> The holistic approach to medicine begins with the assumption that health is a positive and active state, that it is an inherent characteristic of whole and ‘integrated human beings. #Q > **Holism** ::: is not limited to any medical technique or theory. Rather, it provides a context in which the whole person is considered—his or her physical as well as mental and emotional health, including quality of life and relationships. #Q > **Allopathy** ::: is defined as a system of medical practice that aims to combat disease by using remedies which produce effects different from those produced by the special disease treated; a term invented by Dr. Samuel Hahnemann to designate the ordinary practice, as opposed to homeopathy (<i>Medical Herbalism</i>, 2003, p. 19). > **Be on your guard for:** > > - Hypotheses presented as undisputed facts > > - Hypotheses which can neither be proved nor dis-proved, that is, circular arguments > > - Conclusions based on insufficient evidence® Extrapolatng from a narrow context of results, e.g.,from in vitro data to the clinic, without consideration of factors such as dose, metabolism, absorption and distribution > > - Claiming scientific persecution (this does occur, of course, but is usually an excuse) > > - Developing theories which bear no relationship to experimental findings! > > **Pycnogenol** is a legal trademark that refers to a patented process for extracting flavonoids and other substances from pine bark. The product consists of 50% to 65%proanthocyanidins. Although the proanthocyanidins present in Pycnogenol likely have health benefits, not much published research exists to support their use in specific conditions. The evidence cited in the marketing of Pycnogenol is largely extrapolated from more general re-search on flavonoids and proanthocyanidins. > flavonoids do function as antioxidants. > > However, individual flavonoids often display striking differences in activity. > **proanthocyanidins** are water-soluble and vitamin E is oil-soluble, > The body needs both water- and fat-soluble antioxidants for effective antioxidant protection. Also, a diverse intake of antioxidants is far better than intake of only one or two isolated antioxidants. > An overemphasis on **proanthocyanidin** increases the risk that other flavonoids and polyphenols will be under-emphasized. > **Genistein** and **daidzein** appear to reduce the risk of prostate and breast cancers. > **Ellapic acid,** related more closely to gallates than to proanthocyanidins, is also a potent antioxidant and cancer inhibitor. The citrus flavonoids, hesperidin, quercetin, rutin, and tangeretin,are abundant and effective. > **Hesperidin** raises blood levels of high-density lipo-protein (HDL) and lowers levels of low-densitylipoprotein (LDL) and triglycerides. It also possesses significant anti-inflammatory and analgesic properties. > **Quercetin** reduces inflammation associated with allergies, can inhibit the growth of head and neck cancers and inhibits the activity of reverse transcriptase > **Tangeretin** induces apoptosis (programmed cell death)in leukemia cells, but does not harm normal cells. > free radicals fuel replication of HIV and antioxidants slow it > Horsetail (fguisetum arvense) > There is no evidence that Horsetail contains bioavailable silica. It's not water soluable. > > **Bioavailability Concerns:** Silica, or silicon dioxide, exists in a form called quartz, which is essentially insoluble in water or alcohol (<i>Medical Herbalism</i>, 2003, p. 22). This leads to the question of whether any silica is present in horsetail tea or extracts (<i>Medical Herbalism</i>, 2003, p. 22). > > - **Lack of Evidence for Silicon's Role:** A review of medical databases and reference books didn't reveal literature identifying a role for silicon in human metabolism (<i>Medical Herbalism</i>, 2003, p. 22). > > - **The [["Vegetable Silica" Claim]]:** Horsetail formulations are sometimes marketed as "vegetable silica," implying a need for silica and that horsetail fulfills this need, but without sufficient evidence (<i>Medical Herbalism</i>, 2003, p. 22). > > - **The [[Biotransmutation Theory]]:** There's a theory that silicon is "biotransmuted" into calcium in the body, which the author finds questionable without supporting evidence (<i>Medical Herbalism</i>, 2003, p. 22). > > - **Circular Reasoning:** The argument that horsetail must work because it contains silica is considered circular reasoning and based on a lack of knowledge of phytochemistry (<i>Medical Herbalism</i>, 2003, p. 22). > > - **Occam's Razor:** The principle of Occam's razor suggests that the simplest explanation should be preferred. In this case, a simpler explanation based on known flavonoid effects might be more appropriate than complex justifications for an outdated hypothesis (<i>Medical Herbalism</i>, 2003, p. 22). > > > In conclusion, the document questions the common explanation for horsetail's benefits being due to bioavailable silica, citing concerns about its solubility and the lack of clear evidence for silicon's role in human metabolism (<i>Medical Herbalism</i>, 2003, p. 22). > **Essiac** is an herbal combination marketed as a risk-free approach to treating cancer and other chronic conditions (<i>Medical Herbalism</i>, 2003, pp. 22–23). However, herbalists don't "treat"; they support the body's natural healing processes (<i>Medical Herbalism</i>, 2003, pp. 22–23). Essiac consists of burdock root, slippery elm bark, sheep sorrel, and turkey rhubarb (<i>Medical Herbalism</i>, 2003, pp. 22–23). Sheep sorrel is rich in oxalic acid, and increased intake of oxalic acid or its salts raises the risk of developing kidney stones (<i>Medical Herbalism</i>, 2003, pp. 22–23). > The attention now being given to medicinal plants by science and government must be expanded to include an assessment of the insights and protocols of the phytotherapist. #Q **Intellectual Imperialism:** :::The western mindset that we can spontaneously understand the concepts and visions of another culture. Dong Quai (Angelica Sinensis) Milk Thistle (Silybum marianum) Hawthorn (Crataegus laevigata) Health & disease result from a complex of physical, mental, emotional, genetic, environmental, social, and other factors. **Controlled Study:** The responses of one group (experimental group) are compared with a second untreated group (control group). **Placebo-controlled Study:** An experimental treatment is compared with a placebo, an inert substance that appears to be identical to the treatment. **Blinded Studies:** The subjects do not know whether or not they are receiving active medication, the outcome is less likely to be influenced by their expectations. **Double Blind Studies:** Neither the patients nor the researchers know which treatment patients are receiving. This type of study helps researchers avoid special treatment of subjects based on whether they are receiving the active or placebo substance. #Q > The term **pharmacognosy** ::: is derived from two Greekwords, pharmakon (drug) and gnosis (knowledge). #Q > **Organoleptic analysis** ::: of plant material involves the use of the senses, including sight,smell, taste, touch, and occasionally even hearing, to identify the plant and evaluate its quality. **Annotation on _Medical H 1_** (A.Z. Device, 4/23/2025) 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) Eupatorium cannabinum - Hemp Agrimony Eupatorium perfoliatum - Boneset Eupatorium purpureum - Gravel Root niveus - snow white galacto, lacteus - milk white albidus - whitish ater, mela, melano - pure black niger - black anthracinus - coal-black fuscus, phaeo - brown porphyreus - red-brown hepaticus - liver colored aureus, auratus, chryso - golden yellow luteus, xantho - yellow favus, luteolus, lutescens, flavidus, flavescens - pale yellow viridis, chloro - green glaucus, thalassicus, glaucescens - sea green flavovirens - yellowish green cyaneus, cyano - prussian blue caeruleus - blue azureus - sky blue ruber, erythro - red roseus, rhodo - rosy purpureus - purple **Meadowsweet:** Mild anti-inflammatory, astringent, and carminative. Used for the treatment of musculoskeletal inflammations and digestive problems. Meadowsweet - Filipendula ulmaria #Q **Anabolism:** ::: the _constructive phase of metabolism_ where simple substances are converted into more complex compounds. #Q **Catabolism**: ::: the _breakdown_ of complex molecules. #Q > **Phenolic compounds** ::: are aromatic substances formed in various ways via the shikimic or malonic acid pathway. > > - Essentially these acid pathways are metabolic processes that allow plants to create complex compounds for various purposes from aromatic compounds to chemical defenses. > > The nitrogen-containing secondary products, such as alkaloids, are biosynthesized primarily from amino acids. > **organic compounds:** are compounds that contain carbon and hydrogen. > **aglycone:** A molecule that can exist with or without a sugar group attached. Without the sugar group, they are known as aglycones. When they contain a sugar group, they are known as glycosides. **Aromatic Ring:** A carbon ring structure seen, for example, in phenolic compounds alkaloids, and terpenes. It consists of 6 carbon atoms in a flat hexagonal pattern. - It's a chemical structure that allows the molecule to have special properties and to be more stable. They generally have a strong smell and act as antioxidants, pigments and more. **Conformation:** The tree-dimensional arrangement of the atoms of a molecule. **Compound:** A chemical composed of more than one type of atom. **Functional Group:** Particular groups of atoms in which characteristic chemical reactions take place. **Glucoside:** A glycoside in which the sugar constituent is glucose. **Glycoside:** Any compound that contains a carbohydrate molecule. These can be converted into a sugar and a non-sugar component. **Hydrolysis:** The splitting of a compound into fragments by the addition of water. **Isomers:** Two or more compounds with the same molecular composition. The number of possible structural isomers increases with the size of the molecule. **Ligand:** An ion, a molecule, or a molecular group that binds to another chemical entity to form a larger complex. **Optical Isomerism:** Compounds that have the same molecular formula but differ in the way they rotate the plane of polarized light. **Oxidation:** The process by which oxygen is added or electrons removed from a molecule. **pH:** A measure of acidity or alkalinity. Neutral = 7, Acidic = less than 7, Alkaline = higher than 7 **Phenolic:** A molecule containing an aromatic ring bearing one or more hydroxyl groups. **Precipitate:** A solid that is separated from a solution. **R:** Shorthand that stands for a variable group, meaning that the group could have any of a number of structures. **Reduction:** The process by which electrons are added or oxygen lost. **Stereoisomer:** Two molecules that contain the same numbers and kinds of atoms bonded in the same order, but differ in that certain bonds are oriented differently in space. **Structure-Activity Relationship:** The relationship between chemical structure and pharmacological activity for a series of compounds. > The most abundant single organic substance on Earth is **cellulose**, a polymer of glucose, which is the main structural material of plants. 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J/izw5oKalZSvZ6FPDbGaYoTveXyzLj92nyq6qccg5oA9Z/4J4Hxt4/8J/Gv9nX4l/EHXbuHwjrFtbadewam8WoWUvnXG+aC4Ry67ZbaKQAOygkjkMQQDJ/YZ8QfEfSv2tfH3wY/aF+JXjDXvEHhm0mXQodW8Tz3NsU3fvHETMVkd4JInVsgqu75cn5QD0HSPEV3+z/APCL4t/tTw+MvE2taFBc3Ol/D7RtY1q7v7K0shPFbxuEklbiW6Q4JwyxKvI3MKAMX4Cfs9H9oL9mPWvjR8VvFHivW/Hfj+21LUraS18QXNrBZHMiwRQQRusIU7BlXVh82OgoA5n/AIJM6Nqeo/Az4qaNYa/faBfPrsMaX9ksTT2zrbgkqJUeMngjlTwT7GgDmf2NPhx8UP2qvAPxg0vxX+0T4z02VtetoRfQSGS6luYomEUk0xcO8KqFHkIUGVB3dAAD6c8PfBz436Suj/s/+LPGWrv8J9C8Oyf2n41ttY+x6vrOoNIHEZYu8trAoZlwrksEwX2sUoA8Z/4J+fEXW7X9qb4s/AvQ/ijq3jT4f6Ra3N7o1zqV814waG6iiDxSk4KsJmBK/K+xGHqQDzG1+EFxq3/BVDxV8OY/il44092t3vv7dstU8nVAZdLhuWjEyrgR7pSgULgIAO1AHqX7b/xS8YfA3Svhr+yt4O8feMdYufF92Ztb1u71PfrU9hJdqiW6XJChS7GVd24YWMKeGNAHV6l8OP2hvBvxx8E+Mf2bfgxqPg7wpbwJYeLdL1TW7H7JqcbSjdN9mhlcLKqZYzKwd2CjAAO8A4r9rH43Q+CP21tI8N/tJaTrdz8FU0dG0u0tnkjsprp0UvdTxx/8fgSVWjaFjhRsbacYkAPpv9kHSfhxaeGPEWtfBr4uv4x8C63qkd3pOnS3D3Enh4i3jWSzaSWR5v4UYRyBSgIwDncQD32gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDP17WYPD+k3OsXNpfXUdsu5obK2e4nfnGEjQFmPPQCgD8zPh34e+Lmn/8ABQzUP2j/ABF8CfHlh4QvbzUFWaPSnnlWKS0eCKUxjDYY7WIALAN0OKAP0z0aaw1S1i8RWmnSW0mpW8TMbi1MFzsAJRJVYBwV3t8rdCx9TQB8I/tIfD344fD39u3wr+094A+E2qePNDh0tLKa205lV0kME9u6EkkqdsgcMV284oA5fU/hf+174s/bs8OftOWXwButBsbFbQT2s+uWEpFobY286GQtt3mKWQbQu4duRmgDtf2i/AHxQ8Ufty/DX4z+Hfhb4m1Hwh4Bit7TVr+G2jyxSaZ5HgjZxJMqrMvKrlsMFDHGQBn7bfw7+KPxT/aB+EXjH4d/C/xLrmk/D2/tNQ1ieK2SEFftEFzsh8508xxGpBxwG+UkEEAAs/ttfsufEP4s+LPBP7UvwBsJLnxZ4bW0kk0a8Q2VxcRwStNFIPNKMsik7TGdrEYxyMEA9x+Gvxa/aW8f6vpOna7+zkngWygaKTXdS1rWo5kePb88dnFCC7SFhwXIVV6nOAQDwj4kfDH4/wDw6/4KGR/tJeEfhrrPizwXqWlRWd/Hod3Cs7w/YxbvFJHM8YZlljjmCk7TtQ7gQQoBT/bn+HH7RP7VfhTwN4f8G/s+63peo6JOda1A6hrOmLbJ5sYVYI5RcZeRSDuBRccY3A5oA6X9q79l3xf+158H/CXjrQvC+oeDPiV4Mgl+yaRrE1tG14uELwGSF5ApMkIMLs6gb23hQ+5QDS+Nl3+0R+0T8EU+AmgfA/xP4R17xBHaWXiDXvEFzZLpdpBGVa4aOSG4lln3MgUDygSrE8GgDmP2qP2UfH0v7JngP9lr4G+DL7xNcaLdw6hdanJeWlpbqYUkEpczSod8slwWVVDYVWyeBkA2/jB4F+NHj39hrRP2ftF+C2vL4ybStO0G5hmv9PS2tm04W++dpzcbDHKIz5e3LEgghcZIBv8Aw8vfj78KP2W/Bvgm0+A15qHiLwbLY6L4h0G8ktp01bTGjdZZLGeKZoiRuiY+ZwNsiFTkNQB4l4o/ZG1P4uftT+BPiL8Jfgb4h+DegaJNDqXiK/1MWloJZ4Jg6fZba1mlAlYLtLZAO7JA2kuAfpBQB8Z/tY/sp+OdX+Ovg39rH4LafFqviLwtPZ/2zoAuUtZdTt4XPzwyMApl8tihDsNyKoHI2sAV/wBpX4ffFr9tw+Evhlp/w48S/D3wZpWqDWPEWo+KBawyThQUjhtoreaYyPtklOW2qO56AgFf9u34PfHX4r6J4E+FHwS+Dp1Hw54K1K01Z9SuNas7YSGCExRW0SSyq5AR23Ow6hcZ5oA+uvAPiLX/ABT4XttX8UeDbzwrqzvLFdaTdzxzvbukjKCJYyUkVgAwZSRhh3BoAm8b+DdB+IfhDWPA3ii0+06TrtnLY3kXGWjkUg4JzgjOQexANAHw38GfgH+0n+wb4516P4c+Ej8Wvhj4j8uaa3s72G01OymQ7UcQysFd9rlTsyGCgnZjBAPoPxh8efjFqvhjUrD4S/syeP8A/hK5bdl05vEa6fY6fHJj78sovCfl6hRyxGMjOaAPn/45fAz9q/Qv2bPhV4H8JzX/AIruNO1Br34gabYanILrVZJZvPMYlZlDQBjIrKOMlCBtFAGX4w+BX7S0P7Xfw4/aG8Hfs/6LDpGmaYsC6HZ67bwR6cpiuI/LuZCoCyKswdvKSRMgqrOeSAdF+1N8JP2l/iV+098Nvih4Q+B5v9D+G88MjzDxHp8R1I+cssnlLJIrIoxtG9QSeoAoA+pviroPiz4o/s+eLfDFt4fOleIvE/hi+sYtNurqJ/s91PbuixvLGWjOGYZZSRQB82/s6eFP2kP2W/gdqXwHPwWufFHiUfbLzQtY0bU7X+yHknViBcS3DxPEY3AyPLO4H5c0AS/A3/gnnb+Ev2bPHfwx+I+tWl54r+Jcazare2sStHYzRkvbpGzLlwkh3k4HJO0DqQCx+zMPjt+yp8Kr34H+Mvgn4p8XX2i3l3J4c1fw+9tc6dfW0rFohI0kyPb4k3ZUrkKwOPUAs/ss/s5/FP8AZ08AfEH4oeKvDUXjL4r/ABCu21C80ey1KC3Qb3dxC08hWENvmkd2Xjsm7A3AHL/8E+vgj8e/2bY/iBYePvgtPZw6+f7T037FrmnzxCSFH2Wf/HwXBfdtVz8owNxA5oAP2BfgP8c/gT8T/iDqfxN+DDWFl46uVuLbWY9Z064bT0R55DDIkczSFXMiDKA4ZBkY5ABzv7cn7L/jLxP+1V8L/Hvws8R3Oi6j47nbw/qdzZSG3uLNYYWMtyJFwSptDKpBOcoqjdvAAB9Z/GH9nrw/8Rv2ctV/Z80QW2lWEukQ6fpjNEGjtngKNAxAHQPGpJHPUjmgD58/ZU8Gftk/AT4Nax8C9W+EGkX81i163hnX/wDhIrRbFDNufE6AmcqJSzKRFk79rBQM0AN/YY+B37RX7MPw48cWvjb4aWGqXuvTnVbSx07X7f7W9wCsQgYPiBVKl5d/ncABduTgAB/wT0+EP7QP7P8Ae+LfDPxQ+Ds+naf4t1X+1E1aDXNPuIrPbG/7uSOOUyHJ2gFVPLcgAZoA0P2pPCP7R2qftQfD7xFaeBLz4g/B+xj2z+GNOvRbxNe7ZAJr4PhXCyvBIu7cm2EjAJbcAcx8CPgl+0f8L/24/GfxS1T4QaU3hzxtZeVNeWWtxJZaZDPLDKQmU8yZ4/IMZQRpuYhsqpBoA1PH/wCz78d/Av7fJ/aq+HngeLxv4d1mySG+sYNQtrO5tCthHZsg+0Sork+UsgYcYYqQMAkA3P2yP2V/id+094I8F/EHw5ZaZ4S+KPhCVp4LA6l58XlvIjeX9qEagujRq6nbtyXGeckA2fA/iL/goN47S38IeNPh74Q+G1usES3nitNQi1K5O3G829qrunmPg4MnyLuzhsbSAb/xAh+K+v8Aizxl4F+JX7N0HxR+HlyYm8PX1nc6bbzxxyW6rPDIlzcIwZXL7ZU2tycdjQByf/BPL9lLxt+zd4b8Vav4+aHT9R8X3kU0WhW139pj023i37FeUfK8p8wglcjCrySTgA+vKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCjrq6w+i36+HpLaPVTayiye5BMKz7T5ZcDkruxnHagDwX9n34T/tBJ4rk+Jn7VXjDw94g8R6VazaZ4bt9EtlS20+3nZGupC3lIWkk8qBR/dVGHO7gA+iKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAE3LnbkZ64oAWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAQkDknFAACDyDmgBaACgAoAKACgBqOkgJR1YAkEg55HUUAOoAKACgAoAKACgAoAKAG703+XvXfjdtzzj1xQA6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD58t/28P2Zrn4wS/BIeOnj16K5Gni4ktJFsXvvMMZtVnIx5gYDkgJ8wAYnIAB9B0AFAHyd/wUD0D4had4E0j4mfDf4jeNfDdzY63pOk6smj6/JaWw065uTCZfIBCtN51xCu4AtgjIKrwAQ/tIL4z/ZN+GS/Gz4dfFLxTq39jX9ouraN4t1mbVLbVbSRxGY4zKS0EoLBg8ZHAbIbjAB9P6X4q0XUrTS52v7e2uNXskv7e0mnRZmiKBiQuckKDyRwKAOV+I+mL460vwxP4d+Mc/hOFdbtb2G60u4hK6uEYkWe5jh0kPBVc7sYwaAO7kvbOK5jspbuFLiVHljiaQB3RMBmC9SBuXJ7bh60AUIPF3hS60qbXrXxPpM2mWzFJr2O9jaCJhjIaQNtU/MOCe49aANCzvLTULWK+sLqG5tp1DxTQuHSRT0KsOCPcUAV7DXNF1S6u7HTNYsru409xHdwwXCSPbuSQFkVSShyrcHHQ+lACX2vaHpcNxcanrNjaRWZQXDz3CRrDv8AubyxAXORjPXtQA7Tda0bWbeO70fVrK+glLCOW2uElRyvDYKkg47+lADrPVtK1EgafqdpdFolnAhmV8xkkB+D90lWAPTIPpQBJd31jp8aS395BbJJIsSNNIEDOxwqgnqSeAOpNAENtrWjXt/caXZ6tZT3tp/x8W0U6NLD/voDlfxFAD4tU0yeG4uINRtZIrR3juHSZSsLp99XIOFK9wenegCKXX9Cg0WXxHLrNimkwwtcSXxuE+zrEoJZzJnaFAByc44oAwPAfxa+G/xO0O38ReBvGOm6rY3UUk8TxzBXMaMVZyjYdVyOpAGMHoRQBtweJvDdzJaxW3iDTZXvlZrVUu42M4UkEoAfmAKnOM9D6UAcr4DsbHwja+LvEGpfFabxHp2oa3dav59/fI8GjQOFP2ON9xCRRgZAJGNxoAseHfiV4D+KPhGTVfBvjeya11GzuGguoLpBLFECyfaAM5UAjcGOOCp4zQBN8J9AufCvw90jQb34iX3jiWxieNtev5Y5J7v52OXdOGK525yT8vJJyaALXhz4m/Dnxfqd1ovhTx74e1nULI4ubWw1KGeWE5I+ZEYlfunqOxoA1p9f0K1luYLnWrGKWyiM9yj3CK0MYGS7gnKqBzk8UALouu6J4j06HV/D2r2Wp2NwoeK5s51mikUgEFWUkEEEH8aAKFv488EXfimfwNa+MNFm8R2sfnT6RHfxNeRJgHc0IbeBhlOSP4h60AeX2fhax0/9sW/8SRXV7JNqvgFGeCW5eSCGSO9WMvEjEiMsgQMFAB2A4yWJAPbaAMC68f8AgSx8SweC73xpoVv4guV3w6VLqMK3ki4JysJbeRgE8DsaAJfFPjXwb4Hso9S8a+LNG0C0mk8qOfVL6K1jd8E7Q0jAE4BOPagC5Z67oeoaRFr9hrNjc6XNEJo72G4R4HjPRxIDtKn1zigDGvPij8NNOj0uW/8AiH4Ztk1timmNNq1ugvm3BcQkv+8O4gYXPJxQBabx54GTxKPBj+M9CXxAVDjSjqMIvCp7+Tu3498UASax408HeHryPTtf8WaNpl3LDJcRwXl/FDI8UYBkkCuwJVQQWPQZGaAJPDnirwv4w05dY8I+JNL1uwdiq3WnXkdzCSCQQHjJXIII69qAKd98RPh/pniKDwhqXjrw9aa7dAGDS59Tgju5Qc4Kwswds7W6DsfSgDbuby0s1V7y6hgV22qZHChm9BnqaAK1rr2h3uo3Oj2es2M9/ZY+02sVwjzQ5GRvQHcuR6igDH8bfE34ffDdLGTx54x0rQl1Kb7PafbbhY/NfvgH+EZGW+6MjJGRQBev/Gng7StAh8Wap4s0az0S4SOSLU57+KO1kWTGxllZghDZGCDzkYoAjs/HfgfUfEdx4P0/xlod1r1pGJrjS4dRhe8hjIUhnhDb1XDockY+ZfUUAZ938WPh3Y/EKH4V3XizT4/FM+nvqg05pgJFtlYLvbsuSeAeSATjAzQBY1z4mfDjwzqdpoviT4geG9J1G/RJLS0vtVggmuFdtqGNHcM4LAgEA5PAoA6WgD548Y+JfDnxQ/aauvgF4p1ayl8O6H4LXWb3Sxe+W93fXN1sTcUZZEaGKIMAD/y8huPlNAHp+nn4T/APwbpfhibxJpnhfQbVngsP7b10ks7u8pUT3crSSMSXIBckAYHAwADrLzWdH07SpNd1DVbO102GI3El5NOqQJFjO8yE7QuOck4oAqaf4v8ACer30OmaT4o0m9vLixj1OG3t72KSWSzkOEuFVWJMTEEBwNp7GgDWJAGScAUAcr4K+K3w2+I13qdh4F8b6Prlzo0vk38NldLI9u2SBuUcgEqwB6HBweKAPFfgZbXlz+0T+0j4D1XX9a1XQoZ9BktrO/1GWZbRb20uJZ44STmJCzcBSMAKB0FADf8AgneCP2ZtPDSSSH+3day8kjO7f6fLyzMSWPqSST3oA+kb29s9Ns59R1G7htbW1jaaeeaQJHFGoyzsx4VQASSeABQBS8P+JvDfi3So9d8K+INN1nTZiyx3mn3cdzA5UlWAkjJU4IIPPBBoAp+JPH/gTwbLZQeL/Gug6HJqTMlkmpalDbNcspUMIxIw3kF0ztzjcvqKAMP41+H9P8U/Dy90LU/iVfeAoLm5s/8Aie2V9HaTwMLiNlRJZPlBkYCPBznfjBzigDrp9U0rTrmx0y+1W2hu9QZobOKedVlunRC7CNSQXYIrMQo4Ck9BQBnWXj/wJqUGs3OneNdBuofDpkXWJINShddOKBi4uCGxDtCOTvxja2ehoAvaB4h0DxVpMGv+F9c0/WNMut3kXthcpcQS7WKNtkQlWwyspweCCOooAr6d4w8I6vrd/wCGtJ8U6Re6vpeDfafb30Ulza56ebErFk6j7wHWgD588C6ba6d/wUA+JL2pmH23wFpV1KrzO6+YbllJUMSEGEHC4GcnGSaAPdh8TPhwfEp8Fj4geG/+EgEnk/2T/asH2zzMZ2eTv37sc4xnFAHS0AFABQAUAFABQAUAFABQAUAFABQAUAFABQB+WPhj/gkj8RfDvx20zVl8baNJ8PtL1qK+juDcP/aj2scgkWMx+T5fmHaFLZ25+bH8NAH6nUAFAHzb/wAFCdXsrL9mjUNDl1Z9Ov8AxH4h8P6XpcywmQi6/tS3nyBjA2x28r/MQDsxnJAIBd1D9lDVPiTcaW37Qvxr1/4gaXo93Fe2uhQ6fa6Tpk8qA7TdRQqz3BBII+dQMcg0AcH8dfhZ4F8cft0/C218T6El5BrHhDWodRiMrol5FCP3ccoUjcgMjfKeDnnOBQBT/aV+Dfw2+GV/+zXpvgfwvBpdvofxW02209I3dvs8VzcebOi7ieGdEPPTaMYoAu+MPhV4D8T/APBRSzXXdAju4tR+F0t9fQvI4iu5RffZ/wB6gOHUxAKUIKkAZBoAb8I/gb8Irr9qL45+Ebv4e6LceHNIn8P39joUtqr6Xb3M+nHzJlsz+4DkOwDbMgMcYzQA/wDZ/wBCFl8Cfjl4C8P+PZfh9o/hn4ga/p2l6tEquNA0+NbaZ/LDkAKN8xyT8u8ntQBz3h2Hwnp37WvwT1T4cfDq78OaVrWg+I7SfXp7OCzl8VrBHbMt1JFHh2BLCUTSqrSef0+UigC38OP2Y/gx8R/j9+0hYeMPCn23Sv7e0eBNKW4khs0ZtOjuGmEcZUeYZJpDuOcbjtAycgGneeCPhZ+yn+1x4Y8YaX4b03wx4N8ceD7vw/5ttEsVtYanZ5ud75PBnt4wnyjLPCudzPmgD1j9mL4ZaB4V8P6t8RrPwHp3hfU/iDetrD2VtapC9pYN/wAelswXhSsZ3soAAeVwRkEkA4n9vnwD4T8Z+A/Alz4j0oXU1p4/8P2cEgleNo4bu+iiuEBUjh0wPUYBGCM0AN8b/Cr4ffDP9qH4Da/8PvCth4evNYvNd0bU30+FYft9sukXE6i4wMyuJYkbe+WyOSaADwfougQft6fE/S102zW31rwBptxfWpjUx3kj3DpI7oeHLIFViRyMZoAzP2Yfh/4IuPHf7Svw0m8K6Y3hRvFlvaDRfs6/Y0hezVmjWLG1V3MSAoGD0xxQBH+xF8JPhfqn7HfhfVLv4f8Ah/8AtHxD4avLDVdQi0+KK8vLeWSRZI5J0USMpAXOW/hHoKAMj/gn5+zr8GJPgb8O/i/J4Fs38YWsuqyxas0khlUi8urcDBbbjyvlxjHfrzQBN+z74X8OW3wx/ai8KxaFY/2NB488UQR2DQK0CxrbIVXYQRgYGBjjAoAf+zb8D/gzqH7Efh/Xr/4U+ErnVb/wbczXOoS6PbtdyuySEs0xTzM5A53cYGOlAHCyavdeF/8Agnt8D9Isi2k+GfE+q6DpHi/ULW7Wz+yaPdXTfbJGYc4kzsdhziQsTjNAHsv7Y/hvw58PPgppfjLwHpVloXiXwXrWk/8ACLS2FskcyyvcRwG0XA3PHLEzI0Y++AM9BQBl+Jvhj8O/Ef8AwUEjPiHwRouqLqPwua7vI72yjnjuJhqBhEkiOCrsIgEyQeAB2oAs/ALwlofgr43/ALSXw18JTN4Y8MRjQ9Utrew2QxaZc3tnc/aZ7dSuyL/VRsBjauwYGOKAPL/HOs+H9TX9m/xf8PtDvpNN0/4k2/h/T/GeqXMX9p67beRPHNOVRd0sU7ROzSybGJQELiQNQB9Rt/ydHH/2ID/+nFaAOk+MniPXPB/wh8ceLvDNuLjWNE8N6nqOnwmNnElzDaySRKVXBbLqowOT2oA8X+DPwF+CnxU/ZY8HabfWsOuQa5ZWWuXfiC1DW2o3WphllkuvtA/fJKJQyn5sqo2cAYABR+Fj2njz9sr4y2njyVtSuPBun6Rp3hvTr2LzILXT54zJPLGjArveVY9z9WAAOQBgAz/B+jWU/wC0h8dvgMvh22vvhjeeGrLWL3TXdDZ2Wp3SnzYkhxlfPUNKduArR7uC4NAHmZ+GXgDSf+CU7anY+EtMjvrjwRFqkt59nU3D3LzCYyGX7+RI7EDOAOBwMUAdj+0t4C8F+GPgJ8Htc8O+GNO03U9N8X+FZbW9toFjuI3lkTzG8wfMWbqxJJJ5PNAHa/Gb4feBvEP7Z/wRv9c8I6TfXMmi+J7iWWe0R2lkt1svs7OSPn8vzJCm7O0sSMGgDD8S2R+E/wC1b451D4V2y2c2qfBnU/EV1o1pCPss+r2d3DHaXDQIBmRkZ0/2gpHXJoA1P2a/h58MfH/7IOk6z4lsLPX7jxfpFxq3iDWL6JWu57+Xc1xM0zKGV0cYVgflEabeFFAHgnjnWdf+Ln/BN3wb4n+KlodT1W18T2UNlqN26vNcwJqTW6XGVAKs0JaMk8sAWJO7NAHs3xx+FngD4YfH34A+Ofhz4W07w1rGp+MJtE1CfS7dLf7daT2crSLOFH7w5QfM2TyfwAMbwxpnxM8eftnfGs6H8WdI8P6hoNnpOmWFjq/h9dUZtNkhMj+QhuITHH5mN5AYMXXPIGQDD/ao+Bfgr4W/sE6v8PrPXZ/Flv4X1y3uLK71ExPLY3Et6gkjTywBHtE0q7eoWQg0AelftBfDDwB4J8e/s9eIvB3hTTtD1Cx+INvokM2nwiA/YZ9PvGkhbZjeCYI/vZI+b+8cgFDxn8LPhj4y/b6t7Txf4C8O6xHffDL7dPHf6fFMJrlNQMaysHU7nEahA3UKAOlAHL/FHwNcfArWviR408WfB3QPiD8F/ENvbR3Z0oRx6t4Ws7a1jtTDGjEZtYwrELCymM7mwBmgD7N0K9sNR0TT9Q0q4eeyurWKa2lfdukiZAUY7uckEHnn1oA+YLj4PfCnxb+3T4th8UfDnw5qySfDvSdUdbzTYpg142o3aNOdyn94URFLdcKB2oAd+y1p+l/FvxX8XfGfxV8N6dqXijS/Gd74aitNQjhuv7I0y2I+z2sQ24RCCWJA+c/MSaAOCudJ0i5+Cv7WnwmMkWs+C/Bl9dnw/bS4kh05zYpdvaxEcKtvdZCoOUK4PNAHt37KXwX+Fvhj4V/Db4iaF4J0208T3fgjTIrjVkj/ANKnSe1gkkWR+rgsi43ZwFAGBxQB1n7Sk/w/tfgt4ku/ij4p1fw94aghjlvb3SLkwXeFkUrFEwBJZ2CptxzuxxnNAHi3w71W41v9uvT9bu/BMXhUX3wam+y2TXET3HkDV7YxiRYhsQheQis2AT0wRQB1XwK/5O3/AGk/9/wl/wCkE9AFb/gnj/ybPp3/AGHda/8AS+WgDtv2jrXwwun+FNY8YeM9b07T7PXYo4fD+mbGPim8kVhBpzxsP3oYqzbCQuFZnIVSwAPJP2YLC3f9pX9onw3L4Ih8MaRdw+Hpm8Pq8TxR+fZSBy6RExq7rjeqkgHIycZoA5/9mX4SfDTxd+yN428PeI/BOkX1na6z4ssbXzbVWltYUuJdghlxvjK4BBUgggEc0AV/irbW/jT/AIJ6fCvxf4qiXU9asV8GX9vfTjdLHcS3dpFJID6tHI6n1DGgDsv2mvhn4F8aftbfs6zeJfDdrey31xrtrdSMCHngtdOmuYInIILIs2W2nj5mHRjkAgh+EnwyT9va40CLwLo0ekz/AAsj1ObTY7RVs5bqPVFijleADy3ZUYgFlOM5680AR/DnwhoXh74hftV+BPDPiBvh54ft7jSbtL3TNsK6R52iwzXNzED8sZyXcngDtjAoAw9HXwxF8dv2atX+H3g27t9Ivm13T/8AhLL5Yre+8SQLossizyxqBJKkrRpMJZQrFkztAYEgHonhdS37fHxCAk8s/wDCudJG/wDu/wClSc0Aed+ENP1D4D6v4K+Fnx6+HGj+MfDmseNWuPCXxD094mnfWLp5p4ZLyHCus7KmDIhZSqjJOMUAfbFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeZ/Hb9n7wP8AtEeH9O8MeP73XItP0y+XUoY9MvvspNyilUkZgpOVDNjBGNxoA63wj4VuvClobGXxdrmuQrFFFCdVkhkkiCAjO9I0ZywxkuWJK5zycgHIeJPgB4X8T/F3R/jVe+JvFMGv6DEbfT4rbUFS0hgYDzYvK2HKyY+fJJOeowMAB8W/2fvCPxn1vwxrnivXfEtrL4QvU1PSodM1H7NFHeIwZZ2UKSzjAAJPAzjGTkAdqfwC8Kap8Z9O+O8uv+JYfEumWA0uFIdQC2jWeSzQPFtwyMzFjk53cgggYALXhL4JeGfBvxQ8UfFvTta8QXGteMI44tThur4PaMIwoiKxBQFMaJsU54VmHOc0AY/hn9mb4f8Ahrw1498Jf2n4j1TS/iTJdT69BqGo+YJJrmMxzyR7VXy2dSASP7i4xigCpof7Knw20TxL4S8Zf2v4uv8AXPBUZttKvr3XZpXS1KkfZWXhDD0yoUE7QCSMggGt4L/Z/wDDPgX4meIfipo/irxbLqviuYT6vbXWpiSyunVPLjJh2AKUQKqlcEBQMkcUAec/H6y+HH7RXxC8F/Am1v7TVdV8I+K7bxL4lto1DPp1jb20zBZCcEedJJbxgLnO4kjCmgD6UACgKBgDgCgDz74u/A/wh8bbTTdP8a6hr6WelXH222t9N1SSzUXa8xXDGPDNJE3zJk4VucE0AR+OvgX4W+IWveHPE2ua74mh1LwkUl0eey1V7c204JDzYUYd5ELRPuBVo2K45oAXxt8CvBvjfxzpPxKmv9d0bxNpFm+nJqWjag1pLPZs4c282AQ8e7kDGQScEUAT/DD4G/Dv4P33iHU/A2n31vdeKbsX2rS3WpXF211cDd+8PnO2GO45Ixnj0FAHPeG/2Y/Bng7w7N4Q8JeL/HOj6GZGa00+01+VIbBGdneKAYyqHewwScA/LtIBoA6v4XfCXwn8HvCX/CC+CH1K30KKSR7SzuLx5xZiQlnWJ2y4DOzucsTuYkY6UAVfhb8D/h78HBrieBLC+tk8R3rajqUdzqM90k102d8u2VmCs2fmIxnAz0FAHL6J+yv4E8NeGR4M8OeLPHWmaFCz/ZNPtfEMyQWscm7zYlTo6OJHBEm/GcrtIBAB0nhr4EfDjwz8MZ/g1FpM2peDZoXtl0rVLhruOGBhzEjSEuEByy/MSpPykYAABQ0b9njwbpuq6Lqera94p8SR+GpludEstb1Z7q10+ZUKJIkZADuqMQryb2XkggkkgGknwT8Gr8WI/jU1zrb+KIrV9PEz6pMYPsbbj9m8jPl+WGbeBtzvAbOaAG6R8DPAWi+OPFPxAtodSn1LxrB9m16G71CW4tL6IAqiNBITGFRWdVAAwrsOhNAHJ2P7HPwM06Lw/b22k695HhPVI9X0G3k8SX8kOlzoSQLeJpikSEnlFABwM0Aduvwi8JJ8UH+MCTauviSSwXS3kGpTCB7RXLrCYM+WVDszDIyCTzQB2jokiNHIoZWBDKRkEehoA8Q0b9j34UeHdalvND1XxrYaHLdPet4VtfFF7DoXnNJ5jN9iRwmC/O37vtQB3Pi/4Q+GfFfiFPGdveanoHiZLE6Z/bWjTi3untPMEnkyEqyyKGBKh1O3e+3G45AE8O/Bzwf4X8Ka14W0mTVIm8SSTXGsaqL+RdTvbiUYeZ7pSJBJjAUqRsAATaAAADnNO/Zb+E2lfBy8+Allba2vgm9cmTT21m5YojOHaJJC25ImYbiikKSzHHzHIBd8Yfs6/Dvx14C0H4b+JJvEVzo3huaG5sca7dLciWHPlO84fzHZM5UsxwQCOgoA8k+O+n+Dtd/a8+A2g6v4qksp9H0vxFNG8Grm3uorl1sVtw7BtxMuJAFbIkwww3NAHvXg74UeDfBPiDW/F+l2c9z4g8RNGdS1e/na4vJo41Cxw+Y3KxKF4jXCgknGTQByl7+zR4Gn0/UfDmn634m0nwvrNzc3WpeHdP1Iw6fctcNumTbtLxRu2S0cTop3PkfM2QDU+JvwE8AfFfwvpngfxJHqNr4c0rY0Gl6VdtZQFoyhhY+Vhv3Wz5ACFG4kgkDABJ46+BvhD4i3/hPVfEuo6+994JuFvdInt9TkhMd0AF89wvyyOVBBLA8MwxhjkArfEb9nf4Y/E7xVpnjzWrHUtN8U6RA9ra67oWqXGl6gsDAgxG4t2R2T5mwpJA3NjG45AK2vfsxfBzxL8PdH+FOs+Hbmbwno0v2hdMXUJ40upsH97csjh533Mz5djlzuOSBgAseNv2d/hz8Q9P8ADum+K28QXMPhRIjpHl69dxG2uIsCK7BSQbrlAGVZWywDuP4jQBN8QfgF4A+JPiLRvGOtNrlh4i0O2ksbXWdE1i40y+Ns5BaF5rZkd4ywztJwCzYxuOQDGn/Zg8AzLfaV/a/iM+GdYvE1DV/Dk1/9osNSuFKM0k/nK0zGR40eTEg8197PuLuWAPXo444Y1hhjVI0UKqqMBQOgA7CgDzpfgL4JT4yt8eBea/8A8JW9mNOZ/wC1ZfsxtADi38jPl+WCS+3H3yX+8SaAHeIfgnoup+Lr3x34a8T+IfCOuarbxWup3OiXEaJqCRZ8szQyxyRNIu4gSbQ4XKhsEggFWf8AZ1+G8nwou/g3bRatYaBqckk2pyWWoyw3moySOXme4uVPmSGRid+T8y/Kfl+WgDrPh54E0b4ZeDtM8C+HbrUptL0eEW1mNQvHupYoV4SPzHyxVRhVHZQAOAKAHeP/AIf+D/ij4S1DwL490OHV9D1RFS6tJWZQ4VgykMpDKQwBBUggigDi/Cn7MHwT8Ha/4f8AGGk+EGk8S+G4Jrez1y6v7ia/kSXdv+0TM+bn77Aebu2jAXaAAAC54T+Afgzwdr3jPxLpmp+IptQ8fhRrs93qskrzFFdY/Lc/NDsWR1QRlQoIAHyrgA0fhR8GvA3wT0a68NfDu21Cw0W4n+0pp0+oz3cNtIR85h85mZA5+ZlDYLZOAScgD/iv8IfB3xm0PT9C8Yrqca6TqcOs6ddaZqM1ldWd7Erok0UsTBlYLLIv/Aj3AIAOb8Hfsx/DLwD4g8QeK/Ck/im01jxTpw07Vr2XxJfXUt0QCBcOZ5H3TgHCyHJXnbtycgC+DP2Zvhp4E+GGrfB/Q5fEP/CMa3cPcXkEmtT+c/mMrTIJ1ZZFSXaQ4DDcHcZ+Y0AVPFf7KHwl8WfDrQ/hPP8A8JLYeFfDtyl1p9hZ+IbwCN48eSPMkd5NkeAY03bUPKgYGADQ8Xfs5+CfG+u+B/Euva54rfUfh6iDRLiPWZFkWQBVeaZvvTSSKoV2cncMg/ebIBoSfA3whL8ZU+Oral4gHiaPT/7JCrqki2hs+vkmAYVk3/vMHPz4bqBQBm6b+zd8PdP8U+OvFs174jv7j4j2c1h4itrzWZntbqKRFj4iBCoyRKIkZcFEJVSAaAMLRv2OPhBol14Q1G3v/G09/wCBZi2g3Vx4t1CR7GEoI2togZdkcLRgIyIq7l+UnHFAHYW/wJ8A2fxPvPjDZJq9v4n1OI22ozrq1w0N5bbNiwSQM5i8tPvKFVSG5zycgGR4V/Zl+GvhSfwv5cuu6pZeCZJ5vDmnarqT3VrpksuR5katy7IrMsZkL+WrELjjAB6zQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGZYeGfDul6tqGvaboVha6lqxQ395Dbok11sGE8xwMvgcDJ4oA06ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAzbzw14c1Gd7nUNA026mkeGR5JrWN2ZoiTExJGSULMVP8OTjGaANKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzW0/aT+A998SZvhBafFPQZPF8G1W0wXHzGQuU8lXI8tpdynMQYuOCVAIJAPSqACgD5j/bW1348+BdH8KeJfgP46ubfWdY8R22iDQrizt5rS88yGWQAM0ZlVj5BXCtzvOMHFAHe/sz/tGeHv2j/AkviCx0y60TXdJuDp2v6JdqVn068UDcnIBZD1VsDuCAQQADF0jw38QT+0BqHhF/jV4nfwlo/h+w1ldMeK1aee6nvbjIe68vzPJC2+3ywASGxuAGCAe80AZviLxL4d8IaPceIPFWuWGj6ZagGe8vrhIIYwTgbnYgDnjrQBoggjIOQaAK2qQXt1pl3babeizvJoJI7e5MYk8mQqQr7Tw2Dg4PXFAHI+ErjWfhn8LbK4+N/xJ0zUtS0q3eTWfEU8UWnWrsXZs7chEVVZUB4ztyQCcUAW/idZeMdc+Hmr23w18YWXhvX7i2D6drFzAk8Fu2Q29lYFWUrkdO+aAOneaO1tvPvLiNEjUGSR2CqPUkngCgBba6tryFbizuIp4nztkjcMp7cEcUAOllihXfNKka5C5ZgBknAH4k4oAfQBDbXdreRmWzuYp0BKlonDAEdRkd6APn79l7xP4z1T4jfHLwp4p8Zap4gs/C3i+Oz0lr9kL21vJbiXygUVRtBbAyM4AoA+h6AIrq6tbG3e7vbmK3giG55ZXCoo9STwKAItN1XTNZtEv9I1G1vraQApNbTLIjAjIwykg8EUAPlvrKAxia8gjMrbIw0gG9umBnqaAJZJI4o2lldURAWZmOAAOpJ7UAR215Z3qGSzuoZ1U4LRSBgD6cUAJ9ts+P8AS4fmk8ofvBy/936+3WgCG81rR9Purexv9Vs7a5uztt4Zp1R5j6IpOW6HpQBMl9YyNKqXkDNACZQJASmOu70/GgBxurUAk3MQAVWJ3jgN0P0PagCWgCG7u7Swtpb2+uore3hUvJLK4REUdSWPAHuaAK2ka/oXiCB7nQdasdShjfy3ktLhJlVsZwSpIBwRxQBHZ+J/DWo6hJpOn+IdNub6EEyW0N3G8qY4OUByMZHagDSDAkgEZHUelACI6SDcjqwBIyDnkdRQA37Tb/8APePl/L+8Pvf3fr7UAVNW17Q9BhS413WbHTopG2I93cJCrNgnALEAnAPHtQBakurWG3a8muYkgVd7Ss4CBfUnpigBtnfWWo2yXmn3kF1byqGSWGQOjAjIIYcEYoAp6d4n8Naxdy2GkeIdMvrmAEyw213HLIgBwdyqSRzxzQBp0AebftH/ABQvfgz8DvGXxL0qC1n1DQ9MkmsY7k/umuWwke4AgsAzAlQQSAQCM5ABnfCn4Y6NpF9pvxen8aeJL/WNS8NQ2WqJd6zJLp88jiGVrk27kpFMDHtBTaArMMHOQAel6Tr+ha/E8+ha1YajHG2x3tLlJlVsZwSpODyPzoAuNLEm7dIo243ZOMZ6ZoAfQAhYKCzEADkk9qAMyfxT4YtbWG9ufEelxW9xIYYZnvI1SSQEgorE4LZBGBzkGgCaTXdEh1OPRJdYsU1GZd8do1wgmdeeQmdxHB5A7GgCXUNS07SLR7/Vb+2sraMgPNcSrHGpJwMsxAGSQPqaAKV14t8L2Xh648XXXiLTY9EtIXuJ9RN0n2aONM72MmdoAwcnPagB/hzxJoni3Q7DxJ4d1CK903VLaO7tJ4+ksTqGVgDyMgjrQBYsdV0vVDOum6la3ZtZTBOIJlk8qQdUbaTtYdweaAPn/wDZ98X6T4b8b/Gnwx4o+ITtHpXjgQ6dHrutmWWG2bTLJ9qGdywTe7nA4yTQB9ERSxTxpNDIskcihkdTkMD0II6igCnZa/oWpXtxpuna1YXV3aHFxBDco8kRzj51ByvPHNAHzp4y8UX+lft++AfCz69rS6ZrHgfUJ/7OjvpRZPdpM22V4d4QkIrDO