Table of contents
- 1. Introduction to Anatomy & Physiology5h 40m
- What is Anatomy & Physiology?20m
- Levels of Organization13m
- Variation in Anatomy & Physiology12m
- Introduction to Organ Systems27m
- Homeostasis9m
- Feedback Loops11m
- Feedback Loops: Negative Feedback19m
- Feedback Loops: Positive Feedback11m
- Anatomical Position7m
- Introduction to Directional Terms3m
- Directional Terms: Up and Down9m
- Directional Terms: Front and Back6m
- Directional Terms: Body Sides12m
- Directional Terms: Limbs6m
- Directional Terms: Depth Within the Body4m
- Introduction to Anatomical Terms for Body Regions3m
- Anatomical Terms for the Head and Neck8m
- Anatomical Terms for the Front of the Trunk8m
- Anatomical Terms for the Back9m
- Anatomical Terms for the Arm and Hand9m
- Anatomical Terms for the Leg and Foot15m
- Review- Using Anatomical Terms and Directions12m
- Abdominopelvic Quadrants and Regions19m
- Anatomical Planes & Sections17m
- Organization of the Body: Body Cavities13m
- Organization of the Body: Serous Membranes14m
- Organization of the Body: Serous Membrane Locations8m
- Organization of the Body: Thoracic Cavity8m
- Organization of the Body: Abdominopelvic Cavity12m
- 2. Cell Chemistry & Cell Components12h 37m
- Atoms- Smallest Unit of Matter57m
- Isotopes39m
- Introduction to Chemical Bonding19m
- Covalent Bonds40m
- Noncovalent Bonds5m
- Ionic Bonding37m
- Hydrogen Bonding19m
- Introduction to Water7m
- Properties of Water- Cohesion and Adhesion7m
- Properties of Water- Density8m
- Properties of Water- Thermal14m
- Properties of Water- The Universal Solvent17m
- Acids and Bases12m
- pH Scale21m
- Carbon8m
- Functional Groups9m
- Introduction to Biomolecules2m
- Monomers & Polymers11m
- Carbohydrates23m
- Proteins25m
- Nucleic Acids34m
- Lipids28m
- Microscopes10m
- Prokaryotic & Eukaryotic Cells26m
- Introduction to Eukaryotic Organelles16m
- Endomembrane System: Protein Secretion34m
- Endomembrane System: Digestive Organelles15m
- Mitochondria & Chloroplasts21m
- Endosymbiotic Theory10m
- Introduction to the Cytoskeleton10m
- Cell Junctions8m
- Biological Membranes10m
- Types of Membrane Proteins7m
- Concentration Gradients and Diffusion9m
- Introduction to Membrane Transport14m
- Passive vs. Active Transport13m
- Osmosis33m
- Simple and Facilitated Diffusion17m
- Active Transport30m
- Endocytosis and Exocytosis15m
- 3. Energy & Cell Processes10h 7m
- Introduction to Energy15m
- Laws of Thermodynamics15m
- Chemical Reactions9m
- ATP20m
- Enzymes14m
- Enzyme Activation Energy9m
- Enzyme Binding Factors9m
- Enzyme Inhibition10m
- Introduction to Metabolism8m
- Redox Reactions15m
- Introduction to Cellular Respiration22m
- Types of Phosphorylation11m
- Glycolysis19m
- Pyruvate Oxidation8m
- Krebs Cycle16m
- Electron Transport Chain14m
- Chemiosmosis7m
- Review of Aerobic Cellular Respiration19m
- Fermentation & Anaerobic Respiration23m
- Introduction to Cell Division22m
- Organization of DNA in the Cell17m
- Introduction to the Cell Cycle7m
- Interphase18m
- Phases of Mitosis48m
- Cytokinesis16m
- Cell Cycle Regulation18m
- Review of the Cell Cycle7m
- Cancer13m
- Introduction to DNA Replication22m
- DNA Repair7m
- Central Dogma7m
- Introduction to Transcription20m
- Steps of Transcription19m
- Genetic Code25m
- Introduction to Translation30m
- Steps of Translation23m
- Post-Translational Modification6m
- 4. Tissues & Histology10h 3m
- Introduction to Tissues & Histology16m
- Introduction to Epithelial Tissue24m
- Characteristics of Epithelial Tissue37m
- Structural Naming of Epithelial Tissue19m
- Simple Epithelial Tissues1h 2m
- Stratified Epithelial Tissues55m
- Identifying Types of Epithelial Tissue32m
- Glandular Epithelial Tissue26m
- Introduction to Connective Tissue36m
- Classes of Connective Tissue8m
- Introduction to Connective Tissue Proper40m
- Connective Tissue Proper: Loose Connective Tissue56m
- Connective Tissue Proper: Dense Connective Tissue49m
- Specialized Connective Tissue: Cartilage44m
- Specialized Connective Tissue: Bone12m
- Specialized Connective Tissue: Blood9m
- Introduction to Muscle Tissue7m
- Types of Muscle Tissue45m
- Introduction to Nervous Tissue8m
- Nervous Tissue: The Neuron8m
- 5. Integumentary System2h 20m
- 6. Bones & Skeletal Tissue2h 16m
- An Introduction to Bone and Skeletal Tissue18m
- Gross Anatomy of Bone: Compact and Spongy Bone7m
- Gross Anatomy of Bone: Periosteum and Endosteum11m
- Gross Anatomy of Bone: Bone Marrow8m
- Gross Anatomy of Bone: Short, Flat, and Irregular Bones5m
- Gross Anatomy of Bones - Structure of a Long Bone23m
- Microscopic Anatomy of Bones - Bone Matrix9m
- Microscopic Anatomy of Bones - Bone Cells25m
- Microscopic Anatomy of Bones - The Osteon17m
- Microscopic Anatomy of Bones - Trabeculae9m
- 7. The Skeletal System2h 35m
- 8. Joints2h 17m
- 9. Muscle Tissue2h 33m
- 10. Muscles1h 11m
- 11. Nervous Tissue and Nervous System1h 35m
- 12. The Central Nervous System1h 6m
- 13. The Peripheral Nervous System1h 26m
- Introduction to the Peripheral Nervous System5m
- Organization of Sensory Pathways16m
- Introduction to Sensory Receptors5m
- Sensory Receptor Classification by Modality6m
- Sensory Receptor Classification by Location8m
- Proprioceptors7m
- Adaptation of Sensory Receptors8m
- Introduction to Reflex Arcs13m
- Reflex Arcs15m
- 14. The Autonomic Nervous System1h 38m
- 15. The Special Senses2h 41m
- 16. The Endocrine System2h 48m
- 17. The Blood1h 22m
- 18. The Heart1h 42m
- 19. The Blood Vessels3h 35m
- 20. The Lymphatic System3h 16m
- 21. The Immune System14h 37m
- Introduction to the Immune System10m
- Introduction to Innate Immunity17m
- Introduction to First-Line Defenses5m
- Physical Barriers in First-Line Defenses: Skin13m
- Physical Barriers in First-Line Defenses: Mucous Membrane9m
- First-Line Defenses: Chemical Barriers24m
- First-Line Defenses: Normal Microbiota7m
- Introduction to Cells of the Immune System15m
- Cells of the Immune System: Granulocytes28m
- Cells of the Immune System: Agranulocytes26m
- Introduction to Cell Communication5m
- Cell Communication: Surface Receptors & Adhesion Molecules16m
- Cell Communication: Cytokines27m
- Pattern Recognition Receptors (PRRs)48m
- Introduction to the Complement System24m
- Activation Pathways of the Complement System23m
- Effects of the Complement System23m
- Review of the Complement System13m
- Phagocytosis17m
- Introduction to Inflammation18m
- Steps of the Inflammatory Response28m
- Fever8m
- Interferon Response25m
- Review Map of Innate Immunity
- Introduction to Adaptive Immunity32m
- Antigens12m
- Introduction to T Lymphocytes38m
- Major Histocompatibility Complex Molecules20m
- Activation of T Lymphocytes21m
- Functions of T Lymphocytes25m
- Review of Cytotoxic vs Helper T Cells13m
- Introduction to B Lymphocytes27m
- Antibodies14m
- Classes of Antibodies35m
- Outcomes of Antibody Binding to Antigen15m
- T Dependent & T Independent Antigens21m
- Clonal Selection20m
- Antibody Class Switching17m
- Affinity Maturation14m
- Primary and Secondary Response of Adaptive Immunity21m
- Immune Tolerance28m
- Regulatory T Cells10m
- Natural Killer Cells16m
- Review of Adaptive Immunity25m
- 22. The Respiratory System3h 20m
- 23. The Digestive System2h 5m
- 24. Metabolism and Nutrition4h 0m
- Essential Amino Acids5m
- Lipid Vitamins19m
- Cellular Respiration: Redox Reactions15m
- Introduction to Cellular Respiration22m
- Cellular Respiration: Types of Phosphorylation14m
- Cellular Respiration: Glycolysis19m
- Cellular Respiration: Pyruvate Oxidation8m
- Cellular Respiration: Krebs Cycle16m
- Cellular Respiration: Electron Transport Chain14m
- Cellular Respiration: Chemiosmosis7m
- Review of Aerobic Cellular Respiration18m
- Fermentation & Anaerobic Respiration23m
- Gluconeogenesis16m
- Fatty Acid Oxidation20m
- Amino Acid Oxidation17m
- 25. The Urinary System2h 39m
- 26. Fluid and Electrolyte Balance, Acid Base Balance Coming soon
- 27. The Reproductive System2h 5m
- 28. Human Development1h 21m
- 29. Heredity Coming soon
15. The Special Senses
Rods, Cones, and Light
Multiple Choice
Multiple ChoiceImagine that you are walking in the woods at night in very low light. A red flower and a green leaf are both reflecting the same total amount of light. Which would appear brighter to you and why? The image is provided for reference.
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2xdY7pAfjOZjKTqU7sb/fFtogrfGj7AagXaNasuxLVtatimK0G1C5SBI2XU+6qH364+76GDAE7cYUHaC6iSNWMKFLKEUWqERFFSjk1iZRvfC7eMXHhQ3Kdtvrw/FAN4ahnEp5hQkYy1X//bRRVk4NKE2mOImVl74XOQ6Zh+uKdyMiqexqBqtRWpAoLi3E7KBJxicpnb3pkhOAzq7GQnG6Pz9nPwJxYYY/6sUq9iU8tR/GlZt6xMIJ5oqewR4BkaMuWu0NpP/0E0Bp6SmgUkaqE8uz9+ONdmRo8WONlShSpmhFFSjmiSDUiokgppyaR2uYYD8kEWzw2xR6b7RXZ5xtCdlEpEzJfnlvq5bnOuOCn/my0qqA5ilRpaRmiYpOQmJzOc4Q1hNqKVFUCQqKwac/ZexJ8ErmlBRjtu4OvlffohX5YFXIOpRWN28Buj7iK5y4N4cN8XzKRI7G7g4WFYokXkpT33qOV14UdNdOoIkW4uyuWmamUKeqZYt+PpiKKVM2IIqUcUaQaEVGklFOdSFHKg67bFVnM31/kCr8E1cwEOuWdjCeYmFGs1OCD/sjXgiSdzUGkKHXIpevOMJy0Gpct764uoArqI1Jb9prita/6oV3fiUhIuivU9qm38QbldzrVAYM8ViG1qPGX5aEcVbMDjqDteVrLrzO6uC5CZGkm4B9wN+UA5XGiJVxq0fg3ukgRVNd163ZXpoyMNDYAXRSpmhFFSjmiSDUiokgppzqROuubgmemO0Iy1hbjzoSgTEUpCzKYoHXfeZP3Sr21wAW2IcpjZTSB5iBSGZk5GD55NVq93h5TF9Ji4A0bpq1KfUTKwe0W/u03CfoTVyFTWLuPlmoZf3MX74160XwozsY78+1NQWZpHnS91kFyrhsk5v0w3n0T8vv1UkhJq1Y8YzmrWIRHK6dJRIrw8wM6d1a8Z1rzb8IEsJNY2Kk5iCJVM6JIKUcUqUZEFCnl3C9SNNIz0TQUknE2eH6WE64FqvYkPeOTgta0Dt9YG0xmf0dFjqY2moNIsesVJ81s0Fd/Hk6YWfPfVUV9RIp6yNIzs5GTq+jppHdjnX4Tr12RcpGi3qgsFSXerC9heQn423kOJBd6YPTob5HzmLA0C+WKEhZarw1NJlKEM5PRypgpWqtv06Za9aI1JqJI1YwoUsoRRaoREUVKOfeLVGxmEX5ee4P3Gv2+/gbS81XbAMRkFPEs57TczI9rvRCY1LQN5sPQdpHKFmSF1srLzStglbNqg/zrI1JVCQiMwp4zl9H+LJOWs13w4mVdnIqr++Lk6sA03Qe9dw6E/yuPKGTko48Bewdhb+1oUpEirl9XLFlD75+C5PfvV9wtaQiiSNWMKFLKEUWqERFFSjn3i5TZrTS8NMeJ90iZXI1EuYrrXHq9zQ5xaDXOFm0n2mKFZbQm1esPoK0iRUHkV2zcMWr6ely6fnexcFXTEJGinqlxMzbipQ9646lhfSA50xX9PVYgs6R+UqZqSlKSkdalPZeQvNYSmM3VQ0pJ3WY5NrlIEYcP3w2SpwzoJ08KO5oeUaRqRhQp5Ygi1YiIIqWcSpFKS03hkjP2TAgkY63x7AxH2IWpJ4YpPK0QP631gmSEJX5eR4sga26vlLaKVHFJKYaMXATJi39Bf8JKYavqaahI7T54Ee+0H4pHjLvixUu6OBXvKOxtYihR6Up23J54EmVMQPb++Qr+d6ov5oecQmlF7Xv1NEKkCErb8PzzCpl6/33A1lbY0bSIIlUzokgpRxSpRkQUKeVUilRWehoSckrw2wZvJjhWPIEmzd5TBxS8vsUhDm3G26DteFtsc2x4egV1oa0ixa5RnDxvizEz18PC1kPYqnoaOrTnmRGK1/fIIDnaBUNvrUYZNCS/GIkGpThg4pH/yYfotXcYJBe64pWrMr58TW3RGJFi9SAXw8q1+f78U7HMTRMjilTNiCKlHFGkGhFRpJRTKVK5mWk47ZvKczxRfNRSi6gG5xhShldMDt5c4ALJ8OvQORyA7EL1SFtD0fYYKcoZpU4aIlLF5aUwvrkNEvMeeO7KMCyyOgZnFz8UFtV+YWy1wD4TT2ZJwvH44yjdsxeHEhzwLHuPFMfVwWkeoguUJxatRGNEiqDvaPRoxeeimXzDh4O1QsLOpkEUqZoRRUo5okg1IqJIKYcq+NiYaGRmpGKSaRjP8fTCLEfYh6o3NUFOkbAgsrElXp7nDHP/pq3Qa0LbRMrHLwSzlu7GcVMrlFAvhJppiEg5pwfif1fkkFzsic9Pjcaf/cfj186jcd3uvozijQndPFCOKFoAmISD1tTLzkUxKjCW0jOc7Yy2pj2xIOAYymoxxKdRIkWw7wodOyo+26OPAiYmit6qJkIUqZoRRUo5okg1IqJIKYcq+JSEWHiFxOLvzT58Nl37LT5IzlF/r8CVgHS8Ps8FEiNLzDOPUGsPWH3RNpGat2If2v6vI18ChjKXq5uGiNTSoNOQmPbC8xY6mG13AN/8ZYC3vhuE81eaME7qxg3g668VovHaa4Dj3fdCy9X8ZDuVZz1/7aoMV5K8hD01o3EiRVD282+/VXzGZ58F9u0TdjQ+okjVjChSyhFFqhERRUo5VMFnpyRgt1UAXpjjDMlIK8y+FI4SVWXhVEJybgl67/aDxPA6DzoPSdG8oHNtEynqzRlgOB+b955FYWGRsFV91FekEgoz8LfDLCYlXfCl9ViEZiXA0ysQds6+PE1DkzFnjkIwHnkEWL1aEXReBUrN8MylQex9d8R/zvMRnp8k7KkejRQp4tw54NVXFZ+V0iNYWgo7GhdRpGpGFCnliCLViGiLSFEsS0FhMS+qzDz9MMrY8UmKj8OkY16QTLDjs/WuB2UIe9ULqdoa6xi0Gm+L1qxstI/lMwc1CW2MkaKFiIuKG6fhrq9IHYy2xlMXmZCY9sBs/yPCVgVl7CRIz8xhFWUjy8fFi8D//qeQiw4dqg3Gzi8rwvibuyE51xWt2XtfHnxW2FM96hKp0rISFJUUsFLIrqOaL5ry8jL+GCplZVXqFRLE9euBxx67+3lDQ4WdjUd1IlXB6iQqGp0XpREQRUo5okg1IpouUuxYwsM3BFMW7cN/Q+ej/eC5GDVrO6wcfdmF1AgzmMpLERgWja6bXCAxtsGPa7wQmtJ4PQKU+uBnSoUw3BL/bb+JxEYYUqwL2iBSefkFOGduj3OX7dn7LRS2Ng71ESkawh3uvZnLyAuXdWCfdu+1efqCDboOnYEzF+1Ye99IjWlSEtCnj0IqaGbbkXvlriqBubH4zW4aJKfb42PLUXBI8xf2PIi6ROq0w16M2dwXU3fpwDe85vUTLb3NMGn7YEzeORQWXmeZpFaRKfbdYfx4xWemMmmSIiC9EXlApNi5EbNiBULGjUMeLXPTghFFSjmiSDUimixSlEfngoU7vmg/Fp/8Mwr/DpyDfwfNwWf/jMHHf43EnmMWXLTUSxkueYbjzbn2kIywxvDjQcgsaLweseKyCow+HcxnCr4wywnWGrb+njaIlJPHLXzwqw7e/n4wrBweHrejSuojUk5pgfjQciQP3O7hshjZpXeHdKkXasGqfZC88g8mztuC/AL1D09yTp262zszduxDhWJXpAUevzgQkjOdMJAWWC6uPlGnukRq24VF6Dj9PfSc/xV2mi9DcemDNyBl5WXYaDaPPe599Jj3JY7b7EBp1V4pIjAQ+Ocfxeem4HPKN9WIVCdS3r/+CofHH0f6lSuKbS0UUaSUI4pUI6LJIhWTkIq/+s3C5/+Owb6TligoKuENyXEzey5XtD0oTL05lioqyrD2WhDPZN52gh2OeSqP+VAH526m4sXZTkymrDDZNAxFpRqSS4ihDSJ1KyAcPaWz0Fc+F/5BEcLWxqE+IrUg4DhamfVCm/N9cSL2wcByT98gTDXZhqvW7sIWNcMaK/TooZAJihdyevgSNenFuZDd2Mh71Z64MABHYqpPcKkukdpxaQm6zfkM/Rf+gPHbBiAzN03Yc5eIpCBM2jEYAxb+iIGLf8KJ6kSKsLJSJOmkz//RR4CNjbBD/dQoUkxq0y9fVmxroYgipRxRpBoRTRYpZ89APPvZUD6Udz9j5+5k+4Zg075Lau2VymfyNvKEP88y/u4iV7hHZQt7Go+knGK0oxmD7D1QxvPojEbqhagF2hIjFZ+UhsRk1pg2clhJXUUqqTCTB2nTzLdPLEfxmXBNCjXg69YBrYVFiWl4q6h2559Dqj/etjCC5HQH/GI3DaF5DzZ46hKp7ReXoJ/J9xi3pR9kq9vDL/LBlBE2PhfQd+H3mLlXDqN1XXHMemv1IkVs3gw88YTiGPz1F7OwxhHyakXqt9/gwN6L2CMlipQyRJFqRDRZpGxd/fDMp0OqFSkLO2++/dRFR7WKVHByPv7ceAMSo+vovP0mojIaN8aGoE+36FoUHptkh9YTbLHdKZ7qU41Ak0UqLSMHrl7+iIxuuoq2riK1L8oST10aAsm57lgQeIwn5ayJpOQMHDhxlc9EVFvwPMXhVKY7oEzmLrVfl7C4vAwzbh/Co2a9+eeZ7LfvgdxSahvau7gYfRZ8h71XVmP0pl44cG0dyqv8bRKmvVdWYeiyP5h0LWaP6Y2jVltqFqmMDEWyzrZtFcdiyhRqqYSd6kMUqZoRRUo5okg1IposUqGRCfiqwzh81XE8jppSYO3dipDWSsvLL2TvX6hg1MT14Aw8N8tJSHsQ0ShpD6rjVmIePl7ixvNYddt1S2MynWuqSBUVFWPN9lP44i85TFYfYJVu0wyH1kWkispLYERB5mc68yBzt4wgYU/1HD1riec+7oEfOo1AaIQahrhZ3YAZMxTi8OSTwJIlim11IKYgDf84zuHxXs+Z6zyQW0qdItVz3ldw8bfE9D1STNw+GAXFd2PNEtJjeID54iNjcd75EIav66xcpIioqLvxUpRfilIkqBlRpGpGFCnliCLViGiySBUXl2LP8et44wd9fPCHMSYv3Mt7ohqzN2arQxwko23w5DQHnPGt3bIX6qC0vALDDvqz92KNN+a5wCcuV9jTtGiqSOUXFGLS/C144r3OTKT23yPhjUldRCogJxY/2k6G5FQHdHdZzHNJKcPtRgB6yebAYNIqJCQ9GAPUYFi9gLffVohD+/bUqgs76sbZBBe8YD6UC2I313uD59UpUt3nfoHg2FvYbGYCnRV/Izw+UNgLuAfaoefcL3HWYR9cA6wgXfXvw0WKOH8eePllxTH56Sf2pQUIO9SDKFI1I4qUckSRakQ0WaSIwqISnLzggD/6zMCTHw3GN/9NgPGMbbB29BUeoT6yC8ugfyyQpx74dJk7bsQ2rbwcu5GMZ2c68sD3jXZNHDsjoMlDeyHhsbho4YzYhBRhS+NTF5HaTTPdLgzgwrE61BTltQjoioxJRGKKGipKuluZPFkhDM88A+zZI+yoOzQ8Kb2xgQ/vPXVpEE7G3w2gV6dIUbB5EBMpJ79rkK5shzP2dzOUn7TdgT4LvoF3qDM8g+2hs/xvJlJKYqQqofc5c6YiISkdm2HDFMN+akIUqZoRRUo5okg1IpouUpWERSZix6Gr+L3XdDz/xTB822kCVu8wRWGh+uIUgpLzeUZxEqlB+28jI1+1lX1doSDzb1Z58Nl7f230RnxW0+eU0kSRKigoarIeqPuprUgVMdnga9Wd/g9vXxsOp/S69XRkZuUiIjpRdXmlfNmNCsVEkSxQMkr2ORqCW2YI3rxmyIf4/nKYhdC8BL5dvSL1KQKjfZCdlwHDtZ0w74AR35eVl465B4Zjys6hyMhJhSMTrWHL/6ydSBEpTMy7dlUcG4qZogzvakIUqZoRRUo5Wi1S7DVbM5Fap3h5zUdbRIpgxxWx8WnYst8cn/4zGu/+Ohy7j1morvG4j2tBQnzUaGvMvRQmbG06qJNg9sVwSMbTUKM9TG82XU9LJZomUjTENXzyahhNWdOkQeaV1FakvDLD8JX1eD7DrZ/7SiQX1f54xsQlQ3fMMnQaPBU3boUIWxtIZW8UJd/cv1/YWH8oyHyK3z5ITHuilWkvzPA/xLenpaapTaS6zv4U/tHe/HeSKJqZl5mbjqDYm3y2HuWXIqy8z/Ogc6Wz9u6H1uP79FPFMfr443vWHFQlokjVjChSytFOkQJa/ffff89NmjXrg4CAgP05OTn8i87NzeWyoqloqkiVlJbhio0XTl10QmrGvXfDFDh87oozl6kOg+epJSkhqdk2io8ytsKTU+1w0EUzhtKuBqTjRZK7sTYwPhksbG06NE2kSCQ+/l0X7/44BJYON4StTUdtRWpv1HW0OteD5486EG3Fzr/a3xz4BUTg638N8eGvOnD2VMF1TL1RlXmTKDYqUzVJYCPyk/CN9QRQks7PrMbgRhY7LuzaVp9IfYLbUYrgdjPnQ5Ctag8Lr3M8g3kfk+/4/4lrnmcwZOlvdRMpYvv2u0lKBwxQyxCfKFI1I4qUcrROpPT09F6VyuWTZDLZdT2ZLGjk6NFZZ8+eRWRUFNZt2IBDhw/zykIT0VSRys0vhO74dfip+xTYutwStt4lv7AIf/abic/bj0FOruqXbMkpKoPBiUBIRljhk0VOcA5p/ESc1ZFVWIpf1t7gswi/X+2FxJymHW6sFCkSBk2AZnKu3HIM63acQkpa02eBr41IZZXmQd97EySn2uNzq3HwZoJRFwqLimFq7oAjZyxZ5amCm7apUxVy8PjjwNGjwkbVcDjGBo9e6M/jpcbc3MV7pOJi4tQiUl2YSN2KUOSPikwM4vmk5u4fjhUnJmH81v6ISlTciFxxP4nBS35lIrWtbiJFgimVKo4VCRUN8VG3sQoRRapmRJFSjlaJ1LBhw16WymQn5AYGYCWViVTkUB2d4v0HDvAKdPrMmRg0ZAjmm5jwD6VpaHKP1IqtZ/Hy17qYu/rIA8N3vuwu/LvOE/FP/9lq6ZGKTC/EL+uZsBhbo+MGV0QlNN2MvarQUZhzOYIvYvzUDAfsc1NfJUKNP0lSaEgIQkNDeQkLC0NMTMwdMSgsLOTntSpEis5Fqhij2Q1IUS2TPlYHDQFT0QRqI1I+TJw+sx7L16Yz9tmG/LImjH3z8VFk7yY56NgRSFPtbEAasuzgNI/3Sr1pYYCDfleRHp+MUrWJlAf/vaAojyfeHLTkFwxY9CPWn53NtirOEXO34xi0+Je6ixThyUSNhvboeH3+ucqH+GoUqSefRJa9vWJbC0UUKeVolUjJ5XJjqVxewgTKQVcu79F/8OB/hurpBe3Zu5d/kKCgIOzYtQtDhg0DyRVt0yQ0VaQIH/8IfNpuNF9Xb8sBc/iy30PC4+HkGYABxivw2ncyrN1pyi4o1QcWWwdn4tmZTpCMs8WYI57Iy1L/yVhbvGJy8No8Fz68Z3QiCCVqihFzd3PD0MGD0e7PP/Hnr7/i959/xl+//46+vXphEbsx8Pb25iJFva2qEKmUlBRMnjgRw/X1ubTVhaiYROw8fBGW9l4aE2hO1Eak9kdbQWLaA20v9MWuyGvC1rpDOdUs7Dyx79hlxCfWQ4DouFXGRtGstGPHhB2q5Uy8M56+NBiSc13Q/vos3IoMQoWK87NtubCQr6HnG+bKf6+oKMdpu93oOf9L9DX5DqZOB/l2gvJI0bZapT+4HxL23bvvHeJToXxWK1J//AH7Rx9F9LJlyLC0vLdcvYqC4GBUaNA1oC5EkVKONolUK5m+/lYmUsVDdHX/pQ19+/b9cJieXsCuKtOFU1JTMXf+fCxgjU+aiu/wGoomi1QJe29HTO14z9PTHw/G5+3G8DQIr34rxZs/GWD8vN1ITVPPkNIB90QuUY9PscPy894oyNYckaLhvb57/fjsvY+Xqi8tgxO7u+7y33/o1qUL5s6ejaWLF2POrFmQ6enh26++Qq8ePWBrY8PPaYoJbCjJyckYMXw4BvXvj8A65ufZsOsMnvmwG7oNnYHUdM1Z2PlhIpVbWgCDGzSs144Hm/tm1b/XmgLtf+8xjh+HI2euC1vrAAVQV/au0Ew99n2og5zKz8xE6kmz/tjid561isJOFbHr8gr0mv/1nR4pIiDaG0OW/o4J2wYgJM5P2ApcdD3Kg81P2+1ijXM9hkapTtfRURy3J54A1q9XSKkKqE6kPL/9Fhbsb1lWU66xEjJyJMrZDU5zRxQp5WiNSJmYmLSW6+tvZzKVp6ur+wNtG9ir10ckUrv37hX+BE1NzoLJokVYxBqidDXmHKkPmixSldi5+GHJhpMYOXMbhk/bghlLD+KYmb1aYqOIgpJyjD8byof1PlrkDFNnfxRoUI8UcdgjifdIPTrFHmttYoStqsXZyQn/tW+PaVOm8J6nSqKiorB61Sp8+dlnvAcpLi4OBQUN/y6oR2rkiBEYMnAggmjV/TpwxdoV/Q3nY8XmY8jNV895UR8eJlI+WRH40HIUJKc7crmg7Ob1JSMrF7OX7obu6KXw8FGeFf0BWD3Alz1hDTGf0n/8uLBDPVB6h3csRvDP3c1xIZLyVVsvBsb44rrXOaTn3J3ZWlicD1tfc3gFO6C07O5xjk4OhY3PRUQkBPKeq3pBQ3zseuDHjxZ2dnYWdjSM6kQqYfduhLMbm/CZMxE+Y8Y9JYxtS7t0CRX0fTZzRJFSjlYN7enJZJOZSFXo6uvvHyKVftJn4MCvdZhI7WQnOwVQJrG7upOnTmGYri727tsnDu01AAqqpWBidZOUXYwfVntBMtIaHTZ54WZQOLLSNSNGqpLApAJ8uNiNB51T71R+seq78kmkOnXowGXp/p7U8LAwPtSnO3Qobnh58fOoEopPoh4l6tG67edX4zlfxp5D+x0dHLhsUE6hMaNGVStSwUFBcGSv5+Huzh93P+Xsb4ZHJSA3T3MkiniYSFHwdWvTHnjy4kDsjLgqbK0/ubn5SKDFmesK9UZ98olCBDp3pgRPwg71QEk6Z94+xJOPPn1B8dlrk4BUY2HnH7ZtUyylQ8dw0CCVzOJ7QKRE7iCKlHK0SqR0dHQ+YDJlpT98OKT6+j46Uul1XT29nCnTpmHT5s2YN38+huroYOz48fCjBUA1DG0SqcbCPSpHkWJgjA0Mj9xGcnwsa1eaPmdTVWhWod6RQC5S7y5yg3246tMPVBWp+y9GukD//P13hUjduHGnoqfg9CWLF6N/nz7o3LEj+vTsidmzZsHv1r0zL5OSkrBy+XIeb0V/Y9jgwVi0cCFk7IaD/l8pUvFxcVi9ciUG9O2LTuz1unfpAmN2rV27qpAOEifK7l3YgOB0daJMpGipFD2vDbxX5kvr8fDMVF2usrSMbIRFxtVuNhx9d+w7QqtWQOvWwJYtCjFQM67pQfjQciTPnfWL/TQE5aphvcDGhMSp6iy+gwcbfBxFkaoZUaSUo1UiRejo638tlct3yvT10/QNDMD+z3ugBg4ZQjP5sHrNGviyhkQTL4amEqn4pHS4eAXykpyqOTEtxFnfFD5k9ggry66FIyM5jg87aRJUPx/1TObDe60n2mK1leqH9ypFasqkSciskkuIepxOHD+uGNqbMIEfGwrwpsfMYDcQ33z5JWbPnIlzZ89i4YIF+P6bbzB61ChEsYu6knXsmqDHUbzViWPHsGbVKvzH/tZvP/8MPXbjQT1QxIply3g81lT2Huj11q1di59++AED+/WDu5s7Llu5YdK8Lbhu78Xfl6ahTKRu5UTxLOYkUv3cl6OgXDW91anpWZg4fwt+7joKZldqMYuMZup9951CAH78EeyOT9ihXqhXatqt/ZCc7YY2pj0xL+AoCpUMbeYX5sIzyAEXXI7gkusx+Ia53DNEpxE4OAAffKA4ll98Uae1+ApCQ5FpZYVMe3sUC/VNYnKyKFI1IIqUcrROpAi5XP5474EDvzA2Nu567ty5yy6urvBlgkKVaE6uZiwwWx2NLVIkUDOXHeRB4z91m4Ifu03GX/1m8uVesnPuLmbaVFCahWUWUbw36o35Lrh4MwkpCbEaJ1LE7cQ8fEDDe8ZW6LHrFuKzVTtsTCLVtVMnDB44EPv27sXpU6dw4MABHnjevl07Hj9leu7cnV6PM6dP49effsIcJlGVFy/lmdrA5Ocr1qgcYs8laJYfDd9RIDvNaiXooic5++rzz7lI0dBhBnsNnaFD+eMq87BRWoQtmzax9/Ufjh45htMXHTB05GKcNbfnw3uahjKROhPvhLbn++KR8/2wOsRM2NpwKNP5f4Om4pG3/sOuw5eErUqgiTFt2iga/3XrVBYoXRs8EgLxzdWxkJzpiPevj4BnZvWzNWmpF8pOTmvm0QLEOiv+gnx1B6w6ORWJGZqRLJfD6lMw+b+zFh/l5HpI/GB+cDAC2I236zvvwOW11+DMivvHHyN6+XLERUQglomCKFIPIoqUcrROpAYNGtRGRy7/ceDgwbomJiZvsTvjNfTiNJR3ijUuAYGBKk84pyoaU6SymCgZTNmEN77Xx889pmDywr18AeLP2o3B69/JsWanGYqKm/Y45RaX8XX1aEbcr+u9EZKUi4Q4zRSpPPZex58L5UlD3zVxhU2oanv2SKR6dOuGP379lQ/TUaH0Bz//8AN69+iBSxcu8IuVJIEqtXlz5uBrJkJeFHhbBV8fH/z43XeYxQSLeo3s7Oz4MN28uXP58yshWaKhQBraC2N355QtXV8qxa8//wwrdqde+Vh6jVT2fdDfpd5MT59AjUi+WR01iVR+eREMb2zmMULvWoyAfZrqrr+SklKYW7pix6ELD1/QmBqh3r0VjT6trefmJuxoHPIzcjDDeRdamfWG5Fw3zAo4wtcdrEpMajim79FDj7lfwuTQKFzxPIXzLocxdms/9Jj3JdacnlH3tAXqJCEBYPLPj+kLLwCmpsKOByliInCTPdaaPdb13XcRyM73W+wasGvdGvZMbm8wEYtn53pZC0hnUFdEkVKOVolU165dH9OTy2dI5fIMXak0c/z48Z1ZRc9Xsbxkbs7zR8kNDXHk2DG+XIym0ZgidficDd7+2RCddBYgNDKBV/gkTpetPPHNfxPw4V8jeaLNpiQusxifLnFnImWNfntvI7egGHGxMRopUsQJ72Q+DNlqjDWWWEQJW1UDiVSXTp2gM2QIjrPz98ihQzCQyfjw2/KlS+/M5KNep8yMDEwYNw7//PHHPUN4BCXYpBin4QYGfPjPjDUsJGe7du7k518ldMFPZK9BvVU0tEfCtGPbNi5v9PipkyfDxtpaJakWGouaRCq2IAWfWo7miSm7OC9AarH6MsMrzat18uTdAOnp08nChB2NA4mUTYA7frGZykRKIZXemXczu9MsOlrehXJCrT0zE5l5ikaBltCJTAqG4drOGLLsd3iHqmaWnMo4dw547TXFcWXnL2rIixY5bx5s2GN8/v6bD+2Vs8aPUhckHTwIOyZSdm+/jSgLC4ga9SCiSClHq0RKqq/fn2KjmEil6+jobJgxY8bnrAHgixbTNPGjrAGaNGUKj5m6eu2a8kqtCWgskaKTvp/RcnzwuzFfP+9+qHfqsQ8G4KipnbDlLjQcGBaViKi4FD5zryqUjJMCayu3p6ZTkG0iImOS2bbqG4Xs3HyERydxmUtOvTdI2yE8C8/OcECr8TaYcZEq9HLExERrrEhFZxTh3y2+kBheR+89fkhQ4fBe1RipDGEGEgWJUy/R30yYDjOxIij1QSK7Cx89ciTvabp/OSRKjyBl5z8N2SWz5586cQK//PgjDrHGour1QNIxe8YMDB4w4E6wOVUGJ48fhx67IWn/zz/46fvv+WsdOXoKLp63+XepydQkUleTb+CJi4PQ2qw3FgeeELaqHiv7G9iw+wwPyH+Aqr1RlD/KxUXY0XikpaYiNS4Ju0Ov4rnLQyE52xXTbx9AaYViKCs9O5kP6dFaeM7+D+bGOmCxHnqr/oWpo2LYuBLKZB6RGAzfcHcEx926Jw0CUVZeipTMBGTmpqGcyVpyZjxuR3qy4oWkjOqD3vljojzZa7oiJjkUJaVKJjjQeV251A6VadOEHXcpSUuD919/8d6ojOv3frYydt74DxrE80WFbd58z3xGSm1QxNqW/IAAFLKG8v6cUZSMk167lL0GQf/PZzcmVOh1q6O08jHsNUvYNaoNiCKlHG0SqVZ6+vobmEyVM1Eyog3sNdswkdqgeHkFt27dwpixY7Fy1SqNWdy1ksYSqZj4VHzXZSK+7zLpAXkhLOy9MXPZATh6+N8JGqY8UbuOXkMXHRN8/d94/NZ7OuauOsIk6O6FE5uQijFzdmD3cQtctfHiskZDhT93n4LFG04iJe3ev+XtF47Rs3fgh66T+Wv2NVyGs5dd2EmnkK4dzvFoO8kWT093wHFvSkhYptEiVVhajtmXwnkP2rMzHGF6U3XT1itF6v5Ze9Qr9MO33/IhOMpAThUapUcYP2YM/vnzT34DURX6vX/fvjCQy3nc09kzZ3iv1t7du/lzK6HeKup1IpG6PyEnCYn5xYuYzhqn9u3+wR+//o4Zc5YhJCJBeIRmUp1IUcM9P/AYz2b+2hUZriV7C3tUS0pqJvrpz4Pklb+x99hlYWsVLly4G8vDZJlVBsKOxoNSWSTExiMxLx3dXBfxHrq3LIbDN0vRMx2eEMiXdZm2WxfxqQ8mK41kskSLDkclhQhbmB9mxGCT2XwMWvwrXw6mr8n3mL3PAD5MgCpJy07CihOT+VIxF1wOY9KOwei/6Cd0n/MZJmwbiBuhd4P0KUmn8+3rGLOpN3+9QUt+hu6Kv3HUegvyCpX0jtJ18NNPiuNbzbBppo0NXN58E27vv4/C+24+iDR2vnt064ZIc/M7PVLF7IYlevFieHz6KRyffZY/N4xdE4URd3vyS9gxDRk9GpHz5yPt/Hnc6tqVP9bpxRcRZGSE/JC7x4qg9+HXqxecX3oJTs8/D5/27ZF69iwqNHQmbCWiSClHa0SKJ+Q0MNgjlcny9fT0vqJt7DUfuV+kclklunTZMsyaMwfJGtYgN5ZI0ey8rzqOQxddE3YBPLxXjtbaW7DmGF8GppveQkxbsh+ySRvwxg/66MPkJyFZcXIEhMTi83/HcEmjRYz1J2/EJJM9aDdwNp7/Yhi27Ddnn1HRWFOvVruBc5hojcaURfswZ+Vh/NV3Jt75ZThMr7igsLgUo86EQDLWGm+buOBmPGv8yplIsUpOU0WKuHQ7DU/PdOQyNftSBJcrVVBVpKrmkcpmNwOUOJN6h7Zu2cLjN+iinTVjBr794gseE1UVihX8kT12GqvwKVbwuoUFOrRrx9MdVF1TL4E1EiRRtCwNre9Hw4Vurq48pUIlJNlHjxzBl6whmTBxCtIyNHciB1GdSNEw3u/203l81G/sZ1KRem6u0jNyMGvJTvzTZwJfOuceKMyANba8kf/f/4AmWgCXRIr3YLJT9kCMNZ68SEvHdMeU2/v5fv9IL3Sd/QlWnJyM4pKHN+w5+ZlYeWoqj51afXo6X0fvwLV1PHP5qE29ECkIF/Uuzds/nEnRrxi5oQc2nzfBeecj2Gy2AH0WfMvX5SspVfTu0sLH0pX/YjQTKRpmvOZ5GgsPj0a/hd/jmPV2/pga2c8+x6OPKo7zwIFgd9LCDiZ8Bw7wpV4oJqqkhsYuOSeHB5vTRIpydg5RDBUNBdJ6e0HDh/MhQerR8mPCVSwIBfVWuX/yCZxef50HrvuyazhATw9e7Bq8zh4bbGyMciEAPpvJndtbb3HJCtTXRwjb58Kkz/6555DKbng0GVGklKNVQ3tMpJZTigNdXd2Ff/Tu/QxtY6+7UvHyiorfwdERRqzhoTQIVLFqEo0lUpetPfFF+7EYNnZNrUTKxSsI7/5mhG7ShYiIUXQ1FxQWY/rSA3jhCx3sPHKVDwvR8NzHf4/Cu78Ox4Y97A5bwMLOm4nbePQfsYI3KAQtgvwee81tB+/enbt5B+Gn7lPQU7aIVdrJ6LE3AJIx1vhtww0k5ZaiorxU40UqKqMQHbcqhvf+2OCNsFTVJC2tSaQIi2vX8DWTJhpmCxB6j2hm30/ffYflS5bc6VUktm3dii+Y+OzcsYP/ToHklL6gJ6v8adivEvNLl/Dd11/zYbxIJk80vEd5pgxZBZ9e5e9TUs7PWUNBcVqaTnUi5ZQeiBfMh3FhGOmzVa2JKDMysqsf1rtxA3j1VUUDT+vDVUlv0ZhUilQ5k/+Mklz85zQfkrOd8e71EQjIT8StMDf8N+MDbDCdJzxDOQ5+V9F97udYdWoa8oruSvZp+z28N2n7pSX8dxrWo8D1zrM+xknbnXwbUVRSiLGb+2L4uq6IS4viQ4B7rqxCTyZmzv6WwqPY+85Kwoj1XTFmcx/kFigRYTquQ4YojvNTTynESiB27VouRUGGhiirIX42MSmJywKRfPgwHB57DN5//omi+Hi+rZQ1kjQEaMVeJ27zZr6NAtjdP/uMbwsdNw7l+Yrhb5ImEivPr77iQ3hEAHtvduxxJHWVUC+W7dNPc8ErbaLzojaIIqUcrRIpJlB/y/T1o2VyeYmOnt5x9v/Zx0+etCJ5usbuvGm6+GgKoB06FNctLVtsjJTZNVcuUvqTNz10BgodIxqW++ivkVyYquJ1MwS/9JzKe6UoXUJETDKToxE8gL1qVuuYhDT0kC/mvVQ0s4t6pag36t9Bc9jN+L3TkScs2I23fpDjkmswvl/HhGSsDfQO+YPWUaXs21TRa7JIEYuvRfGZhs9Nd8Q5FQ3vUWZyikuiIPL7RYqOBwWeUy6o7UyUiARWuVNeqJ/ZnS/leyIx2rxxIw8UpwDyEGFIgSpAki3KDzV92jT+uIPsOhnA5IpESmfwYAQHB/MgdspLRcJGealoliClW6C/+/cfv+Mye56mU51ILQ46iTZmvfHYhYE4GG0jbFUvWdm5rFFOVwwR0RCeiYmicWcNJnbt4o9pCipFqnJW8yF2PJ66OAitTHtiZuAxeAQ7oNOMD7HlPHu/D4FySh202IAusz6B/c17hzKTsxJ4yoQpu4bxoVUSqbkHjCBb1f6edffoNZYcHceD2Gk7xVbN3CPDtF06PJ6qKhuZ3Bms/Q8B0ff2wD6Ahwfw1luK4/3XX+xOQpF4NWbFCt6bxGWnhhQJJAkkC6Ta/kx4SbxS75sFSPFV1m3awJ+1MSRNxUy+qEfK4YknUFhlmJ223+zcmctUDntPJG8eTLjc3n33niVlKth3QUN9rm++iZxGnsVZF0SRUo5WiRSjtZ6e3lC5gcFtQyMjGI4YQRnOoccq+wHsTqF3376g7SdPntTI2UaNJVLmVp74ssM4Pjz3MJEqLi6F7vh1PJ7KyePeWJm0jBz0Hb4c33aaiITkDB6ATr1Mg0fziZJ3oAD1XgZL8Xvv6UhKyeSpFz77dwx+6j4Zh85Y4yCV09Y8uJ3ipF75ShfLTnvitQUeaDPRDissFTELdHy0QaQu307Hy/OcITGyxBSzMBSVNryXg9IYUB4nGoKrDDavhGT3srk5/v37b8xkskNB6IQnq6DHjBzJh/0oTQKlPTBid9w0RFcV6omiZJ2UXJMe1/HffzF/7lyYzJuHsaNG8V4rgiRkAdtGMVW//vgjfv3pR/z5x5/YsWPXAwHcmkilSOXnKXoF8suK0NttCSTnuuIr63EIy1N/I5CZlYtpC7ejy7AZcGU3IvBn1/r77ysa9o4dyYqFRzY+94tURkmeoleKHZ/PbSdgn9cRdGNitKkWPVLUM0TDeRS/5BN27/mWX5SHkRt7YMyWPsgpyOYxUnP2GWD81v58rb1KaDhv+YlJXKRC42/zfdTrRL9vODcPOy4tvVPGbunH81q5+FsLz64B1uDzzPF0vClf14wZfHPMhg1cpCieqbLX6H6S2PGJTUhAKWsUfZiE2bLHF9wX45Tn5we3996DF7tGKNaKgstJpCj+qmqPUnFyMm716AHnl1/mIlUQEMBTLri+/TZiV69GHLshohK7bh1usNdyevZZZFhYCM/WPESRUo62iRSHYqSG6emNlhsabl+wcGHghk2bsGv3bpiameEWO9HpQ2kijSVS9m63mUiNRx/DpewCeFCkcvIKkJImzDIpKUVP/SV8yM0v6N7A5fyCYgxh0vThn8aISUjlIvX+7yMwbByfKHmH+EQmUvokUjO4SCWmZODLjuPw1k8G+Ig9l57/wR/GvNeLhgXf+lEG6WY7PDvHDU/PcIB5gOLkKy0t0QqRSsopRtcdN7lIfbPSExFpypMA1oY8dsdKvUhUWdF5cj80W4/OHVprr+rFSjPzSKhsbW3hzu5oa6roKLiclpehx/l4e3PpoNehZJxVF0mmCRoUd3X+gjmmzFqGFev3sO9U/ZWDKrhfpELzEvCZ1WgmCl2g67kWpfVdJLcO0NDeL91GQfLy39h88ALKt2xWNOo01ETrwzUh94sUcTTWnq892MZ8ILqaj0WfeV/zwPCi4gfP6RwmT14hjsjITUVWXgaWHZ/IpKcTbkfdEB6hoKA4H+O29sOojT15b1RadnKNIqV4DRIpfx7sbryhOwYv+RVG67vCmD2ffqcyZnNvHmd1M8JdeLYSqBfqn38Ux516p9g1k3DiBM8XRcNrpdVMQiplNy/R7GYmjl1PRez/3r/8Aoe2bR8ITKe0CV7sZoQC0PMpZyG7hkikKBCdhv4q4SLVvbtCpNjrkky5svdCvVz27HWrFtpGcVNpwlJMmogoUsrRSpGq5MiRI8+mp6Vto2GJonrKE+WbcmV38JSE0MbGhjc09JO2VR4Uamh8fX1hbW3N99FPapTqKmyNJVIUy/Rtpwn4rdd05OU/GDRq6+LHJWvNDlO+iv3gUat41nOvm/euP5aVnYcBxivw6T+j2Z1a2l2RGrtWeISC+0WKJO2jP0fi7/6z4XUrDJ43Q3nxYsXXPwK3AiKht/8mWo+zxetznRGSoqi0S1kFrw0iRf1Pitl7Vnhksj1MfRtvkWXqaa0aNK5O4pNJijU3buN+7oiU0ONwJMYOT18ajFZmvbAq+Czfpm4oV9sFCyes22uKoBt+QLeuigb9o4/ALn7hUU1DdSKVVpyD/5wXQHKhF14+1Qs9lvyA6bt0mPA8uBahb5grDNd1xp7Lq1DIZGntmVnQXf4XXz6mKnmF2UJMU29205aBtKyae6QqRSok7jafDThifTfM2CNlcuaFxPQYJLBCP6lQ0HphNYJXLZSzqzLw3NAQ6UeOwPnNN3GDSRDNxruf1PPnYc++o5BVq1DM2gSfP/6APROvQnY+VYXinWiIjmKfCoKD7/RIUS+VMpHKZe0FDd95fvcd73nKcnLiJdvZGdnu7shl7Ut1gqcpiCKlHK0TqYEDBz4hk8l+GaKj08do5Ejd8xcuXHaj2RCsuLi4wImdnHZMhkLZXUltMtTGx8dj/fr1mDlzJhYsWMDLiBEjMGXKlDuBvTSTadGiRZg8eTJMTEwwb9487Nu3r87DHY0lUlSZdxwyD5/8PQq2rg+u5bVu13k89fFgLFx/Arl5hTyvFA0Fnrtyb4UYEhHPXmcu/mFCRDmjImOTHyJS05GUmomCwiJ83XEcOgyex06we3tXnDz8se+0DX5b5QLJODu02+yDzALFY6iC1waRIq4FpOOt+ewzGFthslkYClQ0e08ZJFBUkal7mI1i3KoGsGsLlSJVkK9obIdTNvNz3fC8+TDYpN67kLO64UvonGPyRj1R1JiPGkUHVtjbNFQnUgT1Sj1+aRDanO6O39b9Dr0lv8HG56Kw9y77r63js+z2XV3DbiYqcPD6Bh5Abu1zd+IJkZgejWHL/sTUncP4eZSalfhQkQqKvYX07CQmUTKM2dIX8en39o6fcdjL/x4FntcKqkMGDVIc+2eeQQGrt73++gt2bdsih4L/7yNi9mxcZY8NnjOHv+dbXbrwnqKc+4bJs5j42D/xBG526sTzQZEwPUykSJSKmYRQr5X7p5+igoYfq5Bubo7kEye4lGkqokgpR6tESldX9w09uXynVCbLkMrlpXIDgyJWymT6+qhaBg4ejEOHD6O4FnfudAAohoQOAv10dHTEmDFjsGHDBj4cQpCcTZ8+nS+3QYHANHWcKqW6BrM3lkgRq7efwxs/6vOA85wqiRSDw+OZ9CzBi1/p8CFA4ug5W7z5E6vo5u+6Zyhw/ykrvPWzAaYu3s/ljFIaPEykEpMzeI8N/d3P/x2L89fuBlDGJqahv9EyvPP3WDw/zhySyU4wPBaIYoo0Z2iTSMVlFaPTtptcpL5Y4YGodNXM3lMGiRSdo+rM2h8Vm4RFaw9i9+GLXIi1CRKpCCZSxQWFSC7Owp/2M/mstA5O85FZ0sipG9h35dlvKC60fhYZH3zUJAk476cmkUopzkZH6pUy64n393ZE3zlfYOFBY95DRLJDJSDaG/LVHSFd9S/8haE8CjLvwkSKYqUy8xQSQAHkJ2x2oP+iH7HzkmKmJw3vPUyk/Nnrk8DsvrKSB7BTvioKVCdiUsL43x29qRcfUqw1dMwp+SnJFJOaoI4d+ey6YCMjLkGVZLPHkeRYM0GKYEJDRLD6nkQqjN08Vw0Op/gmnriT7WdvGEXsenyoSNH7YI/1/v13HneVzdqYSnhPFXsuxUndH4+lSYgipRytEimZgcFkVsqYRGXpyWS27OepJUuXBuzYuRNUtguFYqYcmPzQLLC6QEN4e/bs4b1SdFAqOX/+PObPn89nNzVkWKUxRSqOyU1nHRO89p0UsokbuNCcvuSE3oZL8cKXw2A8axvSMhWNS3xSBtoNmM0DydfvPs/zRZ257IKfu0/l4uTsqeiZCwqP48I1aNR9weaJGeimt4jHWdHfJa5Ye/F4qP+GzoejRwACQmMxaeFe/O97KX7W34CnJ1tDMskeC6/ePc50fKiipwpfG1hqEY1WE2zRdqIdzG+r/wKi8zMmJkatInX2sj2+/EcfHQdOQZSQCkNboGHPiPAIlBWVwi79Nt66ZsADqecGHEX5nTSLjUOchw/+/EeGV97rBPNRU3lD2tTQTSBdX3Sd3c+JeEc8Yj4Ij5/ugT82/o2+87/GmM19sefKauwyX84kqj36Lvweuy/fyTaDtJxknnOq+9wveAoE25vm2H9tLQYs/olLEy0rQ9CQ3PTduhi1scc9IkXStejIGOitbHcn9sk33A0y9rfo752x3wMr7wt87T9Kp3DEchN/TK2hG12aMdmqFdC2LbI7d4bnp59yQfJnN9vUCxS/dSs8v/6ab3MfNAjxQh61PF9feHz4IU9XEMduqun3+G3b4PTUU3B54w1k2ShmgBaz65EkyvV//0NZlUkiJSRS7O9REHmlOMWuXw979l5ImrLYTTnN0vMfOBCW7G9EUFC8BpwjNUGdBqJI1QzdnGiLSLWSyWS79A0MIJVKR9Hv7DXbsC94veLlGw71PE2cOJH3SlVC4kRyNXr0aGzcuBE7duyAubn5AzOrakOlSFHSRPo/WT79VEehdbPcbgSin9EynhSTpOYdVj5n/9cZtwaBodF3/j4tc2BhfwMdBs/FR38Z430mVB/+MYLHTe06ehWF7BjQYwPDYvBD10kYMWML/72yxCWk8tfsqmuC6LgUdtGVIS8vH0s3ncR3nSey1zLGB38a45N/RsFo8nqMPeSBZ2e74LEp9jjmmYhy4XVIFCgzN81Ko9/v/0yaVOg9X7mdiv/R8N5oa4w8GYT8ohK+vbrHN7TQ8SCBouNDPaXqOD70mrcCwmA8ZTUWrTmA7Jzcah+niYXeOx0XGoYvzS/iaQ/amvXG4xcH4kKcG/teyqt9nqoLvQ8KKUiYNhND3vwZ/33cEa4HT6KMNZLVPb6xCr0v6uml84eus6rnD52zcXmp6OREvVLd8PK5/jA4oIeJG/tCtqoDZCvbY9SGXkyiViErN/3Oc+mYhsTexpKj42Gw+j+eSFN/VUfM3C2Dq781q1cq+GOT0xOw9vQsLD4yDrHJTHTZtrJSdr0XFWLHxaWYvdcQAVE+fHs5e46llxnGbxl4528br++BXZdWIDu3juc9+x5KWV1b/scfil6pjz5C8vTp8PjrL9gzIaLeISr2L76IWwMGINzBAXHsGBWzRpG+r7i9e+H68cewe+QR2DEBsm3TBs5MmmK2b+f76b3kMzH1/PVXeHz/PYrYDSD/bKwUsDrMb+hQuH3yCTKcnfnji7KzETBiBBxeeunOQsl2zz+PW0ymcoVVC6r9HBpQqMeFJJxGY6rb35IL/74LCnjdo/EixZ7dSi6Xb5fK5RXDZLJf+DbFEjEqESlqpFasWIHly5fzIYJKqHKmGKqRI0dyidrOLiKSqkOHDvGTqy7QQafeKHd3d273NExDP9VR6LWTkhLh5x+EnYfOY96KfbzsOXIRgcEhrFJV5EyhEs8em5iYABd3H6zZdgKzlu7B4nWHcMXSCfHxceziieevFxgUgoMnLuPCVXv+HNpGP0PDI2BqboMTptcREhrOH5/ISmxsDE6ft8KCVfsxe9ke7DxohvCwUBgevQ3JWFu8MMMe12+EIpH9jTj2Pqi3hZZBoTiXqp9FE0sCe89BEdHouMmDiZQNvljmBrcAJoFse3WPb2ihY00VGR2fymHo6h5X30Lr96WnpSItLQWxMezvxbLvVk2fRV2Fjkt4aBjCoyLR1Z6STXbCB1eM4BZ2E8lxd893dZaY5GSk2NujjDXacayKCvv1LyTduonElORqH9+YhSp6On/oPKq6nV//sfHY6mOGR037oNX53hjvsQMeN51gbnsS521PwN3XmZ3zieycSLjnuUkJSYiIioCN21WcszqMK46mCAoNYOdTEj+H6DyNio7EzQBv+Pp7IZI9lrbRPrrebwf5wue2B8Ijw+5sT0pMxs1Ab1yyOwUzm2NwvmHH/+79f/uhhb1eDGvYUmhFgMcf5zJVrK+PSCZMPhs2wGPsWHhOmAC/nTsRFRyMCPYcSgVC7ysuntV5TKqCLSxwY84cuLP632vmTARfuYI49h3Ta/NrMiQEtw8fxu0DBxDD6i3+PFbo/4HnzsGPyVgku3mm2YCUWoESDvuxG3OP8ePhMWYMbm3ejKiAAP63qv0MGlLomISFsWtLC+rmpih0g0IjVpXhQOqEC1FD0JPLhzKRSmU/l7Ff29A2JlL3jjPVE+opotioq/dNQaW7Ny8vL/j4+HBxoi68I0eOYCy7CKlCqgskUtQb5enpyXtdqFBXqboKiVQqu0CzMtORk53JC/0/hVXqDz42CWmpKcjOykAuf2wGs+vUe95jcnISMjPSeYN7/3Mz0tOQkZH2wONpW+Xfzs3JQHhsItptYPIxyhpfrXBDSHQC+7uKY0F3O3SxVvZKVf0bmlYqj+20s/5oPdEOrVjZbh2EVPaZKSVBdc+pqdBnfVhJZpU3Vdx0fOjCpd+re1x9Cr1WVFQMTppawNXTl8lUKu+9qO6x1b1/TSj03ngDGB6F68Fu+Pz6GC5Seq5rEZMQh7SklGqfp9JCxycrC9kzZqCidWvgsUdRumkTEtPSEMf203Gt9nmNUOj40HVF5w9NsLn/u8xITkNAXDi6OJpAcqYj3rsyAhbhHijIzENGWiY71++9tqsWOn/SUqleyER6agZSkhXnTuV++n9KMjunWLn/NeixKSn3bq98PL1WelqG0r/90JLBns9kp7RfPy5SZY8+inQmMsn5+UgpKEBKXh6S2XeWxM53Ek0SBXoe/T0qySRi7CabHkc/k9nr3f9ek1njSYV//5V/l7azx/LXZsfnzuPZ/2kbfz362+ymnf72nedpYKn8vHRs6Bjdv7+lFzo+VDdT+pr6jFTVFfKeBiGTyT7Uk8ks9aTSzCHDhq03MjKSWVpamtFCxZQ/ypfJEBVvb2/+wWobDE5BjkePHsXs2bN5ZVMV6rYjmaoKzRAcN24cF6K6QCJFwubv7y9saXkEJBfg29WePHWA7pFA5Jfc/Y7o+FBjqC0xUoRdWJZieG+sDYxOBEOdk/cqu4+r9piqijOX7PDF33KMnrkBWTman3yzOihGKjk6HjuDr+C5K3p8xt62iGoWEFYnFL/WsydvtPHRh0h288KCDcewYPUBxMQ37SQKGnaoKUaqkiMxtnjyfH8eWzYn4AiKGzm2TG1YWABvvKH4Xv7+G8z+hB13oUaxLu1GS0KMkVKONsVISfQMDfWl+vpJw0eMABVaKob9LDQeORIjR42CsVCkcjmOHjtW66E3GtajIb3Vq1ffyUFTCfWSUIxU1bgpyiNFw3t1FaJKkWqMYHNN5VpgBhMPZx5XtMQiii8NU4k2zdqrhLKaDzxwG5IxNvhkqTsCk6vPmqwK6NwkkaKkmarm6NnreP/nYTCctJpn59ZGcnJykRAVh5FumyAx7YJnzIfCKsVX2NtIUP6i559XNNgTJ8LL1RdPftQDL3zSExeuOQsPahpqmrVXlcTCDPR0XQrJ6Q5433Ik3DM0dyZZnaBJQpMnK7Kdt21b7VI9JAkkC3TzLHIvdExEkaoZrZq1x4f