJ9tXHjhgoI4HnUk6NQcxr/iFq+DKnxTcDy3YjYkbHkbdl8CKAAFA41BPqd9Ju2vUpDi7Nzct3b+XxCSQwXYIFnR4XILJJGxXu44+Ehhx3H56nfRqM0MeQwxyCwVfpupZej5LczBeWSNuiOdxR+xUbdAOhe1/Tz07r9Pdq2bVyMWJbtu7a7RLasycd0hCgBRwqqAPkqgck8kwF1v8Ao49tdWepFzfOG6hWdt1M1Z+t5bHpjlsF5WPMrwyGRfbLnlj3K4DMSPHw6uNo1XLiQTMEb22BwtuB7R6rpmTJmYkxbJICHHY9QO5uwRzv6dkjbM2nidibSw2ysBG8eNwNCDHVFdu5vahQIvcfvPCjk/jpZ0aNaRsvGc4vcXONko0aNGiiq1/SQ/wTdUfyFP8AX19efPXoM+kh/gm6o/kKf6+vrz56IjRo0aIjRo0aIjRo0aIjVvPopf42dnfkMv8AoJtVD1bz6KX+NnZ35DL/AKCbRFvk0aNGiI0aNGiIAA+4aNGjREapx6qfo5Nteojfj9R9v9QLG0cveWMZWM0Prle6yKFWTt9xDG/aqqSCQQoPAPJNx9GovY2QU4WtWJmz4Mnvcd5aeNu48H0VRtjYnbPo56PPt3a2aRcjGxmyFeaX3q8lxR2ySheAV7uxQQpXwq+ORyZ+6HdT4OsXTDC9QYaDUmySSrLAW7gksUrRP2n71LISPv4I586jnrF6OdodXt0PuS1vTcmGWyQ1ulRliMErj5uodCUY/f5IJHPHJPMy7I2Xt7p5tXG7M2tRFTGYuEQwR89x+ZJZifJZmJYn7yTrrWhooKqeeTJkdNKbcTZKUM1h8duHD3sDl6y2KOSrSVLMLfKSKRSrqePxBI1r9qfRV4fZfUb+n8vUmLPbTxk/1z7AyeKJklgU8tFJMknDAAfMRju44IHJOth2vjKGUqfkdQfEyTdwtasPU8zTw4Y0haDzX89VSrrh6qE6fJioOk+QkLY8wxw48Se5DNGpAMRUk/CV+EceRyOCOBq6NSVrFaKd4miaRFdo2+aEjkg/2ai3H+lfoDi94rv2n03ormY5/rUcjTzvDHN3dwdYGcxKQ3BHCDgjkcalfViwc7lGjRo0RGjRo0RGjRrjIXVCY17mA8D8ToiJJYogDLIiBiFHcQOSfkP7dctUT6QdaervW3r5kuiHqQry7HirR/bGLwy1WoTZJ4Zh/wA3SV+ffhCo790ZLN7bFX7QQLtZvcWG29i5sxlMhBBWgRpGdpAAQoLHj8eACfHngHVcUglb1Bb9S0+TTMg48pDjQNtNtIPg9x2sbWNkpaNImy9zjeW16O5o8bZoLfR3SCypV+0Oyq3BAPDABl5A+Fhpmbb614u51DyvTfdrU9vZlAk2Jo3LUS2b1f5O6oHPIDfL5FgeQOATqxYFJ2jVYNxevXp3tTrxc6KZnb+Qjios8E2bNiEQJOsPulSjFT2lRwpDFmYgBDyDqZ9hdQspvralXc9XaV+CK8Z3qPN2RJLCrMIpCrN7ihwFI+A/Pn5cExY9r92rTk4c2G4MmFEgOG4OxFi6JrbsaPkJ7SSxRdolkRO9gq9zAdx/AfidctUa9OXWjqv10635jpr6iDY2jkNry18/isAMe+PluskvPaS4PuQRFEcEHuf3OQzICNXP3JujDbWwtnO5a/DDWrRNMzM48qPmR95/3c6jFKJmB4+/Kt1HT5NMyDjSkEit2m2m+4PcevCVtGkjam4JN07Zx+4jibeOa/XE4q217JYwfkGHzHI4PkA8EcgHxplbI604vPb1zfT/AHO9HA7gpSrLRxVq3EtyxTZfEnthiT8SyHx/V7T9+rFhUmaNVY//ABAumsPWjOdJMjgclSgwslyq2YmmhET2Kvd7i+0SG4JRgnaWZ+V+Ec8iZ9v9QN3bn6ZvvHH7Buw5SxUs2MdSsSxotkDvNdjywZBKojbtYAr7nB+ROoNka9vU3hasjCmxJRDMAHEA8jgixZBobHcHcd6T+eaKN0jeRVaQ8ICQCx/AfjrlqkXpd6vdSPUD1VzuzvUOJtu5nYtitmsZt803xktvlmPuSxP8bxwN7LKRxz7q9xdSBq4O7N4YTZuCsZ7L3Io4K8JlA7vL/IAADknklR4B+Y1yKQTMDx38qeo4Emm5DsaQgkd2m2m9wQe4PlLmjSdtvLyZ/b+OzkuOs4979WKy1SynbNAXUN2OD5DDngjSjqxYlWv6SH+Cbqj+Qp/r6+vPnr0GfSQ/wTdUfyFP9fX1589ERo0aNERo0aNERo0aNERq3n0Uv8bOzvyGX/QTaqHq3n0Uv8bOzvyGX/QTaIt8mk7NZSfGLUSrTSzPdsitGrymNQexn5LBWPyQ/d8+NKOkXcX/AEzA/wDiY/TzaIuf13c/Pb9i4zn8PtJ/8DQ13c6KWfC4tQPmTk3/AMDUdXNhdT45rbYe1iIWqPl3xs5yNhTYN7JRXAJlSMGJY1jaI9jsWDeCny0l7j6Y9ZtxYq9ichumnaht25GCfaM0KBPrKyRS8CJj4iVozBz7ZLA8gr3EiloXN0H5YTGf3k/+BoNzdA45wmMHPgf+kn/wNRvm+nnVVdy7mye1t1R1qucvx3KhlyVjmiwqVIQ3s9jIyo1ew5h5CS/WB3FSgOuvfPTTq5uDdVy/id/RRYaOc28VWYIk9OSSk8Ena7QyAGOVY5In4JH1mwrAhUBIpM+tbp/2JjP7yf8AwNfBd3OxIXC4w8fPjJv/AIGorr7Q9RYe6l3cOBmgmRTBEmUuRiMmLHI0YYJ7qhXr33VzIxY2V7h8+MuHpz1UpmGSluLGw2rE1aW7cjkdZQUnuzSEAIBKrNYgBjf4SolA7GKuCKSTd3OpCthcWC3gA5N/P/8ABoa5uhRy2FxgHPHnJv8A4Go03B006qZ7YOLx8e8I6W6cZPeuQXkuSSLDPJjbVeAiRo+5lWeeOQqykdoZfiX4Ci/8nHXnOZyvNnN7xWsHTzLGOnJOazGpBkKc9aZ+yN/ek9uK5GQWRWEkTEBl5Uimb61un/YmM/vJ/wDA0fWt0/7Exn95P/gahvPbQ9QW39vyz4fcjZq7EMeA32hKXdPbgS5EYiqggy/WLHvJIsgQiKNBwulDE7F61ZL7Nmye87mNovWpm1XGQJtECrEJEchGCyLMsnLRycMHJJJC9pFKf13c/d2fYuL7gOePtN+eP/2P5a+/Wt0/7Dxn95P/AIGozzvTzq9ZzsOfwu6KVa/Ltepi7toW3j77sMN/ub2hEUKtNagcOfKe2eFP7rdFHp/11jtZG5a34gjkqyxY+kMjLItcs+UKq0phBchZ8WBKylh9Wf5+TIRSkl7c0i90eGxbDkjkZNyOQeCP8j+Ovv1rdP8AsTGf3k/+BqO+jPT3qLsG1PV3Dk6djFWZsxdMKZCaw8M1rKzW4gvciBgIp2V3YFyyjgheRqWtEST9a3T/ALExn95P/ga7KeQybX0oZPHVq5lheaNoLTSg9jICDyi8fvjj5/fpS0nz/wCcFL8na/8APBoiUNGjRoiqR6/unG4t/wCK2NL0lrxP1OxmfD4WSC59Uvez7MhmWKblVUKRHKe5gAsZIPnho53J6Zd97Z6ndM+qW6KubzVTbVqvb3PZzO44Lkc59pmMdeMJGqiOQFj3Iiu3PxMW7tXmO1ttS7mXdz4mq+bhrmqlwoDLHEfJUH7ueB5+fHj5azcpisXm6MuLzWNq36U4Alr2oVlikAPIDIwIPkA+R92i7ZK44bLY/PYijnMRYE9HI1ordaUAgSRSKGRuDwRypB86rH1W6G4r1LdXdwVMng6Aw2PxOLw9zJ3aMouVpI7NmaVaEh4VZGSRe6QeV/ZkdwYjVp40SJFjiRURAFVVHAAHyAGk6XcmCr52vtqbIxJk7kcksNcn4pFQAvx/MBgePw/sOi4qnbp+jP6CV7OI3RsWfdGAyO37EV8xwZBrq35IpBIpkWwJD3jt8BCoPyIOrR7EzuV3HtqDK5nCWsVYklmj+r2YWhkKJIypIY2+JO9VDdp8jnSzfv1MZUlv351hrwIXkdvkqgck+P5a51rFe5Xit1JklgnRZI5EPKurDkMD94IPOiKonr26Ybr3/a2LkuiWO9zqnjMi4o2qd80rkNAxP7rCbuVVRXKEljyO7hf3yGZOU9OW6unfXvYXWrc9TL5LAbZeafcVzM7ght/WJXryFHgjVECrDI/f2+3GCYvhBJBa70O1dsR7lm3fDhqf23JB9UkuiMe97Xg9nP3A9q8/j2rz8hrLy2GxGeptjs5iqeRqMys