0nOPrQB7rpGg+KbTxz4g8Qal4va80PUILOLTNG+zqq6e8at50nmDlzIWU4PA2+9AGpbeIvD97qcui2eu6dPqEAJltIrpGmjAIB3IDuGMjqO4oAlvtY0nTLea71LVLS0gtyBNLPOsaRk4wGLEAZyMZ9RQBBceJvDdo9pFd+INNhfUAptFku41NwCQB5YJ+fJIxjPWgDToAKAOK0Tw5r1h8VPEviK++J02pabqdjZrZeFmgjVNK8sFWnVg29vNYMSWUDsCcUAdHceJfDlpBJdXev6bDDFObWSSS7jVUmAyYyScB8fw9aANEEMAykEHkEUALQB83nxQ3hf9unVtE1jx3eW2hX3wzs9USw1DVStlHdtqdxEWiidgisUiXoM9eaAPoix1Cw1S1S+0y9t7u2kzsmgkWRGwcHDKSDyCKAIpNb0aHUk0aXV7JNQlXclo1wgmZeeQmdxHB7djQBmeL/H/gzwCmlv4w8Q2ul/21qVtpGnrMTuubyeQJFEigEklmGTjCjLMQoJAB5F+1PqWtaP4g+Cl3oviHVtO+1/ErS9OvIbO9khiu7aVZC8UyKQJFOwcNkdaAPcbDWdH1V5otL1WzvHtm2zLbzrIY254YKTg8Hr6UAXKACgAoAKACgAoA/Hnwx/wTU/aasP2ktOOrwfavDln4jj1C48XzXsTG5gSYStOY/MMplcD7p/jPLY+agD9hqACgDxL9pr/j/+DX/ZUdJ/9JrygDzP9pP4B/EjwL8QZP2tf2XWkbxtBEE8S+G3LPbeI7JFUFQgYHzQsa/KOWwCuHHzAHXfs9/FzwV+0T8QfE/xE8G3Lzae3hbR9H1O0mikimsr4TXkk1tIHVSSqyqNy5HvQBzPwh8PDxF4Q/aI+HnibxB4k1nRvD/ja7ttIW/1y7mn0+GCztLm3jgnaTzY1imAZQrDGO+TkA8X8e6H/wALD/4JXaX4w8f67r3iTW7MxarFf6pq1xcTGd9V8gl2ZyZAInZVD52g8YoA9Q/bN+Bfw6+G37GnjuH4d2Go+HEtZLTWitjq10POuEkWNRLukYumHJ2H5dyo2NyggA9d8N/sveAvh3D4y1nQfEfjaXU/Feitp2o6jfeJLq5u+Fb9/HM7F45jkHeDkbVxigD5L13RbPxN/wAEibS9157m+udKeS7t55rhy/mjX5IgzHOW+SRhznr7CgD1n9qD4C/CzwN+xH47j8I+HZtMEenW+uAx6jdOftkaqivl5GONrupX7pDdOlAHV/ECGz+Kn7XXhf4J+OHtrzwdoHgb/hM10KePfDq+oSXU1oPtCMdssUMa7hGVI3S5bIwKAKwMHwP/AGw/B/wu+Gmkx6Z4P+I+g6hfaroVjbpHY2d3ZqAl1DEoCwb1ISTYArEKSN2TQB5/+z/+zv8ADX4p6v8AHnwl43i17UdL0j4jX1rpls3iC+WGy2x/JLHGsoTzF8xsOykjgdOKAOk+B2pa9qv7D2hXOvfGmbwlbaDfXVrqPiC9h+1TS6VaahLEbYsXVleSJFiDqS4yAgzigA/Zrk8O2X7XXxF0zwD4T1Twj4YvPBukahFotxZHT4zP50iG5FpxsZgD8zKHOWJ+9kgHV/sr/wDJbP2kj/1PFt/6RJQB9LUAfK37Y0/jvxH8Uvgl8IfCc/hs2XiXUNX1e+svEKzNYX8umxW8lvBOsLBpE3zM/l9GaNNwKgggHTfDD9nnxrpviXx5r/xP8VeHBZfEDSodOvvC/hSwuLGxt2iTyhdRytMXErxEqxCKeF+Y7RQB8zfC/wDZ8+Gvjj9geP4u+J4NdvvGej+HdX1DTNYk8Q35lsZoJbiSIwp53lxgMucBepY9STQB6b8bvFfxF8ffCr9nj4Y2Go6cbn4sW1pNr17rFxNBaX/k6dHcNZTG3CyD7TI+SI2UkRsuCGOAD0P4OfBL4weD/i3q/jHxZdfDbRPDWvaGbC+8PeD7O6t4bu8SQGO7KyEBJQjSIzryylQQSFZQDyr9ln9lf4UeMNB8TX3iMeJLybwh8U9cXQt/iG9KWK2t0qxhI/M8sltil3Kl2I5bpQBT8QX3hi91f9p/RfjRpy6142e6e08KCLT57ib+zGtUOl29iUBKzLNLvcRYfefMb5QpABB8Qv2P/D9t+xVrPiez8LXeifEyTwlp2r6pcJcyW9wt1Z2g+0RsFIH7xPOMqNkPI25suAQAe1eFrv4W/tGeMPh34n8MaVE+h+GPD8XiBYUtgsUUs4EdlaSlG2EwhJ5PJwwRkib5flyAfRVAHjP7V/w08e/FL4XwaL8N77TRrOma1Y6yum6oWFlrMdu5ZrK4wRmNshsEFSY1BA+8oB84+P8A4uaHoHwm+N174d8B6r8IPiPZweHrHxhp8DLPBa2txdrbfbrSSFdjYtZpSJFVTwhK5BNAHpf7Tvw+8D/Cb9lS98Y/DPTrPQ9b8A2NjqXh3WrSCKK7FxC0aozybcy+YrMJFfIkDsGByaAM/wAdXWpXn7Rf7LfjO6iuNK1bxXY6sut2sNwRHMY9NSVEkC4WTY8r4JHGeKANP4e+GNJsf26vijpenrcWunSeDNOvXsILmRLY3N3PJ9omEQO1ZHKAllAJJY9STQBxX7MP7MHw08XWHjC58RXfim9m8GfFzXxobv4ivMWYs77bGBH5nlsW8tS7spdiTlqAOt/Z7sPDXx1+JPxw8S/FPTtL8R6lpfiufwpa6TqVkLiLTNJgiRYxEsu4KJzvdwoGWUk5yKAOU+Nfw28TeBtX+A/7L/wp1ez1DQJ7zV9UmsfGV/cS22oiyVZ4LW4kiBkeJGlJWLG0+WgYECgD0Twj+z78YNOs/ijeat8Q/DHhi5+IfhyTS7XRPC1jPHYaLfrbtBBqMEzyI4fa43qsSElI/n+QUAcr+z9cWngX4i+BfhZ8YPgvbeBPiPZaTf2Gha3oPlyaT4ltIoozcZdFDLKFiSQpIMgoGD/OUoA+v6APnb/goH4c0PxD+yV4+k1rTYbttLskv7MyZzBcJKgWRcdwGYfQmgDzn4m+GvCfhm5/Z4+Cmg6PY+GvBnxG1f7X4mh020WFdUmtLOKWC2mKjDJLIRvBHzBAM4yCAdF+0rBa/Azx98HPGvwf8N6fpGr674wtfCupWOmwRWsWq6ddf6yKVFUKzKyhkcjKHODgkEA5Xw3+zt4C+LH7Sv7RvhPxnqHii40bd4fuksofEN5FFHcXUNxM8oVZMHa+4ojBkTewVQMYAPs3S9Ph0nTLTSreSWSKzgjt0aZy8jKihQWY8scDk9zQBR8YaPpniDwnrWha1Zpd2GoafcW1zA+dssTxsrKcc4IJFAHwX8Jfg18M7/8A4JheJPEmpeEbG81WTwv4m1VL6dN1xDc2c969s0cv30CNEjYBwfmDZDEEA7r44/DLwH4e/ZV8DfEDRfDNpa+KdK1DwheWuuJuOoLNNeWcMrNck+bJujldSHZhz6gEAHV/G+y8YfEL9rTwZ8NrPWNH0rTdC8KTeK9LXXNGm1Gx1DVPtZgciJJ4UeW2iWNlyzbftO7aDsYAGX46+AF18P8A9nr9ohPGHijw/wCILPxB4b1DXrXRNN0I6dY6RdQafKRNDAZ5gpeWNJSRj50J5PQA1fBPwl+Engn9lrTfG2j6hp/wuu7rwfYS6t4t0yCOK6jt9sM0w3nr5hjC8fMSwxzigDD+Ea+FIP21/tHgHwLe+EdE1j4XRX32Wa1Fmt8w1BlS5NuGyrFABl1VzjkZoA6f4D/DjwB4i+Mn7Q/iLxB4P0jVNSufGcWlyz31qlwTaLpVowiAcEKpM0mcAbsjdnaMAHg+k/Evxv4U/Zn+NvhQ+L9S0Hw54R+JMfg7R9d2sZtJ0We/ghuFikH3vIilcrjJQMB0CgAHsn7Ufww8D/Av9ne5+I3wk8O2PhzxV8Pv7PutG1XT4IobudlnihaO4kCg3Cyxuyur5Dbs4zzQBi+L7681T/goJ8D9S1CzNpdXfw8vp57csGMMj+YWTI64JIz7UAdR8NvC9vY/tV/tFaL4XuX0aTV9D0K7E6MzCC9uIbrfcKpbht+HIGMke9AHnnwP0Sz+D/jb4dfDj9oH4Rr4f8d2ep3MXh34h6M6XFt4nuZIrhZUu5tvnCSWNyds2SzEMChFAHQfC34AfB/xt+0B+0RoXi/wPZ6zplv4h0e7hsb2SSa2jnn0/wA6WRYmYoHaSVznGRuwMDigDhPht8NPBvi/9jj4y2PifRoNTl8Car4rsPDV/dRrLe6TbWSefbRW9wwMkSJIMgKQBkgYoA+wvgHreqeJfgb8PfEWuXj3eo6n4X0u8u7h8bpZpLWNnc47liT+NAHe0AfOngXwzonh39uX4k3WjWItpNb8CaHqd8Q7ES3LXt5GXwSQuUhQYGBkE4ySSAeafsw/s6/BXWfC3xw0vV/h7pV/bw/EDXtHtlvI/tH2W2SCDYIfM3eUw3nDrhunPAoA9W/YI1PUtW/ZH+Htxqt/PeTw217ZrLO+5/JgvriGJc9wscaKPZRQB9AUAfLut+C/CXi3/goatz4o8Oadq76T8JbK4shfW6TrBN/bN3+8RXBAcYGGxkc4IyaAOOPjLxD8B/jp+0F4V+G+iQw+EtB+Gknj+z01bZhY2WtpE2EjVMLEs4RmaMYLGNmXHzUAdT8LfgL8KfGf7Lul+LtZ0611bxT4j0FvEVz4zaFBrA1GdTcG5iu8eZGY5SNgUhVCAYxnIB4f4xvj+0T8Cf2T/Hfxh8PwajrWs+PtO0m+muE2/a7SSd45ThcALMsMbHHp2oA9h/aj+DHwx0Twz8Hfhjo3hK1svDOq/FbSlu9PgeRUlEkcwfJ3bhkAA4NADtf8A+DvhJ+278GI/hj4dsPC9v4n0DxBpusWulW6W8N9Bb24mi81EADMJFVt5+Y7RknFAH1vQAUAFABQAUAFABQAUAFAHivxh+AHjT4reKtI1+2+O+ueHbHw9qNvrGlaXa6PYTRW19FGyCYvLGXkyHc7XLKNxwOlAHrHhvTtW0nQbHTdd8QTa5qFtCsdzqM1vFA9046yGOIBFJ9FAFAHNeBfg34D+G3inxd4t8G6Y+n3Xja7i1DVoUkzA9yilTKifwFs5YA4J5wCTkA4Kb9mK+svHPjXxR4N+M/inwzpXxBlN1rujWdrZzxyXRtzCZopLmKRoSw2lto52gZGF2gDdF/ZJ8Kad+zLdfsw6p4v1/VtEuYHiTUJ3jS4t2MwmjMYRQoVJArBTnPIJIOKAIvGn7MHiX4n+BP+Fb/Ev9oXxjrOh3sRh1iODT9MtJL5FYNEFdLcmLaVUsfmL85IHAAPUrzwx4rvfh3P4Sk8eTDXbiwazbxCunwiUSMNpnEAxEHwSQMbQecY4oA808E/soeGvD37N9/+zJ4p8Val4l8N3kVzBHcSQRW1zbJNKZgUKAgukzGVWYN82AQQMUAUdU/ZQ1fxb8O7r4ZePv2iviFrmjalbRWF/EI9NgE1pEPkRT9lZ0ckIXk3EvtORzkAHYeJfgPaeI4vCmrnx1r9n4y8FRTQ6V4qhW2N68csZjeO5jaIwzxsNhdSgyyKw2mgCf4f/BO08KeIr34g+K/E954x8c39qtg/iDULWCJ7a0Ukrb20MSrHBHk7mABLsSWJ4AAKXwo/Z9sPhJceM7zSPiD4o1G68dXTanqdxfG0Lxag4YSXMASBVQnK/Iyso2Lx1yAcm/7F/gV/ghP8B5vGviu40WPWV17S724mtzeafdiXzshkiVJEMpdirof9YwBGFIAOl8Efs36T4Q+Jg+Md18QvF+r+LbvR10jVprm6iWz1BQxZXa2WPbFsY/IkZVVAGQxLFgDU+EvwJ0T4Q634t8Q6X4v8S63e+Nb9dT1V9YltX3XKrtDp5MEe35cDHIwBxnmgD0ugDgfjJ8EvAvxz8N2/hzxtBeodPul1DTNQ0+5Nte6deKCEuIJR911zxkEHuCOKAKXhv4HWfh611yS4+I3jbWtb1uxbTRr+p6hC9/Y25HCWpjhSKLDfPnyySwBYtgYAMnwr+zJ4V8H/AADvv2ddI8ZeKv8AhHLyC4tFu5ZrVr6C2nOZYUfyAm05cZZGYCRsMMLtALfib9m7wB4x+DOjfBLxHea1daX4et7SLS9TW7WHUrSW2TbBcRzRqoWVABg7cHuCCRQBL4S+A1j4a1qTxRqvxG8Z+Kdej06TTNN1PXbu3ml0uKQfObdI4EiDsQpLujsdgBOMggEnwV+BWn/BCLXLbR/HfinXbfX9Qm1a5h1qS1kVb2Zy80yGGCMhnY5IJK8DAFAHzn8Ifh/4x+LFv49+L3wr/aq8R+CPB+u+MdZvoLGHTbS4WMJLslnkkulLoHKNIqHASNkXAxQB7P8AC/4wWHhL4Eaf4t+P/wAR9KVE1LUdITX9QWO0i1aKG5uEt5goO1mmt4BIAnDDJUYoA1v2WfhTo/wg+D9hoOkaG+kf2rd3eu3FnJAkMsMl3KZFidUyA0cRiixk4EQGeKAPXKAOP+JPwx0X4mWWmxahqeraTf6JejUdL1PSrnyLqzuBG6blYhlYFXYFHVlbowI4oAyfDPwG8B6JoviPS9ct5vFV34yUx+I9U1pYpLvVY9nlrHKY0RAip8qoiqo5IG4kkAxLL9mXwuh0jSte8ZeK/EXhXQDbvpfhjV7uGfT7d7dQIGfEQmnCYyqzSOoODjKrgA2fi38DPDfxbu/C+tXetaz4f17wZeyX2h6vo80aXFo0iBJV2yo8To6hQQyH7oxjnIBj+Ff2bNH8K/E3Vvi8nxF8a6j4m1nRYtFuri9voWiZIxhJfJSJY94OWAK7ASSFGTkA0/gt8Drf4Lf8JAlh4+8SeIIfEmp3GtXUeri0IW+uJGknmQwQxkGRmJKklRgbQKAMXx7+y14Q8Y+OZfiJoHjLxn4E1rUBEmszeEtXbThrCRn5PtQUHewBK7xhsEDPAwAX/iL+zP8ADf4leBtE8Fa1JrcEnhmdbzRdbg1OU6rYXQz+/S5kLOzknJ3ZB4yOBgALT9nTw3daR4ksPHfizxJ40vvE+njSrnVNXuIluba0U7kjtvIjjjgKyYlDogYyKrEkquAC94K+B+meGPFEHjTxD4v17xnrWnWj2GkXmvG3eTS7Z8eYkPkxR8uAoaR90hC4LYJyAelUAcb8XPhZ4f8AjP4Gvvh34svdTg0bVCgvk0+48iSeNTu8svgkKSATjBOMdM0AZWo/Avwr4h+Gul/DTxbqmr63BolxFdabqtxOkeo2k0Mpe3ljmjRdskSkRhwMlR8xYsxIBH4a+B9hp3i628eeNPGev+Odc0yOSHSbjXBaiPTEkILmCG3hijWQ4wZSpkK/LuwMUAQ+B/gWngf4teMPi1b/ABC8Q6hc+NmjOpabdRWn2ULDuFsqFIVkUQo7IvzksDl955oA9RoAp6zpq6zpF7pD3lzaLfW8luZ7Vwk0QdSpZGIIDDOQcHBoA8k8Pfsp/Dzwx8FdX+AOka/4tj8Ja15yTxNq26dIZjmaCOUrlI5CW3KOu9x0Y5ALnij9mnwX4v8AhJo/wX1nxP4wfQNFmgnilTWGF7MYJPMgEs5UsyxttKjjHlx/3RQBc+In7Ovw++KGi+GdP8VT6+2p+DxG2i+IbXVpoNWtZFVVaX7ShBZ3VMOWBzknAOCAC14M+A3gLwhoviHR7j+1PEzeLIWtdcvvEl8+o3eoWxjMYt5ZJOTEEZwE+6N7cZYkgHGp+xt8LT8NdX+E174i8d6j4b1SzisIrO/8T3U8WnwxSJJGttGzeXHtaNMMVLYBXOCwIBqeEP2X/Bvhb4g6H8WbjxX4v1jxjo+nzaZNqV7q7mPULV1KrDNbKBAsce7ciRJGocBiGbmgC1rH7OuhHxJ4g8YeAPGfifwLrHjGVJPEtxpF2ky6oFQRqTHdJKlu6oMLJbiNxk8k4wAb9n8EPhdZ/DC4+Dg8JWs3hS9t5Le9spSxN35nMkssmQ7Su3zmXO/d82QcGgDk7H9mjTZZtEsPG/xG8VeM/DXhiSGbR/D+tfZDaQywpthedooEkuynBXz2fDAN1GaANbXf2fPCev8Axp0b48XGv+IYPEmg2g0+yjhuIfsiWpJMkXlPE3D7m3EENz8rKQCACppv7NfhCw8a+N/Hlx4o8U6hqPxB08aZrcd1eQ/Z5IVTZF5caRKI2jXIUr/eYncSTQAvg/8AZ7sdA1zRtX8U+PfEPjeLwpGyeGrfxAlrKdJZlCmVZY4Ukml2AKJJWdgC2CNxyAXfhx8A/DXww8b+MvHuheKPFN5feOrj7Vq0OpX63EHnKT5bxgxhk2KSijdjZgEHauADM8Jfst/Dnwn8O/E/wuXU/E+p6F4x1GbU9YW81Z0muJJtvnqJYBGyJJtwwUjIJGcGgD0XwX4N8P8Aw+8Lab4L8KW1xbaPpEC2tlBPez3TQwqMKgknd3KqMAAscAADAAFAG3QB5Hpv7N+haT8XtZ+Ntn8RPHY8Ra3bPZ3CPqcT2aw7HWKNYDCU2wmQvGrbgG5IbJyASeAv2bPA/wANNC8U6D4Q1/xfbJ4xiJ1W5l1yWe4e8ZXWW/jeTPl3MgZdzKAv7tMKMcgHQfCP4O+D/gj4cm8HeAX1ODQTctc2unXl891HYlwPMWF5MyBGfdIQzt87tjAOAAdxQB5p47+BWgeLvGsHxV0LX9a8J+PbTSxotv4g0udZGFhvkk+zyWtwslrKm+Zny0RcMFIYbRQBp/DX4R+Hvhtb6lPDeX2t67r8v2jXNd1R1kvNSl+bG8qqokahiqRIqoi8AdSQDgT+ylp9to83gHRfir4x0z4cXk08l34OgNn9laGaQySWsVyYPtUNsxYqY0lHylgCM0AdX8Tf2evhv8UfAelfD3ULK60Sw8P3drf6JPoUos59Knt2zG9uQpVTjK4KkYY4wcEAHO+Mf2VfDvjnSPCOl658VPiY0vg3UG1azvl15Wup73I2TzO8TAtGAVTYEChm4ySaAN/xp8AvDvjj4teEvjHqPizxRZ6v4Ljki0y1sbuGK0xJkTeYpiLv5ikI3zgbVAGOSQD06gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDy/WP2X/ANnbxD4nn8Za58F/CN9rN1cG7uLqfS4nM8xO5pJFI2uzEksWB3EknOaAOw1/4f8AgnxTZ6Np3iHwtpt/aeHr6DUtKgmt1MdndQKywyxr0VkVmC4HGeKAOgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAQ5IIBxQB4L+yx8QPiB421b4uaV4+8SrrT+EvHd5oOnypZx2ypawxxhRtTuSSxJJOSeQMAAHvdABQAUARwTwXMYmtpo5YySA6MGBwcHke4oAkoAKACgAoAKAPCv20vGfxB+HPwH1Dx38OPFg0LUdJ1TSVmk+xRXDT289/BbPEvmZVD++zu2twpAAJDKAe427M9vE7nLMikn3xQBJQAUAFAHJiy+Jv8AwtFr86zog8Af2KsS2HkOdROqecSZPM4QQ+VgY5JbsOpAOsoAKACgCK5jmltpYre48iV0ZUl2htjEcNg8HHXFAHjP7H3xV8X/ABn+BmmePPHM9pNq9xf6hbSvawCGNlhuXjQhATg7VGfegD2ugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5l/a5vPHdv8AEf4G6V4P+J3iPwrb+IfFx0rUYtLljVLiExGQl1ZDvPyFQGyo3E7SQCAAafx78Dv2mvAPgHT/AB3rniTwT8SrLU1mtPEWoPf3NhfWcayebBM43hGV1BQsV6kAGgDE/Zzl8aw/8NNy/Dm00q58TD4mat/ZcWqyPHaNcbI9vmsgLBe5xzxjjrQAml+Mtd8IftI/CTwtB8XdR8Sah43Gt6d4300Xst5pMGoWenG4b7IG+S0aOeMqIlw2yT5hkAgAktNK+IPjL9tD4leAL742eNbLwpb+FdN1GHStOuo7dYWnYoVikCbosFC29Nsh3YLYAoA2v2Zb/wAd+ILP41fB3xf8Rdc1dPCPiW60DSNdlmA1S3tJrVWT9/jLSRl8rIwLbuTkYAAOE/Zf+HHi+L9jrSPiT4A8e+NLrxte+D9Ql0qwvdfnn0wahIkwiYWrEx58zBHB+bmgDof2VNe+FmoeJNM0zSvFvj/w34+0/R2j8S+CvFWpXhkvblkiL33kXLsrEMDtkhIXa5+UdgD6Q+IaeMpPBOsp8PtV0nTPERtX/s+81ZGe0t5P78oXkqBk0AfOHw31rw1aftdaVp/wx+I/iHxB4f8AFPgjVNU1cXGoz3mn3l/BfwKl1C8n7oPiaVGWAhFURgKueQCDwJ8ONc+JnxW+Pvw38U/Gf4kSeHdI13TDYWkGvNE1stxZi6ZElC+akYeTaEVgu1VBBxmgDG8C/tH+Pvhn+xd8QviB4s1h/FXiD4b69qvhqw1G/UtLfmK5SK2kuSCCxBmUM3UqgJyckgGV+1X8C/D2lfsq3XxK1nxJ4q13xibvw/fXeqXuu3ZiupbjVLRXU2Yk+yrGolIRFjATYmORkgH3Da/8esP/AFzX+VAHyd+01DqVnpPxG1f4l/EN47/T9Iu9T+HGl+E72/ttQsPJt2dri5SB1WU+YiktIGRVRsY5oA5v41eNPiLqn7E/wn+KOmfEjxJoPiWebw2bu90q+aBrz7W8UMomHPmDDlsNkbhznJFAHc+JvBvi34PftG/C7xBofxe8Z6xpXj/WdR0bxBo2t6ibq2lk+wT3MU8MYCxwbDbldiKFwwC7QCCAafhy01S0/bx8U2lx4s8QX+nS/D611a10261GV7OxmlvDBJ5MOdihlt1PIJDM5BGTQBzPwF+GUPxPt/jB4b+IPjzx3rWmaB8TdS0/S4ZPE95FJaxJZWbRYuI3W4k2CVlCySMmACVLEsQDz7wf4c1X4h/8E+9S+LXjf4ieNdT8T+G/C/iO80S9TXZ7M2LWJuVhBW2MYuf+PaPc1wJWPIBAoA9yvdb8T658F/hh4k8W/EDTtG8Iaho9tL45vLm6mtdQv1ntEWGG2mhAaN5J3+YoySEYCHJNAHN/sa+LtTuPiL8a/hfb6p4iu/Cfg7VtMn8OR+IVnN9bQXsMskkRe4/fNEGjBj83LAE5PNAHlXwaT4qy/wDBOyOP4P2GoX2svr18Lu202cQ30+nf2nJ9rjtpD9yZotyqw+YZJXkCgD3f9lTXvg/4hufEd58JPEXiuERxWkGseFPEt5fz3uj3i+YS7i9kkkQurhSFYofKBHOaAPoWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPln9tGDX7n4g/s9w+Fr+0s9UPj8G2mu4TLCCLZyQ6ggkFQRwQRnNAHpjfBvXfE3xj0f4xeP/EcEsvhKxntPDej6chW1t5bhdtzcTu4LyuwWNVC7AoU5DE5ABy/w9/Z08eeEtL+LOkan8QNKkX4qS3+qvdabp01tPpep3cRjkMRaZt8SjaU5VwVOScjaAYHhX9l34u6FqHwa1C4+JngxYvg+J7S0sLLwxcQw3ttNZm0llmY3ZLXBjZ2DKEXe5ZlYfLQB3Phb4IeNND/aP8SfHi+8c6dcWXiTTk0aTRI9MZTDaQHNsyzmTJk3Fy+V2ndgdAaAH/Bb4KeMfhh49+IHi3W/GOlavafEHUP7ZubS2017Y2d4AIwsbNK++MxBc5wdwyODgAHD+A/2Zfjp8PfBknwr8MftEx6X4Q0r7U3h4Wugq2owh5PMgguJ5XcNBGwwQiq7ozqXGVKgHW+Ffgd491P4xaP8bfjL4s8L6lrPhrSLrR9JtvDmiS2MQW4ZDJLPJNPLJI2FKqgIRdxIAJbIB33xi+HMfxd+F/iX4aS67d6MniKwksTf2gzLAG/iAyNw7FcjIJGRmgDybwH+zD498OeKfhv471n4zb9T8B6I/hqbTbHQ4I9Mu9LIjAijUnzYXPkQs8hd8snyqi/LQB03wj+C3j/4e/Enx18QvEfxG0nXP+FgmC7vrO20FrNbK8t4khh8lzcSFovKDKwf5iQhBHzAgGR8Mf2WF8K/DPx78JviJ4wg8YaF491G91O6MWl/2fJDLef68L+9kGAwVkPVSOc0Acn4p/ZX+PHjv4RJ8CfFH7RGkHwzp8liLXUV8KPNq17DayrLCl3I92IyVeKE7kQM2z5jycgH1HbRPBbRQySeY8aKrPtxuIGCcdqAPCPF37LN/wCJ/iN4+8V2Xxd1jRdB+J2kwaX4l0i0062e4cRWrWym2u5Q3kIUILKYnJJchhuG0Aw/GH7JXjTxJ8AfBfwAsvjFaWtj4UNpLPqk/hwTT3klnKr2qLGtwiRRrtw2S7NtXkc5AO3+K3we+InxC8UfDvxbpHxJ0nRZ/AN4dWNnJoDXMeo3rwPBJuk+0KYojFLKoVVLKXLbmIUAAXT/AIKeMLf9pa/+Ptz8RLNtOvNCXw4PDyaKQfsaMZY3N0Z8+aJmdifL2lW24zhgAX/hR8Hda+F3hvxnbx+NodR8SeNdfv8AxLc6k2leVa215cRRRII7XzWbykWCL5WmLMQ2WGcAA4vwR+y74n8I/sx+Iv2arj4r2t9a6vYahptnq6eHfJltIL1pDcB4vtLLKT50m0gptyOuBQBS1H9kvxdqnw3+GfhW6+N83/CRfCnUEvNF1pdCH2a4SNBHGt3Ym4KTOijCyB1I54+ZtwBu/DD9nDxV8LviB8TPiLY/GO71vUfiLDbORq+jxutndwIyxynypI/MjXewWJfLwuAWJG6gDL+F/wCzR8TPg58G7b4beC/jlEdS0rXJNZ0+/m8OhLeSJyzyWVzAJyZI3d3JcOrLkYGVGQDuPhX8KvEnh/xd4h+KvxJ1zStU8aeJba106c6NZyWun2tjbbjDDEkjvIzF5JZGd2Jy4UAKooA9RoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDgfiT8FPB/xT1bQtc8S3Osw3/hiVrrR5rDUJLf7HdHH+kKq/K0gUFRvDDazDHNAHeqCqhSxYgYyep96AFoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAyYfFvhW51+bwpb+JdLl1u3iE8umpeRtdRxkkB2iB3hcg8kY4NAGtQAUAeYfGP4rap4J1jwZ4C8IWen3Xivx7qklhpw1CRlt7WCGFprm6cLgyCNFGIwVLMwG4UAY9p4u+OXhX4ueFfCHj5vCup+GPE1reoNV0vT57R7e/hQPHbsJJ5Ad6CRgeP8AVsO1AHs9ABQAUAFABQAUAFABQAUAFAGV4r8Q2nhHwvq/iq/RnttHsZ7+ZV6lIkLkD8FoA8l+DU3xq+I48G/G/W/iXaWfhXxPoEeqSeCrXSYXiiF1F5tswvWUTmRUePeM7SwbAx1APb6ACgAoAKAPEPiZ47+IXh39p34OeDNK8R28HhLxdHrceqaaLCNpZ5raxlmRzO2WVQ3lkKgU5VtzMG2gA9voAKACgAoAKAOQ8KX3xQufGHiy18ZaFoln4btZ7dfDV3ZXbyXF5E0e6Vp0IAjKsQoA6kN2wSAdfQAUAFABQAUAFAETXNslxHaPcRrPKrPHEXAd1XG4gdSBuXJ7bh60AS0AeFftf/ET4i/C74faH4p+Hmv2emSP4o0nTb8TWC3DzW9zdJEyIXO2M4Y5JVjjptPNAHutABQBzvxE1TWdD8BeItc8PT2sOpabpdzeWr3UDTQiSONnG9FZSwO3BAYdetAHn3w68e/Fj4rfsv8Ahz4i+E4/DEHj3xHoFrqEC6gk6aWtzJtLhlQtKE27sYJOcUAevWpuTbQm9WJbgxr5oiJKB8fMFJAJGc4yKAJaACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBrhijBDhsHB96APw/wDAX7O/7VsH7YulQan4c8Rf8JLb+LY72/8AELW8qWjqk4lluvPdQpiKKWH94EKASQKAP3CoAKAPEv2oP2c5/jxo2har4W8Y3PhPxx4KvjqvhrWIU3pDcYG6OVO8b7VBI5GAcMMqwBwPwU/aP+LmmfFzT/2ZP2nfAtra+L57J7vSPEulEvp2tJEgYuFI+STAbdjADDG1cjIBsfCnXvG/7TGqeOPFt3421/wf4b0DxHc+G9AsNCuoo5JPsuFmubpniYu7uQVT7qqAME5ZgDh9f+PHxP1P4D/GrStP+I39k/Ev4D3U63mqWumRSRavaxxtLbyyQyoY0M0aSKyxtlJIy33SqsAeg/tNeL/iV4J8P/Dnx34L+IF3pa33ijQdF1bTPsVtNb39veXKJISzxmSNwGIBVgMds4IAMf45ax8XD+1v8LPAHg34s6j4c8P+K9F1Y31nb2dvIEe2iZ/OQyo2ZDuUAMCo2A45NAF7xJdfFXwdefDL9mhPi1qOqa74yn1a61HxpNZQxX8WlWeJWiiQZj+0MssUIlIwAGfbnAoAl8d6x8Tf2XvDfxG+Kes+Pbzxj4J0nw/DNoum6yyy6gNZaXy1Vpo40xbszxA53EZJGMHIBy3hy6/aztrzwBq9p4R8f3eoSanEfGD63quh/wBkT2E+5p2gt4bppImiYp5QTnapDbiTkAybz4p+JNb+OHj34feP/jL4g+Gfiiy1eNPAdnOsVroOqaeiRMmXeNvtE0jvIHXzN21l2qdrAAH2Ym7aN4AbHIByM0AfPPwg8R+Kv2jNZ8f+LtS8S634c8OaLrl54S0HTdIvRA4NqQst9M4BLTM5+VD8iKAMOcsQDg38c+Jvin8D/j98E/GfjrUj4s+F4vLG+1zS4I7NtRs3gkmtWIwyqWVHjlVAv3Dg4bkA9X/Y68JzeHP2efh7qEni3X9XXV/B+g3K2+pXKSw2I+wxnyrcKilI/nxhixwq88cgFP4//ELxavxQ+GPwG8F6tcaHP48u7261XWLcx+fb6bZwF5YoN4IWWRmQB8HaFOAScgAv6X8K/il8MPEPifXPh749vvEfh+68Pt/ZXhXxJqE926a2mdkgvpmeSOFwFDKd2CSRigDznRvGeveEf2p/h14AsvjDqfil/FuiazJ4w064nS5s7a/tlieN7YqgWA72lQxKflSNNygtuYAm8TQ/HXxV+1l4z+FWgfHbUPD3hy68BWutWS2+l20k2mTyXbQgQllw2TFIzO3zYcKpG0NQBlfGb4caxq3xl/Zi+H3jP4ga1qOoWw15NQ13T5X0y7vmh03czboW3ReZt2ttbJDNzzQBu6p481v4H/tY+HvhVp+r6nq3hP4heH7/AFU2Wp3k13Lpt9aBmLwTSuzLHIgCmM5UFQVxk0AP+DXgnxv8d/hLafGnxh8VPE2neKfGMMur6IuiavNbWGiW0n/HnB9lU+TOUQIZDKjlmZwScAkA8s8YftIfGL4jfswfDT4m+FPG/wDwiPiK58e2nhTXjYWKSQ3b+e8LOolBKodgfaDg7iueKAPWtfuPir8JP2jfhTpMnxb1rxT4f+IZ1HTNZ0/V4LUJHdW9oZ0uLYQxJ5IJUgpk9uTQB9MUAfMngjVvHmq/Gb9pL4a6j8Sdfm07SLHSp9CmLRCbRze2U8r/AGchMfIxXbuDcIuc85APG/BOl/EfxF/wT7l+Os/x18fDxtoel6xr9jfNqzmJPsV1MfIeFcLMjrbYzLvKlzj5RtoA+4/A2q3eu+CfD+uX5U3Oo6VaXcxUYBkkhVmwPTJNAHz9+0LB8Qbv9qH4JeHPCvxc8S+F9J8TJrEGpWWnNCYZBaWkk4kCyIw8xg5QlgyjahCgjJAMjTfD3im2/bC1r4KW/wAWfG6+C9Q8CJ4nubF9WeWc3QvBbFY7qTdNAjCQsRCychQMAYoA1/hV411/4UX/AO0L4c8ReK9a8VaJ8LLiHU9Kl1Wc3F6ltNpUd+9uZWIMgVnKqWOcdT6AHnfhef8Aa18efCzw58RfD/hTxD/wm2t3ll4ng1Q+MLRNFazneN2tDYFz/o/2QsqqV8wSEMWJzkA3/Gvw81bxZ+33a2a/FPxx4f8AO+GD6mo0jUIEFs/29IXhiWWF1ETbFdgVLFwDuwAAAb37RV14o8GeC/F974v+Msnhyy8O6Dv8CTWmseTqmralFaGR5r2NUQTP5kbKsaZiKM7OhONgBxH7ROs698Rv2CvhvrniHWJ21jxFe+EJru/iAjk8+aeHdKu3AVssTxjmgDtvj/rWofsrn4e/EPwt4i8SapYXfiO18Ma3pWq6xcX0V9a3ZP75fPdjHPEyZRlIBBZWBGNoBt6RqfiP47/Hv4jeEdU8Rato3g34amy0mCx0fUZbG4v9RnhW4e5mmhKvsRGCIgYLksWBOMAGBoHxP8QW3iX47fs1+JtTk1geCvDr6rouqXDM91Jp93aM4t7hzxI8RYKJD8zLjduYFiAcjP4h8YeDP+CYXhbxr4E8W33h7WdA8JaVfQXVosbM/wA0aNGwdWG0hznHPA5oA9N+I/xJ8Z6344+EvwJ8K63faPd+NdOl1zxDrdqIhcQ6bbwAvHAZAwWWSZ0BYKSqg45OVAO5+H3wy8e+AviJrd4PiXf614D1Cxg+w6Nq8sl5eWF8pPmOlzIS5iZcHaxY5PGABkA4b9vnVvGXhv8AZq17xZ4E8c6t4X1TRruxnW405lV5ke4SFomJBIX97u+Ug5QdsggEPxm0zxr8Fb7wT8TvCnxH169hm8T6ToXibSdUvHuLTU4L6dLXzYkfIt5EklWQCPapGRjgUAYnxI0b4l+JP2y7X4f6R8c/F/hvwzrngK41aex0s2oNvLFcJAPIaWFwhY7XLEF/vgMobAAJvD914+f43eGf2WtS+ImtarpngrwyfFGva/JN9m1LXZHuWjtbd2j+7EgcF9pDOUTJxuDAFrWPi1efAX9phfhtr2u6vrPhLxj4Vv8AxHp1tMTcz6VdaekktwiyyPuaOWKOQhSfldUUYBJABV8BeHvi3+0F8D0+MVp8WPEPhbxl4rRtW8NwQ3Sf2Xo1v5xa2ge3RNtwrQhFlaXexJYrs6AAh8d/Eb416/8AHu3+Fnh7wtqniPSfAvh2y1PxPH4e1O20iS/1O9DrDmS4mVhbKsUzBEbduKhiQBQBh6rZ/ti237Pvimw1Dw5rb3+n+LYptMsE1u3l1y+8LearS2pu7diPtGwsgkDLJgHBzjIBqfDvxRYeOfh78WJ/2a/G/i2HxY2hLDH4S8VS3DX/AIe1hY51jYG7dyglO3Iyy7ogwYZIoAyfhD8WfA2iprOswXHj/wANePPBHg3UrvxD4C8Xaje3JvfIRZPtMMtw7I+14SoljJBWZsqMggAyvhxP+1b49+G3hbxroXg3XrbxprM9nr9x4g1fxjbrodzatKZntFsoZJGiheBzEg8gupKszFl3UAdl8bPihf8AgH446nZfGnVvFvhf4Z6xoNvYeGfEeiSyCwstQdmFxLetEu6KXcYxGXLRhVz/ABNtAPpDwNA9r4K0C2k8Tt4kaLS7VDrLbc6kREo+0nZ8uZPv/Lx83HFAG5QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5p8UNE+M48T+H/GHwj1TRZ49PiuLXVtA1q7ngtdRikKFGSSNXEMsZViH8tsglehoAwdI+Evjjxp8WfDvxo+Lt1pmnXfhCyubXQvD+iXT3NtBJcjbczzXEkUbysypEFUIirg53E5ABl+Gvg58RPgVr3jG6+CFj4e1rRPG2sf25Jpmu6nNZtpd7IpFw8ckcMvnRMVjIjIUg7vnIIwAWtI/Zmjj+C3xB+HviDxL9u8RfFIX954j1iODZG19dQiImGPOVhjVUVFJzhck5Y0AcP41+Af7VPj/AOHHhXwR4j+Jfw4ln8Javo2qRXa6Ne+bqD2BDB7h/PwGd0QsEQA7mwVwAQDrPF3wc+Mnij9oP4efGZdY8GW9j4KsJrKexKXTS3Ru4gl26PwExz5akHplid2FAN74+/BPxH8SL7wp48+HHjBPDHjzwNeSXGkXtxG0tpPBNtW5tbmNSC8UiKOnIKj6gAQ/Cj4j/Ezwn4q8I/tD+JvDOq6R4k0o6UmkeH9JeG3tySSbsy3DySNMDsKY2qhjDDJwVAMLwJ8M/wBqrw9Y6F4F8Q/GTwneeGdFmjjk1i00WWLXLyyhP7uJg7tbozAIjsFJC7sEnmgCt8VvhD8YfjFousfCLxzbeD7/AMI61qf2iPxKkzLqem2AuFlWBLRoDG1wAmxbhZU271YoxQ7wD6DtoEtbeK2jLFYUWNSxySAMc0AeKaN8G/Hnwl8XeK9V+CNx4Y/sHxncz6ze6TrhuE+x6xIMGeB4VOYWIVnhIByDtdc8AEOkfs8+JtH+D3jjwpb+MtOk8c/Ey6mvvEWvT6cz2qz3Ijhm8m3V0bZFbqUiVnGWVWY/M1AHdfA7wL4o+GHww0H4ceKNf03W28L2UGj2N/ZWT2nn2VvEkULSxNJJtl2p821ip6jFAHPfHv4Cj4tS+G/GHhnX/wDhHfHfga7fUPDmrGEyxLIwAeC4QENJBIFCsAQRnIzyCAHh/wAAfHbWvAPiTQ/iv8V9JfWtc0y5060k8OaR9nt9NaRWVZ1MxZ5ZBkHnao6bTjcQDgfCn7Nvxb0rXfgn4i1Lxh4LtpPhTb6hpFzZ6fpVyYbzTrmCCIujyS7/ALSfsy7mb5cvuwdpVwDpdN+Fvxntf2ptR+NdxfeCm8MahokXho2CNd/b1sopZJo5d5Xy/NMkmWXG3aNoOfnIB0/xY+Dd74+8V+D/AIi+G/F0uheJ/Acl5PpJktVuLKdrmIRSR3MfDsjJlfkdGG7IPFAGT4O+CPiHUviFbfGf4261pGseL7LTLjR9OstGtXg0vTLWZh5mzzWaWaR9py7kAByoXjcQDm/DXwG+NPwm8OyfCv4MfEbwxZeA57m8ls31XSZn1XQIblzI8Vq0MqxThZZJXQyKhQMqncFBoAzviN+yJqV58JvA/wAGPhF4m07QdG8HatH4iN5rMU1/c3l/A5liVwrINskkkjSPuyvAVDngA6z4xfCT4peOviT8PPiD4V8QeF7NPh5M9/FY39tcM2o3NwjQXMbSo2IIxAcowSRt/UYoA9uoA8G0L9n34laF8RPip8Rofi/o0l58TLS0tViPhNwumfZozFCyn7b+9xEzgghcsVboCpADw9+y7c+Gf2br/wDZo034jzPol9Fd6f8A2hcaWjXSadds7XMI2uqGUtNMUlK4TcuUfb8wB6n8N/DOueDPBOk+FPEHiODXbrSbdbNL+Kw+x+bCg2xbo/McbwgUMwIDEEhVzgAHCfFP4JeMfHnxg+HnxV8O/EfTtBTwA12yafP4fa9a9N0hinDSi5j2AxfKuEJVstluFAA6P4IeJY/2m5f2gx4/sfsUvhseGDoP9ht5n2bzVm3/AGr7Rjf5q5z5WNvy4z81ADfA3wL8QeHviX8TfGvizxvpfiDSPiYYTd6NHoDWn2fybaO1jXzjcyeYvkR7WGxdzNuBX7tAHM+C/wBmr4rfDrwh/wAKs8F/tEzWfgiKZksoJvDok1jT7F2Ba2gvxcqqkDeEkMDMgYddooA6Px58CPFGsfF/RPjV8PPiZF4b13TPD8nhm7i1HRf7Utr2yabzlyonhdJBJk7gxzxx1yAcr4y/Zn8f+JPin4w8U2/xFsJND+IfhqPw3qxvrN5b7R4Et2iddNG4wok7MXcMBtcsw3kgAA0br9li61z9m7w1+z/4n+JM00/hiSwktdd0/SktmP2KUPbZt5JJV4CoG+Y7sE8ZwAC7efBj4jfE7xLol38d/EXhi90DwfrK6tpGk6HYTRjUbmH/AI9ru8eZyUK5LG3jym7GZHUbSATa98FvGfhP4k+J/jJ8DdX8P2+ueLrO1t9Z0bX7aX7BezwELHcieA+bDIsRdSNkgf5c7cbqAK/h/wDZ21mx0v4geJdR8XWR+I3xOtFttZ1Y2UtzYWUSxGJLe2tzNGxjjRmVWZwzHDEAfIADF1P9lfxdqX7Jtt+y4fi1p0aw2cGlvrg8MsS9jEysiC3+18SZRcyeYQRn5RngA1vih+zlrPi+08BeMfC3jCz0v4mfDW32aRrDWDLZXuYgktvcwCQuIJNvQSMU3EjfyCAdz8KNL+NVppz3nxq8VeGtQ1SZdosvD2nyQ2dvhjhhLMxklYjqSqAcALwWYA8u/wCChwc/sieOVjcI5OnBWIzg/b7fnHegDptX+CPxD+IM/hm1+L3xU03WdG8OavBrrWOieH5dKOoXluQ1qJ5DdzZiSQGQxhRucRnICYIBLf8AwW8d3n7R1h8do/iLo0dhYaO/h9dEPh2RpGspJVlfNz9rA83evD+VgDjaetAGn49+Cz678RdG+MXgbXrbw7400qzk0ma8ubA3ttfaa7b2t5oRLGchwGSRXVgcg7hwACtonwLkvPiXqvxX+KPiC08T6vdaPL4bsLW3097SwsdLlffNF5LzS+ZJI2A8hYZVVAUc5AOD+HXwI/aF+Cv2L4YfC74m+Ej8LrR55bWbWtMuLnXNOSR3cW0YWRYZ0UldsjlSA5yjbBuAOt8f/AHXtW+LOlfHH4Z/ECLwp4ttNLbRNT+06V9ustXsywdUnhWWJgyMMqyuCOOoFAFtPhT8XptPfUr/AOPV5/wlH9rJqUctrpQi0hIUieJbP7CZWZoWD73JmLmQBgy4UKAUdM/Z31Vbjxl4y1b4kXcHxC8Zw2VtN4h0W0+xR2MNo4eCOC2Z5MqSD5nmOxcMy5CnFAFjT/gLqHiPxoPHvxq8S6Z4r1G00S88PafbafpDafZxWd3gXRkjaaVpZJFVUJLBAo4QEkkA5zwD+zn8Xfh34a/4Vdo37QlxN4Dgn22Kz6Qf7dsLHg/ZYdQWcKACCFdoWZVOB0GADr/HPw0+K3ie58Z6bpnxP0qLw14ts4rWHT9R0JrqTSj5IinaCRZ0DB1G8K6kLIS3IJBAO78C+ENM+H3gnw94C0R5m07w3pVppFo0zbpDDbwrEhY8ZbagyfWgDcoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOF+LnwZ8EfHDQLfwl8RItRvNCiuBcz6dbX8trFduoOwTGIq7KpO4KGA3AE5wKAOo8N6HH4Z0DT/AA9DqF9fR6dbpbJcX03nXEiqMAyPgb2wBknk96ANKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAGCeEzG3EyGVVDFNw3AHocdcUAPoAKAPE/2qvj14t/Zx+H1x8T9N8A6d4k0PTjCmoCXWWs7lJJp44YxGggkVxmQEksuAOhoAj1D4kftRWXhWTxPbfs/+FNReOzF4um2njaRruX5d3loGsljL44xvAJ4B6UAet+FNeTxT4Z0rxJHaTWq6pZw3fkTDEkW9A2xh2Izg+4oA1aACgAoAKACgAoAKACgDx/xP8QPiR4u8c+Jvhr8Fb3w1p2qeDbewn1O/8QWMt9ayTXaSOlqqQTxPG6xrHIWbPyyrhe9AHqWhrrSaJp6eJJrObV1tYhfyWUbR273OweaYlcllQvuKhiSBjJJ5oAvUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAc7c3/AI6Hjqz0208PaY3hRrB5rvVJL9lukut2EhjtwhDKRyXLjHQA0AdFQAUAFAHkH7UPxR8dfB34dWXjfwNaaFcvHr+l6fqEerRTSA2l1dR27GIROmJA0qEFiVAB4PFAHr9ABQAUAeK/H/4h/EXwD42+EVr4V1HSYdB8V+Mbfw/rUM9m0l1KksUjr5UhbbGoETZ+QsSVwwAIIB7VQAUAFAHif7SHxP8AiN8MdV+GLeD30QaP4q8Z2PhvWPtdtJJdqk+51aBg4RflhkVtysfmG3BGaAPbKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgBkvmCJzCAX2nbnpnHFAH4ZfDzXP2qZP219OivdR8Tx+PbnxZFFq8ME83lmIXIaeNwh2m0CbyR/q/LGelAH7oUAFAHyz/wU1z/AMMbeMsDJ+2aRgf9xG3oA6XRvHv7QTeOfhtovi7wDonhPwxqUlxDdXGma6dYkvZVsXeGCQNbQfZ0O13LrvJaNF4BO4At3fiz4ifFL48eKvhh4P8AFs3hTwt4BsbFdZ1C0soJb671S7i8+OCFpg6JEkDRszGMklgoPUgAq/Dv4s+Npfit8Q/2bNd1i2vvE3hrTIdY8Pa/cwKBd2lwmEF1DEFXzIpMbmQqJFbhUI5AOL/Zc8bftW/GzwB4I+Ker/EDwbHpj6xeW2uaX/YbxzXllFPLGZI7hZCFkBUBU8tRgZLk8EA0fgn4n/aB+KniD4r+G9f+LNjpkngjxfLo9jLpugQHfAI96hvNLcYdM8Zyp5OaAOe8F+NP2nfiT+zDffF+H4t6XpPivw42tk2Vp4fhew1B9Pllh8uYykuFcwO25Nm0uvykKQwBv/Ej9ovxNpfwu+CnxW1OPWPDvg3xjYWur+L9Z0WCO8l0kTWMc8EDI8TnyZJJHVplXKiMDA35AB7P8Fbp9T8IS67B8YIviRpOrX017pGrxwW6GKzYKFtma3wkrRsJBv2o3O1lypJAON+M3jDxvqvxd8B/AfwLr83h7/hI7TUNb17WLeKOS4g021CJ5UHmcLJJLNGu/BKDLAHHABzN14p8Sfs8/tA/Df4Tv4t1jxP4R+KMWpQQf8JBqEl7qGnahaIkhZJ2BZopFkUbHY4IJG3oQDn/AIIeDvH4/ap+P9zB8Wr5YLbxBoMt5BJpNq4vI30yGVIt20GMJGwhBXkqgY5bJIB9F/Ffx5bfC74Z+KPiNd24uIvDek3OpNCWIEnlRlgpIBIyQBnB60AfOWieNP2qjpngzxKPDnjvUdevdTtJvEWkXOm6TBosdjcMv2iOF1kM4+zox8ty5LlMsPmwADqPFGq/GbUv2xYvhjo3xek0bwhf+A7nXzYQ6JayzQSx3VvbHy5pATvLTeYGYMowy7GyCoA34PfE74keHfGvxz+HvxJ8THxZb/DFbLU9L1J7eGK7ntLq0luBDMIkjjLqIwuQo69T1oA8w8E+PP2rPHXw98P/ABg8L6B42uPGviKa21UaXdS2UPhZ9Fkl8xIY1Ll1ZrZo2EuPN3tgnA20Aen/ABB1z483/wC1PoXww8I/Euy0Hwzr3grUNYuYG0iKe40+WGWCHzIZGyJZPMljwHAQKZchjsAAK/xS8XfF34aab8Hfg1qvxBm1PWvHeunRNb8bW+mwWcqxIjSnyodzJFNIoCBsMAAxGDigDN8P6J8Zte+NfjL4O6D+0h4m03Q/AcOg6lbzy6fYX17cQXoufOtZ55oiXK/Zk2SH5h5jbt/BABN8L/ip8Uzo3x1sPi745jh8QfDvWmtrH7La20Cx2f2dZrOQKy7W+0B1yGPOQBsNAH0D8ONN8Z6X4L0q3+Imvx6x4la3SXVLiGFIoBcsoMkcKqoxErZC5+YgZPJoA+efix8btS8OfHrWPhv8R/inqnwl0C+0a3XwZrSWlo1hqF4+77RNPcXEbqrxP5aCJii4JJPzLQBl/tE2/wAXLf4ufs2+E7D4z3dpNqd3exajc2unRC3vLy2tFY3TwFtrBt7ARklV3ZHPNAHWanr/AMT/ABT8bNO/ZsT4l31tDpHhuTxL4q8QadYQ2d5exz3BitbSD7wt8BXLSoC/AwUPzUATeFPiF4l+GP7TUH7M2t+Ir7xFoviHwy3iPQdS1S4M+o2kkcjRzW8sm0echKM6sx3L93JGAADkfgXdftS/FaTxympfH2ws4/BHxLvNGR4vDNu7ahZ2xiMtvIuQIoyjkKVJcMxJYgAEAk/ai+JfxS+GvgTxX8V9Z+IsHgXUfDusCPwV4fhuLeaLX7RDGrtdRuC8rTeZL8ikeUsaNwctQB2/7QvjvxpBrXwe+H+hz6jo+l/EfXjZa3r2m3Ahns44rVrhbaJiCUecqw3jkLE4HLAgA5nwVD4/1f8AaO8b/CzQPj54kOg+AoPD2qxwXDWuoSbro3D3VlcSunmMHRIiu9i8auCvG3ABxWh/EL44fHDw54q+JfhTQfiYz6hfXlv4KfQtV0+z0q2t7WWWO3eeGW4WSVpHG6bzEPACrwOQD67+H974s1HwL4fvvHulRab4ln0y2fWLSJlaOG9Ma+cqFWYbd+7HJ4xQB5VbeLfHdl+2rP8ADy48Y3N34R1P4dz+IYdHktYAllexX1pbbo5VQSsGV3Yq7EbnbttCgHH+GR8Y/iH8ePjh8Kbr49a/pWieGTo0uktp2mWCXNqt9byTNGsrQsdqYCgkbiADuB6gHYfsgePPiH4z8BeJNL+KOtw614g8G+MNZ8LXGpxRLELwWlwUEm1FVR6cKMgDPOaAM39uqHxc/wAEIZfCHja78NzjxPoNvPJb20cpnjn1GCEKd44CvIknH3vL2nhjQBzH7Xfh7x/o/wCzFq9n4v8AiNH4h1K48UeHPst6mjRWSWq/2taBR5SM28hssSW54GBySAdN4yufi98KfjB8MZ5vjBqHiXw3421+bw9qOjahpdlEIZGs7i4imglgiR1Cm3I2MWzuHzcUAYnjj4lfEbxh8f8AxT4C8O+HfHWoeFfANlZ213H4SvbKznn1S8thOGnluJ4m8uOGSIoseQXZi/3QCAepfs53Hxak+HbWvxk0y+tNYstTu7aye/lt5Lu501X/ANFluGt2aMzGMgORjLKTjnJAPOf219GuvEM/wR0Wy1y80eW7+KWmRi+sm2zwj7NdFih7MQCAe2c0AM+IHjjxP+z58e/hV4ZtvFOs+IvDPxPuLnQ7yx1i5+0y2d1DHGY7qCU4ZdxfDoSVOSQAQKAGfB3Tdd/aas/FHxO8beOfFmn6SfEmo6X4W0rRdZl0xLC0s5mg86X7KymaV5EdiJS6gBcDBoA4S0/bE8ceEvgX4wh1aSx1zx54T+Itz8LrLULiJoYLy6E5jhvJkQEZEfzsq4DFe2aAOq/ai8Ma5odh8C21rxxqut3SfFLQY7xrlIFjuJ/s1wDKFSNfL5RiFUhfnbIPFAHTw6/4z8F/tgWfgHxN481e98H+LvDl3q3hqznEaxw6lDJ/pds0gG+ULCyyxqxIUFhj5ASAdr8Cn8UavB4i8X6t4r1HVdA1TU3i8LwXbxv5WmQZjWfeqKzmeQSSBmJPlmIZ4yQD1KgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCEWloLg3YtYvPIwZdg34+vWgCagAoA+ef22PhT8Wfjt8Ir74SfDbR/D7xay9rPc6jqmrSWxtnguoplVYkgk8wMIyM7lxnoaAPWvhtL4+n8MW8XxJ8NaPo+q2oSERaZqb30LqqKPMDvFGVJO75cHAxyc0Aedav8KviB4D+NXiT41/CS10nWv+E30+0tPEGg6rqUlkjXVqojt7uGZYpQp8keW6FADhTnIoAi+HXwf8caD8QvHX7QvjC10e78c+KLCDTtP0SzuiLOxtLdf3UBu2iDu7vy8nlgAAYU4oAd+x18MviP8GfgzbfDb4i6VpEN5pV5dzW8+m6i11HcpPPJNzuiQxlS+3HOcZz2ABS+Bnw0+MPwz1n4seK/EOj+G7q58dau3iTTbKz1SXEVwyGP7LNI0QAUKkZ8xQfvN8vAyAVfhl8Fvi94H/Zy8UfB24PhR9e1GbWPsWoLe3BsmGoyTTM7p5PmL5bTldnO4JncueADZ8BeA/jt4L8AfDLwdZyeEHtPB2hN4a1/S7q4leDV4oYIIbW7hnEBaJv3DsYmQjbOykkqDQB0H7PPwbm+C/hLWNNvr6zn1LxJr974k1CLT4jFY2lxclcwWqH5hCiooG7knJ4zgAEXxg+DOo+NPFvhH4reB9atdJ8b+BpLj+z5L2EyWl7bXCbJ7S4C/OEYdHU5RucN0oAw9J+C/wARPGfxd8NfGL42654f+0eCLa7g8PaL4ejka1imulCz3M006iRmKJGqoAAu3OSSRQBN8Kvhh8VvB/x1+KHxD8S3HhSXw78QLmzuoLexnuWvbR7S2jtot2+MIwaOPLYIwx4yKAPUfHPg/R/iD4M1vwNr8Xmabr1hPp90uAf3cqFSRnjIzmgDxLwH8Nv2tvCvhPSPhff/ABR8GzaPpIisl8VQ2cx1s2EWAii3lR7YzbFEe92f+8QzdQDdl+FXxTm/agt/jj/a3haLQbXQ5vCq6ZsuHu5LCWSO4e4MuAizefDGoj2lfLLfPuxkAq+FPgf470/4zfE7x14m1Pw7eeG/ijZw2N7YWwuI7qzjtIWt7YpIflkMkTuZBhNjY2lhQBifDL4OftPfCvwvbfCHRfil4WvvB2nSNa6Vr17azPrum6ZjEVukJVreV4lwiPIxUADKFVCUAdJrnw0+Ltx+05ofxe0uXwjL4Z0rw9P4ckhurq5TUJIbiaCaaYKsRj3q8GFG4AhucGgDi/2yNN8beKvGHwn8I+B/B3h3xrOmrXut3HhzWpRBbyLb2xSO7kmHzIkMk6/KAdzugIOKALPwT8W/EXwP8Vrf4ZfEz4DeDPBUvjizvdXstS8LagLhbqez8oTrdBkVi22ePa3Pcc54AHeKPgn/AMJJ+2lp3jWzu5U0IeFI7rxXp32jNtqN1DO6aZ50ByHKEzSKSMAwqc56gH0tQB4d8Yfhx8afiTp3jfwEV8Aal4T8T2qWukz6qJxeaL5kQiuH8pIWS4ZctJEfMjIY4JwBQBkfEb9m7xe+n/Bu/wDhX4l0t9b+Dknl2kfiASLbalbvbJbyCWSFWeN9qAghSMkj3ABpa98GviXL450X4+eGr/wrafEi10V9B1fT5fPGj6laNJ5ioZghnRonO5ZNp3YKlFDZABJ4N+Cnjq6+L1x+0J8VtS0K48W2uhN4f0XSNHaT+zrK3LmRmaeWMTSO7k5bYNoJADUAJ+zJ8Lfi18Lbnx+vxHHhGSDxh4qvfFcD6JfXMzwzXWwPAyzQRjYojUhgckk5FAHDePf2W/i34ys/jfoc3irwvdW/xIRW0LVb77U99p8a+UyWDxgeVFbKySHfHudjJuZWwAACP9pfQfiJ4su/gx8LNGufBGs+K2kuNS1bw5rMch0e5S2tArXzMqmdVgmZREo5ZptxBMeVANP4IXvxY+EfxS0z4MePfhb8NNF0rxZp+oaxZal4JknSI3Ns0RmSeOdFd3ImU7unzDk4IoA3vDHwA+Kvwr1bxXafB34r6PpnhLxLfzarbaLq2gteHRbudmM7Wkizp+7ZirCJwyKwOAAWBAPZfBnh658J+FtM8OXviLU9euLC3WKXU9SlElzdP1aSRgAMkk8AcDA7UAeeH4QeMn/aYt/ju/i3SP7Mg8Lz+FhpA02TzjBJcpcGXz/Nxv3xRjGzGN3c5ABX+Gnwh8f+D/jR8Qfivr3iLQLuD4gwaes1haWk0bWEllEYoAsjORKrK7byVQ5AwOSKAJ/2ffhF4w+EMvjm38SeIdH1i28V+Jr3xVBNZWsttJDcXs0klxAyO7gon7vY4bJ3OCo2gsAaf7RXwy134u/CbVPBvhbU7LT9bNzY6lpk98GNsLuzu4rmJZtgLeWXhUNtBOCcUAee/FD4U/tJfGr4Zt4J8Yat8N9GuZrmy1Jn01b65SG5srqG4iQNIEMkcrRHc21DGCABL96gDpPjD8Nfi74/v/h14h8Pah4Rs77wNqkHiCezvDcvDfXv2ea3mhWZF3RRCO4kKuY3Zm25VQDkAXxJ8DvGVn8arn41/Cbx7Y+H7zW9Nh07xFpWo6Y95Zap5IYQXBCSxskyKVUMDyq4Oc0Ad98PPDfi3w7pt+3jfxm/iPVdT1CW+kkS3+z21ojKiJbW0WWKRKqA/MzMWZ2J+bAAOb+OXwf1L4sweELnRPFg0DVPBfiW28TWU7Wa3Mc00McqCKRCR8jCUgkHOOmDyADnl+DHjb4i/E7wr8TvjXceHYj4Bnu5fD2j6C808DyzJsN1PNNHG+/AXbEqlVKZ3Pu+UAd4b+BfjP4U6n4pHwX8YaNpuieLNXm12fTtY0yW6+w3kyqJjbNHNGAjFQ2xlOD3xwADl9U/Ym8Oal8CNR+FMnjbVH8Q6nr7+MLjxTJFGZ5ddaUym5MYGAu442KQcfxZ5oAt/Ej4N/tA/Fuw8HW/iPxb4C0ifwV4otvEMMtpY3l2NSe2jZImcNJH5G7zZS0YMmPlxIeaAIv2yvh7afEr/hV/hvTdVvNM8U3PjCKPTrqzleOVLEwSnUgzIysqG1VxuGTu8sfKGLAA+hdL0yw0XTLTRtLtlt7KwgjtraFc4jiRQqKM84AAFAFqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzr4h/BTSvHvizRvH1n4u8SeFvEuh2lxp9tqeiTQCRrScq0sDpcRSxspaNGzs3AoMEUAXPC3wm0vQdXh8T614j1zxX4gtrSWyttV1uWJ5raGRgZFhSGOOKIvtjDMiAsI0yTigBvwm+EOi/CPS7+x0/xF4i8QXmqXb3l5qniDUDe3sxJOyPzCBiONTtRAAAM9SSSAd3QAUAFABQAUAFABQB558RPgd4R+I3ifRfG93qWu6J4k0GCa0s9W0TUGtbgW8uPMhY4KshIBwV4I4NAF7wV8J/D/gzU5tfbVdb1/Wpofs39qa7fNd3MUGQTFGSAsaEgEhFG4gFs4GADtaACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