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Age Verification Checks & Wagering Requirements: A Practical Guide for New Players

Hold on — age gates and wagering rules aren’t the same thing, yet they collide the moment you sign up. Short answer: one proves you can play, the other decides how and when you can cash out. This guide gives you practical steps, real examples and simple maths so you don’t get blindsided when verification or bonus rules slow a withdrawal. Here’s what helps up front: complete verifications early, read the wagering math before you accept any bonus, and size your bets so you meet turnover without burning your bankroll. If you do only one thing from this article, start KYC immediately after registration — it saves days of pain later. 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Why age verification matters — and where it trips people up Wow! Age checks are legal gatekeepers, not optional hurdles. They exist to keep minors out and to satisfy anti-money-laundering (AML) rules. Practically, verification is identity + proof-of-address + sometimes proof-of-funds. If any document mismatches, expect a pause on withdrawals until the operator signs off. At first glance verification seems trivial — upload a passport and a utility bill — but mismatches are common. For example, a photo ID in uppercase “JOHN SMITH” while your bank statement shows “John A. Smith” can trigger a manual review. On the one hand many casinos clear routine KYC in 24–72 hours; on the other hand, large withdrawals often trigger enhanced due diligence that can take longer. Common verification documents and best practices Primary ID: passport or government-issued photo ID (clear, unexpired). Proof of address: bank statement, utility bill, or official government letter dated within the last 3 months. Payment method proof: screenshot of e-wallet with your name or front/back of card (mask middle digits), crypto wallet address + exchange verification if requested. Quick pro tip: do this immediately after signing up. Scanning and uploading during registration reduces the chance of a hold later when you want to withdraw. If you plan to deposit by card, keep a selfie holding the card (with digits masked) ready — some operators ask for it. Wagering requirements: the straight math Hold on — a “100% bonus up to $200” looks generous, but the maths often tells a different story. Wagering requirements (WR) are typically expressed as X× on deposit (D), bonus (B), or D+B. Understanding the base and the multiplier is essential. Example 1 — Typical casino phrasing: “100% match up to $200, WR 35× (D+B).” If you deposit $100 and receive $100 bonus, turnover = (D+B) × WR = ($100 + $100) × 35 = $7,000. If your average bet is $2, you must place 3,500 wagers — that’s a long session and a lot of variance. Example 2 — Cleaner offer: “50% up to $100, WR 20× on B only.” Deposit $100, bonus $50. Turnover = B × WR = $50 × 20 = $1,000 — much easier to hit. See the pattern? Knowing whether WR applies to D, B, or D+B is the difference between realistic and unrealistic expectations. Mini-case: how a $50 deposit ballooned into a $1,750 requirement Short story: a beginner took a 200% bonus on a $50 deposit (bonus $100) with WR 15× on (D+B). Calculation: ($50 + $100) × 15 = $2,250 turnover. They assumed the WR applied only to the bonus and quickly ran out of funds. Mistake: not checking the WR scope. Lesson: always do the turnover math before accepting. How wagering interacts with game RTP and bet size Game weightings matter. Slots usually count 100% of bets towards WR; table games like blackjack may contribute only 5–10% or be excluded because of low house edge. That restriction inflates the effective turnover if you play excluded games. Quick calculation approach: Compute turnover needed: T = WR × applicable base (D, B, or D+B). Estimate number of spins: N = T / average bet. Estimate expected loss while clearing based on game RTP: Expected Loss ≈ T × (1 − RTP). Comparison table: verification approaches and tools Approach / Tool Speed Accuracy Best for Auto-KYC (ID scanning + OCR) Minutes–hours High for clear docs; struggles with unusual formats Bulk onboarding, low value accounts Manual review by compliance team 1–7 days Very high (human judgment) Large withdrawals, complex cases Third-party verification (e.g., Jumio-type) Minutes–hours High Operators seeking reliable AML checks Self-service verification (player uploads) Depends on operator Varies Players who want control and speed Where to put your attention: KYC timing, proof-of-funds, and large wins On the one hand, small deposits often sail through; on the other hand large winnings trigger enhanced checks. If you hit a significant win expect requests for source-of-funds documents (bank transfers, sale contracts, payslips). This is standard AML practice — annoying but necessary. If a casino’s terms include low weekly payout caps, that changes strategy. For example, a casino with a €2,150 weekly limit on withdrawals means a six-figure win could be paid over years unless negotiated. Always read the payout limits before you play high stakes — and if the limits look punitive, consider an operator that treats payouts fairly. Choosing a casino: practical criteria (the golden middle) Here’s where context matters. Check license, RNG audit visibility, clear KYC steps, stated withdrawal timelines, and realistic payout caps. If the operator publishes its KYC process and ADR (alternative dispute resolution) contact, that’s a good transparency signal. For example, when evaluating platforms with large game libraries and crypto support, ensure they also publish clear verification steps and processing times — a glossy lobby isn’t enough. If you want a quick reference, read the help/terms pages and search for “withdrawal limits” and “KYC” before depositing. One site that lays out its user experience and banking options clearly — including a visible promotions and verification flow — is viperspin.games which can be useful as a case study for how verification and deposit options interact with wagering rules. Use it to compare processes, not as an endorsement of any promotional terms. Quick Checklist — Do this immediately after signup Upload passport or driver’s licence (clear photo,

Age Verification Checks & Wagering Requirements: A Practical Guide for New Players Read More »

Responsible Gaming: How the Industry Fights Addiction — with a Focus on Live Baccarat Systems

Hold on — live baccarat can feel deceptively calm. The table looks slow, the dealer is composed, and bets resolve quickly, which tempts repetition. This piece gives practical steps operators and players use to reduce harm, and it shows how live baccarat’s unique rhythm changes both risk and mitigation. Read the first two short checklists below and you’ll have immediately actionable tactics to apply, whether you’re a player, operator, or regulator. Quick practical benefit: if you play live baccarat, start by setting a per-session deposit and a loss cap. Second, learn how the operator’s monitoring tools flag risky patterns and what measures follow. Those two moves alone reduce short-term financial danger and improve a player’s chance of stepping away before tilt sets in. 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) OBSERVE: Why live baccarat needs specific responsible-gaming thinking Wow — it looks slow but moves fast. Live baccarat rounds typically last 30–45 seconds, so the number of betting opportunities per hour can be high. On the other hand, bet sizes often cluster at higher minimums than for low-stakes slots, which increases per-round financial impact. Taken together, these factors create a unique profile: fewer decisions per round, but more frequent opportunities and social reinforcement from chat and dealer interaction. That mix is precisely why the industry tailors interventions to live tables. ECHO: Core tools operators use (and how they work) Quick list: deposit limits, loss limits, session timers, reality checks, player risk scoring, voluntary self-exclusion, intervention workflows. Short — but effective when enforced. The typical implementation chain looks like this: automated detection first, moderation second, and personalized outreach third, with regulatory reporting when needed. A responsible program ties product design (bet speeds, max stakes, side-bet visibility) to real-time monitoring, so when a player crosses pre-defined thresholds the system triggers appropriate responses — soft prompts, mandatory cool-offs, or agent contact. Operators also log outcomes to refine thresholds over time and reduce false positives. How player risk scoring typically works (simple model) Hold on — here’s a compact formula many operators adapt: RiskScore = w1*(DepositVelocity) + w2*(LossVelocity) + w3*(BetFrequency) + w4*(SessionLength) + w5*(BehavioralFlags). Each term is normalized and the weights (w1..w5) reflect the operator’s tolerance and regulatory guidance. For example, a short-term spike in deposits combined with frequent bets and long sessions will push RiskScore high, provoking soft interventions first and stricter measures if risky behavior continues. The weights are tuned to minimize both missed risks and unnecessary interruptions. EXPAND: Live-baccarat-specific interventions and why they matter Short caveat: not all interventions suit every jurisdiction. In Canada, regulators demand transparency and certain player protections while permitting operator flexibility in tech. Operators deploy these tools in layers: pre-play (limits and education), in-play (reality checks, slow mode), and post-play (statements, outreach). For live baccarat specifically, slowing the table or increasing minimum bet window length by a few seconds reduces impulsive multi-bet sequences and gives players thinking time. This is important because the social optics — applause, dealer banter, chat — can amplify chasing behavior. Examples: In-practice operator controls Short: pop-up alerts when cumulative bets reach a threshold. Medium: mandatory 5–15 minute cool-off after three consecutive deposit spikes within an hour. Long: when RiskScore exceeds a trigger, the platform routes the account to a trained support agent who follows a scripted but empathetic engagement workflow and offers concrete options such as reduced max bet, lower deposit limits, or self-exclusion. Those human contacts are critical because automated messaging alone rarely changes entrenched chasing behavior. Mini-case 1 — Small operator, big effect Wow — a small operator I reviewed introduced one change: session timers with an opt-in auto-break every 45 minutes. Before the change, average session losses were $120 with occasional $800 spikes. After 6 months, average session losses fell to $82 and the number of players self-excluding voluntarily increased by 27%. The company’s ROI? Lower complaint volume and better player retention over months, because fewer players burned out entirely. That’s a practical win — and it shows modest product changes matter. Mini-case 2 — Live baccarat scenario with intervention Hold on — imagine a mid-stakes baccarat player who deposits $400 over two hours and increases bet sizes after a string of losses. The operator’s RiskScore spikes and a moderator flags the account. First contact: an empathetic chat invite offering options and referral information. Second: a mandatory 24-hour cool-off was applied after the player declined limits but still met the high-risk criteria. The outcome: the player returned later to accept a sustained deposit cap and credits the interruption with preventing an additional $1,200 loss. This example shows layered interventions working when properly timed. Comparison table: tools, detection triggers, and typical outcomes Tool Triggers (example) Immediate Outcome Typical Operator Follow-up Deposit Limits 3 deposits > $200 in 24h Soft warning; spend cap offer Contact + offer lower limits Session Timer / Reality Check 60 minutes continuous play Pop-up with stats; voluntary pause Auto-break or mandatory cool-off Behavioral Risk Scoring High bet velocity + loss spike Account flagged for review Agent outreach + tailored plan Self-Exclusion Player request or regulatory order Immediate access restriction Verification and formal appeal steps Where the grand middle meets practice To see how these controls can appear in a live offering and to study real-world terms, operators sometimes publish their RG pages and T&Cs. A practical operator portal for review and examples is available at grandvegas-casino.com which lists deposit and withdrawal rules alongside self-exclusion and limits; reviewing similar pages helps players and third parties verify protections and timelines. Use that transparency when you evaluate a platform: check KYC timeframes, withdrawal caps, and the exact wording of cooling-off measures to ensure they’re meaningful rather than cosmetic. Quick Checklist — actions players should take right now Set a hard deposit-per-session and a weekly cap before playing. Enable session reminders or reality checks where available. Use cryptocurrency or card controls to limit instant top-ups if available. Keep a brief play log: time, net change, and emotional state (tilt? excited?). If you feel compelled to chase, use self-exclusion or ask support for a temporary timeout.

Responsible Gaming: How the Industry Fights Addiction — with a Focus on Live Baccarat Systems Read More »

Poker Tournament Tips — High-Roller Basics for Beginners

Hold on — if you’ve got your first big-buyin ticket or you’re eyeing a high-roller online event, read this now. Two quick, usable plays to start: (1) tighten down preflop in the early levels and actively widen your ranges on the bubble; (2) convert chips into fold equity — not hero calls — when stacks get shallow. These are the practical edges you can use in the next session; they’ll stop you bleeding chips while buying time to learn deeper concepts like ICM and pressured endgames. Wow — here’s the faster benefit: a simple rule-of-thumb for bet sizing that saves tournaments. Early levels (100–300BB effective): standard 2.2–2.8× open-raise; mid-late (40–100BB): 2.8–4×; short-stack ( fold EV across reasonable opponent ranges, shove. It’s rough math, but the discipline keeps you from making emotional shoves that torpedo equity. Reads, Timing Tells & Table Image Hold on — timing tells are real online and live. In online tournaments, a rapid snap-call followed by a river check-raise is a common pattern for a mechanical lagging solver. Live, watch breathing, chip stacking, and bet placement rhythm. Build a table image: if you’ve played tight, use that image to steal more; if you’ve been active, fold to aggression more readily and wait for the right re-steal spots. Keep a running note on each opponent — even one-sentence labels (“calls too light”, “folds to river pressure”) are enormously valuable. Quick Checklist — Before You Sit (or Click) Bankroll check: buy-in ≤2–5% of your tournament bankroll for a single entry. Play schedule: check full structure — levels, antes, blind cadence. Technical: verify stable internet, hotkeys, and session timers for online events. Table notes: identify 2 targets (one aggressive, one passive) you’ll exploit. Health: set a time/stop-loss limit before the tournament begins. Common Mistakes and How to Avoid Them Chasing marginal bluffs early — fix: apply the early-stage value-first rule; avoid big bluffs until you can read opponents. Misusing ICM — fix: fold marginal all-ins on bubbles even when chips feel “worth it”; run ICM sims in study sessions. Ignoring stack-to-pot ratio (SPR) — fix: keep SPR low with strong made hands when OOP to simplify decisions. Overpolishing strategy mid-event — fix: simplify; pick 1–2 exploitative adjustments, not a full overhaul. Mini-FAQ How big should my opening raises be in a 6-max vs full ring tournament? In 6-max, use slightly larger opens = ~2.5–3× to charge blinds and thin the field; in full ring, 2.0–2.5× is standard to maintain pot control. Adjust based on blind levels and antagonist tendencies. Is it ever OK to use HUDs in high-roller online events? It depends on site rules. If HUDs are allowed, they provide powerful aggregation of tendencies — but don’t become dependent. Learn to make reads without them for live and regulated events. How do I choose between GTO and exploitative play in tournaments? Start with GTO basics as a defensive baseline; shift exploitatively when you have reliable reads (e.g., a player folding to 3-bets 80% of the time). In tournaments, exploitative adjustments often win more chips in shorter fields. When should I consider taking staking or selling action? If variance is high for your roll and you can sell pieces to reduce downside (or bring in a coach/partner to cover), it’s sensible. Ensure any staking agreement is written, specifies makeup terms, and clarifies payouts and dispute methods. 18+ only. Play within your means: set deposit and session limits, use reality checks, and utilise national support resources if gambling causes harm. Australian players can access BetStop for self-exclusion and can check operator licensing via the Northern Territory Racing Commission and ACMA guidance on advertising and compliance. Short Case: Two Simple Hands (Practical Examples) Hold on — a quick test: you’re 30BB on the button, a looser CO opens to 2.5×. You hold A♥9♥. Action folds to you. Shove or raise? The practical play: open to 3× and plan for a shove if called and action goes against you; with 30BB, pure shove is acceptable vs frequent stealers, but a raise keeps weaker hands honest and preserves fold equity against passive players. This single-step thinking prevents you auto-shoving into better Ace-X holdings while still pressuring real stealers. Another quick case: final table, three spots left, you have mid-stack and a short stack sits to your left with 12BB. Big blind is tight. Do you open shove AJo from CO? Probably not automatically — consider ICM and the short’s fold equity; a well-placed raise sized to deny speculative callers (2.5–3×) may be enough to pick up the blinds without risking your tournament life, especially if the big blind is unlikely to call wide. Study Routine & Tools for Rapid Improvement Hold on — you won’t improve by playing alone. A weekly routine: (1) review 200 hands in a hand-tracker or notes; (2) run 10 ICM sims and study outcomes; (3) practice specific shove/fold charts until automatic. Tools like solver output (used thoughtfully), ICM calculators, and selective hand reviews with stronger players accelerate learning. Keep a short journal: three mistakes per session and one thing you did well; that meta-reflection compounds improvement. Sources https://www.acma.gov.au https://www.betstop.gov.au https://en.wikipedia.org/wiki/Independent_chip_model https://industry.nt.gov.au/primary-industries/northern-territory-racing-commission About the Author: Alex Mercer, iGaming expert. Alex has six years of experience studying tournament theory and coaching recreational players into consistent cashers across live and online high-stakes fields. He writes practical guides aimed at shortening the learning curve while promoting responsible play.

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Collaboration with a Renowned Slot Developer: Implementing AI to Personalize the Gaming Experience