0FuBZoyynkEqwI5BAI/noukk8rupXK+QpwX6cgkgsxLNE/BAZGAIPnz8iNVP3z6d8F6lOrW8buZxFSPBo+IpzZKzj5kyEbV/dM8FKZiPb55jDOvHHd/W4822VVVQqgAAcAD5AaSzufAJuKLaZyUIy09aS5HW89zRIyq7fh4Lr4+fn+3RcVUs/9G70M2/uHA9ROnku5sJf2rbr5NacN1r0VyaCQSLIyTh5DJyF+FGVWCgdoJ51aLYmezO59r1M1ntuWcHcnaYGlZHEiosrLG7KfKd6Kr9p8r38HyDpVymVx2FoT5TK2461SshlmmkPCogHJYn7gNZEckc0ayxOro4DKynkEH5EHRFTP1vdKt8766k9PM50DgVOodIW4LtuhkBRupjCFBdpjwvtIXkQhuTzOAFbuI03z0BzPSP1L7b637qhy1vauFguDK383m4b0s07RER2Io1RFWOMv8KBYyBH8CcgBrsU9r7ZqbgubqpYmomXuxLXs3FX9q6L5CE/cPkSPv4HPyGsrK4XD52ulTN4mlkII5UnSK3AkqLIh5VwGBAYHyD8xoukk8rMBBHI+/Ro0aLirX9JD/BN1R/IU/19fXnz16DPpIf4JuqP5Cn+vr68+eiI0aNGiI0aNGiI0aNGiI1bz6KX+NnZ35DL/oJtVD1bz6KX+NnZ35DL/oJtEW+TSLuP/peB/wDEx+nm0taRdx+beCH/ALTH6ebRFD5o+ojbeSzkOCgnykWQsZfIUpbU1SSKGR57n1eGQvKsioIUoeysakAvKJSoC9qwsfqHpZh/au1L9CCV0hE8FaP6wiyVUR5CjBgHSW5IwUAg1ogAOSsqji90dWId50MTb2t72AuZe5TsWpIHE1eD/wBJSQ2O8EJ7YFWnEFKcn62h7vHxNq31A66ZXCy1k2acbdtYazMyribXfWve03/NI5eWRnibsInK+1OWCoF7SdEXDb8/qPzGU2yu8sDLQoR3IrN0wzUlZFWSUSJZaOwe74fYMYhUgqZBIAwUl5YIdWK+7ImyUMf2DJdvxzRFo3ZIWntvBMH7y/PYtNQnyAlb4R2/A2M9uvrBVx67exe2snPcs5O27XhTcmGn9ctGMh+PbB9uOuoB89knPH366ZOqPXaHb65OPpr9dyLUJ5zi0xlmGRLwqiRaXuu3tFEl5RrXIWTlfajPDEEWBs/dnqdy+K2heyex7UP2jNTly5ufUaj1Ymhrmfug9xpPb5ecoOUnV4uJE4IBTd4VfVVnWyG2YsNMuOGMimjysGRp1pJr3/NmKRCORXjQGS4jB+4H2IiG+I909bMyObyu3at/cMMUV6Qyd6xVZqy9okYIfamHuISgUlTzwSeCRwSt6Ioh2EvW61uUr1Axa08bjstIKjw2YWjnpexaSNz2yF28fVSyyLyJTIVJTtCpO2r3qczLWP6Q4eHb8SWJFrh3pWpniaSoAWaN+zhFkukfCCRDF3eSe+dNGiKC8FmPUtLvGKnm8JUo4Gzm5KIln+r2ZkpqRKLXdXIVUaOvLCFdQ4e5CTz7bA564zrZufeVeruQWMVgsbuhrfuUZ66xWsfGt36ug4dpXRh9RMyyKrCYv2cxjkTLo0RQH0fxvW+zm965TI3bmIjnz+Tr033HSktw2K0OXyIryVoUuI0aGq1NQ7JGHSOMqHBEhy9q/wDLdgsfuHK28Ff+tUxkZCmYv/XI8ifrU0leSlDBNM8aiD20ETCIklR2grzqcdGiKsWyM36oblW3vPI7SzEt+/RionHXPqlc1pUfLlWEbyRoQpkxZeQDl15ADFCA98pl/UIJav2HtqYyfa8q2TaXHmr9UE0I7h22RKYjXNgxfKUzBBIEj55mbRoiiDpxlvUHc3Pia+/9sx0cR9mubs/u05C04ZgoYRS9yStwj8IrxBG7e4uO4SfP/nBS/J2v/PBpQ0nz/wCcFL8na/8APBoiUNGjQdEVR+unqSi9PHW+fAQ4PLblzm5cNWsYihUqSWZ7sr25VNYLGeB2In7Phe4mVu4kAaaO8fpQMJRzcGxcL0P3nS3JNajpW6O4EGPsU2k47WEIEjuQD3cEL44PnnVr8Bsq1g92Zvfu6s9BkrVmJKlAit7QoUlJZkBLNyzsQXI4B7E8DjUbWfRn0pzXXdfUleXNVd1qvuQVo7oWrDZ9v2xYKqO4ydo4Kd/tHk8o3kmJuxSuiERDveEg1tQsE2NjuKFXvvv2Us9OduXts7aSpk9yyZ23ZnluTWuAsXfI3cVhUE9sYPyHJ+ZPPnVTvpAt1ZTFZrZ23eiIuHq3kLTWkXDqq3TjYopSxeQ+FUMpPkgFY3B8Dg2r2fsObbGAmxFzcd3I2LE9iw1jkwLGZWLdsUaniNV58Dk+eTz51VLoH6etwek/q7l9+9Sd4091WN5Sx4HDmrXkNuUS2FZpXL88SeAzoGI7QT3N28CD3PDmho2PJ8LViwYkmPNLPIQ9oHQ0D4iTvvwA3xyb2pNGXrd6h+onUnpttHqL023Jtfp5kX+rbhvhHmpZSBYnYO9kRL7YLopYr7ZKknkKe7WwKlWq06cNSjFHFWhjWOGOMAKiAcKAB9wAGsXPYdM9iZ8abUtV5V/ZWYVQyQOP3XTvVl7gfxB1i7L2rU2Ttihtejdt3IqKFfrFtw80rMxZnYgAclmJ4AAHyAAAGrV56q/1U9TlT0+dcMhsGvgM/u7O5ypjLVLHY6k9u3cjM1gzRqqNx7kcXaEAVeQQX7v3tNjM/SWUMxvTFdLdn9H9y4zcOVyEWJtJubjHy42aZgiO8QWRiqFg7lu3hQfB55FqtqbLu7czee3jurN18rk8kViryxUzH9Uppz2QIO5mJLMzHg/EzAceBqNKXox6Xxdcr/qOikzFXd15JnigFwGlVsSAq04jVVd2ZSe5GdoyXf4fkRElwqlfE2FzXe8cQa2oXZ8HcVt33UwdP9uWdq7Wq4i5uCbNz98tiS7IAodpZGkIRQT2oO7hRyeFA8nVNvXpvDc2O6hbUwXp3nvN1N9q1kcsmGMccy0I4gEexK3hVUF+Ax4IPkHlAbc7Z6e2du7In2md15Ge5Oto/aSsYnhkmZ25ijBKoE7/AIV88do55PJ1V/00dCs36Q99Zm91H3Bjd0ZbqDdqYvFyY+vI1pYVkYtIWkHIB9wPMvPAEaN3Px4i5zw9oaNu58LTjQYj8WWWaQiRtdDQPis7kntXjk3yKTUxfWLrh1b677I2V1i6Z7j2j04ylaz9opLFJJRyvZEWgkax7QIRpfZ7gOzkSAMACRq/cccUcSxQKqRqoVFUcAADwBpM3RgF3NhbGI+0LFCSVT7VusEM0Dccdyd6svPBI8g+CdfdvYCHbW2sftmlbsTRY2nHTinsMHlcIgUO54ALHjk8ADn7h8tWLz1Uzfnqj/5COuW4OmOL2luTe24LsuMsRY3GUZLdu5UMbSWJFCNx7qRtwAFUdsSlufLBDtfSTY7eu+8R0k2L0s3Di8vmcimHtz58CtNiZ3fsLy1lDkxxsQzlmXhVcED56tXs/Z9jZ02c3PubK1svnMzZVmtRV/ZK1lAWCpGGdjwCXYDny8rfy1Gm3vRV0u2z1h3B17wlvL1d356OwUDWvcpUZZyTKyRcBpA/ce5ZGZfJ7QnjtiS4EUro2xFji9xDu21g+b329OVM+ydvybW2tQwUubs5d6yN3XbBHfMWYtz48BR3cKPPChRyeNLmkPZG2pdn7Wobcny9jJyUkZWtTgK0hLFvAHhVHd2qvnhQByeOdLmpKlVr+kh/gm6o/kKf6+vrz569Bn0kP8E3VH8hT/X19efPREaNGjREaNGjREaNGjREat59FL/Gzs78hl/0E2qh6t59FL/Gzs78hl/0E2iLfJpF3F/03A/+KD9PNpa0i7i/6Zgf/Ex+nm0RLWjUEN6oFxG78ltbcWyclIz5GehgxjI2mmyDQyZETfAwVR2pjS3IbyZQvHwli7L/AF32/jWjNjBZUxS2bkCuhgYha8wgaVkEveqNKewdwB5+YXRFJejUW5D1B7Wx9qet9iZmcR2UpQzRRRtHatNMsQgiPf8AHICwYrxyF5P3Hg3d14p7WwmIyp2dmHlzlFLdSva9uoRIw7jWdnbxOIxI5Qd3iNiPAJBFKWjUTZT1Fbexn2mf6L5uyuKFmWZ4DV7GghLKZldplUqXUoPPIPlgoBYJkPqBy1nJ7027HsySPKYizJTwQltQexcsipjGSvNIkjlHNjJxoWC9gXzzyCCRTZo1Fe7utz4LO29p4jauTyuRxdjG17tqKFVprJZs04/YDlx2ytHdV0DeD2nk8KdcavqK2jlKoyGDxeSyNNzRjjsRGBVklt3pKUMah5FPPvxSqTx2r2Ek6IpW0ah4+pbBSRwy0djbrvJajrNWNapE5nlmqC0sK/tOC4i7yfPHKEAnwSu7Z61YbdGN3Blam38vXgwL2I/+crCjWzDcs1GEaiQkH3qkgAcKTynjz4IpE0aiel6iMDkEhlpbP3NMk9mCont1I3YzPSW5IvYshb9lFJH3cjyzfD3AMV4bo9QWM2PufMbf3FtrLSJWv16ONsUo45VtyS/ZiCIr7neH93KR+SoXtU+Sw4JFLejUWUOt6T518TZ25ejezPXip1mEcVhPcx63GE/uSBEZFEoI5+ageedKeyOruN35mkp4qnJXqezOzSWCnMjKtSSJo2RmV43juKwYHz93jySKQNJ8/wDnBS/J2v8AzwaUNJ8/+cFL8na/88GiJQ1xlZkQsiliB8h9+uWjRFR7o56j+ovqa60Zvoh1MxcfT6PBA5RKMEckGQsmCdOajNMT3ED4mkjVT2qeAAeRdfJ5OliKE+SyFhIa9aNpZZGPAVQOST/IDzqpX0gWwdzZirsLfPR3FTS9UcPnRBipsfNHDekqvDKZEXuIEiq3YxU8hUMhPCs/Md5zol1mo9T+l+898W+omfwePtQ2t3VstepfZ9YNA5ZIq1MhCA/cZBwwb4gSwb4q4mOjb0uN+q36lkwZk5mx4hGCB+UcA+lkmvnvavRszduM3ztiluvDrKKV9XaEyDguquydw/FW7eVP3qQfv03ds9TMZurdmd2Lk6bY29QUS1q9pvantV/CySLGT3dqOyjuHg96EfMEvPFZHG5jF08tiLMVmherx2Ks0R5SWF1DIy/yKkEfyOqn9XejOI9SnW/OxYeCkpweIxWKsbiiuTV72DnW1akl+q9ilWsGN0/fI7O1fmGPNiwJ43PWr0q231ltdCc4mYXKUDLFJlGgj+p98cJmKswfuBCAjnsALAgfMalTZHUuHfu0a+7sDgL9itbax9W7AqrPHG7KkitIVHa/aCP+9+A51VLc30X3T6jkcbvHa3VLe7ZHE3Icla+1nhyL33hcOCSsSkNwvHHa3IAHHnVwdg7jO69sVsycPPjVd5Yo4ZoGh7kRyiyKjAMqOF7l5HyI+fzMGBwB6ja05MkEjmmBnSAACCbsgbntVnsOFUb04+o7qB6pOrWY6f8AUeCtsmbZE8GYTFVYJILl1op15hlE5Y9sbKveVCkiUDhdXMzeax23sTazeWspXp04mmmlc8KiAckk/cB+Oqi+vbp9u+7mdg9QuhOJvSdVaF+SjVlxU8cVp6DQylwwchXjVvn3fCBIwPhtNC10Z6qbX6/dP9/75yPUHO7NxBms7m+2b1Q0a0jQOY1grVO1BEkrI7gKVPtt5JIU8iY6Nga42fKt1LJgy8gzY8Yjaa/KOAfS7NfPdXg2nuanvDbOP3TjK9iOtk662YEnTscow5U8fgRwQfkQQfv029l9R6O+M1n9rX8e+Mv4qYGKrZb27E1UgBZ/bPxKBIsi8/8AZBH7w09qdirbqQ3KcqSV541kikT91kI5Uj+RBGqc796B4j1J9bN55XES1a0NRsRRl3NTuTV8jjHiWUWYapRSjTcCPkyfu9wBUgcNYsKfuO9cPSMdVsz0dyLZaLIbf+uRWcrLFGtJpKnPvju7gwI7W/qcEqQOfBMoYTqfe3N0xfqBgNl5W1PLVsWaOP4CPaVC/surNwCkoVXUjk9rjwT41VzK/RmdPto7mwfUnaPUjd81nbmQgzFqvmDFkPr8sMnud7FI0YkkDuUA9wBA4J51cHYe5JN3bVp56TBXMOLJlVKtuIxuESRkV+08EK6qHXkA9rDUGhwbTjZ/Ra8iXHfKHQR9LQBsSTZA3JO3J3occBVM9LnqA3v6sd/5nBdSkr7UsdPrlbJxYihHLWnvt3uOJkmZpAkLIoft4De8qtwPBt/uTceJ2nhLe4M3cjrU6URllkkbtVQPxP3f/wC6p563+nu/ZuqvT7fvp4xVw9RZEuY/ITYmaCO0+P7VAaRJiI3RQZV7n8AsgJ/cGkiDpH1A2N6mtsdQeoGV3xm9h4mrckytrcd2tLTrT+3zEYa9btjSCNyjfucAxgjyoA5E1zGBrzZ8qWo5EOXkumx4xG079I4G24HpfF7q7m2s7W3Rt7G7kpQTw18pUiuRRzp2yKkihgGH3Hg6UtA4IBXjgjkcaNWLEq1/SQ/wTdUfyFP9fX1589egz6SH+Cbqj+Qp/r6+vPnoiNGjRoiNGjRoiNGjRoiNW8+il/jZ2d+Qy/6CbVQ9W8+il/jZ2d+Qy/6CbRFvk0i7i8XMCf8A2mP082lrSLuP/pmB5/2mP082iJrZfqN0ew9gQZtq9VsplnxivYw8ypcvxOVZFcxdsjBww7gSOQeDzzrEr9T9hZCzFlcPtue7j/r0NKW+mImWaHI2jCY0aFohKgaKWOVpXCr2vFwW7xwjRZ7035bL35ctHgcffx+VyBYZGzFDJJNXldrM6p7nIj92rLJ8QUFoHk45BbS3iN3en/KWJNqYPcu1p7OTtVbj0K12P3ZZ4krrA5RW7u5VjqKP5e0P6y8kSHv3rj0d6f5eXa74/HT3qDSQZisKbR/UKn2fcve4R7REqMtFl7U58sD+AK5S6w9Fc5lI8BTtC1ZWwcOifYNoxqe6uhj7zD2CIm3WHdz2H3V8/PhcyfR7phmrtzI5bZGKtWb5kNmSWHkye5DJC/P3fFHPMp4+fuOfmSdYey+iWwNjRvHisdLY5stZiNuX3TAxkil4TwP+sghYseWYxqWZiBoix8t1V6N7bkz9XI5CrXOEkkizYjxczrV/YrNK85SMgRiJ0d5G+BVdSzDkaTj1F6ZSbvy+zM/hVx022MzUr1JjRlNeaaStSkjf3Ej9pGVrkKdjNyOxX8AAh35XplsLOXLGQzG1qV2xbkjkmedS5k7AwVTyeOz43+D90l2JBJPPXuTpdsXddDMY7M7frSx5885IgcPZ5jiibub58mOCJOR57UHBBAOiKPKHUDoQeotrdMFWwl/IpXiOVene9mxYKzKw9sp7YaKPGt3z8fAISrsvbxrMXq/6eNtYiDHS24qdLH13p+3YwVvmrDHWa0Um74e6MGCNpR7nHeB3Du58v2v022HVy8ueg2rjkyE0xsPOIhyZCkyEgfIcrYscgeCZpCfLEluWfT90vsZenlEwCwx1IJKr0424r2onVlZJlIJdSrlSvPayhVYMEUKRImydwenbfO7G3Bs1IMvlM7XMItGjaes0asymJWkT2ImJoMSi9rN9XDEHtB0p4Trd0qy0FHF2WenkctSS5Ni3xNlmSGT2y8r/ALHg1w9lQZz+yLOfi5509MZsjamGkimxuErwywlWSUcs/cqyqCWJJJ4nm8k8/tG/HSVX6P8AS+pNBZrbFw8c1ab34pVrgOrfB47vn28xRHt/d5jQ8cqCCJr3+tnSdcbSTDUnyT2b9OGvTGGsRdvuPTRbB74eI0WO9WZXbhWDKqtz8lHK9W+mU+z6u7qfGZq5utZnx8aY2Z3uJEAJWZfaLRxjtRWkkUIPg5Py0tz9J+m1qSpNZ2VipJKDxyVmaAExmNYVTj+QFWtwPlzBGfmoI5v0t6eSYqphJNoY56VGxLagieLu7JpSxkfk+SWLEsSTyfJ5IGiJuv1i6My5CLAPa9y1JHHZjr/YVpv2AZUjs/5HgQc8BZ/8n8JIbhTwsbRym39zWbNM7SkxWS29ZhexBJU7Y4bM1WOX4JVHtysEnCsVJ4Yef6pOZT6Y9P8AH2ZblLaONhnnWWOSVYfiZJO3vTn7lPYvw/IceANLVXC4ulkrmXq01it5D2/rUikj3Si9qkjnjkLwOeOSAoPgDgizdJ8/+cFL8na/88GlDSfP/nBS/J2v/PBoiUNGjRoiRJtlbZsbrr72nxgkzNSB68Fh5HIiVhwxVOewMR8JYDu4JHPB41mZ3AYbc+Knwm4MbBfoWQBLBMvcjgHkcj/dqsPXD1Q7e9NnV3IUN0WrOQt5fC1bmMoxI7vdZ7cqexGi/Crxqh4PBZzKB/V8trPfSmdEB7OK2vtfd93L2J0qPWs1IajVZHYKpfvkPnzz4BHjyRzoiudVq1qVaKnTgjgggRY4oo1CoiKOAqgeAABwANYz5bFV8pDh3twx3ravLFCTw0gTjuI/Hjlefv8AOkbp7hNyYDbq1t3Z8ZXJzzSWpnRO2KAue72YufJRPkCfJ8nhRwoqj9IJvi/05