4bw38G/B3hf4keI/ipYnUrjXfEqRxzm7vXmhtUUKGS2jbiFXKqzAdSo6AAUAdzQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAJuXdt3DPXGeaAFoAKAPP/in8XrL4cXfh/w5Y6Fd+IfFXi65ls9C0a1dY2uHjjMkkksjcQwRqMvJhtoPCscAgGboHxT8c2PjvSvh18Ufh1FpN3rsNzPpus6PqBvdKlaIFzbPJLHDJHceXlgmxg4jkZThSAAepUAFABQAUAFABQAUAFABQAUAUNf1zTfDOh6h4j1m4EFhpdrLeXUpGdkUalmP4AGgDyn4Z+Pfjj8RNZ8M+OU8NeFbH4X+KNJbUoUeaZtbtlkXfaNJg+SRIhjYquShYrk43EA7n4q/Evw58H/AGsfEbxYbj+zNGhEsq26b5JGZgiIo6ZZmUckAZySBQB4d8Rfjd+0z8KfiL4K0nxZ4I+H1z4T8c+LNJ8O29/p1/dNdWJuXIljeOQKJWChtsgCrwMqc4AB9O0AFABQAUAFABQAUAFABQAUAeF/tE/Hfxf8AB7x38JfDegaJo95p/j/xIND1Ce8aUzW6kKQYVQgZwW5YkcD5TnIAPdKACgAoAKACgAoAKACgAoAKACgAoAKACgDlNA8S+M9S8deKfDus/D6TStA0c2f9ja8dRjmXWfMhV5sQAB4PKkJj+YndjIwDigDq6ACgDgvjL8UIfhb4YsryCCG51rxDqtr4e0G1nLLFPqNySIxIyglY1VXkY8HbGwHzEAgDfhbZfG2xvvEsPxf1zwxq1t9sQ6DcaLZSWhNsVJcTRO7lWDYA+duB1NAHf0AFABQB4v8AHb4nfEb4d/EH4SaZ4ag0R/DfjLxSnh/WXuUka8RpInkj8nBCBSsUmSckELjgmgD2igAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAI7hpVgka3QNKEJRT0LY4H50Afhx8Nvih+1bd/tnaZBfa74oXxpeeK4rfVtKW5k8ryhchpoHjVtn2dV35H3AgJzjmgD9y6ACgDwL9qb4H/Eb4j3Hg/wCJXwZ8WWujePPhzdXN9pMV9Fvs79ZowkttL/dDhQN3PBPTIYAGL8DP2sL3xr8Rn+A/xz+Gl34G+J+nRyXFvC6edp+pogO6azm/3cnuMZwxOVABueDfin8S/jr4q8Z/8Kw1XQ/D/g7wjqzaFa6peabLe3Gr3sSKbkhC8axwI7bAQWZipPy9KAOY1z9pjxzP8A/iL400g6Bpfj/4PXtzaeJtJliN1aXT2yh90WJFljhnjO6ORuQQ6kEo1AHZ/HP4nfET4b2vgTxl4evtHl0nXvEOh+H9R0u6sXaQ/b7gRtNFOsg2FQ4wpVgcc9aAMX4ufFf43aD+0z4C+D/gF/CkeieMNF1C7kn1Kzmmntp7ZWZnOyVAyYMeFBBJ3ZPSgCXXviT8c/CzfDX4P6zc+E7n4l+Ob/UBeanp9rcHTbPSrQF5btI3w3miN4FWNiVMj4J2/NQBHrvjL40/s6W/jTxr8VPFVn43+G+g+HjqlpqU8FvZ6w2pb9i2Pl28ccLI5KBWKggsAS3IABy2hftMfFWS++H0kmiX+uz+JNVhsfEWkW/gTV7JNIguFdhOl5MgVlgIjRty/PuLDYBQBEnxt+I/jz4w+OvhzpPxg0f4f+LfCWtC18PeEdZ02D7J4hsTFE0c0s8iGd/MbzgPszKUUKxV+hAPrSPzDGpmCiTaNwU5APfHtQB89eD/ABv8Uf2itf8AGN94D8eyeBfB3hTxBJoOm3Nto9vdXur3FsoW5eU3KyRpb+aWVRGqyEKCWTlaAOX8RfFnxf8AFv8AZ2+OHgiXV9K0Tx78PE1LQ9dlhtPOgngW3Z47qGIyHy1uItwAZmKOsg+baCQD079kyy8WWn7P/wAPpPEmvWGoW03hHRH0+K209rZraH7FHhJGMj+a2Co3AL0PHPAB59/wUQ0/xnqnwKstP8G3tjHdXnivQrWOC5tllE88l9GsKkufL2eYULB1ZWAIIwaAK/7Udp4qsV+A8HjHXLDVr8/GTQGFxZWDWcfl7nwvltJIcjnndznpQB3XxS134yX2ueKNNsNeT4X+D/DekrqUHjRlsrs39xsLPA0FyrrHEgDF227jhcMMnIB5d4g/aW+OLfsheC/2mvDUvhODeLeTxZBc6VcXKrZtdG3murVY5lOUwJPLYkbS3zZUBgD2vUPGPjrUvi14W8NeDPE3hq58NN4fbXfEExsWnmeJnCWzW8iThUWciYqSrgCFsE54AOG+GnjL4y/tI6TefFDwZ8QE8D+FrbWb218N2UeiwXZ1u2t5fL86+acMyxvJGwC27RMFL5fdtKAHK+Kv2ofHvjH9jrx78Vfh/eWPhXxz4Dnu9N1hZLVL2KK6tJAspgVmK4dSrIZAwXJBVsbiAe0/DLRfjqviAeKfiP8AEbQ9S0XUtEtNugado4hSw1DAMskdyT5kqNkj5wOxCp0oA6H4i61450qLQ7TwL4dTUJdV1aGyv7yR12aVZsrtJdshI8zbtVQoPVwegNAHkP7OvxR8bat8Yvip8FvE/wAT9M+IUHgxdNvLDXoLWCC4i+1RuJLO5S3jjhLxPETlMnEgDMGBRADz/wCEnxI/ag+OnwB8ZeM9L+KulaF4i8MeIdbs7N7Lw3BILwWpDRwOszMqxkMUyB5nCEuSGLAHbR/tW61qn7MHw8+LXh7w3DN4s+IV5p/h2ysLkbII9Wmma3mfarEtCskUzqu9WZAuSpJAAPLv2qPBXinwv8V/2dbvxF8Utf8AFL3/AMQo5Jre/t7OO2gn8uPLW4hhR448DAjZ3AznJYkkA+5pCyxsyLuYAkD1PpQB8a/AX4p+LPij49SLxN8c9a8M/E3S/EN1Br/w21a2to7H+y1kcrHaxCMSs32doXW48xiWBJBU5IB0mhfEPx34Q/ac+I3wn+J3xk1EaBH4NHiTwndTWVhCLC1Llbp5WEQM0sLIuwyBl2CTcCTyAcf8H/jv8Vfil+z74d0i48d+INN+Kev+Pn8LXF4dJs0lt1hIurovbywqkSLpu6RdqbxIYzyCwoA7XxL8W/EF38W9Q+B2neJvHNhonw/0jTW1TxBoei/2nqupalKgeKOZxbSxRJ5aF5P3QMjOApVQykAXxL+0B8bfhp+zPrPjfxj4Dkm8bWuuJ4c0FZbUJ/bHnzRRWl9JbIwMZfzeYQQdyEAKDgAFz4beJvjDp3xV8MaFp2qePPHHg/V7W9/4SnUvFGgx6WdIvgivby2w8iFjDIyyJ5Q8wJleRnkA5r4BeDP2gJ/i58UjfftH313p+gePbZL2xuNCtZUvoGsbW4eFWbLW6+XMkSiIgDYWxluAC18Nda/ad+KfxA+L3gq7+OWlaDF4I8Qw2Fjcab4Ut5H2yWqyov79nHl4cFgwZyw+V1XKkAltP2qPH/h39i6X41+LvC0d1480y5l8N3FhAFaKbWI9QOn7yEbGwyjcQh55C8YoAufD7xZ8a7L4n+C9P0rVPHXjbwzrMF6vjWfxH4dTSo9Huykb281pughfymdZk8oGUKMZOSDQByXg34teOPiH8W/EPhfxD8bdQ+HfxE0TxU1tpPgfULS2TS9R0UHMZVWjM1w8sQkJlWUFXxtUAKKANzWPjh4x8Q/G7x/8H7r4vp8KvEWmtZxeCdO1PSrN7PWoWDMbtpJwZJ/MdZIjHG0W0Km0u5YAA+rYBMIYxcMrShRvKjClsckD0zQB4d8FPHPxF1n42/Gz4b+MfFcer2Pg7UtMXRpFsIbdreC8sluvLbYBvKeaF3NknZnvQB5n8O779p/4qfDbx7dn9oKHTdY8DeL9Z0mxurbwzaIb4WO3y1uM5QRs33giBsE/MeBQB7f+zB8UtY+NPwE8G/EzxFZwW2q6xYsL5Lf/AFTXEMrwSOgP3Vdoi4XnaGxk4zQB5F+3doHi3VdQ+CVzoXjiTRbb/hZOm2ggSwinIu5IbgxXWXyCY1R1CEbT5hJ6CgDq/EviT4q3/wAUPDf7Nvh/4hyxXqeHZPEnizxWulQreC0a5MFvHbJg28UsjJMNxRwqxk7ckEgC+HPiT4n+Fv7Qenfs7+NfFF14r07xNoc2uaBrWo+UuowvAxE9tceTEkcoPLo4VSACpBwDQBl/CvWfix+05oWrfFOy+J+reBNA/te+sfCNjo9jbMJ7e2maH7TfG5jkabfLG37tPKACkdTuoA59v2zNbi+C9teXen6SvxEm8eSfC6dYGZrGHWI5fLkvArAM0IUrKI+p3quRyQAVvjj8OPFnhT4ifAXWvEHxl8VeK/tHxJsop7HUorKO0SdrS5bzYVggR4wNrqFZ3G18ckZoA+wKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKo0vTFvjqa6dai8YbTcCFfNIxjG7GenvQBaoAKAPOvHtz8WND8b6N4h8D+Hh4l8P/2deW2saV/aUVrMswKPby24lwjyEiSNg7ouGByMHIBwdn8O/H/xR/aA8IfG/wAY+Dh4J0/wLpl/Y2WnXVza3Wo3812AHeWS2eSNYUCDYvmE5dzhckEAofDTwR8Uf2atS8Z+H/D3gLU/iF4W8SeIrnxFpD6bqFja3Gm/acNNbTreTxBgHGVdCd2SSF4FAGZ4U/ZX8Qan8K/jbB42bT9K8afHC5vLm9WxmeaDTYjCY7S23niTyy0jNIFXcZSMYVaAF8deAP2mfip8NvAHhnWPCXg7SdX8K+INF1rVppdckkiv2090k/cCOE+UJXU/ezsHGG60AdF8Qfh98T9Z/au+HvxS0XwnaXHhjwlpt/p13cvqkcc0hvECl0iIziPuCQW7e4BqftDfB7xv4x8QeBvix8J9YtbPxt8PL2aa1tb6Vo7PVLG4CLdWczKDsDqi4fadpAPBwQAVfEngT4uftCfCzxb8PfjP4W8NeELDX9La1tbbStXm1G5hvUkEkNw0/lxpsVkQ+WEJyvLEHaAB3gnUP2sIvDnh3wd4o8G+FbfVbSeG21bxQmrfaLaW0ib55o7TashllRQoVmAVpCxJC7SAcZ8a/gz8Vfjxo994H8ZfDjwyl/aa4s/h/wAeWmqC3uLCzjuBJFKsQRplmWMvHsDFGbDZXOFAPqOCIwQRwmR5PLQLvc5ZsDGT70AfP/gH4afEr9njXvGll4B8Nx+NPCni3XJvEVjby6wlncaTcT83EB81SskZcBkZSDyQwz8xAM7w5+z1458PfCT4tS3kGg6j8S/i9c3VzqbW8r29jbiaMW8MKyMGcxQRtJJkqWZncDqMAHrHwI8P+KvB3wj8K+CPGWm2lpqfhjSbTRHa0u/tENyttAkSzqxVSA+zO0jI6c9aAMH9pv4ceN/if8PtO0P4fHSRrGneJNI1yL+1JnjtyLK6S42sUVmO4xquBj7xOeKAMP8AaE+GnxP+Ks3wyufDWkaFA3g7xhp3iu/S81R1Di1Zv3EZWFslg2dxxj0NAFb4i/CX4t+Ifjg/jfTo/DGu+GD4eWx03T9evZhHouqAyZvo7dYXSVyrBM5RtpI3CgDQ+B/wI1Tw1+zHb/s+fFVNNuo47C90a5l0u4dkuLWZ5CJBvRTG+JD8uGAwOTQBN+yv8BtV+B3wzg0HxtrqeIvFk0a2uo6wJJH821g3R2kCbzlI4oNqhQAMljjLEkA5r4U/D/4v/s0+H9U+GPgrwdH458M/2pd6h4fvJNajtJNPt7hvM+yzRy5LBJGchkPzA5IDEigDmrj9lP4gaD+yn4x+Dvhubw/qnjD4kXt7qHiC/nuJLOzt57ttzmEBJHkWPaiKG2lhkkr0oA+mvBo8Qr4X02PxXptlYarFAsdzb2d21zCjLwNsjIhYEAHlR1xQB55+058NfiF8VPh/Z+Gfh/rVlbFdZs7rWNOvZXhg1vTEfNxYSTIrNEkowCQrZAKkYY0AcZ8JvhD8ZvAfxw8a/EvUtE8BwaB4i8Mabpum6LosrwHT5rIkRW5fyFEkZWWcmUru/wBWoUKoAAKn7N/wW+M3wW+CfjvwVq+l+GLvX9Z1nUtY0oQatKbV2vAAY5nMAZAhHUK24elAGJoP7JvxFf8AZK8IfB7U9d0rRvHXw/1ca/oeo2dxLPZveRXUtxF5nyxuEYTMjYBI+8M9KAL/AMUPhB+0R8a/GXwm8ReKNC8D6DbfD/xNHrN8lnrdzdvcoFUMY91tGF5BwpJ6j5qAPqC/hubixuILK7NrcSROkU4QOYnIIV9rcHBwcHg4oA+cLj4LfF/4qeIvh1qfxr0PwXaan8O9Zg1hfFOh38pvtQ8hiRAsLQIII5iIzKvmOuFdQBuBUA7X4z/s2+HPjN498AePNT1e60+48FXk0lxFbZX+1LOQAm0lZSD5fmJGxHKkbwVO7IADwd+ztpXhL9oXxn8c4tTaQeJ7O3jttOBcJaXO0Ldz4LFS0qw23zAA/IQegyAYHin4T/GLwX8d9S+NPwRufD2pWPi+ytbPxT4c1y6ltUmmtgyw3dvPHHJscIQhVkIIJPpgAt+PPgz8VfjF8Hdb8MePfHGl6X4svNVtta0KbSbZms9BmtZIpLaNWbElxiSIs7v1Mh2qAoFAG38P1/aXvdQ0K2+JyeD9LstKiY6rdaNdSXUmty+WUUCKSFBaJuIlO13bKhQdpOQDE8O+Cfjh8PPi78Rtd8OaP4R13wr461K21u3e71SeyvLG6jsY7aSN1WCVZUb7PBtIKlcuTu4AAIPgR8MPi/8AD/xR8UfHHjOz8MTX/wAQL8a5b2en6hMY7SeOLyYrV5HiBZSiIWmAHJOEoA5zSf2ZfHviL9nPxP8ABPx7qWj6Vqmo6zceI9M1fSbiWeOC/n1BtRXMboh2wzsEHLb1XcQudtAHffD9f2o7m40HSviZH4L0+10uNzq2raReS3M2suo2RqtvJAi2wfPmOQ7kFQq8E0AcB42+CXxt+NenaL4N+L+k+CiPDfiCHU7Dxrpt9KmprBBdLIpitfICwTSxIqORKUByQvAAANH44fCD4r/G7w94i+Hfijwh4Fu7K51Qnw54nkvJBe6NZybd0yweQf8ASYxuClJVDfKSRjkA+ibOA2lnBamVpDDGse9urYGMn60AeNfDj4V/EnwT8V/i38UdVuvDmo/8J89pdafY20k0JgeztVtoIpXZWGGSNSzgcNkhSDgAEfwZ+EXxE+HPhf4j6Drd34furjxbruqeItPmtZZhHHNfbt0EoZc7UKph1yWDHgY5ANn9l/4V+JPgj8FtD+Ffie+06+udAa5jju7EvsnjlneYMVcAqQZSuOfug55wADP/AGj/AIWePPil/wAIL/whcmiRDwd4ptvFkg1GeVPtUltHKiWy7EbaH85iXOdu0fKc0AReNfhT48l+Knhn9oPwM+nxeKbHQH8P69oF1fOljqVo5MqRi4WJmVoZ3Zlfy/mBIwuTQBT8O/Bfxt4s+PVp+0B8Wv7H0650HRJND0LQdKnN2kAmYma4luXjjLs3RVVFwCeT3AKHw3+FXxk/Z60vWvAnwxtNB8V+F7zVrvVNGfW9Xls5tHW4be1sY44JBMiyl3BDITuIwDzQBz7/ALFTTfAlvBlz4pspPiGfFj/EEeI/sRW3XxC86yyOIUKkwsq+TgnIXBHKgAA6Pxr8Ofj18VtW+Fur+JLLwToC+B/E8HiHUre3v7m8a7eON4sQuYowgKzSthgxzsGRg5APoOgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyv49/tBaV+z5otl4j8R/D7xjr2lXlzFZNd6BBaTLbzyuEijkWa4icF2YAEKVyQCQTigDL1T9pez8D3enL8Y/hl4p8A6drF+LCx1jUJbG6sTI5IgSZ7W4keGRwDwybFIwXPBIB7RQBx/xD+JEXw8k8Pxy+DPFGv/APCQatDpKnQ7FbkWTSdJ7nc6+XCMfM4zj0oA7CgAoAKACgAoAKACgAoA8o8bfGvV/B/x9+HfwbbwJNPpfj2G/ZPEJvUWOCe1tZ7h4BCAXLbYUO44XEvBJUigDsdK8Z3OpeOtc8FS+DtdsodHtbW5j1i4ijFjfmbflIHVyxZNo3BlU89MYJAOmoAKACgAoAKACgAoA8u+KPxU8T6L4ht/hn8KNB0fxB47u9Km1tbHVNQe0treyjcRiWR0R2y8p2ouAG2SfMNtAFf4KfFH4r+N5dT8P/FX4Jaj4H1vRbW3lmna8hudOvZZd3y20sbNuChRuzyN2DzQBD+zR8ZvEnxr8MeKNW8V+HNP0TUPDnizUPDT29hdPcRN9mEfziR1UsSZCM7R0HAoA9foAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAIrqWSC1mnihMrxxs6xjq5AyAPrQB+L3w1/bf/AGstY/ap0o3ninWM634mg0y78KSw77eGB7kK9qsDLlGVSV3ABxgnOaAP2moAKAPmj/gohfXmmfsy6hqOnWTXl3a+INAmgt1Us00i6lAyoAOSSQBgc80Acf8AtQ6l44/ar+Gdp8Evhj8J/Gtle61qFpc6rqniTQbnSLDTLaGRGd/MuVUyuWI2xxhmIVj2GQD0f4qfGj4m/Cn4r/C/4PeEPhxpfiOz8ZWd7bxX1xqptXFxZ2+9gVCN5carsZmw5IJAXI5AKHj/AOPvxy+FfhHwBqnjv4X+G7bVfE/jW38LaolrrDzwW0M8rLDPD8oZy6KWw2CuMEc4ABr+PvjT8WNB/aP8PfBDw14M8NS6Z4n8P3uqWWrX+oTK6zWw/eK8UaH5QzxcfxAnDDGAAU9E+Kf7R+ufEnxt8Gn8KeAbHWfDuj2GrWWute3UlnMl5vWPNqF8w7XguA2ZE/1a44bIAGfD/wDaV8cap8MPiHrfir4V3up+Nfhrr03h290PwwrXH9p3AMXlSWwb5gjLMjtuyUUMecYoAuaN8WPiz4f/AGgPDfwp+IT+FL/TPHGiX+sab/ZlrNa32kvashaC5V5pVlUpMgWVdmWjk+UAUAcfpnxn/av+IXjT4weAvhr4d+G8F14A1e00/TNQ1c3gguA8QkeORI23F9pU7gVC5xhutAHW/Dr4qfGaL4+3nwI+LD+C5JrfwqviW01LRra5g/tAPceSUWGaV9nlMrbsM+Q0bZTdtoA6z4F+NfiB48h8Sar4rvPDl5o9hqkmkaNeaPZ3EAvjbM0d1cnznYbDL+7QISAYXO9ww2gE/wAbfjHH8K7bw5o+mabFqfinxtq8eheHrGabyoZLlwWaSZxkpEiAsxAJPyqBlhQB4p42sPi/Z/tafs8H4leKPCWrWr3/AIl+yroui3FhJE/9i3Gd5lupg4x6BSCO+eAD1vwZ8X/E2tfHz4hfCDxDoel2tj4S0zTtWsL+1uHaS4guvNGJVYAIymI9CRQB4Zfftx+INS8K6z8R/CTaAbGyvpP7K8LyaFqV3qWr2MMjRu4vIiLeKSbbviwkqhCpYkthQDuPjT8RfjZJ8SPgND8K9Q0TS9J8aXd1LeWGs29wJJ3XTZ7jyZ9mGRFjVsADIlCEgqpVgDr9Q8cfHm91i98AaR4c8P6Rrmn6SNWm8R39hd3Wgys0pVbSLEkLtLtG5yZBsyPlagDkdJ/ae8aeKv2M9W/aJ0Dw9oVt4l0exv3ls7mV59PeeyneKZkaJgzRt5bsgD91BbvQBb8MeLP2xvGvhDwx8QNLh+FOmafrehJq1zplzp9/c3ccjQI8caSrdpGwlJY5KjygVB80gsQDK8MftFfFrxt+yZD8bNJt/Bul+NdU1Kax03Rbuzuri2Nwb9rO309wk6yGeRwg8zKqC4JQKCaAPo3w2viJfD+mr4vl06TXBaxf2i+nRPHatcbR5hiV2Z1TdnAZicYyaAPli9j+KVv/AMFENYfRpvDt2J/hnYtapemWIW2n/wBpTKV+RSXl85ZX5wMOBkYoA9S+D/xM+IfjH4yfFXwN4xOhxWHgSbS7Swj0y3kDTfarcztJLJI5JYcKFVVAGep5oA8F/ZV8E/GbX7D4zal4G+NR8LWY+Iuvxadpy6FaXcZvg8JM08kyl2jK4XYhUjhg3BVgDpJ/26Jb34KeEvFFhoVpZeL/ABT4ol8F3CNFPc2OlXkDEXV4VRRJNBHGPNCAgkEAsMMQAdj8FvjP8SPE3jbXPhheT/8ACW2Vpov9oaP4+HhyfT7Ke6Jw9rcxbghdGZSPKZNyAjAILEA579nnxv8AtZ/Gnwv4f8e6n4u8C6bptl4q1Sy1myg0qVn1GygupISI3Zj5G0oVRfmYhQzSHJWgD6R8c+Jj4L8F674vGlXepnRNOudQFlaJvnuTFGz+XGvdm24A9TQB5J8C/ij8Uvizpnhfx/beLfhprfhPVbJ59ZtdJtLuC/0md03xQ73uJFdlyEkV44mzkgD7tAGL4K8ffHX9oyx1H4g/Czxdofgfwppuq3mn6HBfaIdRl18W8pjaa5cyJ5MLOhVVhywG8lycBQDP1H9q/wAYy/A6P4z6P4W0W3uPC/ihfCnjXw7eTtLNDeG9isXW2uYXKLsmnjk+dH3x8DaSGoA7z4o/FL4i/DT4neArFrTw5qPg/wAd65B4aSERTw6lY3TwyzGcy72ilj2wOvl+WjZZTvOCCAcb46+IX7SFz+1Ne/BHwDrvguw0W/8AAk/iDTbq+02aWaxkW5t4GllAkxO4kdwijy0CyguHMeHANrV/iT8XdI1LwH8AodU8O3XxQ8QaLc6lrevfYpH0/Tba3IRroWyspd5XOxELogYOxyFEbAGL4n+MHxw/Zy8F+ONc+M1npfjTTtG+wp4U1mwRLC6127unEf2N7OMybGjc53jG5CAqswY0AY3gX48/E6H4leB9CuNW8ReOtM8TxvZeIRJ8PdR0WLQbvBdLmGeW2QPbn/VeXIWYY3mQD5aAIdO+NPxd+KHxi8deEfBnxY8KeD9U8D68mm2PgbVtHDz63ZxiN2u2undXVZt0qr5KHYEQnruYA+tVJIBYYOORnpQAtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHKW3wm+Fln4vf4g2nw28LQeKZCzPrcej2637FhhibgJ5hJHB+bpQB1dABQB84ftveG/if8Sfhf/wAKx+FXgTVNT1i91HTdRh1VZrWKyszbXSzHzDLIHLfuhgBGGWXPfAB7j4L13VPEOhRXus+GNV0K7U+VJbal5HmsQBlx5MjrtJzjnPsKAPGPjPonjrU/2mPgx4t0H4d63quheDH1ptW1G2e1Ecf26zEEe1ZJldtrDLYXgdMnigCH9s7wt4+8Z6N8O9M8B+AdV8SPo/jnS/Ed+1lLbIILW0LlwfOlTLt5g2gZ+6ckcZALHjLwz4+1j9rr4ffEGw8Bam/hnw1oeo6TfaiZ7ZVEt8I2VkQyb2SPysOducsNoYZIANbwlpXjSH9pzxl44v8AwJqlpoGueHtM0WyvpJbYqZbGa9kd3RZS6o/2lAnGTg5C8UAcX8OvB3x18N2H7Qt1pnhNtA8TeNNX1DX/AAhdTXVvcW/mNaJBbCQgnbJviDsrKVAYDLUAZng/4MePdM+PXwy+JUHwtl0/T9G0XVNP8QajqGsRXesXd9eFWaeeQyv5kIZGZFVsqZ5AEUYFAHX/AAE8J/Enwd8bPi/qvibwBc2Wg+Odej1fS9TF9byBVit1h2SxK5dS2zcpGeDg7aAMv9rzwf4xl8Y/Cfx58K7y1svGD69L4R82eNtjadf2szXDMykEeUIDIvB+YAjnqAfQnhXw1pPg3w1pfhPQrcQafpFpFZ2yADiONQoz7nGSe5JoA8X/AGqPhB4p8b33w6+Kfw/0yPVfE3wv8QrrFvpclyIBf2jhVuYUZhtEpCIULEDIOTzQBn+MNP8AiV8Q/j98FfHun/CjWtN8PeD7jV7jV7jUru0jnhN3Yy2karCkrFgrOHY5+7jAY5AANHwR4N8ex/tVfErx3rvguex8MeI9A0vR9Nv/ALZDJ5rWhlMjPGG3x7jMQvB4TJIyBQBznwh079pH4EeAL/4PRfDC28WW+gSTWngnWINWt4bc2LSP9nTUA5WRTEpUExxuWUf3ssQDo/jR4N+L91rPwY+IOgaJp3ijWPAesyXXiC0tZRafaIrmxktbiS1WVguV812VXcfwgnrQBifEfRPjl43+K/h/VtX+G0+q/DaLQ53Tw0dTtoXXWnwqtqWJdksCoWwqmRQSTsYgUAcZ8O/g38ZfDn7DPjD4I658N7e08VajNrdlp9jpt/A9u0V5I80coZmVYolaVo9uSwEYOPmwAD6Y+DOnaxovwm8H6D4g0mbTNS0nRLLTrq2ldHKSwQrG2GRmUglCQQehHTpQB4j8IfhZ4g8O/tBeOPC1hPar8N/D2tDxfZQOCLga1qMLl4EA+T7NErPIMgMHePBOGIAPqCgDwWHwZ8Q1/bEvfi3P4OceFX8I23g2C6jvYWlaRLmW7a6eIkMsOZjFgbn3Lnbg8AC/B/wx8Q9A/aE+LnivX/AtzYeHvG9zYTaZftewOwNjb/ZyJIkYsolzvQ8nAIYIeKAOd+Fvgr46/s/WPj/QtM8DaZ4vk8X+KtT8SaHdWOppDbWbXO3Ed/5wSRQNiHMKy5G4ehoA5y6/ZS+JHwo+GHgK/wDg7f6PrXj/AMC+KL3xXdw3m6Cz1eW/jlhvIk3FjF+6l2oSf4Mn5jQB7r4X8X/GDxJqV3fah8LU8M6TYabIY7TU9ShkvdS1AhSio0DPHBCu11LsWZi6kKoU7gDlf2QfAvxL+GXw1uvBHxK8L2OlXMOs6jqVtNZ6ot4k6Xl3LcFThFKFPMC992M8dAAeteMrnxLZ+EtZu/BmnW2oa9BYzyaZaXMnlw3FyEJjjdv4VZsAntmgD538I/BDUJ/2jPDfxh8LfCofDKyXQL1fGMSXcQXWby5WIRW4gt3MZ8lo5HaYhd5ZeCRwAXfhH4Y+LP7M3hvV/hVpngHVPHuiRareX/hfUrG8tIVt7a5cy/ZrpLiZGQpM8nzRhwyndgH5aAMNf2WPHEH7JvjfwD9o0kfELxv4gk8e36wM/wBi/tk30F6tsrMSfL/0WKHdxwN3uQDW8f6X8d/i/r/wb1VPg2PD9p4P8V22v6+NU1y181CkEkDLbrCZPMQCeRwWKMdijaNxwAbl14J+K6/tlwfFiHwTYy+DYvB8nhL7cNZQXBMtzBdtcfZymcK8TRbN2SPnB/hoAPjj8Nvidp/xb8J/tFfBzT7fXdY0DTbnQdb8N3N6LRdW0uQmRRFMwKxyxy/MMjDZAJGKAIfHPgP4p/tOfBrX/DPj/wAGWPw31Rntb/wxs1s6hc2epW8jSJNcGONYwgdYsBS5Ks+cELQBr+C9Z/ax1i48O6H418EeD/DkVm6v4g1231c3wv0jGDHaWojUxNK2DukchF3cFttAHnvxw+Evjr48xf8ACIeJvgtp+neKbTWQ+ifEOzuYDBp1gl0rrN/rBdCcwoV8na0ZcqSygnaAfVcEbxQRxPKZGRApc9WIHU/WgCSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDzPQvhV4nX4tar8SPG3xCm8Q2ELMPCmiGxjgh0JZIwk7B1+aaRwCod/uq7gfeOQD0ygAoAKACgAoAKACgAoAx/GGn+IdW8KaxpfhLxAuha3d2M0Onao1styLK5ZCI5jE/wAsmxiG2ng4waAMX4U/D65+Hfhf+z9Z8TXfiXxBqE73+t65doscuo3jgBpPLTCRIqqiJGgCqiKAOCSAdlQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5B8e/2lvDf7O1kuteNfAfjW/wBE2RGTV9Isbee0hkkk8tYnLzo6uW28bcHcME84AO2+Hfjp/iFoJ15vBfibwyPNMa2mv2kdvcOuARIFSRxsOeDnseKAOpoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOF+N3xOm+Dfww134lp4UvfEMOgWr3tzaWlxDC6wIpZ5C0rAYUDJAyx7KelAHUeGtaj8SeHNK8RRQNCmqWUF6sbHJQSxhwpPcjdigDSoApa1fXWl6Nf6lY6XNqdzaWss8NlBJGkl06oWWJGkZUVmICgswUE8kDJoA4/wCBfxXtfjh8LNE+KFlolxpEOsm6AsriVZJITDcywEFl+U5MRPHrQB3tABQAUAFABQAUAFABQAUAFABQBzPj3x3pngPTrKa7QXGoazfJpWj2AkEb399IrskCs3C5WN2LHgKjE9KAK/w68V+M/FdjqE/jX4Z33gu5s71raC3utRtrz7XEFBE6NAxAQkkANhvlyQM0AddQAUANdiqMwUsQCQo6n2oA8t+F3xyl+K3hfxprWkeA9S0/UvB2sajoT6TfXUCy3F3ar9zzEZo03MQudxA65IoAv/s+fFmb44/CHQfijceHxokmsm7DWAuftHkmC6lgx5m1d2fK3dB1xzjNAHotABQAUAFABQB5n8dfi9q/wb0fQNbsfA0/iCz1bxBp2h3s8d6kC6ct3cxwJO4YFnG6QABQTkrnAJIAPTKACgDmdc8dWmheNfDPgiTQ9Yu7jxOt68V5a2vmWlmttGrsbmTP7sNuVU4OWOOKAOmoAKACgAoAKACgAoAz/EHiDRPCmiXviTxJqttpul6bC1xd3dzII4oY1GSzMeBQBxt38ZNI0X4U2/xV8UaTeaRa3hiFrYyfvJ5WuJxFaLhAcNMXiOCMr5mGwVNAEvw88T/F7WtZ1XT/AIkfC3TvDNnaJGbG/sfECajHesc7gF8qOSPaMcsoz29aAO9oAKACgAoAKACgAoAhvJ5LaznuYoGneKNnWJfvOQMhR7npQB+OHwx/4KC/tWeIP2ndJjvdeuJLDxB4httJm8KSWamG3ge5CGCNNu9ZVBK7/vk9c9AAfsrQAUAfK3/BTP8A5NK17/sL6P8A+l0VAHZ/tBfHjxh8CfDvgC98L/DIeL08UazYeH5VGprayQTXDRrCiIUPmNJmQA5UKyrnIbgAz9e/aB+Mng74w+F/hr4l+DekzxePrW+fw6dN8Q75obi1jWSSO9aSJERQhZi0XmY4ChzQBvfDH4zfEHVPi9rvwQ+LPgjRtG1/TdHt/EVjeaLqcl5Z3thLK8IP7yKN0dZYpAcjnHA7kA4/wF+0J+0X8Tm+Ill4a+B3hXT73wHrsuj7dU8VybbqSOMO0SeVbNlyGQhmKJ86+hwAa+m/tkeA9Z+BWn/GLTtKu/7Q1XV18L2nhuWVEujr7yeWtgXOFzu+YuOBHl8cEUAavij40+O/hJqHhGf4w+GdEj0DxTeW2jT6lot3LJ/ZOpz5EaTJKo8yBmwglUggnJQDmgDG8dftGfE/Qf2hLj4D+EPgxDr08vhU+ItLvX1tLdLgiURnzdynyow25f4mLAYADZABzHxY/aB/aQ8Ka18ENF0z4UaRZan47vZo9b0qfWULieGNma0jn2MqKVw/m4J4C8cmgD0S5+M3xIv75vh9oPw20q1+I8Gj/wBv3elalrbHTreyNw8Mf+lwwsZJZDGxVBGAuDuYcbgDBsv2rL/xB+yxrv7Q/hT4b3F1qfhu2vjqmgXV8kH2eey3C7xNgh402s4IAZlGMBuKAM3XP2nfi14T8GeCfiz4p+C+mWngvxJNpVrqRh19p9S05r7YqTmJYfKaISyIoHmbzkZCk4ABd/aB+Mvxs8CfHX4TfD/4beCdM1nSvFcuovdrcamltJfvBZzyNbBmRvJEaqs2/newVOBuyAe5+EtR8R6toFtf+LPDUegapJv8/T475bxYcMQuJVVQ2VAPQYzjtQB5T8VPjb4l0j4y+HfgL4CufC2neIdf0W61uO/8SGZ7dxFIiLbQxRMjSysDI33xtWNjhulAHBfHX49/tHeAPDPwj+wfDjR7HxF4u8Y2ug63anVEeIt9owkEEhU4juVVj5rDdGp5UMeADrPir+0F8Wvhlofgm/ufghZzar4t8VweGTpX/CSxsY/OUmKRZhFtJYqwIIGMZzzQBl/Fn47/ALR3wf8Ahf4r+KXij4N+DPsfhm4UraQ+KZpHu7Itt89G+zAKwJT5GAyCTnIAIB3Xxe+M3iL4SeLPB1te+DLPU/DPjHXtO8MRX0OpmO8tdQupHAZ4GiKtCEQHIk3E5G0DBIBU8QfFzxx4m+KOvfBz4MaXoMmqeFLGzvte1rW5JJLOxe68wwWoghZZJJnSMv8AfVVXk5JUMAeOfH39pT9o/wAEfAvRfEQ+HFn4P8W3Xju28K3rXNwJbaWHzCVubXKsTFOE25dSyKzEbiFagDuPiR8fPj38H5vCN348+FPgh9K8UeJ7DwyZtJ8U3M81vJdMwWTy5LKMMAEY43dceuaAOw8a/GTxf4K+PXgP4WXXg/TLjQPHovktdXj1Jxc28trb+bIj25i2kHK4YSdzxxyAcbrfxq/aWvPjL8Qvg/4D+Fvgy4m8O6JZazouo6hrMyQzJPJKiC4Cpu8x/KYLGoVVMTlpSGWgDq9Y+JPxk1IHwP4O8Gadp3jrT/D9rrWp3OsW1xNoXnSAh7O3uImQyyh165AVSCc5xQB5146+Mkfx5/4J9ePfiT/Yx0m5vfCWsW97ZeZ5iwXUKyRSqj4G5NyEqcdCKAPoP4W/8ky8I/8AYBsP/SdKAOB/aU/aJ0n4DaVoNkZ9Li17xdetp+lS6tOYtPtSq7pbm6ZTv8qNTnC8sxVQV3bgAc18FP2orX4m/EnxN8I7rXPDXiS50/STrWn694YjlWwntd4jaGVJZJGjuFZlOA7KVbqCOQDivgB8YdE+An/BPfSvit4gtJbu10NNUZLWI4e4nk1i5jiiBwdu6R0GccZzQBqfDX9qjxBqHj7wd4T1HxZ4V+IsPjB5k1KXwZps+zwtceWhhSaQyyCS3ZhInmOsbZ55AwADu/DXxi+LHj/xN8UPh54d8GeGNF1/wBqtrY291qOqT3dpdW9zC00U7JFEjhtnl5jDcFm+f5eQDjPBnx+/aL+K/wANNe8YeBPBHgjTdV8Fahqmj6xZ6lcXN0mp3lmoO2zMbR+Sr8AGUtgvjou5gDT8S/tm+HtE/Z58C/GVtJgsdS+I32a00mxv7sLa2l3KDue5m4It4trM7hclQOATwAS/Bn9qRfHnxf1H4O3fiDwf4sl/sUa7pmveFDKlmUVxHLa3EckkpjmVsMCrsGRhkKRyAc58P/jz+1n8WPB/xA1Lwj8Nfh3Yaz4K8Uajokdvd6ldXCXhtY1JtUVRH+9LOmJ2dEOceWv3gAWPin+0v8QtY/YhT9o34S6Pp+j6tqVjbXUkWozmYafHJMIpGjwmJnDkBdwUYJY9NpANjxx8fvjB8NfBnh6b4geFfA/hzVvFOt6V4e0vVH1q61DTY5bhXaa4u1FvA0KARgIocgtKNzoqliAet/Di7+Ks8mt2/wATI/DE8MN4p0TUtBEsUd9ZtGDukglkkMUgbIwJGUgjB4yQB/xh+Juj/Bv4Z+IPiZrsLT2uhWnnC3Rtr3MzMEhgU4PzSSuiDg8sOD0oA8e8VfEz9of4SeCj8ePibJ4XvPDNv5dxrnhHStPkF3pFjIwHmQ37zAXUsYKF1aGNWy+3bhaAOK/aZ8UePdR/aO/Zp1j4daPomsWF6+sahpsN9qclot3K1kpcSMkcgjCwsCjhXO5mBGOoB9beHrnXbzRbS68TaTaaXqkkYa6s7S9N3DC/91ZjHGZB05KL9KAPIvF3xY8c+LfjDf8AwD+Ds2k6XqWhaVBq/iHxJqlq97DpyzMRBbRWqPH5s0gBYl5UCoDgMTwAcv4p/aO+JXwP+Duq+IPjz4a0LT/E8XiNfC3hy7juTFpuuyzc2966gu1pEEEjyq7ZCwPg5KigCX4QftH6t4g+LFh8K9U8YeEviFbaxpEuoxeIvB1nIlpp15GzNJY3J86ZeY8GNyyM205TJBoAd+yR0+Oh/wCqreJP/Ri0AeafCL40P8Cv2BPBHi+AWkU99rVzo8V7fI72enm51m6Vrq5CYbyo03MQCMkKuRnIAPpD4SXXxjN9q9l8SdY8L+I9GEVtc6D4i0K2NqL1HDmVJYDLKEK/u9pVirKc5zwADc+K/wAR9P8AhN4C1Tx5qWjapq0WnKmLLTLczXM7u4RFVR6swyTwBknpQB5v4X+N/wARdK+P0PwL+Lfhvw/DP4j0qfW/Dl9oFxLKiwwuwlguhNhhIF2kOi7W5GBigDmNM+MP7UXjb4m/Fr4TeD/Dfw1tbvwHdWAsdUv7u9CNb3ccssIeFEbzJfLVckMiqwPDgjABf8Eftatbfs6eI/jJ8ZfDSaLq/grV77w/rel6dJ5ivqFvdfZxFAWbnc7KOWIHzHOBQBxn7RGnftGXHw48NeIvHfi7wdFpd5408Kyal4bsNGmEtkjava+WkV+07eeyyeVuJhQMC5BGACAfYNAHzL8fPiH+0j4e/aQ+Gfw/+FV94Oi0TxXpurTiDWUmIuLi0SMyiZ41LoqrPEU8vGW3buBQB0Gu/Fj4xeFfj18Hvhd4j07wodL8dabqTatc2BnaVNQs7N5pUh8zGICxiKlgWI3A44oAwP8AhePxb+IXxH+InhT4Tav4Ltb34a6pb2X/AAi+rWkzX+twskTyTi481Et0O6VYyqSZZMOUDKxAN3XPjj4/8R/Fnxh8IvhPB4Tt9Z8F6La30sHiP7QH1K9uVLxwQ+UyhIljU7psyEOQNmMtQAeJ/jb8VPCHxl+D3w/13wr4eg034k2l0moBJpZLvTr+2tvNmjRwRG8eWQBsZ4b2oAsaV8fPE037WviL9n7VtI0aDQdK8KxeJLbUkkkFwQzojLLuOwAEyHIHQLz1oA8P1X9v/wDtfQPEvj3wZr9hDHpd/t0LwrdeG7+4udatIG2zFr2FTDBJMd3lY3qgVd+S58sA9W8UftBeJ/FnxG0D4T/DXxF4e8GazrngxPGFk/izTZpJL95GKx2EcQki2OoV3lbLuoUFY2G4qAe4+Br7xbqPhLTLzx3o1rpXiCSAf2jaWk3mwRTAkN5b5JZDjIJ5wRnB4oA8a/aYltPF3xG+DPwN1BZjYeK/ENxr2pR5Hk3NnpESXBtpBzuEk8trlCpUosmSDtyAcr+38PiINA+FK+BH0BEPxG0cMNTaYZvN5+yD92p/c7hJ5n8Qwu0HmgDr9Y+Lnxn0/XfDPwWXSPA0/wAUPEVtc6rfS2V/PJpmiaPFMsYvHikVJ52YsUSPMYZ1fD4RqANbwp8WvFfhv4uwfAb4uSabe63rOnSav4c1zSrN7W21KCL/AI+Ipbd5JGgljYjGHdXVgQQcrQB5R4F+N37ZPxM1z4g6H4S8H/DJH8B+MH0WeS8v7tDcQIykxxKqEFtmSZHZfvABeOQD6+oAKACgAoAKACgDh7T4HfByw8bP8SbL4YeGYPFUkrTNrEemRC7MjD5n8zbu3HuetAHcUAFAHy3/AMFBdH8Y/EH4JXvwt8BfD/xL4h1nULzTr5HsLLfbJHDdo7q8pIAbahOOe3rQAv7Rlx4t8aeAfhVq/hf4WeM7658P/EDQtcvtMGmhLuO0sJhJM5VnCjIGEBYbifYkAG58X9O8T6n+018CPF2k+Ctfv9G8PLrj6reW9mTHZ/bbMQQiQkjB3j5hztHJoAmj03xMv7cdx4s/4Q3XT4euPh7a+HV1j7J/oYvYr26umUvn7vlyIA2MFztoA4T4D/FjR/AnxG+POj6r4a8V3ct18SbySzl0zQ7i+huZTbW6+QHhVhG4IXPm7FxIp3fe2gGV4V/Z4+Lml/AzTvFY0aOHxzpvxPuPipD4alkjBZHaSI6e0oYp5rW0jMGztWRlU5AJIB2f7RvhvxN+1B4d8G/DDw94L8QaNZ3WvWGu65qOtWTWkenWdszO8XffcMcKqIGXJyWUZNAFu+0zxJF+3VpXjCLwT4ifw1beAG8MNq62LG1W9a988Av/AHNnBfGA3FAFz9qLwx41n+IHwX+I/hfwff8AiLT/AAT4luLnWINP2vcxW89v5QlSM8yBT1C5PT6gAo/FDxL8VPGPxL8L6VJ4B8cwfCy50W4vrxdHDW2o32qFzFHZXZSRZLe38tvMyHQMcbmAUigDzD4M+A/iP4S/YP8AiP8AC6/+EPiSw8S6/L4i0jS9DREkkzqKNHbvvaTb5CeaN8jNwqMfmOMgHc/GPQPHPif9jnwp4N0T4c+I7nxIh8PibSBBGtxCdOu7eW4Dkv5a5W2k2HfhyUAPzCgDc+Osfi64+KHwH+M3hz4f69rOj+G9R1N9YtLe2IvrOG906S3V2gPzEoXJKgdVxkZBoA+gdF1Qa1pdvqg0+9sRcpvEF7D5UyD0dMnafY80AeF/tDaF4X8e66/gj4m/BHX9f0YaUbrQvFHh+2a4vNOvmLxyorJh7eQAxujAsjYbfjADAHlHiv4Y/HnS/wBnz4Ez+ItH1rxj4j+H/jnTNf1e1LxSagmnxTyeWjbCwlkjiaJWKljwTzgmgD0X9oa68VfEGH4Va54Q+F/jC/g8OeOdP8S6kjWMcE0FlbeYJD5csiszncCqAEkfhkA7T9qXwHr/AMY/2bPGngvwlaSNq2uaPusraZRG7yArIsRDEBWO3byeCeaAPPPjvL8Tfir4S+C2uaJ8H/EJvNJ8d6V4k8Q6cxhjuNNjsmYTIBI6rLlnOwhsMqg96AH6rN8U/wBnz9oDxx49sfht4k8f+AfiXFZag8PhyC2l1DSdWtoEtiGjlki3RSRIhzuOCgwB82QBn7UnhD4l/Hz9n7TtR0v4b6ppGs6F4s07xFD4euLi2lv7qytpjkfJJ5STGOQv5e9sFNu4k5oAu/tJaL43+Ovwg0bxH4A8B69bat4M8baZ4itNG1e3itrnVobSTEnlqZf3YKzOy+aUY+URtAZWIBl+NLv4vfEv9oT4KeNNM/Z/8XaT4e8J3eqnVrjWLrTYpYRdQJCHCRXUuUUAseQxwQoJoA6vwU/jJf2sfG3ia++Fvimx8Pa5oOl6JZ6xcJa/ZmmsZb13kIWdpBG4uEEZKZJB3BOMgFb4zD4w3Xxt0S3f4c6/4q+GUWhz+XaeHtQt4GuNYlby/wDiYedPB/o6RE7QrMuXLEMVAUA8u+H/AMJ/in4c/wCCefi34P6h8M9Vt/F2oW+s6faaNE8Dsxu5nMTK4k2eWFkBJLA4U4BOAQD6x+Fsd/B8NfC1rqml3Wm3tto9pb3FpdBRLBKkSqyNtLLkFT0JHvQB5X+014E+JkviT4ffG74Q6Mmv+Ifh5fXYuNBeeOH+0tNvIhHcpG8gwJVCoV5GeepwCAdL4W+I3xO8Y6pqd3efBnWfCfhjTdKkdl1uS3bVtRvjkrHbQ200sflqqnLSSKWZ0CrgMQAeJ+BvgX8SPFX7B0XwYvtAuPDHjTSruW+tLbVgnlSXUOrNqFuGaN2Bif8AdoTkEEt0xmgD1j4cfFD47eL7vQdD8TfAS88HXsJL+J9R1K8t5NP2oCpTTzBK8kzu5UgyKiqgYksdoIBh/s/WPjaL46/G/wAV+Jvh1r3h7TPFOo6bc6NcXyxFbuG0tvszMNjsUZiocKwB2sO4IABgfs3aL49+Hfwg+K6eI/htr9rqep+LNc1rStOkjjMt/Fdqv2dUKMwUll2sWwFzk8c0AcRoPwe+OOi/s0fA7xD4Q8GXMPxG+DV6ZZvDeoyQRHUbaUSW95EjsWjy8ErFW3AgbsfOFFAH0N4H+J3xE8ZeJSJ/gZ4g8H+HrDTnnvrrX2theXN0f9XBaQ200odQAxZ3Zf4QFyc0Aeefss2XxM+HPhr4ral46+D/AIi06bWvF+oeM9LsIbizuLm8trxUC26hZtizr5PzK7KPnXmgDjPDvwd+Luqf8E9NU+AF/wCArnR/HGi6b/Z8djeXUDRX7xXCXCtBPEzoVdQUGSMOCDhcMQD07UPGuu/EHwRo3h/xz+yp4rutCvb200zxBY61Dp83lQtE5a7hhjuZGljilSPdlVfa4ZFZgVABJ+yb8M/EHw20/wAa276VqmgeD9Q14y+EfD2p3rXNzpljHCkTFizP5ayyI8ix7jtVlHHSgDs/2ivhTd/Gz4NeI/htputHSNQ1KO3nsL7+GC8triO5t2bg/J5sKbsAnbnHNAHjfxW1H42/Hn4PXfwEm+BXiTw54i8SWtvpmt65qc1k2iWSAobmeKWG4eWYfKTGojBbIB28mgBfi14D8V+FPiz+zgfBnw+8QeIvD/w2W+tdUu7GNGW3gntYrWN/ncMxXYzsoydo4ySBQB9V0AfMXjjw18Yfgl8f/EPx0+HHge8+IXhvx7plnY65oFhcQwX1ne2gK29xGZSFeIo8ikA5BbPToAXvjZ4N+M/xq+EegeKbDwFp+heNvB3iqz8XaJ4avtTjuEvBBG8f2e6mULHE7LcTcKzKCseW5YAA7T4Y/Ez4i+N9Usre++BOs+BdPgsjPrU2uNArNclcJDZiB3MoDZLO4T5cYGTQBxv7Mml+NfDemfGe71v4d6/YXOr+ONa8RaRZ3ccMMmo21yS0Cxs0mwO2zaQ7KFLLuIBzQBy/wq0D4t/Cn9lXwz8P/Gv7PUniU2mq3lh4k8Oi7srya40y6uZ5xcW4WUxS7WmjVo3ZTwx4GGoA6L9k74U+IfAPiz4ieINP8Na34K+HviK8trjw74Q1aeJpbKYR/wClTrDE8iW0buVVYw+cJyAAuQD1P496h8VtK+EXiW/+CWl2uo+M4bNm0y3uMYLZG4oCQrSBdxVWOCwAOc4IB8u/Dr4ffEYftV/C/wCJz/BjxxZaZF4XvdN8QeIfEmoRXF7PfNEUMk6i4kMcYMahAAmQ+QoFAHrHwQ8P/EjSv2h/jH4/8S/DLVtG0Hx3Ho8+j3FxeWUjv9ht3hZJI4pmaJn8wMobAwCCQeKAPM4/2a/iF8WvgR8YvhX438F3XhDW9f8AG+peN/Dk13fW1xbSPc3clxbo720knK7SkikcCRWGewB0vxW8QftBfFv4UaF4V079mjxFB4hsdf0S+10XeraZa2ifYLyG6l+ySPckzq5g2qcKAGyTxggH1jQB8/8A7RXh7xzp/wAWfhF8afCXgjUfFtj4Km1iw1fTNLeMXqwahFbqtxEsjKsgjNv8y7gTvBHANAGB4th+MHjr4/8AwY+Ix+A/iLSdJ8FvrA1prrVNMdoVv7f7PG0YiuWMgTAdwBkA4wT1AOR+P3w91/4z6nqenWvwB8SeHvippWsLH4Y+IGjG2hs/ssMoeCee6aVXMYjZy8DIxLrhOStAGx+0t4Cl+Ktn4r0DVPgR4hvPHOhWkMHgHxho5EL3NxNAArvdI6+RHFcMxljlIQoAQCegBvfFb4UfGeSX4FfEnRbO18Z+KfhdJKuu6c18lq+qLdWiQXE0M8u1PMVk3BX2htx5GMEAqeDfh78ZfFX7W+r/ABj8d/DpfDXhK/8AAi+HLeKTVbS4uklM3mOri3Lc/e5yygFcMeVABB8H9E/aT/Zz8H6l8GNI+EcPjjR9HvLkeD9eg12ztYvsc0ryRx30UrrKrRs/zGJHyCduSBkAl+OHhzUviAJfh78a/wBni+8bCTRoDovijwfbxeZZ6hKmy5VXuZVazKyqrK+5lKMu7OGFAHsP7Pfhnx74O+Cng7wx8T9XfUvFOnaXFDqdw8olbzQPuFwTvKjCbsnO3OTmgDgf2n4IfBnjD4WftDXcF1Np3w/1e7sNZ8lN4ttL1OJIJrsqBkiGSK3ckdI/N4JxgAX9rrwz8RPG3hvwD/wq/wACT+LLjRfGml+JrhIdQtbVBbWpZiN88i5Z94C7QRwc44yAJ8Q/CXjrwz8evDH7SvhXwtqmt2U/hh/Cvinw9bG3a/t7USSXVvcQKXCSSJNI0ciLIcq4K528gGRZ+CPGXxo/ac8KfHXV/BOqeEvDHw80a8s9Og1hUj1HU766BVz5KOwiijUDDM2WLcDGSAC3+yt4T+JnhPxx8Xr/AMefDXUvDtn4z8V3HiTS7i4vrKdWhcKgicQTOyycbum3GfmzwQD6NoAKACgAoAKACgAoAKACgAoAKACgBshdY2aJA7hSVUnAJ7DPagDxf9n/AOHHxI+H3iv4l6h4ysNCTT/Gvie48SWb2GoyTywmRI4/JkRoUHCxBtwY8kjHGSAe1UAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAFTV9J0zX9KvdC1qwgvtP1G3ktLu1nQPHPDIpV43U8MrKSCD1BoAoeDfClh4H8Maf4S0q7vbix0uMwWrXk3mypCGJSMvgFgikIpOW2qu4scsQDaoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAON+JHxQ0j4YwaTc6zomu30Or6jb6akum2DXEdtJNLHEjzuPliTdIvzMeecZPFAHZUAFABQAUAFABQB534D+OfhD4i+L/HfgnQbHWo9S+Hk8FtqyXdg0O6SUSlPJB+aQEQkhgMMGUjOaALPwe+MvhH43+Hb7xP4Mi1KOz0/VLjSJl1C0a2mW4gwJAY2+ZcE4wwByDxQB3dAHH+M/ih4d8C+KPBvhLWYrtr3xxqUul6aYYwyLNHA8zGQkjauyNuQDzigDsKACgAoAKACgDmNP+I3hPU/iDq3wvtb6Q+IdFsLbU7q3aBwot52ZUZXxtblSCM5GRQB09ABQAUAFAHnnwv+NGi/FLxD418M6d4e1vSb3wJqiaTqMeqQLEXlaPzA0YDHKFSGDdGDAjIOaAPQ6ACgAoAKACgAoAKAPPPix8adC+EOo+DLDXtB1u9Xxv4htPDVpc2ECPDa3dzKkcRuGZl2KS5OQDwjDrgEAfN8Z9Ag+N1r8CJtE1lNavNDm1+G9a3UWMltHIkbBZN2WfdJggLxjnGRkA9AoAKACgAoA8+8ZfGfQfBHxN8FfC7VdC1yW+8dyXEOm38FqrWKPDDJLIkspYbW2x5C4JO4EZAYgAfB8Y9Cm+N03wIbQ9ah1qLw8/iVL6W2VbGe1WaGEiOTdlnDzgEbeNjZxldwB31AHP8Ag/xto3jW3v5NMW5t7nSr6bTr+yu4jFcWs8bdHQ8gOpWRG6PHIjAkMKAOgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA4D4o/Fq0+Hl1oXhvTNDn8Q+LPFVybbRdFt5RC1wE2meZ5WBWKGJDvdyDxgAEkCgDmNN/aMuG0rxxHrXwp8Sf8JV8Pnt21jw1o0ttqF09rcKz29zbuzxJMjpHIduQ42MNueKAKnh39rLwr4w8N/DvxL4U+HPjrVY/iS94un2tvaWYuLFLafyZpbtWuQI4wxzuQvgYzgkAgB8VP2p9D+HFlq3iLSvBmr+LfDXhG+aw8Y6tpUsIXQpAYsqYpGV7h1WdHZY87V5J7UAafxg/aO0f4P6/wCAdEvfAfivXI/iBqsGlWV/pVoktvbSSdBKC4k3bcvtVDlEc5yuCAc9/wANWalpvxM/4VX4p+A/jTTNZ1XTpdT8MwxTWd0+sRRybWVtkuy1cAhj5rhQA25gdoYA3/hN+0HN8QvE/iz4e+KPhprvg7xj4Pt7e9u9Iu7i3uhc204fypLeaJysmShBztALLgnnABw3hf8AbL8ReOPDfiXxP4S/Zf8AiNeWvhLV7vTdVEs+nQPGlszCbZG9x5ktwu35oUUgN8vmE4yAdT47+I3hP4t/s+aP8RPBGofbdF1zVtAuLaQjDD/ibWysjr/C6sGVh2KkUAdh8Qvi1D4Q8TaD4A8P6BN4j8XeIi0ttpcM6wLBZIQJr24lYERwoSoyAzMzKqqT0AHfCP4sR/E+11y01Dwze+GvEXhfUm0rW9Gu5o5ntJ9iyxlZYyUkR4pI3VlPRsdqAO+oA87+Jvxam8F69oHgLwv4UufE3jDxStxJpunpOlvbwwQbPOurqds+VCm9RlVdmZlVVJYUAcZN+1CfA3hb4ga58cPh/qXhOf4eGE3L2Za9sdWWcfuDYXDJGJWZsIVcJsZhu2jJABR8Jfta6TqHxG8HfDzxVF4XhuPHdjLJpsmheJIdUNrfRIHks7tUVfLbY3yOpZWZWXjrQBV+A/8Aydv+0r/108Jf+kE9AGD8CfG1z8N/hl8dPHcHhq716LRPiv4vvbuys5USc2qX7GZ4/MIVmRAz7SRu2kA5xQB3nxB/al07wJ8J9B+O0Xw28Saz4G1TTYdWv720ltFutMt5gnlb7eSZTIx8wAhGIXByaAMn9pHn44/s4/8AY46h/wCmq4oA7Dxb8a9XT4jz/CD4X+B38T+KNPsYNT1Sa7vPsWl6bbzGQRLPcKkj+bJ5TbEWJsgEkgA0AZtt+0/4XsfA/j3xD4z0W80LXfhjDJL4l0FpFkmiAUtC8MnCyxTKAY5OM5IIBBFAGr4E+Kvj7WNbW18ffDKDw/o17ov9u6frdjrSalZ+UCN0FxIsarFMEZH+UvGwLbJH2nAB49eft7+HbfwbefGSG28OT+ArfUxYQWq62g8QXVuLkQNepZ4wqZ3ssTsrlVDErnFAH1fZXltqFnBqFlMs1vcxLNFIvR0YAqw9iCDQB5d4Y+N9r4h+N3jb4N/8IFqNjrPhLTLfUlvZZYTHqdvKcRGIg5UE5Hz4wQc4oA888G/tV/Fn4ieC/F3ivwl+zVfrL4N1fUtMvLPUvEEEDzNZnEkUIRHZ7jIZShVUyuBIxoA9t+E3xI0b4v8Aw28O/E3w/BPBYeIrFL2GKcYkizkMje6sCMjg4yOKAOG/aN/aC1j4DN4LXTPhbqfi/wD4TDXodAQ2d5FB5FxKQI0+f7zv820cL8hyy8ZAG6f+0HqulfGjSPgr8UPAB8Nah4rtbq98NX9tqS3trqC2+DJCzeWhjnVDuKAMoGMMcigDkPg/4k0Xwf8AGD9qLxX4jvls9L0jXtLvby4ZSwihj0aBnbABJwAeAM0Aben/ALU4m8WeAIdQ8EPB4N+KVy9r4V8QRXjvJM3lGSI3Nq0KtAJQPk+Zj8wLBRnABf8AEP7Sep6V8atW+BWjfBbxVruvWWhrr9nNa3VjFbXtqXRCweaZPLAkYod3O5eAQQaALnwc/aDm+Luh+Mo4/h1q+ieMPA13Jp2p+Gr25g843YhEkaRzBvLKSE4WQkL/ABdOaAOV/ZY/aE+L3xr8OafrnjH4KXOmWOo6hqUR1u11ayeyto4ZZVSMxeb9oZg0YiJEZBb5+FPAB7b498beH/ht4M1rx74qvBbaToNlLfXcmRnYi52rkgFicKBnkkCgDyK0+Nnxw2+D/GN58EoLnwf4zu7S1WDTL+W41jR4rkBoru7j8oReUB98I52b15bBJAIPE37WVnbar41tfBPhzSdas/AMjWuqT6h4jh0uW5vIxvuLe0ikRjK0aYyzGNWdgoJ5IAOa/aQ8beH/AIk+AP2f/H3hW6NzpHiD4peDdQs5CNrGKS6DAMP4WGcEHkEEHpQBveJv+T9vA3/ZNda/9L7WgD37Vrm/s9MurvTNNOoXUMTPFaiVYjOwGdgZvlBPQZwM4yQOaAPANK/bK0TU/gJ4o/aAb4b+ILfS/CepTadf6VLPbjUIzC6xzM6FwibXbG3cSQM+1AHcXvxsvW1f4f6D4d8C3OtXnjzT21YPBfxLbabZx+QZpZpOSQBcIE2qQ74XK5yADjPEv7WD6GfD/jOw8EDUvhvrniYeE11yK/C3hunk8lLhLVkAa385ZEzvDkLvC4xuAHftCf8AJwP7OP8A2M+sf+miegCW8/5P00f/ALJHqf8A6eLGgCHw9+0T8RvHV7deJ/h58OdG8Q+CdL8Ty+GdRS11lzrkXlXBglvPs3leWEU/OIi+9kG7gEYALXjeCf4cftTeAvF+jFo9O+J1teeFtfgEp2S3ttAbuwuPL6FxHFeRlz0UqO9AHvVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHyZ+1t4T0XTvjH8Pvi98R/htJ47+Hdpp954e1yzXS21D+x5J5I5IdQMIByuU8tmC5APGSQKANrwB8Qf2bfhxZeL/H3wt+EQ0PwxpGnx/bfEOneHmtG1G53ZSwt4DGtxMwyCSE2AkZPBIAPI/gjcn9mv9pp7bxdbRzaJ8bNObxDZXFpp0oTwxdXE7y/2e5wxWGQlRuO0GRQSq8mgCh+0r8SvEHxB0D9oL4VaZZ33hldEt9ll4b0Lw+02o+J5W2GXU7mUQti1wipuTacKd8n3VIB6b+0B8UvCC2X7N3i3z9QbT/+Etstbl2aZcvLBYjT7mFppYlQvGFknjUhgDycA4OADT+I+uadF+3h8JJi8zwjwpq1sZoraSSJJbgr5Cs6qVXfsbGSOn0oAk8B61p7/t+fEmBTcH7T4O0mzhk+zS+U88EjvNGJNuzcqyISM98dQaAOd/Z3+Pnwk+Htv8aNE8ZeLbXT9Tsfil4tuBp86sJ71WvpGVbaPGbljjbtjDEEgEDIyAZ3hf8A4s9+xd4V0j4h6XceG9Q1XxXHqkGkGzle4toJNf8At3lvFGhKGO3OWGMKRt6kAgFn9oLw74Ch/aK8LfGH4u/Dw+Nvhh4o8KxaGl2+kTX0egXi3DTRXEkQUsiTJMELBcgpyOKAO98C+Nvg58NPAPxA8d/Ar4D6kNA0VLaTfoGifZ5vENyAwaOCFgsrLBvXc7KFG+Tbna1AHs3wy8faT8U/h74e+I2hQzQ2HiPTodQhhn2+bEJFB8t9pIDKcqQDwQaAPB/jVLrPwZ/af8P/ALSV/wCF77W/BV94Qfwbrk+mafJeXmitHczXcN15cYLtC5k8t8L8u1TzwCAJ8db++/ad+AV5rPwi8E6pqdz4c1bS/EelWPiTRXtLbX2tJ1mNsIbgo8kbKpVtwUNuwpOcgA0Php4l+HOq+JvC6eA/2S7zw54guMy6te3vg1dHj0GIR4lxdvConkLNsVYS28FiSFGaAMn4E+KtEi/an/aA1aeeeCx1yPQrvTLqa0mjhvYbG2nhunidlCuscnykgnPbIoAz/wBn2L/hNfhf8fvBGk+bDq3ibxT4t1LTYr62mtvOstTeU2VyPMQExSKwYEA8EZHIoA848c+Oh4r/AOCezfBvQvB3i++8d2WhWPhq80G08PXk1xaXcDqjmQrHsVP3DsG3YIK4ySKAPefj5Be6v8TP2ffGFlpl+dI03xNdX1/cvayItjDLpkyRtPuAMOXdEw+DuYL14oAydK1n/hQH7SPxS134iaUbPwn8SV0vWdK8R2+nSzBbm1tktZrG5eIMVICrLECAPnmwSTgAHEW0UOvfEL45ftH+KPh94g1f4Ya1o2m+GY9KktD5mtWkLBbnUI7ZiHeJEYtGcb3XftGeKALvwM8ItZfELXvh78E/H+t6x8GL/wAHXFqlnqtrdyRaBqRZY4oba4nUGQMkksjR5JUbc8FaAMf9nU2HwO8H2XgDxJ+ybeD4seE86Ppmp6X4ZSSLXidyR3Y1YRiOBHB/eNNIpVSThvu0AfbFu0728T3USxzMimREbcqtjkA4GQD3wKAPmHwRf3cf7cXxQ8U3PhrxFb6L/wAIdp9hBqMuj3Itrqa2kZ5lhkCYcgOAAOWIO0GgB/7Luu3+j+A/i3qnifwP4u0H7X4x13xXbW9/ok4uLjT9RnkntmijQM0km3IaNcujDBAypIB0/wCxFBq2jfs3+E/BPiTw5rGha74Vt20vU7HU7J7d0mV2YFCw2yIVdSHQkckHBBAAOc/br1y38M6J8IPEN5a3lzBpvxY8P3UsNnA088iIZmIjjXl2wOFHJPFAFrxN4wh+N/xv+FMXw10nUdU0HwVql54h1zxA1pJBZW5awubWG1VpFUyTM05YhQdoQZ+9wAUfglrmpWXxa+P+vWfhLX3bxHeW2ueHkvdHu7SLU4rbT47dlWSWMKpM8bIFOGI+YAqQSAeOXmv/ABB+Jmt/s/8AxI8WeHviBea1YeNBfeJ7YeGb+103w9vgVRbQQmIF4wcESlpiCXzIAQoAPabHUVuP2/p9Yi0/VTph+HL+HhqB0y4FodRTURO1uJynllhGjH72MjGc8UAXvgVqKy/tQfH2V9P1S2i1m/0e506a7024t4ryK0023tbh4nkRVkCTKVypOchhlSCQDP8A2Kddn8I+A0+CXjDwv4l0bxXo+s6wZornQ7v7I8TXcsySrerGbYqyuMfveTwOoyAek/tQfCnWPjb8B/F3wy8Pahb2WqaxaxmyluAfK8+GaOZFfHRWaMKTg4DZwcYoA5D4RftLeKvGF1pPgLxF+z98StL8VW8UNvrtzc6XBDpVrMFxNKt00oV48hiuxSW4AHIoA8b+H3hz4ZfCDX/HfgD9oL9m6HXLiDX9R1jw94ni8ANrP9uWd3M06RNLFDMVmRpGT94UUKFHBUkgHXftDalcSeAvghDH8M9V8PyaP438PeJrzQNI0ia9XRdIs7pTJv8AskTRoY0ZP3S853BA4QmgDe8R65BJ+214M8TRaXrsmj2/gy90CXUE0S8a1jv7q4t54ImlEWwbo0YlidqkbWKtxQB9M0AfHY/Zt8cXnx5+JHwxutGtP+FEePzH4v1ZlEsMr6m4Eb2MTxyqAryJ58nyN8qqCV3AMAdV+xd8PfiXoWh3et/FywhgvtAhPgfw2Xjf7Q2jWE7qLiQu7NvnkGWICBxDEwXbsNAHivxo8Q/Ej4neBBqnijwP44j8Q+DfihYTz+HNO0W5Wx07R4bwrDKhUGO9d0QMXR5MM5IWNSKAPbf2iPENrF8dvgbqC6Zrs9p4a1i81HV7i10S8uIrGC6sZreBpHjiZQTKwUrnKg7mCr81AE2oeIbSL9ujS9TfT9aOnReAr3wu9+ui3jWg1OW/s7pIPPEXlcwxu2/dsBG0sG+WgDyPV9Nt9e+I2jeMv2dfDHjz4efFm/8AFsQ8Y6QdLvk0S8s1lMV3PeSSItnIgQNJHJGxkYycJub5QD3b4qXR8YftLfCPwHpCiWXwk2peNdZlUMfskH2WSxto2+XbmZ7qYj5sj7OflIYEAHu9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADPKj8zzvLXzNu3fjnHpn0oAfQAUARzyNDDJKkLysilhGmNzkDoMkDJ9zQB4b+zB4Q8Z+FYvHdt488B3GjPrHjfW/FGnTT3FtOGt767eZEzFIxWRVK7s4GTwTQB7tQAUAZ3iPTb3WfD2p6RpuqPpl3fWc1tBepHva2kdCqyhcjcVJDYyM46igCp4I8GaB8PPCOk+CPC1obbStFtUtLWMsWbao+8zHlmJyzMeSSSetAG5QAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHgn7VXgj4n+OpfhwPhx4NttaPhLxppviy8a51WKzRo7QufIUsGJd9/wB7bgY79KAPd7d5ZbeKWaAwSOis8ZYMUYjlcjg46ZFAElABQAmBQAtABQAUAFABQAUAFABQAUAFABQAUAFABQBxnw++G1r4KvNe8RX+oDWPEvie7+06rqzW4heaOMstrAqAnZFDEwRVBwSXc/NI1AHZ0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAMmmht4nuLiVIoo1Lu7sFVVAySSegAoA86uP2jfghbTzRP8R9JdLd2jmuYWaW2iZTh906KYlC4O4lsLg5xQB3Wj63oviGwTVNA1ey1KzkJCXFpOs0bEdQGUkcUAXqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCnrGsaX4f0u61vW7+CysLKJp7i4mcKkSKMliTQBy3w9+Mfw/8AijqfiHR/BmrXN1e+FbmO01WC4sLi1e3kcMUGJkUsCEYgjIxg9xQB2tABQAUAFAHn3hj4+fCfxhpfinW9A8WRz2Pgu7ksdcne3miW0mQZYHeoLADuuRQB0fgTxz4Y+JXhHTPHXgvUxqGiaxD9osrkRvH5seSM7XAYcg9QKAN6gAoAKACgAoAKACgDh/Fnxj8E+CvH/hT4aa9Pfx634zeaPSVjspHgkaJC7hpgNinAJxnPTjkUAOi+MXgSf4sy/BKLUbk+LYNLOsSWrWcqxi0BRRIJSoRsmQD5SeQwOCpFAHbUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHFfDr4xeAfite+JdP8EatNez+EdTbR9WWS0lg8m7UZZB5ijdj1GRQB2tAHP+PvHfhv4ZeENT8deL7me20fR4ftF5NBay3Dxx5ALeXErMQM8kDgZJwBmgC74Y8R6T4x8NaT4u0C4a40vW7GDUbKVo2QyQTRrJGxVgCuVYHBAI70AVdR8c+D9I8UaX4J1PxHYW2va1HLNp2nSTBZ7pIxl2RerBR1oA3aAKOu61p/hvRb7xBq0kiWWm28l1cNHC8rLGilmIRAWY4B4AJPagDL+Hvj/wALfFLwZpfj/wAE6g99oesxGazuHgeEyIHZSSkgDLyp6gUAdFQAUAQ3d3bWFpNfXkyQ29vG0ssjnCoijLMT6AAmgDM8HeMvDHxB8M2HjLwZrVtq2i6pGZbS8t23RyqGKkg+zKQfcGgDZoAKAOC1L40eDtL+MWjfA6eLVW8Sa3plxq0DLZMLRLeHG4tM2FZiSQFTcRj5tuVyAd7QAUAFABQAUAQ3t3b6fZz392+yC2iaaRsE4RQSTgcngUAfnF4B/wCCtt/4v+O1p4Mn+GNkngvW9Ug0rTbiGeQajEZJhGJ5dx8twQwPlhVI/vGgD9I6ACgD5F/bI8Zan4x+L/wm/ZHstSutL0n4jXc174murdiklxpcCszWasDwJhHIr5B429QWFAH1ZpGh6PoGjWfh3RdNtrLTNPto7O1tIYwsUMCKFSNVHAUKAAPQUAcX4J8AeBfgFoni6+02/j0jw1e6pc+JJbeUrFZ6Srwx+esQGFji3RvLtAABkagDA0T9qX4bazqtjbvp/ibTdE1m4S10XxNqGkSQaNqsz52LBcE8b8EI0iornAQtuXIAvjb9qDwH4G+K6fBe78OeMdU8Tz6NLrVtDpWiSXMdyiBj5UbgjMh24yQI1LDe684AMTTf2w/CGtXPiTw5pfwv+JsnjLwxFDPdeFX8NSC/aOZVMUm9Ga3RGDcF5VOFbCnGCAdX8N/2h/A/xQ+GOs/FDw9Y61FbeHZb221bSrq0CajaXVoCZrd4txHmYxgbudw6c4AOJsf22fh9qPwus/jVa/Dz4iN4HnkKXWs/2PD5enhZSjSTR+f5pjXG4yRJIgBxneCgAPQPHfx48C+CdJ8O3lvNceItR8ZssXhfS9HQT3GsOybwYzkRpGFIZpZGSNR1bkAgEfgP436f4o8S3vgHxX4U1fwT4wsbRdQOiau9vLJc2ZJAntpbaSSKdQRhgjFkbhgOMgHC6d+2/wDCXXvD/iDxF4U8M/EDxBF4Z1G8sNQh0/wxO0sS2wBluG37VSMBgQHZZDz+7yrAAHo7fHL4Zn4RRfHK38QrceELmxS/truOJ986uQqRpEQHMrORGIyA287cZoAx/Cvx2bU/GeheBfG3w91zwXqfirTn1DQ11Oa3kF6Yo1knt8ROzRTxo25kkC8K2M7TQBgx/th/C7UNe8Y+FfDWg+OPEGt+Cb6Owv8AT9M8NXMk0sjBiWiDBRsXY+WcoDgFdwZCwBo3X7TngrUP2etV/aI+H+mar4q0nTLS4nbT7a3aG8WWBik0UsbgGIxlWLkggKpYblIJAOd+Gn7XVh4j+FUXxI+IXw08Z+Era08Owa3fX95pHl6dcO6piOykMhaYyNIvlLgFgyjrQB3Xw++M114v8W3XgbxN8MvE/gzWYbBdVt49VNrLDd2pcJvimtpZELKxG5Cdy5GetAHpVAFXU9SsNG0661fVbuO1srKF7i4nlbCRRopZmY9gACaAPFrT9rHwvNp9n41v/AnizSvh1qN2lla+NdQt4YLFmkk8uKZ4Gk+1RW8jlQs0kKoN6lioyQAcL+3f8UP+EX0n4WaBaaDr+sWeveOtIubwaXp5uoLu1gkMott33XkkcRskYOW8onp1APpDwXr9v4t0G38UxeGtW0OTUV3PaavY/Zb1NpKgSx5JB44yTwRQBu0AeefEb4y6f4G8Q6R4H0bwxq3i7xdrcct1a6FpBhWZLSL/AFl1NJO8cMMQYqgLuNzMAoJzgAw9K/ac8B3Hw/8AEnjvxHp2r+G5PCWqy6Dqmk6lAovF1NFQrawiNmS4eTzIxH5TMHLjBoA1fDXxrt9T8f2fwz8WeC9a8Ja9qukf21pUWovBLHfQptFwiSQSOolhLoHQkH5gV3LhiAea/sr/APJWv2jz/wBT8v8A6RRUAbX7CH/Jonww/wCwKv8A6MegD2fxNrf/AAjXhzVfEX9mX2pf2XZTXn2OwhM1zc+Whby4kHLyNjCr3JAoA8L/AGc/2uV+OGg6VqWr/Cfxt4cOpm/m/tKfRpf7FhggkmKlr4nZnZGFY4A8zIAHFAHSTftK6OPBGofFWw8D+INQ8C6ddTRvrtr9ndZbOI7ZL+GHzBLLbBgwDIpZwNyKyEMQD1fR9X0vxBpNnruiX8N7p+oQR3VrcwuGjmidQyOpHUEEEUAY/wARfiF4W+Fng/UPHPjG9e20zTlUv5UTSyyyMwSOKONfmeR3ZVVR1JFAHM6V8akk8ceHfAHivwJr3hjUvFlhc32km/e2kjlNuA00DGGV9kyoQ+09VzgkqwUAwNc/al8JaTpniHxdZ+F9e1fwX4U1BdP1fxPYJDJZwkECeWNfMEs8UDELK8SNg7gN2x9oBxv7RV5a6h+0J+zFfWNxHcW1zr2rTQzRMGSRG08FWUjggggg0Aa2t/8AJ+nhf/sl+pf+nKCgD6FoAKAPF9d/aQaG18V6z4J+GOv+K9D8D3NzZa5qNtNb26rcWwDXEVtHK4kuGjUjJACk5VWZgwABPd/tL+Fby48H6J4G8O634m8Q+ONIOu6ZpcVv9laGwAXM90821bdcsF+bJLcAHIyAbHhX412niG78UeGL7wlqul+MvCdqLy78NSyQyXV1A0e6Ka1dX8uaOQ5jD7gA4KttIIoA8wsf21J9d+GifGDwx+z34+1DwlbrdzapfySWFsbKG2kdZn8qScSylQhJCIe6gkgigDov2iP2jrz4bfs2H48/DHw4fFFvqVnY3enSuwhhit7wJ5N1KkhVyv7yP5ANxLqCFG4gA6SP46HTdKS58dfDjxD4T1O+uI7HR9I1C5sJbrWbx1ZvItRBcOpYbTkuUUD5iQoJABa+Fvxt0n4j3vinQNQ8Pal4W8ReCriK31vSdVaLzLcSxebHMrxuyvC65KuCAdp4FAHDan+1zZ2vhK9+Kuj/AAt8R6z8OLK9+xjxHaSwBrlRMIDPBaOwlli847QwAJALAEUAJ49/aR8ceF/2h9B+EOgfBrWvEWlaj4auddlurG4tFuZtrxIpiSeaNQiF9r7yGLOu0EKSQD3PQtRutX0e01O90a80me5iEkljeGMz25P8DmNnTcP9liPegC/QB4r8R/2ntD8E6d4n13w74S1LxhpHgO6+yeLLvSriAf2VIAjSKEdg07xpJudU+7ggncCAAL8X/wBqLwz8KvAfgz4jWfhLxB4q0XxxeWNrp82kwrlVu0DwO6yFWG9WG1cZJ4OKAJbT9otrT4r+GvhV44+GPiHwrceNLWe48P3t5PbTxXLwRiSWCQQSOYZVU5wSQfWgDd8Y/GMaN4w/4Vz4K8Hal4y8UR2Q1G8srGeCCHT7csAjXM8zKkbSfNsTlm2scbQWAB5B+xjqWrav8Rv2hNR1zw/Nod/N46jM+nyzxzNAws4xgvGSrdM5B6GgD6moA8s/an/5Ns+J3/Yq6l/6TvQB5V8H/wBoHVfhx+zX8MfFfxF+FuqaH4Og0TR9Lutca/gl+yQG2hihvZYFO9beRyoyMsobcyheSAeseKfiz4E0n4y+BvhvrXhO/u9Z8TWt5d+HdcFjDLZx+XHunRJy29H2BCQq8h059ACxqPxhe6+ImofDPwF4Wl8TapoNolzrs63sdta6Y8ihoLeSRgSZpEJcIBwuGYgMMgFbw18W9F+KvgTxmtppl/o+s+G/tmka5o+oIFuLG7WEtglSVeNlYMkikq6kEdwADyv9lr4k+GPhP+wx8P8Axj4rnmW1hsGt4Le3jMlxeXMt5KkNvBGOXlkchVUdzzgZNAHpd38eL3wrrHhLTPif8ONV8Mw+NLiOwsL5LiO9t7a+kXKWt20ePJdvuqRuVmyN3GaAJvHHxo1DTPiPb/B34d+El8TeL20k67eQ3V6bGzsbDzPLR5Z/Lk+eRwyoiqc7SSVHNAHOeDf2nrbx5ZeJ9Suvg54usvDXhqz1Iapf3MdtP/pdiSt1Ym2jkaUyZVwoK/PgcDNAGj4U/aA+D1j+zhp/x08N6LdaP4IkgZ9P0y30+KG4ZjctAsEVvG2zzJJuFVW+YuO5oAbD8dPHWgeNvD3hr4ofB278P6d4qFytjqdhqQ1NLGSGMyMt/wCXGq24KBiHV5E+U5IGSACGL9qzwhez+DNa0fw5q2o+BvHWrJoGl+LYDGLX+0XmlgjieFmE6o0sRQSlApLpjOQaAOd+IP8Ayfb8Jf8AsTfEP/oUNAH0hQAUAFABQAUANkjjmjaGaNXjdSrKwyGB6gjuKAPlTwt/wTX/AGcfCXxjg+MWm2usPPaak2q2mjSXEY063uNxdCsaoG2I/KoW2jABBAxQB9W0AFAHyr+2B8NPGdl8SPhf+1H8O/CUvibUPhndzprGkW25rq70qZSshgQffkjDSkKBklhw2MUAe4+D/jh8JPHfg+68eeGfiFodzomnxySahdNeJGNP8tS0guQ5BgKqCSHAwOehBoA+c/jj8VL/APaT/ZV+KeufDLwxf6t4b0rVbS1tPK823n17T7We2m1Ex/LnymTzo1Zck7X4BFAHTftg+OfAnjf9jvWD4Xv7bVh47sbKx8K21tCZZby9ndHtY44wCVkyuRkAqUOcEUAc3P4htdI/bS+CPhfxb4m0+bxNYfDm807VdkgG7UJVhIXGBhpDFKyrgEgdKAOu+HfjvwVe/tsfFuxtfFekyXEfhbQLQxi7j3Ga2kvmuUUZ+YxCWPzMZ2FgGweKAOd/Zs8beDvFVt+0u/hnxDp199q8aatfwRwToXltTp1tELhVBy0TSRyBZANrFTgmgDk/2dvjz8C9L/YU0nwl4g8ZaDqerL4fv9Lm8Kxain9qX08ksyLaR2yEzl5S6qpVCfmBHHNAGf8ADvwj4i/Z68Tfs5+Mvi3pUFv4b0nwJdeF9R1S8mZIPDep3LCaOWYsAsJdB9mLvhQZGBOdoIB6L4o8S6J8Z/2vvhPrXwk8XWOt6T8PdM1m/wDFGraVPHdWMMF3CsUFs9xGxj3u8btsBLALkjBzQBF+xr478EX+gfHzVYPFOlNY2/xI8R6zcTtcoscWnzyO8N07MQFhdI5GVz8pCNzwaAPJvDegy/E3/gnd4Lt/CNi/ixfBXiZdU8Q+GdPLSTanawalPJLYmNCCXMc0cyoc7tiY5KkAHqvwcv8A9iHX/HPhTVfgT8ObTWfE8ha5jmsbCTzdBhMRD3F0Z2CwgbgmBlyzDaDgkAGz+zh438Ha1+0v+0ZZ6T4l066nfWNJuESK4Ul4rfT47ed1/vLHMpjYjhWwD1FAHAfs6Xdl4y/Zb/aF8NeD7mDV9Su9e8YG3tLFxK8q3ULfZigX7yyfwEcN2oA1PC/xb/Zq+IH7F2i+AfiVrE9xoWn+HNB0DxVFHazLJo1yPJhikuGC/udlzGpDHoVBwQDQB0H7Mni/xnp/xf1v4N6Z8V7T4tfDrRvDlpqGm+KPtMNzeabMZDEthc3MPyTuyo8mT8+FGetAH1TQB5F+1t4N8X/EH9nDx74Q8BxyTa3qGl4t7eOZomulSRHltww7yxo8eDwd+DwTQB5X8Wvj78HvFn7IOt+G/DfiTS7nX/E/g9/D+meFbSdZtUTUbm2NvDaG0B85XSZlU7lG3bk0Ac98fbj/AIVp8Dv2a/C3xI8SWsWt6R4w8LvqMlzIqHba27rczNzgIhZQzdBuHPNAH2XY31lqllb6lpt5Bd2d3Ek9vcQSCSOaNgGV0ZchlIIII4INAE9AHy74x+IWjfAL9rbVPGPxPjm0zwl8QvDGm6VpviFkZrS1vrKW5d7adgD5ZkWcMp6HYc+wBz/7Wt7onxz+DejeOvA2g6j4w8HeDfG1hquv2FpazoNc06IAXD2wUA3CKJfvrn/VyYPymgDW+Ctr+xLP8R/Dmo/APwXZ6x4lktprgX2npPMdEt2i+aS5M74ty24RhceYWYjGAxABd/Z01TT/AAx47/aK8TeJLldL0qfxZ/bEN3eAwxy2ItEH2lC2N0WVYbxkZBGc0AS/sXWNr43/AGL/AIfaJpPi7UdKmtLAW1zdaROiXNtPHKxaJi6sFOCMgrnBHrmgD2bwx8Pb7wo97dTfEPxb4i+0WrQrb6vdQyxoeu5QkSHdxjqeCeKAPlv9nPVdE+IP7G2ofs1aVrsNh8RItI1/R7nRrtWiubS4a5uSpkQjKKd6/McdaAOm8G/GX4e+Ev2S4fhv4iu7TRvGfh/wuPCV54UUg6gdWW1aBYY4FGZWlkUsrKCrbwQxByQDrv2e/gT438L/ALNvw4+H/iz4g+KdA1zQdNf7aNMuoQ4aaQyLbu0iShhCrCNdpAwvpgAA5r9q/wCFXjKw+FfhrXNH8UeMPF8XgjxzpPjDVrWZo57q6061c+dGiRrGHCAiUKQxJTjsQAep+Fvjv8KvjXZDTvhV4uTWb6/s5ttxZwSbtKLRNtkuCQGtySMKDhiegIBIAPjL4LeC/wBjvwl8OdQ+Hn7SvgxdM+I3hO6u7DWNOu73UBNrjedIYp7OJHVblZl2hRGpyceoJAPb/jG1lb/GD9ltNH8I6tpGnaTe3cktj/Z0jf2Tby2SQwRzmMMkZDYTBbgg845oA1td8ZeFI/2+fDkMniGwVo/At7oTkzDaupSXkMyWhPTzmiG8R/eK84oA+nqACgD4u/Zk+MvhH9mXwMv7N3xxS+0Xxl4d1a9tLMW2iXlyniWKSQyx3ls0Mb+Y0nmYYMQ27r1oA6e61qL4Tftaah8Y/H2nQaP4E+IPgqxsLLxBqVuYW0i9tn3myndsfZRKrlirYDPFGOqEUAV9F1a0+IP7Xmo/tCeD9Wu7j4eeB/AM2kX2r2MbT2mr3Ty/aDDbmMk3AiXliqsBLHsxuHABi/AXVIrX/gnz4lhvrPULS6t7HxFby2lxYTR3KyzzTtDH5RXezOJosAA53gCgB3xD8P8AiHxX/wAEwtF0Dw54f1K+1a08D+HY5dPS0dboPZfZftKeUwDFk8iXjHO3jORkA7L4u/tI+CNQ+Hnhvx14P0uBrqXxPZaRba74n8N3EVt4WnnglaW+k+0JH/q4VeMmNwN0qKXAbNAHD/CSSLXP2kP2kfA8fiLUtR1PxX4a0WTSr/ULMxrewLp8kTTo8caxGIPNGFI+8DkbsE0AdD+z3+0HpHgb4R+Hvg14/wDh54x03x54IsLfwzN4ftdAu71tQktI1jS4t5kiEDJKqCXcXCqGPzEDcQDR+MXim2+GP7W3gD4oeL9J1mHwrc+CtW0GTU7TTZryO1vHuIJ0jlWBXdcrEwB2kZI7ZIAPpXTdQg1Wwg1K1juUiuEEiLc20lvKAf70Uqq6H2ZQfagCzQB8L/tH/EzW/EMPx0+Fep+FfF/h63tNIeHRdH8P+HHuJ/E8jxF5NSlu4oXRYMlAV3qwVH3NuJRQCP4r6w95+x/+z1pWn+HvEN7qFndeGNTurK00e5nuLe002NBezSRohZFjPcgZyMUAeoftIeKdOsPjx8CNVks9WmsfD+p3up6vdW+lXM0Gn2l5aSWsE08qIUjVpmCncQR1IA5oAyvB2r6d+z9+1l8Un+LfiUafpvxUfT9V8Na3qDGKykMMJiewaZyUjmjwAiMRuQLt5O0AFz9jnxBp/iL4oftB6rpi3ZtNR8aRXtnNNaSwpcW5tljEsbOoDqWifBGeAD0IyAfUtAHm37Sek6rr37P3xE0XQ9NutQ1C+8NahBa2lrC0s08rQMFREUFmYk4AAyaAPnDxZ420Xxt+xVov7OXho3F38Tta8I6b4X/4RTyimp2F3FbxrK15A2HtYkETsZJQo24xnIFAG146/szwP+0J+yv8PLrVGvLrwlpepabfXSQN5avJYW9tbmQjcIzLJEwVWPORyaAN34bXGnfs2/Gv4o6R8TNQSx0v4k6/J4s8Pa5JautvOrQqbi0llG5YpIW+VQ5XeCCvLbAAY3wo0eXUfHPx+/aima+sPBvi/S4LTQzdxPC15b2dq6TXbQMBIil1xHuAZlLHAyMgHD/Dvwr4h8VfsTfBLxB4T0eXVr/4Y+JbTxBqeiNasbieK2uZ/PhWNtrGVY5fMVcEsVUDkigDvv2kfGfhP9qP4e+H/gt8I9Y1LVdV8Zarpmoz3OmwPG+h6dbXUc1xd3LuB9mdQgVEfDmR4wFwc0AYXx5+J/g/4T/taXviC6+M+n/DnVrvwLYWUsuseFLnWrXUYjeXLr5XkTRmJ4yvOchvMHpQB1vwe1v4CeH/ANlzx5ffC/4lR+KLCGPVbzxBrUsMkU1zqtzEXkZomUOC7OgRMMTlVBY9QDyHwD8P/HHi3/gnR8KbnwLog1fxJ8P9bh8UDQJUw+om0v7lntCDyjlJd4BViSqjb8wIAPqj4YftJ+B/jDrMvh7wj4b8Y/aLPdHqh1Hw/cWUWmyBWJinaYKBJuUpsXc2e2ASAD5P8WfHBviF4U8LeItQsdZ0DTvC/wAWtCmk8Lab4Uu1t/D+l2mprukv51tynnFYmk2IwA3hQHOaAPX/AIjeM/D1t+3J8Mb+4uriOz0/w/qGi3l01lOILXUL4RSWlrLJs2RyyIrMEYhsDJAyKAPqugAoAKACgAoAKACgAoAKACgDEuPA/gq8uJLu78H6JPPM5kklk0+JndicliSuSSeSTQBsxxxwxrDDGqIgCqqjAUDoAOwoA5fSvhR8MND1s+JdF+Hnhuw1Ykn7bbaXDHPk9TvVQew70Ab40nShcSXY0y0E8sqzSS+Su95FXark4yWA4B6gcUAEOk6VbtC9vptrE1uZDCUhVTGZDmQrgcbjy2Op60AZHjmxMnhXxBc6borX2pzaRcW0SW6ILif92+yJWYqOWY4BYDJJ4oA8f/Y3+F0ngv4F+FPD/jz4WQ6D4r8Oo9vcSXlraPNJJ5jOs0csTOSuHABJDZU8DjIB75d2dpqFtJZX9rDc28ylJIZkDo6+hU8EfWgCtp2g6HpFk+maTo1jZWcpZnt7e2SONiRgkqoAOQADQAJoOhxW8lpHo1ikE1ulnJEtugR4EBCxEYwUAZgFPABPHNAE1rpmm2M1xc2Wn21vLdMrTyRRKjSlRtUuQMsQAAM9qALNAFCy0DQtN8v+ztFsLXyongj8m2RNkbtuZBgcKW+YjoTz1oAktNI0nT5jcWGl2ltK0UcBeGBUYxJnYmQM7VycDoMnFAEt5Z2moWstjf2sNzbXCGOWGZA6SIeCrKeCD6GgCDSdE0bQLT7BoWkWWnW24v5NpbpDHuPU7VAGfegC7QAUAZaeFvDMetN4kj8O6YuruMNfi0jFyw2heZcbj8oA69BigC9PZ2l1u+02sMu+NoW3oGzG2NyHP8JwMjocUALbW1tZW0VnZ28UFvAixRRRIFSNFGFVVHAAAAAFAEtABQAUAFABQAmAOlAC0AIFUHIAyaAEKITuKLn1xQA6gAoAascaZ2Iq564GKAEaKJm3tEhYdyozQA+gBhhhLbjEmc7s7RnPrQA+gAoAY0UTusjxIzJ91ioJH0oAWSOOVSksaup6hhkUAEcccSCOKNUUdFUYAoAdQAUAMkijmQxzRq6N1VhkH8KABYYUbekSK20LkKAdo6D6UAPoAKACgAoAKACgAoAjmt7e5CC4gjlEbB03qG2sOhGeh96AJKACgAoAiW0tUuHu0tolnkAV5QgDsB0BPUigCWgAoAKACgAoA8E1DSPin4b+OvizW3+EEXjrw14pi0z+zNSXVbSN9HEMPlS28sVyysIvM3zZhD8yt8pY0Adl8Ifh5q3hfU/FPjbxLpuh6drXjG5tp5rHSVLRWUEEPlwwGYhTMwy7FgiDdIwAxyQD0mgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCrbarpl7d3VhZ6jbT3NiypdQxyqzwMwyodQcqSORntQBaoAp6XrGka3A9zo2qWl9DHK8DyW0yyKsinDISpIDA9R1FAFygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPNfi/8AtF/CH4EXfh+y+KPitNGl8TXJttP3wSMjEMiu7uBtjRPMQszEcHPODQAzT/2kvgtq3w61H4r6X42gufDGmXLWct4LeZDJcggCGKN1DyuxZQqoDuJAGaANPwf8YvCvi/xTd+CBZ6xoviC1so9SGm6zYtazT2jHHnw5yJUViFYqTtYgNgmgDm/Ff7Ufwv8ACOq63p9zD4k1G08MOI9e1bStCubzT9KkxudLieNSqsikM4GSoYZ54oA6XXfjL4H0Wbw5Y2t5NrWo+LovtOjWGlRie4u7byw5uAuQFhClcyMQuWUZyQKALHgP4reEPiHe6zoujTXdrrfh2ZINX0fULZra9sWkXfEZI2/hkTDo6kqyng9QADiNR/av+GunJqet/YNfu/B+j3raVe+LbOxFxpkd+rBPs4MbGaQmRkiEiRmPzHC785wAR6z+2D8F/DNl4au/Fl14h0F/FerzaLYW2peH7uCYXMThH8xSnyKGZcHvuyMgHAB0Hg39of4c+NPHsnwytTrmk+JPsDapa2Ot6Nc6c99ZK+wz2/nIvmLkjjhsZOMA4AMH4YeKfgJL8TPi7N8MtJuj4u0q4tX8ayRWtyHurhY5fKVFkOHYBJFHlgA8YyCDQBlfs/ftdaX8eNEn1m3+FvjXR0S51COORtKnntWitmYDdcBAgmYL/qRkhzty3WgDS+AXjr4B23