Whoa — this isn’t the same old “personalisation” fluff. Let me cut to the chase: if you’re a casino product manager or a curious player, you want to know how real studios and operators can use AI to tailor play without breaking compliance, fairness or player trust. Here’s a practical roadmap — steps, numbers, gotchas, and a quick way to test a live rollout. Short version up-front: build a layered recommendation engine (session + lifetime models), attach a safe experimentation platform, and enforce per-player limits and transparent opt-outs. Do that and you’ll raise engagement while keeping regulatory and AML friction low. Sounds simple — but most projects fail at the KYC/data governance step. Hold that thought; we’ll show how to avoid it. Why partner with an established slot developer? Quick observation: big studios bring more than art and RNG. They bring game telemetry, proven RTP distributions, and product roadmaps. If you team up with a respected slot studio you gain access to per-spin event streams (feature triggers, volatility markers, bonus-trigger rates) that are far richer than what a casino sees by itself. Those signals make AI recommendations accurate — not just clickbait. One more thing — reputation matters. Players trust titles from recognized developers. Integrating studio-backed personalisation reduces perceived risk (players feel the studio’s fairness standards carry over). But fairness must be auditable. Any model-driven nudges must be logged and available for review in the event of disputes. Core architecture — how a collaboration looks (step-by-step) Hold on — the architecture is layered. At minimum you need: Data ingestion (game events, session metrics, wallet events) Player profile store (KYC flags, deposit history, voluntary limits) Model layer (real-time session model + offline lifetime model) Experimentation & policy service (A/B, graduation rules, regulatory blocks) Auditing & explainability logs (for disputes and compliance) Practically, you’ll run two models in parallel: Session Recommender — ultra-low-latency model that suggests the next game or bet-size (micro-personalisation). Lifetime Value / Risk Model — slower cadence model (daily/hourly) that predicts churn, risk, and lifetime wager value and sets caps/limits or personalised offers. Mini-case: How a studio + operator tested AI recommendations Example: a mid-sized operator partnered with a studio to test “Bonus-Aware Recommendations.” They logged 60M spins over 6 weeks and trained a model to prioritise games where a player’s historical session length and bet-size matched the game’s volatility bucket (low/med/high). Result: 12% increase in session length for targeted users and no measurable increase in voluntary deposit limits being exceeded. Important nuance: the operator gated recommendations with a spend-alert and an opt-out toggle — that’s what kept complaints flat. Comparison: three common approaches Approach Speed Typical Benefit Risk / Mitigation Simple popularity-based feed Fast Quick engagement lift Bias to whales; mitigate with per-session caps Collaborative filtering (player-to-player) Medium Personal, relevant suggestions Cold-start problem for new players; use studio-curated fallbacks Contextual + risk-aware AI (recommended) Real-time + daily retrain Best balance of engagement & safety Complex; requires robust logging and compliance checks Data, privacy, and AU regulatory realities Quick note for Aussie teams: offshore partners typically operate under Curacao or Malta licences — which affects dispute resolution and data handling expectations. Don’t be blasé. If player data crosses borders you must document processing steps and ensure KYC/AML checks meet local expectations. Also, store only what you need for modelling — anonymise aggregated features used for recommendations where possible. Where to trial a player-facing demo If you want a hands-on pilot environment that balances crypto and fiat flows and has a rich game catalogue from many studios, consider a live sandbox on a robust platform for a small cohort of consenting users — the kind of real-world test that lets you validate metrics without exposing the entire player base. For a practical, playable demo environment leveraged by many operators, see platforms where players can start playing with demo accounts or limited funds; this is useful for verifying UI/flow under load and for validating the opt-out UX. Implementation checklist (Quick Checklist) Define KPIs: session length, conversion, complaint rate, voluntary limit breaches. Map telemetry events: spin outcome, bonus trigger, feature hits, bet-size, session time. Construct safe features: time-since-last-deposit, deposit-churn signal, voluntary limit flags. Build dual-model deployment: real-time recommender + nightly risk model. Implement policy layer: in-session spend cap, offer frequency cap, explicit opt-outs. Log everything: model decisions, inputs, and offer IDs for audits. Run a 6–8 week pilot with an internal compliance review mid-run. Common Mistakes and How to Avoid Them Mistake: Deploying recommendations without KYC gating. Fix: Require at least soft KYC (email + self-exclusion checks) before personalised offers. Mistake: Using raw deposit amounts as features (privacy risk). Fix: Bucket deposits and only pass aggregated stats to the model. Mistake: Letting the model push high-volatility games to risk-prone players. Fix: Add a risk multiplier and exclude risky segments from aggressive nudges. Mistake: No human-in-loop for flagged cases (big wins/disputes). Fix: Route flagged sessions to compliance team with logs and explainability data. Practical model formulae (simple, useful) Lifetime Engagement Score (LES) — a compact example you can compute daily: re>LES = 0.5 * normalized(session_length_mean) + 0.3 * normalized(avg_bet) + 0.2 * normalized(bonus_trigger_rate) Use normalized([0,1]) per feature across the active population. Then cap recommendations: if LES > 0.85 AND voluntary_limit_flag = true → downgrade recommendations to low-volatility games. Two short examples (realistic/hypothetical) Example A — New Aussie player: signs up, deposits A$30 via Neosurf, zero wagering history. The system assigns a cold-start profile and shows studio-curated low-volatility pokies and demo options. Conversion to a first paid session is the KPI to track. Example B — Returning high-frequency player: history shows long sessions, high avg_bet but recent increase in deposit frequency. Risk model flags possible chasing behaviour; policy layer reduces bonus nudges and surfaces responsible gaming messaging plus an offer to set limits. Where to put the player-facing link (practical testing spot) When you create a public-facing pilot page or learning environment, don’t bury the access point. Place the live demo link near transparency materials (how the recommender works) so players can read

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Bankroll Management When a Top Slot Studio Joins Your Game: A Beginner’s Practical Guide

Hold on. If you just found a casino that partners with a famous slot developer, your first instinct might be “play the shiny new games.” That makes sense—those titles are built to draw you in. But here’s the quick payoff: a few simple bankroll rules will keep that excitement from turning into regret. Short version first: set a session budget, size bets to protect your playtime, and use bonus math to check whether a promotion is worthwhile. Do that, and you’ll get to sample the collaboration—its mechanics, volatility, and RTP—without handing the studio a short-term payday. I’ll show you concrete numbers, two short mini-cases, a comparison table of approaches, and a compact checklist you can use right away. 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wsxw10o7g+3MoW+UCK1vxJcLes0J/nKfUn+EjbH3ODsrEMJkL/SazI0u9I2vbp612X4v4/0JcLfvE/z0fi+p+vCPC5/0N/8APUrJNf2/qNkfc4cXQ65XcO48pjtwhwyP9Df/AD0M41icf70uF/3m/wDnosk3/b+pOyPucSSSBck2SEE+xd07i+Eb8JcL/vR/9Imt4zp+vCXCx/0OT+kWqlP8P6oemvc4gNJKsWABBvoPnXYu4ypf0H8Lj1U0n9IkbxrSA3PBvC59dPJ/SKd8o/2/qNi9zjWuso3bruPxdUo24O4WH+iSf0iRvHdOD/ejwt7aN/8ASKrzT/D+pO2PucTurtI9jY5RJCH3GjtbtPguuHHtP+hHhUeqif8Az0Hj6m/Qjwsf9Cf/AD1m8s/wmkYxTuzjJpc7IxlsYxYnvqkZY77LtPxd0V9eC+Fj/o0g/wDUUkPGtCXWbwXwuCevIlP0yKPVn+H9UXSTfZw8g1NtuihcvRaji+BrBk4U4W/eR/nKp+LiBu/CfCx/0I/zk9Wf4f1RM8VPlnF0tNJV1McMZaHyGwLjYe9PjpZX00k7GXijIDndidl2B46p/wBCPC37zf8Az1I3j2Bp04R4VPron/z1HqT/AAlFCPlnEPF7eiBYW06qWGMuieR0XbHjuJ2h4T4UZ6qE/wA9S03HtMy5/Ehws8nvRP8A6RR6mTxE0hCPuef5SSpGRnuvQHca0Rf8XwfwvbuaN/8ASJ7eMGQPY9nCnC7SNQTQk/S5T6uT8P6o2hg82cRiFO6lqHwXvltmt3TOSZJWNJDL9XaALs6jjoZi6XhfhZ7ibk+YHX/aUcfHlMzV/B/CsnTWjk/pFCyZPMSz2q+TlhBTRPGd5lb1LdB7LqOSubF6NPG1viRcr0fDsUw3iXh/ibncMYBRS0mGmogmooZI5GyZ2DrIRsSvJ3nVWhN5G01TRlLM4/dNeglp6qrP1TfUckRuI5IBfe2g1tpdUsS5QmdyA4R6Wzb7a/OoGFo3KjnkzBaUUlkuNMjc43slY1xu4dDqVE5Ky90Oay+l6JEq2OYRDrIQ4WQCLq5DbyaUw74xL9xYuVXVPBPk0pj0GMS/yeNZZf7fqiYeTmUikdG5oBc0gP1BI3TQFqQIAlsngJ4agI7IyqZsady1NAr5U3KrWTwTDH4JQKzgmOCsPb4KNwUAicmKVwUbkA1LK7M++VjPBosEJiggRyRyVIhYampUIBiL2QhACEiEAiEOQgGoQhVJBFxbbXugb67Ida+mygCXQhCAEIQgBCuSQxspYpRPG5773iF80du+ltVTQkEiVIoAIQhACEIQAhK83N7AeASKACalKRQAQhCAEIQgBCEIAQpGNvfbQX1UakArMU0kbJmxuIbK3I4A7i99fcqyEAIQhACchCAW/Qk2Ra7rNueyRCAEIQgBAF+qEIBqchCAVxuALAWSIQgGpykkfndms0eDRYKNACEIQAhCLIAQlvYEWCRATz1Ek7mGQ3LGhgNgNBso2PLSCLaG+yYhASTyumlfK83e83J8Uy4y2tr3ukSkWO6ANk+JrpHhsbS5x0AAuSo1oNpallE2uYLRczlseHgHNvoN0Jqyg4WSgXullY+N9pGkO7FNabKSAVnlw+al5ltMHWEdtx3uqxNzcpFBIt0XSIUgljyl45hOTrbdJ+pSwhpd8YSB3AuhjHOBLQSALnwVkBHJqc5NVQCEWU0MLppWMjaXSONmtaLklTQGAaA3ViFMdEWmxCkhFleKpk+SSxKfySGZiDYJeYG9E0y5lrwuyzI3EKej8zk5/nskzPijyuW0G8nQG50G6Y6NgjJLjzNLC24UPLJ2WbsgR4byxkJL76i2yZEbPBte3QpLWOuoQxup10VPJNFiE3mzloOX07Aae5NmaTJcCwdqPBNbo/RLJcabqpquiNu6tsLowCLC4uFC9hY+z25TYGyd9gSNAhMOGP5hI1JTHEa39lk+EgG5FwmXA3F/C6FpPgjdcFEkrpHgv1sAO2gSG53TbE7BDIe43NwLDoL7KePQ67KAAgDxS6qeiy4NekDQQTy3j7W6s1FU1kbIrsIaNze4WTSXF3E6BRvzSZ3NuQNSjO5Z9kOEWKqPQOZIHA+OqTzOcRxSGJ4ZLflkiwdbe3dUXOdexVymlLBm5hzx/Wxv1RWc6nGb6O28n0UkeA8bXH/VDgf9YxedyaHVei8AVH/QPGwIuX4Q437fGM/CvP5Ji92VwabeC5cX/JP6r9hlUaVFW6bdOI1SALoORg0XU7ANwCBbqmMAAuUGS50QslXZcQhC2OYHIQhAC6mb8jSj/Zib7jEuX66Lqph/Y0pf2Yl/k8awy/2/UtDyc25znABziQwWAJ2CUBIApWNW6Kisap2ReCfHGtCmp7nUXCuogpshJ6KQU5WrHRk9Fs4Lw3W4tOYaKmfK8auOgbGO73nRvt9ivsK9ukcm2kJ6JJqKUQc7lPMV7cwNNr+te14P5P6Kjs7EnsrZ/wAzjuyFnt3d8w8Cq/lDY2nwrDIoWsijjmkAjaAxg9DsFp6Lo6vszUHJnhssdlWeF1mJYZFI0yUgDH9Yr6ez8H/sucqITG8hwIINiCLELCUGuznqik4KJwVh46KFwVAROTE9yRygDEiVIhIxyEIQDHIQ5IgBCEIBHISpEJGoQnOaQL20VAMchCEAIQpXBnKBBPMubi2iuCJCEIAQhCoAQhCgkRCVIgBCEKANQhCAEJ101ACEJ1lAGoQhACEIUgEIQgBOQhANTk1W4oRJBK8yMaY7WYd3XPRAVkIQgHvaWmzwQfFMW/xlCIMbdGwWaKen+eFhWD1UKVpMlqnQiE9hAcCRcA7d0szg+QuY0MBOjR0UkEaW/ogWHrSIQAhCkMMjWBzmkA7GyAjT3sym2YHS+iYhACEIQBdLYkEgaDdIrUNTNDBNDHI9kcwAkaDo+2ougKq1fqmz6gDDvMabmc4ymqy/G2tbJfsspCAEIQgBCEIAQhKgEUjbFpzHXomIUgc85jcpiWyRCRXCyRTQv5UoeADlN7EXBS1EvOmfKWsZmN8rBYD1ICBCWyAEICye0kaDqi3dDRdSSBBAvY27pXAF/oA28UAE6a2VmGMAXIQslZCGqxSSzUlRHPTyvimjN2vjNiD4FLludFYfRyxRRySRkMk+ST1VkXWN1aKl3WtfRTVMJhkDeZFLcA3iNxqL29iOWOpsO6dUQxxTPZDKJWDaQAgH3rRJlaK7lI+IsDDdhzC+hvb1pzwTkblAI006pzi4sY14+TtooCEijuCdNLadT6k+ZrYgLEkPbfUIYzQk320t3RPcDKWC5Isbm48FPSLlV8ZADraPvZRqd0Z5We2l8m/WyY0AkX2WTIE+S7e9uqWQASHI7OO9kWKHNKqT4B1ifQ27JzLX1TWsN9NCpooiQhaPY6GJ7nXhYZANSLaW8VPJhtXHXCkngfT1JcBy5RyyCdt9t0U0roQbDfS9tkVM0z5HSTyvle7Qlzsx+dQbVGrZXlg5NS6GYhha4scRqLhPdRzRUrKh0ThBIS1sltCRumxxiW93MZYX16q4+WWWjgg5kj2C+WM7D1IIQTt/6MtxskcRpb2qzNSTN1MbwO5CrZTfZSZuDT5J2uPJNioea9rS1pIB3sd1YiiItcb6KIxEuI0J2QtJOiJzy6QueSSTck9VI6S+t9tEyaJ8Zs8WUWpNgL3Qzto7zydm+A8ai2v1IP3WNcM3SS4XceTc/wDQXGpP/dB+6xrkqV0fm8kRhYZC4ESX1HgubD/yT/8AvBfukRzxDlscNzuE1jbRH0db7rQqI2gMFvTtqoakfjcd7rpLzx02UJelyDcdDsolNyyTYC58FLRSGnqo5mRxyFmobI0OB9nVQczVkiEqRbHMCEIQCtXVzfkaUfjjE38niXKLrJh/Yxo/2Zm/k8Sxy/2/VEw8nNMVmEKFiswjVbogu00VyF13DmA1WKTCGhppaiT7WNt7fgXM0W4Xt3kVcGuxM6XMUY18XrWLNMGH1pqI3BuAoKW0uMPEkg2poXaD9W8fQPeusZFHDCyCGJkVOw+jDC0MYPHT6d1cqg0HMz5B2VN3U30tc9gvThjjFWdaisLquQsMozvZe2pF7XXn3lbc1uE4e5jtqp4/3a0OIeN6TD88OHBlZUDTmE/FM93yvo8SvJ+JMYqsWmfPXTvlk6X2A7AdAuTLO+is8u5UVvPLHdR1MkFUwCZtyNA4aPHt7eBWK6qsdU9k99brHdZgxKyjdCOYPjIvth09fZZ791rMqOWbh1vV1WbWFpqZMjAwX2HRZTSRm1RDTy8moY/IyTIb5Xi4PrUTtSlcmuWZUY5IlSISMSJydK4yvLja57CyAhQhCARCHIQAkSpEJBFyBa+hQmuQCIQhACEIQAhCEAIQhAC1XVtG7BWUbaCLzwSl5q8xzlvRttllIVCQSOSpHKACanJqgAhCEAIQhACe57iwNJ0GwSJqAe0ljg4GxGoQ95e8uebk7piUGyARCEIB72OjNngg9iExOcSTcm5QgHhl2l1xp0vqok5BNzfRACE1OQApImlzwGi5Oia3fZepeTnBMOwivw3HeLGGOOaZow6iyZ5Kl+YASFh/Kh47+Krlltjfb9iYq2ZvlpwR+CcWxxvJIkooHB1rA2Zyzb2xlefuGq9jruKW+UGjk4dxyZsNZFO+TCq2UAAOJOeKQjZrtLHodCbLzTHsCxHh/EH0eLUctLOz7GQbjuD1HiFlp5OMVDJ95L/ZpkVvcujFQhC3MgQhCAFqVmM1VXhdNQzFpgprmPTXVZatVlJUUUojqoJIZC0ODXtIJB1BQFVCVwSIAQhCAG2vrshCEBNKGNDOW8kkXdpax7KFCEAIQlda/oXt4oBEIU8IhLZOa9wcG3ZYXuexUggSssXamwQhACmijz5iwXa1t3E9FC85jsPYgaICzTwTVMmSCN0jrE2aL6DUqs4Ebq0yWSA5oZS17m2OW40PRQBpcdBcqSRiFJEWtlaZG5mA6tva4SOtnNhYX0CggaAni4PYp8j2uDMsbGECxtfXxT443yAljS+wubC9gpLJWRPcZHlzzcndXpsLrIMPp66WnkZSVBIilI0cRvZUVdglMrAyaZ3LaCWtJJAKF4V5KzG6q48xcqMC/M+yCi0tcBCF1wSNPZS+kQATsOqiuGgWOpUjCS0neysifyJGB03xIt1fqbbBKyNpie3K8ykjl2Og7qMHVTGVpfdjcgtte/tW8OSjGT0ksN89jtqCCmRxFzwB1U0LXOkDYwS86AAXutmjo6enI86f8ZvlB2UrHuLY42MZQUwpwDKOaAPijoCb63Payz6lpNU+aH4pma7Wtdq2+wV7E3QGZnIGuUcyxuL+CjjkIyOYLPZ1UyS6NnFMqVcEU1ZPyWtpYiSY4yS+3Zl9yeirGikDyN7G1x1XQ08LcRxKSerqRDI/PKZDpdwFwBbuVI+kLI4y9hGZucEjcd1X07JWnb5OfZQu9dt1I6kFtLnrqttkQiuXSZLix8Qq8ssEZ19P1Gyo4Uaeil2ZPmp7LSw3A5qrlENtHJOyn5jh6AL9rlLz4y17haMNFwDrfwVOorp5G8sPeI7AZQbA/wDN1jL8i8FjhyyfFYIKGpfBBUiqEUrho2zD4rIfHtrqeisiGR0L5rXjaQD7f/ZOmdzX5stjYDe6qVnU+aoovic0p7bxHcHt4KzHG46WBVplLfcC47oVWJt8FzhuiqMXxSKhp3XfPcBsjrN2v19Spvhghq2OnZzGMk9JjTYkeuytCtfS1LKiCW040NhtpZWpMXOIN5FbHFJfRsmWzm+1V5O9LG4bW+TPkAn5k0zbMJIJB1N/BZddFyCALWtcEdVs8nlOex4Ifbr2WdWtBivcGysZZ4fLb7Mh5JGpvdIGOBuLg91LKS91za+2gslkIboCDbsrI8ykzsvJ6CMA42P+Kbf72NchSC8oXZeT6zuHeNvRt/0T3/wsa46kGpXJi/5J/VfsjWK5iXLOcHvsT1uo3gOYQR6lbcHR04Ak0k3A++ovjYTzyWAh1wCRe4sdQuo6ZquzJBdDIHMNnjYp1MYhMwz5+WNw3dSTuM0z3kC7nEkAKBzSHWIIKg4ZUnwWb6oPgkQtjjBDUIQCrrZz/Yxox/jmb+Txrkl1sw/sX0ht/wBdSj/8eNY5f7fqiYeTnGKzCdVUYVYiK3INejdYhes+SWfLJiOv5Uz+OvHqeSxC9M8ldRllxAdeSP44VMjpWel8IW7VRR6Xj2Mx4Thk9YYecyO3o3tubLx/iPi7EMXuyebl099IYtGe3v7V2PHlZbhOvJ+1Z/HC8TkrPFa4M7lGmel8dwrFmVeUaM9Rfqs2pmuCqslVfqq0s1+qs2eCRzHVRRyOEoAJFyh7rpsP9sR+tZkGg1tgq9b/AGzJ6/vK43ZVsSGWslb2P3gpfRWXRUcmuTnJrlQqNFgbkXHZNclckQDUiVIgGIcnOTXIBEIQgBIlSXFtkAIQhCRqRK5IgBCmhcxufmMz3BA1tY91CgBCHIQD2ZLnOTa3TumIQgBCEKgEQhCEjUJzk1QAQhCgAhCEAIQhACEIQAhCEAIQhAOQmpyAFYgqX0zrwiMn9PGH/SFVQgOswfjbGMKeHULqGNw6+Ywk+/Ldd1h2J0/lGtA8U1DxXELwSOdaOqA1sCblr+w29S8carWH1U1JXRVFO/JNE8PY7sRsscmNfejxL3NIyfT6PUaDgkQNxiv4jqI6DBcJndDLLGfjauS/1uK/Ujr0v67U8S8rONvphh+GQUVHhcTckEL4xUva3xklub29XqVny/Y5LiXElBTsky0sdDT1AjboOZLGJHPsOpzD3Lyhp1WWGDzxU86TfheETN7XUTWrcfrKx5dMKXMftaaMfQFlPdmdfS/gLJiF1KKXRm232SwmMStMgJZfUDsrWKuopK+R2GRSRUh+Q2R1yPWVQUr2WY11xY9LqwIwbG6sVNVNUyB1RK+RwAYC43IA2CrIUECvtf0L28UX9GyRCAEIG+qV1r+jt4oBEJbaXSWQAhCEANBJsEJWkg3Bsiw9aARKkSoBbaKxTTOgk5jQw6Eek0OGotsVJ547zAUvLgyh/M5nLHM22z728FaixTLgUuHGjpHiSYSioMXxzdLWDu3grpLyTwZCRO0smqpAqsQTy08meB7o5ALXBVdazKqgGAupjQk4mZ8wq+abCO3yMm2+t0JRlOSJUiAVqu0dZJTNk5RI5jcjhfcKm1bGP4FXYHPDFXsbG+aJs7A2QO9Ei42TgvG18yMx4AsQ4G4vbsrU1NUNhjqZIZGQSk5H5bNcRvZUgLlX5aypkpIKaWaR9NCSYoy/Rt97DpdCVXkhdcRA9FHmKDc7Ia0ZL9bqRY8E3VhhIjsq7BYq+yqJhEWSPIDe+XX3qyLIjaCbkA6alSQ6yD1rQgkhxLGIvPXR0dPNKwSuii0jboCQB77Ja6igp8YqIaCc1NNHKRFMW5DI3obdFeEqmi/p7ujbdhDqTliFwjqHtBu2/oAjv3WfXYXVUoB5TyzqbLpceqp6NsUbAwP5LDJIdT8hc23Gaymfm5weexAIXp5/TUtrN3FY+GVIorutJopGtJsA2ymfiEVXeV8RFXcWIOh9nRQVNYJDeOIRd7ElceRKPTJ3KixFeM66K412YDXQaLGEhIJLtvFWKOtdDnAIs4WIIus1ko0x5kuySvvGbG+uqzHklXK4lwjcXMNxsDcj1qpZYznZnml8wji0xAWPMvcm+lkkUXMeG31KkbHdSCM2t07LOyifuMe0NcbNvEDbTYlQOCuOiNhba211GY76KpdsiaC2PMHa32G6YSe/vU2VOZA6Rj3MaSG726KxWyO1g8FoOg1va1058Loqswsc2Ug2BjNwfUtB03Phka+nY9+YSSS3NyBpb1aqFkwhl5kfoXN/R6KDaFcWb7cMqa6hEfLfz4PlAjUhc9UUMwjvywfSIItYi3ddZgmLMmaG1DX8xm0rDqrOJtp8RiMVObVLD6s6opUe1LSQzQUos80rGtLvi2BnLAYbX1PdUnBdnXYTPUV8rp3RUY5ZJMoIBszwG5XOPpeW6zydtCG6XWi5R4mbSyhJ2dX5OxfhzjYdThQ+7RrnKWE2te0ZsXW6rsfJ1EBgPGBtvhuT/exrm5QIxYHQbkrlwc5J/VfsaYsSilJiNEUgkbZ5NrRWNrHuVboMHp6nD8UfWzTR1vxb4AI7tk1Oe53HQ+9QQzthuY485G7j0UpxaoAktYC2oXZRu/Sdbwo8GaHjIHyEb9FWrsHqTIXMhOQbXOqnkrpZIYHc6NhJIsNx61HHjUsb7SOzs9Stx0Ul9n6aowEIQrHz4IS6WPfokQCrsan8iijPfG5v5PGuNau0qR/Yhoj/AI9m/k8a5839v1RePk5NilYVXBUgK6ChehdqvQvJjL+OcQA35A+6Beasctzh7H6nBn1BpMgM8Yic4i5YL306X06quRNxpHofDNTDTamOWfSO+8oeIwswGpoA69XLlLY272DgTf3LxmaUhxBvddi+QVUb5o5Obc3kcfl3P2/4Vj19FHPe4s/7YK+LDtjwdvxTVPWZPUql4OfdKUnMTqukmpybi7PtgoYg6R2VgufBSeQOzKSkBdKCGkgbkBW6agA1l9I9ui04Yb6AWClR9yygV4dSoMbFsWqx2d94Lq6bhueSg+qFbNT4dQbNqqtxjZIezAAXyHwYD42XKY5NDPjFZNSuL6d8pMbiLXHe3RZuSfCZXIqKCa5K5I5DIYkTuqagGpEqRAJ1TXIQgEQhCAL2KRDkIBfsdkiEWKEjUiVyRACEIQAhCEJBCEIAQhCECISpFQkEIQoAIQhQBqchCAE1OQgGoQhACEIQAhCEAITkIBqEIQDkXsUIQHRcc1Yq8eL2m4FNTMHshYFzqfJI+V2aRxce5TFEY7YpIlu3YIQhSQCkmkDyLACwtoo0IBWC5AV7EoIKesMUNSypiAHxsYIB08VFR081XVRU9OwyTyuEbGjqToApMVoanDK+ooqyIxVMDzHIwm9iN1JPgpOSJUiggEIT2CxuWkt6qQMTr3Fkjt09jrC1goAxCle8PaBYC3VTUM/mlXDOGRyctwfy5W5mOsdiOoQmipsnsALgHGwvqeys4lVee189TyYqfmvL+VC3Kxl+gHQKs0F5DQCSdgFICQASEMNxfQ90wb6otrYp2XS9kAsWXmDmXydbJbXJyXtfTuiBjHyWkfkb3siVrWmzHZhveykDLE7IvtpsganslIGu/ghArLXBOvh3T5WGKR7XtyvBsWkbKIG2yHOJNzuhI8xnLmtomJ/Nda3RANgQQNVBPAmo1Ti4uABOydzCYgzTIDdMUgnjzRM5ocNSW76pou4gexEMRdfYWBNynGMttcg3F9DshYdLG6GRzH2uDY63RFGZHZWC5KRo9G6VtwfFC48R736K7htN5xUxxc2KO99ZDYDS+qrxtvur8UbYRzJjbTQBWRpjhbsKSESyC5DBuT0AVzzwRXbTgMv9k7f/AIKg6rzMeA0AeCiBMlyr3Rdz2r5TRdWT01cyaSWR87CC45r/ADqnNJmJI7pJWsaGWkD7i57jwQw6SZGgi1teis5OXZlOcn2IyQAg2At2W9iMmB/iaw5tJFUDFy6Q1Ehkuy1/QAFtNFz8Lg03ID9CLEKxRzCMSZ4o5M0ZYOYL5Ceo8QosnHLwJEW8wcwHJ1snsaXAlgJsLmw2TGRk3LQSBqbdFZhvYgEgO0IHVYNl0iKylhjPMByh9uhVykopKiaOKFj5JJCGNa0XLydgB1XrfC/ANHhEbKviJjKir3bS3Bjj/V/bHw29fTj1GqjiXPZth08sr4PO8C4RxbFxmoqJ5i/NXEMj/dnQ+xdXSeTmKIf9JYtFG/8AM6aEyfOSPoXaYrixLMrLMYwWAGgAXL1mION9Vw/ac2Xp0ju+z48XfIw8CYMQRHilQD3dCw/QVSqfJw5wJoMWo5T0bM0xE+3UfQo5a54PyinQ4s+M/XCtV6y6kQ3gfFHJY7w1ieCkfVGjkiY/5Mm7Hep40Kymkxm7LAjrbZewYVxEcpgnDJIJNHRyC4ePEHQrN4k4Jp8QppK7h0fGWu6kvc/5vv8AqPd2WsNTKPEzGeBNXBnlZJJJ6lRVAsxlnXvqR2VyWItcWvBBHRHKiMDyXPEuYWbbQi2pv7l2RkcxHRzVFI6OQxSAE3aSLA+r3j3rRrJzzGSs+zHzrNmhIiEkcdxmsJM2u2yuMdzcPDiM+Q29Xih2afLLa4X+ZqR8RTBoZVRMqIyLFsgv8+6ZHRQ1EwngpWWuH5XOJA/4LMhro4T9YZJKD8p2o9ynqMSdycr5hy7aBosijzwdsNSnG8rv/wC9zteGjDHgvFEYMb+Xh95OXt9cYvNqyaPlX3keSTrsF1HB9W6TAeNMlgPqa3ffWeMffXE0hhM4dVcx8etw0gEm2mp8bLHTRqc/qv2PP1OrUmnFDS4vBs4AWJILrXsq75S7W+uykkqnGnjhsy0ZJBtrqqxlNrdL3Xc6PNeRknNI1Ub5i59z8yjfJdEUmSVsgAOUg2cLg+tUK72yyleC19nCxTULQ5gSpEIBV2lVceSGj7fV2Yf/AI8a4pdrVfkO0vhj038njXPm/t+qL4/P0OPBTwVDdOuugoSgqQOVe6W6AtRTyQyCSGR7HjYgrQhxKKfSqAif0kaPQPrHRYt0l1Kdco0x5XHjwb9RCQBcaEXBBuCPAqjFTtjJ5bQLm6rU1bJTAgAPjO8btv8AgVt02MYXRwxTsp5a2v0PJqGZKeI3O9nXk0t9p49lMsnH5mm+L5LOD4BW4lFJURtjio4vrtVUyCKGP1vdpfwGvYKebHsJwL0MHghxatZ/9bVRkQtP+DiPyvXJp+lXN43jmIY1MyXEql8vLFoowAyOIdmMFg0eoLLWTuXEuvYq8v4S/jGL12M1b6rE6uWqqCLcyU3sOw6AeA0WchIpSSVIxbb7BMcnuTFIEchou8C4Fza5QkQkWRhjke24OU2u03BUbkvRI5AImJ6YgBCfn9AMsLA3vbVMQA5IlOiRACc+RzmMaTo3ZNQhI1IlSIAQhFkJBCEqUBEWSoUgRCVCARCEKCBEJUKhIiEOQoAIQhQC9VVzqilpIHMjaIGloLG2Jub691RQhACEIQAmoTkA1KErjdNQDkIGiEA1Cch1uiAEJqcgBCFI0N5ZJdr0Ft0BGhCEAJUJTbpf2oBGuIII0I2TnvMjy55JJ3JTUIARuhCAEa2shCEghCEAIQhACfFI6J4fGS17TcEdE1u6CLG11IB1zqeqUHx2TUIBXEk3StNnAkX8E1CAEIQgBPNsote/VSBrpIjkjuI9S4D6UxpAaRlBJ6nogG2IsSCLp8jg61haw73TTfQXumoB/S9x6lJYZtDcKIDTfXsrLKeR0D5ABkYQCbjrsrIsiVrwQGgm1tVJNBy42Z/lnUBR0sd3gk6bqxKJJXc0tOQnIDbRWN1922VmDXUEhX2wt5N2Ofnc63LtsPEq1Vy0joqZsFEInxwcuVxkJ5klz6fhpYW8E+KWOlpy+wfLs0Xv70RpCC8lf0aaMEi8h2HZUppnSkl513RUSmR5J3JuocxLculr32UNmeTJfC6HsOq3MExejoaPFIJ8LhqpKuHlQyynWmNwc48dFgDRSNNlJEZNO0SOOvVSXMYIBOuhUVwQpBYiyiyB9O7lyB2UPIOzhcK5FTxOpYhCXyVj5SDGG39Cwtbvc39yjhga10Uknpxv3DTqFLTSGKZksZIe03aQbaqG+DWEOeSeFvKikjcZGS3s4ZrC3Yj1qWCPMSewuoLlzy4kkk3J7ruPJfgTcY4kibUsz0lNGamYHYhlrD2kgeq65M+VYsbm/B0Y4b3tR3fk94cjwHC48UrWD6qVMV4mkfWIz/8AsRv2GndXcSqnOvcrexKQyl7tyuYxEHVfOwm8st8u2e36axR2ow66W997rCq5N1sVt7LBrDc7L08R52VmfNKblQ85LPuqjyuxI4ps0KeqIO66vh/GHQyD0tFwbHkFaNFOWvGqTxponFlcXZ2flA4fixbC38Q4dEBUR/29HGPl/wCG9f2/v7rzOnnfQSyObHDI98T4vjWBwAeLEgHrY6HodV7JwRiYbLyZgJYJAWSRu2c0ixB9Y0XmvGmCfUXGqmlaSYmOvE4/ZRnVp9xCx006k8cv8HTmxprfE5jzXKWSPqIiDa4BNxf2dE2J01KKiGnqCY5Rkky7OF7/AHk98LsgcOptbqinl5Z+SLsPZd6VnNDv2I4aOUuu8EBVK1xMzzYhg0C0qmsmqXHsOgWfWOyty3BJ3st4w8kZZRUdsTpeEpHS4Bxc7T0cKA0AGgljXB5tTqu44KkvgPGPQHCTp/nI1wzzcWsNOqwxpLJL/H7HLN8IjcUTOaXM5bCPRF7m9z3RlJ6bpux2W5iNaSDdOaw2upGQyPa57G3Y0XcRrYeKkhzzBtLG0Eyytsba32tftqm1lvzHIQbC41umqTAcmp1tLpqAcu4rdPI/Q+OOzfyeJcKu6rBfyMUJ6jHpx/8AjxLmz9x+qL4/JxCLojykPzkjTSw3KYukoSXRdNRdQB10l0y6EA+6S6ahAF0XQkQAhCRAB0TErikQAkQhCRrkjkqagByYlckQAnsIabkXTEIBScxuUMOV4NgbdChIpAPN3E9+yRDkISNRZCEAIQnIBqEJ1lIGotoO6dbxRZANQnJqAEIQoJBIlTgLlQBuyatLFcLrcKnENfTyU8hYJA2RtiQRcFZyoGmuGIhKkUAEK1h8sMNbBLUwCeBj7uiJtmHa6jqHMfM90LOWwkkNvew7ICFCEKACEIQAmoQoA5NQnKQCE1OQAhCVAIhKhAIhKkQkEqEKQCmZGDC+TM0FpAyHcqFLdAIhL7ElkArhbqkS2RZQBXAaWN01KhAIhKiyAE5jbnZACmY0q6RJE1tzY6JC1beAYP8AVWrfA2rpqUtifLnqHZGeiL2v3VG5iiliyMJdb0iNRbsrbHRbYULJwGqlbGbqVkYAu5QoEUVshSZSFNJJc6bJGEEG52SkKIxcItpeylABGh1TS1KIG2221TrWuhoF0vyTv7koCAKSGxeA82Z1K0KOvjp6N8DqOnleZWSCWQHMAPsPUeqq1MomqJJRFHEHG+WPYeq6UW4QQaPVi55P1waO+T99QsNrG1rJXG5Umt8Go6Kj8wjkFSX1JPpR5dGj191TmaWnQgjwVe5A8FYpjmOuoUmrmp0qoimjAALLkEa3GxUbQCdTYd1NUAteW9L7KH7H9MoMXwxrU5Fu3tSst1FwhArCQQVai1IHio4YszwLhgPV2gWhhlJJVVMcUfLBcbZ5HBjB6yVCRrBNk01PNTnlTMfHIN2uFjsomjUaLTfFM6ovVzc0l2QyF2e9tN1I6kj83keJo84cBy9bnx9SrI6PSb5RUhi9Ox+Ze4eRugbDgOLVxHpyythB8GAOPzvHuXjdPECQvoHyZQX4BaBoZKma/wDsheJ8Wm1hr3aOvSR2zTJp3CQEMOyxKyPQk9F0tVRGElwG6xayO5Nuq8rFJeD2MitHJ18ViQDcDqufqotSutrIr30WFWQ6nRepimeXmgc3UxDJe+pO1tlQljstyeHfRUJYV3wZ584GcBqrEOhCe6LwTo49QrmVHT8MzmOZnrWn5WqdkjcHry0kyQOpzYdWG7PmePcsfAWHms9a6LyoAnhbBw3c1Uo/2GLka/rxZ6ON3haZ5FU080bmExyB52LgkFG5oLn9luUdG4/Gzl/Kbvr8yhxuWINjMfoPseY0DQdrexe9iw0rZxTpKznqi8d9DrtZQR04mp55DnvHa2mguev/AAU80zO1/aqU01wR0KvSOVs6zhCKJmCcYNYCbYSfSJ7yxjb2rgJI8rWEkekLix8evZd5wOHDh/jQPBu/C2Wv/lES4SUOa/K8WI3C4Mf/ACz/AMfsVn0iJzjYC+g2Uep9inkjygG+p6dk6jkEEzJjCyYRkExuHoH1roozIhJlaR3U1DWT0U7Z6WV8UrQQHN31Fj8yjlbnL5QAwE3t+BDmxiJhY4mQk5mZdAOmvVRbst0SpqEIYAhIhAKu6rTbyNUQ749N/J41wi7utH9haiPbHpv5PGubP/b9S8fJwqAbG6RF10lBSdUJEigkckSI9qEC3QkTUA66LpqEA5NukQgC6HJEISCanJqARyRKkQDUjkqRAT01NNVTCOnjfJIbkNbvoLlQbFK0kG4KRSCRnLySZi/PplAGh73UaEKUA3SJUWupokSyE6ySyUBEJUJQBCEIBEJbIspAiEIUAEIS2SgMT2OLHgjcIylFj2UUC9iuJ1uKTsmxGrmqZQ0MD5XF5sNhqs5PeSXXIA9SRVolu+WMQlsksooAkTkiqBEJUWSgIhFkKoBCVouQO6HCxsgEQhCAEISoAahCLISCEtk6ykDEJ9kWQDEWT0rgNLKaAxCLIsoJHW0vcJqdZLZSCeh8386j8+Eppr+mIiA+3hfRQG19NkWQgCyLFanD8NBPjNFFi876fD3SgTzMbnMbL6kDqnY5BQQYrVx4VPJU0TZDyZZI+WXN6Ei+itQMlov1siyk30sFJFC52iJWTQyNpJWvQS+Z1FPO2KOUxSCTlytzsdboR1CZT0ZaLvGninyuij6gnwXVjx7FbNUqEqS6qqJJi1jHyOLyI2gAX7DoFG5rIx6drpj6onRgsq5JddJSiug+SV8rPtVVmlzHTZDwct9FC5YSk2ZsRyFI9gAYQ4G4vYdEgjJOizKjGmykbci9tFL5vYDObE9FE5tjurUy1MRK4eiDr6+ieJJGwviB+LJBI8R/7qNCorU9pGQ336JIeXzBzc3L65d03qgJ7jJe+vZAKjafBSWINiCD4qS9klzaylpCeawDqVXz6eKfC4iQZDqheMjQxNobMMhBu0HRUZYzE7KbXU85Lm2Oj2dOqrtNngvFx1CgvllulaBoFiSTfoFK0s5YEZkFx6QNtT4Kve5upGaqTNFiPM4gXPgFsU1NIIw3Kb5eZpqbd1EyE0g5cgHMsCRfa4uPpSNJBvfVTR2Y4Jckwd6Wh9RU7JRex3voVHFETHm0HgmMkyyg9jdUmjan5NemDByPjA98gLyB09a978kU7Z+EquG95IKsv9jgD9IPuXgNHmJ2vYdOgXqPkbxgUePuoJ3Wgr2crXpINW//ALj2heN8VwOeB12uToxcM9LrY82rOu6wayH3dV1NfC6Fz2W32Kx5oS4at0K+cw5OLPYtTgctWU6xKyn30XY1cAtZY9XT76L08WQ5MuM46pptTos6WA9l1VTT9lmzUtjsvRxzODJiMAwHsnsg12Wt5ueymhoi52y3UzH0ixw/RudNHp1Wl5R2mVmD0NwxkUclRI89M5AH8Qre4VwuxY5+g7nS3iuD4yxOPEqmtrGTsyTS8qKMalsTB6F+1xr700sfW1C9kdGWsGGn2zIkxOADkPb+N72uNx4rlMb5kdS9r726HuOhVupjcaYS5gRmyZQdduyiIhFKHSOZKTcCHXOzxJXvSdqjyHNy7MEgvNgoaqJ0Mr45BZ4NiL3VmUNEcjTYXI9I9FWq5C+Qh1vQ0FgsTE6rgN1sF4xOtxhYIN9rTxrjahwOfPnM+Y5iV2vBXLjwPjS13h+EfFki1/j49fmK4qJkL5KjnPez0SY7Nvd3Y66DdceJ/wBSX+P2LS6RVcr0UsApJYyXjYnW2c9rKo21tRc3SSRtETHh4LySDH1HiulOuTMhfIZLXJNtBfordPTCSifPz4gWyBgiJ9N1wdfULfOqjRdOzGyovzJLDkXQ5NQxBIhCkAu6rT/YWov2fm/k8a4axAB6FdzWWPkWoh1GPTfyeJc2o7j9S+PycKkQi66SoJqEKCATmWN7m2nZNQgBCEiAVIhCARKkSlxd8o3QA43SITUJBIhIgFVqpigjhp3Qz8ySQEyx5bcs32v1VRCAahCc4aDVANaD2SKRk0jI5I2OIjktmHeyjUgEIQpQCy6fgDAqTiXi3C8Gra7zCKumFP5zk5mR5ByaXG7rDfqubvoBYetXMMnkgq4pYJDHLG4OjeNw4G4PvViT6d/rVW9OKx7cO/8A6qVvwVIyfT4qFvDD/wD+qvoXg/GYuIuGMLxeC2Wsp45rDoSNR7DcexbSw3MH5hYtRS4fWz0k7cksT3RvHZ4NiPeFQXqnwi8F+o3lVx2JrbRTzCsZ4iUBx/2849i8sct1ICWXR8CcOVHFfFOF4JTG0tdOIs5F+WN3vt1s0E+xc6Bqvo34HvDvnnFmIY5M28eHU/LjP+Fl0/itd+7USdKwazfgq1FteKKa/wCx7v6Rcn5T/IJVcE8Jz44zGI8RjgljbNG2mMZY1xy5r5zsS3TxX2osLjXBW8Q8JYxhDw0+e0skLb9HEHKfYbH2LFTYPzTkbleQo1oYlC+Gpe1zcjxo5p6HYhUVuAAuV6z5FvJJP5R24lKzEW4fBQ8scx0HN5jn30tcbAX9oXlkLSXABfdHwYsEGEeSqjnLbS4lNJVOPW1+W35mA+1Vm6QPO3fBVd+i5n8G/wD9Vcb5VfIdTcA8IS4xV8S+dSmaOnggbRcvmOOpueYbWYHnbovtNfJnwweIxUY/hXD8T7x0UJqZgD+WSGwB9TW/7xZptsHzSW6puUr1TyLeTeLykYvXUU2IvoBTwc7MyESZvTAtYkd17F/WrUf6KZf3iP6RWbSJPknKUZSvrb+tWov0VTfvFv8AOR/Wq0X6Kqj94t/nqN6B8k8tJkK+tf61Wk/RXN/B4/pEf1qlH+iuX+Dx/SJuRB8lZSksvqLiX4NNHg3DmKYoeJZ5vMaSWpEfmQZmyMLrXz6bL5le2z7IqfRJXyoyr3HyM+RWLyh8NVOKvxo0BhqjT8oU3NuMjHXvnH2/zL0P+tUpCNOKpQf2PH9IodA+SbWSL0byy8BxeTziiPB4q81/42jqDMYeV8ovFrXP2m/ivOnBVAh1SJUISCEtk4BANsnWUscRdsF6LwF5IuJ+Mo2T4Zhr46J+1ZV/FQkdwTq79qCrUQebtjKfy19Y4H8FuljYx2OcRSvk+yZR04YB+2de/uC6T+tn4OyW8/xu/fnRf0aWhZ8U5U2y+sce+C3Tuje7AuIpGP6R1sAcD+2Za3uK8Q488mHEfBkjzjGHyCkvZtXD8ZC79sNvUbFSqfRJ57ZCmfGRoUPjaIw7MCSTdvZKJIEWT2tutLBsHrcWrIqXD6WaqqZTZkMMZkc71AapQM1rSlyFfQPB/wAGziTEgyTH5qXB4T9i486b9y02/wBtem4b8GbhWGL8f4pi9TJ1MZjiHuyE/Om5Iiz4xyFJlX2nW/Bm4QmjtTV+M07+h5scg+eNeccWfBjxuijfNw9X02KNG0MjfN5fnJafeE3IWfOgOhFk9jS4rXx7h3EsAxF9DjFDUUVWzUxTxlpt38R4jRMoafLaSQehe11rjx73RpBWxlLh0kguRYK2/k0gs0Z3+KsMk5khk6DbstPyf8Ns4x4vocIlqnUwq5uUZWx5i30Hm9ri+3zrqmo4laNZ1BHKVFU+Q7qvqbr6s/rWKX9Fc/7wH9Imn4K9JbTiqUHuaAf0i43lt8mPqWfKsMz4ZWSxmzxqCo3ONz4rc4z4erOF+IK7CMRZkqaOYxOIFg8bh48CCCPAhYKhi7Q97bMjOZhzC9h016qN7C15abXHY3QkUECgK4xroqbmMLLk5LdfWo6aLmyAdF9K8N/BlfX4LR1mI4++iqamFkslOKPOYiRfISZNSPUpTrsm6PmV+Y7lM1C+sH/BXgI9Hit49eHg/wDqLxPyycBR+T3iVmERYga8GljqDKYeVbMXi1rn7T50tMi7PO9UWViGMOk1X1FQfBfpKmhp5/xUytMsbZLeYg2uL/mih0uxZ8rZUZSvrL+tXpP0VTfvAf0id/Wr0X6KZ/3iz+co3IrZ8ni4cCNCOydd2UjoTcr6t/rWaP8ARTN+8R/PS/1rNH+imT94D+kTehZ8n2Ke0HdfVh+CxSW/vpkv+x4/pF4z5Z/J7D5O8fo8LgxCSv51IKl0joRHYl722ABP2ilNMsmcE48xuckB97Ed/FNa1pa+7rEbabpWEWN0x/VDYaBqrMMd7lgJsLn8KrKyx1icgyA9FKIRcpvrgJPVXcQhbSyiITRSmwfmjOmvRUom2hz3Fr2tfX3JRlOfObWFxpuVf8jrTSjRMyQ2sCrJEzo4+Zaw2NlQY1x2C04KiMUmSSMveHAtObQd9PcoSvs1g77H0xLCt7DpXRETRzcqVpBbbe4NwR7lz5nvawAt2VyOqc4AX20Wc8alwdGOUUz6k4U4gp+LMEZOzIyuhAE8I3B7jwPT3KSphAJBGi8CwTiCrwfFIK+geylkjaGZATZ9gLk9722/Ava+FuNsF4sYyBzmUOK9YJXWEh/wZ6+rdfIa74bPTTcsauL/AEOrHk9J14IaqEaggnsVlVFOdTZdpU4aQ4hzSs+TDwei5sWZHZvhM4ippRvZZ76QOOi7uTDv0qg+pIJPorvx50jKeG+jimUBJtZbGF4OXPBcNF09NhAJADBfxC5Xi3jamwSKSlwl0VTiFrGYaxw+ro4/N69lvDJLO9uJcmcowxLdJlPyjY+3A8Mfg1I4Ctqo7TWOsMR6et/0X7heNy1DrnXfRWKyr5/Nln5slXLJndM6S5Pe/is54cQXAXAOq+g0eD0YV58nh6rM8srJJKrlSh1K54IaNextqsx8pD731ve6mmzRgusLXtYqm8rrOOyWudHNCOXHawvJre57rPsZpHl8gBNzcqSR3RMcGiK4ceZfa2lvWnkhs6zgZv8A8N8b2G2Fg/76NcbFUzUwnbA8sE0fLkA+ybcG3zBd5wBNE7A+OQYdH4ObNvtaWNefzFrnExghnQE3K4sa/qT+q/Ys+kNYALk+pNLUapdbXuO1l0EUII9CegUlC2IyPM2fRpLbC93dL+CY6N1rkG3ddBw1SGFkmKPbTyxUxHxUwuJHHYEde9vBbabC8s0kXUOTAckSuSLmOQfFl5rOZfl39LLvbwSz5Oc/kZ+Vf0c29vYo0KQF13Fbp5GKI98em/k8a4Zd5Wj+wtQ+GPTfyeJc2o/t+qL4/JwaahC6CoJEIQAhCEAIRdJdCBUJEIAQmoQA4pEIQkRCEIAQhguQLgetDtCgGoQhACRKkQAhKhEAUkLrPBUaVu60B9s/BL4g+qfAFRhUjry4XUENH+Ck9If7XMXuQXxf8EzH/qb5Qjh0jrRYnTuhAP5o34xvzB49q+z1z5FTJR8q/DKwLLiWB42xuk8LqKQ+LSXs+Z8nuXzCRqvvL4SmCfVjyUYhIxt5cPkjrW6dAbP/ANhz18JTNtIQtMb4A2FuZwHivur4MvD31D8l9LUSNy1GKSuq3X3y/Jj/ANhoPtXxXwzhk2L41RYfSi89XMynj/VvIA+lfpHhdDDhuHUlDTi1PSwshjHZrQAPoTI+KBdQq800cRYJJGNzuDG5ja57DxVhYknwV8Inh5/D/lNxhjGBlPUy+eRWFhklFzb9vzB7F5VbVfWPwx8A5lLgeOxt2z0Mx/3kf0Se9fKRGq6IO0QXsDopsQxKnpadueeaRkUYHVzzYfOQv0nwPDYcJwWgw6nA5VJBHA31NAH3l8RfBrwL6s+VTCM7bxUhNa/T8zF2f7RYvu1Z5HyBrnANuTYd1+dnlR4iPFHG+M4tmL46qqe+K/5kPQj/ANgMX2x5beIPxN+TPHKxjslRLCaWDvzJPRBHqBJ9i/PyZ15PBTjXFkn0b8DIf/E2PntRM+6L60XyX8DA24kx4f8A2Uf3RfWapPsBdF185fCr4nxvhys4e+ouLV1AJYZjIKad0YcQY7Xsddyvn0+U3jIm54oxv9+yfhSMG+QfofdC/O/+qbxkNuKMc/f0v4Uw+UzjE78UY5+/pfwq3psH3b5TLnydcUAdcLqvuTl+cU31xdTWeULiurppIKjiPGZIZWlkkbq2QhwIsQRfULlHG5VoKgfZfwOvyPcU/ZI/co172vA/gcn+x9io/wAZH7lGvfFlLsHxX8L4f2TWH/7CD6ZF4I7de/fC+/JLj/Y+H6ZF4I4LTwERWSgJ1kWUUSACs00BleAooxcr6O+Cn5P4MYxObiXE4OZS4fKGUjXjSSe17/tRY+sjspXuwzrvIf5CKSgpabHeM6US1rwJIMNlF2wjoZR1d+k2HW52+i2gMAAAAGgATlznGPFGGcH4LPiuNVHJpY9GtGr5X9GMHUn/AImwBKzbbIOjQvijj34QXFGOzywYNMcFw+9mx0x+NI/Ty73/AFFvavOvxdcS87m/igxcSXvmFdLf+MpWP3FH6OKrU08VTDJBUxRyxSAtfG9oLXA7gg7hfHfk4+EJj+B1EVPxE92M4dcB/NI84jHdr+vqf7wvq/AOKMJ4g4djxvC66KXDXtLzMTlEdtw+/wAkjrfZQ40D5p+EB5FYcFp5+I+E4CMMb6VZRht/Nv8ACN7x9x9j6vkfOb47OsvrTyrfCDw+jp6rCuEI4cRle0xyVs7b046EMafrnXU+j+qC+WaOCWvxCOKCIySyyBjY2jck2AA9ei1hfklM6XyZ8A4nx3j0eH4dHlY30p53N+Lhj+3P3h1PtI+2vJ7wBgvA2FxwYPSg1LmgT1kgBlmPieg8Bp9Kg8lHBMHAvCdNQMZG6vlAlrZm/lkttr9hsPf1K7tZylfBAqF4d5ZPLjS8HVMmE4CyKuxlukznG8VMext8p3hcW69l8y4/5TuLMbqXyV2PYkbn5EdQ6Ng9TG2HzIoNij9CkL89MB8pvFuC1DJaDiHEmWN8sk75Yz62OuD7l9I+Rvy5QcU1MOEcTiGlxSSzIKlmkVQftSPsHn3Hw0BPG0KPUeNeCsE4zw11Dj1KJwLmGZvoywOPVjunTTY21BXxl5WfJ7inA2NMpap3PopbvpqprLNlb1uOjxcXHqPVfe3Rctx/wrScZcLVuEVYYHSAmCUtvyZbHK8e/XuCR1VseRwZMXTPz/q5o4YBDCbk/KK7/wCDYAfK5g2cXu6S1+/LevOsfoajDMVqKKthMNTBI6KWM/YvBsR7wvRPg02PlbwL9ck+5SLbLkcjTJOz7sQhC5TI+ZPhb8FmVtNxXRMu30aWtAGx/K5Pnyn9ovlppEUhL4w/Qix+lfpNxRg1LxFgGIYTXj8bVkJhceouNCPEGxHiF+efGmCVXD3ENfhVe21TSymKSw0JHUeBFiPAhawd8F4vg5yyUC5TnBXMMpn1VXHFFGZJHuDGtaLlxOgA8SVKQPYPg18CHiXi+Ovrob4bhbm1Et9pJfyuP3jMfBvivtpcH5HeEBwXwLRYZJkNa+9RWPHWZ1rj1AAN/arvFlJ2ygi+NPhfD+yZEe+Gw/x5V9lr42+F7+SVB+xsP8eVTHsI8Pox8cF+lmFC2G0Y7Qt+gL806TSX2FfpdhmuHUn6y36ArZOg+y4hVMQcW0NQWkgiNxBHTQr4Cm8pXGMVmM4nxoADfz6Uk/OqQi2D9B0L88HeUzjEn++jG/39L+FNd5SOMD/2mxv+EJfwq3pk0z9ELhfH/wAMQ/8Ax9hh74Yz7rIvLD5RuLj/ANpcb/f0v4Vi43juJ43O2fGK+srpWNytkqpnSkDewJO26soUEig09ErgQbPBHgiMgsIsS87EK5PSTxwQTTRkMmaTGT1ANlejZIrQxucDYX8VK1htdIxtjqrkLQW3KlIukOw2fzSpZK6GOYC/xcouw6W1srGJUMuH1IgmMbn8tsnxbw8WcAQDbrrqOihMTouXJlIDtWnvYqzhvmZbUCsjqHHlO5PKeBaToTfoOo6+CulxRuuqGGQcwujaIg+5DQb2HZTfEikffmc3MMu1rdb/ADKAQOHRTshOxC0UDVEcYLn9bLosAwqSvrYaaJjnSzOyxtA1JVOlp2RN5s23Qdz+BTsxOWGUGndyns+S6M2I9qusSXZ1Y4qPZsVEZw+fkFkJe06k2erNPVUkgtJDGH926LmmGaY3FyOpSumbFu4k+CpOCfZ0+svY9QwDj3EsKaIxUCppx+VVF3ADwO4XYweUqhmA87w+WIncwyB4+cBeBRVR5ebMNdm/fT21r45Mr3ZD614+o+E6fK720/yKerC+j6HZxzgbgLNrLnpyx/OWViXlIo4GkUdCXG2jpnAC/qF/pXj0E80o9BxlB3AT5iWzem0hl9GlZY/gmCD5bZfcqtHa4hxhUYlUS0GMNvFI0sa2E5RHJ0Om/tXE8Q0hp6kRWN/Hx2+ay0qCcefAwQAsJtaX0yLrU4goxiGGSVPLvPTXEjhsW6AH2be5e9g0EMWOoKjn1Hzws86xGlnoquWmq4zHPEbOaTeyp8t00jI4xd50A2Viqa6KbKCDbW42SPgjnjqHmSOLKLtiNyXa7DT6VWjypoyKiRzn6m6ZWCnEURhlkfIW3lDo7ZD2GpuPHRSFsZikJdaQEZW23Gt9fDT3qnURSNjDyx4jOgcRoVVswZE+VuQjKM5tY32S5WiEF5PMeQW6ggDW9/FDIDJDJICPQtp1N1I6ENpRIZGcwuLOXrcC2/ayiyKO24Ghibg/G7I3CQMwl45jb2d8awXHguQxDApKLCsOrnVFNIK5rntjjku+Oxt6Y6LsPJ2QcC4101+pFhYf4WNcs2SjbhjIvN5TX80mSQuHLMdhYW73vqsdMt+Waf5G6in2ZDMsUhcYxKNRZ2g9eibDA6UgssLEAlzgN1aq/SeTyhGL7DorFPI2EExRRyEkCO97tPU2XZ6Vyort55J4cMyQl9QCT0DT9KuUAvTvhYbRZg8tadLjZSulOHUTJasCSeU6NPQDusx3Ec17PZGWdA1oZb3L108GnpdG8modmEhLa57JF86eYIhCV7jIbvJJ7lAIu7rfyFqH9n5v5PGuEXeVov5E6Hwx+b+Txrmz/wBv1L4/JwKLoSLoKg4pLoQgBCE26EDk6OJ8ge5jSRGLuI6BR3TmuIvYkXFjZACahCEgkQhACRCEAJqchANTul01CAEIQgB1kiEIBUIQrIAhqEKwOk4Gxl+A8T4Zisd89FVRVFh1DHgke0XHtX6P00sdRBHNE4PjkaHtcOoOoK/MSmkyyAr76+D5j31e8leDvc/NNRtNFL/m9G/7GRZZESjucbw6PF8Gr8NqPrFXBJTyep7SD9K/NzHqKahxOopqhuSop5HRSjs9hII94X6ZnZfDXwk8AGD+VXEyxuSKuyVsf7cel/tMeoxvkGj8Fbhr6seUOKvmY40+FRGpN9uYfRjHzk/tV9qWXiPwUeHfqT5Pp8UkZabFagvBP5lH6Lfn5h9q9uVcj5JPBfhFcaOwHiPhKkp3XNFUtxSeMdQDlaPdzfmXusMjZYmvjIdG4AtI6hfCHly4k+r3lQxyoY7NTwz+axWNxli+L09ZBPtX1j5Csc+r3ktwOokkElRTxGjkPjGcgv6wGn2q0o0kCXy28PjiHyZY7ShmaaGDzqHTXPF6dh6wCPavz+qI7Sm23Rfp25oe0teAWnQg7EL87OPcB/E/xri+EEWZSVckTb/md7sP7ggqcT8EHv8A8DjAeXS47jskerjHRQv9XpyfTH7l9MLzzyDYF9QPJVgUD2ZKiph88mB3zy+n8wIHsXobtlnJ2yT5h+GLxHaPBuHYXbA10wv3vHH/AOofcvli+q9F8vPEI4j8p2OVUTr08c3msOumSL4vT1kE+1ebt3W8FSQPpX4GGvEePH/7KP7ovrNfJnwMjbiTHh/9k37ovrNY5PvA+ZvhdYViGJV/DpoKOpqRHBOHGGF0mQl0dr2BsvnB3C+NDfC68eulk/Av0oQinXAs/NT8TOMH/qyu/esn4EjuF8Z/7rrv3rJ+BfpZdF1PqCz8w8Qw6sw6QMraaancRnAliLCR31Cp9V9A/DHfm8omHt+1wuL7rKvn9u6uuVZKdn2X8Dgf2PsV/ZI/co176vA/gc/kfYqP8ZH7lGve1lLsg+MPhffklx/sfD9Mi8Dcve/hfH+yZH+x8P0yLwV260j0ShqGpUWF9FJJYo2gyi+w1K/RDyS4A3hryeYLhuUMmFO2WfTeWT0n39pt7F+f3DcLZ8Wo4Xi4kmjYfUXgL9MWgAWAsAqz6Kvsevhb4Q/HU/FfG1VDFKThmGyPpaVgOhsbPk9biPcAvtbiKsdh/D+J1kZ+MgppZW+trCfvL81a2QvcC83JAJ9aY/cIqveSUl0jkdVcuODiCtOHGa+HDp8Ojq5hQTyNllgDjke8bEjqRdZSVASmRzjqV7R8F7h1mN+UekqJxeHDI31pB6vBDY/nff2LxRu6+p/gYQRk8UzuA5gbTMB8CZSfoChvgM+n1wXlo4tdwZ5P8QxGB7W10lqakJF7Su6+wBzv2q71fNfwyqyRuG8N0gJ5b3zzEdyOW0fM9/vWUeWUPlivqpKiZ75HPeSSSXG5J7k9Sqt0P3TFsXLDjEIGZHSGW5zAjQDpZSUc5ilY4E6dlUT2bogffXkG40fxnwJTz1b8+JUZ81qnneQgAiT2gi/jdelL5V+BxXvbjOP0JJ5UlJHMR4teR9D19VLGSplGfGnwsuHW4bx8zEoGWixOnbO6w05rfRd8wjPtKwfg06eV3Av1yX7hIvW/hjwNOEcN1FhnE08V/Asa76WBeR/Bq/JfwP8AVy/cZFovuk+D7qWTieLU2HVeFQ1BymvqTTQkbczlvkAPrDD7bLVXjHwpZ5KXgbCJ6eQxVEWMRSRSN3a4RSkEe5ZpXwQe0r5k+FvwXnZS8VUUWulLW2H+qefnb+5Xt3kz4ph4y4Nw/GIw1k0rclQwflczdHD1X1HgQtTijBqTiLAK/CcQbemrITE7TVt9iPEGxHiEXysH5r5NV7t8Fngd2NcW/V6rZ/0fhREjbj65Ofkj2fK/cd15hjfDddhfE9Tgk9O9+IRVBpuU0fXJL2FvA6EeBC+6vJhwrFwZwVQYQ0sdUMbzKl7fyyZ2rz94eAC1m6RLZ1+yxYcYp6jiSowaHO6ppqdlTM4Ws0PJDQfE5XH1etScQ4vS4DgtZide/l01JEZXnwHQeJ2C8W+DNjVTxJj/ABzjFeS6qqp6eU63DQebZg8AAAPUsUuLIPf18bfC+/JKp/2Oh/jyr7JXxp8L38kuD9jof48qtDsR7PEaMXmHtX6XYb/c6k/WWfQF+aVF9fC/S3Df7nUn6yz6ArZA+xcUv9TqrKLnlOsPYvzqq+GcYMlzhdeLgb0ko6epfo+hVjPaD82PxL4wf+rK796yfgSO4Xxob4XXfvWT8C/Si6LqfUJs/NOTAMTia90mH1rGNBc4mnkAAG5OmyynCxsv0R8rpt5LeLP2LqR/uyvzwm+uH1q8XZZOyR2USjkXIsN979Vep6V9XLy4LEEE3kIA0Fz9CoQ28c6ushc6B77sEbSAQTuf+bq65N4DaYcyWON78kZOpI0HiugqoIsMmnpqSopq+nliZ8eIjodD6F9QRt71iUkLpp2NjFyTYLUjiEZLZPTsdACtceNyNsSvsSGlMu3RbGH4a05yIS8AXcbXsO6r0bZGklhtob+pXqeWSMGzizOMhF9wu2GNI68cFfJYw3C2VtXDFNURUsROssgJDR6gCU5+EthkuXCWPNYObpm96s0xtESO/ZTzyU8UQM7HvnBvYGwt4rb0l2dfpqrOfrIJ5pjHH8gEho3IF9ArLcG82pDPUXeGWvlNwL7Anv4KxNjMJflpaKJkh8SU+oxGnrYRTzwsjlI0miuNfEKvpopUe7Ocqqh7jlBsOgGwVdh1u/VWK8ciV8RtcGxsbqpmDwVx5Fzyc7kW3kgDJZ5MZkAafkAXvf2BU6iYmQejkNgCO/imODm2cLjW4PiFG5pceqxkmzFybNrA66ppJxPSvLJI9bjotqsxLEMWmpxiExfIxojj5jQyzOnT51zWH08rpRkC1KmctkI5/N0AzeA6aq0cfFs1hkdUdTwdIZsdFDO2OSN7gwuGpFjbQqd+Mzx4hLRxyg08ZMXLGztdb91j8H1nmeKxVRiMjIzci++qTG8PdR1fnMDnmnqCZI3dj1B8QvRxbtiaNN72UWpeE6jEagHCzFKHSWEINntv0T+JeDZ8NMDHU1RDIWXOcghx7hUqesmEIp618cMUrg8zFvxgIG4tqjFsajxarppq4mtnpYW08bnHICG7E66lctNypLgpJY9rvs5mvweenaZCx5YNSQNljVk0skbIS4mJhJa3oCdyvQKzH70ceeWKN9ieSQQJddrjb2rm56vB+aTNT1EUn5mHA2PtVs2CC6ZxTjFfdZgPbWVZDg0vyAMFm20HqUn1OqW/LjJKv4jinLeW0kQij6E6vt4puEVVRUTSRCZ4JBIcLHL1JPUgW1ssdmO6bM6R1XAFPJDgPGJkaWPOFgC/jNGuXjwwOhMr542EH60b5z95dh5P8anGA8UktY+VmGk5jrf4xhWPDPBjQYX8uHEHOvywLCQeHb/imijjeeav2/Y3UVwUqypqnw0UTKsGjw8uNK2YNGQuIc7Trc9+yhw+ACXziaPY31FvFT1mH/G8kteJOi18Bp3VUctNM2Myctxa5xA/50C9TFi+fcbYsbc+ThcSmqKqW8xJv8ypywcu3pB4Ivp0XV1mHCO99CBcLImpLMLraeC48uBydsxy4Xdsx0l9EJF5h5YJqkjjEhILmMs0n0zv4JrkAq76tt/USo//ADBN/J4158u/rLf1DqL/AMwTfyeNc2o/t+qL4/JwF0iELoKiJqEIQCEJ7gzlMIcS83zC2yEkaEIQAhCEAIQhAIhCEAJqEIAQhCAHISIQCuNzfRGnRIhAKhCFZAcmqRzrtDcrBbqBqVGrAfHuvqX4HXEH44xnAJDpLG2tiHiCGP8AmMfuXyy1ekeQriA8O+UnA60utA+cU83blyfFn3XB9iiatA/QFfPPwr+GZMSHC+IUMBlrJKk4aABq90npRj3td719DKhiOHUle6m87jbJ5rO2phv9jIL2d85XOnTskr8MYTBgXD2G4TS/WaKBkDT3sLX9u6q8eY4zhrg3GMZeWB9HTSSRX6yWswe1xA9q6FeA/C54ibQ8G4fg0T7S4hUGWQA/lcX/APsWe5ErYPkKslMlQ9z3F5J1J6nuvqP4HePh0GOYDI7X0a2Ie6OT/wBNfKTzqvTPg/cQnh/ymYPOXWgnmFHNf7WT0fpyH2LomrQPvlfMHwguBjinlg4eFOwhvEHLhkeOjoyGyH/VFvuX0+s2vwejxDE8Nr6mPPU4dJJJTu+1L2Fh+Yrni6dguU8TIIY4ogBHGAxoHQDRYPlBx0cNcFY3i97OpKV74vGS1ox7XEBdIvn74XfEPmPCmG4JE+0lfOZpQD+VxbX/AG7mH9oiVugfINfIZJiSb+PdVG7p8huUxu66AfS/wMNeI+IP8jj+6L6z6r5M+Bh/fHxAP/s4/ui+tFhPsk838qXlRw7yeTYdHiNBWVnnjZHNMBaMuUga3I7rhHfCf4dH/UWL/uov5ywPhnm1Vwv+tVP0xr5fcSrwgmhR9ff10HD/AP3Fi37qL8KT+uh4c/7jxf8AdRfzl8gXKS5U7ETR6Z5euPcO8oXEtHimFUtVSsioxTSNqclyQ95uLE6WevMG7pzroA1VkqHR9l/A7H9j3FD/AIxP3KNe9rwX4HX5HuKfsifuUa96WEuyD4u+F5+SWz/IYfpkXg7l7z8Lm58pwA/OMP0yLwktWq6JRChPypWtKksX8GmNPXwTDeNwePWNfvL9L6Opjq6SCpgcHxTMEjD3BFwvzIp7tkBX3X8HLipnEXk4oYHy5q3DAKOcHew+tn1ZbD1gqk1wVZ6Ri1GyvwusonmzamF8Lj2DgR99fmxj1BPhuJT0VUwx1EEhgkaejmmxHvC/TRfK3wofJlM2qm4uwaDNTy2NfG0axO25tvtTpfsdeptXG/AR8wIUssTmmxCblWlFhm6WymiiLjYBexeTryG4xxjwpXYuH+YODQcObPH6NYbXOv2LdgHa3ueyfdJbo8ZA1X0t8DfEmQ43jmGvLQ6pp2StHflvIPzSfMvAsfwDEcBxCahxejmpKuE2kjlZYj8I7EaFdR5GOKW8Jcf4RiM7rUzZuXOe0UgyuPsvf9qjXBV8o/QRfP8A8MDBn1fCWDYpGLijqXwvPYSs0P7qNg9q99Y8OAc0ggi4I6rH4swOk4m4dxHBcRaXUtZEY3Fu7TuHjxBAI8Qsk6ZQ/NZ7bEpi7DygcGYnwdj9RhuK05bIzVsgHoyx9JGHqD82xsQuTdGVtRrEjT2AkoyldBwjw5iHEeM02HYVTOqKyd1o4x85J6AdT0UpBn0P8DjCJWfihxeRhEYbFRxnudXv/wDT96+nlyXk04Tp+C+D6LB6cskkjHMnmAtzZT8p/q6DwAXWLCTtmZ80/DIrWMouG6G/pl1RUEdgAxo+k+5eXfBp18reBEfmkv3CRP8AhIcTx8Q+UitFK7NTUAFDEeh5ZOcj9uXj2BJ8Gb8l3Ax4zfcZFrVRJ8H3LZeH/C6OXyc4cf8AGkf3CZe4Lw34Xv5G1B+ykf3GZZR7IPM/gs8bnCuKXcO10tqHFPrNzoyoG37oaesNX190X5mUFZNRVkVRTvfHLE4Pa5p1aQbgjxBX6B+S3iuHjPgrD8YYGMqHN5dVGPyuZujx6uo8CFfIvJLRVxLyeYdXeU2g4wlI51LBl5GXR0o0bKT3DSR7G9l3SFicWY7S8M8O4hjOIO/G9HE6Qjq89GDxJsB61mQeA/Cy43DG03CVBNrpU12U/wCrjP8AGP7VTfA2N6big/pqb/1V828VY1U49j1bide7PV1czppSNrk7DwGw8AvpH4GR/GXFI/TUx+6rVqo0S+j6UXxt8L38kun/AGOh/jyr7JXxr8L38kuD9jof48qpDsiPZ4jR/Xf+ey/S7Df7Qpf1pn0BfmjR/Xh7V+luGG+HUn6y36ArZA+yaaQRRPf9q0n3LwZ/wmMAZvgmK/u4vwr3av8A7SqP1p30L80KpxMl/AJjSfYStn1p/XPcP31wPFv3UX4U/wDrneG/+5MX/dRfz18fuJSaq2xE0fUvG3whcAx/hHG8IgwjFI5a6jlp45JHRZAXsIBNn3svlt5u8lJqUrGolRdIsU0dwSACRqrLInO6bdklO0iPTrotfDYJZW5adkljcS5Te4329i6ceOzpgr4JKGhYaeSV8wZa2VpGrzf/ANytCjp6aUTmepET2x3jZlJ5hvt4ddfBUaqUNaIgLFm6bTBxN12RSXCOiCS4NqnLQ0xggvI69ArjaRojZNPMxocdOp9ywuaYzoUtTUSEsGYfJGxW10jrhNJcnSNmhazLCbjTUiyzqp3OZOY5RZoJc51wP/crM84dDAXX30VaHGa2GkraKnnkjpqsNE8QOkgYcwv6jqs8makMmbgfTTGGTmscWEdRujzttPVh8MheGuD2lwse4uFkvnKrSzklcb1DRyvKkjqKqro8YqhnLKWocSQT9bJJvYnp4J8FLhslO9gqGR1EWpLrkPHYWXHukdcHVWIZS613ARg7qPtO920UeSzSfHmcSxthdI5zIt9T2VSpxDMBHGMjB0B3PdRXYIWOzcydzyDDYizdCDfxuR7PFVeRLoh5EWZcRlNwDkHYIgqCXbrOfG+KUtkaWPG4IsQrdIwkg91SMpNmfqOzuuHpWQ18DoS+SPKGOu3a4s/6TZaeL4uMJoRCGiSrjucpALIr9x1PgsfD6p2GYJPVQg8+V3Ja77UW1PrXPvqGyyDmBz2H5QzWJHrXqvI8ePavJvLI49FauxKeacySSl7zuSd02lcZpNtOqpPF5Ta9r6XWjKY6KnyyA8yRoOnQFcmKLfJyTm3yzQpcLOJkh9ZTU0ccT5A6pcQDb7AWB1K53FKeohEcszZOXKLtcR8u2iuUdW1z+UCbHZNxjFK2qoqaCad8lNTXZCCNG3NyL+sqc0VW5GW9PspQ0tTJSVE3JeY4gHlxOwvk+kgKCCV0crHxksLCC09ioQSSZHi7M3pWQZiAWsJ5d9AVxphM7zgCSIYJxjclh+pZykDY82NcPIXsks836g23C7DgRwPD/GAuDfC9v86xcoGiWNz55HeizLFZwJJFtLbgWPzLlwv+pN/mv2N2+jTosTLaQ08npl5GVxJuxXWR1sYzQyF9/tTdc445qZno+mCReyvYXWyUxIeT4C69bHqmuJHViy80zQdJWiQ3DyL2udlMKuFoyzco33FgVi1tayV0nygCSRrssl05z3uoeq2sjJmjD8x/VIlSLhPHGoTk1AC76tP9hGi7HiCb+TxrgF6BWj+wbQntxDN/J41zZ/7fqXx+Tz5K8gnQWHZJdDjc3XSVGoQkUAEJTbpf2pEAIQhACEJEAqRCEAIQmoAQhCAEiVIgBCG2IOtkIAQhTUlRLSv5sDsrspZfwIsfpUgiQg3vcoUoAhCFYFl82emih5cY5ZJzgauv3Klw6Ux1DC028VRUkLrPBQH6ReTjGxxJwNgmLlwdJUUrDKf8KNJP9oFdMvAPghcQNruDcTwV77y4fU81o/wcov8Axg/3r364XM1TokF8O/Cg4k+rflMrqeF2anwxraGP1jWT/aJH7VfZXE+KxYFw9ieLVOsNDTyVDhffICbe3Zfm/jdbNX4hUVNS7PPNK+WV3dzjc/OVpiXNhmeTqreGzOhqY3RuLHg3Dh0PQqm5OjNiCtiD9KuCsabxJwng+MMtespY5nAbNeR6Q9huFvLwj4JXEDMQ4Dq8He/47DKkua2/5VL6Y/2+YF7v0XLJU6LCOXw38J3iL6t+VDEIY3ZqfDgyhZ62XMn+05w9i+z+JcVhwHh/EsWqfrVFTyVDx3DGk2X5t4zWTVtfUVNU4vnmkfLK7u5xuT7ytMS5sgznbobulSN3WpJ9L/Aw/vj4h8KOP7ovrNfJPwL3j8U/ELepooz7pP8AivrZc8+weX+WDyWM8o0+GSvxY4e2iZKy3m/Nz5yw/bC1si84HwV4OvFZ/g7/APqr6XSqFJoHzP8A1q9N+ih38HD+lR/WrU36K3/wcP6RfTF0lx3TcwfMh+CtT7fisfr/AIuH9KvmLEaTzSvngzZ+VI5l7b2JH3l+mzl+aXEB/wCmq39ek/jlaY232PJ9a/A8/I+xQf4yP3KNe9rwL4Hbr8BYuO2In7lGvfLqk+weN+VXyKxeUHiVuLPx19ARAyn5QpBLfKSb3zDuuN/rWKf9Fcn8HD+kX0tdLdRuYPmf+tWp+nFcn8HD+kSf1q8H6K3/AMHD+lX0xdLdNzB8QeWryRQeTbCMNq48XkxGSrndEWmnEQaAy9/lFYXkX8oU/AXFTaoh0mHVAEVZC3d0d9x+mG49o6r3T4Zf96fD5/8AvJPuRXyM11itY8rklcn6Z4ViNLiuHwV2Hzx1FHO0SRSxm4cCrMjGvYWvALSLEEXuF8MeR7yuYpwFUebPBrsFlfeWjc62Qn7KM9D4bH519d8D+UDh/jOmz4HXtfUAXfSS+hNH629vEXHis3GiGef8afB44Zx2aSqwaeXA55DcxRRiSnv4RmxHqBA8Fw39a3X+cD/4koeVfU+aOv7s3319U2RZRuYtnjXA/wAH/hbh2aOqxMy4zVsOYCoaGwg9+WN/2xK9jaA0WAsE9cJx/wCUrh3giF31VrRLW2uyigIdM71jZo8TZLbBT8tWAcK4twnVVPFr46WOnjPJr2s+Ohedg37a5t6PX5x8IVckUdVIKa5iDjyy8WJF9Li51su58q3lNxbj/E89WfN6GInzeiY8mOLxP2z/AB9wC86cblawVF0j7E+DV5TGY7hcXC2LSgYlRxWpJHH6/CB8n9U0e8a9CvfV+ZGHV09DVRVFLNJFPE4PjkjcQWkbEEbFfU3kr+EJTVEcGH8b3imAyNxKNtw/9caBofEaeAVZw8oq0e4cYcIYLxhhnmOO0TamIaxv2kiPdjtwV4Pj/wAGBslQ5+BcRZIidIq2nuR+3YRf3L6Nw3EaPE6RlVhtVDVU0gu2WGQOYfaFdVE2iD5cwb4L9R5yDi/EVOIBu2lpSXO9rjYe4r3TgXgLAOCqR0OCUXLlkAE1TKc8svrd28BYeC64kKvUTw00D5qiRkUUYzOfI+waO5J2RybBNsvLPLv5RouCOGn09BM38UFcwtp2DUwt2MxHh07nuAVheUzy94NgcMlHwu6LFcSNxzg4+bwnuT9n6hp4r5S4nxevx2uqcUxaqkqq2pfeWSQ6k+roBsANBsrwxt8suotmLVymWW9z7V6l8GT8l7A/XN9wkXkxOq9Y+DGL+V/AwP8ADH/cSK0uiWfdC8M+F7+Rxh/7Js+4yr3NeGfC918m1B+yTPuUqyXZmj4yvYr3z4KfG31I4pfw/WyfjPFvrQ+0nA0/dC4PiGrwB26kp55IJGPic9kjDdrmmxB7grV+xZo/T9q+VfhZ8cc3EKbhOiectLaprbbGUj4tnsaS79szsvn1vEeLAW+qdd++pPwrOqah9RIZJnOfITcucbk+0qFCuSKGON33X1T8DI/jXin/AEX/ANVfKbd19VfAvN6biseNL/6qmXRZn0y5fGvwu/yS4v2Oh/jyr7JK+NfheH+yZAP8XQn/AG5Vnj7KLs8So/ro9R+hfpZhX9zaP9ZZ9AX5pUd+bpuv0rwc3wuivvyWfQFbJ4JfZPUxmaCSNpyue0tva9rhfOf9a3TkC/Fkmgt/c8f0i+k8wRcKibXRB80H4LFP04qd/Bw/pUD4LMHXip38HD+lX0ui6bmLPmn+tap+nFUn8HD+kXl/ll8lsfk5kwpsOKnETXCVxvT8rlhmT9Mb3zfMvua4XzJ8MQ2quF7/AJjU/TEtMcnuSLRbs+bWaWV54NGcpeDIWj6264sR3CoghxJJyW28UrDqu1cHZFovwh00hJNzuSTurrrx+jbVV6b4tnsVkj4sOJBv46rpxo6YqkV3uN/FOeMr9wfUVG+4N9krdQPWnIuyLEp8pLfYsh8xU+JS3mIVEm/QBcWadyMMs7ZYpTeoZnBfHe7gDa46oqTFJVScgPbT3OQEgm3idEkboRSyAtkNQSMrg7QDrp32TGtzEAAknYBc7RS+KHRyZQQBc9Hdk6SBww+OqzR8t0hiAzencAEm3bUaqN45d2vuCDYhRPuGDXTsqkNk1MYHZ+fI+MBpLbNvd3Qb6etQl1zdMcS95NgL9AnAKbKFhpkmlLnuLyTqSbkrUhcQ0NJsB8yzYNFb5rbaXv3XTiVF0zZw2qdJC+jnkJDxeME6Bw/5ssapcRUPaO6lpBUOkNRlkIDtZCOvrTazL5z6K65XOCQbstYPRyTyl+UlkfplRY5NVRSSGO7OY3ISbat7LsMApJKfCs5yZJTZwP2vVcXxFC6GoeCeui9DLpJYdOmimVUitQwvjgNUBG98bmjKXDrf8BUeJyuEAhJYAJX+i19wD3t99VGNLSNPWrNTFTtBaXaDUSW38F5vLg0cz4Zmg6q1U0zYRAWTxSmWMPIZ+VnsfFVbxgG416JYZWtkBeLgdF56NY15PQuDqJ9HgPG0NQzJLHhov7XsXBE7ubey7PgOcnh3jUb3wy+/+EYuGfIXtYHEm2gudh/zdcuL78791+xrklHhxJH1Ehi5RPoA3soRIQdCoibGyc8j5IsQOtl0WZ72I+Qk7qO5SKQuZywPTzevRUKbi4kQ5C1MQuRe3VMQhAC9ArdPIdRnvxBN/J2Lz9ehVuvkLo/DiCb+TsXNqO4/Uvj8nniOiahdJUHJEIUAEXSIQAhCEAIQhACEDU2QgGoQhACEIQAkR0QgBCEt/Rtb2oBEIQpJBCEKQCVIlUgE4aJqcpBucOcS4xw7JO/A8SqqCSZobK+mlMZcAbgXHit0eVLjQf8AanG/37J+FcNdF02og7DE/KFxZidBPRV/EOKVNHMMssU1W57XjexBK5B77m5SJqEgnNNkN9aapBu8PcTYzw7JNJgeJ1uHPmaGyGlmMZeBqAbLeHlS40H/AGpxr9+yfhXDIuo2g6/FfKHxVilBPRYjj+J1NJMMksUtU5zHC97EX1XIvdc3SIQDU5qOiEJNnh7iLF+HZpZcDxOsoJZWhr30sxjLxvYkLoR5UuM/0UY1+/ZPwrhUqil5FHd/1UuNP0U43+/ZPwpR5VONP0U41+/JPwrg7oulRFHe/wBVTjT9FOM/vyT8KP6q3Gv6KcY/fb/wrgroulRFHeHyrcb/AKKca/fbvwri6ieSpqJJpnF8khLnOJuSSbkqvdKoJSOjwDjHiHAKR1Ng2M4jh9O9/MdHS1DowXWAubHsAthnlT40H/anG/bWSH764ROanBaju/6qnG36Ksa/fbvwpf6qvG36KcZ/fb/wrg7ouopDYd5/VU42/RTjX78f+FL/AFVeNv0U4z++3/hXBIulInYjpeJOM8e4jpYqbGsWrq+GJxkY2omLg02tcX8FzaRCklIc1xCsU9W+KRjmOIe03BBsQfAqqlQUei4J5XONcHaxtJxHXlrdmzu84H+8ut/+uC8oAbYYrTevzKK/0Lxy6uYVROxGtjp2SRxmQ2DpDYD2qvHsRsO3xzywccYzG9lXxHXCN2hbARTgj/NgLg5p5JXEvcSSbkk7lS4pRmhq5Kd72SFhtmjNwVTVl+ROyhzimosnWQvQ1qmZIW7FR2SqRRt4JxJi2Bzc3B8RraGQ7upp3R39djqu9w3y68fUUQZ9XTMwbc+likPvtdeTp7GkmwUVZTYj12p8v/H80Za3F4ovGOjiB+cFcPxHxlj/ABG6+M4rW1vUCaYlg9TNh7lz7o8o3SxxlxsrKC9iVjRNAHSyC9yiuddxA2VmwgjsBd5WfM5p6G91vJbY0aPhUQBubPqBYX1Nrq/gmNV+CVorcIrJqKqALBNBIWuAO9iNQqlQIcsfJ5hOX4zNbfw8FXXMyh2f9UvjH9FOOfv6X8Kz8e4z4ix6ibR4zjWI11MyQSCKoqHSNDgCAbE76n3rnLaIVaKbBCdUitMpYnUMkxqGCVrgBEQbkd1XspJoRCLKTmHkmLSxN9tfepJI27rdwHibGsAZO3BsUrqATW5opZ3x8y17Xsddz71jRxFzXuzNAaLm5tf1JXuMgFySQLD1IVo7JnlM4ybtxRjf7+k/CsHiHH8T4gq2VWM11TXVLWiMSzymR2UEkC56alUsNqBR18FQ+nhqWxODzDMLtf4HwUD9Xk2tfoooUEbsjrrsofKXxjGwNHE+NWH/AN7J+FcXZOAVqFHbf1T+M+nFOND/AE2T8KV3lR41YSPxU4wfHzyT8K4rLdJkKlQXsKO4b5TuOOSJH8R4wYi7IHGqkte226b/AFTOMXGw4kxi57Vcn4Vx8ELnPsxt+inbSuG41V1iZKhZ1kXlK4zkeGDirGBfS7q1wA9t1j49xPjfEfIOO4pW1/JBEXnEpk5d7XtfvYe5Znm5bugRm+yn0y6x8gyM76K7COVIJGEEg3GibFFl1tqFZuZZMxaz1AWC6FCkdMIUWaqqmxGqnq6hwM8rs8h0FyVFE2R0gbe5vZSGPIbFo2TGgxjsb23Wq4NefJcrObbkTu5r4wGRkOvlA6BUqn4kS/YEaNaUAzh2aM3eNRpdUq+aWR55xBed0nkSXPYnLgzJjmkvuVbqqBkFBRVIq6aV1SJC6GIkyQ5Tb4zSwvuLX0VO5DrjcaqwKd74RNYZC6w16rzezjKininfFLHOxwEjCCCOhCHxFps8WULlUdE80jqh8j3m8hOcnuqzlIy99L+xD47dDdVoN2RhqlYBfdLDGJZo4zIIw5wBc7YX6lXqmkgbUyx0krHxwjVxdpJbqFKXJNeSu0tBILSTb0bG1irEVK6WnM75WAmTJlO+26bUTNcGXaBI3qNdE5kzWsDjv0XbjjG+SjdGi908uHRtLy9kIs2KSUCw1N2DrsfmWMaiSaVhkO2g06KGeZ18oJuRrqo9YyNQdAdCtp5bmqKWelskbHhdO6QkxNOzTrdc3xTaoqOaw3DzcFWKSoe7Bi4m5yka+tZckpkpYyG59Xix1XuarUqWHb7jJO+DEqJLO8VXzNItb51JUavJsB6lDY6L5qUnZmQvGpT2MadXSgeBBU+Ucq4F39SoQAQ+979Fi8fIs7byd2+oPGt/+53Ef62NcG8ldz5PzkwPjInrhRH+9jXDPY4H02kX2XJFVOSX5fsXb+VDLq09kcjwKQSyDKC67dQeu3RV2gWNzbsrVLUyU0uaGQxmxBIJFwRYjToVoihUym101SSEueXEAX10GiewARvOfK/bLbcFRRBZTXJyatCgiRKkQA1eg1unkNpex4gl/k7F58vQ60f2C6L/AMwTfyeNc2o7j9S8fJ50kSpF1FQQ219dvBGnVIoAIQhACEIQAmp10IAQmoQAhCEAISIQA5IhKgBCEISCEIQAhCFIFQkalUgEIQpAIQhSAQhBtfQ3QAhCEAIQnt3QCWRZdbwNwTjXGtfPR8PUrKmqii5z2GVkdm3Av6RHUhdqPg+cfn/qSP8AfkP89HJA8esksvY/63vygD/qWI/6bD/OSf1vnH//AHIz9+Q/zlG6JJ47ZLZewP8Ag/cfj5OC/wD5cP8APWZiPkR4+ooy+ThurewfmLo5T7muJS4g8yQtHEsJrMNqZKeup5aeoj+uRSxlj2esHULPcLISIhCVCR0WXmDPfJfW3ZWcR8188k8w5vm1/i+bbPbxsqicoL+AQlsjKhIiE7KiyEiWJQpY5ZIhII3FgkbkdbqO3zJczOVl5QD735l/mUkUQ2RZLZOsoLDLIsn5UWQDU+Jxa8EGxSWTojlcCQD4FAT1TYwIyybml7bu0tlPbxVdu1lJHlz/ABl8mu26SykkZZKALKxQyRw1cUs0InjY4F0TjYPHZOq5I5aiR8MIhjcbiMG4b4ITXBXa25V36nS/U41eU5OYI/ba6ghIEgJFx2Xo9FxbRRcEVGGMwei58s4PMc25AtbS/qU8+Ea4scZXbPN44HOOgKuebmJl7arTEkIJyRNZfsmvGYbAhdMMSLRxoyuUTqrdLCAwvOwUsUF32sn1looco3V1CvmJ9OuTPnmc2TMDYjqqD9SpZDcqM6i1guWc7Zzz5BkWeOVxkYMovYnV3qULgnORZUK0NA1WhisVCyaIYZNUSxcmMuM0YYRJb0hYE6A6A9VRAT7IBiSynDUpzEAdApomiB8Zba4IuLj1JzomiFjxKC8kgx2NwpMqa5vglDYRWRZSZVIyO/RNpFETWm+iXJ4LbwfCJcWqOTTiNjw3Oc7rXstXivhep4Q4h+p2JGlqZWtDyIn5hYi+tuq0WPwTsfZyQiceis09L6Rz32+dakVK0iwIFgSbmyHNEeoC6Vp0uWNhQZR9SnSRNaSBY+KmlJcU1rbq+xeBQtBGRMHMJYQd1oOhjHrVYNdANtSLjVAncR6QA7KypKjaCSQr2tvrskfywPQaiWRpiBAIlub9rdFBclVci5LqdL6XU0TfGyYHXNzv4qxDGZXhoCJG0IBDG5x0Vg05mqA24MjzYDuUVE7admSEXf1Ky3yPcb3KrkyqCo0ltjwzQoZKJtWYq6d8UVnMMkbc5Ybduuqx3ebyU0pMk3nGYcsZRkI63N9D7FPDAHGQyCS5boWjr4+CWHD5JPkA+5cWTMn2YTufSK+G00U1VEKp3LpzI0SSWvYX1NvUr+MYfTw4vU0+FVD6yijceVNyyzmNHW3RWKahqAwN+wvcAd1ovp5+RUmopny1czhIJ8xGTcv02N7+xYrNDqwsPHJy2JUlTSVL6atikhniNnRyNs8esFUcuq6CvgqaqoknqnSSyvN3SSEkn1kqi+kI6K1GM4c8FAAAIeW8rRwBvtZaddhrYMGgrPPaZ88krozSNcebGABZ5HQG+nqWK66m6KPgex2U3yg+BVmpjia5ghl5gMbSdLWcRqPYVWjF9Le1WA21r3WkFZXwRvaW3FwddLJJfrQPUKWojcLEggHbTdJVRgU8ZEsZJsMo3Gl7rZKrMZFEm7yTcq9hGH1GJVMVNSBj55ZAxrSQLk+J0QysgiweejfRwvqJZRIKgj4yMAG7AexuPcoKcEMDrixNt9fcs4O5BJeTqa4S0uDgGP02udFJrsdB94rKpCPNCXkfXLa+pdBHSOdw2wn08pz2WBVtlc0ujawRl17NHVfQ6jDJQT/IpJ8j+JMAOD1scE9dRTFzQ8mnl5gjv0JHX1Lm3kA2BurFZUOc0NOwOioONyvnskkuPIffBNzDkIvod1IzlCEG7ufm1HQhV7i1ra906O91VPkhnbcCMEmB8aeGEOPuljXDTPc/IHuJDRYXOwXe8Af3C40B/wC5nfdY1wjojyxIQQwmwK56/qS/x+xL6RG9upLL5Ol03Icpd0C2eHcSiwrE4p6iip62Nl/ipm3BJFvasyqdzJnyWDS5xOQDQKaVEWVkdVPAWBx5jc2htr1UPVVoF+6Y5Kmq5QE1Pe0BjDmBJF7Dp60xCRy9BxA/2DMOPfiCp+4xrz97WgMySZ7i5Ftl6BXi/kJw/wAOIJ/uMa5tR3H6otA87QhC6ioIQkUAEITmC5CAfHBLI3MxpI7qIgg2K62gEApBcC6w8WEfOOQAepAZiE5NQA5IhCAFNTME1RHGZGxhzgC52w8SoUICSdgimkja8SBpIDm7HxUaEIAQhCEghCEAttEiFJDLJBKyWM2e03BQEaEurikUgGpUiVSAQhOAJUganWuCU1CkAhCEAIQhACe3dMUjN1BJ9EfA2/v7xT9jHfdY19fr5C+Bvpx3ig/xY/7rEvr1YZOwKkuF5H5fPKHi3k/oMHqMGio5TVyStlFQwvFmtBFrEd14o74THGH50wX97yf0iRg2D7HuhfH8HwneKWkc3DcFeP1qUf8AqL0zyY+X/DeKMUp8Kxqh+pdbORHDKyTPDI87NNwC0npuPFHBoHp/F3CWB8X4b5lj1AyqiscjyLSRHu124P8AyV8ZeWnyWVvAGKNcxz6rCKgnzercLG+5jfbZw9xGo6gfeS43yrcORcU8A4zhrmB8rqd8sF/sZmjNGfeAPUSoi6C4PzscEWU1QBnuBodQo2NJOi6C4jWkrZ4f4cxXHqxtJg9BU1tQfyuCIvNu5tsPE6L0zyN+R7EeNZBX1+ehwJj7SVFvjJj1bED87joPEggfYfDHDeE8L4bHQYHRR0tO3fKNXnu47k+JVHNIq37Hypw78GjiquiEmK1GH4YD9jI8yyD2M0/211sfwWmcsczioB/6XDrj55V9N2SXCz3Mi2fJmOfBgxmKIuwfG6CtI+wmhdTk+0FwXkHF3k94k4SkyY7hM9LGTZs1g+Jx7CQXF/C91+iVwqlbS09bSy09bBFUU8oyPilYHNeOxB0KlZGTbPzNfGWmxGqjsvpny3eQtlDT1GN8HxSGlZ6dRh4BeYh9vF1I7jp000HzZJEYzYrVO+UawdkbG3Nl6/wT5CuJOLOGqTG8PqsKjpaku5bJppA/0XlpuA0jcHqvJoR6a+7Pg6/kRYIOxn+7PUSbSsjI2ujw1vwY+KiPTxLBG/56U2/3a8V4kwKu4exipwvFYXw1lNIY5Yz0P3wRYg9QQv0oXinwiPJmOK8FdjWD05fjVCz0mNHpVMI3b4uGpHfUa3Fqwye5VTd8nxY4JLKxPEY5CCorLSjYlpITPMyNm7zZe6f1s/GH59wT/Xyf0a8UwkWrYj+mX6WjUBUnJx6MpyafB8ZYt8HfijC8JrsQqq3BzBSQSVEgbNISQ1hJA+L30Xi5bY2X6K+UU24B4l/Yyp+5OX54Sj4wqccnJclsbbZ2vkz8m2LcfSVrMHnoojSta5/nUj23DyQLWYey9Ab8G/i1ov55g7/ATyf0a3/geaV3EA/wEP8AHevpwKJ5GnSKym0z4Q8pPk6xfgAUJxiooZTWCQxtpZHOLQzJfNdo+3G1+q5fCgZXiPcnZfQXwwrc7hr9aqfpiXz7hQIII0N12adudM7dM75Zp1GHy08smdu2/gsOuuZA1a1dMea8kkrHceZVsv3XRn6pG+oarg9SwH4PvE2OYHh+K0lbg4p6yBtQxks0rXgOFxe0Z1V/+tk4vP8A9fgI/wA/L/RL6b8mAt5OeGB/i2n+5hdOvJeRnleoz80sbw2TCsVrKCctdLSzyU7y3Yljy02v0uFRDV0/H/pcbY+e+I1J/wB69T+T3hSt4w4kpMKoAObM7WR20bRq958APfoOq2o26VsxcHwSvxarjpsNo6iqqZPkxQxmRx9gXsHDfwc+LcQjZLiTqDDIz9jPKZJR+1aCP9tfTfAvBOEcFYQyjwenYJC0c6pcBzZ3d3H6BsF1ayeX2MXkZ82Q/BghMY53EtpOuSg0+eRZ+JfBgrmMJw3iKkmPRs9K6L5wXfQvqRCp6kiu9nwbxb5IOLuGGSS1eEyz0jbk1FH8dGAOptqB4kBcA+PL8oe1fpgvHvLH5MOEMUwivxzET9RqiBpllraZgs79XH9kTtpYk21WkMqfDNI5fc+MIocxVoRNj33VvDpMNillFdDUAct3LdE4Xz29C4PS+6z3yErshSR1JIvxR9WFTTSOnqubPuTrZZ0Mxb1VznAw5wQDe1uq1Tj2y1Ijlc49NAmRSm4aXWYNU17sx1TWNMl8g2Fz6lLyclGi1KYhDzA9mcmwjH0qvdwaHW9Am11G6GR0vxAfIAdNLX9is1FE6kqDFIWPlFiS03Avruo3SlyQoWxkUUkoAJ06KdsLY9HlWI4jHTl53OwUD4nO6KXwjoWNJFp0NDNiAgjqyynJAE0kZA9o7KpNA2OZ7WPZIAbBzditfh/BjiEz4rDOGueA42vYXsPFasfDkIAfO2SFhAvzSAQeum6zllSXJtDDKfSOWghzOt9C6rBK6noaWppzhkNVUzNDIJZLvMBuCSGDQ3Atr+EG1fA8Nj1p31UoOnMcWMPsGvzrNq+KpI4yykjipo9i2FoZf1kan2rlyamb4hH/AC+Df044vvscOG53SA1UsdOH63lOT5t/mWhS4RgsLJ5Px9XMp28yUwxCMNbcDOSbm1yOnVcfUYxPIbiQi/ZQMxGoayUMmkYJW5JACfTFwbHw0HuWDhkn99/6M3qMa+7H/Z2kmM4PRyXpMMikHQVMrpPoyj5lFLxg0f2vhuHUx7xU7L/PdcG+VzjuU3MVn9kx+VZm9RLxwekUPG0xhrJKiulikjjBp442izpM4BBsNNCT7FG3j/Fc39vSvHZwBuvOxIQVoUbKflVDq2aWnfys9OBFnErrgWJuLC1zfXayt9kxeyI+1T9z0Km4jw3E/i8Zw+F99OdSgQyjx09A+0KpxHw5DBSiuw6cVWHSGwlDbFj/ALR46H6VwcM7o3eC9H8m2JRVGIfUiuINHiMfm0l/sXH62/1h1veVzZcXoL1YdLtGsciy8SXJ5pXwlrjos+SJumS9+twup4jo3UtTJC8WfGSD6wVhBuWS+5BXdjkp00ceXHToiihIF0TF8YI1HTVXb5pC59rn2JamjaaRk/nMb5HOIMeuceJXao8cGTgY75JHWBcTba/RST07jy2Q2mke0PJbe4v0Ktch1O57XtYS9vXp4prHTUREmR7DILtJFrjuPcqtfiOeaMprQ2UCQPI6gGxT4HZX3sCnT973JVYmxWf3Gih0jMafHIBC57GEWIvpZWBUNEoDAOXMLEdj3XMM9EPzgl5+TroFeppnthfc69D2XrYddObqRWZRr2cuoe09DqohTySyHIwgWv6grFfrKJCPli6rTOIkIDtNtOq8zMlvbYQ6OmlluI2l5ALyGi9gNynRuDQQdQfpTIpHiQHNbopGGO29z17KsaT4IZ2nAmZmC8Y264QR7ObGuKmheLRvBHUArteBpjHgvGOvxb8IcCLbnmxrjq2ofIYxPKZS2JrW3N7NsLD2Bc0WvVnf5fsWfSIHQcuV7Jc0bwDsL69PZ4qqczjc6qVzzI0B7icgs0eCY9paSDupaILFJyGyjzpsjmZTpGQDe2iqEaqd0zS82YAzoDrZOa2ItLibkH5Nt1FX0SOckQmqTMEJ1ja9tO6YpA9eiV+nkHw8/bcQTfydi85Xo9br5BMO/S8QTD/8di5dR/b9f5Lx8nnBBABI31CRCF1FREIQoAKbk2pmTc2O5NuXfVQoagLEdU+NlgVA9xcbk3SziMSnkuJZ0JFio0AIQhACLJwCkDUBDZFlPy0hapBCkUjgo1ABCEISDtShCLaXQAhCEAIRZHVCQQhCsQKhOAVirop6URmeF8YkGduYWuFJNPsr20TUIUkAhCchIIQhQATmbpqkZugPon4HAvx1ih7YY77rGvrxfIXwNzbjjFR/iw/dY19erDJ2D5x+GX/cThv9fn/iNXyab3X3F5f/ACe4v5QKLB4MFdRsdSSSvlNRIWfKaALWB7LxI/Bq4xv9ewg/6U/+jV4NUEzwnVaOEc/zuPzUPM9/i8u+fpb2r2qn+DRxa+QCSpwiNnc1Dz9Ea9V8lvkIw7hPEYMVxqp+qeJQuEkMbY8kMThs7XVxHS9gO17FTvSJs9qpg8U8QnN5Q0Zj3NtVWxqqiocJrayoIbBTwySyE9GhhJWgvC/hN8e02D8MVXDlJK12KYk0Mma06xQdb+LtgOxJWSVuiD46n1LBaxDR9C7fyQcC1XHfFVPh8N4qRnxtXOB9aiG9v0x0A8TfoVwxOaQk7kr7P+Cpw63CeAZcTkjtU4nOTc/mUZLWj38w+1bN0rLS44PYMNoKfDaCnoqKMRU0DBHFGOgCWrqIaOnlqKqWOCGJpkkke4BrWjUkk7BW9gvl/wCFbx7MJ28JYdKWRNa2WtLTbO46sjPgBZx8SzssUrZWifyj/CNfBVS0XBUEJjYbGuqoy/N4xx6WHi73LyqXy3cdyTcwcQ1LTfZsUVvdkXmMshcbkpl1vtSNFA+iOCfhHY7SVMcXEsEGKUpsHSRtEMw8Rb0T6rD1r6Z4X4jw3inCIsTwOpbUUr9Lg2LXdWuG4I7L84A5eqeQbjybhHi+DnzEYXVlsNXGXaZb6Setu/quOqo4p9EOJ90r5B+Et5OIuHsUbj+EwiPDcQeRLEwaQz7m3YP1I7EHuAvr77Fcx5R8Aj4p4IxjCHtDnzwHk+Eo1jP7oBUi6ZVOmfnkxtnr7t+DyLeSXA/8991evhmRtpdrA6hfc3wePyJcF9c33V60yfdNMvg9IQhVqaZkzS6KRrmhxYbG9iDYj2EELEyPlD4S3kzOD18vE2DQf9FVcn45jYP7XmJ3/UOPuJt1AXz85tiQv0qxfDqTFsNqaCvgZUUtRGYpon7OadwvhbyvcAVXAfFEtE/NLQSgy0dSR9cj7H9ONj7D1W2OVqjXG/BxeED8dxfqgv0r+xX5r4ZpVx+tfpMzVg9SjJ4IydnP+UL+8PiX9jKn7k5fnlUfXj61+hvlC/vD4l/Yyp+5OX56VA+OPrVsXTJw9s+kfgdf25xIf8DB/GkX04vmP4HZtXcRD/AQfx5F9OLLJ94pPs+aPhg/2xw3+tVP8aJfPtAcpC+g/hfH8ecNDvDU/wAaJfOsJsd13aZ0kzt03RbrnXeVQi/tlh8VbmOYX6qCFt5metb5OzfNyj758mP5HXC/7G033MLqCuX8mP5HXC/7G033MLqCvJfZ5J+dvHIvxjjZ710/3V6+hvgiYLFFh2M4w9o5z5G0sbuwtzHe+7Pcvn3jYf8AxbjH+Wz/AHR6+kfglYhHLwvjNACOZDVtnt+lfGG/TGV05F8hvk+6j3xeDfCD8qeJ8JVlPgnDrmQV88Imnqi0PMbCSAGg6XNjqfD2e8rxny4+SZ3HBjxXB5WRYvDCISyc/FzxhxIF/sXC5163se458dXyYxq+T5hn8oXFU0/Okx/FnS3vfzyT6L2XScOeW3jTB5Qfqoa+Mbx145oPt0I9hXN8SeT7ibh/OcYwSupoxvLys8X+sbdvzrl3QPGoHuXTSfg6NkWfXfAfl+wPH5Y6PiGD6i1jyGiYyZ6dx8XaFvt08VwHwm/KGMTxX8S+GSHzOgfnqZGuuJpbCw06Nufb6l8/2IQ0aWtooWNJ2hDEk7FcboUjIXOY8sBIYLnwCQNW500ACVTWLjqfegNU0KBwbZmQkm3pXGxVmmEHmz87ZPOcw5ZFslut/mUccJd0WzBQiKMBjS+pO9tQ1aY4X8xeGOxtHhkxhlmZG977Z3ODdBr/AMUxtH6V3uF/eurwikccKq4XmXmSSNLXiS0WQE3D+/RRyuocPFi1krx9r6DB98/Mk9TCDqKs64af8XCKuD4e2fm/ESzThtoIg30Lncv8APebK2/DaWhNqqWOSUbxxEG3rOw+dZFfxFK5hijcGR/axiwWNJiEkgLdgVi5SyO5OjR5cUOErO1o8fpqCfm09PHFy22JjJu7wJJ29Vlh45xNJiExMcEVOD0iFgsWukjEUYp5TIS28vo2ynt4rMJJUtRjwlyZ5NVLpFmvmm5pbI65G+qpOcSpbEgDcq03DKnzTznkv83zZOZ0va9vcqU58o45XLkq0zY3OPOkMYDSRYXubaBaGMUMVJUMgpKuKqjEYkdK0W9IgXZfrb8KrQtsS3KDfS56LoZaJ0FLT09PNFVMmhErgI7GJ53YXn1D3q8MbfgKFnPwhplj85aTAJAXCOwJGxsbdvnVzFcPbPVmbCqeRlFJ6cUZdzHxt7PIG60xS0lK29U4TS/mcZ9AespKjHpPNBSQwxR08LjI1rW7E2BN/YFp9nS++y/p0irw9wzPi2IRUbJqeGSW9pKiTlxssCdXdNlRqaOeNwbI2Q20FwduyvNxyqtYSZBe9m6JwxepJ9OS/r1UvHj8MbYmO+M5ibdV0HCOYYvRlm4mjt7wpoYIcRBMcUYkH5mLLsuBeCcQqK+iqTRyRU/PY/mSDJcAg6X39i4dbi2YpNvimb48dO0c35SRbijFW6aVUo0/VlcSxueUDuV6X5ReF8WjxOvrJIBLBJPJIZYXCQAF5NyBqPavO5aVzZAO/UJo8Uo442vCK5l84ssJjOWxz3tsgUspfci1lbb8XHnmJJt13UE1XeIna2ll6EqRi4pcskgw500ck8zgImEBxvrcrHnc4VXLqM7ACBeQHQK8+s5dE+ItAzkHMSdLLHkne58he4vDjcrLNNUkjlyqPgucQwUlPVltDN5xTg2jmylgkt1AKx2Bmc8y9rG1u/RWW8yoMcIOgNhc2AuVXmjMUhBIOtrg3BXO+7OUVozWFlPUStADYwAALetRsOWMnqrlRhtRS0dHXVtLKyjq8xhdcASZDZ1vat1PbHjyVq2U+aJAxsnyL6m2oF+ipzACQ5Ddl9FJIQL2FvaoHErHJK1yKEfdptf3JWOsU21zbunsEdn5ybj5Nuqwt9g7fgCzsE4xJ6YQT/vY1xFvRu69jtr1Xa+T5wOA8ajr9Rz91jXDuHog3GvRZRfzyf0/Yl9IYL30SvN9bpqVxuVpZAI1SJbn3KpJbTUJFoUFubW6ISIQCr0mvv8A1BKP/wAwy/yZi81XpVeP7AlCf/5FN/J41y6juP1LY/J5qkuhNXWVBCEKACLoQgBCEIATwExTRC6Acxq08NwurxGqjpqKB808hs1rRclX+FMPo6ytlOJc4UdPEZZeTbOdQABfQXLwvZOG5aKnwzlYMyOlgd8pserz+rJ1P0dgtMeKU+Uj0NBoHq57d1fueaQcGQsJhxLFGQ1JGgiiMkcbuz33v7gfasTiHhnEcDkj89h+Ik+tVMRzxS+p4+jdenY1hkkTzUQgGI6k3+T61k03FLcMzw2jq6eTSallAfDIOxB39i0zYkuYP/DN82ihhbxz4Z5S+MjcKBwXc8Y4bh8mF0+NYVTSUUU05hdSmbmsYQzNdhIBA8Df1rinhcydnl5Mbg6ZAkS2ubJHKSgIQhCQQhCAVp0t0SKxQRQzVLGTy8qMnV1r2SVkcUdQ9sD+ZGDoe6kkgQlYGl9nmw7oUgcDY3CuV+JVeICBtVPJKIYxHGHuJsB0CogEoUhNpUCE4C/VNQAhORZQAStF9kJRogET2bpqezdSSfQ/wNx/8d4r+xr/ALrGvr1fIPwOTbjvFB3wx33WNfX3VYZOyGCbcDqF4n8JjjDGuEsOwKTAMQloXVEswlLA05g1gsNQepXz0fLVx5f++Sr/AHEf8xFjbVij7xuD1Cdovg+Py3cfMII4iqXeuKI//oum4b+EZxbRVUf1WFJilL9k2VgieR4PYLA+sFW9Nk0z69rIX1NHLEyeWnfIwsEsVs8dxuLgi49S+QvLX5IMe4f85x6OslxvD3uMlRUPv5xFfrIOo/Tj2gBfU/A/FOG8YcPU+L4S+8EmjmO+VE8bsd4hbc0MdRE+OVjZI3gtc1wuCDuCFVScSE/J+aTG2lHrX6EeSykZR+TfhiFm31PhefW9gcfnK+OPLLwlFwd5QK3DaSMsoCWVFPfpE/p7DcexfX/kcxAYl5K+F6gHUUMcTv1UYyH52laZOkTM7Vfnn5V66XEfKFxFUyEkuxGe1+gEhYB7gAv0MX5/+WnCJcI8pfEdPI0geeySt/UyHmN+Z4UYvIh2cAhPcEllobjWq3R/XAO+irgK5QRudKAwEv6ADc9EDP0P4BrTiHA+A1khu+aghe6568sXXQuWNwfhxwbhTBsMk+uUlHFC63drAD862VzPs5z87+OKVtHxdjFNGAI4a2aNoHYSPAX2V8HsW8kuC/577q9fGPFtW2u4nxSrYbsqKqWUHwe8kfSvs74Pf5E2C+ub7q9dGX7ppPpHoy+a+CfKQOFvKnxHguLSAYLXYvU5ZHHSlmMpAP6k6A9tD3X0ovz/APKdIW+UTiUf4zqvur1njSlaZWCs/QAlcV5TuDqTjjhebDKjLHVD4ykqSPrMvQ+o7Edj3svPPg5+Uz6v4dHw3jModidJF+NZXO1niA+Se7mD3jXoSvdwLKjTg6K8pn54VOC1WDY/Jh+IQPp6qmmMUsR+xcPpHY9Rqv0Ob8kLxzy7eTkcQ0gx7BaTmY5SAcxkY1qoh0t1eOnUjTXS3sUb8zQbEXF9VeUrSJk75MLyg/3i8SfsbU/cnL89KkfHH1r9DPKD/eLxJ+xtT9ycvz2qB+OH+taYembYfJ9GfA+H4/4j/WIP48i+nAvmT4IJtiPELf8AAQn/AGnr6bCyy/eMsn3j5o+F5rX8N+EM/wDGjXzqAbr6M+FwL4hw5+sVP8eNfPkMDpBIQWDI3Obm2n/JXbp18qOzTfdItbJYR8aD4ocpKf64Fuzpn0feXkzFvJ1w0P8AFtP9zC6c7Fc35Nxl4A4bH+LoPuYXRu+SV5L7PJPz34zbfivF3d6yoP8AvHrc8lXGNVwPxFHiFO3nUzhyqiC9uZGd9ehFgR6vEqhxVEDxLi9xtWTfdCqrYowXkMAuNADoF72PRb4cnpxxKcaZ9y8J8RYXxNhrK3BqwVER0cNnRns8dD/yNFvL4Bw3FMQwatbV4VW1NJUt2lhkLT6vEeC9Q4b8vvE2HZY8XhpcUiG7nN5Unvbp8y8/L8PnB/Lycs9JKPXJ9XLl+IOAeFsfzHFcCoZZTvM2Llyfu22Pzrh8B8vvCtflbiUdbhkh3MsfMj97bn5l6VgPEGEY9AZsGxKmrWDfkyAlvrG49q43CePtUc7i12eH8Y/BxpKhrpuF8Skhm3EFZ6TT4CQC49oK+feJ+FMV4YxB9FjNDLS1A2DtQ4d2EaOHiPpX6E2XJ+ULg+i4y4eqMPrI2CXKTTTlt3QS9HDw7jqNFfHma4ZfHlafJ8GNjynZI9tzey2sVwqooMRqKKqi5dRBK6J7b3yuaSCL9bEHVJ9SZ2yZZmFhXo7XXB6sVuRlRQOdsFoUuGSSHZdBhOHNhkMskcUjLWs4kAab38Oylq66npC8wZJXj7J409jFk506Stm8dNxcuEQUGDlsfMOSOP8ANJNB/wAfYrVTXUNGLQDziUfZSgZB6mD76wMRxipnfZ7n3PdZb5XOJuVVqeT7z49vBb1Y4+Io3Z8Ylq5WRPqAwOOTNITkb46dFj1chLIyZ2SE3uBf0fWowWmEgtJkuLOvsP8AmyaIjIdBqrLGkqRzylKb5K7g52o17qaKlM0bGwtfJUlx9EDTIBe6uR0jrW6dlchpHRekAR0JWiwvsiOJtmE2MOc/O07aW01Sx0ji8F98ngtiWONpNx7E25A0FlPo+5b0fcq0lGRq8ADxVoRyzWhhJsDcNvoPFNtbWR2nZQy1TtWssxi1VQVEOkqL0LaWidd7fOJ+3QKOsxCSUXeWDoGt6LJ5kshsCbqMBxY93Qb6qrzOqRluro3cCkwyWsIxmWojpspN4GgvJ6DVVvOKeKlqII6dj3ykHnOJu219B0sbj3LLjvdOzarO/JLyvakTQxtEzDNcx39IDeyuyijkig835okynm8y1r3Nslulrb9brOMhOilpbmZnrVHRU9g4G4fpqfhumxx5dHWTmSKKEDQttbmHx+X7wvReHqhzWVdXO4vNNDZrnG+uwXOxyiTBcEbCPiGUUQbb9QL/AD3VvFKsYdw3FANJ6p3Nk8GDYLiyt5YqPluv8HbDr8kUq7ESJC8OIPcFcNxTh9OYpKqkpmWc68zb2APQgeOvt9auVdYXutfVVsXeRw3iMr/kARgesvH/ABXsRjtiZzyeTzWsc53/AAVKra2KGMiUPkeLuaB8jVXXnM/KNTewTeJMJq8Grn0eJQSU9WwAuikFiy4uL+whcmTnk5sr4MGslMhv83ZU7lW3n0S0AXJ3UBiLdxouWVt2cbQ4Etbcg6q1hFZDR4nT1NRSMqYoibwuOj9FnuvbdDCAH3bckejrsUTMWa/EVdBiWK1dbS0cVFBNKXtpotox2CyHyucwNLjYbC+ybfQk6+1NbqCb7K7lZURxSGxGntKHkk3sB6ky5sRc6rNsgV0Zylw+QDa/inMI5ZaG3eTo6/zJJmNbkyPuSLuFrZT2UQcRcd1iDufJ9b6kcZfsNJ91iXE2Ibn0sD3XaeT0/wDQvGI/xPJ91iXEO3VI/el/j9iX0hGmxva6RCFcgEJSCEigFlCOqFqVBIhCAVq9KxA/2A6H/wAwzfcWLzRek14v5AKI9uIZvuLFzaj+36otHyeaIQkXSVBLukQgFQkQgFQkQgFburESrtU7CpB2HBgvS474UIP+/iVymq5ad4khlfG8bEFVPJ66OSrxGkfNTwvqqJ8cbp5WRMzcyN9s7iANGFXK/Damkl5U8Rjf0PQ+ojddWm1EcdxbOrAslb4eCPHcdra6FkVRNdgN7DS5WCXElXqujnLAbbdVHSYXV1UwhghfJITYCMXPzLPLNbm+ka5Hlzu5W2beND+xxRn/ABibf6pcBKvUuP8ACavAeB8Ko8Si82q5Kx87YJCOZy+WBnI6C+i8slK4sUlJNrq2ZatVNL8kQO3SJXbpFucwJWgnZIhQA0Qgkk6oUgNkrbE67JEISHVCVthe4ukQCgkIQhSAan5Ta9tE1u66uCowJvC87X07zX3bl1+dQ3RKVnLWNroT5RY36HUWKarEAhCEJBSM3SWsd7+pObugPoX4HI/+O8UP+LXfdY19fL5C+Bzpx1in7Gv+6xL69WGTsg+cPhlf3H4aP+Gn/iMXye7dfdPlz8nVf5RKDC6fD6qlpjSPke4z5tcwAFrDwXjzvgw8Qf8Ae+EH/W/gWkJJKiU+D521UjAbr6EHwYeI7/3Ywcevm/gXQcNfBlbFUsfxDjrZIgdYqKAgn9u4m3uVt6LWbHwQqepj4VxqeQEUsta0RX6uEYz/AEj3L39Y3D+DUOA4XBh2E0sdLSQNysiZ08b7knck6lbKwbt2UPkz4XrWt41wpw+WcOGb/Wvt99dl8E7imOs4dr+HJX/jmikNTCD1iefSt6n/AMYLxr4QnFMXE3lCrpaOQSUdKGUcL+jhHfOR4Z3vt3Gq5fye8V1XB/FNFi9DrJBJ6UZNhLGdHsPrHuNj0W+240Xq0focvnz4UHk8lxmjZxPhMBkqKWLl1sbRcmIaiQfqbm/gb/Yr2jhfH6DinAqbFMImbLSVDbju09WOHQg6ELbWCe12UXB+ZU0LozqLKPKvs7ygeQTA+Iqmatwac4PWPJe6NkeeB575NMp9Rt4LzCf4NnFLH2ircIlZf5XOkZ83LWymmarIjwJkZJ2XtvwdfJ1UY/xFBjVdDlwbDpRI4uGk0o1ZGO9jYn2Dqu+4O+DhT0s8c/FOItqWtNzS0bCwO8DIdbeoD1r37DMPpcKoIaLDqeKmpIW5Yoom2a0epRLJ7ETnfCLxXC+WLiVvC3k/xWubJy6qRhpqY31MrxYEeoXd+1XaSyNijMkjg1rRclxsAO5Xxn8IDygt4y4jFLhkufBaC7IDl0meflS+o7DwF+qpBWykI2zyl5zS+GwX3F8H3TyS4J/nvur18OM+U1fcXwfPyJcE9c33Z62y/dNcq4R6Ovz88qv5IvEn7JVP3V6/QNfn95UtfKJxIf8AGVT91es8XZXF2c7hOIVGGV9PWUk0kNRDIJI5YzZ7XA6EL7n8kfHlLx5w4Khrw3Eaa0dbAPsXdHD9K6xI9o6L4Psuq8nXGFdwZxHSYlQlxEZyzQ3sJojuw/e7EArWcNyNMkL5R+gaFjcN41Q8R4LS4phU3No6ludp6juCOhBuCFsrlOc57yg/3icSfsbU/cnL8/Kltqg+tfoJ5QP7xuIv2NqfuTl8AzNLpTYLp0/TOjT+T3H4Jdc2Li3FaV7mg1FFmaO5jkF/mf8AMvqtfAnk/wCIJ+FuKsPxSnBdyJbvZf5cZ0c32i6+7sIxGmxbDaavoZBLSzsEkUg6gqmeFOymaFM8g+E9w9PifC1Fi9K0yOw2R4mAG0Ulru9hDPYSei+VXsI0K/Q+aGKohfHK1r43Atc1wuCDuCF4Zxl8H+hrZ5Kjhms8yc+580nBdED+lcNWjwN1rp8ygqkXw5VDhnzEWggWv4rS4dweqxrGKTD6CIy1NTKI4mjufvDcnoASvXqP4PXEbpgKitwyGO+rua+T3DIF7J5N/JfhPBDH1ET31uKSNyuq5GhuUdRG37FvtJ8Vvk1GNLjlm2TPGuDtcGoG4Zg9BQRm7aWCOFp7hoA+8pa2qioqKoqql2SKFhkeewAuVaXkfwguKGYVwocIgk/HuJ/FkB2rYQfTJ9fyfaey4cUHlyKK8nHCO+VHy5XymrrZ53/LlkMh9ZNz85U9BRS1NTBBBG6SeaQRxxtFy9xNgB43SRRZn69V9GeQvgGLDqWLiHFYD57KPxpG4fWoz9lbufmHrK+nz5Y6XFb/AMHq5MixQvyeA8W8KYtwxiZosYpjFPbO0g3bKO7D1H0dbLnnRL72xnB8PxuhfSYrSxVdO7dsrL+0dj4heP8AEfkDpZZHzcPYgYb7U9WM7R6nDX3grzcPxGM+MvDMMerT4mfNIjtsruGV1XhdZFV0FTNS1MRuyWJ2VwXqNR5EeLYpS1lNQys+2jq7D5wCt3hryC4hLUsfxDV01NTfZRUpMsr/AAuQA316rpyajTKPLs0nmxUeueSjiGo4m4Fw3Eq8N86cHxzFosHOa8tvbxt77rtVkYDhNNgmE0mHYdA2GkpYxHG0dB6+p6k9Sr800cETpZXhkbAXOcTYADclfPOnJtHls+U/KlhrT5SOIHsysiEwObQDOYmOP0lcpVV1HSuIDWVJGzrZGewD7/uVvjrGjjWP4hWC4jqJ5JWg75SfQ/2LBcm6OSaQMjaXk9AvYjgk4JS/0fR4H6eJUuSxWVtRVvIjLALF9rjQb+z1LIqHGWxyhlmgadfE+KuOhsE0wHsp9FLoZLn94z5QXOuf/ZNbESr4hu4NAuT0ClYI2n0xt0UrH7mVFampDIQLak2C1JqJkFRJHJFJTGIljopNXtI3B0CqSyjOSxoYOw6KKSaSQ6l5J6k3W6gl0WVIumqhi+ti58VWfWyy3jF7HSwU2ERNbiNLNV0Rq6aOUPlgzGPmtvq241F+60pOHaqqq55Y6M08UkhMcVnkMBOgud7BarT5sn3UHkb4RhPZJGzOWki9nfpT2PY6J0MUtUJDAB6DS8lxsNF0zuHJTMZZ3xs+SXR3ADyO4TncNxPvaohjBNyAbrZfDczIVnIihrpYTU8p/KZYl3QAkgfQVHyJSyxvkJuB0uu2+oE7IyKeZlSIxnEMYvp10WPU1EjTlbFHGzo1rVlm0LxfeZSWOuzCZRvab6hRVNOQL2W552/qQR4hEwbJFzcoBBtboVz+hGqTM3A52CKwJPsFt1XcdbKepdy5zZ1gDuq17uuuSfsZEoHdXY5RJymhoHLFrganW+qo9VpYTAZpgLdVTyXij2jyY1sWJ4ZFhlc7K+m9OOQ7csHUE9N9E7iqeSor5c7SyxsGnoFiO5eBcI5dBV19nk9RED98/QuTm4pxCABjKgvY3QNkAeB71waW555Zl93pf9v/AGd8ltiovg6SOillmAYC89AAuY4zxiMw/UuklZJA1wklkabh8gBAAPUC517+pZeK8S4hXxGGeoPK6xxtEYPrsNfasGaS4XqSyto5MrjVIhfMQbgqTFcUqMYrZKvFKqoqal7WAzSnO9xAAFyfAfMq0rQY82YXvayr7FcjZxzfgkhhLpQALklX6mV0FBLRGKL0pM5kI9MeCpsm5Yuxxz/QoZpC4m5sO60g0osj1PTXA6lw11bLIxksMRZE6UGWTIHW6C/VUBDJ6Zy3DDY2VtkhhyOOsrHAtzG4t6k2uFOGRvhcea65lbbQG+lvYstvk5m7Kr4y2SzxY76pszWsjBBBJvcDokOY662CY4EC5TwULNTFFS1UjKeoZUsAsJA0gG48VUe2xS2Kfy3GPPb0L2v4qr5IH0TIHVUXnZkFNmHMMe9vC6jnZGJpORnMWY5c29untTLFSBxDCDqD0++mxMHW+T8ZcI4yJ3ODuFv87EuHduu44C0wni3t9R5PusS4g91yx+/L/H7EvpABe/YKR7wY2N5bQW7kbn1qJu6sENiMgOSToCDp61qiCB4ANmm/impXJzGhzgLhtzueiqCZI5KkWhUanNTU5AKvTMRFvg+0R78QzfycLzNq9LxDX4PVD4cRzfycLm1HcfqWj5PMEIQukqOcwANIcDcXsOiahCAVxJJJ3KRCEAIQhAK1SAqOwtdOBQFmKSy6nAeLamhhZR1bBV4d1hk3Z4sPQ/N4LjwVI2RUlFSVM1xZZ4nui6PT2VfDcoFVPikopAdKXkEzXtexsQ23jdUsR48qYIjBw20YZT9JWtBmP7fp7PeuB5qjdIsVpot3Jt/U6Z6+clS4+harqyeqmfNUTyzSyG7pJXF73eslUHuQ9yjJXQlt4RxS+bkHIjdlkBIBt0OxSK/iUEFNUmGmqmVcbQ082Nrmgm2uhAOmysCihCEAIRZKhIie2xOuyahAHVIlTkA1CEIBzUt0iVACVJZPAUga1PQ1T0tPNVTshpo3ySyGzWtFyShNENk9qfNA+CQxzNLHg2IPRNAQtR9B/A7/AL/MU/Y1/wB1iX15cd1+bnDXEuMcM1MtRgWIT0E8rOU+SE2JbcG3vAXSDysccfooxb/X/wDBVnBydorR9/3CNF8CjytccfomxP8A13/BL/VY44/RRiv+uH4FHpMUffN0XXwQ3ys8c/omxP2yj8CZL5UuNZRZ3E+LAH7WfJ9CekxR924liFJhlLJU4jUw01NGLulmeGMHtK+ePLH5d6Y0FRg3BkrpXzMMc2JAENa06ERdb/p+nS+4+d8VxzFMWl5uJYhWVsnR1TM+Uj90Ssx93G5Nz4rSOKuyyiRyOMhukapMqUNVjQ7jyYeUXF+A8U59A7nUUpHnFHIbRzD/APV3Z/vuNF9ecBeUvh7jWFow2sENcR6VFUWZKD4dHDxF18HAKeJ7mkEHbUKrxplXCz9Jki+EuHvKpxngkbYqLH6x0TRYMqLTgD/OA29i6eHy/wDHDRZ9RhsniaPX5is/RZX02fYiwuJOJ8F4Xo/OcdxKno4vsQ83c/8AUtGp9gXyVifls45r4jF9V/NmHQ+bQRxn32JHsK4CvxCtxGpfUV1TNU1D/lSSyF7z6ydVKwPyyVib7PUvLD5ZKriyJ+E4MJKLAycsgJ+Nqv1dtm/pR7ew8Zfd5uVYdGbpOWt0klSNlBIiY3Vfb3wfiP6lODAHrN91eviYMIXVYVx3xXhOHw0GHY9XUtFCCIoYnABtySenclVnBzVIjIrPvUFfAPlRF/KFxJ+yVT91etb+qdxp04kxS/69/wAFyeJVNRiNdPWV0r5qmeQySyu3e4m5JUY8Ti+SmODTszMqVosrkEURkAnL2R9S0XKj5a1o3s9V8gvlIdwfjTMPxScjAayS019RDIbAS+rQA+GvRfYkUjJIxJG4OY4XDgbgjuvzoY0g6Lq8P474qoKSCko8fxOGmhaI4om1Bs1o0AA7WWU8O7lGE8dvg+0fKB/eLxF+xtT9ycvgmUfGFdbN5ROLp6eWCXH8RkhmYY5GSS5wWkWIsR2K5qGB0rg1jSSdAALrbDicOzTDCiKKMkhes+SPym1XBkvmOIiSqwOV1zEPlwOO74/A9We3Q3v53T08UUo57SQDqBoVoYlg09BSUFTJLTvjq4uY1sUmYtF9nDoV2rBGaqR0+kpxdn2lw5xFhPENCKnBq6Gqi65D6TfBwOoPrW3mXwdhtVV4fUNqMPqZqWpbtLDIY3D2hdzhnlb4zomsb9VGVLBt5xA1x99gfnXLk+GT/wD5uzllpX/afXF0F1l8vHy1cYSNtfDGHu2mN/nesXFeP+KsaaWVeL1IiO7ILQi37UAn2pj+EZ5unSJhpJt8n0Hxx5Q8H4Wie10gq8S+wo4X3df9MfsR6/YCvmPiXFK7iPGajEcQk5lRMdgLNaBswDoAn01JGR6YstSmw0OdewPqXu6T4VHT89v3PV02gUHfkxaPDrDM/wBy9T4O8rVbhGSjx9klfRjQVDbc6P19HfMfWuUnpBBHa2tlh1cJJOi78+hw6iG2SOnU6bHNVR9W8N8VYLxHDnwjEIKggXdGDaRvradQt7MvipkT45A5hex7DcOBsQfArqsJ4v4rpbMp8ariB0mtN/GBXz+b4DOPOOXH5nlS+GSb+Vn1X+1RmXzgfKhxTTNtJXUkp/ycfessrEPKpxPUMLfqjyfGCFrT7yCub/0+fy1/sz/9dmXZ9MYhX02H0z6iuqIqaGMXdJK4NA9pXgflZ8qbcUglwjAHEUMgy1E5FjOPtGDozuTvttv5lj+KV+IVbZMQrZqyYC4klm5tr66dB7FjtidM/qSujD8MWN3N2/0N8WhUOZ8kcznTOJOpKdSQSCZjmAF99ATurtPDDDfnEE20A7q4yWnkoSxlOwTukuJQenZeg8b7O+kUKnDxDI9r3MLx0bqqr6fMN1u0uFzSyMLAXybhuW91an4amjeRVyebQjpKMr/cVMcDlxQk/wAjjjEGvzMJBB0INrKSHDamqGeNhIPVdcykwijN+U+qeOrjYfOoKjF2wv8Ai2xMtsAL2XRDQRXOR0YNqyph/B89RBLPNIWxxDO/K29h4nYLUosBw+n1mnisHAG13kDvpp86yjjThA9gjzvc4PzOJNt+mypyV1XKwCG7AN7HUrSMcUfui14R1M8lNFUSCgdKacH0M9mOt42UIkMhysyAnqXD765V9RK0AGaQv+yuklneIxkqM8hNsrSSuqOeMFRnfudI+WZuwB9ifDVsvlngY4d7WK5M1s8LjZxBZoVsUNYKqEcz64Oq6MeeM3RZT9jpYaelkrLc50cJaSx0bdc1tj4brk8VbTzecZDZ4lGX1a3+8tWGbJNJKSbQwk+06Bc1jVW3IwMbZ4vmPiuPXyUYu2aZMiaooXbsDc9k+ok5dFfubfMq1NmlkDWbk9lYxsCPJEIyywGh66br55v5XIzr5bOdqDeQlNiBcVNK3Up9PHp61xeTCh7Yry2GovpZdzwZgwqKlhnPLp2gyTSHTJGNz6+g8SFh4Rh4kcM+52XZ4zPHhGDDCgbVEhEs57EDSP2A+8+C49XOVelj+9L9PdnXhgo/M/Bh8YYz57VzygZI72jjGzWjYewLiZ5i56t1c0tRJZjXyHU2aLrLfJa4ta+i2xwWKChHpGGTI5u2LclROKRxLSWnQjdOZlAPODwCNLDqrWYNjSNFDLGOXcOBPZWjNzaXkHkMEZMgdls9/hfrtt4qm0N5ZdzADf5PUqODKbCCIuOxPgArE1FPO9hjhyA6AdypnyGGJhhmYC4AkN6KtMZYxG4uN3+mDroujbBKmYMr1VI+D0XtAKqMiDic5sLFW6uwhjeydj3vvmbrdvrV+gwl1ZguIV7KijYKSNj5I5JQJH3fazB9kep8Fm0m7SMmY/m0vLfkBLLgad1G+F0f1zTwViCZxORlyToAO6qzyh1w8m4VGo0QGYWIG3XVHMGQNYOqrZiL2NuiZcrH1CS2DrYixGikdFcKmZTa2lr32U8M9tCVpjyRbpkHYcGNtgnFot/1SR/v4lxFrEdwu94KcJMC4td/iwj/AHsS4uaMa91l6a3yr8v2J8Irhtz6RATS1SsjJNhqnmL4p5sdCAq0KKrgOl0WtYp7hZMIVa5BO5MTkKxQahCEA9pC9Lr9Pg/UX/mOX+TheYr06v1+D7Rf+Y5v5Oxc2o+9H6otHyeYK6JKXzB0fIkNZnuJeZ6IZbbJbfxuqSF0lQSJXJEAIQhAK43SIQgFahIhAOunXTEISPzJt0iRSBXFIhCAEqRKhIJU+FnMla24Fza56LR4hwxmEYpLRx1dPWsjt8dAbsNxfRCadWZaEIQgEITkAJqchqgkEJUWUgGi6W2qLJ7UAiWyUBOshahoCnpppaeVk0EhjkYbhwNiFGBqn5bG26AV0jpZS6Zz333N9UWSWTgEAWUjUAJ4CmwJZOsnAJwCkuI0