v7PyfSDJTwdUshbdoYaMaz2JMfHDIZH9t1ZFUFRy3A7kRwSVQ8Ca5Umtc++kXW/0Vz7VutRryW7k6QwxKXkkc8KqjyST9w1zjkjljWWF1dHAZWU8gg/Ig619D1XdTuqnUvpp0y3Fszc219n7lJqZ3IXqsZiykaxuTLBcgARAXj7WeJgAHf5AAjYBj6VTGUa+NoQrDWqRJBDGvyRFUKqj+QAA0UUlpsrbUe7G3wMeTmmrGp9YaaRgsRKkhULdik9i8kKCeBydZG4ts7f3di3wu58PVydCVgz1rMYeNiD45B/+/JGqydVvVbtX039WMxtjddq7lr+RrYqzVpVYHmsW4pJrCye2ikIsiIFHb85OFJI+5BsfSb9Jdx5rDbM6cbW3Lkc5nr8OJRL0EVNKlmZxHEJO52JHeyd3A4CknnkcaIrlRxRwxpDFGqRooVVUcBQPkAPw1hnNYeLMR7fN6BMjPC9pKxPDvGrKruB94BZQfw5GkzYeEze3Ns18ZuXcH2xkQ8ss9rsKLzJIziNASSEQMEXk88KPl8tU79fHULcHTbfO0bXQzIWE6jXorVm/DQRLE/2dHF4d0lVkjj+GQseAD7YLc9gIXSk1jn30i63PyV37t2njqst6/Zjr14VLySyMFRFHzJJ8Afz12qyuoZSCCOQR9+qB4v1L77679c9k9I95bO3RtDYu4qdg5EZGosf2qEjLRSQ24lC+1I4RC0TBWEvA47lIv1BBDVgjr1o1jiiQIiKOAqgcAD+WiikepsrbVHdNrelbHcZm7X+qy2Wldv2XIYoqklUBKqT2gdxUE88a79xbX29u2iuM3Nh6uSqJKkwhsxh071PIPB/+z8j41VXqH6utsenPqvuTZO6J8lncnNYxksWPqV3lsz15I2aaeJF+AOiMoKADuEPcWHd8OBJ9Jf0q3nuHB7A6Ybd3DdzW5cjDhoJr0MVaKnbmcRxiVe9mKiRkD8DwpYgkjgkVzdGkXZmFym3ds0cNms9Jmr1dW9688ftmVmYt4Xk8KAQoBJPCjkk+dLWiKtf0kP8E3VH8hT/AF9fXnz16DPpIf4JuqP5Cn+vr68+eiI0aNGiI0aNGiI0aNGiI1bz6KX+NnZ35DL/AKCbVQ9W8+il/jZ2d+Qy/wCgm0Rb5NIe6neA4m79WszRVcgJZvq8DzOqGKVeexAWPlh8h9+lzRoiinI7F6UZSW/Jb2/uQrlEljuRrQyixzh5bUp7lCcciS9ZYH7i4/0V7c/+j/Tf7VOaGBzwuNYa2ZPsnI/5Vpq0xPHt8fv0q54+XwEfJjzI+jREif0xxP8Aqec/uO7/AIWj+mOJ/wBTzn9x3f8AC0t6NESJ/THE/wCp5z+47v8AhaP6Y4n/AFPOf3Hd/wALS3o0RIn9McT/AKnnP7ju/wCFo/pjif8AU85/cd3/AAtLejREif0xxP8Aqec/uO7/AIWj+mOJ/wBTzn9x3f8AC0t6NESJ/THE/wCp5z+47v8AhaP6Y4n/AFPOf3Hd/wALS3o0RIn9McT/AKnnP7ju/wCFo/pjif8AU85/cd3/AAtLejREif0xxP8Aqec/uO7/AIWilk4cxm4Z6lW+kderOjtZoz1x3O8RUD3UXu/cb5c8ceePGlvRoiNGjRoij7b3Tm/J1AyvULfEeGv30RcfgmhgLPTphi7t3OOVkkcqWUchfbXhjydRhn/Q308zvqNT1JPujOwZqJ1sx48ey9T60Iva72DIWaMr5MfPz54YDxqyGjUS0OonsrosiWAObG6g4UfUXe/1AKZ+z9lZ3bu15cLe3dJYtyTWJY56tRIIqwkYlY4o27wFQnkdxPnn7uFFTPT/ANEN/enjrdmepnqC3Xi9wW9yCPA4KxHalt25XntKGcCVQyk8r3IvPAbwT8jePXXJXrzNG80EbtE3fGWUEo3y5H4HUXRMe4PPI4WjG1HIxceXFiNNkrq2F/lNjfkeo4Pfsk7cGAgzuIkxqmGCTgNXmaBZRA4+TBG8H8OPvBI107L20+0NsUNuSZe3lHpoyvbtEe5KzMWJIHgDluAPuUAfdpb0asWFR7s/pzeg3jmeoW+q+DuZ60Vp4yerAXalj05IRZJFDBnZmZgPH7o5YAHUXy+hrp8PUNf9R1Tc+ZTN2