29PWvMoG6pCuTXWQ/r82aPTtqFRMgKiuFsnjJElhaWSm986oK9YJQbxQJ0/2VDDXqNGOP0h9QUs6goCCeU4pm9tV1PFQUKWC7UzyemOqAxybb47TPvXeF2ihSxDbHODw6xR6PTbXHCe8H73RVhTpFKie3AFYONxASfndhY22jMDcf3iG38a/NTEjOdMBv9tMRla++7+MBqL4xNlZI1Isv8un3ydn5mLFkF2Yv243ouEZ8L9VQG5EiDsXY4MmLA9gx7IxZ/odQUK788VqDnx/wxReK74d+ensLOxSIIlUzokgpR7tESk/vqaFDh75mYGDwSt++fV8yMTF5PSU5eQclKMylkpvLC3Xx1yUQnHqWKCHn5cuXH+jWpd8pi/msWbMwfvx4TJs2jSflpJgpGhKsC6JIAfMvR0Iy3hYvzXaEa+S9Q1TaKlJ+Cbl4x8QFkjHW0DkcgCI1je+pQ6ToHKYEnM2BivxinLx5HW9fNmAS8B+m+O1HYVkjSgAN9X/1laKh7t79zrp6tMB3Xr7684w9jNqKVGJRJrq7LoHkdEe8f90Ynpl3UxZoPStWAI89pviORo6kSkfYIYqUMkSRUo5WidT9sDf+eGmV9AfUKNAXTpVFBPtQte2RIvGiIMyaepjodek1KXO6h4cHD9asq0QRLV2kaBhP56A/JCOs8MliN0Rn3JuTS1tFiob3htDnGm2Ddxa6wjNGPQtmq0OkbJy8IR27DEfPWbLKQLt7HsryirDQ7SBam/VBm/N9cTrOSdjTCFB9sGABQEHm1Ejv36/IYyRQyuolb79QhEcl8Ic2BbUVKWJ/lBWevjQIkrNdMMv/MAqbS68UxUZ16KD4jt58E3C+O9wqilTNiCKlHG0TqVbDDAz+kkqlu/SkUlepTOYzecqUxPmsAps7bx7mzJ2L2ayMYHcaR44ebVDyTHXQ0kUqionTnxu9mUhZYuD+28guvLfC0laRIrY4xKHNJDu0nWyPNTYxwlbVog6RWrnlGCTP/Q79iauQkakeAWwssnOyIHVYxRr///C+pTG8MhqxJ4WGjX78UdFA04K5rFKtipXjDXz0my4Gj1iIiJgH13prDOoiUslFWejuupjP4HvfYgRuZD649p7WcuYM8Oyziu9KJqNZHHyzKFI1I4qUcrRKpJhA/S41MLhlMHw4BZTn6Mlk+RRYToHnI0eP5svDDBoyBDp6erh0+bLGXRAtXaRcIrPw6TJ3LlKjT4egoMqMPUKbRSo0pQDvLXLlQfT9mSRWLnujStQhUnYuvhjCGvfDpy14YlZtxjctDN9YjOPxUd1cFiK+UP2V2h3YjRuefFLROK9ereihqoKDqy8++lUH7QdMgl+gInt2Y1MXkSIORFvhGfMhTEy78l6pkopmIhg57Iahd2/Fd/XCC4rvjiGKVM2IIqUc7YqR0tdfKjcwgK5MdpaVfsP09MbpSqW5W7dtQ2BQEJ9Nt3DRIowdPx4+vo08W6cWtHSROuubgpfmOKEVk43tTgl8Tb6qaLNIUVzUYBreG2WNd5lQ2YepPjGbuoLNqZKsusaitnI+3gVPXaThqM5YGHgCxRW1G9pvMFR56ugoGubXXgOE5UOqUlhYDGvHG7B3vSlsaXzqKlK0Bl9Xl0U86PwdCyP4ZjWNAKoF+o5efVXxnVE6hIQEJLLvURSp6hFFSjnaJFKt9AwM9kjl8mKpVPo9bejXr98bgwYN8li1Zs2dIPFI1tBMnjKFr713f/6npqali9QG21i0mWyHJ6Y74mrAgyecNosUcdw7GW0m2uGRSXZYZnFvPjJVoEqRosWlHd1uISFJc1ecryvrQsx47qjHLwyEeVLdcrw1CHYDh5deUjTKo0YpcklpIHUVKWJH5DU8QXJq2h3Tbh9A+QO3P1oKa/gwdqziO3vqKYASp7LrShSp6hFFSjla1SMl09ffJJPLK3T09IyZQD164MCBx42NjU+NnTABPkxQCJq1t2TZMh4vRRWHJtHSRWrq+TA+9PWuiStuxDzY2Gi7SAUk5eGDxW6QjLRCj123UKji2XuqEimapUdLAT3zYTdMX7wLBYV1W+pIE8kszoP8xkZITv2L720nwy+nbqsO1Bt2TWPVKkWDTPmJDh0SdlRPRFQCNu81xRVrNxQ1cnB/fUQqMj8ZP9hMguRMJ7x7fQR8s+6N/dJqKA/gZ58pvruffkKCnR1iMxXr+YnciyhSytGuoT25XFeqr1+ob2iYrKuru2rv3r3vnjhxYquBoSEWLFyIaxYWOHz0KNh+LF2+vFHWvakLLVmk0vJKuFxIhlvi9/XeD8zYI7RdpApLyiE/FshFig/vhar2/FOVSJWUlGL9zlN4/uMeGDt7E7KytTOTeVVo2Olzq7E8kaSh92bkljZSbzRdy999p2iMaYgoVHmA+9odpyB55lf0ks5BXGLj3ujVR6SIFUFn8Oj5vmht2gsLAo8LW5sBJMHsppt/d6ykjhiB+KQkvui0yL2IIqUcrRKpPn36PK+np7eIiVKcjq5u6NKlS7/LyMhYfeDAAQwaOhR9+vdH7759uUjZOzg8kBOqqWnJInUzPg/fr/GCxMgSww4HID3vwfgVbRcpGvQ4eiOZLxfTaoItFl1T7d27Kof2qBG/aOGM4LCYeqXy0DSOx9rjEbM+kJzrji1hl4StjcCJE4qGuFUrRY6ih0DZzf/qMRYrtxxHTp5itlhjUV+RCsqNw8eWo/jahT/ZTkZsQfMZDkZQEPDtt/w7LHr1VWSamaGRIuu0ClGklKNVIkUY9+z55DCp9K8BAwZ0PHbs2AusEVhLCTkdHB1x4uRJnDp9Gjd8fDQu9QHRkkXqWkA6Xp3nzGfsLb4axe76Hmy8tV2kiICkfL5UjMTYCv32+iGnSHXDBKoSKU27wWgoJeWlmOd/FJSE80VzXVxN9BL2qBn6HqRShUi99RZgaSnsqBnK1RUaGd8k6xnWV6Rott74W3sgMe2Btuf7Yn3oeWFPM4CuhZ07Fd8hK6VGRiinWX0i9yCKlHK0TqSqcv78+WfS0tK20YegL7quFURj05JFar9rAtpOtoNknA1O3EgStt5LcxCpnKJSGBwP4iL1lokLbEJUN7ynCpGiAPMJc7fwGWTNhaSiTPRxWwbJ6fb4y2YmQrPihT1qhmZ+VeYjMjSkL0jY8XCoFzA1LYuLVWNRX5EivDLD8PY1I56gs4PTPKSXaOd6jNWSxOqjXr0U3+PrrysmD4jcgyhSytE6kRo/fvxjUqm0i1Qu3yjT1780ddq0GJOFC7F81So+U8/Wzk4tq+OrgpYsUkstoviQ1zMzHXE9KEPYei/NQaSon+2MTwoemWyPVuzzrrVSXXLOhooUpTiYs3wPnv6gK0ZMWdMsgswJWliXpufTNP3hLhuQV6C+haPvQD0ZlUHmTz/90CDzqlCP4I6D5/FT55HYtOdsowWdN0SkSivKMenWXj5771nzYTgUYyvsaSaYmd1dbFqDZ142FaJIKUerRGrQoEHPcYGSy7OZRJVR4LnMwKCUcktRMk49mYyX9Rs3spuM6ns9mpKWKlI0e834ZDAf1vtwsRvco6oX3eYgUsTtpHx8sdKDL4XTdedNxGSqZphZFT1SFrYePLv2mUv2zSao9kQsk9Zz3Vgj3xsmngdRUdgIUS7se6iMrcHvvz80yLwqNGuSegUlr7TD6BnrkZPbCOLHaIhIEd5Z4XjzmiHP09XNZRHSipvREFhmJiqGDFF8n888A5w7J+wQIUSRUo5WiZSeXD6cCVOBnr5+mo6e3sbhxsb93T09T4azSo0ScJ5lJ//0mTMxYPBg/n/68jWJlipSybkl6LvHDxIDC7Tb7IPItOpnVDUXkaKs5vMuRyiG9xa4wkpFw3uqipGipWCaS5xUUXkJpvrt4/FRr1+S4eQtS2bujfDZqAeKAsypLF4sbKw9Tu63YLLmAFy9/BstM1NDRYqO9XS/AzxX13Pmw3Aw5sHEo9oKnTF5Z86g+OWXFTJFMzBZwyiiQBQp5WiVSDGJ2kq9TyRU9Dt7zVYVFRXrFC+vgDKcj580CUuXLUNGRvVDSE1FSxUpn7hcfLtamLF3yB/p+dX3GDQXkSIu3U7H0zMcIBllhVmXwqsNrq8rDRGp7Jx8ePoGISG5Gc24YtAMsj/sZ/AZZf9YzoB3yG2UFKh5yJJioXR1FQ0uBZnb2Qk7NJuGihThmRmK/13Vh+R0J/RyXYrMEu1PnVFJMjs+abT2Hi083aYNsG3bA0v9tFREkVKOVomUXC7fwmSqVFdX92f6nb1mGyZS6xUvr4ASci5id4hz589HWppmNRotVaSsgjPw0hxnLhXUU1NSwzp0zUmk4rOL0W3nLUgMr+O3jd4ITmn4VPeGiNT6nafx0a+6mLF4J0pKm0/CQdf0ILxyWQrJ+R4Y5boFcZGxKMhXc1oBBwdFJnPqjaKlYYRFb+vD7aBIWNp7IT1D/XGdqhCp3NICGNzYzBN0vnxFCrMEV2GP9pOYnY24y5dR/tVXCkn+5RewAybsbdmIIqUc7eqRMjAYKJXLU1hZ37Nnz5dpGxOpVcLrc1FxdHLC2HHjcPzECf7hNImWKlKH3RP5bD3JGGvsdal55fvmJFLUAUUB9q1HW+PJKfY4d7PhyRcbIlKT5m/FK1/0wfRFO1Fc0jwy5VSwf0dibNHWtBeeujwUa26dQVJ0PD9OamX2bEVDS0HmlEeqnuQXFKGndDYef7czDp68JmxVH6oQKeJq0g08dWkwn8E3wnsr8suax6SFxORkxLKb77KFC4FHHrnbKyUiitRD0FiRMjExaa2vr/+DTCYzkkqlhuynHhOpyUyiglgp19HTO2UwYsTkCxcuXPHw9IS9vT2OHDuGcRMmYPiIEXBx1bw7pZYoUtQzvtIqhi8N89Q0B1z0q7mXsDmJFEG5s14WcmdNMg1DfknDYncaIlIRMYk4bmqFSPazuVBQXgQjn628d+QLm3Gwjr6BxKg4UF45tUGTWH79VSFS338PRNV/TUVayHjcnE349A8pjp61VHtiVFWJFC1m3NN1CSSnOuD96yPhmB4g7NFuSBJiWd1TFhio+G7pO/7xRyAkRHhEy0UUKeVorEjRWnp6Uukyg+HDQXFRQimjn4ZMlIxHjYI+20dr7zGxwjBdXfTt3x99+vXDwMGDcYzdKTa0wlA1LVGkKCHlyNOKGXufLnOHW3TNM32am0gl5hSjy46bkAy/jm9WeSKkgcN7DRGp5khCYQa+sZ7ARKojergtQWpmOqIjotQrUmfPKmZ1URzN3LnCxvoTn5gKR3c/PgFA3ahKpKgn8EC0NZ443w+tTLthfuBRnrRT2+EixWSBf5JFixS9UjR8O2dOi4+VEkVKOZosUm2G6en10tPX360nk+2gwqRpG5OmjVKZbJOuVLpJpq+/Y9WqVTcPHDyIg6wcOnQIhw8fxp49e+Dm5sa/fE2iJYpUQlYxeu2mWCELtN/ig4j0mtdAa24iRSy8GgnJGBs8NtkOp7yTha31oz4i5eEThLkr9sLWxVfY0nxwTg/E8+bDeMbt6f4HUZZfzI+P2kSKVksYNkzRU0Gzu5ychB3agapEiogrTEcXl0U8CeonVqNxIzNM2KO93CNSlM6iMlbqvfcAb2/+mJaKKFLK0egYKZN27dr2NDZ+kpaFoWJgYPCKnp7eR3K5/PmBv/32xIYNG55nleZm+hBVCy0Po2kSRbREkboVn4dvV3nyGXuyowHIVpLjpzmKFGU2f2+xG++Rm2gaynNq1Ze6ihQNFc1evgetXv+XL05cUKB5yybVF4pB2xh2kS+kSwkiTyY4oTivUL0iFRwMfPaZonHt2xfsDwk7GkZBYRE27T2LhWsOIjFFfRWxKkWK2B9thSfO94fkbFfMDziKwnLNGgGoK3dEqrL3aetW4MknFd/38OEKkW6hiCKlHI0WqfuRGRgMk8nlLlKpdAr7tTVtY43FWuH1NZ6WKFIukdl4Z6Erj5GadTGcVVLCjmpojiKVkV+K3rv9IDG2xIdL3OAbX/+MyfXpkTK74oiuQ2fw+CjKbN5coADnYZ5rITnXBZ9bjYFfbgwKc9nxCVejSK1bBzz2mGK4hxpZFeF9MwSf/C7F61/3x1Vrd2Gr6lG1SMUWpqGT80JITnfEx1aj4Zul3XmX7ohU5U04zfr+5x+FSL3xRoteOkYUKeVok0i1khoY7DQaOZKyl6+mDew1KY/UBsXLaz4tUaQu+aWh7UQ7SMbbYqej8jXQmqNIETudEvD0dAe+RM5mhzjem1If6iNS5ezuOjU9ix3b5jFTrxJaX+8Lq3F85lgP10UoqChBXk4uwsPD1SNSFGT+55+KRpV6pVQYgByXkAKjKWsxctp6xLL/qwtVixSxPPgMk9nuPEnntojLwlbt5AGRIk6durueIuWYYnV4S0QUKeVoVY+UVC5frm9oWErxUr+99dYTtE3skdJsaLFiyvD99AxHnPNVngKguYqUf2IevqbhzZGW6LbrFjIL6lcZ10WkaEZYZHQCsrLV1DvTxFxNvoFnzIdAYtYL8wKO8W05OTnqE6mrVxUL2lKDOnEinazCDtWQlZOHvPya4wdVgTpEyiEtAB9eN+a9Uv86zkV8ofobEnVRrUjRmnuDByu+9zffBK6pP02FJiKKlHK0SqR0ZLJ/mEzdkspkOcOGDVs+YsSIbl5eXsfj4uIQHx8P+kklOiYGGbR2kobNtGhpIlVUWo5ZlyJ4fNAny9zhGqk86WBzFSnqgZIeCYRklDWen+UI79j6De/VVqTovD9yxhIf/66LpRuOsIu8+d1FLwk6ySXq6UtDcDJOEfSdk60mkSLxGDlS0Zg+9RRwWX09L9GxSYhLbHjOsepQh0iVlJdhws3dvEfqiQsDcDbBRdijfVQrUgRJdGWvlFyuconWBkSRUo5WiZSuTDaMiVScoZERjIyNwf5fyn4Wjh0/HuOqFMojdfLUKf7hNImWJlIZ+SUYeiiAB5r/tNYLtxOVN3DNVaSInc4JeHK6I09MuuhqZL3WV6utSJWWlTOBOoxn3uuCGUt2MbFQb09HY1NYXowB7it4kPMX1uMQnqdYoDw7O1s9IuXldTfIvGdPReyMGvC6GYx/+03C6BkbkJld/1i6mlCHSBEOaf54n/dK/YeerkuRVqz6994Y1ChS7LzC0KGK7/9//wPOnxd2tBxEkVKOVomUXC7Xl8nlnjIDAw8mUW5SfX2vSVOmJM1bsABU5gpl2owZuHTpksorjIbS0kSKFif+bf0Nnkepzx6/hw5pNWeRis8qxq/rvCAZacUXbqYg9LpSl6E9/+BIHDhxFcHhscKW5kNoXgI+sxzNRaqf23IUlimuc7WJFGW3fuIJRUNKQeZqWvD5spUbXvqsN/4bOAXhkTWvAFBf1CVSZRXlGHtzJ9qY9sBTFwfiTLyzsEe7qFGkCBrSo0z2dA706EEHU9jRMhBFSjnaNbSno/PCMH39j/WGD/+of//+786cOfO9uLi4XVmsAqUFiqmiSEpORgL7sileQtNoaSLlFZOD95e4cXkwPhmM0odEWTdnkaKg74nnQtF6vC2emeEI03osGVOfYPPmiFmiG569NBStzXpjYeBxYauaRIoWPu/fX9GAfvIJ4Ocn7FA96Zk5OHDyKq7bewpbVIu6RIqwTb2Fty2G8yzzfdyWoUALl41RKlJ0zenpKc4DEioSag0LHVEnokgpR6tEqirt2rVrO3by5K+dXFyOBwcHIyE+HoWFmj2E0dJEyiY0E8/NduIz9pZdf/hSGs1ZpAiH8Cy8TMdjtDVkRwJ5hui68DCRonrdwycQq7acgKdvkLC1+TE34AjaMIl65tIQWKXcFLaqSaSoJ+LVVxUN6Lhx9CUIO7QPdYpUXlkRulIqBCZSL13WhWOav7BHe1AqUoSdHfDWW4pzgZYJoqSdLQRRpJSjdSI1cODAF/X09MZK5fILMn19fyNj41xaX2/mrFlYuXIlzMzMeIWhibQ0kaJZeq3G2uDxaQ7Y5/rwC7C5i1RucRn+3ezLe+i+WuGBiLS6if/DRIqCyimLueSFPzF65gYUFjWPxWSrkltaiC4uJjztwXc2ExFfmCHsUYNIUYM6b97dXghWtzQGYRFxOHzqGm4HqTYvkzpFitgecRVPXRoEiWl3TL61T+s6bB4qUhRzS8sC0fnQti2wcWOL6ZUSRUo5WiVSfeTy53Vlsk36w4cXGtI6e/r6CRMmT06bPWcOxk+ciMFDh2LQkCHYtGkTkjTwC29JIlVWXoG11jF8xt7bC11hGZwp7KmZ5i5SVOWuZMek9URbPMHk8phX3ZaMeZhIlZWXw+yqI/7tOwGb955DCTvfmhv+ObH41Go0JGc6Y4jH6nuGkFQuUqxiRIcOioazXTsgJkbYoT7oO1u3/RSe+7gHxs7apNKgc3WLVEpRNv5ymM2/m8+sxiKAfVfaxENFivD3VyxkTOfE77+3mF4pUaSUo1UipSeX60rl8iKpvn7k4GHDjEZPmPBjaHj4fmp4Ke2Bu4cHFi9bhv4DB+L8hQsoV1NQaH1pSSKVX1KG0cJixd+u8sLN+Ic3bs1dpAiv6By8Pt8ZktE26L/vNnKLlFTa91GbGKnS0jI+hT4nV4XDWxrE8Vj7O/FRm8Iv3TM8qnKR2rcPePxxRaO5dCm1JsIO9UF11o6DF/Da1/0wZ8VeFBWrTnrULVLE7kgLPH6xP1qZ9cKcgCPCVu2gViJFPVCrVyuy27dpA2ze3CJ6pUSRUo5WiZTcwGCjXF8fOlKpVNgkqaioWCO8PicoOBjjJk7EqjVrNC7gvCWJVGpuCf7Z5M1Fqt0mHz5r7WG0BJEqKCmH4fFAHif1+nwXWIU+vKeuEmUiVVxSiqSUDBQUNr/hvKpMvLkbrc51x3PmQ+GZeW9vgEpFir0WzxlEEvXRR4Crq7BD/aSkZcHthj/PSK9KGkOkKOP8n46z+NDrF9Zj4Z+r/l48VVErkSICAoBfflGcG/SzBfRKiSKlHK0RKRMTk9Yyff29UpmsUFdX9wfaxl6zDROp9YqXV0CNjMmiRViwcCHS1JTvpb60JJGi1AefL3XnIjVo3+1aLYvSEkSKOOqVhDaT7CCZaIe5l2ufU6omkaIEnLSW3i9dR2HJhsMa1xOrKlKLc9DZyQSSM//he9tJSKwSH0WoVKScnBSr/lM1Q5mtG6GCvB/6XvMLitj3qZoej8YQKWJN6Hm0MuuN1uf7YFHQSWGr5lNrkSJWrFD0SlHZskXY2HwRRUo52tYjtYQVSsQ5v3fv3s+w16S19u4sEUMfxolVgAbDh2PL1q284dEkWpJIecfl4s0FLnx9uclmYcJW5bQUkYrJLMKvlF9rpBV+XOOF4OTanac1iRSd97OX7cET73TGsJGLkZ3TPIf1bmSG8V4Omhlm7LMN+WX3rsavMpEi0ZgzRyFRlNH6SOMPUVGs1MGTV2E0ebXKZmA2lkj558TgzWv6/Hv6x3E2Eu4TXk2lTiIVGAj8/LPiHPn6a0XsVDNGFCnlaJVI6erq/i3V1w+Ty+UYJpUeMDA2NrhubW1KcuLi5oZDhw9jhLExdPT0YEtTVTWMliRSVwPS+UK9rSbZYWktUh8QLUWkqH9hnW0MXzLmyWkO2OtSu+SLyob2bgWEY/6q/bB28hG2ND92RFzBkxcG8vib/VGWwta7qEykKKj8r78UjeTff4OdlMKOxiMtIwtDmRRLnv4FW/aaClsbRmOJVAET3DG+O/nw3ovmw3Ay1lHYo9nUSaSIZcuARx5RnCczZzZKDF1TIYqUcrRKpAgmUnI9mSyAep1oKRgZxUwxcaIA8wGDBmH02LE4e+4c8jSsN4poSSJFS6JQbxTJ1F6XeGGrclqKSBGUU+rFOYqcUjqHA5BTi6BzZSLV3KGg8tG+2/mMsBcpT1Hqg9eQykSK1R88yJymuFMD2QTBxDScd/qiLeQTVsDR7ZawtWE0lkgRzumBePWKlPdKDXBfhZzSAmGP5lJnkQoJAX74QSFSb7/N7mZU8z1pIqJIKUfrRIqQy+U/6kql82UGBifmzpsXvm7DBmzfsQOnT5+GH5MUTZ323VJEijKYL7oWxXtc3jJxwfWg2p1cLUmkaLbeiJNBkBhb8qBzi8CHH6PqRCoiKh5HzlzHrcAIYUvzJKU4C52dTSA53QF/O87hQc33oxKRKmANPrtB440jxUjZ2go7tJ/GFClKSzHu5i7eK/WSuS5OCQtLazJ1Fili+XKFdFOs1OTJzbZXShQp5WilSFXChOTRzMzMrRSUqQ20FJGimWkjTwVDMtIa36x6+GLFlbQkkSLO3UxBq3E2fCHjhVcjHxqQX51IzVq6G4+90xnDJ61ulgk4K7FK8cV7FiP4wrhz/I+guPzBmyWViJSPz93s1X37KpaIaWJCI+LgHxzF6o+GNdKNKVKEXaofnjEfynulDG5sRr6GLxtTL5FKSFDkGKPz5Y03AGtrYUfzQhQp5WidSA00MHhlmFyu22/gwE4xMTFPMIlaQxUEDedt37mTx0mFscpUE2kpIkUL8v690ZsHU/+50QcJ2bWrQFuaSIWkFODXDYrj9PO6G0w4lQ9HVydSuw5fxM9dRmLR2kMoasYitS38Ctpe6I9Hz/etcVFclYjU7t2KRvHJJ4Ht24WNTUdMXDJ0xy7FHz3HwcWzYfVGY4sU9SL2cFnMexE/shwF1/RAYY9mUi+RIg4duruo9bBhYBeisKP5IIqUcrRKpIYOHfqa1MBgj9zIKGeojs6hW7duvZCQkLB685YtGKKjg97sDrLfgAGYt2CBRspUSxGp2MwivLfQFRJjK/TZfQulZbXrMWxpIlVWDmy0i4VklBXaTLDFITfllVR1IkW9UBRonpaRLWxpfpRUlGEsBS+f6Yg3rxnAMzNE2HMvDRYpqgQ7d1Y0iF9+qdYFimvLzdth+P6/EXjh016wsG3YYsaNLVLlqMDeKEs8cr43Wpt2x+KgU7VO9dEU1FukMjOB9u0V582rryrWZ2xmiCKlHK0SKZlMZiSVy8tlBgZRTKr02Gs+uW379p26Uimmz5wJO3t7HDh4EEPYXQH9LNKwO4OWIlK+8bl4ba4TDzafcLb2yepamkgRjuFZeGWuM5dO+dFAZBTUHN9XKVIkDAQlbCwpaX7LwNxPeH4y/rKfCcnJdujtthTJ1cRHEQ0WqcuX7/YsjB9PJ6Swo+koLCzGNVsPXLFyRW5ewwK2G1ukiEj23bVznAPJ6fb41nYSbmbXbgZvU1BvkSIuXgSef15x7rCbevbFCTuaB6JIKUerREpqYLCFiVSFnp7eUGNj40fGjh37kp6+vo2hkRGuWljwP0KN8Jx583ivVKqYkLNJuBaYgWdmOKD1ZDsst6r91PGWKFJZTJwMTwTx4b0XZzvhelDNMTkkUpGREUwUcnHO3BGdBk/DriOXmuWaelUxT/LES5f1WGPcESuDz/KejupokEhREtNJkxQN4XPPNdoCxY1JU4gUfVPbI6/w5JytTLtjafBplFZoZsLYBokUTVIggaLzh2Klrl4VdjQPRJFSjtaIFHt2K6m+/i6ZXF5goKf3LW2TyWTdBgwZkjV3/nykCR+AloVZsmwZZs+dq3ENcksRqW2O8Wg1wRZPTnfA/ocMV1WlJYoUccYnBY9PtYfE2BqzL4ajmMb8qoFEKopdrCRSU0y2o9Xr/0I2dnmzTcBZydpQM0hMe+CxC/1xLt5F2PogDRIpuiZpKRhqCDt2BDTsJiwnLx/HTa1hYetRbxFqCpEiAnJi8KPdVN4r9Yf9TITnaWZj3CCRIiwtgRdeUJxDenrUugo7tB9RpJSjXUN7+vrzaK09qVw+d6ih4fc6urpX2f9x9Phx/gdoKI+G9yj7+fqNG5Gbq7qV01VBSxGpFdej+LDea3OdYVuHteRaqkhFZxSiwxZfSIZb4ovl7jXOcqwc2stnIuXk7oeJc7fgmo0HX0qkuULZy0f6buON8BdW43h285pokEitX69YhPbRRzUiyPx+zl9zwjvfD8av3UYjOi5Z2Fo3mkqk6OycF3AUkrOd0eZ8H5ytYbJAU9NgkaL2hgSKROp//wPMzYUd2o8oUsrRKpGizOZ6cnmwvqEh9GjNPZmMYqMqItgHoPXFLl66xCVKRyqFLRMqTaMliFRxWQWMTwYzkbLGlys9EJhc+7iOlipSxBrrGLSdaAvJOFtsso+tNgckiVQMOz6FBYrZfQ2dDq8N3MqOwrfWE/nMLx2vdUgvrvnmqN4iRQ1g166KBvD998EuUmGH5mDr5IO/eo/DyOnrkZldvxvEphIpwjLlJv531QC0TuJQz7XIKNG8XtQGixRBISaVsVKsfWouM/hEkVKOVokUIZVKdZhEuTKJCpbq69tYWlq6szvyCuqN2rN3L4yMjWF6/nz97krVTEsQqbzicvTZ6wfJGBv8udEbibVMfUC0ZJGiVAi/USqEEZb4Ya0XQlMfFNDiokI4u93ACVNLxMS3jGN0PsENj17ozxM7Lg46gTLUHF9Tb5GysVHEtVDjx+oPdqEKOzSHsrJyhEfFIzOr/r3sTSlSeWVFGOGzjX+Pz1waAvPEhs1AVAcqESl2DnKBonPp9debTa+UKFLK0TqRIoYaGv6vV69eH+1Zt+5F5lArhNdHDPuig0NCNHaooyWIVGZhKV+Il7Ka99x5E4UltQ8sbckiRSy7Ho1HJtii9Xhb7HF9cP29goICzFi0DY+9/R+mLNjW4Flcmg4Fla8OMeVDQk+bD8WlJOWNb71EihpNCjKnzNSPPQZcuCDs0FxIpuozW7MpRYqwSPbGG1dpMeOO0PFch6wSzVrGSyUiRVy/rpiwQDI1aJBGJHVtKKJIKUcrRYrQ0dH5YMTo0e3Nzc3NPDw84Ovri6ioqCarJGpDSxCpkNQCvE6pD0bbwOh43Vatb+ki5RuXiy9XePBeqa47biIt/97GkkRq+YYD+Ph3XcxetrveQzzaQmpxDoZ5rIXk1L88SDkwN07YUz31EinKTF25iv/vvwNJScIOzYNuEM9fdYLR1DU4du7BRZsfRlOLFMW7DXZfxTOdv3JZD54ZtU+N0hioTKSoV8rAQHFO0fIxBw8KO7QXUaSUo3UiNUwm+0Wmr79ZZmBwg/1MkcpkpbRoMS1iPGnyZKzfsAE3vL1RQdOZawlVLCRht27d4qJDhSpkOjiVJLEK1tnZGa6urkhOrl+wZ0sQKZq+//wsR7SaYIeF1+qWM6ali1RZeQUMmXzSQsaPTrHHpdv3XpRlpSW45RcAWycvJKfWPohfW/HJisB7141By8LQsBCt36aMeokUTVSpnGm1Zk2TLFBcW2gh45lLdkHywp/oZzBf2Fp7mlqkiF2R1/DExUF8iG9p0CmUa1AqBJWJFEHpD155RXFede+uEHYtRhQp5WiVSA0dOvQbXbncmeKgmEAV6BsYOJksXBi2acsWLFu+HMajRqFPv34YN2ECbvr6Cn/24cTHx2PdunWYOnUqZs+ejRkzZmD37t13DgrNlFq9ejUmsNelx6xYsQIBAQF8X11oCSJ1zCsZT0xzwKNT7XHAvW4XXUsXKeKCXxpenevCY8x0DgegoPRuQ5OVlY04quhLm+9SMFU5GmuH1qY9ITnXA6tDzglba6bOIkUZqWk9PWrsaJbVjRvCDs3FyzcY0xftxDlzB2FL7dEEkYopSMVv9jN4r9SX1uMRmhsv7Gl6VCpSNIHB0FBxblGS16NHhR3aiShSytEqkZLK5Qtoxp5MX998wIAB/44ePfoD1ujupIozIyODf5DDR47wzOa7du1CYS2zy3p6emL8+PEwMzPjQ4T0e3BwMD84NJyyd+9eTJw4Efb29qyuvcFFa/PmzXxfXWgJIrXUIgqtJ9riuRkOuB5ct5NKFCmgkInTkIP+vFfqpdlOsAtTZDG/bOmKbjozsGH7MSYKzXtIjygsK8akW3t5b9TrV+W4lvxwyamzSLm6Ah98oGjsKJkiDcloAZTtvD5ogkgR68Iu4ImLA9DKtBeWBZ0RtjY9KhUpgjLlv/aa4vzq0UOjh40fhihSytEakWLPbyWTyXbLDQzK5HJ5R2GzpKKiYq3i5RVQI0wJOufOm8crjtpgYWGB6dOnI6Ga7lfqrSJxOlhlnPvMmTNcrOp6UrUEkZpqFgbJeFu8PteZLxVTF0SRUnAlIA2vzKE4M2sYngxBWlYeJs7dDMnTv0Jn1CKedLa5E1eQjo5Oc3nag07OC5BUw7IwVamzSLF6Am3bAq1ba12PQWp6JrxvhdRpwoGmiFRcYTq+tZnIUyF8x37GFWhG8lOVixSlPqjMlk/5ybZsISMRdmoXokgpR6t6pJhALZTJ5cWU0VzYRCK1Tnh9TlJyMl8iZsWqVfcs7loTlH/qKKtEJ0+ezH+amprC29v7Tm9WUFAQ7626TjMxBOzs7DBu3DiEhtYtWLK5ixT1pgw+4M+Tcf601gvxdUh9QNDxEUWK1b+lFRh6KIAP77023wVWwZmwsffC6BnrcfzsFeTn1yEGSEtxzwjBG1flkJzrhsl+e4WtyiHBJJGifFsPJSTkbpD5n3+CnXjCDs0nJzefnQsb8OU/+jh4qvYL5KalpfHri66zpmbG7YOQmPXE4xcH4FCMtbC1aakUKWoTVIa7O/Dpp4rz7PvvwRoNYYd2QcdEFKmaoZsTjRWpdu3aPd6nT5/nBw0a9NygMWOe1pXJejORimY/nQcMGPD3smXLXsvJy9tKH4LEhwLCDx0+zAPPr167Vqs0CHT3umHDBjA5w9KlS7FkyRIuSZcuXeLPpwB06n0iearEycmJ3WhMqrMQVYqUn58fN1h63/SzOZTS0hKk5RSi83ZfLlLtNnkjMTOfb6/u8fcXOhY0VEoVPV2szenY1KWUsFJeVoqLt5Lx/ExHdiztoHc0CPnFZcjKyODxehnsYqVzqbrna3spLSnlZUf4FSZRXfHkxUHYGXaZHZOyah9fWeh4ZGZmcpGiG6gajw87r0rYa5VRkPmzz/IGrnTuXBSz+qNYC44pfa7Y+CR015mBFz/phWUbDvPegtKHXC90PdEkGarsSTSb6vqi87ustAz2Sbfw2hUS5a4Y6LEKuUX5fHt1z2msQqMPVP9QTkKVHB86n+i7Ye0HFylWytevV7z2Q85nTSr0fumYxMTE8FGb6h7TkgsdH/IIqps1TqSYRLXVk8t15fr6l6T6+masmLLfz0vl8gQSJfYzT6av77hs+fKgXXv2YC07QScwuRk4eDBoEWMbW9taiRSdIDS0d+XKFV7RUNm+fTumTJnCG3SSpcr4qEoaIlIkUW5ubnyWYHMqsTFR8PAPxyeLnVnjb4u+2z0RERmFmOjqH19doUo+JCSE9/RVt7+llBh2LIPDI9Fzmwck+qZ43XA/9l7xRGpiHD82JAvVPa85lLjoWARHhKK/wzJIznbCZ9dGwTLIDUkx8dU+vmqh40LnD1Vo1e2nEskaghh2Deb3788btrKXX0bCuXOIZNd9dY/XxELXifk1O6zfdhReN24iPi622sfdX8LCwvjxoedXt7+xSkxUDEIjwtHPbgkkpt3xkrkuDt6+yr7jhGof31iFri0qqjw+kSkpiL94EcWUMZ+dbyWff444Z2dEMmmr7vGaXCqPT3X7Wnqhc4biqilWW90IilQ7jI2NH6E19Zg0ZTJhyhBKOtuWIpR02mZgZFQ0YuRIUDFmZdSYMRg+YgROnTnD7z4fBskWyVRV6XJ3d8fo0aN54DlVPDRbz9r6bvcz9U7RcB+dVHWhUqQoYJ3MlQp1tzeHksU+i4N/LN6kHFJjbGB01A+ZGfQZq3/8/YWOBQ3pUWNIdz7N6djUtdAxy8rMgJlnJN7qtQCPv9sVvcatR1hcCqIjw9mdc0KzPT5Z6ZnwjA3ER9eMuUj1clqIVHY8qBeuusdXFjoe1KNAskA3QDUdn9T8fGSZm6OMsk5TwyaTIYOdb6nZ2dU+XlNLdlYm8nJzkMtKdnYW742r7nGVhY4HDc3Q9UXXWVOeP+lp6fx7vhzlhpev6LHvuRv6Oi5BfAr73ti+6p7TGIUaRJJwOj7V7a9XoePMzq3iWbOARx5BRatWyDYxQRprcPm+6p6jYaXyXKm8Qbl/f0svdHzonCEf0DiRYo9vJR0+/HMdqXSITCYbWFnkcvkAPVZ0ZbJ++sOHD7lw6ZK5h6cnvLy84MPE5xb1+Hh48AqjNmPdVAFdZHcMVXuXKFfUqFGj+DAcVT7UI0WxU5XQ7D6Sq7qOF5NINecYqatBGXymWasJtlhrGytsrT10fKhrvbaTBJo7BUXFGLlgN578bCDeHLwOWx3ikBwXjdxmHmxukeKLpy8NQiuzXpjtf0TY+nAoRooqe6Wzadk5hpUruUTxQPO9tYu/0kSKi0txxdodx82skZ758HOCKn1NiZEiKEHnALcVPHP9m9cMYJvqJ+xpGqg+V3mMVCVMQPDTT4rz7ttvtSomj6COBjFGqmZoeI96pUiq1I2gSKqFvS6rFRXQrB3/gACYMtFxdnGpVY8UfXDKHWXC7hKoJ4SG9jZt2sTzRVHMFVXKlGNq8eLF/ESiMeL58+dj1apVtZ8dJNDcRWqnSzwem2qPR6fY4fiNuictpZORKnqyexEFnsHxeG/sCUiMLuPnNe6w8w5GSX7zFSm+LEyoKY+deemyHk7HOwl7Hk6tZu0FBwO//KJo0Nq1A3uCsEP7CAyJxlftDPDip71wzcZd2FozmjJrrypHY+zQ+nxvtDLtiVm3mzYDeKVIqWzW3v2QwD/yiKKw9kObEGftKYdipbRWpNhrPhoaGrrT68YNnDp9GsvZiUrJOjt26oTtO3agiH24h0F3HzRsR0N1c+bM4cJEEkWz9Crv3Ki3i2b1zZ07lwsX9VBRr1Vdae4iNc88gqc+eHaGA5wj656TRxSpu5SzO8CCAsXM0SmXovmSO20n2mLGKW+UFDTfPFK5ZUXo6rwQkjOd8b3tREQX1L53slYide6cYtkOqj4WLRI2aidxCakYPXMD9MYuw+3gSGFrzWiiSFEqhB9sJ/MEnb/aT0dIEyboVLtIUS8Uzdyjc++778BaXmGH5iOKlHK0T6QU+aQ+1JFKpXIDg21McCIpLmrAoEEYNGQIxjPJ2bh5M3x8fGrdRUsVCyXhPHHiBE6dOsVjmKpWNvR/ChA/fPgwjhw5Alrbrz6VUXMXqZEngyAZY42XZjkiPK12yVCrQsdUFCmwG4ASbD94HsZT18LLxx9+iXn4YrkHJMbW+G6lC27Fav8iqDURkBOLt68Z8B4pqdf6Wk0YqeShIkWVnJ6eoiGjTObXap86QFNJTc9CQlLtKm9NFKnSijJsDjeHxLQHHjXrgxXBZ4U9jY/aRYpYt04xpEy9UivurLev8YgipRxtEalWuoaGnzJ3GqEnlx+U6ev7SuXyfLmhIYbp6oLW2lu1Zg1cXFwQGRVVuzwy9YAq9bpU7PfTnEWqqLQcg/bf5kkkv1npifisImFP7RFFSkF6RjY6DZ6Ktm92xOotx1DOTrkN9nF8NmTbCTZYYx0jPLL5cSLOAY9dGIBHLw7A1ojLwtba8VCRYvUDXn1VIVJGRrQKtLBD+yH5ruxBrwlNFCkiIj8JP9lNheRUR/xiPx3BD1mcWl00ikhRr9QPPyjOQeqd0pJeKVGklKPRIqVnZPS+rlQ6RlcuP8nEyZ+VHFoihv3MZduvGo0atWj+ggWWNJxHKQw0neYsUim5Jeiw1ReSUdbouM0XaXl1r6xFkVJQyiotWuV/zvI98A9WLPwcnJKPn9bdgGSEJX5b740Q9ntzg3onxtzcCcm57njPwghuGSHCntqhVKRIMmhR4latFFmmd+wQdmg/Pn6h0Bm9BJPnb0Vics0VuaaKVFlFORYGHucLGbe90B+7I5umLm8UkSLWr1dk06eeqeXLhY2ajShSytFYkTIxMWmrJ5PNZOJUIDMwgFQqjZPL5cd19fXlMpnsG/b/55mQPL1t27adlPrAyspK+DOaS3MWqbDUAny/2pOJlBVkRwORX1z3mS+iSN1LQeHdXj2KmVpnEwPJOBu0GW+LDXZ1nxWp6aQUZ+Ebmwk8PuoP++lILnr4ygRVUSpSlKrkq68UPQF//MFO2DBhh/Zz+LQFnvmwG374bwT8Amvu4dBUkSKc0wL4moqS0x0h89qAnLK6hwY0lEYTKeqFopl7dC5Sdv06ptFpCkSRUo7GitSgQYMe1dPXX0o5ofSHD4euVHpTz8Bggo6+/td6enpPCQ+TbN26dQeJ1HVLS+HPaC7NWaQ8Y3Lw4SJXSEZaYZpZGEppPKqOtHSRKikphZP7Ldg6+yK/4MGhUb+4bPyw2h0SYyt8scID3rHNK+jcKuUmXrisC4lpT8wJOIIK9q8uKBUpCjKnnihqvExMhI3Ng8joRCzdcATHzaz4EF9NaLJIZZfkw9B7MxcpEqrLtVikWtU0mkgRGzYozsU2bRS9Ug0IGWkMRJFSjkYP7enK5b9J9fX3S+XyW6ykyAwMCvTk8jQmWJbD9PRmTpo6tcOKlStPGjGRokzmmk5zFqmLt9Pw6lxntBprg9XWMTyup660dJEKDI3Gn73H4fmPe+KKlZuw9S5lxQWYZ3oLrcbZ8CHUuZci6iWsmsqyoNNofb4vnro4COZJXsLW2lOjSFHercogc0rEefWqsKP5UJvYTU0WKeIK+85fvSLjixkbem9BTknjxrA1qkhFRNydwff11+xO1FPYoZmIIqUcjRapSmQy2Zv6+vpDmFTtksnl3jzLuVwO9nuFXF+/gP2Ow0eO8C+5crFhTaQ5i9Re1wQ8Nd0BbSfZ4bRP/USopYtUaGQc+hnMw7cdhsPGyUfYepeKkkLY+oTgm2VOkIy0wXsmrnCJqnuaCU0kv7QIvVwX8ziZD68bIziv7gHHNYoUBZk/95yi0dLVpXWhhB3Ni5TULDi5+/G0CNV5laaLVFZJPh/Wk5zqgJevSGGZ4ivsaRwaVaRoRvmmTYpYKTovp02jClDYqXmIIqUcrRCpqgwdOvQ1qVTaXyqXr5caGDgZDh+epSeVYsiwYZg4eTJ279kDK2trnjizITPs1EFzFqkV16PxyGQ7PDHNARZB9Zue39JFiqDgcr+ACHYsHpyBRclhE2OjsOJKAJ6awWRqlBXkxwKRV9wIFb+a8cuOZgI1gme5HuS+Ermlde+NqFakqA6gfFHUWD3/PHD6tLCj+bFy83GenHP8nE3IyXvw+Gm6SBH7oyzx6Pm+XKhNAo/xQPTGolFFiqA4PYqRonPzo49oEVdhh+YhipRytE6kqjJ37ty3L1++fOLcuXNYvWYNxowbh34DBqB7r168h0rTKozmLFKjTwbzhv2FWU64nVhNjEotaKkiRbofFZOIhKQ0xYYaoLQe8TGRiExMQ7ddfjxW6vlZjrAK1v68UvuirPDkRcWyMPuj6zdxpFqRYpXbnSDz334DkpKEHc2PLXtN8d5PQzBuzkZk5zx4DWqDSIXkxeN3+xmQnGqPn+2mIiyv8RruRhcp6pXauPFur9SMGRrbKyWKlHK0WqTYa7auqKhYQy9OlegtJihm589j6fLlOE8rbrMPp0k0V5EqKauA3qEA3rC/t8gVsRn1GzppqSLldsMfPXRnYvSMDYhPrDmTN4kUrSVXkp+LMzfT+LqGlLdL50gAz+OlrVCvw0jf7ZCc64bXr8rgm1W/3DoPiBT1Rq1efTcBIi3R0YxJy8jGdTtPPkRcHdogUsTy4DN4xIyWjemBLeHmjdYr1egiRdAafJ06KUTqvfeAKovjaxKiSClHq0WKSdRjrGwQXv8OWVlZfBVmtSw+2QCaq0il5Zeg646bTKQs8fdmbyTn1K+ibqkidfiMBSSv/IMv2xngpn/Na79VilRuTjYou4TOYSavY2zwHBMqSy3ulYorSMOfdjMhOf0fOjrPR3px/dYSvCNSlQl5Kci8QwdFI/Xll1q1JEdDqa7u0xaRCsqN58vF0PlAy8eEN1KvVJOIFHH8OPDMM4rzVCqllfSFHZqDKFLKaZYipak0V5GKSC/Anxu9uUhR455VWL/V5VuqSMUlpmLTnrM4ds6KSUDNkyUqRYpuFIirAel4dZ4L75UacjAA+SXaGStlnuiJ167IITnbFSaBx3lizvrwgEhdv66YpUcNlFxOrYFiezPnipU7pi3cDg/vQGGLAm0RKWLW7UN82ZhWZr2xP9qyjokw6keTiRQNN/fqpThPaVKEBi5dJIqUckSRakSaq0jdiMnFlys9IRlhhWkXwlBYWr9qr6WKVG25X6SKyyowjIZUx9jgmRmOOOiunZXcbP9DaH2uOx6/MAAWSQ/OVqwtd0SKln4hWaC7e2qcKMhcC1Y+UAWFRcWQjV+BJ97rgumLdtzTM6VNIuWWHoz3afLBmf/Qz205ckvVPxu7yUSKOHQIePppxfkqkwEZmtXDLIqUckSRakSaq0hZBmXgHRNFMs41NpRDShSph8HOWzi63cKC1fth61w7ebhfpIjr7Ni/MseZH/t/N/sitR5L8zQlqcXZ6O6yiK+zRlnNowvq/91zkWLHJ49dZ/D2VsyEooapd28gt3klL60JEqcdBy+gt2wOzK7cOwtMm0SqtLwMup5reS/lS5d1YZfmL+xRH00qUiROAwYoztdnn9U48RdFSjlaLVLsNVuxBmmt4uU1n+YqUse9kvHCLEdIJtjioEf9Z0W1JJHKzSvA2Fkb0er19vxnbeL5qhOpwtJyGJ0IhmSsDU8/QclQtQkH1kB+cH0kF6nJt/aisLz+jfwdkaKGkFbWp6zRNCNqzx7hES0D6pVKTn2wR0ObRIo4n+iGVyhB57mukN3Y2KBzozY0qUgRly8Db76pkKlhwxQxfhqCKFLK0UqRamdi0rZ79+6vjx079msvb+8j6czmqXKgAHMxIWfjs8UhDo9MscfjU+1x0U/5FH5ltCSRKisrx/7jl/F37/E4cLJ2mbarEynCLyEPbws9gj+tvYHglMbNCN0QNoZdxCPn+6G1WW8cjbETttYPLlLx8cgLDAT++kvRIFGQOTtmLZHCwmIef1dSqhADbROpgvJi9HdfyUSqC894TksIqZMmFylKFEvDenTevvCCRvVKiSKlHK0TKR0dnXf19PVN9ORyD12ZLN7QyCj/5KlTPDZi2fLl2L5zJ0JDQholOLGuNFeRWnwtEpLxtnhxpiMcw+5t5OtCSxKpSnJy85Wuj1aVmkSqrLwCK62i2Xdgg7YT7bD0erSwR7PJKs3HAGooT7XH+xZG8MuOEvbUj2x2Bx+ekIA86o164glFg0QpD5qqYWxCiopKsHDNQXQdNgPXbDz4Nm0TKeJ4rD2euTSYp8Yw8N4sbFUPTS5SBAWaV06QGDoUuD9LfxMhipRytEqkBspkbzKBumQwfDhk+vqxejLZrWG6ugX7DhxAJGtg5s6bh0FDhmD6zJkIYTKlaTRXkRp/JpTnkHprvjP8E4QZU/WgJYhUaWkZvHyD4OJ5G8XVZC9XRk0iRURnFOKHNV585uRPa70Qmlr/76Gx8MoMxZfW47lI0dANLVzbELLZHX2UlxcK//tP0RC9/z7g7i7sbVlkZuXiz55j8PrX/XDghKLHMy1N+0SKYuh+sZvKg86/sB6LuEL1NVQaIVL03VSuC0m9UhqyLqQoUsrRKpHS09cfxwSqTCqXX9HR0fmnX79+P+vo6QXs3ruXS0pkVBQOHDyIoTo6fKmYIg1bU6s5ihT1hvBknMOv49OlbghPq//QaksQKVoC5ruORvj8LzmXqbqgTKTK2few1SEercfZ4JGJdlh0LQolGr6g8e7Iq3j8Ql+0Me2BPZENH8agoxK/fz9KX3lF0RBNmEAHTbGzhUHCfv6qI7YdMEOSEC+ljT1SxOKgU2ht2gtPXBiA9eEXhK2qRyNEirC0BF57TXEODxlCrbSwo+kQRUo5WiNSJiYmrZlE7ZDq6xfq6en9Qdv69u374TAmUruqBJNSnNQCExPMW7AAqWn1j9dRB81RpDIKStF7tx8kRpZot9UH8dn1v+hbgkgFhkbjr17j0H7AZHh4Bwhba4cykSIi0gvx87obvFfqo6XucI2o/nGaQHF5KUb7bIfk1L94x8IILun35jyqD3ns2s+iRYmpAaJ8PBcvCntEiPT0NK0UqZC8BHxuNQ6Ss53wm/0MxBWqp17XGJEicarslaLz+IL65LG2iCKlHG0Tqa1SuTxfV1f3Z9pWKVLUI1VJGvsg85lELV6yhEuVJtEcRSo2sxgdt/ryHqkB+/2Rll+/ZJxESxApwp0J1K2AcFY51S3z/sNEijqgNtrFodU4G56kc8LZEOSX1O1vNBbBuXH4xW4aE6l2GOyxCmn1zGZeldIrV1D68suKBmjwYBrLEva0XGh26EULZ1y18UBsXDxvDLVNpKhfdVnIWb5kDOUaWxd2XrFDxWiMSBHUK1V5LtMSMk2c7VwUKeVo59Cevv7poVLp9wMGDPhJV08vcMeuXbyRiY6J4UN7Q4YOxcFDh1CqYRVGcxQp/6Q8RS+I0XWMOh2CvOL6V0LNWqQqKpjkZ6GEnQP15WEiRcRkFqLz9pu8h/CVec64EqD+C7s+HIuzx2MXB/Ag4k3hKug5ovQRCxcqGh5KbHjypLCjZeMXGIEfOhnjm/bDccrsOjLSU1GsZSJFKHqlxvBYqf+c5iOzRPVB2BolUjT7vDKh7OOPA/v2CTuaBlGklKN9weYy2Xl9Q0MwmQqTymRuOlJp3oRJk7Bi1SpMnT4dQ4YNw9Rp0xAcHCz8Wc2hOYqUQ1gWPljsxhvuZRbRvFekvjRnkTp53gadh0zDmu0n+bT0+lAbkSJO3kjG09Mc+AQAvcMByGhAL6E6KC4vwdTb+yA53R7vWIyAU3rdhjirhR0X/PuvouH5+WewCkDY0bJJSErDkJGL8Fv3MTC3sEdaarLW9UgRJRWlmOy3F5KzXfDMpaE4Husg7FEdGiVShJ3d3V6pP/8Ewmteh1PdiCKlHK0SKUI+ZMh7Mn39FXpyeTQTqQr2/wqpXI5huroYYWyMLdu3c4mizNGaRnMUKYvAdLwx34WL1Ea7WGFr/WjOIkVT0R956z/0kc1FRmb9hrFqK1I5RWXQPxbE80o9M9NR43qlAnNj8Z3NJEhOdUA/9xVIKVJBLNeuXcAjjyganaVL6WQSdogkJqchIjqBX1fxcXFaKVLEtWRvPHVpCJcpA+9NKCxXbRC2xokUfU/TpinO6bZtFed1EyGKlHK0SqTatWvXln6ePn26Te/evf83YsSIX69evWrm4+uL0NBQxMfH88ZGU2mOInXSOxnPssZaMs4WB93rn9WcaM4idTsoEovWHYKFrQerlOoXt1RbkSIUguvMe6UG7r+NpBzNaTxNE1zR+nxf1iB2xsLA46hoaNY36o365x/e4JR+/TVKfOq/Xl9zJi2VCRWr7Kke0kbSi3MwxHMNH957z8JI5Qk6NU6kCGor3n5bIVM//QQEqKD3th6IIqUc7YqRksuHSuXy5ToyWXsmVU+z12xdUVGxWvHymk9zFKktDrFoNckOT053xMXbDQvubY4iRT2jleJEU9IbQl1EioLMh58IgmSUNVpPtMURz4ZJrqooKi/FgsBjrDHshNevynAlyUvY0wAofqRVK1SwkjV1KvvsYm/U/dAQ3/g5G1nZwP+vrVxK9MDTlKCTSfho3x0q7ZXSSJGic3nePIVIsfMby5bxeMvGRhQp5WiVSEkNDafIDQzKZXJ5qa6urrNMX3+Rq6urWSZrWDRxKO9+mqNIreIZtW3xwmwnvnhxQ2huIkWxUGcu2WHNtpOIjm24yNRFpIhrgRl4c4HLnaVjQlObfumYiPwkYbZeB3Rymo+4ggZWPKmpihl6rKEpeu89xF+4gJaxPHHdsHb0xitf9MMHv+jAwU29S62ok7TiXOjQYsanO+Lta4awVmGvlEaKFEFLHlFvVGWvlJ+fsKPxEEVKOdrVI2Vo+JVULl/DRMqZ/Uyi2ChDIyMsXroU51kFGshOOJIqTaW5iRSp61SzMEXeosVu8I5pWBPW3EQqKDSGB/lKXvoLx02thK31p64iVVJWgWnnw9CGia5knA1WWjX9gsbUA/XUxYGQmHbHvICjwtYGcP26YrV81sjk9u2LyIAA5LFKTeReUtIyMX/lXsxcvB1JKeqv7NXJmXhnPE7n0JlOmO1/GCXlqhEfjRUp6iTYuvXuIty0BFItFjlXJaJIKUfrgs0JuVz+vJ5c3tXA0HD51GnTQmjWntzAAKPGjMGatWtx8dIl/qVrWi9VcxMpypw94ngQJAYW+H6VJ4KTGxaf1txEioLKF609iH4G8+DhEyRsrT91FSkiJKWALxlDvVKfr/DgvzcVReUlGHdzF0+s+PpVOcwTPYU99YSEiV3z/E79pZeQvW8fwpOTkach65NpGpkZGUhIiBd+014i8pPxh8MMPuvzW5uJ8M9RzQ2CxooUQTP2/vhDca5//32jx0qJIqUcrRSpqrAPsDaQnVS0JMzI0aPRf+BA9OjVC/sPHuQfTpNobiJFs8N0DgZwkfp7sw8iGrA8DNEcY6SKior5wsSqoD4iRay3jcHjU+zRepwtppwPE7Y2PpH5Sbzho56Enq6LG54LyM2NCxRvXAYMQHZSEsJjYkSRqoEMVsnT4u7Wjl7wC4rUyIXda0MZu0FeFnwarc91w6NmfbA70kIln0WjRYrYvBl49FHF+T53riLXVCMhipRytFmkWo2fMuX7U2fOXDh1+jSWLl8OGuqjRYtHsrvUq9euadwF0dxEKjKjEB2ErOY6hwOQltewIN/mIlJ5BYWwtPeCh0/Dlz2pSn1FKj6rCL+sp6VjrPDqPGc4NdHSMSfiHPHI+b6s9MGK4DPC1nrCriUMH65oVJ5/Hjh7Ftnseg9nx0cUqerJy8vBsTOX8W2H4eiuMxNhkdrbO+WbFYlvSMpPt0c7x7mIKUgV9tQfjRep0FBFPik65998U3Ej0UiIIqUcrRKpgQMHPjFUJvtGTyYbrSeXH5TJ5beG6eoW9enXDyNGjsS69ethfuUKAgIDkZureSGnzU2k/BLy8CMNGzGRohli2YUNm1bdXETq/FUnvPPDIAwesVClM6TqK1LEFoc4PEVJOsdaY+CB2yho5KVjCsqKMchjFe+NoqnrrhkNHOp0dr6brLBPH7IEZLNCPS6iSFVPPhOpk6ZX8W17Q3zfcQRu3m663smGUlZRjoWBJ/iyMW1Me2F3lAXKG9gvpfEiRVCs1JNPKs57I6NGWzpGFCnlaJVICekP/OUGBiUG7G6U/Z47f+HCVPPLlxEQEFCvBqYxaW4i5RKZjQ+WKLKaz7wQzoObG0JzEakr1u5469tB0B2zFEmpqqvoGiJSmQWl6Ln7FiSjbfD8LCeY3Wr4HXxdCMqNxTsWwyE515WvrUfxUvWGnSe8EansjTI15Zuzc3JEkVJCeloaP3/snG/A0d0PRcXanSbiZnYkvrOdzGfw/ekwq8EzQLVCpKhu7NVLce6TULG2rzEQRUo5WiVSMplstlQmK5Tq69sMHjp0kvGYMf8kJyfvFl5f42luInXFPx3PzHDkIrXVIU7YWn+ai0jlFxbBwzsQYVHxKp3w0BCRImxCMvHKXGdIxlij3z4/ZBU2XoOxMewC2pr1wWMX+2M9+3+DcHJSDG1QY0ILugrHIzs7WxQpJaSmpiKONYaK+bYKtCFtTE2Us/c++ZZi2RhK8LovypJ9svp/Hq0QKeLYMcUNBJ3/Q4Y0Sq+UKFLK0XSRak3ZzE1MTFrTL0Nlsi+lUulfAwcOfJP92oa2sYpgjfD6KC8vv1M0keYmUoc9EtFmkh1ajbXBoQZmNSe0XaQoqDwuIUVtjVNDRaq4tBwjTgRDwr6vJ6c5YJtTw+W3NhSVlaCP6zKeRPHD6yNxI7MBQ0rUyI0cqWhEHnsM2L5d2CGK1MMgkaLrq4LVj5nZuVi+8SjWbj+FnLymzy9WX2xTb+EdC0NQtvNerkuRWVL/kA6tESlWD0AuV1wDtED3lSvCDvUhipRyNFakBg0a1EZPX7+TXF9/vczAQI9taqUjl/8pk8lMpHL5Qh09vUX6hoYrNm/Z4nHmzBmcZoWCzqkcZcZ+48YNjbsgmptIrbOJ4Y3yS7OdcDWw4SeQNotUcXEpZi3djT97jsN1uwZO66+BhooU4RyRjZfnOPN0CH9s8EZIIyTpdE4PxBtXDSA514UP65VXNOBGh10/+OYbRSNCy8LE3ZVBUaSUUylSxDVbT3zwyzB8+KsO/IMi+TZtJLe0AP3dV/BeqWcuDYZ9Wv3rVq0RKcLSEnjrLcV1QEN9lJhWjYgipRxNFqlH9WSyRUbGxqV6crmpsbHxI3K5fIK+gUGB3MCgiMlVIRX2/zKZvj6qloGDB+PQ4cP8w2kSzUmkyiuAhVcj+RIkb5u4wi60/o17JdosUnn5heg2bAZe/Kw31u86LWxVLaoQKQoyn2gayof3KCP9wqtRPN+fOpkbcAQSs1544uJAHI6xFbbWk8WL704B333vqL4oUsqpFKny8jIkp2Vi3JxNmM3kPzOrfotoawonYh3xgrkuE/VuGOW7AyUV9Zv0olUixdoSsLaOXwd0PdAySWpEFCnlaHSPlI6OTnupVLqMlUFsE/VI/SiTyabpyGTzhujqzjEYPnzBzt27nS9evAgqlN2c///SJQQHB2vcEF9zEqncojKMOBkMieF1fLvKA75xDZ8lqe1De3bOvnw5mMBQxV2/qlGFSBFByfn4eqUHz0j/9UpP+Kjgu6uJpKJM/Gw7hQ/r/WQ3BdEFDfhu/f0VyQip8fjiCyAkRNihQBQp5VSKFF1nBA1F13cBbU0ip7QAvd2WsnOsK/53zQAu9ZwRqlUiRdjY3F3Q+Jdf7umdVTWiSClHY0WqOnR1dZ9l5S2KmxI2UYzUWuH1ORSfEsdOqPj4eI27IJqTSKXmlWDwgds8GWenbb6ISm94cjhtFamGLkZcW1QlUsQe1wS0mWDHe6YmmYaiUE3pEM4luOA5cx0+W2/m7YPC1npQVATMnq1YJoPuwCk26r4bJVGklHO/SBElJaxO8g/D7cAIFLP/ayu0bMwz5kN5r9RI3+0oraj7Nal1IkXvc8oUhUjRdWFiIuxQPaJIKUerREomkw2UGRhc1TEw+EDYxM4grFS8vIJk1ggvXLwYW7dtY3dcmpVLqjmJVHBKPn7fcAMSo+swOB6ErAbmkCK0UaQSEtOwausJHD17nS9SrE5UKVLRGYX4Z7MPn3H5+lxnXPJTXb6rSgrLiiH32sAat+541nwIriV7C3vqgbU18M47ikbj77+BsAcD1kWRUk51IuXuHYBfuo3CP30mwPd2qLBV+8gtLUQP1yU8Du8tC0Mel1dXtE6kCFrQ+OuvFdfFl18qknaqAVGklKPRIjVw4MBXdOXyHrq6uj10ZbLOUpnsKBMpSA0Np7NtnY2NjXtdv37d1NfXF1RueHvj+IkT0NHTw+q1a5GTo1lj/81JpG7E5uKTZe58eGjq+TCUUtBUA9FGkbpwzQkvftYL33YwRGy8et+3KkWKOO2TgtfmOEEywhID9t/muaZUiXtGCN63MOJJOAe5r+KBwfWClsKoXFPvkUcUSQmraexEkVJOdSLl6RPEA84//0uGWwHhwlbtxDTBFc9cGsoXxDb22c7TI9QFrRQpgq4Hui6ozJolbFQtokgpR6NFSiqVvsPk6aLcwCBbpq+fKpXLC/Rksgr2/2yZXJ4m1dfPHG5kVGg8ahSoGBkbY6iuLl9v79y5cyitUmFoAs1JpGxDM/HCbNYIj7TCSkvVxARpo0iFR8Vj0vytWLr+CLJVtKZeTahapCjwfOzZUP4dPj3NATuc41UixJUsDz6DR8/3ZQ1bD+yPthK21gM7u7szlGimXlSUsONeRJFSTnUiRcN5FraesLT3RJmGpo2pLVklefjDfgaPx3vbYjgc0vyFPbVDa0UqPl4RI0XXB/Xa2jZwQkc1iCKlHI0WKYqFYjI1RK6vb8kk6jqTqEialacnl3uzYkGJOWfMmhWzfNUqLF+5kpf1GzbwgPPG+EB1pTmJ1EW/NLSaYAvJOBvscU4QtjYMbRQpIis7j8/aUzeqFinCMTwLHy124z2Lny33wO1E1UhIZH4y/nKYybNOf2E9lmc2rxfsM2PCBEUjQXmjdu2iQEhh572IIqWc6kSqubE13ByPmPVFK9OemHKrbjPZtFakiD17gMcfV1wnakjSKYqUcjQ+RopkSldX9w25XP46k6m5MkPDcPnw4V376em9Onfu3Ldj4uJ2UcNSWTRxjb1KmotIUTu22S6Opz54crojzvqqRny0SaRu3AzGmYu2SEhqPGFXh0jRsj6Lr0ah1TgmxWOsYXI1km1reM/EyTgnPGs+jOf3MQk8gdL65o6i3qjXXlM0EJQvR8nMJFGklKNMpGgG37YD57Fg9X7EJTbu8kGqJL4gHd/ZTOLDyd/aTIR/Toyw5+FotUix7xa9eyuuE8p6fuqUsEM1iCKlHK0KNu8rlb6ka2DwBXutVsImSUVFxWrFy9+FhKWoqEhtGabrS3MRqbJy1vhei+JDQm+auMI6JEPY0zC0RaQys3JhNGUNnnmvC3Yeulh1xQ21og6RImIyivDvFl9IjK3wLvs+PaMbFltYVFGKkT7buEQ9eXEQrFJ8hT11hIRo/HhF4/Dss8DZs8KO6hFFSjnKRMovMAJftTPA298PgullB2Gr9kFLxCwKOsnjpNqY9cZiJvG1RatFirh69e5C3gMGAGmqm0AiipRytEqkiK7jxz82TCrtMlRXd7y+oeGcPfv22dOixZXl/MWLWLtuHc6ZmXGZ0iSai0jlF5dh/LkQHqT8xXJ3eMRkC3sahraIFOXemb9qP57/uCf2HDUXtqofdYkUsd0pHk9Msee9jHpHApBVUP/hHxKn964ZQXK6A4Z4rEZacT3FjBYjruyNGjjwoQ2DKFLKUSZSaWlZvDeKbhAiYrS7sbyVFYlPrEbzYeX2TvN4L1Vt0HqRovN+3DjF9UIpQjZsqHEYvK6IIqUcrRIpGuLT09c/LJXLiyjonP0sl+nrVzChAvs/n61HZdDQoTh2/Dj/cJpEcxGpNMohtd8fEkML/LfVF3FZqhFWbREpIi0jC95+oUjPbLyZoeoUqaScYvTefQuS0dZ4erpDvYdrKX/P+Ju7+Npnz14agvMJbsKeOpKcDAwapGgUqDfqzBlhR82IIqWch8VIFRYVIytH+49dcXkpH06WnO3Gs+nviLwm7FGO1osU4caut48/Vlw3lBbBx0fY0TBEkVKOVomUnlw+gYkTLQkTJZPLj+lKpReZUJXNNzHB/gMHsHrNGowYORJjmJXf9K3ncIIaaS4iFZ1ehH95DqLrGHLIH1kqmjav6SJFlUlEdCKi4xq+QHN9UKdIEQ5hWXhnoSsfsu204yaSc+veK+WbHYkfKJP5yX/R2WUh4ovqOexLy7+0aqUoOjpgH1rYUTOiSCmntsHmkTGJsHbwQkqaagOWG5Nb2VF3eqX+c16AmIKHD3M1C5GiHqi1axWpEEimFiygikvYWX9EkVKONolUK6lcvp16oaRSaX/a0H/YsI+HDBsWupNm8jBoSRhLKyueCsHUzKxOFwQNA8bExPCKhhqsqtDrZmZm8mzplYUqpbouQdNcRMovIQ+fr/Dgw0DjzoTwgGVVoOkiRQkL/+k7EfLxKxCfqPoElg9D3SJF3+JY9n22HmeDRyfZYUUd01rQ8zeEXeAzplqd7YqlwafqlWGaT+f++WdFQ/Dpp4Czs7BDOaJIKac2IkWzTyfP34pnPuiG3YcvqWpkqNEprihVxEqd7YInLvTH3sjrwp6aaRYiRbDvGB06KK6fd98F7O2FHfVHFCnlaI1ImZiYtJbp6+9iIlXCRKodbTM2MXlSR0fHfPrMmUhMUvQSFBYWYsmyZVi4ZAkyMmp3N0wf/sSJE5g9ezbmzJmDgwcP3nPCUMO+b98+sPeAZey1l7DXPnz4cJ1nCDYXkbIPy8Sz0x0gGWuDxVdVt3K8pouUteMNvPZlP7TvPxkBIdXnMlIn6hYpwj8pH59SotWRVvhwiTv865AOIbogFf86zYPk1L/4xnoCbmbX49yglpsSDLZtqyjs2r5/KZiaEEVKObURKUrlMXHeVrz742AcPHlV4ybs1AWfrEh8ZjWWnY/t0cmJeqWUz0ZsNiJFUDqEJ55QyNTgwWCNobCjfogipRytGtpjIjVTbmBAeaQs9PT1ezG5eWX16tV7aNu+AwcQxipRd3d3TJo6FXPnz69Vg0xyc/LkSRgZGbFzbw///+TJk/n/ScoIb29vvm3Lli0wNzeHqakpHB0d6xzM3lxE6oxPCiSjrNBqoi222NczP1A1aLpI0Wy9Y2etcM3Gg73Xxl+XrDFEiqAEq49Nskeb8bYYfyakVkk6y1GBvVEWaG3WE63OdcfioFMoq0/KA3b94vPPFQ3AZ58BwcHCjocjipRyaju0FxwWA0sHL54SQZspqSjDQh4r1RWPn++LfVGWwp7qaVYiRR0LlE+KriPKL3XunLCjfogipRytEqlhw4Z9xgTK1mjUKOjIZMFMor4JCgpaM49J01AdHUyaMoXHSPUbMABHjx3jH+5hUKNEPU1r1669I07UOzVp0iR+4hDXrl3jPVU09NcQmoNI0Q3qFgfKIWWFl+Y4w/Sm6nLOaKxIsc9MgbhNTWOJVEpuCf7Z7MuHbl+c7YRztQg8p7v9P+0pAWcHfG0zET5ZEcKeOkBD6lKpovJ/5hlgzRphR+0QRUo5tRWpqtAQdkGhZs1+rgs3MsPxhfV43itFsVKxSnqlmpVIETSkR0N7dD3RigCs7qgvokgpR6tEihgqk30plcvnDh46dNGSJUveraioWBPM7lo3btqEqdOnY8asWTh89CiSaNbP/9k7D7CojjYKr11j18REjUaj0aix995774Vu7y3GnphYYteoMbbE3ntvIF1FQbCBBVCKKAICIlXA83/n7q5BfyQWQMB7eM6zy9yye2fnzrxT7sxbiK1KXKcvISTt379faYF68OCB0rS9c+dOpduPrVHnz59XMqN3HR9FZQSQio59gSnHPJWun7JzHWB/L3mmPqDSIkjxd16/7RjMxi2A/aUbutCPo9QCKYqAzKf3CFMtV1/Fw6dvBknO3bPh/hlkOthRmb9n1q2d79caxVozJxNkxs/JBQWM3kUqSCWtdwUpS3tndDWZiQWrdiIiMuVn7k8JcSLYX27tgOZAR2Q73AUbk2iVynAgxd/5xx+1D2zwnvr5ZxZCuo3vJhWkkla6Aym9mjZtmlMgJ4d4KU/O8UocBP5QfmgCy/uKGQ1bn9iNx8jheZcvXw4DAwNJhz8rJlRdvHjxnccPJAQp/bF8TS+mnkbFwmC7mzKHVJ2lTrgboG3+T2z/dzH1Okgltl9qmnoaFo62fX9C1uKtMGfZViWMSmz/lDQVGRn5Ckgltl9ymIp6HocRe+8o4+ByjLdWZjyP18HR6/uylt+ArVH7WqKy5b9joxLul6S5LweYs9bMDD9/fryQSosS/pbnoV4HqcT2+1RNEaS8vLxettQnth+t11+bDyNXqbZo1GXMywW5E9s/LZtyCvFAJbZK7W2BpnYz4Kd7gu/1fQkJrFDrQer17enOvAYPD6BRI+19VawYXrDcYvg7XB+VEKQS2+dTNsUGmTQLUrNmzcrarl27HK+by8Zw+9atW3PLBazUX4xe/P99FuAMCgrCH3/8gSlTpoCtXBQLLbZIcbD5jRs3FAiaPXu2AlvvGmkEKZ7j8uXLSmtXenPAIz/cdPdGk2WXoBl6Dq1XXMbdez549NAv0f3f1czE3N3dFVhIbHtq29+fNVQfrNm4DyN+WoTT5+zx8OHDRPdNDevjh4VhYtuT0/ytLVw8UH62HTTDzqHM7As46XwPwY///a0fPniIR34Psez6fmSW2r7mYCeMubAagX6PXzlXUvYVgPKVzDmcg8ozZ8YLyfCDhw6FL9PAO8Y144XxQxhPbPunbt5Xd+/eVdJRYtsTmunc4bILps5ZjbWb9uO+lzce+/srldXE9k+r9nvgB39Jo6Mu/qksnp3lcDf8cf2gttIt6TfhvoRwpp+EYendPsHBCFy0CHGffabAVEzXrngoacBXfsvE9n+TCVEeAmWMo8S2f+rmPUVm4NP9KS0Fjt5Ws3QLFhuZmBw0MjXdK96T0AbGxrtM5fWX2bPv/Pnnn0oLEr1SzJnNLa2s3mksAJ/w43nGjRuntDbpRRJnq1TCgeVWcu6RI0fi+vXrupC3U0KQItkzs0pPDnr8CLY3vFDm1/PQjLKC6ZZrynX4P0p8/3cxz8PMjTcryf5jx8/jx4+VV3/JcPzlu/j4PlDCPtb34ufyhmVGz5s2pb/HY4HIgMf++MP8LrKOt5Hf+xwG/H0F97x9ESjpgPsE+QfAxcsNNc+Og2Z/a1Q4OxLnva4jxD/o/873JvtJxvN4717ElCihZPRxlSoh0MkJflJJYetyYsckZsYH44WgwHj62OknrZnxQdDk/cX77L/ih9sDJL0/EAjRAtRDOd5HuR8S2z8tO/TxE5y774QK5qOUdFrHfCKued9W0m/C/QiaBAUFshKEp2sHBMCf3bnduin3V3yOHHgyb54S/rb3lz6tMO0wjl7f/qmb8cM0w7znbWcK+BDpEOnt1Lt37+wCUj8bm5lFCEw9E4e95qfGYrNBg2IGSw120JAhGCzmK2c33759+1sNNqcIShs3bsTEiRNha/vqOlPsLiD4MML0unDhAkaNGgUnyfDfRfquPcJUwqbB9GRb9xBlALJmjBUmH/FIdJ/3NX8vtiYQWBLbnpp+KDCwfN0+7D9u/RLIE9svNc0uK0ImW0kT257cZgfAw9BodOCM58MskGeSLTY78D7QbmdX3+I7B5HpUBfFM123MZJeOUeS5pmkYH7RsaOSySuPa2/e/E7dDgnNeGFGz3hKbPunbv0YKd5niW1PzBTHCW7cdQpjpq+A8/U7ie6XHjzl5hZkOtgZWfVP8MnlJdzOPJ4tL8ynE4and7Nvhl16KFNGuc9elCuHF46O73SfqV17STvNdu1x3ihTU9PKhiYmBgbGxv31lv/7iXv26d+/s9ngwb2OiS5LonC4dAmOAjaEG/vz55WL4gX+l5hJHDp0CMOGDcPJkyeVAb18eo/m8azdsquPrV2EKo5TIXSNHTtW2fYuSjhGKr1qr3MANCMtkX2iDVZYJ9/UBxTjJ+EYqY+pzbtP44uKXVGn3XB4+X6cmcxfV2oONk8o89vBKPHrBWVcXIs/r8IzSDvw+HKIO8qaj1BW2v/BYjRuP3u3+0F+cGDmzH9nYR48+K1mMH+T1MHmSUsPUrzP3kWc9qND/ynIXbod5q/YrgtNf+Js5xUlnbJVqrHddDyIerXQIyQQFt7nQaJ0Ia69p7/X+vUDwt5+eSvGiR6kVP2/WNlOs2Ok3iRDQ8PcXbt2rTxw4MA2J06dOkigYS2LTfvv2kfJYwhFvXv3VgaVr1mzBsuWLVMm3GSkMII4t9TQoUOxePFirF69Wun+27Nnz1u3eOmV3kGK0wktsPBRnuQqPN1emU8qOfX6YPOPKQcnV/Qe9CvGzVyFgMCUb659G30skIqNe4GZJ+4h88hzAtHnMOP4fUTHxmP09TXKuKhMh7rit1u7dXu/pVjJSbgocfXqUtK9W1f561JBKmm9z/QHVHTMc/yxbp8yo7/9pQ/7jT62prpuReZDnZHlcFfMu/Pq+o16kNIPNs9wYiHfo4f2fuP0In/9pdvw30rYIqXq/0UWSFcgZTRwYC1DE5PNxsbGfobGxrFcvHjrtm24c/cuOMP57Dlz4Ojo+NY3A8cNbNq0CStXrlS8YsUKZU4phrGLiWIGffToUSxatEiBrTNnzijdge+q9A5SMVKgjj5wV+nmqfj7ZTj5Ju+CvWkJpCiuNZaW5tD5WCBF3XocgXrLnaEZaoHSvzlh5iVzlDA3ktp9G7SwnwmvyHf8zeQ60LixNlPPn59zjug2vL9UkEpa7wtSekWngbnUPlQ3nvrgO/PhSivq9+Yj4JJg9v0MD1IUFzUuXlx733FR47esvKgglbTSFUj1NzH53sjE5JLZoEGc3dzR0MjoeH8DgxDOas5WqUUCQAMMDDBsxAg4J9Oq1wnF5s236S58k9I7SEU8j0O3v29IYWqOxlKoBoa/X4b8Jn1skIqLi8eVa3dgYeukTHuQ1vQxQYradMkf+SZdgGbCUWi2DoXmSFsUOmmA4/6Ouj3eUgSdn37SZuZcBmbsWFKQbuP7SwWppPWhIEWFhUdi/3EbHDhhi2cRkbrQ9CPm3nNv70XWQ12hOdABQ11WK3NNUZ8ESPG3//VX7b1Hc0Hwtyj8VZBKWukKpASippqYmsLI2HidoaFh2S5dupQfYGh4c/3ffyuA8yQ4GMeOHYPshxWrVikFT1pSegepx2ExqMzFiodZoPdGV11o8uljgxTHQnUxmo7iVXvh2NkLutC0o48NUqFRcRi19x6yLV0sNfquyHK0E2bd3oGIuHdoqWBF5J9/tF0LzMjr1QPc3XUbP0wqSCWt5AApx6u38VXlHihX3xB2Dtd0oelL/tEhqG0zSRkrVeLMQNgH31LCPwmQotjT0rmz9v7jtAhc2/I/pIJU0ko3IKVbtHi9QFSEkZFRdYb16tWrbH9DQ7d1XKBRp7Bnz5RFhWfMnIkAyTjSktI7SF33e4aSv1yEZowlJhxKnsIvoT42SD0OCsHACYtQqlY/HD19XheadvSxQYraePcSch0wg+ZgW+TePxB2ft66LW8pdi1UrKjNxLl8xaFDWrhKBqkglbSSA6TuuPug1+BZGDppCTy8/HSh6U/bfK2R51hvZV3I4VfXKGtFcpqHTwKkqAtSUSxdWnsffvstYG+v25C4VJBKWumpRSqT8cCBy41MTKJNTEyaMaBbt25l+hsZubJFSq8Hfn7KMjHzFiz4qAVOYkrvIHX0ZhA+m2QLzThrzD79Hiv7/4c+NkhR930e4aKTq7IKflrTxwYp74gAdLw0C5kOt5XafHdkWbwchlvdEBLxlk+BcVyUfvZydunNncv+ct3GD5cKUkkrOUAqNlYK1IcB8E8jD2C8r8KeR6LzxXnQ7G2NUmeHwO6JG0IfB386IMVrXLYMyJFDez+2bSuZ35vzdBWkkla66tozNDExNTYxiRSYOm9oatq5T//+bQcYGbmzG++R1CZcrl7FUkkcvfv2xe49e9LcDZHeQWr9hYfK/FH5pthhh1PyTwnwsUAqIioadzx9ERz67g8QpKY+JkiFPA/H2GvrkeVgZwGpDiiy6XdkmmiObONtsdruLVom2M0+erQ206YHDXqrsRnvIhWkklZygFRCcRzhaatLuHk7+StVqaGDDy8iz9E+UiloByOnZfDy88GjBw8/DZCiOP0Bpxzh/cj1+KZO5TpUuo2vSgWppJWuQKp37975DY2N1xibmsaJQwWofPsbGDznhJwTJ00CX/v17485UtPltAZpTekZpPgI/PhDHsrj7+XmXoLLg+SHjo8BUvHxL7Bp9yl8V98Qvy7ZrDzqnVb1MUFqk7cFPjvaWxlX0sh+Mna43kbleVeV8XLl5jjgkncST3ByVYD587XjMZhpN20KJJjgNrmkglTSSk6Q4oM367YeU+ZaGz39jzTZgvtfehLzDF0v/Q7NvjbIe7wfFjntRNDDAMTHZdB5pBLT7dv/rsXHBcO3bNFteFUqSCWtdAVSVDcjo8ICUMMHGBvbGpmaPhg6fHj4SKnpjhg1CtOmT8feffuUDCMtKj2DVGRMHDpvuAHNiHOot/QKHj9L/kehPwZI8Um95ev3IUfJ1hg5ZTmehaetBxQS6mOB1OkAF1SwGKks+lr67FCcC9QOMl5u9QDZJ1graaLfZjdExCRSALHQXrgQyJdPm1mXLQucOqXbmLxSQSppJXeL1K5D51C8Wi9M+m0NwiO0k7SmN5197IJip8yUCkKd0xPg4n1L+2jfp6S9e4GvvtLen5z9PJHxUipIJa10B1J6ValSJfePM2Z84+zispU/MNe40a+Hx4yCmemLNDZDbXoGqScRz1Fh3iWlBaLL+pSZlO9jgBR1z9sPm/ecwlVX7ZI3aVUfA6QuB7ujClfO398GOQ93w0rPY7otfIovFt3/vikgZYnck2zxx+sz3bOLZOVKbU2XmTQHt0pFJ6WkglTSSm6QehYeiRu3uLh02qy4vo1i4+Pw2+3d0Bxoj8wHu2DxzX1pOg9IEfF6lywBsmfX3qetWnGmat1GrVSQSlrpBqT69+//eV8Tk1L9+vX7Uv7NxDA5ZyZJ9Eu1p9cWxFw4kE/xcdkXLvOSlpSeQerGw3B8/csFaEZbYszB5H9ij0ptkAoOCUPgk48zcPt9lNog9Sg6GN0ctF0f2QWiJrtuwdPnr7bYOXqHofRvF5WJOivNv6w82amIEMVpDvQ1XU4CmIIQRakglbSSG6QSyj/gCZyu3VHuqfSml0vH7G0hlYaxcA7x1G35hMTxUmZm2nuV5txuCSadVkEqaaV5kOK4qAEmJoNMTEz2GZqYOBmZmJzkYsade/WS6i2yCEgtiZGMgXCycdMmDB85Em3btcN6gSleXFpSegapYzeDkG+yHbJNsMYqu3dcU+0tlZog5fvgMQZNWIRhk5akmxp1aoJUaGwEJtz4R1kCRrO/Lfo7LsHjmP+fNJPLBs0z91IeQtCMssSAne54FCoVmC2bgWLFtJkyu/XWrk22aQ7eJBWkklZKgRSf5Js8ew3K1B2ArXvPSJpIXy06z1/EYd6d/cjCtH6gHUZdW4eIuLSzokGq6dYtoH597T2bO7e2NVknFaSSVpoGKYGnnIbGxtNMzMziBw0ZAmNT0wiTgQPB9wMMDU/M+v33sgIly7ft2IEhw4ejU9euMDI1fblMTFpbfDI9g9RSSx9kGmuF/FPscOpWyiSW1ASpi1fckOubNsqcUZzuID0otUCKT+hNvLER2Tj78742qGP9I64lWErjdfmFRqPD2mvQjLBG7mkXcGDiYqCkbhmKLFm0MylL2k9pqSCVtFIKpKKiYzDsp6XIU7o91m87hrg0lu++jbwiAtDq/C/K0jGFjvfDfr+0N49cqujMGaBUKe29y67406eV4DiBYxWk3qw0DVLGxsZ1jExMHpoOHPhUXleZmpr2NjAxGWNgZHRToArGZmabhgwd6tS9Z08IbGHxkiWwOHcuVS7mfZReQSpWbqJhe+5AM9oKpX9zgMuDlGm+T02QehIShsWrd+OvTYeV1e3Tg1IDpMJio/DjjU0vIaqK5VhYBt7QbX2z7B9EovLCK+jXfDI8s+vGRBX5Avj5ZyA4deYcUkEqaaVk197NW/eU1qgHD1N3fGNyav89O3x+pL+k+xZocX4m/CLTZjmS4lq16t8nbKtWBZydwQkhfH18VJB6g9I0SBkZGQ00GzgQA0xMdhoaGubWBXPNPQMBqydcsFiMhYsWwc7eHiEhIbqPSptKryD1NDoW9blg7fBzqM8n9sJSpss0tUAqvQ4mTWmQin0Rhzm39yDHke5Kd15lgSirwLd7sCA67gXsZ62Ad86CSgYclrcQwpdLhhyX8i1ReqkglbRSEqQS6knwUwQEpu28ODEFPA7AIOslyHyos+JF7ocQp1uH75MSx0txLUy2JhOmOnVCnKQb36AgPEqBaUsygtIsSPXu3TuLoanpTLY8DTA0nKALVmRgYPC1AJQrt/2xYkVY0JMn6aJkTK8g9SA0Gt9yQPEIC/Td5IpYDoxJAaU0SL2Q771h+wmYjV8I5+t3daHpRykJUoSoRXf3I+8xTlDYGt+eHQbLt4Qo8KGOxYuB4tqB5Q9z5MfwFhOxyOahUpNNLakglbRSA6Q467nhyHnobvZzurvHwgKCYe7mgMoWY6HZ1wrFTw3EmcfJv/h9upCkFfTrpwWprFkRP3w4fKXcepRGe3s+ttIySGU3MDJaIMD03NDQ0FQXrGjo0KGfGRgaOgpIBbu4uFx88SJ9VBvSK0jZeoSgyIzzyoDieWe9dKHJr5QGqafPwtGsxzhoPm+E1RsPpbuWqZQCKULUwjsHkOdoL6U7r+TpQcqsz28lTjmyYAGQJ4+S6T4vVBi/dJ4CzWhrfDHbCYeup95AfhWkklZqgNRtTx9l0PnnFbvinJ2zLjR9yP+RPwL8/LHG8yQKnugPzd5WaGA7BR7hyb+KQ7qQmxvQsKEWpnLmRMCUKXgcHPzJTbP1NkrzIGVkYhJjYmIyiC1Us2bNyt60adOs8n8BgpTpwIH33d3dj8fFxcUTUvR+LuZTBmlN6RWkNlx4iJyTbJB1gg0OpGDBmNIgxYcPOPlm36G/wdHlti40/SglQErbEnUQnx3prQy0LXFmEA48vKDb+h9iSxRnLM+bV5vZfv014tetxdrzj5B3hoMyJUKNxU5w80+dSU5VkEpaqQFSkVHROHTSFv/sPInQsPT1O3D8z6MHfoiKjcbIa2u1T6we7IChLn8hKi5lu0PTrGxsgEqVlPs7pnBhROzciU+ws/M/laZBytDYeL7AEoxNTK4bm5oeEh8zMjU9YmJqetLI2PiZ/B89fcYM/8VLlyKh586bB3Nz8xTNMN5H6RWkJhxwV+aPyj/FFo4+KTdPTEqClP4JzpjnsQh7FpEux0klN0jFvIh9BaJyHe2FNfffctZxZhiTJ79siVJmRN6zRyI6DnxwfPrxe8g0zlpZUshkxy2ERKpP7X1spdYYKYpLL/Ee40MdT+V+Sw8iSPHJNDa5+EYFoeX5n5WxgvmP98cWH8tPtyWG88FxOgS5z18QqqytdRtU6ZXWW6R+NjYzixSginrdRiYm4bSJmVms2eDBGCg2GzRIcX8DA2zbvl25uLSk9AhSETFx6KYsDWOJHxY4wutJyk1ymhIgxcyPCxIvXLUTpywctIHpVMkJUiHPIzDTbTtyK+vntUW+430Fqg4gOv4tClmBFfTpowUo+ttv/2+yTd+QaHRYd115QCGrANVyq9dmPU8BqSCVtFITpCjX2/fRc+AvmDZ3PUKepv0nY/Ugpa90nQlwQfFTpsp4qW/PDoZFQMqs6JDmxe77X34BsmXT3u9NmgAun+jYsTcozYLUrFmzMvcxMKgt0DTawNR05Ovub2w8zHTQoNECTOc45cE5MV/p02fOKDOcq/NIfbh8gqNRY5ETNMPOobMUjKFRKddlmhIgxTQwbd56aPLVg8mY+ely5mW9kgukCFE/3tyELIc5xUFrlJRCYrOPldLN959ydgbatfsXoqpVA44e1W18VXb3QlFuziWli6/4zxdw0jVlMxkVpJJWaoMUKy6FyndGnXYjcM0t7c8Wrgcp/bAQ3g9L3Y8gl66y0eHiHPhFpXxBmRYVL4AQPXgw4jNn1t73HTtKbSnlK0fpRWkWpN5Gck4uEbNEe/q0r/QIUufuhqCYFIKaUecw87hnis5anBIgRXF+m0Zdx2DdtmOS4NNWd++7KDlAirOTT7i+USCqm1I4lDk7DPv93nJMlLk5UK/evxDVuTPg6KjbmLj+vvgIeSbbKS1TtRY74W5AynXzqCCVtFIbpHz9HmPBqh1Ys/kIIiLT/kzhr4MUxRnOzZxXyr3SDpqDHTH06hpExaWtno7UEDvm/a9LRZrr8Onv/1GjpFaW/qa5SAmld5DKLiC1XHv6tK/0CFLrzvsh1482yDzOCodvpOwTWCkFUtECT/6Bwcr4qPSsDwWpm0+9Yez0B7Ic6iIFAyfbHIezAW/RRM9B5Rwn8d13/2aifftqu/j+Q5xfasIhD2TiEjKjLWG4zU1ZADslpIJU0kptkEoojpmKiEy5YQHJocRAinIN80FTuxlK623BY/2UcYTxn9iIKc5W7xMcDH9WpurW1eYBOXIAU6dqu/4+caVrkBKIyqGCVMpq7H53ZQ21glPtcONRyhZQyQlSQU9CsXnPaZw856DMH5UR9CEgZR14Ew1tpyir3LNAqGX949vNE8VZyefOBQpqJ9pErlzA6NFSPX37R8IfPo1G67+uKa1SOcZb49dT91NkLjIVpJLWxwQpS3tnDJywCLsPWypP9qVFvQmkKKvAGyh+2kxZ2LjE6YE44Z90S2xGE+OEcfOICxlzsPkPP2jzg5w5gUWLPnmYUkEqFZXeQOqZMtBcO2CYj7FzAHFKKjlBav8xG2T7uhUadR6Ne14ZYzbe9wEpDh7f4WuD8hYjwYk22T3R+eJcOAW76/ZIQlzEdMAALTwx0yxeHFi6VDvz8TvKwSsMlRY4QjPMAp9Ps8c2x+Sfm0cFqaT1MUFq7vJt0GSthvb9p8DvUdpcJDwpkOLCxqvvnUBejpfaq62I3Hjqrdua8fUSpPQVqLNngW++0eYLXJR840Zt+CcqFaRSUekNpG4/jkDNRVL4DTWH8fZbCEvBgeZUcoIUa8CNOo/BpF//wpOQp7rQ9K13BamgmDDlybzCx7l+WGtkO9xNmR/HNzJIt8cbxIc0OIC8USNtRkmXLw/s3avd9p7a5xKIItPtFZgqO8cBVu7vP9YrMakglbQ+Jkhddr6NcT//iR0HLBAZlTbHGCUFUlRkXAx+urlF1zXeDj0vL4TPf91LGUQvQUri6KV27QIK6NbVJFQdPqzb8OlJBalUVHoDqf1XA1GYBd8oSyyx8kVK95AlJ0hxPJTH/QcICMo4gyHfBaSuht5DH8nos3NQuUDUlyeN8dvt3Qh9/h+QIZ+hLPdSrNi/EMUndC6+5UznSYjdeQstfJTxdmzlbL7qKm4n4+BzFaSS1scEKYpdemntSeqE+i+Qoh5Fh6DHpQXKgxqZD3bG8KtSUZMKS0ZXoiDFB4+4qoF+gWNOg/KJwpQKUqmo9AZS8856I9MYS2SfaIMTrilf8/pQkIqMjMZx8ws4Z3dFucczmt4GpGLiY7H7gR2qW47XPmkkGX5lyzE4+NABUf81R9SNG4CJyb9defnzA2PHAj4+uh0+XE+j4jBi7x1lok4CutE2N/iFJk8LhQpSSetjg5Rep60uY8ikxThleUkXkjb0NiBFXX16H01sp0kFpY1UVLpi7u29eB6fsq31H1uJghTFB1E4hpJjpZhncOzUJzhhpwpSqaj0BFJsPRi447YyB1CJWRdx53HKz078oSDlePU2vqtvgOqthsDlxluMAUpn+i+QuvPsIUZfW4cCXCdMMnnNoc7o7vA7HEP+Iy5YcJw48e+6WjSf0NuyRdtClcy6/yQKnZTJOi2QeYwVhuy+g4DwDy/cVZBKWmkBpDh9ypjpK5C9RCuMnr5SeaI2rehtQYqyDryBH6SCwsk6C58wVMYhZmS9EaQoDkCfOBHQzzFVq9YnB1MqSKWi0hNIPXwagzZ80mqQOTqtv47AZCjo/ksfClLX3TyVweVNuo3FbfeMNxD0TSDFuW72+V1ALauJymBytkJ9IZn7DLdtCIj5j27ABw+AmTOBL774F6K6dAHs7HQ7pIy41FCjP5yhGXEOmcda4ZeT9xET+2HdPipIJa200iJ10sIBfYb8prQepyW9C0hRW32t8PlJAwWmyp4dhqOPMu6TfEmCFBUUBIwZA2TJos1DatfWrtP3iUgFqVRUegIpG49QlJntAM0QC0w7dg8xcSk/tuFDQYq6e88Xrne80uVaev8lPUg9DdUOnucV3nnmp7RC5T/eTxkLxYGwze1m4uTjK4h7kcRvxib5kyeB5s3/BSgOHOXUBn5+up1SVnaeoai84LIy+LzwNHtscXxDJv2WUkEqaaUVkKKeJ5jTLa0MPn9XkKJ+v7sfnx3tJZWXNgpMHc+gMPWfIEVJ+lKGAuiXkvmEWqZUkEpFpSeQ+sveDzkmWCPTWCtsvvRhBdzb6n1AKkoyYZuL15T5op6lk8VR31cEqQf3fRD7LAr+0SFY5XkCNZVWqA5KV17RU6aY5rrtv5/KkxseM2YARYr8C1GcZI9P4aTyfDAHrgbgCz7QMNQC3wq4H77+/hCtglTSSksgRRGmDp20xcwFf+PKtbu60I+n9wEpjjv87fYu5CRMyT1Y3nwEbALTxxjYd9FbgRTFlqlx44Ds2bX5So0anwRMqSCVikovIBUX/wKj99+FZrA5vpp5HrYeqfPk2/uAlNO1O6jReii+/KE7LjpmvAzsFUXH446nOw7ds0dPx4XQHOqqTBCoOdQFLe1nKl0LcUm1xEn6w/HjQMJlHgoV0i71wDmjPoL4bZdY+iD3j7ZKy1SZOYSp95tnSAWppJXWQOpJSBja9JmETF81x4z5G3ShH0/vA1JUZHwMJt3cjMy8H/e3QQ2r8XAIvqPbmjH01iBFsWWK3Xz6lqnq1YFjx3QbM6ZUkEpFpReQ8gmJRqvV2vFRzVa5pPhEnHq9D0i53fVGj4E/o1GXMXDOgAPME8rq0TUMsFuIL44ZKOOgaNaA597Zi3sR/zHBpZsbMG2adlJNPURx3bwdO7TdfB9R4THxmHPGW2DK5oNgSgWppJXWQIqFM9fBNBk7HyfPffj0Gh+q9wUpinO2jb62XmCKc0y1VmDq4pPbuq3pX+8EUpS+m0/fMlW69AfPQ5eWpYJUKiq9gJS1ewhK/XoRmiHmmHjIHZHPUyfxvw9IUbfueOHGrXtp6gmg5NSNMB8sdD+A78yHQXOwjTIWqtAJAwx0XonzQQJISYkzEa9e/e/6WDSXe2Em5+qq2+nji2lszhkvHUydw7fvAVMqSCWttAZSeoWE/jsP08ecZ+pDQIoKfh6OUdfWIdPhzgpMVbeaAIfgjAFT7wxSFLv5Jkz4d2qEokWBefOAt5xQOD1JBalUVHoBqQ0XHiLbBGtkHWuFLZeTfymPN+ltQYqPUJvbOCrrdqWHVeXfR7Ev4uAc6olpN7eghuUEZD3SXQCqJTJJjbfD+d9w8OFFhMVG6vZORFyVnQsNt2v3b0ZGN2igHQsVmcSxH0n/wpSum2+2Aw69A0ypIJW00ipIUXFx8dh/zBpjZ67E5asfBz4+FKSo4OfPMOq6wBRbpqTCo7RMZYBuvvcCKYr50Jw5/86AzhaqKVN4s+p2yBhSQSoVlR5AivNH/XjIQxkfVeyXC7ByT72Zwd8WpK65eqBeh5EoVaufMvlmRhKftDsbcBWmV1bge/MR2ukMOA7qQAdUOjsKcy9vw/0n//FUna0t0LMnkDfvvwBVtiwwaxbgnra7PxWYOuuFzwhTw8+h2M8XsNTSB2HR/124qSCVtNIySD30D0IXo+nQ5KuHBat26EJTV8kBUlSI0jK1Xu7dzgpMcXLcswEuuq3pU+8NUhQfYOEQggoVtHlRjhzaFnFOvZJBpIJUKio9gJRvKMdHXYXG7CzarbmmjJdKLb0tSN26642WvX5ErTbDcNnl4wySTm7FxD9XVpg3clqOolxl/kB7yYRbKZNqVjo3Bos8DsElwB3e97zw/NkbxjRdEagcPx4oWfJfgGJz+tSpgLMz73bdjmlbEUrLlDc+m6QdM5Vrgg2G77kDv6dJf38VpJJWWgap8IgorNl8GP2H/QZz648zhUBygRQVEqPt5uP9q0yNYJ6+p0b4IJDSiwsdc+Zz5kucvLNtW+D8ed3G9C0VpFJR6QGkTro+QYGpdsr8UdOP3kvx9fUS6m1BiuMoPL38cNfTV+L0wzO9jyV23/lGBWKJx2E0tZuGr06ZKC1PzHizHO6GZnbTsdn7HNzDHyktVS+iY+ElIBUqwPBSzPT1AMW1rvQAxSdmevTQPnr8kQeTv4+iY+Px98WH+PY3B6VlKtMYK/Tf4oarfs90e/y/VJBKWmkZpKjo6OcICX2G2DhJ6y9eSNJO3fFSyQlSlLZlijDFAehtlDGORx9dVp5UTW9KFpCiLC21D7no86mqVbULpKfzQegqSKWi0jpI8cn5BRbeymzTeX6yw17ndxv0/aFKCqTCnkXg0Ck7HDhum64HlUsRoWSw5gEuGOSyCpXPjUbWwxz/1Foy27YodGIAujr8jq0+VngYFaw7SqsIASLPBw8QyvFNhAXOPv46QHGdvDZtgO3bIXe17sj0K04M23iFiwJTXJ+v0u+XscPJH1GJzIKuglTSSusglVAc/zhq6h+45HIr1SbXTW6QokKfR2CG23Z8drS3MgC95JlBWHj3YNLjG9Ogkg2kqNu3gYED/11SpkgR7bx2kj7Tq1SQSkWldZAKiYyF0bZb0Aw8i+qLnZKs/aeEkgIpO4fryF+2Iyo0MlHmjkpPeiF/AdGhcApxxzL3I+hwYTYKnjBQwEmzt6UCUuXNh2OA4xIce+SI8LjEu1MjJX58nJzwbP9+wNQUyJfvX4DKk0c7P9S2bRkCoBLqsncYOq+/jmzjrJWJO/NNtsOYA3eVNfsSSgWppJVeQOpZeCRMxy6A5stm+H3FDsQkmAU9JZUSIEVFx8fg11u7kedYX6W7Prvc71yN4LHkCelFyQpSFPMoTsfChdGZfxGquKoCF05Ph1JBKhWV1kHqml84ys+7pEx7YLz91lsN8E1OJQVS97wfopPhNPQbNhse91NnCZMPFTPKyyF3sdzjMLpcnIuCx/v/O/ZJXoucNEZj2ymYc3sPPMOTyKDYAnXrFmK3bkVU48Z4oV/PiuaA8tattQsM8wmZDKqQqFjMPeOFr3+5oLSYakZbotWfV7H1sr+yLiQVGR6mglQSSi8gxa69bfvPos/Q32ArFajUUkqBFBUZF4MVnkdR6vQgpZsv8+GuML6yHDeeeun2SNtKdpCiOGZz926gcuV/8zMOSOd8U+lsigQVpFJRaR2ktjv6QzPGClnFyyx9daGpp8RAKuGaXCFPwxEc8u+cM2lNHPN0P+IxbIJu4g/JNLs5/I5CXNT0QDto9rRQMtDsR3ui6rkxMHRahuP+ToiQDPaN8vEBzM2BH38EypUDsmb9N8MpVky7uPDGjUDwq12AGVkWd4OVSWIJUpohZ5F5nJXyUMQx12AES+b7+MF9xERm7KWC3lfpqWuP0o+RkjweAUEhKd6ln5Igpde5gGtoYDNFKlPa+eDKmQ/Hdh8bRMenTqvb+ypFQEovLm7cocO/M6FzupbBg4HrqQfRHyoVpFJRaRmknkbFYcjuO0rXyTe/XoSVe+rXCF4HqUvOtzB13nr8s+NEqjXvv6u45h0n3dvuY4WJN/5GC/uZSkuT0vK0uxk0e1shy+HuqHJurDKB5up7J3Ar7AGeC3QlKtbS+ITd2rXaOaD0Td86x5QujViOL+CCw89St+s1rcj1UQSmHfVUxksprVOSZov+fAFjdt/AoQu3EZkG58hKC0pvIEVxeNSWPWcwYMRc7D5iqQtNGaUGSFFOIR7ofHEOPpNKFWHqy5NGmHpzK/yi0m6XfIqCFMXxUZyeJeF4Tw5E//tvSIGg2yntSgWpVFRaBik3/whlAkTNUHN0Xncdgc9SP7PVg1RgoPbGmb10CzQFG6JGqyHK0zxpQU9iwnA19B52+Npg8s3N6OIwF99bjNIuWrq3uQ6eWiotT1Usx8Dsykqs9zoDl6f33wxPki7g4gJs2AAMGqRt6k7YfffZZ0C3boj5/Xf47d+PsKcZazK799Ul7zCY7riNQtPsleWMOFVC6Vn2GLf/Do65BiEoPP0AQ2ooPYJUfPwL9B02G5oC9THkxyUKWKWUUgukKL+oYMy/ux+FTwyAZk9TaA52Qvvzs3DS30m3R9pSioMUxXzQwkI7LYK+9Z1jPyXvw6FDXLVdt2PakwpSqai0DFJ8EoozmWcdb40F5t660NQVM3g/vwd4+lQ71sfx6m1MmbMO2/adlW2p3yL1PD4OD6SWaBPkihWex5UBot0c5qGq5Tjk1Q0c1ezRwlOmQ11R4vRAtDr/C6a7bsN2H2tlZvKoNzXZM7OWtKC0PBkba2tfCbvu6IoVgZ9+0o4jkEKQI388/f0R+om2RCWmp1Gx2Hc1EN3/voGcnMRz6DloRljiyxnn0fOfm9h0yf8/55/6VJQeQYo6f/kGfl+xDZb2zrqQlFFqghTFitV+vwtoZDNZaZliXlLstBmm3twC1zAf3V5pQ6kCUnp5eQFSaVSGM+jzws8/B0aMAM6dS5NApYJUKiqtglRkTByMt7kpXSTFZ12A5d2PM+YmTuLHyfk6bC9eQWSUtvCLSaVM//mLWDyKDsUVgZ/NPpaYfnMrjByXoontdJQ+M0TpnlPGNextqYWnA+2U9e6qWY7H6KtrsdXbEnYCXF6RSTRD8ybjrON//KF96o4tT5zlNyE8McPgrORLlghJOmr7NnSKkAzk3r17CM2Aa1V9qB4/i8HWiz5otfyiVAaslLTMKRPyTrZDyz+v4tdT93HR6ymex6XOo/RpUekVpBKKT/RxZYOUGCuZ2iCll1uYrzLfVCE+jMJVDA52RB3rSdjofQ7PYtPGHHCpClIUW6cuXtTCk355GZorNAwbBilE09TcUypIpaLSKkjdCYjUPq03wgLdNtzAs1R+Wk8vPo3Xe/AvKNfAEMfPpsxq8JzYkk/Q+EQGwf6JG/7xtsCsWztg4LQUNa0nooxAU97j/ZSmdv30BApAHeyMfMf6op71ZGWV9xWex2AVdAN3Ih4i4sUbCia2HHHA5Jo12iURmjTRzjquH1SpNzOKTp2AFSu0M/2+YUyAClJJKybyGZzd3LH5vDf6bb2FL6bbvxxDpRlnpXRd99p4E3/aPMD94CjEpeZss2lAGQGkTlteRoXGJhg7fQUCnyRvF/fHAimKU57s8LVGfZuftHnPvtYoIGDV1WEe9vudR1T8x/3NUh2k9AoTYGaLfNOmr+aZlSppgYoD1dPAhMMqSKWi0ipIcQbpLGOtlW69RR+pW4/yefAYXU1mIG+ZDti+/6wu9P1EYIqWzCf0eTguBbtjm48VlrkfUtawa2o3HRXMR6L4KVPkPtYHmsNdoMwoTmDa3w6aQ52Q9XA3fHtmKHpc+h0zb+3ELj87XAp1h3dMMMKRSE2INShOP+DgoJ3LiRNlNmumHTzJSTITZgJ08eJA9+7AX38BTk7A48evtD4lJhWkklZY2FM89L6HmKhIBEfG4pTbE0w+4olK8y8js6Rt/aSe7AL8fu4lpTtwrf1DZdqPxCb4zGjKCCC1afcpZC3WAl2NZ+DR4+QttD4mSOnlEf4IM912oMgJI21FTsxpUzpdnI2jDy8hPPbjLNL+0UBKLz8/YN06oE6dV/PRr77SVkL37dNWQFNyEF0SUkHqLRUl1Pvs2bMPyoTSIkhxQG6jP5yVgbqV5l/CzYepOwdPZHQMHjwMkNdoxErcXnK8CnNrh7caXB4vNw1raiHPn+FehD9sg27igN8F/HX/lNJU3liAiTOHFztlhhxHeyrjmLRLsEgGRWiS95wMM79kVOUtRqG7w++YcHMTNvhYwCrkFu5EByAEz+UvgXifstsxWKDpijNw8CCwdCnQqxdQrZp2bTs+vpvwZudkc19+qa1VDR8OcEJNV9d3njhTBamkpZ+QMzLBGIoYASRO3HnwaiC6briBErMuKsvNKC1VIyyQY6INSs66gD6bb2KeuRfMbwfDW/aPiPl4hWlKKSOAVGBQCM5YXYbLjbtSZiZvoZkWQIqKiY+DQ/AdDHNZjS+VJ4Clcid5Vv5j/dDK/mes9DwO92cP3/zwSgroo4OUXgQqtvA3bvxqBZXz6VWpAkyfDly+rJ0SJhW7/lSQ+g9xXTdnZ2csW7YMv/32G7Zs2aIUZu+jtAhS1h4hKMwukFGWGLondWcM5825auNBNOg0Cv9sP6lAStDDx4h8DaIIS09jI5QJLjkI01qA6dBDB2WpBS6zwnXqKlmMRKEThkpLEscYaCe+bK0FJrYwHemmNJV/c2Yw6thMQqfL8zD+9lbsC3SCQ7gX3GODwU99OTScLRThkZK7PgZuugFW1sDOncCvvwK9ewMNGwJff/3/A8RpghSBirUnExPt03gc7xQUxBH1ug94d6kglbT+a2bzsKg4XPEJwx/Wvuj29w0FoLJN0LVUCVTxHigwxQ6V519G30038aftA5y7G4xbj8KVCgfX/0vPyggglVCxkn+ctXZUJu98HPjhk9GmFZDSi3NL2Qe5YZDzShQ/baoFKsnTMkseV0Hyuyk3N+PMY2f4RAYKfKXswzhpBqT0evhQuwwWx5qWKPFq/lukiLaVavFibQ+BpPuUhioVpP5Dd+7cwZQpU6T8/BXbtm3D5MmTsXDhwlcmjXxbpTWQYn1u9L67SgGSd7Itdl3x125ILcm9P2v2RpSo1BuTf10rBV0kXL3uwsn3FlxC7ymZxCZvC0y6uQn9HRdLbWwmypuPRC6uW6Ufw0RY4jim/QJMh7sih2wrdNoEZSxHou6Faeh4ZQHGuW/HykeWOB5+C07xAXiMaMRJrQ+RUUDoU6nlSObg7ik33SXA3ALYtRv4ZRZgZKwd18QBjq+3MunNcDYvc1VzzvvEZQ42bdKug8cbOBmlglTSepclYiJi4uEkULVMoIrLz/wg8PTF9PPQjCVYaQeqs9WK3d3fz7uE9muuY8pRT2XS2nN3gnH1wTPcfxKpLKvEVq/0oIwGUnfv+aJJt3HIWrwlTlpIgfmBSmsgpVfsi3jYBrkqQMUJPHNwqhU+MSx5Xo6jPVDXepLypPBxf0dcC/VCUMzTZG+tS3MgpRd/K+a1UkYreXXCZbNo9gR07Kh9eIdP/HGdvxTIP1WQSkJMjLt378bYsWNx69YtJcza2hqjRo3CRT5R8I5KayDl5BuG4lxyY5gFOqy9luyDzF/Ev1AWG04ot1te2H/MBu4PH8ArKhCrLY6h47yZmGy1EdPctqKn7TzUNh+P4mcGKmCkbdbmgr5cVkV8uCM0J3rjs7PGKGE/DlUdZ6KJyzx0d/sTP/scxko/Cxz0u4jLAW4IDn6EF5yTyscXuCFx7ngFsJWb7sBBYJkkm0k/SY3GDGgrAFSr1qtPhyRmPmFHaOJAR960nH2XY5xOnZJc/W6K13pUkEpa77vWHsecewZF4eiNIPx8/J7cC9dRbu4lFOT8VGN13YCDzbWD1vlewkr9dlFZTNlk+y3MPHEff9j4Kot823uGKpB1+3Ek/EKjlYluI5/Hp4mB7RkNpHwfBmD45GVo1etHOF2TAvIDlVZBSi8OZWCL/FL3w2hiOw3FTplAc6iL9kk/gtXBzvj27FBlzc7Fdw8pwxwuPLkN12e+CBS4+pAB62kWpBKK40zZSmUmeTortrlzv5p/c26+6tW1+TbHW3GgOst1Dmj/QKkglYQYOUuXLsX8+fNfzpbMhDRmzBgcP35c+f9dlJZAitn6yD13lNaoXD/aYvcVSYTJLHPrKxg1eTkOWNjBIewu9ty2QzuTKSj2bU+0/XMGml+ahZK2w5HtbD9ozkot66RkCqfEZ3qIe0tYX+S0MEZZu/GofWEq2jvOh5nzn5h9ZSM2OO6Eud1+eNidRoS9NV6cOQMcOgLs2QcsWgpM/xkYOgzo2w9o01Y7JxMHeHNyy4Q3V2Jm3zufrqtbV45tAxgYADNnAn/+CRw7pn30NhluvneVClJJSw9SjKcPEcHHUSoZu68E4BeBJNOdt9Fi1VWUm3MJeacIXI0WuGKL1RCBq4FntYAl9xGXV+KCyt/Nu4TaS53Qad11DNxxW2n1/fnEPSyw8MZq2wdYIdC10eEh9rk8xh7nxzh6PRCPU2EC3KCgoAwFUpR/wBMEBiXP/ZDWQSqhOMzhlP8VTHPdipb2MwSqTLVDGghUBCu21h/spAx3qGY1AX0uLcS46xuwxP2QMkHwSf/LsAq8rrT8u4c/hHdkAIJiwpQHdBITW/DTPEgllJubdlb0oUO1QywKFfr/fJ4V5xo1tPssF4w4cUKbt3MIxjtKBakkxIz5999/x8qVK19mPsyMfvrpJ+zbt++dm08JUlevXoUrBxp/ZF3yCsPXsy4qBUKbtTcQEpU8rSkBMaGwCLqKVR6nUGP4j9AUbY+vRg5E0cujkPmUATIN74msrQSUVnaG5kh7ZNrXAXl3dUCpda1QdWVLNP6jLfov64YpC3tj2UJjbJpjgvNzxsJ96iiE/DQBz0eNAkylRtGzP1CvsQBSZaB0GaDw51pIyp79/2+Y182aCQcnEq44aJFr1nEQOMc/cY4n1mqsrSGlDhMBfzjd1X1cRUdHw8vLS3noQdX/iy1RjB/GU3KKd3lgRDwu+4Zj79UgzDf3xdhDnjDeeQfNV19HxQVXUHiGAzTjbaEZQcgSqBrGtQDZkiWQRY+Q/wlg7DocY40sE2yUCgwHu+eZZIufT6X807LBwcFKYchxn6r+X48fP4YfBzOnMwXEhuFs4FUs8NiPodf/QgM7qayeHYTMxySfPShAxZb8fc0FrgSwDnVApsPdlKlcOJD9B8sxaGQ3VWDsZ/S4NB+DnFdg9LW1mOm2HbNv71FatWKgBUvGzfsMafno4phmzozOJWj6ScWa8PT6/H20Hqw4j9/UqdqHgt5yIXjCN/MeFaQSETOeefPmYfXq1a+A1FSJ5D179rxzhsTIZmvU+fPn4e7uDg8PD+U1Ne3p4Y5rd+5hwEYXZJJMPds4Syw96oR7nh4f9H083T1x0/0WhlxegeJnTVF0exfU6d0Qvb5viC49aqHHxKoYNuIHTOtWEXOaV8CyzmWxvl0pbGleAnsbFIN1pcJw/rYgPL4pjKfFvtD2bX9ZAsgn77O+YXzSa44Xx4mjBKieFi2KoDJlEFipEh42aQIfuTnuGxnBXUDMfeZMuAsgu2/dCveTJ+Fubw93+V3cfXzg7u8P98BAuEvNS/lfbg53qWm4e3omet2pZf427F52dHTEjRs3PkraSctmfPDeYvy4SW00ueLHQ+4X3hve9zzh530PAb738MDLE7fv3IXzzdswv3QD2yyuYPEhB0zbboth663Re6UV2i+1RP3fLVBhlgW+nW6OL6eYI/+PFsgx3gKfTbCQe08ga5QA1ki2ZpnDbMN53L17F57yWYl9jw8144Ot4U5OTrh9+7aafhJYHxcuLi7Kg0X8HdJL/HjK9/T2vI9H93zx8L4vbtxxwxEXK6w6vw/Tz61FnxO/osmxiahwaDCKHjRE7gO9BKykEqs8iCNgxWWt9jTTuSk0u5torUwF00aZImb7jTPwdr+HK1euKA0BiX2PNGuBKHepPCj5OvPyy5fhvncv7s6Zg3tSHjxs2hQhJUsiJrGHhgoWRNCiRbgtAJnouXVmWmHezPuLzJDS0uFP8imlQYpdKGyRWrVq1SsgNWnSJIHV/e/cIsX9SaxMjJflB2Wmltq+de0KFu4/j7w/SkYuNedGSy7gwmVnXHNJfP+3tYuTM6wc7VH57BhodjbDzz1Kwe3rPPDJnRN+BbPjSe4siM70WkJ9G7P1iH3dHJtUqhRe/PADYuvWRVSrVojo1QthZmYIHj8egQJH/vJbPZSE771mDdx37oTb4cNwFVC6bmODq/yOAiBXJOE7ScJ34qskfidXVzhJuJP8Jk6SiTpJZpHY9aUVMzNLLFy11qkRP1euOOGq8xW5Z67A9Zozbl2XwvemCzzdruLOzau44uwCBycXWDo447jdFRyyvoLtAlv/nHHG6lMuWCNeftwFC4+6YL54mby3uOiMK4l8VnKacaOmnzc7vcfPFScBnSsucHW5gTtXXeF+zQ1XXa7C5soFHHe0xM7LJ7Hu8iEsvrwbcy5txbRLf2Pw+eXoZfs7OtvMRjPr6ahuOV55IrD4KTN8cdIAlc6MxD8XD+O6k+SPiXxmujLz9+vX4SQVLSepGDtLxeu6rS3u7NkDHynjA2fMQHjfvoirXRsoXBgvihSBt5QpDlLxSPR8CczynADOLr6Ulg5/kk8pDVKcO2qRFMyLFy9+GUFs3hw9ejROsD/1PcVzccwVz5/afh4ThY0XfZFrkg2+mHYex64/RrSE04nt/y4Oj4yAdehtrLm2F0G1qrwKRJkEiHJ9BuTLDxQqrJ0eoHx5bVNq4ybaKQU4CJBPX8yfD6FX7YBATjlw9Kh2aRVOISDgEy8QFMuxHo/luwvscg6qCIFUjoyhOdQ4oSPi4xEpIBzJeE/ke0d9pN9Cdfr36+mJ99Hz6CjEyX0W/zwK4BIfb+FY2Z/niox89XyqVX+In0fFID7qOcAHiV5zfPRzPI18hsfhIXgY/gT3n/njdpgvbjz1woWgW7AOkopniCfCIsMTPXe6tuT5LA9YNrwsJ+LiEBMYiPg7dwBzc7ywskLMkydK+ZLoORKY5XlqjT3U4U/yKaVBii1ImzdvVqY/8PHRLiL5IU/tpRWFRMXhH4dHOOn6RHliKdnFk1paAXPmQEhUC0USjwoQcewR447jxDw8tAtUPnigHeDHAdypQPSqVKlSpUpVepQOf5JPKQ1SFMej/Pjjj0r3nrlQ6owZMzB37lxlYKKq/xAHafMJmHfsAlWlSpUqVapU/b90+JN8Sg2QYnPdyZMnMXPmTEybNg0LFixQ4EqVKlWqVKlSpSo1pcOf5FNqgBTFaQv42OeDBw+UKRFUqVKlSpUqVapSWzr8ST6lFkipUqVKlSpVqlR9bOnwJ/mkgpQqVapUqVKl6lORDn+STypIqVKlSpUqVao+FenwJ/mkgpQqVapUqVKl6lORDn+STypIqVKlSpUqVao+FenwJ/mUFkGK0yVwUVnOdppQfPKPs5/qze2vrzLORVf5VGBqzZD6MaWPD/n9lP+5bmFYWJhy/dz2uhJuTw+rs3+oOPu9Pg0xjvSz4ev9+lIEjDPGDdNeRl2Ulr+7fhZhOuE99F/pQ7+dzqjph2ng9fjhdb9L+mEepL8nM6L0eezreQzjg0uCcXti0m+PiODaCRlT/N2Zf9AJ75HX7zv69fjjdsYrXzOaeA9xIfSE18/rpPXx9Dbph/HD9POh95cOf5JP8oXSFEhx+ZitW7fil19+wR9//KEsoMofgYnu3LlzWLJkCZYvX64sObNhw4aXs6Xzx+BM6VzXj/NVcTb1+/fvK9syoni9x48fxz///KMkPiays2fP4tdff1XMBaH9/f11e2tv0tOnT7/cvm/fvgw9ISpv1B07dmD37t1K3HB9RqarZcuWKeln4cKFOHbsmLIfxRt07969StrhZLGc94xhGUnMfC5duqRMjLt06VLFf/31l7IAL9PHqVOnlLTx22+/Kekn4Sr1zLwSbuc6melyFfskxHTCCYOZPvTx8/fff+PRo0cIDAxU0pM+/+Hr0aNHX0IBF1plnDH9MA9iXGXE9MM10bjk188//6zcL/oFZh8+fIhNmzZh+vTpynYbGxul4NSL+TrzKm5n3m1nZ/fK9owgph8rKyvMmTNHuU+4BJo+f+G8iVy4X5+uWLZxgWe97ty5o9yXnKx65cqVyjaWexlF+nKdvz2vfcWKFYpZhnPRYpZVGzdufJl+mD4SAiWP576MH57D3t7+g9KPDn+ST2kJpFjYMZGNHTtWycDmzZunzIjOVaGZKTECJ0+erGRovGkPHDigZHLU9evXlX25DzM0LknD96mxkvTHEK935MiRSsJjgXbhwgWMGTNGuVl37dqF8ePHKwlTnxh5gzNeWXAy/iZMmKBkbBm15Y7LEJmYmCgFHjO4mzdvYty4cQpI8fp57dyHNyMzLIIB44/pimmP71lQZiQxU2dmzXuI18mMjffKvXv3lIKP17xmzRol/TCtcLs+s2L64fqY69evx/bt25X0lXB7RhAXU2eeQ0jgtW3ZsgUHDx5UwrkQL6+ZEMX0w4oa44Rpi5UaVkwYf9u2bVMyfMbfh6wlmhbFe4j5Kgs6xg+vl+knJCREuWbGD+GKaYz5i34JMLYwrF27FhMnTlS2syDlvoT6jCTeQ8xjmAfzPuH9wso/75GdO3cq16y/75hOWIGhCOlMd5ysmumNFTnm64SrjCJW2lleM14YB0wvI0aMUOKE9xb/Z5phxZfph/GoTx9MP3/++adSvjNvIoBxu4ODg7L9faTDn+RTWgIpV1dXTJ06VWkpYO2HK0EPGzZMqd15enoqNWG2FHAbCz9mYHzP1iomTv4QbKHiNrbWcD0/Z2dn3dkzjphxERL79u2r3HS8ZgISW/EIjowXQhQLTLbKMbMnoLKWxNYr/fZJkybB29tbd9aMIy8vL6Xm0qdPH+UG5I145swZ5foJDQnTD8WbnC0J3JdgSWhnixUzN8ZXRhGBgPHCwo/Xr48HpideL9MSKzOMF4IC0wfjkjDOVhaaccP0RNjUb88o8vDwwE8//QQLCwslbvTxw1fmJ4QI1oxfTz+szHHbunXrlLhhfHL1hoyUfggDLASZfnx9fZUwQhHTAVftZ4FImGS8MD64H4GCx7EizILv0KFDynZOysx8ntCeUSpy/J0JmPzd+Z4tlYwbggHzFwI482imGaYfvjIuKFtbWwVKWbHjNrZe6aE0o4jXxXuDeQlfWfFnmiA4slGAZbc+X2LrJu8nwhX3JXCyYsJ9uZ3lHe9Tbn/f9KPDn+STXGCaASlmQLzpmBAZQdeuXVMya0Y6u/gYeYQqRmzCbivuz5YHkiwjniKU8ccgeGUkMUGS7Fl7YcFHoGI88T1rPXqdP39eASnGG+OKkMWbWi/evIzPjFYrZMbNG4wZOa+ZNWHCJcFg1qxZSpM5m5I5hkEvxh/TClsY9OJNS7hi4ZpRxOvmdTKdsJKihwJm9EwLCdMPm9aZeTFuGH9sTWBBqRfjii2i3J5RxBou44EtSYwrfdclK2pshWN6YMWMaSJh+nFzc1Nq17zn9GKhwHMRGjKCGBdsJeF9xPyEAM1XVlLYEsNKK/Ncvdg9xS4ugje7YbidlWGKhSHzam7neLuMILYesaxiI0DC+GErMAv+2bNnKyDK+46VV/34KN5/+rSiT29MW4wbgqge1jOSmJ+wksE0wDKfeQnLKgIVxbhhpWT+/PlK5c/S0lLZrk9fhDFWeln5Y8XvfaTDn+RTWgIpvVjj4Q3LjJy1FkY2x//069dPKQjY9M5Mjc2mjHRGJlur2CqlJ1S2xLAwTZj5ZwRdvXpVSVTM7AlUrAURhhgnCbsS9PsRmBgXrAESQvVic+rr8JARxDTB62bmzoyLtUDWkHnTGRoaKq1ShFCCNwtLiqDOjCxh6yVbsLgfuzMyighHgwYNUmq/jAfeH6xoMINinB05ckS3JxQAJzyxtYH3I98nTD/stuH9mVFAnAUaW0yMjIyUApHQTTPO2PXC+8zY2FiBc6YLtvDqIZv3ErtxEo55Ybcw01RGAXGCAbtWmM/w2pl22MXCvIX3ClsU9KBEsTWGaYxwwLyb2wnuFEGKXevczoIyI0ifBggITCuETuY/LJuYhxC0WfFgOcW8mJUWQiTjgmUd45XlHEX40o/FSzhOKCOI9xnvDaYHVkAo3neML/2YZu7DigvTB1unuD/Tm348NMt8xhlhk9vfRzr8ST6lRZAimbLgY+JjzYYETyplImQTOzN3JlZm7vwxmFiZwTFx6kmfxxC2SPsZRSR53mBsZeENxrhgPPAmZkJjhqYXm4dZOLK5mBkc33MgrV6EBoIUwSOjiJk9a36EZwI1M2uCODNzZuyMO0IT0xLTDsdqsPbHlgQWnglbVxhXzPD0taSMILYM8B5ilwEHDbPljs3rrIAwI0sI4kxTjBO20rA7lO9ZIOpFgGL3g34cTHoXCzTeTwnzGLb2EoYIlSwUWbAxPtj1x2tn+mGLDOOK8Zgw/bBlgvccWyAyggiEvGYDAwOlZZv3EPMPwhTzWF6rviCkWNCxIGSrDGGd6Udf6DGuOU6G2zPKAy9ML6ykcCgKf3umIaYJjulhpZY9BhwXxXyXr0OHDlXSEfMpDrNgvpUQpPQPxWS0JxyZHgiNLNf1vUfMrxOCEkGKZTnLdMI3ewe4XQ/ibKVjHDLOVJBKQoxg1lSYgbEWxAyftcKEzXhsSmVhyEHC/HFIp6RYPUgx8ydIsdUmI4jXxWvljcqMiaDIeGGtmQUgC0I+laeXvkWKNWp9i1RC0GLcMoyglRHEAo2tT8zsCUbM+AmZrCESJJl2EnYjHD58WNmX3cSEAhaYCVsUGJdseUjYXZHexesnVLIgo3iP8Rp57zAtsADQiwUD7y8CFzM43ocJ0xcBii1b3C+jiAXZ63kMu6QYL4wrpjG9CA9MP0xbBCi2ziVMP0xfTFPMhzKCmN/wegkE+vuI+Q7DCJnMaxJrkWK+zXyHaSkhSDHvIrRmlBYp/vbMm9klpb+/CJO8r9i9y+vUl01MR4QEwgS7PgkFzMf1IEV4IsQT1DPSwxwUe0h4T7FCSxGa9KCkH2/J+GNZTlBibwLvJW7Xj83Tt0gxb9c/bPau0uFP8iktgRSJk2Ok9M2ZjGQmTNZ82DKQsPZCeGLk8ska3qxMeGx90FOu/gmThJl/ehZvODaps3uBRM9MiAmStSD+T2hM2I3JBMvMjbVlZmDcThDTiwDF7QSqjCBm9My0Bg8erGTgzKhY62P8sMbHTD4hSDF+WGMkcDKtMC4YRjHdsdWGcZZRCkJeEzMixpM+o+d9xsyIGRYLxITph12jhAO2bLIQYFyxCV4vtmQy/WWUFjtmzvytE2bMfM+WFLbYvT6ujvkKuycI2gQutp4n7OZkjZppSl+LTu8igBO62RquHz7BvIPpgoUa04r+KTSKLVV66GJew24tpj2Kcc3tTHsJ4TQ9iy2P+oq9XgRwxg/zF0IC70GKLSrMy1nRYy8D8xqWVXqo5Jhf5u8cI6W/VzOC+LuzJZL5NMtvinHCe4nXr6+0sgxnWc74YcWGLeE8Rp++CJocX8UeBsbf+0iHP8knuZA0A1K84QhH+podbzJ28bFAI70z8ekjjjVl1ohZK2LEE6h4o+upnq023J5RBsPyGlmosQCj2fXEuGFLAfuQWXthwtPXephgmZEz82KByW1MePobU/9UX0YZDMsMmxk7uxxojufRAyZrNGx1SQgKLBxZSLK1joUE0x3DKDat8+kbPqWWsPBMz2KGxS4Zxom+QOMrYYCFIwd2Mg3pC0mmH7ao6NMPYYv3INMPzW5TffrKCGLNny2avE9YkFHMYzjuRT9eI+EYMl4/C07CKStyjCv9wxzMt5h+aFaAMoJ4TexqYjzoW+0I1izgmBcxHelbvBkfvJ/0FVvmWwQK3pcUAZUFJ1uyMspgauYhjBvGkb4VSd9joB8DxEYCivsy7+F9x/hhpYUVGVbqKIIXwTSj9KboxTya+QjL8YSVWpbRTD/6MZhsMGG6YhnF/Ej/FCO7QilWThh/3K4v795VOvxJPqUlkCLVM0NiBs1Cj0TOjIzEykhmawMTqr4pkNSu71dlIuTNytH8PJY/TMJMMSOKNRnevLwx2ZrCuGLiYr88a4BsXtff1MzsCJYsIDkPDlsTWBi8b0JM6+J1MS2w5ssbk5DApne2FLApnRkVX5mREQxYCDKMr8zguW9Gm0eKzelspeN9w8yd8MQMixm8vtWAaYLph9dPsGT8EMKYfrid6YdgwRYYVl64PSOIaYAtCGzB5PgU/VObhGnmS0xHjBPeO0w3esBiRk8Y0M+9xfTDAnL48OFKZU5fcUnvYhrgMAHmIYwL5rGsxDGNsCWFEMo8l+mKeTTjRz9+jpURtiCw8ON2FqTMfzLKgwoU0wArbLwvmO8yXlj4s9zSgyRhiumK6Yv/63sD9BDGVnSeg/DFclD/MExGEfNhfRmVsNxhZYNpiumD18+8mnmNPn0w/TCM8M34Y/pJuP19pMOf5FNaAilmOmyNYksLW5dIryzM2JTHVgIO4GMiY6JjIcmmQN7gFDN0tk6xxs0Ey5s5I01o9rp43azJMDNnQmSNkZk4AZNmZq7vU6ZYA2AhoN9OWMgo3Q6JiQUcWxB44zFtsOWN18zCka1TjKuE4zN4k7MGzbTDfRhX+tbNjCLGCZ/S5PXzPmLmxFYXiumDaYlpg9fPuEo4kJMVEgKEfjuB633HJ6RV8R5imtHnMUwP+jyE9xLvKX36YSUmYbcC44IwwfTDPIjpK6NV4lgpIxwyfmhCtT4NsNAnIPD6GXfMixOO72E8sgBk+uF2nifh9owg/t783fn7s7LCcXSEAJZrLPRZcSEscRgKoTQhTHCsIbs6GT/sEuWDIRmltU4v5ids1ea1vy59+mD6Ydpi+mCZrxcrM4w3cgG3E1A/JP3o8Cf5lJZASi9m6izk2UScMLExYbHwY/8qM73XxX1ZILLQzChdMkmJCYnxoK/18n9mbIy7hIlQr//anpFE0OQ1JnzqhV1UTB9MV/ourIRiXDLtMI4yWiavF9MKAZH3UMLmdSph+tCPU0yo/9qeEcQ8hF1XTCevPzHF9MR4Syr9MG4YRxmlpe51MQ9mCwqv8fU0wAodgZPbE4OA/9qeEcTfnWmE1/h6GiBocRtf9Q0AevF/pjvGDwH99e0ZQby3mOe86d5IzfSjw5/kk/xgaQ6kVKlSpUqVKlWqUkI6/Ek+qSClSpUqVapUqfpUpMOf5JMKUqpUqVKlSpWqT0U6/Ek+qSClSpUqVapUqfpUpMOf5JMKUqpUqVKlSpWqT0U6/Ek+qSClSpUqVapUqfpUpMOf5JMKUqpUqVKlSpWqT0U6/Ek+qSClSpUqVapUqfpUpMOf5JMKUqpUpU1x0kPOPM5JQuUe1YVqxQkjrzg7Kwt5vj5xJCerc3Nzg6v49W0pLU66xyVn3MSJTVr5sZRwqRZO1svFlrmQ9YeKvwtnrT556hQiUnGSW07ayM90unJFF6JKlaq3lQ5/kk8EKclk/tSdX5UqVWlEllZWGDxkCNatW/fKLNIEpb379sF04EBMmjxZWcsroQhgP02Zgt9mz1Zm4U5Ncfbhmb/8gukzZ773yuzJKX4fLhPkolsQliJkjhk3Dn+sWKELeX/duXtX+Q3WrF37yioMKS1+1oqVK5XfmQtvq1Kl6u2lw5/kk5wzm8DUGIEpa7GF2Fy1atUf13JPnra0tLxsZGISOXrs2FhvH5/zDBOfCQgIsBNICunZuzf6DRiAfQcO3NVtO8vtVtbWN42MjV9IIRsQHh7OML3P6Hz2tc9SticMS2qbLuz/zsX3Dx48sB0ybFgk7eXjY/f6dt0x//cdEmxXwnXv37iv3q/vw9cEPrNj5877BsbG2H/ggBv/Z7itra3zAEPD+GkzZgTp99P79fO/ydw3NDTUftHixc9MTE0jL1y4YKs/Xl6Vz0/wPtFzv2k/fdh/hVtYWNibDRoUtWz58nABbWvuo9+uWrXqN1uHP8krgamc4vxyI+ZTrVr1x7fcj5/Nmju3mrGZmYvAVPyPU6a0YJhsyz1jxowGxqam9w2NjWPl9cXAIUP+uu7tXZDbxHmHDRs2W8JjpJBdrzuG3fc0t+eWsOy69/ws/f/cnlcX9vI76Lblej1M9/ryvW577iVLlnwvEHffSL7f7PnzKzPs9eN0Yfy8l+cV55VtOROE53htX/331Vv/vXNxP/17sXK8Liyr6cCBSyQeMHz48BHyf2ZuGzt2bE9jAVQJP8f9uZ+88vw8jt/hlXhIzNxv9Lhxw+S3eSq/ww6Bmi8lnOd4+b1o7ifOo/s/YRzzlf+/vF6xcjzf645R3vNV/ld+R104j8995syZIsbGxsfl80PHjx9vJGE8z39+d9WqP3Xr0EeVKlUZXV9//XUuIyOjgyZmZujVt6+RLljTvVevdoYmJs/EdgIsHgbGxuZ1W7T4Urc5c/8BA/ZJeFR/Q0MDXVjOjt261enZu3cfUbcOHTpU0IVrvv322/xdu3at3LxDh290QS/1xRdf5GnbuXOl17Zl6tSp0/e9+vXr0qN/f/25Mmk3aTStWrUqJiB1TwDDU96X1AUr6tix47dyXEf5/t3bde5cRYKyarcoytS6c+fSbdu2LSXvs7aUfblfL3Fn+Q7aXV5VmzZtSjAuxF3kfVkJytm+fftyDeQ7cHvTpk2/lrjZOnjoUPQzNJzbUrZJcGY5Z2sBqQgTU9OT8n82uYZqPSReGF6/fv0iPPYtlL1v//4HCbPyGV10YRr5EXLLNVSqXLlyQfk3p5y0fq8+ffp169mzTd26dfW/kSJeK+NE3mZr165dmZ59+/bg9bZu3bq0dg+Npr38NhJnvWRbp9fjk5LfubfEd0S/AQP2yr+ZtaGqVKlSpUqVKkUmJiaLTQWkDIyMljWdNUsBDwmbKgVomKGp6Sx53SVQ4Nff2LgOt/Xv3/9zgZjbEhZoaGj4g9GoUYUFuNbKfmw5iZJt0cbGxuzuGiygkVXeN5F9feT1bG8jo1cKagNT03GmAwc+MDY1nV+zZs1svXv3ziPHz5BzPRS4e0oYke/wQL7bDAH1c/EAAFxjSURBVPms3DxGwK8kW6TkmHsDBgwgJGi4TT5vnOzL8HA5LlzO8djQyGhet27dCnMf+fziEnZIzn9evuciec/uyVjZF/LeU77LQO5H8XvLNfWUeGFr3XPxM7GHnH+l7rgVBoMHfy2gtFM+L14MOX+4vN4yGjSogrxvLud9Kv+7yPsVcswTcZT8/1zCT0hYouCWULJPe/nMx/I97vCadcG81na8fgn/R/ZZJ+d8Ku9fKN/T2PiUgYFBRd1+bE06IGGX5XqXyudeF3O/ePneTrJfFwmfJNv9lGNlm7GZmb2EN1Y+SCf5/2vZx1X29R9gYtJQF6xKlSpVqlSpogSaBklBSQA6OcbAIJ/ATHYp9PfI/75SGLeWAvQ3FsACKr24P4FK9g8QqLgk+34lhfjYgYMHQ8JuSYH/6wBj43+kQA6XcB8phMuzQJdz3ZXtYbK9t/KhIvncnHLeo+wWG2Bk1JdhUvCbyWfHyrndDExMfub55FgPHaiYyS6Z5bW4nEsBKTm30rIiYX3k/zDZ10uOm6Mca2JyQ/xCvs807mNqalpCzmfJAfQSHiGffVqOny/7HpBj4wlI3If7ynerJtftajJwYLx81l55P0ug7LgcF8/jBey2dzUxKSDnM5HtLrwGeT0r+80c1K/flxLeSs4fTECVV28JXyPHzhNfGTRkCOT65rdr1y4HP+tNknPMMdN+11W9evXKpQvWSFx1lfPFsBVRtnnJ+/Xy2yyU+HaT7wv5f5Hslkn3PSx01/tMrumM/M/9bJT4FFiV96Hiw3LMfHm9wJY1eb+1y8CBebWfptEMHTo0m1zDP7KdsDVDF6xKlSpVqlSpogaYmNRUoMTY2Nu0b98SZmZmX8j/V8WOAwYMKCgFqKm8Z0vGT9xfCuMhUrCGC7xsZusUX43MzEJMDA2HcnvvWbOyyzEnWNDLtu4CW1nk3EsIBfK6kvtQCpAJJAnAKEDE1igW5vJZT+QzOul24+cNkLAw2e+MwECBfgQEHUixtaT3yJF55P0uAQYW9C+7JwWQWsr3ZGuNswJtvXoVl883JyzI99rL7879+g0a9KUcd0O2PRHoas8w+czxgwgVpqZH5L3SotVL4kU+95wOmnYxjJJj5w0ZNgwSj6a6IKU1ST77mXyvpwJdI3XBPG9v+S7h8lm2ch1K92BiIjjJ9z44iIAq0gUr6m9q2lmOj+O5Dc3MRuiCNRJmLHEUIcBnQ/jh7yiHnlHgSCBZPvcr7tffyKip/P9AATqBw95Dh+ZnuOzblr+jnPeG4cCBPzBMp0xy7tFybp5nN39fXbgqVapUqVKlSgrtQizYBQjiCFVSoFaXAjNICs793C5A0kygIEi8uUuXLnkFDBYLSETLfuPHjBmTQ8rv5gbGxn2MdF1o7KIzNjPbrbSYGBkp3WWyvY38HyOfc1FIQinQjQwMxkvYczl+NQt+Kei/l89kl5yyDwFslrYFqoyEORGcBA6+1bVw3eP/Jr17f6V0pZma3pbvdEu2KQCgwBu7tkxMHGRfdiuWEegqKu8t5TPj5HxKCxjFz5brPSHfLUz26c9j5XuvVUDDxESBQ73kcwbLOeJl+x5dEMOW6EBquC6IUNJBPjtS9nWS+P1CF0zAqiPhhNZb+m7JxESwlP0IlXE8ly5YUT9j4y4STpiz5TXpgtkFV0Pi/ZHs7zphwoRcZvK58nkWJoMGsYVvtG43Tb/Onb+U678k54iXuHh5fXJcOQl3kfM+MjEwqKcLViS/Xxf+nhIfF2Q/5XdWpUqVKlWqVIkUcDA1/VsK1lgpKE2l8O0lhWY4u8i4XQEZExNOk3BVCtHq8npQHCnvGykn0EnAoIkUuNPlHAcFAgJknzgp3AdzG8cTSQF9XcKC5biuEpRJ3u80HTQIckx35Xh2h5mZPZXv8li8V86xQ+Bqm0DHAdk3VL6fv/xfbZC2BYkg5UmQEkhoIPv7mpiaBkn4UQnfymPle+yT/5+IA/vLd2WLjFyLtfz/zGTgwJb8TEquny1ohxkuACNf2SCf7v8Y/XfTi99Rvk+UXAMHXiuSz/t/kDI1VUDK1MzMQv59OUBbzl9XtnnIOe727du3jC74/9SP8Wxs7CrfIYwtSLpgRQQpQo187l7+drpgtixWk/39DI2M7gocfkaQkv8t5fPYmtdDt5synkz+t5S4eCbX8RLSDAcNKivhl+TagxhfumBFAwYNasguQrmmq0m1pKlSpUqVKlWfpKRA/UkK3XB5XSuF/CJCixS0/bmNoCEF7HZxiBSyBlKIO0kh7yX7KgOgpWAuK8dsFpB5INufC9h4sGVEwmL1IKWDtYVs5ZFzz5JjfpD978j7O32NjPikm0aO7Snn5ZOC0fJdPJTtJiZ3xXfk/5uy76n+Jibfm4wc+ZX8r4CUnL+okZlZK/k/UM7/XD7zvuzPgfDKcWI3AShzcc0h2hYpG6UbctCgZvxMSgdSR2QbwWJA/6FDOZj+jFx/BFtidLspks9rI6DC1ri3BakzuiBFCkiZmHjK591JqkVKzl9frsVT4oPdnPV1wYr0ICXxs1MXpIjwJcf4yXe+owcpuQYr+S5PBIo76nbT6LpCreR7BMtv1UIXnBCkAvu8NqjcZPDgmvKb8re7Id/7/56+VKVKlSpVqj5pSWHdloWwFK4OUpA6CQS4mg4YUFm3mdt/lfAY8Q4pxB/I9mMcxzNSCmU57h9lULWxsb0UxAOMhwwpI4XuDil0XwwwMhqiOwUHcHeU/eLkM45IwT5DzsGnzFboB10bDxzYRrZx/NBF40GD6shnViBwyXkrSUFejf+3GzMmhzJoXDdGiq1M4obyuf5y7FWBiDYEAh5HyzHVeRy/q3IcQcrUNFQ+q7nypUQJQUqOl8MMc8t7DraPNzAz66PbTZGJoSHnh2J3W9JdezqQkrg6qwtSJOd+K5CS/arKfjfk2sPETXTBihK0SHGc1stpIRIDKYknK9nvCeNet9srIJUwHpIEKflfGbRuaurCONcFq1KlSpUqVaqo7trWGna9ccA2YedcwqfKpHDuI2GBUjBHSiEcLQX2bwzv378/J8f0EWhwN0gwrkb23Sf7sdtOaZGiBA5KGxoZXZJtjyXcTc4RIWE9dZvZhVhFjuEUCs7svtMFa9iVJAX4nwJnq2X/IkorVAKQIijJ57MbzEu2vxwkLe8JRKsE3tZwoDgHm8v/SYKUfLaxBGUyMTVdNmT4cAjwTdXupSiTbF5JiJH9duvCNPLZSwlS8nn/jjf6QJDq27dvCTneTq7xRcLWJOpjgJSEd+VnyjG2cq4CumBVqlSpUqVKFcUnsaTAPqyMg9E+nbVat0mRgalpDSlEbyhPkZmaRpmamnZWwjnAWQpe8Q0p4CtxcLgc20729WLBK4X6MOUEIqWL0MRkHp96o2W/C3Ke73Sb2epVWLafl8+PFuAYxf11kDNKzs8n6M4IfBRUxkgleGqPj+rLcTsHDhnCgn6qFPQ5OR+WnKOnHMt5m5zZIiUQ9N8gpXvyTt4bCUzxfFfkPA3kc/IRRuQz/RhHAoQvu9UkbNHwkSM5sH6e7Mu5rjLJ+w8CqZocAG9qukd5cvC1Ae+pDVIA+NTeTNnG32CbnDubbpMqVapUqVKlSi8BqTmcD0rpwjExedklR3GqAClgzYcJMMjrE7ZEMVwAhXByTmmtMDU9JAX2PHnleKYYnktgYilBRTmJaICRUSfZ/8XQ4cP5Gcten0tpgKGhqRwfIQ6Wz1kt+6wSc/xThLGZmSH3YRednPexfIZ/X2NjZcC2wEMv2S9UwCFCgGkTP1f+fygAECXXpZ+2oaSEXZbzxHJcFcMoHUidkfNxriwF/HSD4/fLdbFFyFs+n+Dhy89Q9jMyejn9gXzeaKVrk59vYnKQg74FvDoSxOR4W91uighlcq5HPJe850zpb5TA63STgQNfyPfe0Lp1a2UyUkrisIcyhYPEt/z7EqTkc2vKdYTKNfsSpAy7d+fTjQ6yX7QA08uxXgRPCePTjDEJ48Fo8OByEjfX5RyRfRJ0JxJC5Xc9KMfEGJqZTdAFq1KlSpUqVaoSiq0WUvA7S2F6kS0nuuCXkoJ0thTgroamplv1czBRAh9dBCKcZXuAHM/xU0elMJ8rQGYvYX8LqCjzFFEcqCxwsNNs8OAbr3dZUQQAKeDHy3E3xH5iAtMdKdzHyvfLyX3YtSefcdZs4MDTfXUTaHImcvkeg/k95Dv4CcQEyPu7cq6feU7uwy5CCd8i38vBzMzs5fWxhUVg6E85zlEg5+XTbZyFXT53qYS50AJPG8W/yPeJEbj5d7C5wJxc71b5Pvfk/J6yrYd8x8by3lHCNuh2U9TH0LCqfM5p2ecku+90wYlqwMCBTeRzCW/uvXQTj1Lyec1NBw92letYIv++BCk5J6eBsJZjOGdUTrbeSRxsls+7ICD1Eow6der0mYRt5u/MsWi6YM3AgQO/kfDdcrx9HwODGrpgwl9ZOY+nfA9fwpouWJUqVapUqVKVULrC9xu2+CTWfTNo0KBCUqCX5USP8u8ra65xfie2Nkkh38Ska9cCCtgMHvw1QYfvdbsp3UQcrySQ8I0ejBITv0c/Q8MWhC1d69fLz5s1a1ZWdunx/HyvC1bUb+DAYrKtmUBFJ/lOFQXiXk4PwO/B6RIUmHvtswUWijBc9s/D/2X79wJmbThZJ7+v/pF/ub7+bNEiOPF/vQiLcnxNibvaSjz16pWL10jo0+2iiC1w/O5ynuKvf/fXJd+JY7z2CdywtW+ALliBTbMBA5T5tHRBitiyprTWybkZz3L+zHIdHENWkt9Htxvj72U45wHTBevjtejr4QKTQwXQuHj1rsTShSpVqlSpUqVK1SsSmPjJdODAKAGm2bogBTQEbLYJUMRLuDLYPqVlbGDALsswI2PjowQrXXCqiU9lyudbyvWGCqC10QWrUqVKlSpVqlS9WQJSvc0EpIzNzEIEYJaIRwlQ/CUQxScaH5i89lRbSmkkF3E2Nt4ln8k5vjiRaapKrtNArpmTpG5K2EqlSpUqVapUqVL1Rg0YMKCggZHRzwJSD9m1JjDBgeN8dZUwM3aP6XZNcRkYGNSWz71laGJyWsAm1aYeYNehrjXKTd4nXHtPlSpVqlSpUqUqaXFQdn8jo/pslRkwcOAQw4EDu/UzNq6i25yqEpBpbSxKOHA/paUs0mxiYjTA2PjlFAmqVKlSpUqVKlWqVKlSpUqVKlWqVKlSpUqVKlWqVKlSpUqVKlWqVKlSpUqVKlWq9OJEgmXb5ahZc2g2vTUp5ppp2JrUt+ZV1/zE/Xp8vO7EjvnXNTOUNS8t941q1Z+KXy8z/mu76sRdsXd2pWxPsCqAqhRS4fJd8n5ZuYfpV9X6LPqqau/f6SK6V/37IlV7vnzVhsn/lRn2mhmmd4Kwzyt314V3l/fa//XWhv2XuybuSl1/L0zL+8TdJcHrq/78tfefV3rNiYZ3SvDa6fciCV7f3h10fjXsq6RcQeeE/8txivXbXjHDX7eEl3/TtgQur3PC9ynhcon8/0Z3SfCaHO6ayHu+JnD5d/TLY7vrjpfXD7bcb+Ii8r6InPel+b8+/JVtcm+JX77KPq/8r3t9Fxd+W5ft+XvB18K0//eW194v/3/V3CavPFZ3fMGy2v35mv8V9/w9v4Qr/r9t/zpvEq/Javker7zX/69/n5QTHv/6tqRc/rX3er/+/4e4QiLv+fquTnhcpSTev431+//XcZVfe/+6Ewt/076JWcq+V17179/S+RNxQb3lXC/fiwsn4s+TsLZ8Fst5FMv7r6r2mV+0cvfxn3/f/ZVVB1SlgApX71esyA/dLQuVbY58xaqiQPEaKFisFgoVr43Cxevg86/r4YsS9VGkREPFX5VsgqIlm6LYN81R/JsWKF6qJUqUao2SpdqgZOm2KFW6nbgDvi3TCWXKdBZ3xXdluqFc2R6Ky3/XC99/1xsVv+uLSuX64YfyBqgsrlLeCFW+N0bV701R/Xsz1KgwCDUrDEatCkNQu+Iw8XDUrTQS9SqNQv0fxqBB5bFoWHm8eAIaVZmIJlUmoWmVn9C06hQ0rzoVLapOR8tqM9Cq+s9oKW5R/Re0qPELmtf4FU1r/IbGNWejUa05aFh7LhrUnod6tX9HvTrzUbfOAtSusxC16i5CzbqLUaPeElSrvxRV6y9D5QbLxStQqeEKVGy4EhUarcL3jf5E+UarUa7xXyjbeA3KNF2Hb8Wlmm7AN+KSzf5BCfHXzTeiWIvNKKp4C75suQ1FWm7H5612oHDrHSjUeqd4Fwq02Y38bfYgb1txO3F7ejfydtiNfB3FnXTuLO6yC/m60juRr5u4u7jHDuTvqXMvce/tWvfZhvx9xf3E/bdqPWCL1ob0ZuQ30tl4E/KbiE3FZhvF/yD/IJ0H/631EPHQDcg/bAMK0CPWo8DIdf961FoUGC0eIx5Lr0GB8fRfKDBBPFH842qtJ9F/osBPf6LgZPGUVSg4daXOK3RerrjA1GXiJeLFWk9ZJF4gni/+XTxPPBcFJtNzxL+Jf5VzzxL/ojj/TzPFM3SeLp4qnoL8k+ifxJN0niiegPw/jtd5nHiMzqPEI3UejvwTh4mH6jwY+ScMRr4Jg8RmYlOdjZFvvJHOhmID5B3fX9xP5z7i3sgvLiAuNL4XCk/ohc8n9ESRiT3xpfiriT1Q9MceKP5jd3w9qRtKiEuKS/3UDaV/6opvxWXF303ugnKTO+P7KZ1RYWpnVJzaCT+IK4urTO2IqtM6orq4xvQOqDm9PWqL68xoj3oz2qH+zHZoIG44sy0a/dwWTX5pi6Y/t0GzX9qgxS+t0XJWa7Se1UpxW3G7X1uivbjjby3QSdx5dnN0nd0C3eS1x5xm6Dm3GXrNbYre4r7zmqDf3CYYIK+04bxGMPq9EUzEpvMbYuACrQeJhyxogKELG2CYeMTC+hi5qB5Gi8csroexi+tivHjCkjqYKP5RPGlJbfy0tDamLKuFqeLpy2thxvKa+Fn8i3jW8hr49Y/qmK3z3BXVFP8unk+vrIoF8qr4D/FynZeJl4qX6LxYvEi8UOcFOv8unieeq/Mc8WydfxPPSuBfxDN1niGervM08VSdp4h/0nmS+EfxRJ0niMfrPFY8RufR4lE6jxSPEA8XD9N6/lB5HSIeLB6ks5nOpmITnY1lXyN5NRQb6DxA3F/nfuI+OvcW99K5h7i7zt3EXcVddO6kcwdxe53biduK24hbi1uJW4pb6NxM6/lN5ZVuLG6kc0NxfZ3r6VxHXFtcS+ea4hri6uJq4qriKuLKOv8griTnryivFcTf61xe/J3OZcVldC4tLiX+RlxS5xLir8XFtZ5fTNKUeI74V/EM8VTxT+IJ4rHikeJh4kFiE7GhuJ+4t7iHuIu4g7iduJW4mbixuL64triGuKq4kri8uKy4tLiEuKj4CynLvyjVAF9W6OBZrPaAarriXlVKqWQNg6JFKnY5mTP/15B/kVWTGdk12ZArU058ljk38mTOhwJZCqFg1i9QONuX+CJHcXyZsySK5foWX+f6DiU/+x6lclfCt3mqoGxe+VHz1UKFfHXxQ4GGqFKwMaoVao4ahVuhVuG2qPNFB9Qr0hkNv+yGJl/2RNOv+qB50QFoWcwIrYuboN3Xg9ChxDB0LjkSXb8Zje7fjEfPUj+id+nJ6PvtNPT/biYMvpsFk3JzYFb+dwz6fiEGV1iCoRWXY0TFVRhV6S+MqbwW4yv/jYlVNuGnqlsxpdoOTK6+E5Oq78aEGvswtuYBjK59GCPqHMXQescxuN5JmNU/DeOGFjBoZIkBja3Qp4kNejaxQ/emF9C1mQM6tXBE+5ZX0KaVC1q1uYbmbW+iSTs3NGp3Gw3a30WdDh6o1ek+anT2QZWuD/BDt4eo0M0f5boHoGyPJyjdMxgle4WieO9wFO0TiS/7RuPz/s9RaEAc8hsAuQ2BXMZADnFWEyCTGaAZKB4kHiIeJh4uHikeJR4rHiceL54oniSeLJ4qnibHzxDPFP/yApl+jUem38Rz4pBpXiwy/f4cmRbEIPOiaGReEoXMyyKRebn4jwhkXhmOzKvEfz1D5jVPkWWdeH0Isvwt3hiMLJufIMuWIGTZKt4RiCw7A5BldwCy7vVH1n2PkPXAQ2Q9JD7sh6xHHyDrMV9kPSE+5Y1sp8VnvZDN4h6yWYqtPZHNxgPZbMX27sh2/i6yOdxB9kviy7eQ3ckN2V1cxTeR3fma2EV8BdmcnZDNyUF8UXwe2RztxNbic8h22QJZL58Vn0LWSyfEx8VHxAeR1WG/eC+yXtyNLBd3ireLtyLLhU3if8TrkeX8WvFfyHx+NTLbrxIvFy9FZrvF4oXi+eJ5yGw7B5lsf0Umm1/EM8XTxFOQyfon8STxRGSyGgeN1WjxCGgsh4uHigdDY2EmNhEbiw2gMe8r7iPuBc3Z7uKuyGzeVeKpC3Ke64zclp2Qx6oTClp3xOfWHVDEth2Kir+2a4Nv7NvgW/vW+O58K3x/oSUqXmiByhebo5pDc9S81Ax1LjVBfccmaOjUGE2cGqG5c0O0cmmINi4N0OFqPXS+VhfdxD1u1EHvG7XQ/2ZNGLrWhIlbDZi5VcegW9Uw9HZVjLhTFaPvVME49x8w0b0SfvKohKn3KmLGve/x8/3v8ZtXecz1Kof53t9hoc93WOxbFssflMFKv2/x58NSWPvoG6wX/+NfEpsfl8C2x19jZ8DX2BNYHPuDiuLgk69wJPgrHA/5EqdCiuBsaBFYPP0C1k8/h11YYZx/VggOYsfI/HCOzIdrUflwMzovbkXnwZ2Y3PB8/hnui31ic8EvPgf8xYEvsiMY2fAUWRGOLIgUS6qH3AWQu+Td/EIcL44Vx4ijxZHiCPEz8VNxiPiJOFD8WOwvfih+IPYVe4vvi++JPcR3xbfFbmJX8Q3xNfFVsbPYSXxZ7CC+ID4vthPbiK3FVmJz8VnxGfEp8QnxMfER8WHxQfEB8T7xbvEu8U7xNvEW8WbxRvHf4g3i9eI14r/Eq8UrxX+Il4uXiheLF4kXiOeL54h/03mW+GfxdPFU8RTxT+IfxRPE48RjxKPEI8TDxEPEg8QDxaZiY7GBuL+4r7iPuKe4h7ibuKu4s7iDuJ24jbiVuIW4ubipuLG4obi+uK64lrimuLq4qriKuJK4gri8uJy4jPhbcSlxSfHX4mLir8RFxIV1LijOJ84j/kycU5xDnFWcRZxJzGU2E/i5OEwcIPYVu4tviB3F9mIL8XHxfvEO8T/i1eKl4t/Fv4gni8eJh4lNxP3E3cTtxc3E9cTVxRXEpcVFxQXF+XIVxOdlW9z4ut6QytrSXlWKSQ9SuQqWknSgQbbMOZAjS258ljUvcmcrgLzZCqNA9iIomKMoCucsji8++wZf5v4WxXJ/h6/zfI+SeSvhm7yVUTpfNZTJXxPlCtTB9wXqo2KhRvihcFNU/bwFqn3RGjW+aIdaRTqi9pedUe+rbmhYtCcaFeuDJsX6o9nXhmhRwhitSgxEm5JD0P6b4ehYaiQ6lRqLrqUnoPu3P6JHmcno9d009BGY6l9uFgzKz4bR9/NgUmEBzCouxqCKyzCk0goMq7wKIyr/hVFV1mFs1b8xvtom8WaMqb4VI2vswPCauzC01h4Mqr0PpnUPwLjuIRjWO4L+DY6jT8OT6N3wFHo0OoOujc3RuYklOja1Rrvmtmjd3B4tW1xA81YOaNLaEQ3bXEGDNs6o2/YqarW7gRrtXVGtwy1U7nQHFTu74/sunviu632U6eaDUt18UbK7H4r38EfRngH4slcQPu8TjEJ9Q5G/Xxjy9A/HZwMikdMgGtkNniOzUTw0AlUakxfQmIkHxUEzWIqAoQJCwwSERohHxiDTqGhkGhOFTOPEEyKQaaLA0CQBockCQlPEU8OQefpTZJ4Risw/i38JQeZZwcj8mwDRHIGheQJD8wWGFogXPkaWxf7IskS87BGy/CFAtEK8UoDoT/FfAkRrfcTeyLpe/LcXsv5zH1k33Ue2LQJFW8XbBIp2CBTtEijaLd5zB9n230a2AwJGB8WHBYyOChgdE5+4gewnryP7afEZAaWzV5HjnNjSBTmsriCHjdjOSeyIHLYO4gtie7EdsttYi63E55Dd2lx8WnwS2a2Oi48im9VhgbWD4gPiveLdyHZup3i7AMoW8WZktdgo/htZzdeJ14hXI+vZVeIV4j+Q5cwy8WLxQmQ5PV88TzxH/BuynJqFzKd+Fs9A5pPTxJPFk5D5xI/iCeJxyHx8tHgkMh0fjkzHhooHiwch01FTsbHYSDwAmiMCUkcEpI4ISB3ujkyHuyHrka4ST12Q61hn5DnWCXmPC0idEJA6ISB1qj2KioufbouSZ9qi9Jk2KHu2NcqZC0yZt0Qli5aocq4Fqls2Ry1LgSnrpqhv0wSNbASmbAWm7BqhpZ3AlH0DtD9fH53EXS7WQ/eLddDLoTb6XqqN/pdqweByTRg7ClA51cAgp+oYeqUaRrhUwWjx2KuVMeHaD5h0rRImX6+EaTcqYuaNCvjlpkCV6/eY41oe828JVIkX3y6LZXfKYIV41d1v8Zd7aazzKIW/Pb/BRvHW+yWw/b6AlZeAlbeAlXcxHPIphsO+RXHc9yucevAlzvgVgbnY8tHnsHlUGPb+hXHxcSFcCigIx4ACcAnMj+tB+XEzKB/cggWuxB4huXE/9DN4h+bCg6c58TAsJx6H5UDQs+wICRfAisiG8IgsiIrKjOfRmRAnfpEQksLFCSEpWBwk1oPSIzFByU+cEJQ8xXpQuiO+JSYs3RRfFxOWXMRXxAlh6aKYsGQvthUTmAhL58R6YDotPikmMB0X64HpkFgPTHvEhCYC03adt4o3iQlN/4gJTevEa8WEpj/Fq8QEJ0LTMrEenBaKCU6/i+eKCU+zxb+KCU4zdJ4mnix+HZ7GikeLR4qHi/UARXgyE5uICVCG4gHifmICVC8xIUoPUF3EncRvgqhmYj1ENRDXE9cRvw5SlcWvg1RZMWGqtPgbcQlxcXFR8ZfiL3QmTBUQ5xfnFecW5xITprKLCVSZNcLdGklGGkk6WoDyEROgboqviM+LLcWnxEfEe8RbxRvEq8RLxPPEhKgp4vHiEeKB4gHinuJO4tbixuI64qri8uJSYj1I5c/9hYBUSxWkUkMqSKkgpYKUClIqSKkgpYKUWAUpVe8jFaRUkPpQkMoqIJVVBalkAKluil8Fqc4qSKkgpYKUClIqSKVlqSCVNEi1b2yF1o1t0KKJHZo1PY8mzS+iQfPLqNfK6RWQqtbOFT+0dUOljp8OSGX6+z40/9xDpk0eyLRZvMUdmberIPXOIHVY2xqlOdRF3FnedxKY6qS2SCUAqXOPisAmsDBsHycOUjeD8+NWaF7cDk0apIIjsiMsOivCIrUgFR2dGS/ipPB7Lk7LIJVwHBQhimOhCFEqSL09SHF8lB6gvhMnHBvF1+QAKSlDVZD6BKWC1JtBqpOAVO+O9jDqewkGfR3Rv78T+vR3RrsuV5QWqTotryggVbPddTTqeQvtzTxQt7c7Kna6m+FBSrNB2yJVeo83Gp/0Q6OTD1D2kBdy7HRHph0qSL0NSGmO9hdw6iVx0h9lzEcK7ExDPetJKHHGDNmPdEG2ox1UkBKQOv2gCE54fInjd76E1YPPcV5gKiFIXX2SH87++eFwryBcHuZLEqQeBueAj38uBIVmR0RkFoQ9zYongdkQEZb51YHkaQmk2Bp1NgtgXQq40ED2awRYlgOOZtdClApSSYNUDTFBqn5eOaakWOKxhbjZN7JPEQGrHFqA4kDzDwGpHPIbFfsKL77+GtHZsqkg9SlJBanEQapzQ22L1Jo/7uL+vXB43Y+Aj08UvLwjcf3mM2ze8QjdjW6iZqurqNTsKqYt9MF93xhMX/oI33e4i3KdPDIsSGnWeaHAZm/86PAEriHPEfo8HsEx8bgV+hw/X5Vr2++JzLsEolSQShqkDvdBqbOjsczjGO5F+CPkeTgCY57CJdQTY6+vRaETvZBTYOpTBqnTj4rglO+X+O2v79CtVw0s3PQtbB8KRAVpQcolOD8uPyqARWu+Rd/+1fDP3hLweJYbnqGvgpR/eA4ERmTH/sNfYvCgH2BpXRgvXmhwzqIwRg6viBNHvkB8dCbguRSIaQmk2Bol3xXuP8t3cpXvFyp+CkR4yGctA84IDBCiVJBKGqQqiif2BpztJd5u/WtXF+DITmBQR+A7AVM+sfc+IJVZ/EUhYMd2AdyjiPnmGxWkPiWpIPUGkGqgBam9O7xBPQ6IhqsA1N274Qh7FquE2VwIRateN1Gu0VUsWftQCVu2MRDlBaS+E5AqmwhIfdUjcZDK2T8S2QdEI9uAtA1SmdawRcoL4y88wQu53si4F7B5FAlzv0gFqBg263oQsu++g8zirG8AqWyvgVQ2AalsFuJEQCp7ApDKLiCV1doK2dI5SGkO90PR0yNwwO+Skm4eRAbhhL8Tzj52wdPYCMTGx2G660ZwjNRnx9srIFX4RPuXIFX0VBuUEIhKCFLlzVuggnlzVD7X/I0g1UwgqrltfbS2r/9/INXTodZLkBpwuQaMHKt9/BYpvy9h+eRzrDpYCs2b1UHHzjWx/1JROIYUxOXAgrgWmh/7bb9Cy+Z10K1bDZy8WESg9DMFpLye/j9Ird1QEvVr18fBQ19KrGuwb+9XaNSgLjZuKK4FKU5xoAcpOkz8MUHKMhvgtVhJI3j+RL6DtdgSiPbXhvnuAk58roWo10Fqm/h1kOJUB5zm4L9AaomYUx0kBlL66Q5mipMCKULUGDGnPPjYIMUuvbkjJN6i5DcNkd9B7rurDhK3d+Q3fy5x+li+twlQTNIAIUoPUvrpDz7Xvb4OUpwCIZtYyk4UlTR1xUnSwX3ElCungtSnJBWk/gOktmtB6s9VnmjW1B7tOl7Gr3M9EBD4HBFR8Zg69z6+reeCRX9pQWrJP1qQ+qaNO0q0u4fSXf4Fqa+6+SN/p8co2C3wJUjl6SOw0+MZsvaORJZ+0dD0fg5N/7QLUprVXii/2w/Xn8QoEDXd6QlybrmHLJs9MfZyAKIkzD8qFuWP34dm+y1odrkh0/5XQUpz5AY0R68JcAhACUhpTrlAc9pFwEZeLZyhOecooHQFOQWksthehsb6AjJZ20NjZSPvbZBZQEpjdU7CCFHpD6Q0RwyR5agBRl7bqKSZa6FeaGo7A5qDnZHtcDcMd1mNiNho+EcHo5bVCOQ61g75BaZyH22FvMdboIC4yMmW+PJUC3wtLn2mJUqcboRvzzTB9+ZNUe5sQ1SyaPgKSDWwbog6VrUEqOqimW1d+bwaaGVXSwGprgJSnS/UEFdGD4dqAlWVBKiqwOByZXFFmDlW+ahde+b+X+CsTxGMnlERNSo3wMwl5WD/qDBcnhbABd9CmDC9AurUqI9Ff34Lz4jc8I76DL5RAlCROfE4JgceCUTpQWrd3yXRsG49HDqsBan9+75Ck0Z1sPnvBCDFLj7OG6Xv6qPZMkWIIlARrvhKkOI8UYSpADHhijDlLiZI8T3N+aLeB6QsxM7NgSgf+V6hcqyBQFNW4HhmOa6LhPvJ94yU8w0H9sq+NAFqh5gQRYDSzxelByi+EqI4T5R+zihClB6g9K1QfOVcUQSohCClny/qFzHniyI8JTRBaqKY8KT3UJ0/NkjNkXiKiRbYXAtUzweUyyLnKCfx9CfwQqqAduZAzaJaeCJEEZgITpw/inNH0XqQ4nxS7M6TMlNpjeJrfjnnJYEzDw/EfPedClKfklSQejuQWvmHJxo1skP9xheUweaHjwUgNvYF/vznIUrXccZCHUgt/jsQ33dyR99JDzBwlj+q9vfFN1198XU3P1QfFACT+SFoMjEEhXsFI19vbYtUsxmRGLXhOX7cGouOC+NQYIiA1IC0B1KZ17BFygu9zwYo12r+IBJfbPeC5h9PaDZ5IP+ue7B8FInA6Dh0tX2AZud80M7GB8WOuyPrATcFpLIcuYkqVu7o7uiFUufcBEauobzdLZjc8MZPd/0w9JY3ql52VUAqm60jSl26io43bqHc5Suo6nQFZrfvYIJkVB2vX0VBe2tktjqb/kDqcH8UOTUctkG3EBMfixHX1kOzvwM0h7qKOyHHkW446e+EuPg4mF5ZJPDZFsVO90A3h2loaT8aze1HYLLrH5hwfSEa2Big1JkW6HRhCKa5LsTCu6sx9vpMNLfrisrnGiggVde6kdIiNdRlCBbfXYjVnn9guusE9HRohbYKTNXCKJc+mHdrHIY4t8O0m4b4+/5cbPH+HfNum2HIlRriKh91sLnNk8+x0aIE2rWvhVYta2O/Q1Fce5Yf284UR6MG9WBgXBXn7xaER3hu2FwvjG2HimPLvuKwcCgMn9BcCIz6F6Qa1XsVpJo2TgBSLzSIj8iEm1fy4MTBL3B8/xe4eSkP4gJlmwDUE/dsuGqVF15OObXgJI72zAw3yzxwO5cbUbcFcjjppoCUt01OXDuaF8+uCPxw0s13ASlOusnxUfI7KPJeCZzJ8e9A82PyOW7TtNt8dgAH5TOOFJbj2gAnK8jN2VTOPVr+7wHsKiQuAlj2ls/6UT5jJHCoHrBWQIKtUevzyrFtge2VgQ0l5DP6yb4TgMOy/0o5JyGKZpfeMgGNvRJ+SrbvlHMvFxDZIJ+1srqAlZyPrVEEqSU15TMHAwcmCrB1BibJeQZL+EcHqSj5Xn8BVeT34+ByAlM7ue6HvhLX7vIZdbTgxMk4m1cBxgwEZkqcGXUX8JI0w4k4CVLszvs8D9C2BTBurFyPCdC6NeDoKL/9XRWkPjWpIPV2ILVsiQdq17JFjTr2aNrGETb2wYiLk8qagEbpuv+C1MINAfihizusLkfA+1EsOox7hOKdfPFlJz+YzAvGs8h4/HkkEvm6PUG+XqEYuy4K3gEvEBEDhEe/EAN/nAYKcyZzw7QFUhoBqezrfDDtUrByrUuvh0KzwRNZN2vnkcq01QOdrR7C8PxDVDpxH1vuhcI/OhbDnR9Bs/cmsghIZTviii0+IQiOiUNbB0/8YHsHlk+eIVZqhNFx2q7BS0/D0djlNjTWl9HT9S48I6NwNOiJFJzhiIiPVz474HkMJrjfUVqkslifSl8gdai/wORUBD8Ph1uYr7z/EZqDXbRP7nEKhEMd0dVhNqa6bkRNq5HIfKSlvA6Gc8gduIbdw42nHkocUBNvLMQwl1m4HeaJ6PhohMdGCpw9x3H/s+h0sS+qnquHetaNMf/OQjyMeoiouCit4yNx2G8P+l1ui2a25bHdZw2exYbifNAZPIz0xnM5B+Uf7SPg9SMGOVX6qCB1zr8IrP0/x4+zv0edavUxfX552NwvjKFjK6FJw7pYu6sk3CNyY/vRYujZq7rAVi0p12qhY4ea+HPdN0r3XnBU0iDF1qjnkZmwfWMxdOtYA03lvC2a1EaXDjWwY10xRAVmhuv5POjfsyqmjSuHGB+BmRANbtt8hv49qsK0X2W4WUjh6ifnuZ0J08aUg2HPKrh37jNtF59+9vK3BSnr7MDj3crvgKt9tVMf6Kc/4NN655vJdw4Hgh0EfooBVk0E9m4DgeeBSD/tcRECCLaGgPs/EFIE5LfHC8m4Qu8KDHXVtkZtFxgKlTTlZyfAdlbOGSH7yH0WJ5nSpcWS+eXXQtTKbwQI90q4nCdWHPkE8L0kn+8p33sFMF1Aj1162w3ke98RaJHzRIcBz+XVfj0wRb4jZzL/2CC1Y5X8L9DH7juOfepcA3gilUN3VwGjqtrWJjOJG7cbQFQk8Oyp9ri92wXASmshqpD8pr8IyD5+LPEqcRUm1+kh8RAg57klFSQVpD4tqSD1HyC1TQtSx4/646dJrpj5yx3s2vtIGSd15doz9DC7hXINr2LRmoQg5QHHG5EIeRaHzhMJUj4KSA1aqAWQf05HIXvHJ2g+9Rl8AuPxKOQFxm2MgdGfz3Hx7gsIT2DEZsnm+6cxkPrLG7k3+GDFjTDECfhMdHiigFQ2HUhxHinNljvQbGaX3m2MuaIdx7HDJxQ5D7hCc+AmfjjnjtvPYnA/MgaVrG9joYe2detYwFP0v3YP+x5r42iJzyNktXEUkHLHMxKr6NSTJxhy5w4W+/gILLyA87MwfO9gD43liXQDUpqjJtAcMUDLC/MFaGJgGXgTX5yS8EMCUQe7QrO/jbgFNPuaQLOnnoQ1R9YjrVDHehhuPfNS4sEn0h+7fM/g4MNzGHVtLq4/vSMAFYFFd9diwvVZsGZBKlp/fxMqn6sLY6eB8BOICn7+BMvdl2Le7Vm4+fQa4qWw/OveYjS2KYvdvlLQihh27vEhrPH8Rc5zWAlzDjmHYc7VxT98NJCyENs9KYxdF4qhc9eaaNu2Nn5eVE4gqC6GjP4B14Ly4azL5+jWvTq6dKmBv3eWwK6jRWFiWkVgqC6OnS2igNSGf0okClJbBZ5eCEhZny2IZnLOAX2q4uDuIjgiHtC7inKM9bGCCPPKCoPeVdFV4MrXOaeyLMyZXYVRu2Z9NG5QF+Y7PleWh/Gxz4Fuss/g/j/gqVNWLUi9S4uUJd9/JecXsCH8OLZ4FaQ4h5RlJSnkBZwi7gFnBQCsBKyipWCngq8CnvKb3l4tEDZLGxYg0HNuAHCTXVlyT3lLjY2tUVvLCCgILFD+jnKuoYDNFIEDgbBoCd9cVzu43Fp3Hl8Bt/0CZxY/y+c/0oZd/AuYlg2Y/62AnEBUhEDWgXHAxj7yHcy1+xz4SQtS+mVhPgZIRQsYndgp56osx38PGLWUuNyh/X4n9gFlBYRrfS1xdlkLUXNnyPfsKZnPEe0+yxdKspFzdWgOBAXKtYpnTgeGDdaOj6Ju30ZM2bIqSH1KUkEqaZDavU1beMXExEulIxZRUdoWkfi4F/hzgx+qt3BBhcb/D1IO1yIRFBqHThP+BamBC7SQsP5EFHJ0eoK5u6Kk4AImbY6BpkMENK2j0OK3ODyXc++WvCrnIIEodu+lFZBa7Y0C//hit0eEMj5qqH2gFqRem9k866670Oy4jdpnvJSWp5tPo1HVwhOavTcwxMVPAEIKcK8nKHz2JhZ5BsA6+BnqXRIAO+KA5k53BZzisT/wCfLZX0HXm/w/Dp5RUSh/yREac3N8feE8HMKeKq1SzZ0vQ3NOACpdgZQhul5ahlgpzI77X8Fnxw2V8VHFBagGO6/CNNctmHzzH0x2/RsdLkxHtqOtUctqiACoN56/iMWsW+tQ7FQblDPvjCk3l+GZQNRW74MSVgd5j5VHNwdTBEQHwTHkClrZd8IKj9XyWbFY5bkS1c5VQiXzUhh/bZicKwa2geZob19DYHedkjavhNhikFMzdDxfElNv9kR4XBg8w69h/NXGGOpc6aOBFCfktPL/HPaBhZQxUo3q10P92vXQpnVt7DxbDO7RebD879KoW6seNghEBSM7wpAVZ+w/R5tWtfHb7LJ4HJ4DGzb+P0g1E5DatrkYwp9mwZRJ5dGqWW1YnymkbKctjhZG0wb1MGtKWTzzyYLFv5ZGS9nH5nBBxPtJAbi0BOrXqYc6tetjy/LiSnff6S1foHXz2lg/TwplQtS7du0RpBzKA0+lQI+RwvpSg/8HKXOBlhCBI46VsqgjxzSR9wI2fKrPsj2wPTuwp7CcWwr5ICnkLftqx0HtKCmgdV3bCrVFvt+W0nJMOBApn7O/lXZAOcdIXd/EJAHs7SAZW24BKAH0qBBgVxfJtGQ719Oz0nU9XhA4myafd0Bg5bkAyBkJJzBxzbzF9bRgde0oMF7ilevqfQyQmj1MvscziTO5TjcBTVdnwE+bv+Ouq3yXttpuux9NtS1QG1Zox0VJuYha8lsECqSetwWKS5z+LKBJLVusXWeP+3RsJ6AWrXbtfYpSQSppkNqj69pzcQnF3r1+OHkqADdcnyFOQOKORyTGzbyHMg1e79pLGqTWHY9C/h7B2GwRo/z/+/7n6Ls0Bn2WcJxUPKJjX8BS7uuvxghEGaUtkCooILXXMwJR8h2H2gf9X4sUJ+TMtEOgSECq8CF3HH4QhudCi6ZOftDsv4GNXpIRi3o4eSPL8Wv42tINZWzcUMTyOppcvoNVPgGIlv0PBQWj0HlnBaRCY+OwPyAIWW044NwaX5y3x4GAAITExqLt1SsCUumvRarDxUVynbE48dgFeU4YSdy0R0ObaUpXHxX3Il7x2nvHFJCqYTUYHuF+8I18jLbnxyDX0XoofKIxVnvuUrrydvsex9hrv2L0tZmYc3sZ/KRAvR/uhQGXTbHrgdS0RZu9N+Jn12mY6fqTHLcMUfHRuBbqhD4OzbDde42yzzbvFeh3qSZ6OVQUWOqIR5Fe8Ap3xU/XW2GIc8WPClKc2fx8UCEcdvkKPfpUR61q9TFxZgVlHqmrAQUwbXY5NBCgWb6uFCwuF8ZJuy+w60hRdGhfC6PHVMTD0JxJgtQD75zo16sa+opDHmXTPr0XrYG/Rw6YGlbBgF5V8fBWDlgfLYTmTergr4UlEXQrG6aMLg/DXlXQp2s1zJpYFhG3suCPX0uhVdPacD6cT/v03rsONidIXaoAhDm+GaQsCFJsOZE0Y1FDoKaptkXqiRyzTwp7DjLngPPd8n5fGQGoIgJKVeUzpwlQCHCF3Jbt34jlPASphwJKfxXUQhR9aZGSJnCwB7BK9gsW8Aq6K5kcQUK2E6Z29JJa5XP5/pJ+puWS775c2yVo/QewsTewtqd89ji5Dvk8L4G5mQIkBKeP1SJFkHoq+bCbQFS4rhXuoQ8wrLt26gN29S2frQ3f/Jd8T7k+Q/G4IbLfA+DGNaBRLWDlMu0+fSRupNxUXPQLgWY3wN1dBalPTSpIvd0YqdWr7qFF8/No3e4yeg+4hkNHtV1SFrYhqNLqGhas1o5JeBuQWnssSnlq7+B57TiUoGcvlO49+rHc2+zas7gBlBifxkDqL2/k+9sHf98WkHwhFbdL2q49ZYzUFk9kEZAqeeA+yh69j1x77iLz7tsY6aRt+l/mHoRyZ93hHBqFu+Ex+N5KYOvoVeQ+fR2jXH1h8+QZfKOeK61R1L4APUi5I1hAav3DR8hpdx4aay1I7Q14rIBUm3QHUhxsPgB1bX/B09go2AXdQrEzQ5UWqaKnBsLAaanA0F/Y98AOHDG2yfv0S5C6F/EQV0Pvor71QBQ43hTFTrfE7genlHFlYbHhCIh5ojgoJhjPXzzH3WfuMLsyDMcenVDiNPR5qGwLwhNx8PNg+Q3j5HyXBbZavgSpDffno6+AVG+HHzDxWic8jLynA6nWaQKkbP0L40JgIQyfWAnNBGbW7SuJWxF5ccm7ICZMq4A61RugbZva6Ny5Jjp1qikQVRONG9bDyFGV4BeSE39vShyktgtIed7NhR5dq2OI2Q+IDs0sha4UjuLQB9kwbmQFdG5bE/ev5cJD1xzKGKpxQyvC2SIfunesjlVzS2Le1G8xoEdVuFrkkXK3Iox6VkHgxezvD1IXSgrsWEuGEAk4tvx/kLL8AXgmYPP0JnCqrMBLcy1IPTgM7C2ghSjFci0W3QCf47L/fQGzUOW3xpPrsk0+Q9+153VWMrr8CUBqgXa/gwJDayvKsVJZDJAa3rw82qf22CL1t3yvyCDZdz0w/TO5pq3aYyIlr3sqeaJif7kGyevuOQCz5DsbyXFsrfpYXXtHtgEtSwP9G0v828h3FYj841ctSHHeqH9Waa/hqVT6/OWa/eUaHrOlTwDRWSC1ncTzpr+1+3TuoIWoTOLPCwHnLNQWqU9RKki9HUitWO6Bhg20T+3VaOCA4eNuK61SN29HoFG3m5j/Z+Ig1VFAqpiAVJGOfhi6SNsaQ5Aq3DsY++21LVILDj2HyaoYDFoTC9M1cTBd9wKtFwK5hwhEpaGuvUx/cbC5N36+rM2Il938d7A519vTbHHHr9eewPVptACUPzQ73VDX/D78o+JgFRCOubcDERobj7/uP0HukzeR4+QNzHH3R6TA0+OYWKU1apbnQ4GBWBwOCnkFpDa8BlL70ilI6Qebl7WYiMfRT3E/PAD1badDc6CTbrB5F4Gq9hhxdTXC46L/D6QcQ9xQx8oYhU40E/BqiZ2+J5SWqz0PTmDyzfmY5jof08UzxeOvTUHb811xyl8KSNFW7y3yG/yGhXfmYtGd37DEfbbsNxadLtTCTh8pCEX/D1L30xxIXQwqhFE/VULzpnXwz+EScA3Ph0s+AlJTKwgk1cXshWWx/XAxbNpTHNv2FcPOg8VgbltYmdl8fSJjpPQtUl6eOdG3ZzUMNkkAUpEaPPHJhpECRj0714DvzZx4ESCF27AK6N2lOpbPLqWMhTp/pAC2/lkM7VvWxD+LiqNvt6pYOLU0Ym5ker/pDzjY3CaXFOB7lN8F1w1eBSkONreXAj1e8pBAga0jBWX/VgIKUsHz3i0glVc79cE2+Xx7Qy08PeeA6J3yOWO0EMUB50qL1JtASjIhii1SqwXUnkpeGOgmICXnJkhxuoPN7eUz5ViHdcA0ASnHzRz3IN9lpXy2kdhYvoe80n/KvuPle7I16mMONt8uoPS9/M8n9gZ3lN84QuJZgMmwjbZrb8Mf2uveuhYYJXE3Sq5hpM492wIVS8k2Xbdnl07/glRhuTYVpD5NqSD1diD1xzIP1K9vi3qNzqNO40uSad9FrICUy81w1O/0L0gtEpCq0MldAamwiHh0m+SPz9t4C0g9wM8btE3JawSk8nZ/gr/PaEFqwLJoaLpFQtM1GqXHxGKD1QtlsHmuwWkLpDj9AVul+pwNVL633aMolNzN5WI8oNnogXy7PJXpD6iBlx4pIPX54bvY7xumdNc9iHyOZwJSPS/LMYevotS5W7j1jPMlxaLZZXdoTjuhg4uHAER8xgapwwNQ4ORgHHionYzz51u7BKQEoA50FLeDZl8rjLq2BhFxMdjic+aNIFVMQOoPj60StzFYfHc9vjnTEF+fronGtt2w0WsHVnmsU8ZI7fbVdu394jZDjq0uroz+jl1x0v8QVnsuQofzNdMVSLFFauQkLUhtOFgCN8Py4WpAfsyc953StbfnZFEEIgceRueCq29erFr3DQ6eLILHz7InCVIBj7JjoEll9OpWDY/uZRfwkMIxXoP7N3KhT49qGGL8A4LuSnioBjvWFEWLJnXQvlUtDBxQGYHXs8NqfyH07FQdfbtWQ9sWtWC1vZAUqnIOjpF6H5BKOP2B3zbAXCDnqITRnEvqzq/abfflt9srwGQrhbwCUru0IMWuvT3yHXyPQhmwfn6YdsqDPd8LSN0QMPJ4S5DqCSz/AggQ+Ap7APz1w79zSB0fJzu8AC6sFpDKCVguAGIlX9s7QjtvFIFpRgm5lmXAvonAuAJagPqYILV7DVBdoI8tUNXyCYTqBpvv/gcoLvE6Tzf+6ddJ2nmjuIZeKYGk1UvlJvoJKF1ECoQl2n0Gm2pBiv7ma+DePbVr71OUClJvB1Jbt/igb18nGBi5YOKU27h6/ZkSfvBkECo2Y9eedozUor8DUKbtHZy7FK78P3NNML7r9QBtJzzGZTctOLFFKlvHJ/hxQ6TSjXf0chy+GRaFPAbRmLhF+4TaOksgCyEqDYFUwgk5rz3RXsuSG6EosccLX+6+jx8dA5UJOe89e47yx+4pT+5p9tzCaGdt9x51KTgC35+7IzBxDRWsb+OxQJRnRDTK2Lkin+VVLPPRPnV0ODAEn1/QjpHKcCB1xEjcHz0uL1Vak3yigmB8ZSW+OmmCz08YoZ7NRJx87KjEwwavkwJSrd4IUmbOM5Qn9q6FuqG5XT9UMG+GKTfnIg7xOBdgg4Y2LTHv9kLExsfifJA9ujt0Qiu7RvjTQzvG47T/YbS0rYRdPhuU/9MjSF0PzYfbz/JizY5vULtaA/w89zvcepwXPuGfYdPur5WuvYVLSyvzSCU2RopP7W3bVAzREZmxeEEpNJTtm9cXR/SzzIgSb15bHLWrN8DKBd8g5pEUtAJS123yoHXzWqhauSGmji2HF74aeNrlgmnfyqhSpRH6Coz52glYcKbz953ZnBNyXuGEnLoB0bcnA1YCJeby3Z0NBAoEmmLD5KbqDWUSTrsOr4IUZzOX60Ogg5xDKj9nu0jGkks+T4CGYBXqDmwr/d8gdUhAap6A2nVdt53DCmBhUeDvpton+KjzqwSusgFbegiAyrndrSTzKw6MFmDZOUS7j4McPzpP2gCpavK9uFAx19cb3FnbbecvkNi9IdC7pbZbz+UyUFegk1MdmEkcs6XtzAmBK4HpsXIu6thhoGwpCRNAHDNKG8YWKfWpvU9LKkglDVIHd2sH/0ZFxsHXJxKBQTF4Ec9RKZI33g6H6di7KFPfBcvXa2Hhjy2B+Lb1XSz4J1CZLPfps3iYX47EDc/nCIvQHrf5bDRydX6CH0Y8he1NLThZ3ojD7gtxiJT72U/u4a5Szmn6CUSlwSVisqz3xiCbIITEaMczXQuOxsUAyaBE4bEvMOHKY2XRYo6R0ux2QwNLL3iEa8FrmUcgch93hebodRQxd8WZACkIRJbBYTgZ+FSgSbv8jntkFCo43kB3V3flycZt/o9fAanjQUHKGKKO1zgTevoCKe0SMf3x+anB+Ov+WcQKTPFaLofchVXgDWXNPSUOwh+gv9M8ZDrcHHVshiEgJkSZR6qulQkKn2iOr0+3QpVz3XDK31bZ//rTWzjy8CyeyH4RcZGY5TYflcxrocuFnnAM1j6afSXESQDrrDKXVEjME8y5NRkNrEvjIFs8RJu8lrwEqR+vdZFzPcYjganJ19ukKZAaPOYH1KtVH2v3lcS1kPwKSFm7FcbAYZVRv249TJxcAXMWlkGbVrXQrUsNWF8sjODo7PhzTUlU+6Eh9hEwBKR27SyKmgJJG9Z8LXChwa3rudG9Uw2ltWnerG/x28yyaN6kLnp2qYabFwQCdLOaB97KDuN+lVGpYiOsnPMNpMRE+K2smDisPEqWao7fJpZFxDWBLs5y/r4gxXFS57IAHjPku2krbgi7CoRcBF7wPpEbw+sfKcwLArt4bFcp7OU+fHBEQCqftkVqZ275fF1XVZAzcG8P8Eybpyljrw41lpurvPZ/P/tXQcpJd9yRAdrpD7Y0Ap4IfPFzH9+QePAUAOGcU5KHXVwNTBfA+LmQfN5J7XGecr7L26E8sRcpoLa+jxaeODHnxwCpBWO13+vQJi1IlZEwLlJcq4jAqXaqD+ySCkUNAcC9m7X/OwtM7RYADBRAjZBrnThCO5N5VYkzexvtPtYCjUfkeE6FQPn6qkvEfGpSQSpxkOrS0BydGlti2fzbcL4Sojy1d+3aUzjLq619MLbuegTjEbeVRYt/aH4NE3/zhsPVcEz43Q/ftbuDBob3sfFwKG64x+C213McsI7EtHVPcexCNKb8Ha48tZenRyiaz4jAXvvnuOEdDw//F7B1ewGD1QJPRpLNszUqjYEUFy3OtNYLuTZ6w8Q6EBZ+kbgdKtcY+hzW/pEY6xiA/Hs9Xi5arNnjhmLH7uLUI066KXmkoy80h64jy/EbyHryOtpe9oRF0DPcjYiG09MI/OHzGOv8AnDmSSiqX7mJOi6uOBIUjAke95DT9jwyW9sgv50tfrnniaOSudV2uoBM6WgeqZcgddRQYKoPighMTXfdCdsgN4GBBwJPbHW6iw1ep9DCfgo+O9YRWY+0RqVzxtjta4F19w/hh3N98cXJlih5pg1KnG6JVvamyhgptzB3+ET6KUA17/ZSAS5O5NkYta0bYJDzYJg/PgvPcA88iPSVfVyw6M4sdDhfF23sKmOF+2+4FnoJC26PV0CKS8SMcWkNm8BDsHy8G+OvNcHQjziPVEKQOh9QCLNXlcWgkZWxx6oYrgbnx/Un+SQN5sVJhy8wYfL36NmzOrp1q44hQyvh8Jkv8TgiB4Iis+PQ8S8xYkQlWNsWQlx8JikDC2Hs6Io4zfXq2JUXq8FF6wKYOLY8+veqin49q2LSmO9xyUIAI1S2PxEHafD8QSZs+bMYxg2rANtDAjJcf89XCsW/vsIggx9gsaMwXnCQOcdHfchae2yVOkcYGi6fe05qKrfEdwWmHIA784DTJbQLFnN5GE6B4LtfPkPAa7eAgn6ZmKOVBbgOyPeXY9mld0MA6aaAj6+c73ALoWc5h6fAl+NCYFUuSEmuBanTg+U4S2B7EyhTIszNJOdsBVwVELlvLd9bznFezhUrQOawHpghx47nsVXkurYI0LkIXAh43RPw2zoIGCFQyMk4P8aEnJXEoztK3J6S6xCgqiLQV1bCaLZKDZRt9gJE29YCNQWkanMclLy/LvDJGc+vCFBNHgd8LsdxSgROytm2uQDUQeCWq8SJXOs/fwNr/pL43ISY4sVVkPqUpIJU4iDVtbGAVBNLdG5hgy5tz6Njuwto394BbdpfRrO2jqjbwgm1ml9BnbZXUavdDdTu6Iq63W+japc7qNj5Lsp29EC5rvfRaLAfmgx7hFK9/PBl10f4pl8AivfVLlpcsE8ocvUKQwGDcFQcH4U6057jKwElzYD4NA1SWdcLTG3wgmbDPRTa7oXqR3xR9YgPCu+5B83Wu8i8867SIpVpt4DU9psod8pDGYB+NTQK5S3uCkBcR/YTN5BNQCrTqWsoaumKWhfv4Fu7m8h6zhk5ra6gkL0LcttdQS47RxQQ57bTLlqcw8YO2W2skcfWCvnFOa3NkS0dLlqc6aiReIBAZS9lMs7CJ01R5dx41LAaL4BkiuxHOyPT4bbILSCV93gnFDrZEcVOdcXXZ7ooixYXP91W9muLUgJT35xpjvLmrZWuvV6XhsprTzlXE1S3bII61s2UtfbqWtWT8KYYcLmPAJGJ7Ncere1qKyDFRYt7OdRH/8sN0e9yXfS7VAsGl2vCxJFLw9TFsCt1tGvtOX+8mc31IGXzqDDsBabsHwpQPSiEy48LwCVQQCooP1wFpu6G5catJ3lwwa0gbFwK4ZZfHvgLRD16llMZbB7wNAceB+dAyLNsiIjMgojwLHj2NAtiIjNDWVuPjtMgKiQzfG7nhLdbTsQEyjb9+noJFi2OFZiK8sqMeB/5n4sWewlguWdC5K0siL8r0JEcixZznNRZ8WmxRQHA7gdxDQkrKoW4hB0UHxITpvYJqOwX6NqbQ7vmHhcsJkyxZWp7XoGmqrKtLJQ199bK99sgYWsFDP6U6/tLjvtTQIhr7i3VW7YtlX0WyHkXcnmaoYCkYyz+Epgpx3AW8939oF2nbqV2HikuD0OY+jEb8JvAyMLqEi77c2kYvT8GSFWns8r/cj1V5VrYQlVeXE7Mlqlv5XoqyLby4lKyH6dBKCbXXaOkfIZcQ6Vi2oHoXKyYr4QpLlZcUOKsWkVt91522T9rFrzInRvRmTOrIPUpSQWpN4MUu/Y6NLFGmyY2aNnEDs2bnkfTFhfRqKUjGrS+ggZtnFFXB1LV27micls3/NCRIOWO77t4okyX+yjR0RvFOvrg665+KNbdH0W6B+CLnlqQ4qLFXGsvV99wZOkdCU1vAaN+AklGAlJpdNFiPUhl/dsLWf65D81G2gOaTe4CUe7IusMd2XbdRVYBqSKH3FHn7H0pXLVN3kvcA5H9yE1kPnpTAansAlLZTwtMnb6qLFqcydxZoMdFfAVZrJ2Q3Y52RFabi8hmqwMpWy1IZbW2kn0sBKLS36LFr4DUkb7i3gKX3XWDzdsLWLEVqjNyHeuMPGKCVMETHVHweDt8frLtKyBVWkCq7NnW4hYoc6aJvDZCBYsmqGbZ7JVFi7nWXiObBsqixY1saqGlXR20O19PWbSYINXtYm30uFgDfQSi+utAylhAysSxGswcq37URYsTAymHwEJwDCoAp8B/QepmUD64BeeBe2geeId/Bj8uXByeU1ke5mGYFqSehGfH08isCIvMhvCILIiOFhCK1SA+JhNe6Bcp5vxRUWL+z1c9RAWJE4DUS3PhYoIUFyjmOns0u/SSC6TMxYSpU2KutacfcE6Q4tN7L0FKvFvMbj49SNFsldoo3qCzAlJiLlrMxYu53t5K8QqxfvFigtQiMRcunideKMDA1il243GG80XF5TgBjFtHlXsbR8YCkwTOOLcU19sjTHHBYg44H6Hzx1q0uKaYIFVFXFFMiEoIUmyV0o+X4gB0msvHcCoE/YLFhKdCYv2ixQSq3GL9wsW0bvHiF+JosQpSn5BUkEoapDo2tUa75rZo3dweLVtcQPNWDmjS2hEN27wKUjXau6Jah1uo3OlfkPqu632U6eaDUt18UbK7H4r38EfRngH4sterIJWnfzg+GxCJnAbRyG7wHJnTCUhlFZDKuun+/81snoUtUnvuwPTSI3iFP1eWc/GJfI6mdgJdBwWgjr0KUtnPXEP2s1eR45xYQCqH1RXksBELSOUQkMph6yB+FaSy21iJzwlAZQSQ6iPupcBUpsPdBKK6IvvRLjqQ6vQSpD4/0QFFBKISA6ly5q3wvXlLVLJoiSrnWqC6ZfP/A6kmto3Q3K6RQFRDtLFvgPYCUXqQ6n6xDno51EbfS7VfASkzpxoY5FQ9zYHUxceFcCmgIBwD/h+k7og9QnLjfuhn8A4VmEoAUkHPsiMkPBueRmhBKioqM55HZ0Kc+BWQChc/Ez8Vh4gTA6mHYj+xr1gPUhxc7iHm03rJDVJsldJPf0CgSgyk9ogJU6+DFAeeE6b+EROm1okJU3+JCVJcc48wlRCk2L23UEyYmis+ZqYdExUfK/DoIHHiqYWoe9ZSSyqvbaH6SUyQ4vtx4rHi0eKR4o8NUlXFlcXs5nsdpNgqxUWMOWaqhJggxekRCFNsnaILi18HqVxidvMRqPh0n8CUClKfoFSQUkEqJUCKLVIdbB7gqN8z7PIJRW8HX+Q84iaQIBClgpQKUipIpR+QWiBmq9SCXMD+vvK918k1npXrOghlvb0/ftBOzsnpEFSQUkHqU9RLkCrwjRakMmVHjsyf4bMseZA7a37kzVoIBbJ9gYLZv0LhHMXwRa6S+PKz0ij2WVl8nbs8SuapiG/y/IDSeauiTL4aKJe/Nr7PnzhI1RaQqiMgVV9AqpGAVGMBqaYCUs0FpFoKSLUWkGorINVBQKqTgFRnAalupSeix7eT0LPMFPT+bjr6fvczBpT7FYbl58D4+99hWmEhBlZcgsEVl2NopZUYXvlPjKy8BmOqrMf4qv9gokDUxGpbMK76NoyqsRMjau7BsFr7MLj2AZgJRJnUPQKjescwoMFJ9G14WmDqDHo2Mke3xufQpYk1OjW1RXuBqDbNL6BVCwe0aHUZTVtfQaM2LgJTV1Gv7XXUbucqIHUL1TreQWWBqIoCUd8LRH0nEFVGAKpU94coKRBVvGcgivZ6gi97h+Dzvk9RqN8z5O8fgTwDovCZQQxyGsYiu2E8MisQJeYUJQPFg8VDIBD1ApmGxwtEiUcJWI0WsBorUDVePFGg6sdoZP4pSiAqUiBKPE3AaoaA1UyBql/EswSsfhWwmhMqEBUiEBUsACVQtUi8WMBqqYDVMvEfAlYrHyPrKvGfjwSixGsFqtb7iQWq/hZvFLDaJEC1xUcASmBqu3jHPWTbJUC1xwNZ93rgswMeKHLME58fl/8P30bmI7cFoNy0PuUqECVAdVZsIVB17jpyWIttrgksCUzZiy84iwWozl8WC0ydF5g6fx7Z7W3FNmKBKTuBKbuzYoEpW4Ep2+PIZiswZSMwZXNIvF8sMGW9S7xDIGureAuyWm0S/4OsluvFa8V/Ieu5P8UrxSuQxWK5eIl4EbKcXSD+XTxXPFvg6ldkPvOLeCYyn54uniL+ScBKYOrURLGA1EkBqZMCUicFpE4ISJ0QkDohIHVcQOq4gNRxAanjAlLHBKSOCUgdE5A6KiB1VEDqmIDUcQGpEwJSJwSkTgpInRKQOiUgdUZASlz8rICUhYCUhYDUOQEpSwEpSwEpKwEpawEpm+aobdMMde2aooF9EzS2b4ym5xuhxYVGaHWhIdpebIAODvXRWdz1cj30uFwbvR1roZ/T/9q786gqyzwO4KZsYuACFy6rbJfLckGWi4C7yL4pEIYIbijubbZZTaNjjpmZVraaaZNtZqISuURmWmnmlhtuuWeKy6s2NXWaOd/5Ppf3lTvXS2XpzPzxfM/5nN97L1w4cM497/fwPLyvGeVbE1GxLQFDt8djxI54jNwRh9E7u2DcrhjcQXftNmHSHpaoPVF4cG8UHt7HErUvAlMajJi234jp+8Mx82AYZtHsQ6GYezgEz9JzXwfjxSNBmH+UJepYIBbR4hP+LNp+eOckS9QplqhTPizfPqg9zRJ12htrv/VC/Rkd1tEnjSxRjZ2w6VwnbDnfEVsvdMD2CyxRF92xV3FHg+KGA5fb4TAdu+KKk9+1xTffuVj2SDX+4IwLPzjh0j8c8d2PDvj+Jwf8+FNr/PwzC9Q/eQIU/qVOselcFCqxrCcuyimW9mwLVSOJQnWGRKESy3tir9QxaqlQifvtaYVqJ2mF6ktqqVCJ60lZ/nuPtDIllvhEoaolbYnPukyJjedamdIKlbg4p9grJQqVVqa0JT5RprQlPrG8N5e0vVKiTIklPlGmxF+lptIMFqpZOs4OTbeKEdeUmqxOUabE8p62V0qUqYkklvm05b1q0m5cLO67J8qUuNr5YBpE4v58pSTKVBFpZaqA8uh/WaREiXInsdznSi4kSpTYLyXuuXcL8Tz6T/qeLtJpOkoNtJM20ye0lt6npbSYFtBz9BTNoCk0me6hcVRFg+k2KqBM6kXJZLdIuXrKIvXfSkB8ma8uqv/adp4GtGntCCdHN7g4dUA7505wc9bB3UWPjm394OEaCM92neHVLhR6NwN83SPg725CYPtYBHWIR3BHM8I6dYWhUyqMHj0QpesNky4NsV7piPPORoI+F2Z9AZJ8+iPFtxjd/ErR3b8MPf3L0TtwCPp2HoZ+nauQEVSNrOCxyAkej7yQO1AQejf6h96LorD7URL+EErDH0GZ8c8oj5iGwZHTURn1OIZGz8Jw02yMMM3FyNhnUB37PMZ0eRHj4+ZjQvyrtBDjEl7D6MTFGGV+E1VJb7NELcGQ5KWoSHkP5ak1LFErUdqjliWqjiVqFUvUGuT1rkdOn3UsUeuR3vcTpKVtRJ/0z9EzYzNL1BakZm5FctY2mLN3ID5nF7rk7kFM/l5EFTTAWHAQhsJDCO1/BEEDjiGw6Dj8ik/Bt+Q09LedgW5gIzxuP48Ot1+Ee9kltBt0GW3Lv4Pz4L/DoYIFqJJFaCgN5/EIqqJRLEXVNEZgMRpH41mOJtKdLEh3syDdQ/eyJN1H97MoPciSNJkl6WF6hCXp0UY4TGFBmnoGDtNYkB5jQforzWBJmsmCJMxiSZrNgvQUzTkGx6fpGRaleSxKz7EovUAvHYbjy4fg9Aq9egBOC2kRi9LfGuD0Or2xDw5v7EWrN3aj1Vu74biEJWnpbjgvY1GqoeU74byCZamW6liY6rbBZTWt2QqXtV/CpX4LXNZ9QZvh8tHn9CltoPVwrl9H9bQWzh+upg+oFs5rV9JylrNltBROa4R36C2WtsX0OgvcInoVjqsW0Hw4fvASvUDz4Fj3DM2lOXB4fzbNopksNjNoOj1GU+Gwcgo9ijYrH0GbFZPpAboPbZZPonvoLpqINjXj0bpmLI2mUTQSrZeNoGE0lCrQ+r1BVEYD0XppCRXB8b0i/p4GwLVmANxq+qN9TSE6LS+Abnk+vFfmw3dlHvxqcxD4fg6C67IRVpeF8A8yEbEqA9EUu5rvuTXpSFzTD10/TENKfV90r++Dnh/1Rp91vZG2rhcyPu6J7PU9kEv5G7qj/4ZUFG9MRemnKbj902SUf5aMis+7YuimJAynqs1mVH+RgLE0/st43LE1Dndt7YJJ22Jx//ZYPLg9Bg/vMOHRndGYQtO+isT0ryIwY1cEnthtxJO7wzFnjwFP7zVg3r4wvLAvFC83hGLB/hAsPBCE1w4GYfGhznjrUCDeORyIJV8HYBmtOOKP2qN+qDvqi9XHffDhcT3WndBj/UlvbDzphc9O6bD5lCe2fOOJbac9sON0R+w60xF7znRAw9n2ONjojsONbjhyzg3Hz9+KU+fb4dsLrjhL5y62xQXFBRfp0iUXXL7kjCsKXaQLdJ7O0Vn6lk7TKTpBx+kYfU2H6RAdoAbaR3toN31FO2kHbaOttIU20yb6jDbSBlpPH9NHVE9raTWtojqqpZW0nGpoGS2ld2kJvU1v0mJ6nV6jRbSQXqH59DK9SM/TPHqWnqa5NIeepFn0BM2kGTSdHqO/0BRHXPnTLbjyUCtcYXG68kAbXJnsxMmP3UuT6G66kybSBBpHY2k0VdNIGk7DaAhVUgUNojIaSLdRMQ2gQiqgfMqlbMqkdEqjvtSHelEP6k6plExJZKYEiqMuZKJoiiQjGSiMQiiIOlMA+ZEv6cmbdORBHak9udGt5Eou5EyOzrjs4IyLdJZO0CHaQ9toE31Mq2kFvUuLaQE9T3PocZpKD9EkmkDVNIzKqIhyqR/1oCTqQkYKIl/q1NoBHdr7QWdI3++XXBWrnu5lblZ0SaV6b1PJu15RhZc8DRmKzpCl6MKbeIVnK15GTa6Ft0pvzKP8q3wiChTfqwppgOIXqSmyUqz4R5ZYBAhRQqkSeNVAJTC6SRCPg6PKmkUPUkKiy5UQU5NQ0+CrwkwVqkoLgxAzRAmPGWZhoLCY4c1ihyuhqpDYEVSlhMRVKcEWIy2CKDBuFGmzWgmIb+afMNrCz2KMha/FWMWHxBT0ieNU4y28ycssTLhKZ57YJKmJpz1dVcl2pGgmNEu10k0zXtFputvoYaWnZpxqbJNeGj7XR+Cxtb6aMc3SVP1sjW6SbjUzqkmbtkbRSKupqbIxQjXcxjB+D2tDVJVN+mkqVINtlP8Hz36DqKwFA+0otaOkWZqYxfzaJSRmseJlUaTOYsWbx3rOJkWKT3qR4svpy+mTPoCT77eMZv6qACuBFoUWQUJmoRKcWWARYiVUFZbVzEDhWflKeHYzo5UIirTIs4hSRWfnNsnJVUxWYnJzlVgbcbk5FvGqBItsJSEvW0kks40kK13zspTk/GYpqtSCZt1U3Qsyf5t8ymtBro0cVfYvyFJl2siwI13VrwVpVvra6NOCXqqedvSw0d1KNztSraTYSLbR1UqSHWZVoiajaSZY43Nixqvi7Ii1ESPwdWKa7IimKIGfY6E+jrQRoTK2IJwM6qRulEoplExJKjMlUDzFUSzFkImiKYoiyUjhqjBVCAVTEAWSP/lZZCg+nHqVFx97R+Zd8jYN2BTQpSRaPd3L3KwkJlY7+sUVG/wSKpIDkirN9uivUWbWx1+PErPHdSm0y71FOdcy/Vbp1/C4Lr2v0v8SY8sCjN1Im7+XeD2F8DhEzJsgwGreDPr0Gyzn+gTYU3gDlFixffzr9L+Fnu8zGx6/g/vv0Pa6VZodBA91ase/otX/O/4cV+eNFnCDhVjNG814A5lugvgbhOfCP8LBjrY23O3wsOPac3Sl2d88OMnbXGTyScx3VU/3MjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjIyMjJ/LK1a/Ru1+6E7YM0I2QAAAABJRU5ErkJggg==)
A
The red flower. The cones will be most important in low light, and red wavelengths excite multiple cone cells.
B
The red flower. The rods will be most important in low light, and rods are most excited in the red spectrum.
C
The green leaf. The rods will be most important in low light, and rods are most excited in the green spectrum.
D
The green leaf. The cones will be most important in low light, and green wavelengths excite multiple cone cells.
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Master Sensation of Light by Rods and Cones with a bite sized video explanation from Bruce Bryan
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