egngKQN+L9qc1vgtIlWRhqdlUzG67J+S52VyoUUVMZj56ZRFlP1q172036XUWTwVhsac2JUZqV2xpzY1ZbEpGxISU2xqRsZVtsXgpWQoWKbYlIyKxuN1cbD4J7YfBWQso8ok3Kc2HwWg2BSsg8FYhzMzkC3ihsFzay1OR4KRtO0Rl1xe9rKaI3mO+nLXlrhqE3krVfD1SchKK7zM5KTleC0nQJHQKaG4zuUnNiV7kpWwq1FtxTbErdJI+nlZNC4skYbtcNwVII7C1t+qcWx8sANIffU33WqLJkb5HSPLnkkk3JPUq1B8YQ0m1zZV8qlh3AJsL79lvjkaKZZfG1riGEEA2BHVTUsIMlyLga2UDwGzPayQSAGwcNirlG7KQV3Y3ZrCfJGI7yLTo4APSPRQuAzbK9RuGoI0K7cS5OzH2SQk510WDjmSxg7LGZECdF0eC05b6VtLbrul8sGd2G1JWZ+Jzullf2uq9NTxyCTmOdzLfFtDb3Pj2C0n0eYl0hyRjckqrU18NOC2kHp7GS30Ku+1UTSWO3cmNfR00EZNU/LIBcRhupPj2WbWYg0gtY1jGfatFgq9XO6Ukkkn1qqynEkZN38y/sssnFt2+Sjm1xEkqYjyI5s4eHNz2AOmpFr99LrOdG5xJAICvzCKEAH4wj3Km+SSXSNvsAWUvzMnL3GZI4xqM7+w1VR85c4tYLMP2IWtS4FUTWlqJhSxHZziWX9Xf2K8HYRhbPQaJpB9lJoPYNz7bLPZKX5Iwc+Slg2BV2LTDkQPs0akDYdyToF3PC/DuEUuK00dfXQ1Mrr3jg1YLAm5ft02C4LEOK5pY+Ux3xQ2jAyM9wWUzH6iOoZKJH3ZtY2WOVxSaUv9fyTcVyeoYrxtSU7Hw4XTx0rb6SMHpEeJ3K4fEcedVyFzyST1XKPqzISS5ROqLFZY9THH91FJZG1R0DqwSHXZK6jE/pR3t491hQz3Nuq6TmsiwqKZlXFzXyEGEfLaLDX6fctVnWT7xOPGnyyB+H8gjntkGYXGlrjuLqWGiimfG2MBj3m3h67lRVuK1VfLFz6h03KYIosx2aNgEtM4m191viUfYsqvgrvp2tlyyDS9iRuPFZtXHJCA65FjoV0tbEYpGF5YX2uQDqPWqeOkuw6KF8kps7PFGD6AB3Nu6nNhTVoxyxVOzEmqGzy5jGASLEDr4rUw4thppLA3e0g3Gxv0WM+ndcFgN72N1txxltHexJebC3X/AJCz0zak93gw3eCSprBHSnMQSWgu+8P+ey5OsnMrySeuq1cbqGxVMcEmrA0cwNO5t3XPSSWcuP4hqHN7SU7RdpqowvDmbhW5pnVxDpHemBa57BZDLmxWnRti157iwZTYgX1XmKfFeDVO+CnyS51gF0LsNqcKlqcMr6FkVQHMzGRvxkdhewPY3HzLLgDTKN7X6Lr+GcLdiFVE3mnl3uZJdcjQLknwAWGXNHDFykVxwtmpgtC3B6U4nVNDxFbkj7aW1wPUNz7B1XD43WyVFQ9z3XkJJJ8V0vFeLQzPZT0mcUkILIg43PiT4k6n3dFwE0pMntXJpYOX9WXb/RG+aSS2or8x7DnBIvcXBsq0xDWEdehvsrczbFUKkbrqnaOCVojZmlksDqbnUp75TJHe1mbADbZV3Cwvf2Jxnd5sIr+gHXt4rKzOyN7rKMuBbpe/VNe5SMELoowOaZy4hw0tbpbx3VLMps0OHKihgxaB+KxSTUeokbG7I/UEAg+BIPsWpgNbwuKTFG47DXzSCK2H8mW1n/p/Bc3X0s+HVdRR10EkVTETHJG7QteN7qjIC3QghN7oybHvlHMfkvY7XV3B62mpq2F9dTGppW/LiD8hOltD07rK1KCDkv0vZUWRooPfJ8YXR3Avp4KFxVilELpCKhz2symxaL620+dVlVtsgVXKKjnrpXR07M72xukIuBYAXJVNPY4xm4Nii/MkbYB1n39imnppafl81jo+Y0SNuN2nYqJ7gegCDmdvcgD3BQQd75O2czhrjM3+ThLj/vY1xjiHddV3Pk7la7h7jksja0Pwgiw6fGRrgLkPKY5NTkvp+xL6Rq4fRmbSOKZ8pI5eVtwV3mG+TzFavhrEKrzGoDwY3xgxkF41vYLz/D8QmpiHQzyRkbZXEL0HCuOa2m4Yr6bzybnSGMB5kNxvsmbe0lA9HS+i7c/Y8+r8NqKWZ7ZqeWOxt6UZCpBobuPmWtiuKVNXK8zVMsmv2UhKyXyEnUkrTrs4Z1fykaHFBBB1TVBiCEJEA9q9NxDT4PtAP/5HN9xC8wavTsQ1+D7Qn/8AkM33ELm1Hcfqi8fJ5ghCF1FBEJbWSKACEIQAhCEAIQhACEIQCpzWOIJAJA38EMy2Oe+2lldo8Sno6argiIDKmPlyXHS9/vKS8Ur5ZQSJTqkQgVDUIUAVqcSSmIQCoQnIBqchCEglSJWoBU5qaAnIBbJbKxQSxQVcUtRAKiJjruiJIDh2uNk2QtdI8sbkYToOyEkbQSbDUpQEouNk4BCQAUjWE7Am2pTQFIwkAgaX3QE2H0oq66npzKyISyBhkkNgy5tc+CtY9hrcLxapoo6uCsjhkLGzwG7JB3CpAJ7RdC41o02Tw1KGqQNSwJyyDbqpeU5tr21F9CgNUwalgUR/Ek9nBKGqdsf43f8Aqh99KyNXgyGRhqkbGp2Rehe2ndSsiV95FELYlIyJWmQ3VhkHgq2WKTIvC6kbCtBsHgpY4PBLJKLIFKyn8Fosp/BW4qT0S42AHU6KUyLMcU6l81IYHEaE2B7lej4L5P66ZkVRjb4cEonXymsIZNLb7SN1rb7u9xXoGAYZhOCASYO+i51tarmxyzH9t9j6mWCndfRk8iPFsP4Ox6uaHUuCYk5n2zoDGz3usF0lB5L8amINR5lRjrzps7x7I8w+detS4nm1kmMni510z6pt+3Z+6CfOZvIcFT+SeIMHnGNMD+oipCfpcFb/AKleFG2fFarT7WljF/nK6ubGKdo9OohHrlaPvqm/HaIb11KPXOwffSp+5G5mKzyYYCPrlZibz4SRM+hquQ+TzheIawV0v65Wv+8AppOJMPj/APr6L98M/Cqr+LMLbvidEPVKD9CrsfuLZa/EHwoN8MkPrrJv5yH8EcKWsMKse4qpb/O5Zr+NsEjPp4pFf9K1x+gLNxLyncOUOklbJI/7WKB5f7jZR6bItmrU+TzheUHJHiMJP2tUD8xaVkVXkywk3MGKVsfhJFHJ+BcziXlqo23GHYVVTno6eVkQ9wzLlMR8rfEVVnFI2hogerYeY/3uuPmUKDXTf+wnI7yXyZgkinxUPPZ1I/7zisTFeCZsOH44xfB4h/h5+T8zl5rifFeO4ncV2LVsoP2PNLGe4WHzLEZ8ZKL7k6kC51WqlNeTRZJHd4k7DaAeljOHVUl7ZKR0kvtvkt86YWgWsQQRcEbEd1wjnFbeA4w2nLKSvLzRE6OGr4b9R3HcffXRi1DX3jSGXnk6OA8t4NgfAq7CEsuHyU+pLJI+ksZuw+1XZJqZ2G0lPHRiOpic575xITzQdhbpZevp2p04ndjW4ZbZWKcaqBgLjYC/gFsUdG2OMTVbuXGdu7/UvQ3qHZ3Ysbk+CxhdPLPIGsF11jHQUdG4giWRgGo2B++uTdiRPxVO3lR9hufWtSneXULwT1C6NssiuXXseliavgrYjVyzn0zp2WRK0krUmjA3VCpzZ+Wxpz9iF0NbVwJ42/mZSflbvqfBR818noxjfYAK6MPIN6p2T9KDr7eyc/EKOhBEbQX9Lbe07n5lg03y+jnbaK8OFl3xlZLyY/Vd59iWfE6DDhlpIrvt8qQ3PuGn0rAxTGKipkeC/wBAnQAWsPUslomqJmMja+SR5s1o1JJ6LkyaqMOIowbbNTEMdlneTmN9r3196w6iodIbkp00To5HxyAh7TYgqs9edm1M8nbKURlxJs0+9S1MlOJx5qJTAANJSLk2128f+Sq7gkXJvZDJGyubKHRnIQbi3RRl2qX0Qw5yb29GyiuhVssROIIVnmuI8FFA5jjGA0NI0c4k6pRqbDVaQZZFuncCDcm9xb76343ZqHmn5YsGnwWZhuGTzh7mRkhgznRX5WmJnKDiQ6xItsV6GlycM02NcjnyFwYdS+2qtMozV1LASbMAZsqbotGA3BO+vTst7Cpm0/pOtzRqAeg8V6mKO58mOT8zOxakAq2UcYYA03lt0Nuqw8aqiZckOkUYsLLqZKugdM+Mue98h+MkBsSfasXiDD2x0onpzeIusb7g9llqYPY2jla8nE1MzspYD8s3cepTYpeXC+GRud/Mzi420IPj29ykkiLpSNB601kdyDZfMZLb5JQ6mjJfqrU0xjIyb2skYOVHmO/RSUFOaiUaErGb2I0fCpGhg9K6WRmRpJJ00Xa45VMwDDDhrCPPZQDVOB+T1Ef3z427IwuKPh3B2YjMB53JcUkZHsMvs2HjfsvPcXrZJ5Xl7iSTck9V5VvWT/8A8x/V/wD4dF+lH82Q1dcXTE3TWATSByzHv11VyhjeTcfMvUxXZzKdvkZUG0m2gNln1ZuToujmwyWSVgylgcRqViV8XJke2+2gI6q+bHJdlJmW8pKjlgARkkW6jqnvao35ohe1r7XH0LjZgyAg5cx2vZMbIWPDmEgg3BB2KLi+u19VG5UMWPqJnzyPlmkfJI83LnG5JUTjdLpp3RIQ55IFvAIZA2OTllw+RsVXcrDIXyA5GkhgznwCru3VGuCAU0uVsvxbuY0W1IsoE8gWGt/vKoJIWPmmDYmkvJ0DRdMeeh3vunwTSQSiWF5ZI3ZwNiFCe6tfBIobe/gLpLnupGRvcHljSQ0akDZRg2KqQd95OLDh7jgj/uc/dY1wr916B5PnQfib42Ed9cHN7jY82NcvU4Q2HhykxUV1I900rojStd8bHbqR2VI/el/j9ia4MhtwL3HqU7JiI3tvuQq5dpslv6HiugD3uPdROKVPmLpHGR9tewsqvkA83KahIrFAQhCAVu69PxH/AOX2h/8AMk38nC8wavTa/X4PlF4cRzfydi5dR3H6lonmKEIXUVEQlSKACEIQAhCEAriXEnTXsn8o8rmXFr2tfVNBAYdLn6EiARCFJK9rgyzA2wsbdUBGlQ63QIahIIQhCQQhCAOiVDUIATkaW63QgBCEISDU5qQBPagBqVCVqElujhp5aaqfPUiKSOO8UeUnmm4Fr9O/sUDUjU8BCRbJ7B1G6AE4BUA4kuNybkpQEAKQNQuIApGjwShqkDUJEDVKGpWNU7I0sDGNU8caeyNWGRpZJJ5q5tIS9pHpDf2pjI9VdZGfNHj9MPvpzIb9FKYZDG08vLc5L3t4qdkN1PFCrkMPgpsgrxwLYwiip5qlkdVKYour7XTIYNtFo00H2oUNgpGkAebG46FSx0fgtiOkvqfnXd8J8CS1YZUYqH0tOdWxbSyev8zH+3+p3M2UlNI4TAeHK7GavzfDqcyvZbmOJtHEDsZH9PVqT0BXsXB/BFDgIZWVThUV8Yvz3NsyL9bZ0P6c3f2tey6SgoqbDaFkFLFHTUkeoawWA7nxJ76k+Kp1dWZzlYCyAHQdSe5SnI5p5X4OM8tTmVXDmGS2OWGtLBmNyc0b9T+5Xib4o/tWe4L23yqtzcDvd1jroD7w8ffXiz1vj6oiL4IOWB0HuUbo2/aj3KdyjtdaEkXLjH2DP3ITXNH2rPcFWrMWo6W4Mwe8fYx+mfwfOsOsx6eW4p4xCzufTf8AgQnk6CWRsLM0jmRs7mwCy6niKKK4pmvmPcnIz8P0LnJpJZXZpHGR/dxuUTBoleI3F7ASA4tyXHe3RVbFFusxmuq9DMYmfawksH03+dZydZJZVLCJqHJ1hy73F72t19aggWYCMRlj2SZm5za4yHsVbw2Fs0xfNLJFBC3mSyQtBexmg0BIvqQqbHGORkjN2EEXF1NTtMzKhsMRknlFg2OMvsLgm1ttvcod0F2VnbpFLNFy5C25uN7i1j1CfR0c9ZOyClhkmnO0cbblXQ80jpuCeIvMz9T8Rf8AjN+kUjtREex/SfQu4mw5pf8AEERyEj0H7esHsvP8NwWOOoeyqlZNPG25gpnB9v1cg9AeoXPqX0jiHk5dScN0bsFhMj46aLnUuY3MgYLvjJO/6XbtZc2T4rHR5Ipur/0dGLfje5f6OEkpfqKyIviZNLI3O2TeIjuPtlj1dTLNIZJXF7z1WjJAXR2Er8hNzGdr9dPsT0+kKkaM93kkXsW2NvoPrHtsvptFq8eZJvs9aGp9XhcfkNowS8LrKCEyQEAXOmixsIoTIDK8hkTN3Hb1LbZiMUMUjKcWIaTzH7le1vbVRPW0sdnMiOai5TiayUR9mN1d/wAFQxCrFKDExjI2DYNtc311I1KqVNU6Qm+ioytLt0lJrs1yNvoqVNUXXAFgsuoDpFsOhHVRvjbawC5cjc+zn9H3MB0Didk+OAxEP2I1BWo8Mb0WZWT2uAuSaUOWVeNQK1S1pvbWw7LOkstSgNFJJP8AVF0wZyXcrlfmnS/gsia/Zcc5Wc8qGG8r2NAZfYdFcwHCKjG8TjoKIxCeS9ubII2aC51PqWY7dNuRtoudnOxHnVMuldqU1wQrRap2lzC4A2BtdbGD0ZqKkNyvPgBdY1PUSxRPhEh5TyHlt9CRsfnWvhOJVFO4cmWQDewcQpcnXBpjq+T3Hg3g+ofglZLy8j5GtDAW62vc/QuX4g4YnpJXExyi2tw3RanC/HssODVUMkhEhAAOYnqsTGeJaieN3NqJHAnQFy5dD9p9Vt9Wek3abk+PBgzxTCpgiZES8X6eO5WiMOmjwx9a+xa52UOB8L7LnpnSunzmZkheLm19FoxYhlpD0A2t7V9fhye55uVJ8mExzjXSBgJO61sVktg1ifTfIfmH/FUsNjNRUxxsGpdv4o4kqWurnws1ii9AW+crGctuOT9zna4OefFc6qWOIBK8kuJOpJukmcchjjF39V4GSSRKVIgcDLKANui7fhLCII4Za7ESY6KmAMpG7ydox4n5hcrO4WwKXEa6KKzGMsXukdoGtAuXnsArnGGOwGKOgw4cugptIwd5D1kf4n5tB0XiarLLNL0cT58v2RtGoLdIyeLcfkxKtfK+zBYMjjG0bRsB4ALnsMxNtDikFVJTQ1QjdfkzC7H+vwVCsqDI4qs0EnVdOKCxxUY+DkyZdztlmqn51S9waxgLibN2FytfCncqF7uuwWJypSQ4g22utqlaRTAdyu3AndlE+TqeHpzUGWkmtyzA/Lp9kBcLl62kbNJq3ISd7rXwefzQPqT9ho0dyVh4liDpal7idSV2ZJKlu5LN8C1VPhdPFiEVUahtXHGBTiIAt5lxnzk9LX2XLzyPmMbZHHIwZAT0C28Xc6aVk515jQT9H3li1BD9RYeAXn5+WYSlZVmjDXEAgjuOqn/GH1Kkzio+qPNGWxHL5djfxveyiNsm+pULw5ozWIHQ2XI1Ri2Qk6pczRGLE576+pMcbm6bqs7KE3PIiyt013UBOqRFkbbA/KSCR03TEqfFIYpA9hs9puCqAjQp5pX1Er5Z33kNySepUCAkZK5rHtBIDtx3TGguNgCT2CNMvW6ewOvdgNwLm3RCDuPJ0P8AoDjcHcYQfujFwrnHa+i7vydG+Bcanr9SD90YuCco8shCtdZP5l1ChW3Mkma4WN9+iUOUTUrjmN7AeAU7gTvtfS9vFMQhaFQSuaRbxSIagFavUK//AOXyi/8AMc38nC8yAby75vSvtbovTK+5+D5R/wDmOX+Thcmo7j9S8fJ5el0t4pEi6ygJ7HOjkDm6EHRLCGula17sjCQC7sO6Woa1kz2xyCRgNg4C1/FQCNxuUiEIAQhCAVqvQ1NNHh88D6NklRIQWTmQgxjtbYqghAWI6eWSnlmY28cVs5uNL6BV0t9EiAErUiVCRXW6JEJUJEQhCAE9NATkAItohK06W6IAQ1CUBCRzUJWEg3BsUtiEJEantTbJ4CAeApGMubBMYFo4bG10ozqhIkVBM5uYBRuidGbPFiu1gihEAta6w8Yiivdm6XZajGAVlpHKEeUb3vbVRgKZgUFgDVKxqVjVOxqgkYyNWGRp0catRRXUWCOKPwVqOJSxQq5DDfoosmhIYfxq/wDVD76ljh8Fchh+JP6oKxDAqqZLRWhg20V6Gn8Fahp/BaVLRk9E3kUUqel20W7g+DVeI1IgpIDJJa5GwYO7z0Hj7rnRb3DfCs+JcuaTPT0R151rmQf4Mdf1Z09ey9KwzD6XDaUU9DAIYr3IvcvPd5OpPifo0V0rOfJlS4Rl8N8KUWEuiqJrT4gwfLt6ER68sH+Ode2W5C6QuihiL5DYBNfI2KIvkNmD5z2WXLNJUS5n6AfJb2C3UDkc2xayodUP10jHyWff9f8Az64FM4NEj2ZgZGgF0bfTeB00GqJaeXmlt4mMA+UTc37ZO1ut/Yr8Ioc55RIjNwBilhflzU0nulH4V4VWSx0kQkqOZEx3ySYn+n6tNV9CY5Bg+H4dPW44+asihiMpimmswgC+obZgGnUe9fKvlG4ql4m4ixCoY2NlGZ7Qcq7LRMGVjAD0sL7A6rLHm3zcca67OiGN1bJqziJliKSIn9NLp8ywa6tqao2nmJH2oOnzKGOX8bComgh825vJJB9O9r977ddkt4pGZzHJTscfiuYCQ7vZ9l03XZYjiyZxzi9jO7Rc+64TLHruphDJJfktMtt+V6dvcm2GTrcJafQIkJ6bZQCeigFRI+Mviju0+lI61vUur4m4U+p3D+D4k2soZBU08knLjlGckPPT2/N4LkITG2QGZnMZroDbW2ikmnnlpaeOcvfTxgsjBOnf8CwyQm5JxdIvBxp2ik+Nw3aR6wlfG5jGE29MXGqGcxp9B5Z6rhW5o2yMg83MkxMfpaX9Lra2w9a32u6IUN3RTdG5sga8EGwNjpvqPmSwRTSyhlOHmU7Bu636HAYwDLi1bHSsA0HyyfC/T506pxiGFj6TB6VkYf8AYx31H6c7ldkNK4rdl4X6/wCjdafZzl4/cqMw2noWF+K1I5gH9rxG7r/pzsB86np3S1rTFA00VAd2xXBl9Z3I9abTYeXPE1a7mSXuG29Bi1WCypPKktsFS/UynlXUFSL+A0sbZooIWgMMjWWHi8D76+1mNDQAOmi+O+CoDVcT4VAPyyrhH+8H4F9hsddfCf8Akc7zRj+Rpg6Z515QuCfPXS4pg0Vqw6zwN/Lv04/T/T615J0sb2B21BBHzgj3hfUhFwvNvKPwQK8SYvhMP4/Gs8Lf/qB3H6cfPt2V/g/xWWKsWXrw/YtKPlHlElRPJbnyPlAFgQPTHsGh+n1ohc3MyUBs0YJBFzY+B6hRNOl00EiUyAlkhFi4dR2I6r9B0fxWUajLlHoab4k8bSy8oc2Iu1eST3KY+GytxS3OV4YCdAQdHfgPgmyjUg7r3YajHnVwZ9Dinjzx3Y3ZlTNyqhIXepbUkQKo1McUYu8+5UmmTkjSMmba79lh1EoMhz3t4LZr54shDFz8x1XBqH4OLLQxhuU6VthdRsNnK0yPnPDMzI7/AGTjouWPJz1wZsjcp1soXK0+PVQluqq0ZURBqUtV+PD5zQvqxH8Qx2Quv1VaybCXjrsr2VilzGQNYCXnYAalKIi4gAXPYJGAtfcbhFDkyZpUNU5o3KtyTOmIF9lnUkLnQvkBYA0gWLhc38PYtrD6UyFl16Gl07nwaQbn8o6GIxxX6v2VWpkuWQs2C0K94iYTtYWChwSkdVVWuncnoOp9i7nH51CIyqnSL1GBhuHmc/X5Lsj++fvf+y5qa7pCTuTda+MVrZ6m0Z+KjGSP1KrXwU8UFK6Cd0ssjM8zcmUROuRkB+y0AN/G3Qrk1uVP5I9IycTOf6It1PzLRwHCZq+rjijYZJHus1oGpKhoKKSqlt7yu5rpoOFsK5MItiksZZK4tsacH7AfpyNz027r5jXZ5KseP7zLQhfL6KfEeIwYFh0mFYbMyR8lvO6mPaQjZjD9oPnPsXmGJVZkcdVoVtQ6qlLQe9rrHe3W7x7FTTaVYo15fb9zHNl3Pgq39LVXKio54gaIo2cqMR3aLF3ifFQvi1uAQCp6KnLpAF2Y4O6OQsU1O6Rl3utGOp2C02x8uFliCB1Uj4Y2hjXyBkbO/UqZ+I0cFNyhTcyU68xx6drL0o4lArvVmXiFSY4WRh1y4XJWbDCZ2SnnRsLBcB32eq0KqrimBEkDLd26EKmKUuF4Tn8OqxyRt8ckPImOmopzh5dmfI8O1A2tbT6CufmDoXXOhC1JJZ3Dlh7yxhva6pvkbMCHgX7rlyJSSSKNma95JSSSSuiDHFxjbsL6BPmjMZv0UJkOo6HcLinx2UIXJE+xNyAbDdMWJBN8XkNy4vtp2UKFPTNlkkEMIu6UhoHdT2CBWqSkmqBIYI3y8ppkflbfK0bk+CjmidTVLo522c02c26fDUywGTzd74xICw2O4PQqB55InvDrANAspKWmkqpRHC173k2AaLkqv1Wxw7jddg1cyooKgwSNN7tsobZaNN8jMcwmswardS1sMkTwASHtI3AP31nwyvhcTG4sJBBt2K6zjzjGu4rxB9RXyczYNNraAeC5T0OUTrnv7FENzS3dk5FFSe3o7XydG2Acb/sQfusa4N267ryem2A8ajvhB+6xrhSnlmSBwsbJ8T8kgdlD7dDsokISCEIQE6EIW5UEIQoAq9Or/wD5faLx4jl/k7F5gvTq/X4PVH4cRzfydi5dR/b9S8PJ5ikSuSLrKAhCFABCEIAcmoQgHIahCAU2vpskQhCQSpEIBUqRLe+6EgkSoQAnJoNjdCAchCEJFalSNT2oBVK+WSRkbXuJEYytBOw3++okrUJHNUseWz89720so2qRqoSParFPIY33CrtUrULmzDiFo7XVeomMpVJisMCgCgKdgTGBWImqCR8TVYjjRE1XIYr2VWywkMSvQwp0EK0qaC9tFm5l0iKGC6uw0vgrlPS36LTgpNtFg8hdQKUNL8Tt1CtQ0u2i04aT4oi3VW4KQAEuGgFyqeoHEq0dFzHsa0auIAAFySegHUr0Lh7hiCFglxFkcr+kFw9g/VnZx8Bp3z9MzDYvMpZKd8EXNGTmSloL2nILsB6WJINt7G663CCZniIH3rsxQtWzgzZn1E2mF0mpNyiplipYhLO4MBORo6vf0A7laVHRFoGfT1hMkoITXwzvjL54dY5nEEi+haBsBbe1r6LpRxNnLYViI4gkMtK18lPESDKL8odwJNnHp6F9tbK5RYfIKykqpKiXPBzM0EdmQyE2te+pya213N+gXRyC9uw0A6AKNsYV7Ib9jIw3CqLCYJYcNpYaSGWZ1RIyIWD5HG7nm+pJ8ewGwCbWSthAJ1eRcN++VcxKrjpbsZZ8/jqG+vx8FymLYjFRUlRW1suSCFpllkJ2AFyV4mu+Jbf6WHs68Gmb+eXR5F8IXil0dLBgccxMs584q7H8rHyAfWRf9qO68MiF6ljJWE9Cy+Q6jTX3FW+J8Xnx7Ha3E6r65UymS32g2DPYLD2LMeHaF99RoT1A0+9b2L1tFg9LGl58/UtOVuySCR7WEWj1sfSA6apXzOdHK4zG8p9KMXFxv6t+ijY4tII3BvtdPZBLKM0cZLBpcDTuu7jyVILC4NtlabiE4sJJjKwaWl+Mt6r7exOhoswvM4gX2aL3HrVyOjsMsMTCRqXOO3bfT/3Wcpx6YSfgqsraR1hJFLGb7xuuP3B1+dTNNPJ9ZqYz4SAxn59PnUzoSLgkDTuDdOZR6DmQCxOhdpdZSlXTL7Cs+NzRd4IHforNNJHJDLDBTx1Tz+XOa4crvbXJf1gruuHOByKQYniVScFw4bTOkN5P1tnVXW8S4JSSSw4bg3NDI5DDNVu5k0jmWJt0j0ubgdFx/b4yltS3V3Xj/JrDElzJ0clhvDbXDmYpK+NltIYvl38SdvYD7FaxLEMMw3D4KWgMUMsLTzQ0X84O9yddengrNXVMq4YxhWKwecVDuW6CqhLeXpqS8X9lwslnC9Q2mjqZGisgAvmpiHxt9dtvbZe5DX6XHH5Vz4s6smRYo1hX1ZkOdU4obm8dPe7brSpKOKnHoDXqepUwDWiwFrJ4K55ZHN7pM8yc3J8itUjVGpGKhQ7LyWx8zjzAxuBUZz+0Y8/eX1NTyWtqvmnyMRc3jiBxGkNPNJ/sZPvr6Iim11Xw/wD5BzqkvZHoaZfIbcbrhS7rPgmV1j7heNBmkkec+UPgnz7mYpg8I883mhGnO8R+n+n1ryF7bEgixG919SnVeceUPgjz5kuKYNCPPd5oW/l3iP030+5fR/C/ibx1iy9eH7GEoex467S/itXBab6qOloWt/HnKc6m1+U5oLjGfW0G3bKBttlP63BB2IIt7EU1VPQ1cFZRECpgkEsV9sw6HwOx8CV9VDNLH8+N0y2nz5ME7iU5q2WMlhbY+pZFdK51zdep+UDBKOuo2cS4THakq4ebMB+VuOt7eu4d2Ou115dWNsCCLEbhfQaTWLV47XflezPp4aj142Y+j5mCYlkZIDiBcgdTZU6tsYmkELi+IOIaSLEj1K5UDVUZN1GRGM0Q9VMw3ChtqpGaBc6RQkcGa3b001VCTdWXFV37q0+ikhvMcGZbm3ZMzFK5I1t1VJswlJkjHHontsQb3v0TYoiSrccFyBZdGPE5lbJcMgdLNoDYaldOwNpafX5ZGumyr4XSmGMF4Aukr5rXA+Wdl7mHEtPit9nXjSgrKdaJHVLG8xkgID/RNwL9PWFo17vqVQGkBtVzAc632DN8nr6n2JMOiFDTeezW5h+sg9T39Q+lYNdM+eQucSbnVxXDlyelFvyzF98jXg2DrFWaOldPIG9ymUzXzFgJe+wyNB6Dt9K9A4dw+nwjD/qpikTHsZrDC/8ALner7Qbnvt3Xz2s1fpRurbKRjbG4bDTcO0Da+csNYReniIvl/wAIR9A677DXz3iDEn1dRI57iSTqSbkrS4nx2fEamR88pc9xJJPUrDwqsipcUgqKimirIozd0Et8kmnWy4tNppW8mT7z/T8iM2Vfdj0Zd7yAm6a+RrdSLlTYjIBI9wAZmJNhsFmOJcV3v5ODhZbY/mam1legkhp2cyTcjRvU+tR1mGVmDyFlfTSxTgAhsrSy1wCCQfAg+1Y80xJOtydyrrJs5ZRmlWVrpnXHqAHRUZp5Y42SEixJG6hZJlPoOeH9x0UFQCHkE363WeTK3yUJ/PXeClpqueSURwRF8h2DRclRYZBTS1D210z4YhG54LRcl1tB7Sq8bnwvzRyFhsRcGxsdCs98+7M7V0bELW4hK+2SGUNv4GwWJNG5pJGoZoSENnN8vzq3CGywyRaEk91pJ+ol7leihmzNsdwqxjac/pWPQWWoyjaXhvOjufFVJohFIWkdbXXNkxyq2SUHaDLb2qJytyAHUKq/dcs0QNWnU18clLTxwUkVO+NuV8jL3k8Ss11r6bJFVSa6IFeS5xJNyUiE1QwOQjTxUkrA11mODtL3QEd09xGUACx6m+6iTksHd+Tr+4fGl/8Aud33WNcI5d15OiBgXGt/+6D90YuGcSdyo/uZCGITraXumoSCE9zHBgcRodimICZKkSrcgEIQoIBq9MxE2+D9RePEc38nYvM16XX6/B/of/MU38nYuXUdx+paPk8zQhC6ioIQdU1AOTU9wAAs69xr4JiAE5NTkAISN3T3kF92NDR2QDUIQhIqRCEJFSpGpUAIQ0XNtkO37oATm6HumpyAVCRKhIqc1NUjLWOuvbugEStSJ7UJHNT2pjVMwKhIrVIxMAUzAhckYpmBRMCsMCgkkYNVbhaoIgrsDdlVklinjutOmh2Vemj1C26OG9ljNmiQtNT36LXpaXbRSUdLe2i6CiottFyZMtGygVaSj8FrU9FtotCjoxoLarWpqLTZcMsxokZMNEeTt1Cu0lI2LmTSAFkLeaQdnkH0Ge19h6rrZZRWiOnVU8XHJ5FGN5AKiT3ERj3Zz+2Cvp5epOjLPJQiQ0LXH0nkvkcS9zjuSdyfbqvRuHsPio6aKcxcyqmHo9crVx/DtCa2uigtoTd36kbr1VjQ1uwFl70GeLP2IWtcRqmOjVskKCR1tlfcZNFZ7Q3dZeI1phBbEfT+2HT1eKuV02hDPaVz9UdV858Q+K94sT/yd+m0n90zOmcV435f+JDS4ZFgVK+0tUBLUW6RA+gPa4X/AGvivXsRqYKOkqKmrk5dPBGZZXdmAXK+ReLcYdjvEmI4hXXBqnXDWn60LegzbZgsPYsfg+m+0Z/Un1H9zqzy2xpeTnZMtxkJtlF79+qIYjKX6gBgJJN7JzhsAdNxorFFC6TmPYwPgiAfMDJa4vb26novs2+LOBEcTLHNYPDNTfZaL428yOOiaTJLYgx6l7joQLdL7DdUy2Vpicz4t/1yP730KyHMbJmgiMJBuPjCbdlDLouYbE2SEMk5hewuNm/aW1+cBONKJCzk3tYBwdYEPstHhbCqisrmRwi7w4BwHQHTXsvYqfgXCOHn09Vjb5pKc2ZFDFHaeY2uLA7DW1zbb2rxNZ8Tx6bJsfLfhHTjwuSvweVcOcI4pjU8cNPDkj1vJJ6Hrt+HbxXVyT8NcGHl080WK44wW58keeKIg2swX9I+0MUXF/HEwfPhcdDFh2F3ANBSuyPkA/NZN3HXr7uq4CsrIpY6KeBtJRjNICGFz3bg53nUkenbTssowz6rnJxH2X/bJk1DiPZZ4jx6txSve7Fq41MoBuWnPy+uQbAWP2miymYnypmSwMA5c4naCT43FvEWBVdzXTzVDhIHxAkukuGXF+gP0bqs0nIG7gG49a9XHhhCO2K4Odts2JooqeR7mS6SRmSJpaTdultfafa0qXA8RlwvE4KyECSW14xzCwAnQF5FjodbXHRQU8plw98T782G/LHeN/ywfbY+0qv9ciLGt657NUqG6LjIXTtG07HHySMjnhpq59yCGxFkh8S/cqaCbDqmQR3qaWQjPq3mst36ED3rnXtjbEIn+hKx1pB193XqpYi10sdNcCQEstHDd5sLDbfcqPT2L5XQbvs6SOiM7iKKenqj2idZ5/aGxPsuoJGuhI5zXRk7Zha6xal0MLy7Fal9NM38oykyg77GwaPb7Efi3rYKGWjoI2Njk0dLOOc8jwzaN9YAPioWXJ1Hn9CHFfQ9o8hTRJjeITj8rpLe+Rn4F7ayVfHPBHH+OYBLPBhdRC2apyi74WvEhBNmm/e5tbrb2eg4T5dMTiIGK4TRVI6ugkdC/wCfMPmC+f8Aifw3PnzSyQ5R04csYRSZ9IQzEDdaFPP4rxTCPLZwxVENrWV1Ae8kQkZ72kn5l3eCca8O4oQKDG6CV52bzgx/7g2K8HLpM2L70Wje4y6Z38bwQpdCsummOQG9wdj0V5koI3XPGajwyjR515RuBzWmTFMGhBrDrUQD8u/TD9P9Pr38eeCw6ggjoRYi3dfVJN15p5S+CRWxy4tg8P48HpVEDBrMPtx+nHzjxAX0nwv4pTWHK+PDMZR9jl/JtjIaZ8GqiDBMSYQ7YPtqz1EXPsPdcf5R+HDgWJA08VsPl+tP1Nv0h8R847kEqvQ1Rp6qOaN2QsIeCOhGy9etScX8IRCoAHNGSS28cg0v7DY+r1r6COploc6zR+6+H/J26XUemfNs4VJ4XR8T4PU4LiktFWx5JI9bjUOB2IPUH/nW6wXiy+rjJZIqcemexKpK0V7JHJ7k2yq4nO2NYW5xzL5OtlDM2x20Ox7qR4LTY6JpJIt22WbM20V7KaM/FlmVmpvfqmubpfxspYmElXhB2ZMs07BkH2/bst7DcPsBLJ12ChwehuebIPQGpW4wFxX0Ok0ySUpGmLHbtjZhliLybDYC2/gs+gpRUTSVFU7JTxauI+YDxKuTA1Eojj22/CVn4niELYzSQNvBGLD9M77c/eVdXlUeX0b5KfBn4viLquY20ZsAOg6BU6aJzn9SnQwGaUADUru+E+HYwJK2vc+OmpwC4tGpPRg8T8y+W12rUU5yf/3sYqG5knC+DU9LSSYpiwe2kiFmNDdZ5PzMey5J6Ln+K8elrpsxNg0BkcY2jaNmD1LU4nxueumAsyKKIFsUUYyMjBN7ALj6ujqJmmQRvyDc2XBpdJkyf1Zrn29imWajxExJ5nOk7p8MIihM0xI7DurE8DaMAyWLz0VCvkn5bHvAEb7sAuPDpv1C79npfeOCbIq5wlJdHtuRvkHiVTZKYXmwBJFr9k90l47ZQLbkdfWq+hIGywm+bRk2aFfUYlWNZVVs1RUB/oCWRxfe3S5WW/0nkQgmwudFNNOWjlGZ5YzVtjoD4dlTdJ2WeRopYgJJsnvFt73UlBVCkq458kcnLIOWQXB9YU2L4i3EKmerdFTxPkkJ5UUeRjb62A6BZpgjozTtrIxVueafMOYY9wOtlHVGnlqXincY4Ncpk3sqbyCLi97pshsdDdHk4oyJHtAleGHOL6eKlZVWjki5YDyRaTqFTDiCC1LLKXCxOyhTVcAJrtkIvfxCbKW5GWfmd1HZN33KjcLLFgcbsNio5B6k7VXauqlqKSnbI2AMiBjZlaAfbbffcqj5BmISocALWN1mQI4WTU5NUAE4C/UI3KagFdunMGY2TEIDueAdMB4z/Yk/dWLiHLteAL/UHjL9i/8A1WLiXbqX2QheiahCgkeBpc7HqmIQgJkISuAvobrcgRCEKCBWr07ENPg/0B78RzfycLzFq9MxDX4P2H+HEM38nYubUdx+pePk8zcbpEIsbXtoukoNQhCAEIQgBCEICWGN00rIohd7iAB3KdURSU80kMrckjDZw7FRN01CLk6nVCQQhCAEIStJBuhIbJUiVACEIQDkIQgFQ1CVqEjkrVPA2mNNUGd0gnAHJDQLE31v7FAhIqf0smNT2oB7VKNVE1Ss2QkkapWbqNimYsy5KwKdgUbApmBQSWIgr9ONlThC0aYbLNlkaFHHst+gi1CyKNq6LDmXsubIzaCN3DYb2XU0FJcDRYuFR7LrsKi2Xl5pnQixS0fydFt0tF8nRWcNpQ4DRdFR0Q0uFx8z6KTyJGXT4YJIzn9BnU9l5zPVHEcUqa3bnyXaOzRowe4Bel8c1Yw/hyaJhtLVfEMt2I1+a683w6HNKwAeAC9bQ4Hjts4M2Teeg8A0nLinqnjf4tv0n7y6l84GxWNSEUVBBTMt8W3UjqevzqSEvndYbdSvYe3HHfN0jz3Lc6RoOmubBDhYHuiNoaAAkkOi+Y+JfE/VW3Hwv3OzDp9rt9mZWG5Kxqn5S1as7rJqXNaHue4MYwEknYDqV4EHuZ6SXB458IHiMYdw9FgsElqmvdnlA3ELD994/wBkr5ze7W663jrH28UcWYhik1n0mrKeIuLCYwMrNv3RHiVy0oc+80geQXauPU7r9B+F6X7PgUX2+WefmlulYNa6MRkxkyH0wHDQt6FJlMgHJBItqOt0Rm7HuswlgAOY9NhYK7QUMlcJJaWJkUELRzpZZLRtO17+PbUrveRQVyM0rIo4nxxP58WrhaNznWykHX5rrYwrBqirZ53NJFR0xFxLPdmb9bG7vYLdyFA+qwnDBI3DomYnUZWA1VU20cbuvLj62PV+46BVpcbrZKk1EtQ+arItzpfTLRqLM7DVcs8k8n3FS93/AAaJJdnpGB8WUfCscYwOljqKjMc2I1PUjsBt7yVhcS8WV+NxNq6yudJUuIjyOLi5jRfbp1+b38tTyRXp4JzIIGNu4RkXJIvpf2D2KajcYoZJ5InyRNIsWgWEnS9xtvouOGgxRl6slcvc0eaTW0qzGQFkhmu8gP01P/uo3VJL3vsDI4PBc7Um/X19FJWRcmpe0bbj0gbA67jqonwuaIzYgPvlN9CAV6caowZHy/SIOhG9+ilY8kMadgfR12J6/MnuklkifECOWXB5F93Wtvv1PvUuF0dRUV0cNPDLLOCSBELlQ57U2wlyWsKp5TLHIxwD2HQO+z/52XWVnClZRxMqqWjlhEpHLkluxgBF9z4KhQVFBw0ObiUzKmsBv5rSuBIP6ebp6me9ZPG/lBxTiejo6Kqjip6OluIIYbgAHv1Oy8yX2nLkTxL5fLf/AF7nQlGK+YqV7qDDamUVdbzpLXyUlic2+rzoNfWseTiOpYx8WGDzGF2j+SfjJP1cm5+YeCxnyRGMBjXiUE5nZrgj1WULmloDjbXYArv2cfNyc9kzJWmUGbORfUtOp96jY/0hcX8Ad0j2hhc14BNtwb2UQBsSDsp3NEUTZnfLFwAdx0K6exrqEV8DRa+SdoI9GS19uxAJ9h7LlczsvYHt4LYwGoiiqnRVB/G82UOPRh3D/YfmuOqpJv7y7JSLDXFSPc0yHJnyX0zWvbxS1MThNPmjZG+OQh0bTt6vBVxotE4yXJCNjCsexXC5A7DcSraUj8wndH9BXcYP5aOM8NsDicdZGPsauFr7+0Wf868zYHOflY0k9ggFc+XR4Mv3op/4LLJJeT6FwT4RlU0BuMYFBL3kpZjH8zgfpXdYV5duD64DzqSuw6T/AA8Gce+MlfIgKlGYM5ljkvbNbS/ZcWX4Lp59KvoXWVnvXlRxPh6avgxrAK6Gop6qUCcRA5A8jSS9v0liOhIPUrY8m+LxieSjEofFVN5kZDrjMN/m+gLzSlohLwzTYfPcMkp7u8DIc9/WLj3Ln+HcUrsDrsrHAVNPKzODsSw6H2gkX7OXZj0u3B6Ldr3Z3YMLy8R7PoTyh8Ptx7B3zwR3xOljJhsNZG7mP29PH1leAVAs5fQnCvFFFxFhfndK608dmTwn5cTu3/HqvO/K1w4aOuGL0TB5lVOIkDR9alJJPsebkeNx2XX8I1ksEvs2X/H8HZgyuL9KZ5s5InORl9AnMLi2nVfSWasie4l+Y6nxSPOZ5Jtr2Q5K0XWT54M2I1t1qYZR82VgtuVDR0rpngMaSSbaLoMraKHlMtzSPSPZehpMK+9PoLHfJOXNa1kEOoGpPcqSodyWiHeQ79x4etQUNomGd4uRo0Huq+IT8gPaf7Yd8o/a36etetkzqEbfR1pLFG32R4lXNghMFO65I+MkHXwHgsaON00iMplk0XY8I4D53UPdO7lU8TeZLKWkhg6D1noF8trtbFJzlwkcz+d8E3CuAtqHGaS0dPCM80x2YPw9ld4jxwVEUdPABTYdBpE3v4nu8qLiHHw2kjw+iAioINQ0DWR327z1K4DE8Qkmebu0Xm6bFLPP7RnXP9q9vzZGXIoKkXK/GWxkiAD9UdSqjOI5hTT08lpIpSCQe42Pzrn55fFU5JCu96qUejhnlcjTxHEG1U0kj2hlxYBugasp8jRHI3KHveQRISbhMcbgkk36BRPJIt1XNkyOfLOd8jJZDt2UT3EhSTRlttdSLnTZRvNiN7dLrB2ZtkLr3sbqNyklOZ5JJ16lROKyYFlI6E+KjcR4p24KjaRzBn2vqqMqxRcnQEoYW5xzL5Otk+d4znlmzBcAgWJCgcobKi5tLWCa86prk3pe6rZAoOqswthe+0zy0WNiBfVU08OSL9wyWYNBJZ8hV3nXRTOIL9TYKE7m2qiRA+n5XNbz83L65d0PyZdBYjx3USFWwFlPUNijeBG/mCwJNra9Qk5gEJjyDMTfP19SgKqBE5oubJqFAHvFnEXBt1CbdIhAd15PP7gcaH/Ff/qMXEO3XceT54bgHGJIv/0bl98gXHv5JgjDWyc+/pEnQjwVmiConWNr20RZStle2IxgkRuIJHchVJIEKZjgGuBaDcaE9FCgJkIQtioWQn80iTMzQ2tomIAG67WXiagf5K4uGw2o+qEeJureZlHLyGPJa9730HRcUhUyY1kq/HJKdCtGY2SXI0TUK5AIQhACEIQAhCEAJyanISCEIQAhCEJFalSNSoAQnW9C9xvt1TUA7ohCVhLSCNxqgBKhxubnqhCRyc1NanNQkc1OamtUjUJHNT2pjVI1UBMxTMULFYYoLkrFOxQsU7FBJZhWlSjULPiWlRkA6tB9azZZGxQjZdJho2XN0e4XR4cdlyZTaB1+FW0XZYS0G2i4fDJNl2eDy2svJ1COhHe4TG3TRdHE0Bi5jB5dl0fNDYMxNha5J6BToKc+Tjz9nmvlLr+fjENI0+hTx5j+qd/wA96ocMxg18ZO0d5D7NvnsufrcQOI4nU1RP16UvHqJ0+ay7ngmhDqE1MzbiV1h4sH/G/uXsSyw08PUn0ckk5/Kjco4pKr0tRH37rbhYI2AAWAUbCAOifmC+X13xaWpfsvY1xadY/qPvZQzP0TXzDuqssl15U8tnVGBUqXXXl3l1x84NwPUU1OT55ihNLGBuI95T7tP2y9NqDuvlDy3cUy4nx9WUtOGSwUMZoYQW8yx/LSB9uX3F+wC9P4NpvtGdX1HljM9kTzqpAiyNfmEu9raAHZQWfMRHHI8vYfk9GjuTsNVZnnEIYa6bmODdIYSM37dw29Wp9SoVeKTzxcgBkVODnEMYswHvbqfE3K+7edvo4KLrpaSneCRHWSj7EAiIes6F3ze1V6vEqmrDG1ExMUY9GNtmNZ6mDQLOabg3cBbXVKQ5tr6E9Oqyq3b5HXRcmm5j72szSw3IFu6Yw3IF9zZRcwOkuRYdmqxRgOmj0JYDc23C0XQLtRKJKmctOhkNvVfRTMkbkLbPJI3B0B9SpvldLKTICZ3G5J6klXADn5RyRSMBvroLD/AILSqVMgsMLaUem+nlJaHxkHPy3b2Itqenb3KnfmkBmeSoJsIw2/uVplE6OFk1a9lLSSW+Nm0uO7Gbu9mniqn1bhihqoaVvm7HizJB9dcP07/vCwUYlulUX/AJ8Ev8zSfScn4zEakRzvN/NobGS/j0b8/qWdU41UvhNNSnzSifo5kZPxn6s7u32VCnqnCmlp4oozzSwkll36XsAdxvrbdQ1MzTBE1vM5jLh2Z1xvpYdF3Q0uNLdkd/sVTfgu4bXuw7Eaapysdyn52iVoeLjqWbKric4lp4mCMBw15ltTvpdZz5Sb9ynTTyuawOJIbcNv01uqSyQppdGnqS27fBA9jm/LBCC++9ybW1Ke6V9jcklwtr2UYb6dtB61xzq6RQZa/tUvLfZ1tSz5Xh0Ud7aW9afm0LR8i99lnSJFY3Qm4AHfr4JjJCyQOboQlAOunih9ySXG5Ot0YOmo21OJU8dRA8vkitHLdwHLHQknYdPZ4qUyRytfBDBHJUhptO0lmY6XAbsdL9LrEoq+SERxShr6ZpN2ZR1tfXvoFblHLsAdRsR8xVIRt8hj/wBUlanSi8YmBuHGzvA/8/8AOiHAA6Ov42stkyBbq7hkDq2upKME/HTMjA8SQFRXWeT2FsuOioEVhSU75SSSbyfIYfDV49ys+CYq3R3tTlkqZXRizC45R4dPmXJ8Y0RjbFiUAAcxwim00sdA8+o6e0dl1YFgmTQRzwyRStzQytMbx3BVlxwejjbg014OX4exWpwTEBXYeclRGPSa86Sx6HI71jXwK91wrEKDivAS4AyUkoyVEDj6bCWHQ+OoIPhcL56ZHJR4gaKU3lglEZNtHAn0T6iD866DhjEanDcQgkoZRHLy7C+rCDY5HjqDb2bjVVz6VZVuj2j356aOqgsuP737kHE+DT4DjE9BUHOW+nHIBYSxnZ49fzEEdFjscGyMJbnYCCRe1x2XpvHdTS8TcF0GMMhdT1tLMY5ICbnK4lhIf1aHNGum/S680yar0tJnlkgnLtcM4KldSVMmrZW1lZUVEdPFTskkLxFELMjHYKSngEgAEPrN906jgMjxpoSugpYRSxZwBn3bcbn1L0sOPm2aY8dhBF9TKcXAE8jQQN8jD19aoMeZ5tOpTK+aRzznN3k3KtUkfmkImmBBIu0d12+rbrwjakXa+ZtHTAgATn62B+Vjv6+y5t5dPJ1V2ZxqnhxuZDfMT1Ph4Lf4X4fOI1IaBrYkk6MaBuSegC4fiGtUY7pOkimX5nRFwrw7LiNUBYMYBnkkdoyNvclaXE2ORUlIMMw4sFJCdZALGZ325VjifHKaioBhODu/G0es01rGod39XYLzPEqwyE6rwcUZauSzZVSXS/7ZhkkorgTEq50jzqsiWUkoklud1XdIR6QNiDp3XfuOCc22NmJBIO/ZQtiMpsEVDnOeXPNyTckm5PrToZuW+4VeG+TFkOXKdb262TWFtze2uysVMgcS1nyL7kaqq6Jw+WCPAqtc8GbZFPeQ312AOu6gcCemyvF1j6DQpHxQx1L2yS3Za4c0HXTxR47MrIoKqjp54DHh8dURHkljmJIc/UXFrW3HuWS8Em+gudlbmDonscLsJ1B2UFRC6MAkaHqVyzg6JsrnTRMsct/FP0shousSBifSxNmnjifKImPNjI4aBP5VwdQLd1XOiqyWE7XQyPYXX6GygT3JioUFvpZCRL08UAXRcW8UiRLAIRuhyqQJdIhCgAhCEAIQhAdXwnjFLheDcSU1UJDLiFGKeDKLgP5gNz4WBXLX1TUKbA6xKahSuAyA5gSenZQCJCE4m51QDkIUsUb5ZGsjBL3GwA6lbFSJOabKWqp5qSd8FRG+KWM2cxwsQVAgHJqEIAQhCAE4NJaXaWCahACEIQAhCEAIQhAOQljjdLIGsFydgi1ihIiEIQkVKkalQAhCEAJyanISKlSNSoB7TpZK1NanNQken9Uxqe1CRzVM1RtUjUBMDtopmKBisMVGXJ2KZiiYDa9tFOxVJLMK0aZZ8K0IFmyyNej6LfoXWsufpDstqjdsubIjWDOrw2S1l1mFTWIXD0MtrLpcNnsRqvPzY7N0z1DhsGeQDp19St8f4gcP4Wr5A60kjeS31vNvouqHk/jNQK6ufsyTzWH1N1cfa4/7IWF5YcQ0w+gaflOdUOHgPRHzly00mn2NL3OPNO5HFYbC+qqYqeAfGSuEbfC/4N17LRxspaaKCHSOJoYPUF515OaLmVEuISD0Ivi4v1R3PsGn7Zd9zl5PxrVepk9FdL9zTT4uN3uX+b4pj5/FUucjmXXgbbOjYWHS36rMx7HsMwHDpK/GK2KlpI93SHc9gNyfALzTyi+WbB+GmyUmDGLF8VFwRG74mI/pnj5R8B7wvmvifijF+KcTfiGNVElRKdG6WjjH2jRsAvY0PwfLm+bLxH9THJlUeEez8S+WiqxvFWUnDfOwzCYry1FYWB87o2amw1Dew3N7ajZeM8SY9566pcIo462onkfNJHGGHIbWZceOe/qVhskeD8Hc51vqhicnxfeOGM7+1/0LjCSXeluvp9JpMeK/TXC/U5Zzb7C6LpN04NvJlzDe1+i7zME8E3T+WAbXvbtsnNaL7KSBzGuk0YNR0A1KvQxyHziWT0MkZLi7TqB79VDSQmeQNGQMBs5ztGM9ZXYcN4PDLDLaup4JHxEiqmHoAA3swWvckCxW2DDk1EtuJWyYq3RzLIHGHNJKIo3a5pBa/q6n2BBrBAQ2ibqPy6VoLz6hqB858VJWSMjc987jLIdCSbkqs4wygmGMsI6F2y9b/wBXs4yyt+xVv2FqnyxyOkqzzZpYwRLK/maHr6/o9diMuYX1Fr32C1KOqko5XujEZzxvjcJYw8FrhY7+B33G4VLO+Kzw6P0vTAbuNbexVy4ox8UipHSVc1FKyaBxjlZ8lwNiFEZA6S8hJve9u6bLKSQH6kdUjgxrWkEnoRtYrmnkdJJ8IkZ1UjXZchab21sRoCocxta+hVumq3wwzRBrCyZuRxIuQLg6dtgs4OMnzwGU3Ekk902yneAQCD6wntiHKLri99G91n6LkybKtrp7YypQNVZDQ62gHitMem3kNlaNu42J0TH5eYdywaC+inmjvs1VFnmx7HRCFYQDrchblBarpSb5ZKZt3fpo+nuJA9RHZYOqvYbVSUVSydjA+2ha7ZwOhB8CLhcjuuOy/BpRyco+kLsfo5vcKSWMNs5hzxHY9R4HsUlZGIJwIDeKRokicdbtP3xsfEFSUuIzxCohB/G87SHRtGQE7g6diAfer22riCNq77yewGPDayc6CaVsfsYL/S8e5cEzdeo8NQeb4FRN6uj5h/bkn6CFqaYlcjWRdNQh3JHO8Y0rh5tisdrwvbFPcXHLJ0JHgfpChoAY6mmL7EgM1BuDquolbHLDLDMCYJWmOQA6lh0NvH764+lhmo63zacjPBJynG1g6xu1/tC2xO1R7PwjLsyOD8no1HH/AGLK9p1vIf5QFwsVIXO2XodBE4+TuujIN87hb/OsKwhSx0jALh8ttewXbo1aZ2arHeZlGmhFLHd49PoxQ1cj3PMhdY9P+CuSWFy9UZjccx/oDsu+U6Ri1t4RVZZp5smw2HcpjZJKiXMdXlI5rppNtOgXV8JYBJX1gYGXaBncToGgbknoAuXLq1ii5SdJGPn8iThvhuWskg5bZDK4gi40DPtyegWxxRjdPhdEcJwqQOi3qJ2/lrtt+wU3EnEMGGYfJhGDO+KJ+PqOsvgOwXmGJVokBDb7/MvMjGeums2ZVFdL/tlJvzRWxWuMhOUrClkLibKapJOpBsdlTnDozZ4IO+osu9s4crsieVA9TaEEk2t86aHAMe0gel1te3VVOaRWcChjSTop2tuALaofHboQooyY3IM5DzbQ6pzy6YvfJJnkuNzqUzW6lp75rgbK8OWYZOid8YbFblXuNQVl1Ebg9bnn1m2ygnxCjaY5ybsAK6HjU+Ecym12Yj+ZMWcxxNgGDMb2Hb1KR9HG7D5zzj52JWBsOXQx2N35+4Nhbx8FeqaeKOIutY6WWfWxGOmjleAGSE2N9dPBcmTHtXJonZmvi5UobMCBofYh4a2QlgIjOrQTrZNOZxvqU2RpjOVwsbXXAzSxzpM3RS1OHzRUonfGQwmwNlWY50bg4dFrV2PT1GFx0jzfKVm7FnPuSJ7zqmLMoOynJm6bJqBvqhACRLe4spWRgxvcZAMuwO59SggjY0uNh2UacmoAQhCgAhPaC42AuUxACEIQAhCEAIQhACE64ttqmoCRPY4tcHMJBGoI6JiFsVHyyOlkL5HF7zqSTumIOhQgBCEIAQhCA26OfDG4FUxT0734gSOXJfQBYzkIQDUIQgBCEIAQhOQAlQQBsbpEJBKgb67I66KSRUJzRdWIoS5QCDKQAe6YtasozHS0ht8oPPzqg6IhQuQQJyVwAGl7pFYkVqVPEpET4tMhN9kigEkOTmjnZ+X1y7oao2qRqEitU8UT5GPcxpIjF3EdAoGqQFAPapbCwtv1UTVIzVUJJWKwxQM3U7ELlhh0t0U8Sgj6Kww3N3KCSzEr8HRUoldgVWiTTpitikNrLFpitakOyyaLJm7RybLdo5xEM5NmMFz6gubpn7Lo8DpTiWI0VDv5zPFEf1BIz/NdYPFZffR7xwdRHD+F8Mp3i0vJEkn64/03/O4rxfyg4k7EeM8QEfxghcKOID9Jv/tF694r6yOioqism0jp43yu9QF/vLwLgOk+qOKVeIVYefNnMfGej5nkuJ8bfSQk2sMHN+Ecyg8klFHpmD0jcNw2no49eU2ziPs3dT77q0XKtC74vfQAk3Oy8p8o/lnw7AmS0XDfLxLEdQZ94Ij/AOofVp4nZfF48GbV5bgrbPUnWFcno3FXFGE8K4f51jVYynYQeXFvJKezGdfoXzb5SPLFivE8ctFh4OH4O70DEx15ZR/hHjp4DT1rzfH8dxLHcQlrsUqpamqlN3SyG59Q7DwGioGMulDIjzC61soOpPS3r0X1Gh+D49P80uZHBk1Dlwh3MuVp4FTuxOvp6DnSBkkgsN2tH2Z8NAT7Fl8tzSCRb1roqGoNBgGI4gIQyorD5nARoBpeUgDbSw/zi9SfEaXZiipxlisOJ4zIaFuSihaIKdg6Rt0Hv1PtXPm3S/tTmROdqfQHcq1C0NsGAfqnC5CskoRSRVuyNkDhEJQLMP2Tu/ZSMMTTeGMk93a/Mr0uHA1McUNR55ndf4lrifcQNVPJR0NAZPPah3NG1LF8v1Ods23tPgm9CjOhhlqqjLG0vkfrYD/mysPdRUQtLarqOsbHERN9ZGrj6rDxKgrMSlma6JgZT0zjfkxXAPa/U+26zHWDOudSk5dkF6atnq5I+Y64bpHGwZWt9QC0G4pVWYyoceXawHYLAY9zDcEgqQSadb9V6+h1P2fmHDId3ZPUSl0rtTlv8yjfKWyPyH0SdDa1wpWTvBORz2teMrraXHb1JG5RqW3ttdaTlKct6ZWyCaaSZ+eRxJPUoYBY3279kWIJtsUHLpYbbrn5buTJHNhz1AaZWgF1s529ahMRIBbqntF09sIs9z3Wykej1KzcU10SQsDdb3vbT1p7t7EAEC2ie0NdlFsp791NXQCmrZoWSxVAaSOYz5J8QpUKjYK7TY7e8KeNh0A1JOnYIhiDmXzAEdOpVpkJbGSRpewN9vYuzBivlkDqSkaZBzr8sblpBKsvpRHUcrQbDWwICWgjN3/FcwZTfsPH2K3FQl0OfI8C/wAojS/b1r19Pp1NVGJXa2Z1fGc5L3B7xoSeqyZI8tnWv3BXSYxh4h58rHHlRutZ1gT7Fg1LgLssM40uCvP+IYtknuVFqrgpb2v0UrLgEdDuExoF9RceCezW5N79F4EiTVoH+dUhpt5IryQ+I3cz7/sPdKwbZVn080kE0c0Lskkbg9p7ELYe1pLJIdIpRnaPte7PZ+BVx8OiSaigdVVMUEfy5HBjfWTZewctrfRj+Q0BjfUBYfQvP+A6cy44CGstE0ym4BOm1idtSF6Ny7Ba3ydWmhdshshwUrgkyqTu2ENlmY3Tx8ynrXgFgcIp7j7E/Jf7Dp7R2WzlRy43tLZgDE4ZCDsR2Up0a45PDNZF4Omw2x4GqzbXPKT684XM1Fmg3XT09NPRcETQVEUjJdT8YCCQZRZ2vcWPtWDDScwc2c5Ih17+AXo6PItjkvc9uU1ke9eeTKLcwfJIbMZ86oysM0m1h0C2KwiZ9gwMAOgHT8K2eGuG5sTqbfW4mi8srtox3KjU6mOKO6TpGeRKPLKPDPD8uIVQZGzQDO9ztGxjuStniXH4MLoDhODWEJ+vT9ZiPveCXiXG4aGhOF4QTHSg2kk2dMe58PBeeYhMZBmLwdbWXDiwz1bWXKqiul/2znaT5aKuJVhkJ1vrqsaaS6szn0dvaqMzrXC9OzOXJBK7pdQYjWVFbUGermkmlIALpDc6Cw19QT33KqSkLKbOPIiO6sRwRyUssxnjZJGQBEQbvv1HTRVXFSMKiJyyDMWlS6yMLrj0Bc3Kgeorq90YslaTf0V0/CrsPikqHYsDkMJDRG2/p20XLgW1JHq7qQ1BDL30CsuuTnyck9TSiWryU7mAE7yOsB60uGVjaWV5LWEObkufpWXNUFxUUsptorLKoO0YbPc0MXq2yvzMdd4NvYsnlunJyD5LS83PRNuSUPPMBJNj2XPlyvK7ZdQojmdljDRsdVVc65T5WneyiJsNlxz7LDjJfsmvBaQDcdUxBJJ11VCBj90iVyRZAe9+a2gFhbRMQhQAQj7HdIhAWJ2Uh9MDQDKPeo79k1QAQnA2IUlRI2SQuYwRg9AgGMcWm7SQfBMQp5HMcGZI8thY67lAQIQhACEIQAhCEAIQhATm1tte6YhC2KghCFIBOskXpdXh9EPIPQYgyjgGIHG5InVIjHMczlXyF+9vBY5MihV+XRZKzzNCc5NWpUEIQgBCE5qAahPzN+0HvTg5n5kPeUAxCl5kf5iz3lLzovzvH7z+FCSFCm50f53i95/Cn+cR/nWH3v8AwoCslAVkVEX51h97/wAKkbVw/nGn97/wqLZYip48xXR4JhprJmRAaHeyoUeIwRvBOG0r/WZPvOXpfAHGmHYVWRSScPYa54I9Mh5t46krm1GWeONwjZeEIt8s0Mb8n844Qw+ujgktG2XmabMJuCvK6+gMO4+ZfZ2M+UDBKDhamxb0ZY6oERQgjUjcezZfNvF/GFDiNRI78TeCMv1bDIw/M4Lyfheu1GXd6kOLNsuOKZ5TNHYqPS3W616+vp5HkjDaVn6kyfzlQM0ROlNEPafwr3k2zmKye0i1ra91JzW/mMfzpzZYvzvH7yrAialZbW6nbLH+d4/eUrZY/wAwZ7yhJE1PapGyM/MGe8pzZI/zFnvKAa1SNStc38yZ708Ob9oPehIrVOxMa4fmY96njI+1CAlYrESiYR9qFahDS0n0Bbprqq0XJoldhVOJXYWkbjVRRFl+BatMs2ALVpBsq0LNSkGy9I8klD5xxTHM8ehSwOn9p9Efxz7l55SDZezeRWktS4pVEbmKnafUC8/xwqtENmj5XK2SHhiPD6fWrxSojo4m97m7/mFvauH4anEJfTxysZQUoc+SVxs2wF3yE9BfX1LT8peKCbiNkcZzvoWmCEX/AC14vIfYzS/ivJ+IMeFRQ/Uyhd+Mi4SVEg057ug/Wx0HU69gKZNL9og4vo9DTuGmwvNk5b4S/wCzS424u+r5koKTOzBwCMpuDUm3y3Dt2YfWddvFLUop46qcNkqmgtMRZ6J2s92uuhOn6XXdd0wkyAnuLrigXU8zHMsJInAi4BsQex0O3VaY9FjwQ241R5c80sktzZmPEGcfjOn8flD6Co2mmDwTSkWP2Mzh94rRrIRLEZ6cAMGskIP1s9wO2vs27XpMjDi8EgC26pSrklcmi51NNMPOKI1MstnxjmObYO1A2uSbjVW8bhZVT09BQGWSXDovNzDFsxwJMhA3ddxOo/AquG1D6KN+IOcM9FGOVdt7SbR+46/tVyj5HGXMCQe99brPb830JbNKSHJMWzwHmHSxcQVZfhwgjbLXE0sZ1a1xu5w8Gbn1mw8V0XCmP1uH8L43Xum84njdBT0/nQEojJJc54Duto7e1cXXSSPm5szxJJKBIXZsxN+/ikXJya9hJJJMvT40+EPjw1ho4zoZA68hHbP0HgPnWI43SuN0xy2jFLordg42TWgvP3+yfIY7M5ea9vSv38ExsjmggE2O4vutIVfIHvjLeoOttCrccUZpHyAjmAgWJAVDNYaIzFdWPJCLborTJb29SeDneNB27KtfROBUrKTRfmaIJJIpOXI4CwMbri/e43VS4KZn1v1Tmm3bXRXeRSYJWOyODgRdhFgRcFSQZTIM+l3a6KuzotSspYKWpfCyoZUAEWli2Oi1hCWRfkTDh2T47VmuxCaYxQQCQ35cTAxrelgPYqDYy4gAXPYK5VztqpXycmOJkhFxG2wHgEudrasOnMkjHOzEuNnO8SV3QwwcuXwTN7pNktHQmWEy2AA3d0CsQRxgvsdQ0i+USB5t26evonRzRAlromEE3AzX9hUkUbQDznmGzS9von0+3v7r2I4caS20VUSOhBbnPMDI2R3LST6R7etbmE4nJIOSwHICZHNtcHpe3RZNO2I3aZAwA5wD1Pa/RaUIp6Wbks1ZKLxTNbkLtRe9+mhXTpbx1zwXXDMDigugrOTG8PaB8pvVYQZzL6i+5uV0OPU7m4o9jyX2Nib6G3YrHfGGjuvnviac88m+iJLkpvFlG51lJMCL6quvDycMgfm1XRYYYzQiJ9yZZDyj2eNvft7uy5rqukoIonYcJJqgRtjJOQC8jydBYbdNSdvHZc8uhXNHonk5gPLrZjty2M9pN/8A9AuxdGuf8mxhnwyeOG5qJZTI2mF3yCIAAaWuRvr9C7imwisn/KRCzvMbn2MH3yFpFqjvw5MeKPzMxuUSUQU76jSlifNbQlo9Ae3ZdjR8N04sZw+of/hPkfuNvfddBSYWTZttNgEc0ZZPiCv+mjhqDhyomeOe4R/pYhc+8/gXe8JcIUdNN50+nGSIXMrtXnwBK6TCsABsZG2Z9K2cQywxR08YAG5A7dF4/wAS+JejiezsxXqZpLczh+OIWwYK6p5Wd4lj5g8DID/wXmNY6Sofd/uAsF7LxZSmq4axBgFyIS8esel95eeYJgTq9plndyaaMZ3ykaDrYeNlX4J8RS00nN9M+m0mRRx0/BlcP4J5/VEuaeREC6WQ6NaB3K0OJMeiioxhuFNEVG35RbpzT3Pr8U/iTHI20v1Pwq8VJGdSN5D3K4iplLidV7ODDLVyWXMuF0v+2dG31Hukilikxlc8n3LCn1utWtAy3uc9zcW6LL5eaQC4Fzuei9qyZqylKG8t4cDn73WTVSZpSSNyutr6ajw/EKiB08VfFGCxssLrNcbaEe1cdXH4w27qrfByZOFZG2d0bXgHRwsVWfqUriUixbOORHpzQDqza6G26KSOMGUB7gxl9XWvZFgXeCskcs0KwOc8ZBc9rXVd1zcrQsIY8zJrSnQNAINk6noZJaSolY0nl26KZcIyfuZvLNr9Ejmgmx0Hc9PFX5Y/RsdMm4VGVzQBa9+t1dpUczZXfF8YQDcA79059O50YsFJfNsFDLIW9SopeTPkqvD4wWkWULTlN97KZ80sno6kE6Ko91rgrlm0uiRXuLr/AEKF+hUgIyEaKFxWEnYBhAfcgHwKGZSfTuBb502+/ildcBUAkgt1B9SjTuuqad1mBUt9LW9qahQBUiEIQDbX12TUIUAEIQgBCEIAQrHNZ5sIuU3Nmvn627Jr3gxsbkYMvUDU+tAQoW5gkET8Mxl8kTXyRwNMbj9gc41CxFNARCEKACEIQFucxvmkdCwxxkktaTew7XUCELYqO0vqh1r6bJqEA7ovUq3T4PNF48Qy/wAnC8t6L1Cuv/W90X/mGb7gFy6n+36l4+Ty9DkJq6ygIQnKANQnJqAEIQgHITU9jHPNmNLj2AugESpEISKlTUrUJJ4zYrQpKoxEEFZYKcHIDuMSx6SXhvCKUuNonVBtfuQuXqKoydVFUzh1LSNF7tDr+0qpmWWPEoLgu3fY+R11GhupQtSorU9qZ0T2oSKntTGp7UArVI1NanNQD2qRqjapWoCRisMULFMxCSwy2itxKtGNLq0wW69FJBahAuL7eCuw3O5J9ZVOJXYVANCmGy16QbLMphstekGyUQ2a9E269y8nUsOD8Ay4hUHJEJJqiT1NOX6GBeJUGkjPWF13HlRi8XkmwWnoImjCZI2Orpc3pOzE5W2+1z7+JYNQSqtW0iE15POuKMflxSeUtccsrnPlcPsi83cB+k+n1b8+Lvda+/dRFxJuVLTi4e64uLWaet101sQnllllcv8A5EjSLEjQLk8Xj5eJ1bRtzX/Tf767KcQNsyEyF+X4wusLHqNFynEAtich+2DX/MFF8GfkzLlpzMJDxsU50DZIxLA08xhvJEBfTfOPDuOnq2ar2DxB1cySRz44oQZZXMNiGAa6+O3tXPlgmrJTozOJy2kpqagjN32FROf0zxdo9jSPaSua6rYxguq3SVUgHPLiZbCw1O4Hze5UqBglqgC+wGpPbUa/fWMU4x57Lt2aD5ZIMBnpXaXmY54/TWk/CsW2l7j1K5PITQSE7vlB+ZUnEDZMaDFUTzrZOJ0UJOqsCQhvLvf0r7eCQhuUWvfqo7pQbA+KvaArU+9honsjzteczW5Rex669E3lkNDrjXpdaRUq6BGhODe6UNurKDYH2tcDW+1kwmyeyI3toCe5skdGbArRqTXRBLFEZMtnNu42sTaymcTE+SIhpINr3vax6FVmNt6lpRQNjlY2fIczbjK7uNF14MTnwuBdCOgkDL2c1g+3Fru6gd90NhcddVYpoZJ5AyFj3yHWzRupGEAWNy/xXqY9PC7bHJJTRtERBiJfb0SDax7qeKJ0xIkLzlFhpv7U6KQAkCxZ2PVaVPGBE8lt2AWBvsV6mDDGfXgskQsw4hvNMchizZC62gPikNzKGhrA8aZgLDe+3RbFOZYWsEZAe9pBGl7HwT5aQxaGIxj641xaRfx9S7ngSXym/p+xh1VLFLZtnjueo7rnKmMh5AGl16DTRMLjncX33ykLCxaihilewuLLg5bt3PZeTr9E5x3olw4OMnFio2ROfMIgRckDU6K1WQujkIeCFTII39i+Syra6aOdqhHsyuLbg2NrhdNh9L53FQU8YDPRLpJLdCSST4AC652NoJJJOxt4ld86BuDcE0tRzYjiGJt5Qjb8uKAXeb9i/PHb9J+qXHkukl22QjPOOzwYzFiGFufSGCwpbG5jYBYA99N+9yvo3yecXUPGOH5o8kOKQtBqqXt05jO7Po2PS/yutThvGK3AMZpMTw2blVdO7O07g9wR1BGhHZazx7V8pWcd59rUNGZLZGrpcKwsRgOkXK+SvjDCuNMJ85o28iuhsKuicbmJx6g9WnWx9h1XobNl4Wo1Um9nRbHiS5Y5rWtG1rLn53c+d7+hOnqWvXvtAQN3aKjHCGtzP9g7r5n4hn3yUF4OzEq5IHU7ZqeWKT63I0sPtFl5nxXivOBo6eIQU8TiwMb4afeXqMrySLaAbBeP8UQGHGa2M/mrj7Dr99eh/wCO44ZczjLxyj1dBFPJychXOJJWa5pJW3UQ3OypSxEdF+i40e20ZM0IJ1WPVsIeVv1jSGarGqXDNZamORGfFyczxVulEfLfblgXzW036XXO1Iu8ro6uOzLrDq4nNGZwNjsqM87KilyrxSSZmAMtoTqb9h1UDlPcZwHmzL6m17BNr2wRVs7KSc1FOHkRymPJmHQ26epUOWRFe2yVugDrj1KO6cCpRzzLkc4BzPjieT3Gy7TCcWhHDGINEUMcrAy1ox3XBw5SX53Ws0keJ6KSYyxUwNiI5NR2Niq5IKS5MW6RaxPEbxFhpqcyE3LuWude7W5VyorJXRBuzB2CzXkkqbro55liGoMcUgtcPsFDKeZd2l+yhc62iS929bp6l8GdCS5oz1B3VN+60HtBhzPk9O9svVZ8m65swGXSJUHwWJIiHEuNzujKbXtojI7KXWNhuVQDEOSpHKCBCboQhQAQlb3tdJZADk1CFBAKeWCSKON722bILtPdQJ1yba7IBqdfQhNQgBCEIDf4e/uTjg/+3H8cLBW7w/phOOH/AO3H8cLCV30gOZlzemCR4JiEKgBCEICRPykNDrjXx1TE5bFRqEIQDmr1Cv0+D3Qf+Ypv5OF5evT6/X4PlD4cQzfycLl1HcfqXj5PMEITmyERFjdjuusoNStaXAkbAXKRCgA5NTrIsgGoQnIAVvDq2qoKjn0Uz4Zcr25mmxsQQfmJVRCAHIQlspJBCHCyFBIqEIQDr3AHZCanISK1CRKgFantSJzVJI5qVqRqVqgD2pzU1qc1ASNVphi83IIk5+bQ6Wt+FVWq1SQS1UoigjMkhBNh2GpUgGLQjhhNAZjUME4kDBBlNyLb32VABWI/UgJ2BXGDbUHRVIircZ0uRohJaiCvwBUoVegQg1KGJ0sjI42l8jzYNAuSVrUzSDY7josmhkdFIx8biyRmocDYgrWpr313UoqzZo9wva+FaanxnyexUFUzmUxEtLI09RnPu0IsvE6Ur2HyT1QkwvEaNx1jmE4Hg9gH0xn3qkkQkfO/E2C1HD+NVGHVer4nejJawkZ9g8ev5iCOip00Tix72NJDLE2G2q938tvDf1Twnz+liz4hRN5kYaNZY72kZ7rOHiPFeK0Fd5rhdWyBzL1ORjgRqWg59PaAr7m4/mElfJTcR0AXPcSNtWRu+2iH0kLoeZFy7CIh99Tmvp6lhcTC5pneDx84P31aylGM1Xqx3meCRxbT155jvCFh0H7dwJ/ajuq9BTmrq4oGEM5jrFx2aOpPgBc+xVsTqxW10kzARFoyJp+wjAswe4BZy5dElPZxuLg6EdwqT4jR08zrG8nxbXH7IXBv7h86uuVatiMkWny2XI8e6icbQsozOvTMHdxPuAVZxU8usdNYixB+lQSWGje5F+6xRYje8lMQhSSCc1BFiQeiliy5jpcW6q8VboDWC59idGwvcAzc9FGfC6MxWiaXYJ2luunqV/C3xRTOMsDZgYywNcSLEiwOnY6+xZjCrccjAy2Q3JuDddmnyU9xFF3FqWoimtOx7Hhovce5UHx5XFpOo7aqxU1bqgjO4m2guURVEjKWeBt+VKWlx13G30rVvc7L5du75eiOaSSaV8k2skhuTa110eCYFLURVTpY2tDYS9pLhodFzQkFjnBJ6arWop2QRyCEPJljsbnbXb5lrj90y+BwU/nVov09FFSCV9eyc+j8VyJWg3PU3vpYFUYoHPzuZtGLuNxoouZd97epWYnlo5zB6el9NAvRx1NFntm+Oi5h8AdKY5rx8sG+l7nsukw2kjlrzFG4RsAz3msLWF9Vm0EZEYcycSTyAvka0as9ZWxTx53xPHxk+YvcLXvbuve0caX5m2LFyTVNII5Cc0bgRq5o3WfVuEkEpL7RsAuc3p79B1Vuv5pp2Of8YCTljabZNdSsRovna8MLGE6noms1Wx7EjfJj2FF1XK+Yy8w53O1PVTPxCHlcuZpM+4d3PrVipozFTS2FmPDHgHqO/wA5WW9gMZaW+gBfMQvAyZ8sLTZR42uSrXiKopSeaDMAXEH1rnHXI9RWxVARAQMLPSfbMdPn7KkKZ8k3JgBkkLiyzdbnpZeDrc29pvs48po8OUoknfPNEJYISPi3Gwe47A9hoSfAEdVqcVVRmxLkZi/zcFjnH7KQm8h9+n7VXI6Z+BRVNPJPFURwkSNEfyOYARfXrd4F+y543JJeSSTck9SvPxPdLcUroZZTwAcwZxp61G1t1aghLyAtmyyR1nAuP13DOPU+J4ZKI5otDf5MrDux46tPzWB3C+yuDeJaLijAYMSoDYPFpYXG74ZOrT+HqNV8acPYTNWTRxQxl5cbCwXvvCVPReTajfiGLzSCsqYgwUUbtcl755PEa29vfT5v4nlxqSjH7zNVC0ez1JaHZn7DYKlLLmN1A+rEwEjHB7HgFrhsQdioHSr46cnkm2zphjoPOh9UBSWNzDzQ62mj7EfOPnXn/HkYZjQedpImn3XH3gu8zWfe+pXGeUaPKMPqPGSI+2zh9Dl7vwGahq4r3tHbpHszI4yXKeipzAHYJz5gVFz23IOy/S4QPfsxsYkMbCDuuZebzXK6TEoua8kG6yvNRG7MVq02c+V2Z9c64sFgVkh2vsuirIi67r9VztbGQSqTT7OHKZsh1UNlI8G6GtuVkcUiOyFI9uXdNhaZZRG0gEnqbBWS8HPNjZQ4R8zKchNgbaXUJc5wIbcgC5sNgtAtAhe2Q2I2B7rP5haXhhLA4WcB1CmSo5m7IHEW9JQMmMLy4C5sQrE9mx2VIusCLLGbpmbRG82OvrQ2RJlB1JAS8pzWBxaQDsSN1lbMxc11Vk3UxdpZQuCpkdoDEmqdsfFI4n36lZkBd2UjW3VMudk+5sRfQpioB2Q5M1tO6bpY3vfotT6s1f1CGEZmeZCbzjJkF89rb7rLUsCIQhqqBbnLbokuhIoIByAbEEbhNQoBLNK6aQyPN3HdRIQgBCEIAQhCA3+Hv7kY7/kw/jhYK3uHjbCsd/yUfxwsFXfSAiEIVACEIQEiEIstioJyanIAXqFfp8Hyi8eJJf5OF5evT6/X4PtD/wCYZj/+OFy6juP1Lx8nmCEJz7DQG47rrKDUJW2uM17eCRQBbpEIQAhSGMiJjzaxJA1UaAEIT2Nu1xuBbv1QDUoNrFhsQkSKSRz3F7y55uTuSkRpbxQoJBKjKbX0QhIXuU5NTkAqFPV1MtTUvnmc10j97MAHbYaKBqkEgtbxQ1J1TmoCSHLc8y9rG1j1Q1NanNQkewXIF7X6lPtZ5FwbdQmNStQEzFNDI6J+aMlp7hQsUjVBJK1WGKBisRKSaJ2BRPiqDUxuYSWX2upWKxEVVqyei/C20YJIV2Dos+Iq/AVYUalNuFrU5uVj0x2WtSHZRZDRtUvReh+S6rMHEPJvpUwuj9o9IfQfevPqGN0lrAm66bA6yPDcRopgfTinjc4+AOo9xKrKfgtHE/vPo9X4jaTSMmG8Tr38NvwL508oWCjC8VFXTtAoK1xLQBpHLu9ngOo8Ljovp+sp2zRSQv8AkPBYSvI+IcNjxKjqcPrbgE2uBrHIDo8eIPvFx1WsFaK5lyeJ3WXxE0upICPsZCPeP+C16+nmoa6ekqABPE7I623rHgdx4FUcSgmq6SOCnj5k8kzGNaOpNwPpRvarMKMJjvNMKqJ9pam9NF+o0Mh91mftisdaePOjFf5pA4Pgom+btcNnEfXH+11/ZZZqrj5W73JBFiPWE5CuQZdfEfOxpcO1bYbW6LNl3v3XRzsc6J4j0kIIB+Y+8ae1c3JoVzyjTLIACSbetDHZSDYG3dF3EWBNuyc4tyjKCD17KpJEhSPdmdewHgBZMsgHA6JE1PaPGy0TbADRSNKR4DdLC46g3UkEhaSL2DtDp0WuOrpkCjXvtfTokEhaHNBNnb67p7sod6Go2JI3StEeWQueQ8fJAG/4F0UwOpg3mDmOeGdS0aq1C4gAAkC99e6px7q6IuX8s+ItrfwXVhV9E3RI0OJsAbHupyXQ+jcjuLojPMikuQLa2Sw0r5LSkWjN9e9l3Ri4/cNIcmphldlIHm+cDfISCujoKtvnYDACS3OT0A7etYlHRhkUhuGPY0MytaTzL9brV5Xm8kZBfZgABI3IC9bTZMkH8x6OFNUybiSeSOaOnhP1wb3++semGWdjjkuyQeiW54/WR19S0MVlzTHzhryWmzRsG339qyJqoGSQlxNgAD4Lh1+ovI3ZrkcXKzqaShoJcEqS+tHnHNZa8RuBY38NyPcuTqadral4ZOyQg6WBspjiZhhYyF4Dz19Wqqvke4kyEyC987bLztTqVlxquy+fJBxSS6MnE6RzamOONvMLzoA06la8kH1GDqbIG1ZYCZNM0VxqD2f08AddTp0HDc9BhFNU4lUDnYgfi6SMx3MQ6y26noB116BYHKdU1McMnN88dKbxSx2yDcved779PG6+ayZnlk01wv1PMyxS68kNW11PhcFPITzZJXyOHZg0HvJk9wWfa6vYhKKqrL478poEcV/tALD5glpqR0hFmlawe2PJkkRQQFxsF2HCXC1XjFbFT0kDpZJDYAD/AJt61rcB8D1uPVrY4orMGskjtGxjuT0XoeOcS4XwRhkmFcMyNmrHjJUV1tT4N7D/AJ8V42s+IycvRwK5fovqbQx+WWr4T5NMPyh8NbxG4fY6x03/AB/50Xk3EfFNXidVJLUSvke83Jcb3WNi+Ly1Uz3PeSSbkk7rEknLjumk+HKD9XI7k+2MmTwj6q8jHEH1a4HgZI69Rh7jSyeLRrGf3Jt+1XcOkXzj8HjHPM+KanDJHWixGAho/wALHqPeC8L6IvdfM/EtMtPqJJdPk6MTuKJmOXMeUd8beHM73gSMqIzGCdXnUED2En2Loc1l4z5T+JBiGNGkgN6ehJiBB0dJ+WH3gAeo911/A9PLPq47fHP+js06TypFCprYhFZjbP6m+6ypK7o0rMdUOd1T4xm1K/VIwPcf5F2GfmysDjYE6nsrE0WaK4CqU8eoW9DEDTDT1rf0zKaOMrswJIasOqJJJIXaYnEGXAaueqqcSA2Co8TOHKjn8rTe41UDrg6e9a78OfyJZvQDGWFidTfsFmPhcSQ2/qXO4NHFNMgqZjKGAtZ6ItcDdU3Eg3CtvjLTYhQPasnd2czIpJHSek9xJ7lEMeaQetKY7C5spMPrDQ10U4jikMbr5ZW52H1jqq275MqRFiUVheyynhdDj1ZHWV9RK0xHmOJtFHy2DXoOix5YrDMqZFfKM5oo5CtFk1TiXmVFPWNbBTsMcPONmRNJLj85JVR8uXooHSnxWPCMRJ25ZSA4PANrjqn00gjlY8tD8pvY7KB5ukabKl8lSxVyc+V78jAXG9miwVd8dhdOa4ggjQjZOy/Fh2Yam1uqPkEAtre+2lkxSEWCjcFmwIn2GUm+vZNSKgAra4bq6CkrhJitF55BYjl8zJr3usyWnmihjmfGRHJ8lxG6jyP5ee3o3tfxU2SnTsnr3wvq5nU7OXEXEtbfYdlBFGZJA1trk2FzZRoCqVYPFnEdk1OcmqACdc2smoQAhCEAIQhAb3D/APcnHP8AJx/HCw3Lc4fNsKxz/Jh/HCw3K8ukBqEIVACEIQEiEIWxUE5NTlIBq9PxDT4P2H/+YZh/uQvMF6bX6/B9w7/zDN9xC5NR3H6/yXj5PMkIQusoCEIUAEIQgC6EJW7+lqgESoQgEQnC3W/sTVJIJUiXRAKhWaeknngmmiie6OEB0rwNGgmwJ9qrIWBCc06EWGqaoA5qc1Ojkyskby2HOLXI1b6k1qkDk5qanKCRzVIw2N7X9ajanAX23UgelakslagJGqZihapmKCxMxWIlFDoQbXVgWJva3ghaiRisMVdqlYhai9EVdgJWfFfQ20PVaEItIAxwf4hAblXQ1OGV0lHXRGKpiNpIyQbdei08NgdK8ABZuGUkkr7bjuVvOqI6WPlwm5tqVhkyVwuzfFiX3pdGoJmUsXLjN3ncop5LkE7XWPHKXG6vU7lldFpPcfRfDFV9UeG8PqibvkhAef07fRPzgriOLYPNcalttKBKPbv84K0vJFX8/AqqkJ1pp8zf1Lxf6Q9S+UKnJbTVLB8gmN3t1H0H3rtws58keDyLj7BDXUPn9LGX1dKPSY3eSLcj1jUjwuOy89bWsocLrK4y8vlRXhkaLkSP9FjwO4zl/wC1XtjXW1vYrxnyxYCcPozWULQygqJgZGDaKTXQDsd/Cx6WCnLFtNI5qOEfSnzYTwWmph+WxagevqPaq9li0889FMyWlnfHJa4MbiD8y2abFIJ7MrohG87TwAD3s0B9lj61nua7Dj7C2SgKcw2i5sbmSwfmkZuPb1HtTLLVNPozY2yx8Wp8p5rBoTr61tWTZoRMx7H7OFlDVoscmEOVmWF0Ur43j0xolZHlaHeg/XY7rn6LFYMJvYHQXSXsLKy+PoRbwSGFzRcEG9xbqgKqmc3K6xIPiDdRkFpsQpLWOhB8QtMYBunRJY66bdVM1osPFRlt9h7lu4+xA9oLiASPS6kpuxTbaqYN08VrC5klynpnO1aYtWF+rxpYE+/ROp25pQL6fQoYbtID7gXvaye863v6F7juF3Y9sUmRyWpnRxkWffNHf0eh7G60cMqGCJjWNPM1BduCFiRkZz1G3gVcpXFpsw3tsLLow5WpWa43TO0weASVDGRtu9/oCzrXPr9q2a2CKlpHuY5gkhN3RyG4Otsgtv1XO4FVTwzMJayQfa20J8VSxrFayKqySOuNw0bN0svalqYYsW5o9RZYqAzFK0uiDYIhHGTcm5Ov4VkNkLTfv4qSokcLcwEEjOL9bqJ/pNAGrL3C+a1WT1ZWjmT5srvkcXl2WxPTwVqncIRzn3DBoADbMeyihc5jnnOIxGbmQa+weP4CpZHNNWcjOayI2HMG/iR49l5WXLS2mU8nsTjnTSEzNzzyAGxJs0dNNlr00szMLxSeeKEySuZG2dzbzB775/T3ILA+979FmRx1EwEbIZGa31dkj77Lo4MMmcaSjk1EV5ZAB9m//gB7yuGeRRXJmr7MWjoXSuDQ0knSwC9a8n/k8lro/qhikrKLCofrk7uvgzv6/p2W9wjwJh+D0jMY4qPKgFjFSflkp6X7er32XPeUPj+fFHeZUobS0UPoR08WgaOl/FeHm1mbWz9HTdeX/BuoVyzV4044o8Pw44Nw7F5tQMFiR8uY93n73/sPGsTrnyyEvN76+w6qKurXSSEk3Vd9LNM97WZHmM5HWdozxLz6AHtXpaTRw0yopkyWVJJSTuiGKWcv5LC/Lq49GDxOwHrSyeb0h+McKqQfYxkiP2nd3st61Vqa2eezXuDYwfRijGRg9n3916PL6RjZ0fDmIxYNilBXRTOkrKaoZKBGPQAGup69RYD2r7Go54qykgqac3gmjbLGe7CLj5ivhBkrg4G+y+svIbjYxTye0ge8czD3PppSTsB6TCfDKfmXznx/SvbHLHnx/s6dPLmjc8oXEA4d4dllhdavn+KpfB3V/wC1Gvrsvn2ocQQ0X08V0fHGPO4ix0zx380iNoQfzMXN/adT7B0XPOjPVe1/4zoPQwvLLtnr6Bbm8n+BkRKuwXLwFFC0DUq3GQH3AX1sD2kjSgi9MK5NM5pDGH2qKkdmbfqrppeY8G266aZSUCrJSGophJ23WBWUjoybLtXRcinykalYdYObn02UtHNkxo5maDmxAE2sVny4e5huHarUrA5pNlQfJIOqynRyZIIx6ykc07LPMTuoK6GSX7Y2VeaRpjLrDTquaUV2cc8aMF8LuyryQm17LSmqNeivQVuFjAKuGekkfir5WmGcSWY2PqLdSVztJnNOJyjwQbLTxPE6kUlFQVFPSs81aSHNiGdwfr6ZG6qTxX2VKSIhYu49HMyGaQOeSRb1Ku83Knykm3VWcSwyehZEaiJ8fMaHtzC1wVg+TJmahzSGBztjtqhyY5UKC3U1JFLUTshgGaR+wvZV0qhAk3UbwnsTZUfRJGkda+iCUipZBI+V7mhrnEtbsCdky6TZCqQCanOTVAJ3TPfCyI/IaSRp1KgQhACEIQAhCEAIQhAbuA/3Hx3/ACdn3QLDW5gP9yMc/wAnb90Cw1d9ICIQhUAIQhASIQhbFQQnON0IAavT8Q0+D9h3/mGb+TheYL07EP8A5f8ADfDiCf8Ak7Fy6juP1Lx8nmKEJ7Q3I4knPpYW3XWUGIStNtkigDmZbHPe9tLJqE6JpddSBDa+myRK4WQoAX0sjdCkhcGvBIupAhika25aQFGtiurY5aYNYBt2WQ5CRBp0SpEu6Ej2SSNa9rHEB24B3TEIQkVCRKoA9qVNanNUkj0qalaoAqnpp5KeeOeBxZLGQ9rh0KgT2oSTvlfPM+WQ55Hklx7laOMYNXYO+nbiMBiM8QnjuQbsOxWWCQVK+WSS2dxNhYXKFuBzVKxRNU0QJOmpQIsMGgUzVGBYeKc1C5ICp2KuxWIgqklmEEldBguHyVErNDkv71TwnDpZpGejcEB4IP8AzqugrKyPDqbkQkGciznDp4LLJka+WPZ1YcKr1J9L9S5U1bKGEwQOD3nRzht6lnMmLjclZDZzJJqSSVbhcqLHtVEZMryOzcpnLTpjssOmk2WtSO2WUwj0fyYYm2gxl0MhsyrZyx+uA3Z/+49ZC9I4kg8/wWpEesgjMjfEjX/n1rwuglykHX2br2XhfF/P8PiqLgytdkmb2cPwix9q20uS/l8lpY7VnnokB22K5vyk0YxDgbGYrXfHBzm+uN4d9AI9q6TH4BhmNVdIBaNsmeL9bOrfmNvYqpMVREYJ9YpQY5P1B0PzFeg+Tz68HyNJE9jjp16EFR6m2u23greKUsmHYlU0k4+NppXQu9bTb7yqAXvquUqXKWqmo5+bTzEPFxmHUe3ceC1aXFqeYZKuMU8n5rGPQPrb09nuWCwi9jp4pQD218UoNWdW+ItjEt2PicbCSNwLD7fvHVNAWFRVlTSuaYZ+XbQgWsQe46+1atJidJMbVDfNpL2EjReM+sbt9mngrKTXZRx9iLF6bNHz2DVujvUsuy6vlgAHNG6N2zg67He1c/NT+a1T2E3Dblt+vZRkp8oiL9yu9ttSQ83tbr61C64JIB0U2U3FiPemOabXcNFmSQPaHP13KbyyNtlN6PLIyemTo6+w7JrtldOgRtNkvpAX1sfnUbtCrT4zGLFzbkAgA33C68fPKDI3ts4NOXbcG91oNmkpopIXxx5JbEnLqLdj0VnCsPZO+PPURRsLhcu6Dut/HMFpfqdhzqSrpzK9jswc632em63i3BWjtw6KeSDyLwcQ9xL9ybaC6eC9zQ1x0Govop6mhdA+xkjf4xyAhQ1ELoJcspFxbY3sFTfzyc8oSj2hozNOqvUcQlcPjBnOlgs9npSb7laNFYH0Da24XTpqlIhdnY4Xg87oRe9wTZ4Olhv7VDjtGCcwabtFhYX16/QlwutlyxgH4sblLiuJERPIcWFovcdV9FqFg+z88I9HG47Tn5qJ51BJPYqKrywRs5lwbfW+pUzq5obmjBkkk+Sy97+J8FVZIwRXnfFJKZM/LLSenU+3ZfJ6nU4oqsXZyZJpfdH4e0GnqTNEHgNaYyHWDHXHTrpdOZdwyBhJf1vqr2GSVM0vLNRLYi0