vdmgx8qxS0orEqdsjspXukRgW+AsOO88MOF4slo1EtDqJ7K6OeSFrmMNBwojyLv/ITK25sbcWC2I+2ZN7TPlGSz7eQiqqiQNKXMYSFywCR9yhQW89o+QPGqremPo5u300dSM/ub1BZfDZ3cG+bFPC4S5XtyW7hVpWEnBlUP2OzxmQD90RIT3D9272ut69eWSOWSCN3iJKMygleRweD93jUXRNc8PPI4WiDUsjGxpcSM0ySurbc9Jsb816cJJ3VtpNyYeTHw2I6dkA/VrRrJN7DccchG8Hx448f7td23cLJt7bWO2+uRnuvjqcVUW7HmSYogXvfj7zxydKmjViwpgdP+ndrFZ7Nb83rUw9rdWWnESW6kZb6tQjXthgWR1Df1pHbwPMhHLBQdRPhfQtsHbPXTP9f8LujLtncuLb16V2OKelXlskmUsvaGkUljwpYEA/M+OLL6NRLQ4gnsro8iWJjo2OpruR5rhIex8BkNrbUx2AymYOUtU4yklr2REH5YkKqcntVQQqgkntUcknzpc0aNSVKrX9JD/BN1R/IU/wBfX1589egz6SH+Cbqj+Qp/r6+vPnoiNGjRoiNGjRoi/9k=" width="304px" alt="polysaccharides" />

<p>These amorphous regions are much more at risk to amylase hydrolysis (Bul&eacute;on et al., 1998). Amylopectin, nevertheless, is less at risk to amylolysis because of the limited packaging of double helical chains in the semi-crystalline areas of the granule (Wang et al., 1998). Thus, in the native state, greater digestibility is observed for high amylose starches, which have a low level of crystallinity (Bogracheva et al., 1995; Tahir et al., 2010a).</p>

<p>Carbohydrates that have not been digested or soaked up in the top GI system go into the colon. Butyrate is the major energy resource for the colonic epithelial cells and also uniquely has the capability to advertise a regular phenotype in colonocytes by repairing broken DNA (Le Leu et al., 2005; Toden et al., 2007; Covering et al., 2008). Propionate moderates hepatic lipid metabolic rate as well as acetate is metabolized by peripheral tissues (Wong et al., 2006). Nonetheless, the large majority of carb entering the colon is NSP. Bacterial enzymes in the colon ferment NSPs in the anaerobic environment of the colon producing SCFAs, the returns and also ratios depending upon which polysaccharide is fermented. Approximately 10% of dietary power is supplied by the metabolic rate of the SCFAs generated (Mishra et al., 2012; Mishra and also Monro, 2012).</p>

My Website: https://true2mushrooms.com/blogs/news/benefits-of-medicinal-mushroom-polysaccharides
     
 
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