wZ1n4l/DXR28J+DF1PVdR1SS+geGQ3EUrC6uJVYs+SUPB5AAXAwBQBb079p/wVd/2RqupeHPE+i+FvEVzHaaP4n1KxWHTbySTIhyd5lhWQjCNNHGGLKAfmFAGj8Rv2lfhD8KfHOi/Drxtr93aa5r9rNeWUEOm3FwHjjBJ+aNGyx2sFRcsSAMcjIBd+HXx38A/E3xNrngrRTrGn+IvDscU9/pOtaVPp92kEv+rmEcyqWjb1HtnGRkA7nVtSh0fS7zVriG4lisoHuHjt4jLKyopYhEXlmwOAOSaAPAvD/wC238O/Evwxn+MmleBPHj+D7CeWHUtTbSUVLJYyA8rIZN8iDIyY1fbg5xtOADqPiv8AtWfBz4OeFfCvjjxZrN5LoPjKWOPS9QsLKS4hdXCMHcqPlXY+7B+YhWwCRigC7ov7S3wl1nwT4l+Iz6tqOleHPCs3k399q2lXNkCcDaYklQPIGLKqhVyWYKBk4oAfonx/8PahrOi6T4h8KeJvCkfihtmgXmuWccEGpPs3rGpWRmhlZMMsUwjdvmAUlWAANjx18XfDngbWtO8Jf2fq2u+JtXhkurLRNHtDPdSW8bKrzuSVjhiVnRS8jquWAzQBzOnftS/Ca88F+IvGF3qN5psvhTUjour6Nd25XUoNSJxHaLApPmySEgR+WWV/4ScHABteH/jb4d1Xxyfhtrujav4Y8Ry6WNZs7PV4o1+22gwJHheN3RjGxAdCQw64I5oAzdD/AGhdD8QL4b1HT/BHi5tC8WapJpWl6z/Z6m2kZS4SdwHMkcEmxtkjoFYbT0ZSQBj/ALR3hiS2/tnS/CfirVdA/wCEjHhg6zY2AlthdecIGlwG8zyFmzGZdm3cDgkYJANnxD8ZtC0nxlc/D3QtD1jxR4h0/Tv7U1Cy0eKN/sMJOIhM8joiSSc7Iy29gpbGOaAKDftE/DufwN4Y8c6PJqGrJ4yvDpuiabZ2xN9dXqiTzbfy2KiN4jBMJPMKqhjIYg4BAN/4b/E/QviZaaq+l2Wo6bf6FqD6Xqmm6lAIbqzuFVW2uoJBUq6lXUlWHIJFAHYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHzB+2/NoMV78Cf7alsEH/AAtrQm/0pkH7oM/mH5v4fu7u3TNAC/t1w6VZeH/hv4u8ZQ37eBvDfjezvPEz2F1PbTWkDxyxQ3YkgxIohnkikyrA/KAOtAGt8MtM/ZZX4uaRrnw48a33i7xnLpFzBbXUfivUNeWzsGKvIJi80scCsypjzNpLYA5oA4L9lP4t/CTwl+z9d/Cb46+LNE0TxV4ZuNTsPGekeJLqGOe6uHlklnlKux+1JMsm7eu7fuPU5FAHTaBc6L4J/bJu/EviGxhsNC8eeCdI0nwTq05aC3jkilJk0uNXCqk02+KRYuCRDgDOQAB2gG68a/t36h4y8Ca0l14Y8PeBhoniK5syJLWfUzdF4rVpF+Vpo0feRklBkHGcUAeJ/Du7j8Q/s9yfAe2+Nfwj0LwTqmr30cutTeLXg14aUdSklaNrCSFFjmlQeWczDashYcgCgD2n9sHxT4P8La38ALbWvEenWKx/EjTrtTdXSJ/osVvOjzEsfuKZIgW6AuuTzQBV+MWt+HdP/b1+BUN5qmn2942ia9EyPMiy/vYSsKkZz8zBwvqQ2O9AFz4FeJfDepftn/tFWem67p9xcNF4ZQRRXCM7NBZyRzgKDk+W5Ctj7rEA4JoA5f8AYm+L3ws8A/CzVfBHjn4h+HvD+v2XjbX7W507U9Ritp4pRdSMVZJGBHAPPTjHXigDznwcs/xI/YB+Iej/AA6EPie+s/Gep395pNlcsZbyyXWvtUlviMFv39sHCjHzB6APWf2sPjP8Ifit+yvrvh34e+NdG8Sav44srWz8O6Tp8q3F9cXUzo8Ki2XMkbAKSd6rs2/NtxQBB8S9X0/w1+0n+yn4Y8XeKLCTxBY6ZrNtfNLMiSS3EtjbQxsVPIMsySBB3YEDmgDoI9f8L2//AAUSl03+2NNTUrj4XG0MAnQTPcDUI5hEVznf5I3hTzs56c0AfTVAHwv+x/8AGX4NeHP2L7vRPGPinRrmeyl1y2vdAaeKS9uzLcylLZLZiGlaUSIqqBhi4FAEXiS6034XfsN/BDwr8S9QstB1eDW/CM0ljqM6RzJHFqkE0rFGOcJECz/3QDnFAHq37btrf+IvhL4S8XeHbFvEnhzQPGGjeItctbGZ5FvdIhkLSMDEG3oMo5I6Bdw6UAc3+2x4w8LfFv4R6J4B+Evi/Sdf8Xa74m0mTRYNJuI72eJo5hK85WMsY1jjVmZmwABjvigC1deNNJ+Cf7ZviTxB8Z9Sh0rRvGXg/TrXw54jv7gx2UT2hP2qx3PhUkd2MwUdQM9SRQBl/taTeB/iN8PvCHxT8F2C+MPAnhfx1bap4vh8P+Yr3kAhMTXSNDtaZofNjO5CSBnkBWwAdJ8NT+xncfELStY+ENqfFviT+zbo/b9O1K91VdLsWiJf7Q80zJAJMbFQ/OzHhcBioBwPwm1bTvhr4/8Ah5o/7MHxZm8XfDzxzqM0l74FuVS5fwzYsJZZrqJ1xJaRxzMiGKQY3PjJNAGfouv6V8O/FvhjxV+yP8R7rUdG8beK0stb+Fd1AJhp5aST7fcRxZ82xMJBZx9zcByV2igC5d6V8EvC/wC038VdN/aY+1aPP4nvLTW/DXiC61y906xvbAWscRsxJFLHH5kLoxCsScSNjAHIBqa74W/ZU8WeD/BPhXwX4l1b4Rz6bruo6t4B8RSebClzPG0bXdzBLcuyXEU3mDAlYFwrFRtHIB65+yf8SviD8RPDniq3+IraNqd94Y8RXGiReJNGQJZ69HEqkXEajgFd2xtpIypA6UAe50AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGBr3w/8CeKr5NS8UeC9D1i7jiECTX+nxXDpGCWCgupwMsxwPWgDZNnaG0NgbWE2pj8kwFB5fl4xs29NuOMdMUAZnh7wX4O8JGc+FPCejaL9p2+d/Z9hFbebtzjd5ajdjJxn1NAEV74A8CalrieJtR8FaDdaxG6SJqE+mwvcqyY2MJSu4FcDBzxgYoAu674c8PeKbH+y/E2g6dq9kXEn2e/tUuItw6NscEZHrigCnF4c0/wv4ZvtK8AaFpujv5M0lpb2VrFbw/aCh2sUUBclguSR25oA+OPBHwr+FniX4WQ6Dq/7HGpz/E57E2er3Gq+GFtYDq0gZZrw3sgELQGbdJuhLlUZdqEACgD6e+Fvwc8P+Cvhf4T8EeItH0rWNQ0LwxZ+Hby8nt1nM8UUa+ZEGkBYwGRSyxn5QMcDFAHa33h3w/qkrT6noWn3cjNA7PPapIxaFy8JJYHlHJZT/CSSMGgChovw+8BeG9Vn13w74I0DS9SuQyz3llpsME8oZtzBpEUM2SATk8kZoAuDwv4ZGq3eujw7pn9pahbi1u7z7JH59xAP+WckmNzp/skkUAXorO0gme4htYY5ZESN3VAGZEztUkckDc2B2yfWgDJ0/wAC+CNJ1+58V6X4O0Oz1u8DLc6lb6fDHdTBiCweVVDtkqCcnnA9KALE/hbwzdX02qXPh3S5ry4e2kluJLONpZGt3L27MxGSY2JZCT8pORg0ANuPCXhW7vl1O68M6VNeLeJqC3EllG0oukjESThiM+YsYCB87goCg44oAuanfDTNOudRNpc3X2aJpfItY/MmkwM7UXux6AUAfM/7DHwwl8M/CXSbH4lfCGTRPGfhi8vkgvtX023NyILi4mlX7NOpZgm2VgwBXBLcYOSAfT32eDz/ALV5MfnbPL8zaN23OdueuM84oAkoA53w78Ofh74Q1G61jwn4D8O6Lf3ylbq607S4LaacFtxDvGoZgW55J55oA0PEHhvw74t0mbQfFWg6drOmXBUzWWoWqXEEhVgy7o5AVOGAIyOCAaALdjY2WmWVvpum2cFpaWkSQW9vBGI44Y1AVURVwFUAAADgAUAT0AFABQAUAYvivwT4M8eadHpHjjwjoviKwhmFzHa6tYRXcKTBWUSBJVZQwV2G4DOGI7mgDQ0zS9N0XTrbSNG062sLGziWC2tbWFYoYY1GFREUBVUDgADAoAtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAB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> sugars and carbohydrates are now commonly termed **saccharides**. > **Carbohydrates** are usually classified according to size and thus solubility.For example, a monosaccharide contains one sugar, a disaccharide contains two, and a polysaccharide contains many sugars. > In general, the larger the molecule, the less soluble it is in water. > **Monosaccharides** have three to nine carbon atoms, although five or six is most common. This includes: > > - **Pentoses** > > - **Hexoses** > > - **Tetroses** > > - **Deoxysugars** > > **ligosaccharides** are molecules formed by the combination of 10 or fewer monosaccharides. The bond be-tween them is called a glycosidal bond. Disaccharides, a subcategory of oligosaccharides, are extremely important in nutrition. > **Polysaccharides** have 10 or more monosaccharide units.This group can be broken into subcategories of homopolysaccharides and heteropolysaccharides. Glycosides are formed via a bond between a sugar (a monosaccharide or oligosaccharide) and a non sugar molecule (known as the aglycone or genin). > **Monosaccharides** are described by the general formulaC,(H,O),. Each monosaccharide can exist as more thanone optically active isomer. However, only one form isnormally encountered. Glucose is usually the D-isomer,rhamnose the L-isomer, and so on. > **Tetroses** (C,H,0,)These do not occur in free form in plants but play vital roles in the biosynthesis of polyphenols. > **Pentoses** (C;H,)05;)Ribose is a pentose monosaccharide that is found universally in nucleic acids. Arabinose and xylose are present in a range of polysaccharides as well as various glycosides > **Hexoses** (C,H,,0,)The hexoses glucose and fructose are the free sugars ormonosaccharides that are found most often in plants,along with the disaccharide sucrose > In **deoxysugars**, one or two alcohol groups have been lostvia reduction.2-deoxy-D-ribose (C,H ,0,)L-rhamnose (C,H 20.) > **Amino sugars** are constituents of many polysaccharides,elycolipids, and glycoproteins. They contain from three to nine carbon atoms. Five-carbon pentoses and 6-carbon hexoses are most abundant. > **Oligosaccharides** are composed of monosaccharides or their derivatives linked together via glycosidal bonds. They contain between two and ten sugar units. > A **prebiotic** is defined as an indigestible food ingredient that selectively stimulates the growth or activity of certain bacteria in the colon. To be effective, prebiotics must es-cape digestion in the upper gastrointestinal tract and be used by a limited number of the microorganisms that make up the colonic microflora. Prebiotics may have anti-carcinogenic, antimicrobial, hypo-lipidemic, and glucose-modulating activities > **Polysaccharides**, also known as **glycans**, are defined as high molecular-weight polymers created through the condensation of a large number of monosaccharide molecules. > They also serve as energy reserves, in the forms of starch and inulin in plants and glycogen in animals. > **Homopolysaccharides** are composed of building blocks of a single type of monosaccharide (simple sugar). Examples include: **Glycogen** (animal and fungal energy storage), **cellulose** (plant cell wall structure), **starch** (plant energy storage), and **inulin** (plant energy storage). Agaricus blazel - himematsutake Auricularia auricula - Wood ear Flammulina velutipes - Enoki Grifola frondosa - Maitake Lentinus edodes - Shiitake Coriolus versicolor - Coriolus Mushroom **What are B-D-Glucans?** β-D-glucans are indigestible polysaccharides found in various sources, each with unique structures and potential health benefits, primarily focused on cholesterol management and immune support. **What are sources of B-D-Glucans?** - Oats, Barley, Yeast, Bacteria, Algae, and Mushrooms. **What are Dextrans?** Extracellular polysaccharides produced by certain types of bacteria and the primary cause of plaque. **What are Inulins?** They are only slightly digested in the small intestine and fermented by a limited number of colonic bacteria. The sources of inulins marketed as nutritional supplements and functional foods are the roots of chicory (Cichorium intybus) and Jerusalem artichoke (Helianthus tuberosus). Inulins may have antitumor, antimicrobial, hypolipidemic, and hypoglycemic properties. They may also have antiosteoporotic activity, as they appear to help improve mineral absorption and balance.® **Hypolipidemic:** The ability of a substance to lower lipid (fat) levels in the blood. **Herbs Containing Inulins:** - _Arctium lappa_ (burdock) - _Cichorium intybus_ (Chicory) - _Cynara scolymus_ (Globe Artichoke) - _Echinacea spp._ (Echinacea) - _Inula helenium_ (Elecampane) - _Taraxcum officinale_ (Dandelion root) **What are the important functions of lipids?** - Basis of cell membranes and as a form of fuel storage. - Major structural components of all biological membranes - Energy reserves and fuel for cellular activities - Vitamins and hormones (lipids and lipid derivatives} - Protective coatings with important immunological functions for cells - Waterproof protective coverings in plants and some animals - Blood-based carriers of fat-soluble vitamins sich as, A, D, E, and K. **What do Adaptogens do?** Adaptogenic herbs help increase the body’s resistance to stress. **What do Alteratives do?** Alteratives are herbs that gradually restore proper function to the body, increasing health and vitality. Some alteratives support waste elimination processes via the kidneys, liver, lungs, or skin. Others stimulate digestive function or provide antimicrobial actions, while others simply work! **What do Anticatarrhal herbs do?** Help the body eliminate excess mucus. **What do astringents do?** Astringent herbs have a binding action on mucous membranes, skin, and other tissue, which translates to an ability to shrink tissues and reduce secretions. **What do bitters do?** They stimulate gut self-repair mechanisms and increase bile flow and digestion. **What do carminatives do?** Soothe the gut wall, reduce inflammation, ease gripping pains, and help the body eliminate gas. **What do Diaphoretics do?** Promote sweating and help the body eliminate wastes through the skin. **What do emmenagogues do?** Stimulate menstrual flow and function. **Herbs Relevant to Cystitis and Irritable Bowel** **Syndrome:** - Agrimonia eupatoria (Agrimony) - Angelica archangelica (Angelica) - Arctostaphylos uva-ursi (Bearberry) - Humulus lupulus (Hops) - Hydrastis canadensis (Goldenseal) - Matricaria recutita (Chamomile) - Melissa officinalis (Lemon Balm) - Viburnum opulus (Cramp Bark) When creating a prescription, you can adjust the proportion of herbs to emphasize different actions. **Prescription for Cystitis and Irritable Bowel** **Syndrome:** - Arctostaphylos uva-ursi 2 parts - Viburnum opulus 2 parts - Agrimonia eupatoria 2 parts - Angelica archangelica 1 part - Humulus lupulus 1 part - Hydrastis canadensis 1 part - Dosage: up to 5ml of tincture 3x daily We will also recommend that the patient drink an infusion of Matricaria recutita (chamomile) or Melissa officinalis Lemon balm) often throughout the day. The strongest effector herbs should be prescribed in smaller amounts while gentle normalizers can be prescribed at higher dosages. Normalizers: Herbs that can be considered foods are usually in dosages of 2-4g of herb to 2-4ml of tincture 3x daily. Effectors: Stronger herbs are given in a dosage range of 1-2g of herb to 1-2ml of tincture. An overdose may confer too much of the desired action but no toxicity. Extreme Effectors: Used in dosages of less than 1ml of tincture. This dosage range must be taken very seriously. Accuracy is essential or the patient will suffer the consequences. Most of these herbs are rarely used. The 'Part': Can be represented as 1ml of tincture or 1g of dried herbs. Different preparations may have different concentrations. A fluid extract is twice as strong as a tincture, so only half as much should be used. A dosage of 5ml is roughly equivalent to 1 teaspoon. A dosage of 5ml taken 3x daily amounts to 105ml a week. There is no need for a 5ml single dose to consist purely of tincture. For children, when using stronger effectors, the 5ml dose can be made partly with water. The best way to work out the parts when using strong effectos is to assign a 1-part proportion to the strongest herb and increase the proportions of the other herbs. The rate of absorption in the elderly is reduced, but not the amount of absorption. They have decreased stomach acidity and intestinal blood flow. Stomach emptying slows. Gastric acid secretion is reduced at a rate of about 5% per decade after age 50. Renal function declines by 10% per decade after 40. Iatrogenic Causes:: Problems induced inadvertently by a physician, surgeon, medical treatment, or diagnostic procedure. This include drug interactions, surgery, dialysis etc. ## **Digestive System:** Most digestive system problems today are due to abuse from our capitalist diets which cause direct chemical irritation. Examples include overly processed foods, chemical additives, alcohol, carbonated drinks, and tobacco. Soothing demulcents, astringents, and general toning bitters help to reverse some of the damage. A low fiber diet causes several disorders: - Obesity - Gout - Diabetes - Kidney Stones - Hypertension - Cerebrovascular Disease - Ischemic Heart Disease - Varicose Veins - Deep Vein Thrombosis - Pulmonary Embolism - Constipation - Appendicitis - Diverticulosis - Hemorrhoids - Colon Cancer - Irritible Bowel Syndrome - Ulcerative Colitis - Crohn's Disease - Dental Caries - Autoimmune Disorders - Pernicious Anemia - Multiple Sclerosis - Thyrotoxicosis - Dermatological Conditions Sugars that cause gas: Raffinose Lactose Fructose Sorbitol Raffinose: Present in large amounts of beans, cabbage, brussel sprouts, broccoli, asparagus, and whole grains. Lactose: Sugar found in all milk products. Fructose: Sugar present in onions, artichokes, pears, and wheat. Sorbitol: sugar found naturally in fruits including apples, pears, peaches, and prunes.