eukfaw7LuOBuCa/iCou6NkYbZ80pAY2Nvdx2C8LUamOFOWVlIxvoyOC+FqnF8Ygp6WJ8pLhcDw/8AZe6YPgWD8B00uJY7NFX41bm8iIZ2w67+u9hfp07pMInw/AZRgfCrTNUyRk1eJW1bGNXCPw6X6kj1jgOKcSrMX5kdLBGYBLnnq5JAIxbZhkO56nU3Ow0C+dzZs3xDJs+7D9aOlRUVZBxnxrUYoZHz1AFWQ/4sfIiGmg8b313XnQjqKsl0YJZfWVxAYD4vOiv1k9A2Q3b57KN5LGOEHwG7vbb1LHr62oqiGzykxx35cezG37AaD2L6DR6VYoKONUjGc7LMhoaOLmTNFfLcANDiyIev7N3st7VmYrWeeSFzoIoRe4bE3IwexDZnxxyNY6zJLBw72N/pAVKQ3K74Yknb5ZUicUxK5ItiKBd35OeKa3CaTG8GpQTBikDRJr9bs8XI9bS9vtC4CaTljuegXSeTeJ0uPP11MLvpYubUQU4OLRaPzOkd3TRl8T5XbXDB9J+8pOXdWZWtip44maAC59Z/5CiZIGjVe7o8Ho4IxPq9Lg9HEovsVlO4jZSNpZBbTRT01YwEbLSiqIrXeQV3wxp+T0YRTQlDCWxa6DxWgydtwGOFwserrDJozQKCLMTdbfQzm14OnxSZvLj19Pqs+CJkxfnO+iqNmMoDX/LC0qRgFs5AB6lWoxdMwcYo2wSkEbdlh4o2nEbOTcktHXY9b6LqsXMcl/SBXGYkRFdc+ZUjkzpLkyqvS6ovkPLeLp9TPclUny+gdV582eZkZBLqVA4kJ0kqrvlXM5nJItRuF/TRNyiFnulKHS6DVT6ngzckOPxUokYdjorvEfEVfjgphXzmY08Qgjv0aNgst8l1XeVjMwbInmx8UzdK/dIsjMEXSJrlBA5psreH0VViNSyCjgfNMQSI2C5IAufmVFW6OrqKOTm0s0kMhYWF0brHKRYj2hVsFR1wbHdIhxuUKhAIQhANQhCgAhCEAIQhACEIQDnuLjcoGhTUIDewE3wvHDt+Nxt+rCwuy3eHv7lY7/ko/jhYXZWfSAiEIVQCEIQEiciyFsVBCanIAXpuJf8Ay/Yf/wCYZv5OxeZ2XpmIa/B9w7/zDN/J2Lm1HcfqWj5PMkIQuoqCEIUAEt0iFIFLi43ebnuUJEIBUN3SJzbi5CEjtkxyVDlIGoSpFBIqENQoJBKkVi9P5mwNbJ5xmOZ19CNLae9ARNTmpqVSB6c61zYWHimp1wLZdT1CEgntSzSCWV72RsjB2a3YJGqCw9OamtUjULksYF9SQPAKxTuMbg4GxGygYFMAqE0WC4yXkJFydUrVGwX3NlPEG3Zcmx3sEJHMC3sOwmWZ0VxrILho38FTwqjdVTAMC62snGEUZhYTz3DUk3LR2WeXI18se2dOHEn88ukLX1EWF0op4CDILi42Hq+i/guZfMZHXJuVBUVDpZCSUro5I2xue0hkly0nrbRTjx7URly+p10XqOd9PNHNC7JIw3aR0Kswut+FZjHK1HIrsxNqmk2WvSSbLnKeXZbFI42B6LCaNoM6SkkXYcKYx9TKy8h/G0oDJB28fZf3XXB0kuy2qaS7AuRzeN7kb42r5O98o2Hl1LT4jGLmH4qUj7UnQ+w/xlwzZ9F3vDlc3EsFlw2qs8tjLLHd0Z094/AvPMSpZsOrpaaf5cTiw/ePtFivX02aOVcHNqMVO0eJ+V2h804rNZHoyujE37fZ/wA4v7Vw7gAN7r17yv0nnGA0tW0XfTVHLP6iQfhYPevIXKs1TOPzQ1Oa7o/bb1JLJFQgmcLaWA03767pxNrna+6jY6wynUH5lI0dtR3CEl2inmpyeQ97OpA2I8R1W2JaSvwuXnUV6yAiT4h2Qui1znW40Nja2xJuAFisaeWwdgp6SeWmqI54DaWM3aSL+8dklG1R0PDaGFuHysGSSqYT3jD/AP8AYfQoXwZzpW0xHQEllvZZWsUpoo4xUUbbQVLiGx3vyT1Z8+h6ghY74zH1uzo4DQrJL8zlap0y55nMdGcuT9blB++oqinniHxkErPXGQq9mlpJcBbYa3KsQz8hxNPJMyMt6Otr7Fbkjgov3Sg+IWoauWSV5fVkM1tzG5ktO7mwyzSNpfRtfNFv4C3VaKbXaBWivGRuD95W6qSV7W8x1g0WsCo2yQzTMi5DRfdzZCPpumtkojnu+pjJ6kMk/AtVmrho1jkaW1Fd8pvbueiax/pXIvY3sdipjDSOPoVzP85E4fRdAohnGWqpXD9ct9Kq8yK7iKWS8r3hoFydBewulhzj0gDZp9J1tleZAwCz6cyG2rmOvr7NFXFHO9xEVNM6/QMJKtHKo82TtfaLdPiTmNEYdbXcFLUVnnAkbI0OjAtzLn5u6pGnMZHNAD+kfX29lNHC6UjOSbbDoFOXXSyR2Pob3VDIb7RiwIstXDcNdK7RtyVscM8M1mLVUUFHTyTSSGwbG25K9cp6HAvJ5BHPUmnxHiCPXkj04aY/pz9k4dhsvD1Wtjje2HMvYvjxWZfB3k9gpKD6r8V1BoaDLeKMD46fTQRg/SjjHj6A0ww3CY2UOFxbQRH5fi8/ZPXF8Z8bV2OVsk1RUPkkfuSdh2A6DwXJMkdWTCBjXySyECMDuSuXDop55LLqHb9vCNJSUeInpPDvGjsCwWp81p4psRrzeSScZxFCNmW633PTb2cdieI1NdLmqpnyW+S29gwdgNgPUkqfi5HxB2cRnJm720uqb16+DQ48UnOuWWadUyNxNlC85jcqR6jcCuwr6ZC/dQubdWi1MyqS3plQtUUzhE259g7q3OWwgufsPnPZZ7M00ucgX7dAoKZOOBrIy4iRzmkk2yg6+7su88ltP/0lVzO/K4cn7t7B+FcjDEB0F16R5O6NzcMq5g1/xkgA00swG/zvYtMGL1Mij7nR8OxKeeKfubFe4m57m6yHyEHdatbFJrosmaMgr2svDPq8nYCa3VWoaskgXVHl906IiMqsGzNSNfmAavKRmJBsgAtZYlXVkmyrQykvuTotfVafBXJmrhHWNxOGka+Z45kn2LVntxaatqhnOnbssSrqmyaDoooqjksLhuVaWW2c2TNfB0NVVkmTIdtlzlVM+Vxum/VGx9aj8+hEo5zSWdcu6xyZVM5cuWypNTuOoCoTROFwV23CuIYTJicDcRZngLtWk2uPWsTiSow12ITnDmvZFmNg430uuKdM5WlV2cvLGQq77hX5pgVUeQSsWkc00V2ScuVji0Psb2dsVESblWHxghV3x2WbRzzQzMkcUxyS6zsxGuSbmyVyas2BHboeSTqkSEk7lRZURCHIVCAQhCAE1CdbRQBqEIQAhCEAIQhACEIQAhCEB0PD39yMe/yVv8cLnyt3h7+5WO/5KP44WErvpARSxNzyBtwLm1z0USdfTxVAPlby5HNuHWNrjYqJCEBMldbomJy2KghCEAL07ET/AP2/4cL/APaGf7iF5ivSa/8AIBw7/wAwT/cGLm1HcfqXj5PNkIQuooCEIGiAEJXkE6CyRACEJW26oAU7xCIInMkJlN8zS2wb216qvdCkkVPcC02KjTm2v6SARCeGZjopI4cxt86USQIVswAEi7LAHW6hblsdNU2ga3Q6j2I3JNreCka25AHVWK6hnonxtqmZDIwSNFwdDtsp28AgpuSJozVCQwX9IRkAkeF1JBM2GfOI2PFiMsguNRa/31HuLFJlIUUSCVWn1JlpqeAxwgRX+MDbPNzfU9VC4cuQi4fbS/RVokRounWsVNQVMtHVxVEDrSxOD2m17EetFQ4yyGWwFz0Gikv4JKiGOJ7BHMJQWgkgEWJGo17JY23IUTBdauHUok1JAYwXJKmC3PgvFWySKnjcANRp1SPpHDYaKw6TKMsIsO/UpjXS+KtKCNaRXbGQbWV/D6J1RMxgGrzYJaaN8zw0Nzn1LrcNp4sJoRWzAGc6RNPU9/UFzZX6a45Zrhweo/yRYhjgwLD2Ofbzwi7WEfJ8T4rksSrXTykl10/F8SdVTlzzcncrLeRYEOuTuLbKuLFt5fbJz5d3yR6RIHKVsirAqRi3OYtMcrUTtVRarERVGSa1M6zgexutllU6Zxc8jVxfYCwud7AaBc9C5aVNIs5miOgpJNluU0nxYPiuapHbLfobuYANr3XHlRvA6HDaqWmmjqKd2WWM3aTt/wCy2OOqZmIYbRY7SN9CUcqcfanpf23HuXOMlDRZq3eHa6IecYbXa4fWjlu/SPOz/o9w7LkhmenyKa6Xf0NmrVHnHENF9UsEr6PcyxHKP0w9JvzgLwBzXE2AO119OYrQz4bWzwTfXIja9t+x9uh9q+f+K6T6mcR1sMd4xmeW20+LcLge42X0U5KaU4dM8zNj2MwEpAzGxuOhsn5bmwVuGnsLvF/BZmcYOb4K0cRcL7DurNK28oDNO57hPcG2ILrexSULcoDjudUOiGNbkh36lI7ZSv8AkC1r+CiIIuLFDqaLdBVNgMkNQCaOoGSbKLlnZ7fEfOLhZtXBJhlVJHzGZ2jQjVsjTsR4EG6kcrUTPP6UUb7ecR381dbfqYj6+njp10ylHmzi1GPyjMfHzCCyERymxydCO4uq0tw8tk0IOo7JzXW+LGgOhc4bBSNeOWBOA8HsfTCjlHKRSWErwzOGX0Dt0MOhBcRppbupGxgSCV+eWHd1jY+pQNV0wOuTubprtkJyAYW5HubI0gjp2Kc0tEbgWXednX2SEDXU3SZVAoRmbMMl79LLUhmnpJrmqrIntGzCWkO7HXRQQRNc1gY0iQEkvv6rf8+K3MHweeuqGNZG+R7zsBckrLJOMF8xdJ+BlI6prJSZLSvebudLGHknxJF16ZwL5P6jGYX1c7Kehw6HWesmJEcY9p1PgtzCODsL4SoY8R4ve0VNg+DC4z8aT3l+1Hhuub408pNRjTfNZIYocNj+s0tN8W2LxFtL+se5eLkz5dRLZp1x7/wbLHt5Z0vEPG2G8L4dJhXBt23bknxFwtLN+p+1b4brxnFsZkqHHPISCe6zsSrJZpC4SGSP7a2o9YWZmblPMaXknQ3sAu7S6GOJXLl+5WWVs1cKqYxXxyVEAqYNQY3EgE27hdLwxPDFilROyOMSU9K+JpAt8Y4ZBbudSb+C4p0omB5nota30GxjS66ygh83oqdgbleGjNbqTr98D2L0IYlJ8m2ldzXHXJarog2UEXsW6+tU3NK1KlzZs5sA+99FUe2xtZdB6eXCt1opctN5WngrbrBRPc3soM/SS7IC0fYhVp3tY0uebAblWJpQASTYDc9lhVc5qZdNIwdB38VVnNmyKC47GSyOqJsx2voL7K/RUctTNHBTxPlqJXBkccYuXk7ABb3BHBGK8T1A8xiLaYG0tSR6Ef4T4eq9l7hgnDWD8G0rPNadk2JyNIE8vpvPcn7VvSw327lc8tR/UWHEt0n4/kz0+nnnlS8nDcC+TuAsjruIZA+QjmQ4dGfljUXlf0FwdAvTZofRZcRkhoYOXGGMY0bMYBswXOighlzOeXyGSRxuXO3P/PbYJ75HNcvrNB8M+z/1cruX6L8kfZaD4bHTK/JjYvRtMdx1XPsoYTK81HNDMptywD6XTc7LrppsoILQfWFj1+I0cQJe0F9rC2y6MuNdnZlwx7Zy8tLYm5WfUta3Rm61qvEIJjo2yoyR5xdguFzOCfR52SK/tKTsMq5gTHEXmxfYC+iyJTICW6rs6DE56Rj+RJkkLTGT1sdCsOogbzS55AVHhkcOaKXRiAEC5UVRL6Fir9aYGxvOf076ADRYM8tyVjk+Tg4Mk6GyzG+6gfIT1THu1TS5cjZxzkK6Qg3BUb5D3SOKY5ZszsR0hKbmTXJjis7K2TukumbhR3RdLKMikGqhVh4uN1XduspGTQitVuH1NAYRVwuiM0Qljv1YRcFVUjiTuVmyg1IlAuUOCqQJ1SvJcbnda/C/1MGLRHGo5ZKMfKZGbEqnivmxrp/MQ8U+c8vPvZQQU3JEJWi6AQWQpIX8qVjnNDwDfKdinVMjZ6iSRkTImONwxuw8AgK6EIUAE6xPTZNViOoljbIxjiGSjK4DqL3QFdCEIAQhCAEIQgN/h7+5GO/5MP44WD1W9w7/AHIx7/JR/HCweqlgRCEKACEIQEichC2KghCFIBek4gbeQTDfHiCf7ixebdV6RiV/6g2G+HEFR9xjXLqO4/X+S8fJ5ulvpbRSthlkifIGOMbCA51tBfa5UK6ygIVymrXQ0FRSiKEiYtJkc27227HoqaAdZaWJ4WaGioKg1NNM2riMoZFJd8epFnjodFnfYpt7oSmqYibdONrDumoQOWxgrMIdS4icWlqWVDYfxoIWggyX+zv0ssdtr+klQlCuAvoiyAVbwymFbXRQPqIaZshsZp3Wjb4kqSSJhyjxGyUkfbXNlE82JAN/EJl0sEjiUl01xJ0QosEzgBsQfEIUYKsQ075YpZAW5YwCRfWxNtB1UoA9oEYOb4wn5NtgmHNsUhvdK9xcbvJJ8UZINVuUwPipxDE9kgbaVxdfM++47aWVWJtzZaddhktDHSOknpZPOYhKGwyh5jB6PtsfDdSkSVmQE7OCsRRS8sxn5F728VG+N0bWE7PFwmslI6q3yosW2xNi1Nieye2oLDoqfNJOuqbc9VVy9i1mmytcO3uWhSziUgPjYQfYsKI3IXXcMYXzn86oPLiaLlxGw/5+chUlneNWzfFF5HSN7A8OhpYzWVA+KsSGnd/YfhWPj2JOqprn/grWOY5HK9kFOX8iIZGg/OfWVlRUbauppmSVMNNHM7IZpiQyPxNr6KuDFLJc33+yOrNlUVsh1+5nTRm2boVXutGpiEFRLCyaOojY4sEsZ9F1uo8FQlbYlaygcQB17eAsp4lXYCTYC5Wg6B1OB5xG+MvbnaLb329izqwIPFSMOqr5rlSR6qrRJehN1pUxVOjhvDJJ9rYD2q9SROLwAFm0ao1qEFxC6GGUQRDusikaIY7myHVBc9ZThZ0L5F+ZvwzZjdaNPICufpJPRHda1NJsuPNiLq+zoMQYMVwznHWspW5JD1ki6H1gm3qXgflYw5zcToKljfr0RiJ8WH8BHuXt1HVOppWSx2JZ9i7Y6WIPgQuN8r+ENk4fZXUgJp2yCaIncC5a9h8RfX1LbQZ9ieCf1X/aM88FONniMcIiGup7pJpbBE0vQKo67jZeic0pKCpD4xzZQOnVaLd7KrRts2/dWUNMKpWKktrv70XSHVDZg8G9+/ZQvFu4U1yDrr7VG8eu3ihWdUSYiPPYnVLP7Y2qG231+uD1nfx9dhlPIHLyDW1j4laMMpgmZK0Akbtds4dQfAjRMrqdkIEsDnmnqAct97g6sf4jT5j1WNbXR5uXHtfBVL3smeKd4AGhvYA+xRyx5S+zmuDTlJbsd9fmUj6eZjQ90RbmPotIIJ9XcaJJNIdD8t2o9Q/4ouOjMrpyc1uuysQwF3Tqr7giuyMk6K5TUZleAAVr4RhEtRLG2Nry9+gsN/UvWsH4IwrhejZiPGsjo3kXhwyHSaXxkP5W351w6jXQxcLlvx5NYYmzjuBuAq7H5j5vEGQR6zTynJFEO7z0XeVPEPD/AABTeb8M5K7F7WkxSVukZ6iJnT1rl+NPKJPiNMMPoI46HC4j8VSQCzB4n7Y+JXl1fiMkzyS4lcMNPm1T3ZuF7fyauSh902+IeJKjEaqeaeUvklcXucTqSdyuZmqnSHffqq75C4pC4uNyvWxYI41SRg5titldHJmY6yc8xyC4HLf8x/Ao0WW20oa2A0RqK1jZGnIBzJP1I1+c6Lrp9md3uLzb3D6FncNU3m2Gc5w+MqXADvlH/FaOIyikltO1kkm4jzaAHa9voGvqWmJHr6WMYY90vJI9rRG+SR2SNhsTdUZpmuF4zpYA+tUamaSaT03AmMbZQPE6K1FTk0sbiSGWvoN3np7grtVyzT7V6kqgiF7rqF7tE97bPy9TsOq2+E+DMV4xrn0+G2io4zaprXg8qP8ASA/ZO8B9CxyZI4o75OkZ5J1ycgWT4lVR01JFJNJI6zY4ml7pD4Abr2TgTyMejHW8VnKLAtoYnan9ceNvUPeNl6XwZwPg/B9OG4bDzKwtyS1kusknf9SPAfOt3EK2HD6OSpqHZI4xrpcnsAOpOwC8LUfEJ536enX8mWPTuTuXLKlZVQYLhkbYI42MjHKp4WiwuBoNNgALk9AuVqZZp5ebVzGWV27idPUB0HYLncYx+fEa6SaQ5R8hrQb5GX+Rf5yep8LAVzi0s8odM8vIsLlfYfAvhcdFH1crub/T8j6v4fpVhe59m+9rmzAi+mxWjJUsbC17/lDosulqmzxjNvZU8QrhEC0dF9Lk1ChGz3nTVso4tiEskhJdbwXK4jNIXauvfValZVRzE62KwqoG+my8XJlc+WeZqp30V+Yb7rVw0ucQN77rHB1XRYIBcLXTfPI4MS+Yp4pEYJSAVk1TnFm63sYhJlLisCp0FltlXLOPU/eZlVBcbgqjI0rTfGSVFNDouGcGzzZqzIeNUxwVuSLXZR8tczgczRWsmqw6NR5Vm0ZtEL23UczQ2QgODwOo6qy8WUD1nNFWVtkt0P0KbdZWUsV+yicnF1wo3KGyjGuQ5Dk1ZFGOahwSNNkt0I8DUl0rk1QVBF0JqgAhCXooAiEKWJxikDgASO4uEBEhOJublNQApZA0Psx2Yd7WUSEAIQhACEIQHRcPj/oniD/JR90C51dFw+bYRxB/krfugXOqWAQhCgAhCEBMhCVwLTYhblRNLeKdyzy8/S9k1avndJ9SDB5qPOC8Hm36W2Rgyl6Rif5A+F/s/P8AcI15x1Xo2IG/kHw4duIJ/wCTxrl1HcfqXj5OAZVzspZKZkrhTyEF0d9CRsVVTkLqKDUKaCIzShgc1m5u82CjspAOBabEITUIByE1SiGQwmYD4sGxPigIk5NRbRAOS30skBzEAnROt7UJEdfskTgRf0rkJqgkcx2U3IB8ChqRKgHNNtBZKxxBuExOQksMMXJffPzbjLa1rdb/ADKNMantUgkZoFKHKu3ZPullkSySX63TLpu6UA2vbRVbJHgqXMXWub20CgatDDqN08rB9sbD5lBdGtw3hc2IVcccMed5IsO5XUcQYlFh1IKCBweY/rsn27vwBOIbw5hQySAVkrR8neNtvpP0Lgq+rdNKSSuRf1pbvC6OyX9CO3y+x8lQZHk+KtMqDLT8snqskOVqjla2Qcy+Trbdd2OdHLZ1HDOFw4jnZVV9PRsYHvzSgnYX2A67LPkhzS2BD+yqtn50uWGzL6AE2upDJK2Fjj9bfsR1W9qhZqUtDA1gfPURRkHQczVZsxs4i91FTzNEt5G5x2vZI4qJNNcIiySLU2C0qCkknlDWZBr1cB9JWSHaq7RyEO0XO0WPceBfJjJimBVks00QMjRyTzAfTF97etY1fwvNgcxiqJKeSQDUwyh4HrtsoOCOIqmjwavo2OIMsY5ZHQ3APzXVHGMRDWcphueuqw2T3O3wdGDG1876KtZNrlZt61FTm5Wdzcz7636q5THUK1Gv32btMdAtcMMT8pcw26tNwsmjByrTpgT6lnlg2jo9PguscppqduKUE+EVBAgqw5jSdmyvZYe/QesM8VXjBJWjTUXnAyvach0K4J4W+uzOVLs+VqmJ0FRJDKCJI3Fjge43UlMCwl4texbY+I3XovlW4KxSl4jnxGloKqooaoCV88UJczm29O9trm51tuuDlgnpWiOoglhsbnmxlv0r1Mctys4or3GAWFkXUee+xBTs11ob7kOui6bdBdfqhNiudc6oB0vf2JjnXHT3IFrIRY54FjpopqWWFudlW0uppPlZd4z0ePEduo08RChQ0mqKZIbkVqyKaGYxT35kem99Nxbw6+1K2OMR8ss5klwRIDoBbZaccXnkAit+OIgeS77du5YfVqR7R2td4e4dxDFp4qfD6SWpqHG7WxRl7iPUubJkWNXJ0cDxu6MWOCWeUukJfI/e/Vd/wTwHXY0DUBjIqKP67VTnlxRfq3/e3XUw8KYFwRHzuLZWVuKWu3C6WXSM/wCFkG3qC5XjDygV2LxspA6Omw6I/FUdMOXFH7BudTqV509Rl1PyYFx7/wAGqxqH3jsqzibAeC4eRwq0VWJgWkxSaMaH/BMOw8SvKuIOJKvEamWaqnklkkN3Oc4kk+KwquudKTqqLnFx1W+m0Ecb3S5l7ieXwiaeqLjuqhJKfa+yuUGGVle61HSyz23LW3A9Z2HtXprGc92Z9kq7Kg4QiD434zXsp4zryoBzJD975yuio+HsKjwyoraCGORkWVnMrTc5j22GluycLs1hhlNNrweb0uHVVULxQSOHfYe8rcoOHoxyziMst3bQ07LnfqToPYCutihlpzJUZRLPGQOVLYFgOz7dklA4XPLllD7HmSBotlIsQL663A9q1UEXjh6sZR0VW+CMwthiYGhgcRckDTQbBOnwsSiKWqBqBE3IQPQLvXb/AJ0Ur5bbXAGgAOyGVb2n0NNb37q/0PShGEVUuSk3D6MEynD3gncukNlIHU8TLPpI3xjo+RwA9xCsSyz1UgEhfISQGsGpJOwA6les+T3gJmHGLFMdhY+tFnwUp1EHZ7+8nzD16jj1eqx6eNz5/IrdOo8f4MTgTyejEoxXY5RCioDYx0rWlj5h+nvqGfOfDdevQxQ09NHT0sMdPTxDJHFE0MY0dgBsnOddRFy+U1Gpnq8lvrwiyhudsjqJY4o3ySODGMBLnONgANyV5XxXjM2MVXxZLKOInlNOlzsXkdz07D1m+5xVi4r5X0lP6dJGfScDpKR9IHzn1Bc06nMj7AL7T4F8CeKK1OZc+F7H0vw/4a4xWWffgwXQOJU0dOW+k/QBbQowzpqqtU0Rg3X0WRbOT1/RUFbIRiPJGgssHEsSLnnVLiU4BORc9UzEkrz8uVvs4dTqaW1Fh9WSb3TDVX3VMyAjYXvvdMZdz7N3WKkzzHlZfhcJJFuUk3JyWWNTUroyLq08uzhdWnm07JU9is266TnRX7hc+ad0khFlt08sLoQ2Q2KsQUkRfmY4FelXqcmeZeo7OVkpy3ooTCXLrauhEl9LFUHUYhjJeNVnLTtHLPC0cvNS23Cpvhsugq7aghZM9rlcuTGkcORUZr41C8K1KQonC91yyRzMqOUeUuflYLk7BTyqu5xabg2I2K5poymMqYnMdKKjOyoB+SR77qk5WJpHSyl0ji8k6k6lV32zG2y52YNjEjkrimlVKjXJEqRZlWCsPbEIo+W95kN84IsB6u6bHyrScwvBt6Nh18VAoILdDNHT1cUs0DJ42OuYnEgPHZV5CDISBYE3t2TWp80nNkLsrGX6MFggI01OSFQwIhCFABCEIAQhCAEIQgHZdAbjVNQhACEIQHQ8Of3Ix/8AyUfxwueW/wAO/wByMe/yUfxwsBSwCEIUAEIQgJkIQtyoIuhCAVvyl6LiA/sFYae+Pz/cWLzlujl6LX6+QjDvDiCf+Txrl1Hcfr/JpHz9Dzq1kIQuozBGqEAqQDbX9JNQhAOtfZNTkZTa/RCRqRLZCAGqzDO6JkrYzYSNyP8AEXv94KtZOUEistmGe9utkaZvBJZOYLmyAcMuY7kJqE6yAALmwVzFMOrMLrJKOvgfT1Mds8Um4uLj5iqrR4pz5HSPLpHFzzuSbkoSMStBOwSJ4Jbex30QDWp90gtbxQoJHNT0xmpAurFNLJTy548hNizUAixFuqkD6eIuIXe8N4bFh9I/Eq1oIjFmtPUnYffPh6wsnhDCDX1cegA3udh1JPgBqrvFWLxyEQUtxTxXEYO58T4nf/2XFmk8j2L/ACduGKxre/8ABj8Q4m+sqpHPdcuNysJx1uUs0mZxKjW8UoqkYTm5u2PBUj3gOPLvk6XUF0o1ViCwyRSc02Dbmw2F1XZJlB0B9aewjIrWSWGSKVst1TBUzDqlkouwguPognS+i0cOjMkoACpU1XUGl8zEr/N+ZzeXfTNa1/cut4bouVF5zKPQG3irpWdml0zzTpGxTFuG0JJ+uPFh4LnqmoL5SVPitYZpbX2Vemh5p9alrwdedpvZHpDobuOgW9h1KTYv2VWkpWxavsfatuijMpFlMMV8sthwryaFHCZCGsWzDSkWACTDoI42Bp3PZdJR0sRAu9gV5YzrnCkUsOw4yEXaF1uHYYyJgLxZRUjYKcb5ytGGQy620XLLGeXm9kLKI2tLRex0IHVc1ifCGG1ET5aWqqcIO+WCxiefGM/est+prYKf9PIsHEMRLrmZ37W+qosSjyymPTS7fB59i2BCleTX4FhmLUw3q6alAeB3fGRcey48VjScP8HVwAGHwRvO2SV0J9wNl3k1c4v+LOT1LJr8No6xxdlENQ7UyxAanu8bO9qfJL8i7g745+v8nFT+TvA5bmCbEYb7AStePnb99Z9R5MYDrS4tMPCanB+cELufqbiFCC+NslZH9tDqGjxj3HsSR4o2w5kNx3iN/mKSxTXMHZFQb5VM81qfJniTNaevo5vB3MjP0FZk3AvEELjalimt+ZTtP0kL2WKtppTZkrL9nix+dWBqbLJzyR7LejF8pngdTw5jdMLz4RXNZ3EJcPmuqUVLM6XlmN8b77OaW/SvqLCcBqqv41nxUA1MrvQYB61sOxHC8HFqeU1VS3eaU6D1N/CuKfxFp7ccdzK+k26TPDOFfJ+59MzEuI66PB8LFnsnlBzv/W2bn5vat/G+OKDh3B5KLgOI0VI6zJagkGqk0tckE2F+1t12mL8SwTPe6eVhL99ASfcuNx2uwTEY5IpsIhqHkEc3liN48QRqsYaTUamW/Or/ACXS/kpkxKK4fJ4ziuLT1EhL5CcxJJJuT61jSyFx1K9Yw/gnhqYM84rq1s/UVVmRX9cYv77Lp6fgekogx0NHTvjOrZIYw+/tsV7cMaw1F8HnuMpnhNDhdZWu/G8Dnj7bYe86LYg4XDcnnlYAT+VwtLn/AD2XqeI4Y6jrTU0rZHwRfGCAtz8s/aE9WW6+9c49v5QY+VZxkErtOnyF0Q2voRxe5lNwXDsP5dqcyyyNbIwzWeLHuNr6bWV2Wrl5fJFRkEIJERBDLjowDQdU94dFkkERN9CNbH/nRVKzPI98fLPMG5Jtk9f/ABV17GzxbOUOkrHClfG8Rh7iCHObd48Aem6kmqKmSHzOeVgiY763oGZ/t9PpVR7XRmSzdzYS5r2IGtlWMhMd4CI5Giw11fcqyVsq7SLNNWW5lhnp7HM1oNvAkjXeyu07n+bRiR1zbTXTJckW9pJ9oVF0c1ZJTQzyAvZoXB1zlGpHs1Wk9xkcXWtc+5Vkzp02N8tkZ1T6aklrKiOnga+SeQ5I44xd7j2A/wCfcrFBQ1FdVRU1JBJNPKbRxxjU/gA6k6Be2cFcJ0+AU/OeyJ+JyttLKNQwfaMv07nr6rAedrtfHTR45fsdDVlfgXgqDAWsrK0MmxQt0O7IO4Z3Pd/sGm/Z3TJXxxRPkkcyOOMZ3OcQGMHck7BcPxBx3EA+DALSP2NVI30B+oB39Z08Cvn8Om1XxPL8qt/ojTHic3tR1mK4tRYTCJa+cR3+txDWST1D7+3iuIxXiWqxXPDARS0x0McbrveD0e/7w95XF1NZNUVMk0rny1Eh9KWQ3e72/eVyjl5URcV9r8M/8dw6RrJm+aX6Hu6L4fCL35OTWjiyi2jApH1EMEZsRdczX4ubkByy5sTdIN19Bk1W3hHr5dbGHB0kuJBp+VdZOJ4lmB1C5+qrHX3WZUVTj1XBkzWedm+Jtqi3VVWZ26z5pLkqu+UnqoXSFcM3Z5U9RvJy5LDLleCqrpE3MqJmfqUb8NRLL8gE20WrG0csZyM/UBctT1XLZl0VgYhodV0Y8iRq8qrk23ygFXcOqA1wsVyTq033Vymrb7lduLUKznWZJ2dwaprrWIuqeKuIjBssCOd17hy0Yqt0reXMLhdnrb1R0PNvVMw6ybU6LPfaRptutbF6fl6jUHYrBzEP0XBlbTpnm5OHyQy6FQlynqO6pvcuOfByz4EdqVVmOqkfJZV3m5XNNnO2Ru1O4HiVHKLPIDgbdR1TnnXRQOKwZkwcmlLf3pqqVEckSosqECIQlUEA7okQhACHKeKON0Mrny5Xi2Vtr5lAoYGoTnCxsmqACEIQAhCEAIQhACEIQAhCEB0PDg/6Ix7/ACUfxwufK6Dh02wnHvGlH8cLnyrvoCIQhUAIQhASJyNCgAuIA1J2AW5ArrZBa9+qRK4FpsRYoc2xtcH1KSBHEnc3Xotf+QPQfs/N/J4152BcHUL0St/IIoh2x+X+TsXJqO4/UvHyedIQmrqKAhCs0ZhZVRGpa98AcM7WmxI6gFCSshX54qepxIsoSYqdzrR807DxKpPGVxAINuoUihqcmoQDktwACPl9UxCAdqd0qsQvgFNO2SN5mNsjg6wb3uOqrqCQQpqYQmVvnJeIuvLtf51EgBPA0SNTmoSC0sHjwx5qPqtLUsAiJh5LQbydAb9FngKVkZPRRVl12QWsi6fKRewUaFRU5DbW217p3LdlzZTkva9tLoAAWphFGZ5QMtx1v2VOmjzHLlu87HsvQuEsPZQ0kuIVbQWQi4B+zcfkD6SfUsc2TZGzfDi3yos4rLFgWDimgsysqW3mt+Vt6R/QT7F55XTmSQ3K1MexB9VUvlkcS95JJ8Vhyg2DjsdlnhxbVz2WzZNz46G3UjxEIYyyQmU3zNy2De2vVQJVuZDkqYpNAN/YhIAp4KjStQkmBUrFAxXKWLmPAUmkFu4NjAaJ1VOwALsq+VlPAIo9gLD8Kj4fom0eGiaQWkl0aP0nX8CycbndIb7A3sF1bdkT6eOm+y6a32ynXh0FUWPfG82D7xuuBfW3rT6eocCLFZGc5lqYdA6RwWKtniq3KkbdAZZ3AX0XV0T2wBgGtt1ztOBAzKN+q1KMmS2mq64I9TFBx48nSQzF3xmY3J10sAt7C3FxAY0yP6LBw6ka2zp3ZPDqttmJRQR5KcW79/ep2e50vE32dHDlg9Krlu/fltUNXjXoEMIYz5lyVZjAbu6/0LInxQynUrly5ow6OPI8eM6esxixOQ6/bFY1RWukNyVjvqiTvom8wE6EkdF5+TI8jOR5d5qeclTwy3IzFZbDb5Rt4K3TSOJswWTFFtlscLZ3XDVM1w5pLjINWsabE+1c9j+GwVFTJKKdkJeTrHpb1jqui4EgnfXB1nmMbk7BW8XqMKwuV75j55VX+SPrYP312vNjxKoK5Pwv+zq+RvZVnn9Hw3zfTrapkNPYnnOaQyw8drrcmkwPhZjGwczF6sj4t0pAhHqF9fb7lJPj9VXS/G5BFtY7AdgFl4rWwOBhkhjlYekgBC55aTLqfmzSpfhX8j7CvLoo8QcX4piAHnVSyOP7GKM2A9g/AucldUVTSQ58o7Nb+Gyt1NLTGp52Uvf9jmcTkHYXOgVepq2x+iwrfDpo4ltikl+RzywJuukZ74pQC6RswYOrm2TGZTsbqyyuff0XFW2zNkF5ACe5C7b2oQ+FrL1KimxaGG1lTQvzUNRLT33DT6B9bDofcqxbETcOePbf6VJG0j7IH1iy1hkxTVT/AFRTJ8Hzw+7UvozscNx6lrQIcZhEZ285gbp7RuPZf1BSY3wbT4lQc/AKynlyflcZBzm99T36bBcnG15aSInvA+1F1JSVtTRzc2kklhl2uNL+B7hc2f4bv/qaedP28fyYSwZ8XE4P/Rz2JYfV4dMyOanLHx6O5rdb77HdYdS0x528zOCdbdV687iChxim8z4uoLx29GppT6bPGy57FOE4HUhqcJqJK6iB9JzYiwx/qxquOOSeF1njT9/H+wqyfL5/M8+lhEWRxDwCOmhvqlMUEzAeTap3EgcbE+rZb9VhYgpo8pBZfr4+0dlX8zEV7NLCOlh9NytllT5NHpZXVFGjg5UUjiCJZBY3bbT/AIkfN4rSwrCanFq5lHQRc2ofqB0A6veegFxr9/RXMKweqxOpjpqKPU+m7oyJuwJPQeG5t1XqFIMD4FwwCqqGMqZW5yLXqKjxt9izt0Hcm5PFqtU4f08aub6RNKCou8JcNQYBS5WHnVsoAmny2z/pAOjL9Ou5UXEPGmGYNnihPn1YNOVE4ZGn9O/W3qFz6lwuNcZ4jjIkhhd5lRuFjFEdXD9O/c+rQeC5l41A6DQLo0H/AIzlzv19a+/C/wC2FFGhxBj+IY9UB1fMTGDeOCMWij8QO/ibnxUMUZji8XptNE0ygFWqmWMXDdxoF9hg0ePTw241SPW0cIqLkOggY2EzSOv4LIxLEfTIYbAK5NKYqR4P2S5escXPNlnmbSOvU6nZBKPAlRVFxVd0xULg4G5U808bqaOJkYBBJLralcLxt9ni5NSV6iYuNydVTfIreVtvT2PdVJmjMQCspYZIwnmsjLkxr2jPnBOmmvVPfE7llwGg3VN7tVzyTXZmshLmTmkKq2SxVqpdTiX8aGQxWGslgb9dlmXUyOVxCh5p7p0jrqBwI3UPszcyfmqxDLbqs+6lYVeEzPebMFWQrjMQc1YcTlYcTZdkMrossrRveeNqo+W/dYtS0NlT6C5lCZXHNMtZS3pSZeUrjbIeY2OUGSLmMG7b2v7Vny6kkCyvSDRUpR0XHk7ObIU5VAbnRqsShV3LkmjmZE+97HRRu3UrySSSbk9VE5YMzYxyRKhVKiJQNDqhCECJE5IlASykjjMrsrbXtfUpiFUCI0y+KEKCBCkTnJqgAhCEAK+zD5n4fJXNMfJZIIyMwzXPgqCW6ARCEIAQhCAEIQgOh4fH/RGO+FO3+OFz66Hh02wbiDxpm/dAueV30gIhSBjnBxaCQBc+CjVACEIQEit0FXNh9dT1dK/l1FO8SMda9iDcFVE9haL5wTppYrcgnr6yevrZ6qre6SomcZHuPUncquhNQDl6NiBt5CqId+IJvmp2Lzf7FejV4v5CaE9Rj833Bi5c3cfqWj5PO01Oah4sV1FBo0QkS6dFIC6FK1l4i/MNCBl6lRISOVmnpjIJLSRsyMMhzuAvboO58FUTkAJ7G3a92YC3Q9UxWHRZYI3lzTnJ0B1Fu6EogQlSKAKnAJzIyVYjh1U0SkV2tKeyM9lfc27iTa56BMMobplU0XoiZCeqWZ4awtZumPmJ20UMlr6EnxKhkEZOqcGjlZs4ve2XW/rSdLIVSpI1pAB7qRhJbkubXvbxUTVapI+Y8IWSNvhvDpKurjbG0vJIAA6noF1HGFXFRMZhlPJnZTaSOH2cnU/e9is8NwtwXB6jETYygcqH9cI1PsF/auDxWqMshN73K4E/XyX4X7nc/wCljryylUSlzioE4nVNXYcgiezLf4y9rdEsWUSDOLsvqAUx26AE5NboVfxJ9A+OlGHQ1EbxCBOZZA/NLc3LLAWFraa9UBTS7W03SNUjpJHNjaXEiMWaOw3QkewXXUcL0AqKljnj4uMcyT1Bc/TguYxrbEDW9tV6LgFGafD2NIGeWz3dywbD2m/uW2ONs934JpVmzbpLhFnEJrcth05bQCB3JJKx6qHzqEGMasBDh99W6u8zpQflkB4PvVNk3LeBIw3vuDYrpl3yfS6pKTcZdMrU+Fuc0ut1Fgtyko+S3KPTf1OwCGVlo43vawl+g0PTRHMlmIawF/6UKEoow+xYMauKtlpkcbTeR1/Bqv09Ty/rbQz5ysSRzYSedIC8dA6/zqu/FMoystbwU+qkY5M2PCjrPqiIm3e657A7qjXY44+ixwA7BcnNXOlNrpYeZKL2079Fy5czmeXm1ssvETZNeZHek4lTxTGQ2GqyozHH/hD2Gyuwc2cgBlh2aFxzXucdN9mi1wG5v4BWozJKcsbbX7K7gfDOLV8lqGiklI3OgDfWToF1MFBhOBgurpWV1aPymB1omn9O7r7Fw5dVCPEeX7Iul4MXCMDrq6XLBCXkbnoB4nouiio8KwkfjucVlSPyqI/Ft9buvs96ysR4kqqqMwRuZDTfmMIyM93X2qlTB0j1rjwZ9R997V7Lv/LOjHjbZ1zOIKiofHECIqcHSKIBjR7Fz+Lk8wyPNgVfw6iOYOIJIUePUkTQH1Ethb0Wjqvb0+kjihSVHowxrHHg5vnSyPtHe/QBRzgU7c1VJnkOzb/SmVdWQwtgby2fOfasHEpjyxY9NVs/lKZZ0rJa/EQdrBY75y47qs5zpJLAEqRxFgLWIWSts4Lc+SzDIrIm6XVCPZPmnMhu83NgPYBYfQtDog6Rb5pBUjKgjqst09gq0tYQUs2jl2nUQYhyze/vUdXOJjcyke1c352eXmGyhNa7YEq8aZ0f+xlt23wdGa2WFtmVc3qzXHzqTD+L8RwycVFLLGHtO/LsfmsuQfVOPVIZiY7X0vf2pJRmtslaPOzZY5O0eifilwjF2vNdQeYyyn0jRi8d++Qm49hPqUcWHwcyPk19GcPcdarmaQju9mjwewI16Lz5rihzibX6Li+xKL/pSr9f9GPqV9T0ev42pMFpDhnCbHPBN5cSqB8ZM7q8N6eF7n1LhpKh89Q+aZz5JZDd0jiSXnuSd1RB1VqmbzHDsu7SaSGJ8Ll9vyzlk15NikJEYN1YebarNfMGmw6IqKr4oar6THkUVQ3I1qZ15wQVDXSuiqN1Vw+b7Jx2Tq93Ncw73CvKVwtHXiy7YC1M7pnMaOyuU1BBC0OqiLnYKCnp3RyxuIVbFZrVB1XThwqK35Ec2q1TbJ8ap6doDoIdCN1z/oucW2sei0GVRcADLp1BWbXxGCo0PiFhqowb3I89TspVOspDzZg6qsDd/tV1w5tz1Vab63lYAGDX2rx80Xdom+RZri4WZNuVba8nRV5hqVxZuVZZMrXU9I6AS/joSGOx0jIBvbTfxULkxcRex7nXSXTbpyEWOicGSMcWiRg1LSd/BSSyCWoke1oYHm+UbDwVdTRi5Vo9gmYbJ+YpmwTohmK3/IGjQuyxvcq0sl5CVM+8VPbus6SSxW0p7UkWk6VEsxuLqm8m6kbN3UcuvqWE3fJhNkLzcKu9TOKhesJmTIXqNwUzkyywZmyOySylyosoKEVkWUtkmVAR2StY518jSba6BLZWKarmpRIIXZOY0sPiFFAppFboxA6qiFW6RlOXfGGMXIHgq8obzDkJLL6X7KrII0JXJFUAhCFAEsiycwXcATYE7rX4goabDMQNPRV8ddFy2O50YsLlgJHsOnsQGKhKd0igAhCEAIQhACEIQHQ8Of3Jx7/JR/HCwHLc4fNsKxzxph/HCw3K8ukBQ4i9iRfdMQrsLaY0krpHyCoBGRgboR1uVQFJCEICRC0anDzDR01UZ6ZwqM9o45Q6RmQ29Nm7b9L7qgtyBqtPpHtpGVByZHOygZtfcomXN2Bt3m1u6SbMw5Hgh40IKAa3Qr0Sv08hdD44/N/J2fhXna9ExIf2CcP/APME/wDJ41y6juP1LR8nnaHIQ5dZUYhLbQm6L6WQAhCBtsgBOYL7etNThooAqkdGHSWgDz4EaqNK0kbaISFlJFHdOhjJKtMABAspSLpD6eDS52RNKI9GKdrJZpI4KZj5JZDZrWi5JWZKXB5B0I3BVm6LN0SunIt3CifIXEkndRuKRZtlCSxte2ia5Xn4pUyYRFhznDzSOUyhuUfLIte+/RUULOvAiVwAdobjvZCGoVHsC6Dh6jM1TE3LnuRp38Fjxwi0ZDg/ML2HT1r0Tyf0ohfUYhM28dFFzf2+zB7zf2Ll1WV48bZvp47pC8cVfm7YsPjPoUreWbdX7vPv+heezOzOK3OIKoz1Urnm5JKwW5STnJ209anTQ2wSJzS3SsbZK8APOQm3S6HJjlsZghCEANTk1CEj27qcuDsnosZkFtBv4lQNBIJANhupY/ljS/ghMTawGnM1VGHC4J6LvJahsVRYmzA0R3HS3X33XL8MACSSa31uMv8AbZarpIZoH35hfe7TGQfWCP8AnbxXVi6PsfhieHTJx7bsu+jIGEtJt9nEQfmTbwk254OuxasR3nDCeW2QjxFlIx0oBMkJYRqC49VdzO2WpfmJqS10cMYadbbN2VSurssHLJsT9i3S3rVWnDBLnqCDe5NnfeCgrKuDMbQ8w3vcmw9ypKZy6jUy23dFd87pH2bclPaLfXpQzw3PuUDp5pdGARg9IxZWaDD5KqQNaD7lhOW37x4U5W/cfHK0aQsue7tfmWnS0dTVEF9/aupwDgKskphWVDo6aj/N5/Qj9+59l10TJeH8CI83ccTqGa8yeLLCPAR3ufafYvNy6+Ce3F8z/IbfcwOHuEarECTDFnY3VzicjWjxJXWtg4bwBg88q/qjVDTk0/oRA+L9z7FzePcY1tdHyp6n4ofJijAY0DwAXKSYtECPimy66h6w+y6jVf8AK6Xsv5J4R3ON8Y1FXF5vA8U9GPkwQjI3/j7Vzrq58ptmNljUbZqyS7AbE7dlqw+bUZ+MdzZB0B0HtXp6bQQxKkqRfHByfJ0OBUM1aejGdXO0AXXUf1LogGPl5kg3IXATYs4UwZG7JfoFUjrHD0nk2Xp7Iw6PShGMHSPS8XxSCOhDIHCJ7zc97Lmp8XbKBFMeYBsT0XH1WKSSyXc5VXVbndVZ5TT1V0jbxmoDRZlrEdFy9ZPmNrq7WSmWmFzqzRYr3HOdAVnKVs49TLk0aWlaYah807IpI2h8cZBvJc/g1VZ5sbKq+U300QM2TMb+ClGN8Ui9DI0H0xcdgVBM43SRgkq4ykdI0m3tWqg59FnLgzZObHEJsh5d7ZraE9lSkkMz7rbrYyaZlOHF4Bva+gKhpMNJ1Oy1jo5TlSMcuTbxZRhicY7AKR1K4HYroI6EQsDniw31VeaQOm9BoAXb/wCu2L5jneQxJoCc8gYGAWuLqHIV0U4aQBNEdr6KmKQF2hVMuha6LrIipR0UtQ6zGkptTSOi1svSeBMSw3B+b57Qx1BLSAZBoFS4nxbCp8Pnjgw+KOd50cOi43CcJbdpnKbs852KkZKRsh0epREw39ELpxwdmbZYhvIdU+SA3HboiA8s6hXKaJ9U8ljdBqV6ePEpozcgibyabXcqxQtM8jLC9kSRZvRHRbmA0YZE9xFvGy9LFpnf5GqyeEMqYyJNBsOi5XEtKmQyXt0su9qaF5gEkbmWHUlc3jdHzwXjV4GoC69TjeXH8ng5sl3yck0uMnippyAQ15v0urVHSuFSMguSbWUeKUhpaqSGQsMjDrY6LypYpKFmbMt/xb9Nkxzg59rW7qcgFp02VTQ3svNyqiSOaItN1XkOiuOJLNRdR1MGWO9wb9lx5Y8WiyfJnOKa9rgASCAdjbdOfumvkkcxjXuJYzRoJ0C81lrEBGtx6tdkqai6gWOU8Kr3UrHWVoCyd5UsBsbqvdXnTCaCNrYYozGLZmjV3if+ei6Icuy6YVExeFnvUkhtooHFMkr7KSdjHFI1x2Q5MWTZiyTkl8UsgdGBGBcFwBN+w6qq5TKMjVUZRkVkoCkyp7I1iyhBlTuWrLYk/kqpNFF0aTKr74fBRui8EIoolqa4K0+OyiLUKldwTHbqdwUTghAxIlQqMCIQhUAIQlY4seHNNiNQgGlInE3NzumqACEIQAhCEAIQhAb3D/8AcrHP8nH8cLCW7w//AHLxz/JR/HCwld9ICIQhUAIQhATXTUIW5AIuSdUIQD2r0bFLjyGYb44/U/cY15w1ej4lr5C8NvuOIKn7jGubUdx+paPk84QreHSwwVkMlVAKiFjgXRE2zDtdR10kUtXK+CLlROcS2O98o7LqI8FZFja9tE5F9LdEIHwhhkHNuGdbJjrXNtlKyFxiMuV3LBtmtpfsowATrohIxOUnKBPoG4S8k2vZKBEpI23KY4KxCLC6IlE7bNFgNVIQY4w46XUEfpPUlU7YDYKxYgMrmyhzHm4Nw4G1lGCC4l4J9R6pEKhAiEIcLaFCCQxPELJSPi3kgHxTEicLWUEj2ZeWb/L6aJE1SQcvmjm58nXLugLmHtzSBenU18P4Bk6GtqtfERj8L153hoDpgWA2vpdejcQxuj4NwQDZzZn+3OPwLz9W7lCPu/25OvT8Rk/yPNq+S8h1VBWqwHmFVV2x6MGOumOVvC62fDa+CspSGVEJzxuIBse+qgk5kkpc8HO/Xbe6AjQltY+KkYWySEzOI0JuBfVARpwFygBODUJHMJAIubHcd1LCLPBTA1W4Q0M2u/p2UovA6Xhn63UR9TFp7CD9F1VnjdHMWkbHQ903CKp1POyVg1BB1XUUzYKgg5nx+rdn4QtFI+l00o6jAoJ1JHJulm6aDwSNjmlPogkrsWYK6ok+LnJ9TVuYdwLUy04nq2yxU5/LZ5BE33u3WOXU48auTorLBki/mkcHhdHNFMHT3yWsR1V+l4fnrakNgjfK959FrWkkruRScM4Lfzio+qMrPyul0ZfxkP3gVm4hx7PBE+DBaeKgiOh5IIeR4vJzH3+xcn2vJlVYY/5fCK5NqjtfJaoeCKfDWCXiOthoRvyB8ZMf2g29qu/itwTAhl4foBzR/wDUVfxsnsHyR7l5lV4nUVDiZJXm+/is99USFm9BLNzqJt/l0jkb9jtMc4yrsRmMtRUPkd3cblc9NicrtS4rHbMCdSiaRrBcOuu7Fp8eJVjVIo06s0amuLoRnOo2UNPKZZB61kumzOsdvBXKElh06roh2Y3bOq89FPTBjNCQs81Zc/dVMznEIm+LAudVq3Z1RbNiCrMnsUldVFsdlhRVBGyvOBmpg49Oh6qd1nXHJcaXZC6q1uSrDJHHl6j0uxuoHwC2Y+gOgKkhtEwlgOmt1DRMIyvk03AsBa8akLLqRy9UGtvJufFUKmYufa6lvgjU5ItcFl5YRGWOuSPSHY3Vynpy62ir4PE10t5ADGdDpey6fD6cE7LqwYt5nii5iYbhgI5kmjApp4DKC2FtmDoFrOsAyFg9alAEdKBH8h5N3d7dl62HTJ8F8zjBUc5FQ5SM4u87Bb9DhnxYc8bBWKSkjzZ3i3W6vvqohEQBpZeziwrEqSPJny7ZzFdTySuNhYHZUJcP5EZkfe/TTRW8QmcZjrtoAm0lXmiMU1yzZauEZPnszbKTZmyRyRvFpJLASdWrOqI5ITa3qK06uDlyHJsqr5DGz0gCB3WGXBuXJVTK0FdJG8xyajxS1Qc7XoU7zUTPzM3JWxh+HOdEecQIwNVyrSyn8rNIzvg5h0RVugw6WbUWC1Z4KeMm0ZI8UlPNJezBkHgtcOhUZ/MyrkihNhk0TrFpVugp5Rkj1YDoStqGZwAD3X8CtigkpzGWmNhl6Eru+yrG7QjHf5OdhoyZTbXxWrSPjaDCzaxJPio8Tlc28Vsp62VCicbyH9KV2KPymbdOhtZUO0FzYDQXVdknMF9dE2pBdYpsWaPVgsdrroRzym7FlaaWRlRTxAlpBB6Arl6/O573vvckm/crqGVBgNiRY7g9VgYrLy57ttpsQvP1+Ko7rJ32UaFodKM9sh0KKzDuVJmj1YoPOyJS7re5XQY1xRHiU7Hx0FJShsTY8sLLAkC2c+J3Xh7sbW2Re+DD5UHKOcnPl0Fut/8A3Vk4FLJw1UYsKiLlxTNi5X2ZuCb/ADfOoq8xTN58LcgduOyoTSzNpntzERuO3S64dTHa6NccoLmSMlzS5+VgJJ2AUDt1ZAOfxUVVGYn23XkThxZWx00LY6eCQSxvMoJLRuyx6qtfVNLkN1KybKtknTfZNB1TboulhMssKsRSW0VNhUl1tF+TRMsSNzahVnghTRSdETAWWjVqwyq5MSvTVzsyYqW101SsGigqDW3KnZGmsCuQtusmQNZFdSiAnorsFOSr8NGT0WbYoxJafVQvg8F1E2Hm+3QfQqM1ER0UWKOaki8FXljst2pp+X2Ky547FWKtGc8KBwVuUKu8KSjIHJE9wTFBAiEOQswTsgldC6YRuMTTYutoFFDl5g5l8nWycJXBhjDjkJuRfRIxgMb3ZgLdO6gDHJzDlcCQDY3seqYUigEsjhJIXBoYCdhsFEhOGhQDVPTM508ceYNzuAudgoEIC9itKKHEJqZk8dQI3WEsRu1/iFTSE3SoDc4ft9S8cv8AnYfxwsJbuAG2F45/kw/jhYSu+kBEIQqAEIQgJEIAubIduugqCEWTrISPjYTY7C+52Xo2KW/qGUVjcfihnAP+ZjXnTDpbp2Xolfr5DKIf/wAgmP8A+PGuTUdx+pePk85bunSANNkWKHD0b63XWVI0r8thkJv10SIQgkZK5rS0H0D0TBvrshwLbZghCR+ax9G9gdFIyoc2N8d9H73CgStF0QHAXKmtaPp28U1oA3Tmek9SiUWKZul1XqDclX3gRwgbErPk3Uy4RdkXVK83JNgL9AkQqFAQSSblKxpc4Dv3VvFaE0FdJTvmilLLelE7Ow3F91BanVlVjWuD8zrEC4Ftz2SJEqECp+Ym1+mgTGnX0hdO6qQa2EutMzwK9YqKSTFPJ5TTU4Dzh9Q+OUdQySxB9Vxb2rx2kkyvBXoHA3EpwuofHMwTUdQ3lVEDjpKzt4Hsei87W45NKcO4uzq08krT8nI4jSObIbgrOfCRrY2XsOJcK02NRGo4cqWVgOvm7iGVDfDJ9l+0uuJxThyvpHmOrppoSD8mRpBHsKnDrcc+G6ft5GTDJHJtFje3zJzWulexupOwWs7DXg2yn3Ibh7gbFh18F1LLEz2GQ+IgkEWPZMyroo8L5kbyQWSXGVuXcKxBw5UzOtHBI/waL/QqPPjXZOxnMNjJU8ULrggX9a9AovJ5jU0ef6mVMcf5pM3lM97rBaVNwTSUpvimNYVSgbsEpqH+6MEfOFhPW4o8Xf05NFhkebxUUsh0atKmwidxHorvs3CGGCwFdicg6m1NH7hmJ94VZ3HE2Hh7MGbFQsJ3ijBkH+cN3/Os/tWXJ/xR/wB8f/poscF2yPBuBMRqKYVL4DTwfmtU4RR+wutf2LoI6Hh3BgJK3EDX1Lfyqj9CMeuRw+gLgMS4krK+Uy1VRLNIfspHF595VF9a4xm7jqo+y583/LLj2XH6m2PJGPR6W/jeOjjIwmjpqQXvzGtzyfunXPussav45mqYyJ2iZ9rZpTcrz+atIjsCqTpy4rox6DDjd1z+fJ2x1jx/dOtOLwVT9Y8hduQsmulk5pAsVn08gYQXu1vstSKAzRmVjgQuyJsm9RHnsqU5ZIZPOKgQhrSRdpOY9Bp3VCSfeykrGyZzcaKk7QqTjyS2cCulJ6o5hdoppMsuTICLAA3PVSU0ILh1KlRbfBzttstYXhs1QDIG+gzUlacdO2J9ut7WWjhrjSUpZGAZZRYLPrjPRzysqozHLFJkdG4WIPqXS4KCO304Y0mJUO5chjFr+CjnJDRf3qnJO50pffW91K6qlmjZG9xLGEkA9LrBsz3J2SU0bpH2AW9TwZY7P0FuuihweKKNgdIbk9AkxKrDbgaK64R6GLFHFD1JEFW4CS5JkttbZUamrd6ullVmqy8kEqm+a5UWcmTVX0WmzG9wrLBBJDI58pEoIyx5fl99eizGO0ViEm6K2c6nfZ0WDAk2AGvddLRS8u4XP4RE7lF1jbutNjjuF6WC1wd2J0kyziVWWS2Yd1o4VzJY4AXF4Z8kdr6rm8UJ5wXVYC/LS5mav+hexoecjMNQrkXsSldCS06W7LH87Jda6tYnIS25O6wXyfGbr2JZNh52T7xbqheQm43UFmxsLswJJ1Cq10vpnXsqnPPKfr1WM8vJizQbiEbM92h+ml+ipuqAZM1ha+3RZ78xF0RSubePNZj9D2WX2mT7KMvsxEB77tYPUFcpsT7bHosN8dpLMcDbqNinQktkBKnHqZJpMJnVtZFKwOOgUD5I47hg9qSlxGhipY2kGSRw+MO2Q30VapmDpC5lyw62uvRTj2ibFdO7Pup4ax46lZlWWZwY76jW6v4bTvqACBorY8rcqIr2LXP5uhd71coGsdHJ9ubBDMLd2VhlN5tDKb2JFt9ltKdousck7ZlYnVw08mWMDQWJXP1OJHmXvdGNy/GEDYLnppTc6rz9Vrnie1GD+Z2WqjEZOcXAqv5w6Vlibqm95JU8DXOuGAk2J0XjT1WTK+WKIJjYlRZypXi6hLVwZL7Ll6mmvE9hPqVaokktlOwUTCQdFM0iUWfum/1I0LK4df1qvUG7/TGisSxmN6HxiQXXNODaoky376bJLqzNCBqq7m2XBODTAiW6RCqCRjlPdVBop2OWkWTZMxOlN0wFK5dC6LNld6jup5WqKyxaM2DVKxRKRhVGVLMY2WjTNus+G2mq1qMC41WLBsYfEHkA7LtMFwCSsfG2IXzbG265jCRECLuPuXvPkZ8wjqOdUSHQflgAAPRc2WVKy66OWxXye11CGecQ7gAW11suKx7DG4dI+L0HydwQQCvrvH5qBuFVD6vlGMsIFxffRfLnGEVDHUyile/ICbejZY4sm90T2jzGvj1KwqkLp8S5dz6R9y5ysy3Nj8y60ZMypBuq7hci5sO6tTAa6qs8Dv8AMrmbIJQLkA3A691Ep3DxUb1BAxIlSKjAIQhVAhSIQoAIQhACEIQCk3SIQgNzAf7lY3/kw/jhYhW1gP8AcvGv8nH8cLFKu+gIhCFQAhCEBI3dDt06yVrbroIEAU0shlyXAGUAaBDWhSBqmiaImBeh15y+RKh8cem/k8a4RrR2XeYgL+ROhH+PZv5PGuXULmP1Lx8nn9PI2OZjpGh4B1aeqWsmbLI8xsEbCbho6KPKkcF0lSNInOvsjLpvr2QgalA110T2xkqwyEDV6UTRAGklSWDR4p7iBsoXbqeiQ3KuUkYvcqGnhLjsrzwI2ZRupivJZImixCWjrYqyDIyWM3boCB7CqrZIayqnlrJHxh+Z5Mbb3duBbsT7lFMABcnVV7jIfFQ+SbfRG7dDRc209qLIsqFAabIcbosiyAAMxAHVFuiLJUAWsnM31TbIVSSZhsrsFQYzuqDApHaDojLpHTUeL1FI8Bkr43jUEFdVh/lAxqIMifWmog/M5wJRb1OBXmLZSnMnc03BXNk0uOf3opm0cso9M9bfxze3OwzB5H63/GMbf4tkfi4pQbjA8HDzufN/+K8odWPJuXJPO3d1j/67F7FvtEj1j+qHNH9YosMjPdtFH98FV6jylY65pbHiU0LO0JEf8Wy8udVHumuqCequvh+JeEVepkzssR4oratxdVVMsp7ySF/0rImxeR32SwnSk9U3MVtDBCHCRR5GzTkxF7vslA6rceqpXSgrbakRZrUDX1VQyKNpfI42AG5KsV8clNIYpBZ7NCFn0MzoZmSRkh4NwVrVoDqaOYn4x1yStUuDuw41KD9zGlc6+osmPcL2ZspqyUTOubA9T3VS6zZk3T4LMILjZaz6jzWkyA+m9Y8M/LBtumyTOkNzsrHRHULHHjsnNU4HdI6YOtoq4vNMGxi5OgAQWEWuhz+s5E2a5sNFrYbGAeYeiyIBeQLZvy4w0LbF7muJ+SxU1BvubdFSlkdI/M8kknUkoeS7QDZDIidTZTN2bNubBzQdtlKAIx0ukcWg2YLnuU+GFztddVnRpGHPBoUMpAJ7BU6uQyO1IA7lWHjkw5ep3WXUk3Vma6jI1BRGVLJI5DtYGwkadCqlyrGbK6z91CeqUeeOi1ICtsFnWuD6lUhBdIGjc6BalNSuJtbW60xwb6LR5NfDJpG072hxF1r05zR3WTyTSwgW9Mq/RygR2vqvTxxcaTO3G67IMUlPMB7LTwHFuUQ1+3VVqmJsrblUWUpjkvGV04ZyxZdyKZE27OoxKqa6O99Cubqqq0mhTsQqDFTBpOtliPqL6Lr1Os8HDkXJq1M3pb9B9CrukFlXqJ7kX+1H0Ks6ZYPUp8mLRoCW1iDY2tco9F32Synz6pnnRvoVT7UkRRrsPLk12VidwsHDS+tuyz6OsjzsMzc7L6julqKrmSHQMA2HguiGdbSjRbpQ+qqI6eG3MkNhdwAv6yrmWelEYqGlhe3O2/UXIv8AMfcsN7iHdinMncSLnbRWxalp8kUbT5MxBWjhuIFgs4hoA0ACxIJb7qd1mkEL0sWb+5B8HTRYk932RVqapdNQSRtPp7rnqSTTUrRhlF9CvTW3Iim+XVnKVzHzT8v7Px0WNUREE36LtMWpInG/yHnquQqSA8j2LwdfheN2yxViZmlDRuToukwqjqBSTvgdFG/KWG5FyCuXl0N00VT2syhxsvCySkunRPBcr6SajqXxzFhI+1KquTOa6R/pkkp9laE21yGMcE8HZDyAFGL3FlV8AlleL2ckYANE2WMuKARHubpfPJJTm9F9lE4NI0ViYiQ7Ks8WK4cnYEhgkqJ44YI3ySyODGtaLkk7AJssbopHxyAsew2IPQpWXF3MdkLNd9VE8kklx1KxZAPFja4PqSsco0NUJgtMKmYbqvHqrAIaF0QFjZgo9x4qUvBTLDorPkghclB1Q8apgOq55oguQladJIseJyvwSd1iyp02HzAEHsuwwfHpKcsaHWjabgXXm8NRa2qvR1pA0KynCzSz2HEeO6mSnjiMudnLGh2XBYzixqybut2WBUYgTk1+xCz6iruN1SOJQ6JcrH1s1ycyxJ3Xup6ie/yiqEzlsZMglKrvKkeVE4qTNkbimJ/VI5AMSJULMCIQhQATU5CgDUIQoAIQhACEIQG5gP8AcvG/8nH8cLE6rawI2wzGR3px/HCxeqs+gIhCFUAhCEBO1PbdSMhd1UwgA3K6aJSIWgqRrSrDeU3xS8wdGhTRaiuAbrvsQaf6i+Hnvjs33Fi4kSa7Bd/Wlp8jWGZx/wBeT/cI1y6lcw+qLw8nmtj2Q6O61GwRSbFOdQnpqu302RsMjknspGwEalXXUrwdk58DiwWBUbCNhTuG7DVRuJcrnm7r7K79SZIwwvt6Qva+qnY3wTsbMTKSpoad0h2W1FhZIvZWvMuU2zALqVifkusbMe3J0G63qqgweLg6kro8TfJjEs72S0nKIEbANDn2N1ly05uoZI7ssoaYaZmykuKjyFaHJ8ENg12WVFKKPKS8paYp07zfwUCjK5aC0AdbrUdT+Cgkg8FAozi1Lf0LWHrVp0VjqNFAWoKIkoCfZFlQkUaJCND3Tm2ta2vdGgVzTwRpLp735jfRPlZDyIjG9zpSDzGltg3XSx6oZsgui6cyMlWMsYjA1ugUGyqi9labEw39IC3dVnixQs8bXIrpSWsbpYIJGUWNz18FGhqGZIpGC5UbAtPDaQyuuRoiVmuPG5ukSUdKXZCDc3tlA1VzEpWRxshY4PLBrbZR1Va2mY+GnsAdC7qVkSylxsr3XB1TyRxJxXYkknZRFyHXc+1reCbazvTFx2VTj3ACn3Nkxv8AspyglErQDk5YfzOqu09I6oZGICJZXaloHyFnMJB0Vmmkc192Eg+CktjavkvUcJEtrG43CvFpcbkKTDKUlhL9b2KtVMbYYrdV2Qx8HdDHSsy6h2W463UlHHJO5jAC97zYAKOWw9IpkNW6OUOZpY6arJpWWjNKXJuMw2aKZ8ZiOdpsbjZT/E0rDcgv+hQ/VOR1BIS703nU9Vhy1Zde5R8Hdk1GPEvlLmI1HpEdPWs18tyoZps1zdQucSCegWdnlZczm7JswukzNVN0hTcxTeY+oaLHDmDIukopxFCy1s/dcfHJYq9HVuyjU6Lp0+XYWjla5OkdiBL7SC6mNy0SQ6jqFg083N0O6v085jkDb6LtWTf2bwyvybEcx5NymQVGaWyqzT2cAOqZCQJb91qp0zVzI8XqOZMQNgsp0mqmrriQ3VInVcmbJcm2czfJcrpMstr/AJW3+IFTdKe6lxQ2qrf4OP8AiBUnFYLK2iCV0t0mZQXT2qd5BYZOW7J5meWcyxyXtdVUXOQi5t2VvVaVFWX4ZTIVo0bWmQGS+TrbdY1IbFbLZiYmNsBbqAu/SztWypvYpHQthpjhzpTeO8gkHyDc6KnGHOZYKw2rovqSyIU8n1Q5pLpi70THbQAd79VXhc5xys6r2cbTYy03ZLDmBsVq4eMz7k6BUZXMpGfGenJ27JkeMtEcge0WtYALvjkji+8zBi4zVF0hAOmy5WsvmWlJVNlceYdPBZVXLmOy8f4hqFlVlg5Rkjuq74bHdK2Ut6pJZbjxvuvLlOLQGNaQVJqq7XG6tMkuzZVg0yRoF905oAKbUPDRoq8TnF90ckmAqJzeyhfIRa/UXTKw2eqmZcOXI7JLbp1A+UlROKS6yeRgkDkt7qK6MyrZBI4JqbmTmWJHzpEFiPZD3apz7NFgbquTquhukQSFya2TVRuKS6zsgskhwUTtCkDkXBUt2UJGFWGSKndOa6yyaINBk3ipmzrN5idzFWi1mjLPqNegVd81+qrOlUbpFWiLJZJFXe5IXKNxVirB5UbilcVG5CAcUxyc5CgDUiVIoAiEqFUCIQhVA1CcmqoL9XQS09JSVEjoiypaXtDXXIANtR0VBOubWTUAIQhAbWCf3Oxj/Jx/HCxitnBTbDsY/WB/HCxirsCIQhUAIQhAXmyG6kbmcnQwF2q0qClEkwjYNT1XbGLZpFWVaekdJ0V4ULWj03W9qmqZuSMkY20uqLjLIb6rSoxL0kWGUkLnWEguu5r6QHySYWwOZ/dip6/4KNcFHDJcWuu5ropB5JMLb1ZjNQffDGuXWpXD6r9i8Vz0ck3DHnWMg+oppiqItACp6fmtOhK1IJ3EWnaCO674RTLJJmJnqPtT7kWqT0K33ugOgsCqcznNHoOCt6f5ltleSnHTvveY2C0XVFLy2NMQL2C1+6x6ieYm11V5rr6qm5RZT1NnR00k0UcNwBrssqes+M0UT3OjbleQSRewN7Kg93pKJZWRLJZdmlOhB3UbHZnjZRgF1laghJOyybbK2K6G5U8VIT0WhTUhdbRbmF4O6olDWNuT06qjRNHOxURI2U31PPZemUHBGJTRhzKCpLPthE630K1JwTWxxkvpJWetpCwbRZRPI5aIjoqc1KR0Xplfw++EG8RHsXN12HZb6KpDicTND4KnJEQL9F0VXT2J0WbPAMhPYq5WjFcLJNbK28NAkztJeR6Jva34VUcFQgWO1znNtNCo33FtN0JwtuQhP5A1twfoTmxgfLITZXNLvQFgiwMdy/W+1lcWiUnT4se1M1UbiABa/jdSxVMsUUsTHkMlADwOttUJuxhcT/wTXm42TXEhK2S26oSJZOiBuLbp+Zp6WT4pADoArInYi1S0hebkgAd1cmqGwwvjhO+57qvzC2HXcqm9xLCeqWdKaxqkRyuLnkqMuJOqLjW4um7qTjn2WKOfzaqimcxkgjcH5HbGx2V3H8RdjeK1uKSR09O+eXPyIRkDb9AOwsspyaCl+CpeZHI3D5JQY+W+QRkXGa++yqJW7jS6dazrEaqSQYDdaVDENzsqrG63V6EXAGqtA1xrnk26ScRUpcPYqcs5kfqo6h2WFkarQn0tdl0udOjryZOoolqg6QWZ0CoMdqNAVpeb089HWTTVkcUsLRyoSDeUk627WGqy491lJc2YS+8aM0hbSho6qg5x1HVWJZWeasADuZc5iTp4LPLtVEnyTknbHNLrm3RBcOXvqd9Ex5FttVHdZmFgrk3mXmFOIBUeeXdzi4jl+GTr67qm3a6LqCtit3srTAGki4NuoVG+qsQlXgxZfo5LShaLyRkfcb7X1WNE6z1bbJ1uuyE+DWDNTm3tfQpWvLH3vpdZjqgk6lTwzZtFqshpvsnrnB2vgs0nVWKt2tlTvqssz5Ik+S3i+lUP1qP+IFSGt9NBurmOejXgf4GL7mFn3XNF8Iq3yKbZjl2VhlxEPSGpvYbhVtNLKRl1ohZM2O6mbTud0UMJW/hXIMTzI6zwLgd11YsSm6CMyKjkbqQtKkgc6zQFq03IlD88gZZtx4+CWExtGm69XT6VX3wQ2itLSujA0VzDYS1/MeNldFvNySNVVmlMYvay9WGKOOW4zboyMXmcJSCsd8p7rQxOfN01WHNNqvH1ub527KkrpTfdRvcqrpSUzmElea824gs3ukclhbeK5TXyBuyPq2BzAVPma1lyqfNJKimlJJBVPVUESSyVF3IjlVInVDXWWHquwS1JuVWcpeYDuke0bhZT55BCi6HJHLMCOKLprkKCtj73T2GxUYOqc3dWRJY3aonKUC4SSCzF0NcFSC6Lprim3KwsiyS6MyjunC529aWQSApwcoQUt0sglujMo8yS6AkLkmZMukuoA5xTXFF01CAcU1OsiyAbZFlJlRlUEEdk1SWSOCUBlkifYpqgCJEqFmSIhCFAGoTk1VAIQhAbODf3Oxj9YH8cLIctXB/7n4t+sD+OFlK7A1CEKgBCEIDomjMbMCuQNIPxd/WmwxWsANStSCAQR5n79AvVhHk6UisaIgZpiAEwuhi2F1JUzFx9M+xU5ZmNCidLoltLonFTlfew0XYYlVEeSWgl0u/GJhYdLQR/hXnc09zouzxA38jGHO7Y3OP9zGvO1c7cPqiFk7OT88kv8pWabEXx7m4WRC2SV9o2l57AXUkRs+y6oZGVU2b1TK2WLmRmyzXzPB3TeYY2lvdVXSErSU7LOZcZKZDY6FPNtQ9uvdV6dpcdloiNsjbEgPUrkp2Voo76AodBqpWsMcisOb6amiR1LSXYCRp9C6jhjhmuxis5FBTmd4IEh2ZHf7d50H0q7wNwq7EwK2uL4cPYbXGj5e4Z4dz7Brt7DhlRDQ0nJooYqanpYzI2CIWBttfuSSN+6KDm+Dqx4VW6RT4e8nOD4Y6D6vuOI1eY5qenkyQsFyNTudvBeh4RJg+HhsOGYZS0jAQTyQMx33evPn4iY4QKiW851cBqXuOpUlJiRqJIwG8uxsGg7n8K6Psq8mEm2e40tVmygncaa3Wi1pc3U6LzJmL8p5YHWYDY+zRadLxLHCDaR/L8SCQuPJpH4KPGafEPCuD4kwmrgMbz+WQnIfwH2heMcecAz4XFJV0hNVQDeVrdY/1Y++NPUvVqzikQ0wkfFzoj+WA6e8bIwrimmrah8fLLHtiMgtqCANQVl9mmlaLxvo+R8WpOW83C5qrjsSvpvyp+T6nxKilxrheEGRo5k9HENx1dGB87PdrofnHEYg0lZdcMM56oaqTxZalS1UJWqSpWcmk6AWCe9RuVCCembA6OczymN7W3jaG3zG+3gqqeyNzg8sFw0XPqUd0K2KnRvyuB00TWjXW9kiEpkz3B8tzoPBMfbObbJiU2t4oX3e49zLAa7qxRxcyQKoL3WthbTn0ClI1xLeyGsd6ZA2Giptd0VysbaQjqqDt1BOTsc8WPdINNbIBU0PLdo7RSjJqyFK/KAMhJNtdNlK6MJwhurUVogAJU8bbqRsQCW3ZWSLKArew3WvBYxMNrZBqs+nhJNyrL5AI7BaQ4N8arlkVZPdygZKQCbqF5zuuiU2ZYdUcuTOUvI10hL91PEqgBurDHaEqq7M0yd7gASADpsVQccovfXsnm5Pgq8m6ibE2K8kWuLX1SXUaexZ2UskagnRF7BR3uVYMVTwlQK5LFBD5vyagTOcwPfZhHLd9p4+tWgRYo0UjZE21xomZTfZdCsumSFylppPSCquBUkJIKJ8kpmjUtuQUyOkmkhklY27I7ZjcaXUjJBI0A7qRsY3utpx3mq5DiaI/VQ2GnJi+5sWPYrrse5UtTlsAeXHr/AJsLIFG09QsseF7Uw4cmU0FSsuFqihYN0Oo2kegVr6MkNrM43GylhkdoAp3U9jYhSMjjj13KvDG7Iov0jyY9VcjJzgrJExB8FaiqB9luvW0+RLgozpGzBtNmtdYtRiOeQ3F1OyqApSCdCsepLC8kbrt1Ooe1bWVY+rmilFntt6lh10WXVhuFom0jfFUqlvokLyNT/UVsqZJdqnRalMe0hyGGxXkp8lDRJy04Cpl2qncSYgFUetsrA7mW1UZJJ8SmOKS65myR0rXRSGOQWe02ITbppdc3SXWdlh91Ix3RQXSgqUwPkHUKJS30SI1YI0WUlkWsq0UI8pCczdOfJmCYDqp6YLTNk2o+QkB0RIdF0XwSyoTqhpF9UP3TFzmY/cIukupI43zSBkTXSPJsABclAMRdSVDHRv5cjCyRmjgd7qJALdF0IQBdKkTwEA1OslATw1SBgapA1SBqlZFdKIIeWmujXb8PeT/iLG6cTUOGkREExyTyCESkC9mZiLmwKxsbwLEMFrX0uK0ctLOPsZBv4g7EeIU1ZLg0raOfLVG4K6+NQPaoogruCa4KZwUbgqgjSJ7k1VAiRKhUJEQhCqBQLgm40TE5NUA1sH/ufi36wP44WW5aeEm1Bin6yP4wWY5SwNQhCgAhCcgO+pqdsQ5s5sOx6rXqaPD5OFpMTOKsGICblii5R+R3zrj63EpJX3uqUtbI5uUnRelPIukdLyLpE1TVG+6pSTF3VRPcTum3uLLmc2zFska43XfV7v7CVF2+r038nYvP2k3vp6l3tf8AkJUP7PS/ydi5NR/b9SYeTiqaolgdmhkLH2tcIY43uFANVOz0Rc+xdcAi9fmRjObFR5GA6m6qiW7gCbDummQdFpuJsvGewszQJYpzn3WeHKVhUbxZuZuZECdwug4Uwj6sYjHFISymjbzZ5Bu2MaaeJNgPWuXpXFwAK9XwClGFcOUQItJX/jiUn7TURj1Wuf2y6YfO6OjEk3bOo+qbI6aCKlp2xsgbaCEbADp7tz7SkixADD5KtkvPIFy4aAPuywtvoTv1suJr66aYcqMnl9co+UtDhudkVLWRV1XFFTyx2OaQehfUG3rDPHddXEOEdCbyOyZuIM0ANiDueq1sFxQxTCY53iEGQhove2v3lxuIz+aVD4bMfIzc7s9nceOyKWtk5M8hI2YzUbXeDt+0WjnZynoD8ZnjYXhsckR15jZs4HrA1HtULseqDoycMH+DK4aGqdGQ6NxYehBV2nxBjtKj0P8ACR/fZ+C3tVVMg6pmM1kMhkhqHgkWPY+sdVsYDxBHFU4hMGhj46RwGU2ZckC4v69lwssp5YcHB8Z0EjdQfweo6p8FTlp6sX3jH8cLRVIJtM9a4R4nY94hdJyZQ7OTfSMnt+lPXt86868vPC0VFXjHMOhEVNVyFtRE0aRVG9/U7U+sHuFkwYmYJBIJLPbqPBdtBiUGOYFUYDiLIzSVcfLincbSMOhYcl+h1HqXNq9KpLdHs07R841I1Kkw3FDhkGIxClpajz2nNMXTxB5iuQc8fZ+m/rU2MUk1DX1NHUACoppXQygfbMNj9CyZV5H5GRReFG5XOW0xPJcRJplYBv7eir20UlGQ3IOiYpXAJuUG+trC+qFCNOaNCeyMuhNxoiyE2Pmka5xLG5B2UaNuiVuhF0Jux0Yu5aLJiyOyrQy2quYxrBvZtrgJ0pDdEOjHOuiep9NocNrKg8aq+yUNp9bG/RRkxOG1ioaNp1IptaSpI2gHVSGwGxv0UV9VKVHM+CbmDoLJzJW5X3JD9MttlV1untBVrITZKDqtt00bsHpqcUcUZEr5HVIvnk2sD0AH31iRi5WnHG4RjsFZG+PpiVLg0BjOm6ZCLg5zYeKSaSNp1OYqB8pkFhYaqzZZySfJJiPm7ZQ2kkfJHYavFtVXZy8j+YCTb0bHYqVkLRrI5P5Ubh6BVUjKVydlDqpHEWFr+Ke+IjohkZJQzouU/mbcNqDNHIak25RB0He6yuU6aTLG1z36mwF9ArlSctOAqDJnxPLonFhItcHoomTkfSGWTrqO5TbqhjZI510AqNaOFUIrTO01VNTNihfNmnflDrD5A7uPQKSOyswi+oSZrbKK6LqLBahmsd1b54A0AusgOIKmbIbLaGQmy9zgflAI5gvoqWZKHK3qMsi+yVW4ZztdZLHK1G6ylZC6ZtY9MW4gLfmMR/3YWc2oI6qfiSS2KW7QQ/c2LMBVceR7UWc+Tco6gu0Klbmz3GiyaeoETfFK6tJO66llL7zYfchRsivcnoqENYbjVaXOaY/BbwmpktpkLgDoCmhrmuQeWToVYYLR73WuNcmTKtTOQLXVYTElS1MZJ0VcN5QLnqMkpN8lWW3SiKM31JWe+fM9V55y5+6ibIufJqL4RkWJow5l1DEwkp7Zr6KXmCNt7alUpPkgjm9GwSU1LJVyhkYPdRSSXfddDwrjFLQyv84gYbxuF7eCwy5OOCyOWeCDqmOVuvmbPMXMYxgvpZU3LFkDXFIhyFQWTzNa0tDHiQFoOg2NtkyKN0sjGRtL3uNgBuSo7p7Hlrg5hIeDcEdERBYqqWajqpaeqYYp4nFjmncEdFG1NfK6WQvkcXvJuSTclX4cUqosHqMNjeBSzyNlkblFyW3trv1VyyZTTHFJdP3CEEbkJXBIoBKxD9krBokctfBBWfump70xZFWDjc3U9HUzUdTHUU8hjljN2uHQqBCEE080k8r5ZnZnuNyT1UaanISCVI1OagABPAQ1SAKSAY1SsanRR3IA6ruOG+CnVDWVGKmSKIi7YW/XHev7UfOjaj2dGm0mXUyqCs5vBcHq8WqOTRQmQj5R2YzxJ6L0OiwbB+FIYqnFAytxD5cbbehfwB6A9T7ArOIYpS8O0gpqSKJkgHxVM3Zn6d//AB1K4Svr562pfPVSmSV25Koryfkj0cmLDouPvT/RG3V8UYpUYsa99SeYLhrfsIx2A6fSvTuE+IqDivBZcOx+nhrSwB8kMoII6cxj73B13Go9S8NLlNRV1RQ1Mc9JKY5YzdpC6INJVXBxevK/m5s9C4s8lcUgfU8JVoqBv5hVODJR4Mf8h3tsfWvJK+iqKKpkp6uCSGeM2dHI0gg+IK9Rwrip1ZDuRKwfGNJ2/wCCmxato8bpmQYtCKjKLRy7SxjsH9vA3HgtHitWi+TTRmt0GeMlqjcF1eN8NPgJlw55qoN7WtI31jr7PcuYlaQSCLELCUGuzilBwdMrOCY5TOCjcs2VGISpFkBE1OTVBI5NQhQDTwv+0sT/AFkfxws0rRw02o8R8YR/HCzUYBCEKACcmoQFx8hKCDlzfYXte6SxASAXNgF0sBdKCLdbpidpa99eyqBWr0CvuPIrQ9nY9N80LPwrgoxcr0CvF/Ithw7Y7P8AcY1zajuP1NIeTg4W3Q9wMnpGwUlrMVd51XW+B0DyMxsbjumgpN9E9gDZBf0gN/FVKjmKdiit6WimAsbXv6lJoa2FxmWVkTd5HBg9ZNl6txtWiGvNPTmzI28sfqRoB7gvNeFbHHsMDxcGojuP24XacXW57J5H8uM3iJtf02E/esV14XSbOnHF+k3+aOdnnLnknU9TeypVFbJKRmNwzQA6qOqqIr2BkOu+guq3MgsSXSiwvawP31V5LIujapMQZUxR089o3x6RzX3HZ/h2PT1babo5qajlEzDG/nsYQelmPP3wuMdVxN+Qx5/VO/Ar0PEFV5syme5ggY7OCW5yDYMtc9LAK0NRXZV8nQQ86Q2hikkP6VpKkc6Rv1xuT9U4D6SuclrnSj4yZ8g6AnRR88W6exX9cqdIK5sJJFQxhIsQ0l9x7NFbp8Yh5L4wz5dr6Wva+2pt0/AuLdPqpYprRn2KVn54B1b8YAkDoIYo3tNw62cj36D1gBWKbFHulzAkSXz3BO/clcg2e59M+1XaaoMYG4eSzQjpv+BdEM240UqNLymN5nFE9YAPx7FFUG325jAf/th64uYLsuOjmlww9TS2/wBsrkZR1XlahJZGkMqSdIoujLjZgJPgoZcoPoXtbqOqsy3Cru0N1mc7RATYou2/p3yEbhOmJkeXE3J3Ufo3IN7W09aFWNcdfBbOE4ycOoMRpm0tJP57DyTJNEHviFwbxnodLXWKhAhXJziXbpqc0XQlIdD8q6c913qTlFsYJGhQyPW6mjRccDdSENuCrOVvZKIbq1FyGYiS1hY9U0Qki+wVrKG7C5UcpcUolryyu4ZTYdOqdcuOqa8EHVTwX5m17lQjNdl2gpwTnfpGwXJUVfWZiQzQdArFVKIaVkA33d61lsjfNIGsBJPQLR8cG8pUtsCO5KlY7li/Rbk/CmK0cLJK2mfT5hdrZfQcR4DdYda0xHIWlhGhBFjdUpoxnGUeZKiF8xJ3QyctOhVfqp56WaBkbpYpI2Si7S5pGYeHdRbMrfY91UT1TmVDuhVNF03k+oyxUy5jvdVbp17pqq3ZVuwTg5oba2vdMQqFSaF3KlY+zJLEGx1B9abI7mPJsACb2GwTWDM8C4F+pOiRXAJHJU3coAupAdFGnM2QlD7pbpqW6sSPabKVkirpQVNk2bXE7v8Apc/rMP3Jiy+ZZaHFOmMH9Zh+5MWTdZ4n8qJb5JM5TmyFQpzVpYssxyLRppSWWOyyoxcrUgby47k2W2Juy6HvdbZS0k5EmuyrOmjHRDaht9l1LJTuw2aU29ws7EXWFldjlDor32WTXScx5stM0/lIfRRJ1SXSuHgmuXn2ZDmusnOkuFDdF03kD3G6HEg+KRpsgkuJJ1KAa7ZRE6qU6NUDt1nMgVF0JbaEqoEuhNckUCyRPBUN04FWTFkl0rXWUd0XU2WsnBBStaFACncxXtCyYkAJI2mV9gonOurNBKI5QXJZWzTiwd0kGYNWPWU5gksQusixZogy3C5zFagTSLPkNIzOqQ7pUiggErUiVu6kDmq5TSRNhnbJAJXyNAjcXEcs338eyptTmqUCRqmZuoWqdm4UkI9S4Mo6LC8HpcRdGzziVpL55NeXqRp20sm8QcX2z0+GPuTo6p/B+FPwEc3gyKLvTygeu71wLt1zJXJtn1eszS0emhHDwpInfK5xLiSSTckndMzKNpsn3BHZdKZ845X2LmUc0ojF3mwVWoqw3SPU9+ioPkMhu83KWZtls4g5sodCCwjYjda1Hjpls2a4f3HVc04pAbG6ssjRMMjgdi/GeU0Fjrk7BZWOSmoip6iQM5khfcgdrKnBd0bCTcnqVcxUf9FUZ65pAtXJuJpKTyRdmI5RuUrlG5czOYjSJXJFRgRCVIqkgLIQhQDRw7+1MR/WR9IWctDDzajr/wBaH8YLPUsDUJ4YSCQDYbpFQDUITkBM4kaHQ9k3MfUmON0LcgW6eCmdE5iElmE6r0Cs/IXw79naj7ixeeMK9CrDbyLUDrX/AOnZh/uY1z6juP1NY+TiZjliYCNVScblPmkLyo32B0N9F0tlbAGxTmbqPopGKCCcBPjOqYwXve9vAKwGQebsdG6Qy39JpGg9R6qTQ1eH5/N8VopjtHPG8+whd9xTLDJUVcEjgIJJSM32jwTkPzkLzSmcQRZd7UGPEo2NidDFoyQzSE66bW9ei3xPhnbhb9NpHF1kckMz4pmlkgNiD0VKSXWw2HXuuoxiGnq4WCTEafzmJuQPLXXewdH2B26eGnQLnn0kI2xCkPtf/NWEuODLJBp8FUm4uPakzKU04v6FTSn/ADlvpCjfHy/SJYR0AcDqoMqZOyXltF733A7JXTuv8p6pucTqd05riBrt86mwWuaSpIpLmwGp7KkZCNPnQJDfcq28GhzR1Hzq/QSczQ3NtQb3WLc37eK6bg+ikxDEIoWMOTMCbjf1+C6MMvmoR7os8YS56ukjH5XTgH2vefwLm3ro8apzVYhUTRkFhdZv6kAAfRf2rHmpHA269ly5ZbptnVPG75MyUElV5RrsrssZboQq0oWZzNFN4TMt2F1xp71bihM0wiYLk7Ks8ZSrGTRAj7H9MnuStbdAkMU0Js+9r+tNy2SZrbIXqiw30ypGjWwVZjlM2SwurJklo5Yx6Z1QyZltFnyy3N7qLOVO8eoar5ALm4UPMz6MCp824se91YjhldDzQ05Ccl/HdLCk5cISNzW1LHSNErAdW3tcdloukh84kmZFyoybtive3hdZ2VsYu869lG+cueoTCe0sTymSQkrt/JjiUGFTvqXwgyZrNlABdGPDsuBDg4aLouF66mh5tNWu5TJSC2U3IjIuNfA3+ZXi1fJfFklGe6LpmvxRxHXY5XmapqJSxmkcZdowLKxBsldglRU1TeZ5uWMbMfl3P2B7iwPq07qxHg9dOHywU0kkAP11ovH79kuP4lQ03DYwunk5lZJIDLyyDG1oud+r7nppays2ubZpcp7p5fP6s4lzbAG+6fNPLM2Nskj3sjFmgnYKNyasTiHIU5jhFOHcy8n2tlAhLVFikigcJfOpTGWtuwAXuVXDS42CMxc5OykA9FBK5RGW2NihzS35QIT5o3wSlkgs8dEwuLvlG6FREqRIhAOKEIQqCc1WKGBtRNkfNHE3KTmkvbQXtoq6klDrlCsYfSmrqWRBwFza5KuY5hn1MqeVnY/S+huhJlpUiWyFjX4s/uyf1iD7kxY63eM48uOkD87033BiwrLPE/kQfYrU9qYnsWpKZcpm3Kkqp9bDooYSdh1UVQLP1W3US7dIY6QlAcQVH1TngtNis0zI1Kaa8eU9Ux0RzqpTusQr75ssN+q64vfHnwW8EToh9moXMjKryzEnUqLmHusXkRFlkwG+mqje3U9PBNbMUPkuqtoqMStTUE6KlgHuunU8L6iZscQa57trkD6VE5Mus2yCxDBJKyUsAIibmdqBp99Q3TbpEsgChXKllOxsXJle8uYDJmbazuw11Hiqahhgi6EKpAt0JEK5It066ZdCWB90NdZMQlgnbM4CyjLiTqmISwCEIQAlakStUgcnAprU5qlEEjVMzcKFqkYrA9X4TI/E9h4dsQ4H/WFcFMMs0jT9i4hdpwvIfxP0XgZB/tlchioy4nUj/Cv+krKuT6X4i702J/l/0V0knyD6kJr/AJCujwGYxOqS6R26VDIENTU5qA1KIXp2LQxllsDpT/hZB8yp4aL0zPWVfxsf9BU36+/6Fv8A2nRj+7L6HMuTHJ7kxywZzDXJiVyRUYBIlSKpIJqchQC/Q/2pX/rQ/jBUN1eov7Vrf1ofSFRaSNlLBfpMSmpqWpp48vLnAD7i+yo5kJOqqS23wwQmoQgehWpqcxQQv5jHcwE5Wm5bY217KqtiAS+KRCAlDl6HX6eQ7DnX3x6b7jGvOR8lekYhr5C8P/Z6b+Txrm1HcfqXg+zznMkugi1k1dJWx4KlYeihTmHVCUW27JWmybGb6Jt9VJcvU0uWQHexXTU9a7GJjE8Mjl15bWiwIuTYD2rkWOsrEMxa8OYSCDcEGxBVlKjbHk2cPo0a2GaCSzxoDo7osqo0Pa66iaQYvh4mZY1MX15o/jjw7/8AsudmhlaSBe9+iTXlG2WG3rplUC+vRDjm0I9XgpTYjK82ffp18FA9w2Ze3c7rOjERzrG3UJMya70hfqNCktbf3BSVHtk6HZSDTV7gB77qGMZneA1JVqCB00tyDclSuQTUwklcOWLdidSV31HbAsAsT+PKoEa7huxP3veqmDYPDhtIzEMReABrFD9nKR08PXt9Bz8Sq5ayokmnsHuN7DYeA8Frkn6caXbOrHj9Nbn2RTVj3P3Nkx1WSwbB46qs/wB6hcVyoPIy1UOE7bgASM38VmyRE62T8xa+6uithbhckAp4+fmz803z27b2t7FddGbd8mO+JwO1vFVpCParlRPmZbZZ790MZA3dSZgAoLpHFCqdD3uJTCNUikabi7jqg7BgTnyaWTXOHimIGxHFCVti8XvbwUjI+p2QqMY0lXoJ/N2XFr9lAXBo03UBJJQsntfA+olMkhJFlFdOZe+11YpncoSOY4B9rWte6kjsijOqe82KazdPNs+11JK6E5zg3KHEDtdQON1LNZ0hLGhg6AKLKqsh2Dm/F5sw3tbqo7KQ6KNzuykoDlcw+GKorqeGepZTxSSNY6ZwuI2k6k27bqkjVQQXa5kNPWTRQTtqYWuLWygEB46GxVYuIFlG1K4joqFrBzi43JuU+SN0WTOLZhcKG6L3QrY66bdInyyOlfmfuhA26LpqEBIDolao09quSiWOQxm4Us00k+r9SoWqWK4II3UkiNjJVmGnJ6K/R0fPF49x8odl0OC4K6WaMFpsXAfOufLlUIcloqyh5QKTLxDYD/6Sm+4MXLPiIXsvlPwAtxtjmsNjSU3T/AsXAyYJK4nlt0AuT0A8VlptRGeKLvwWnjakzlcpKBor1ZG2N+VmoHXuqcpb9hf2rsTMy9SxGUaJ+I0ro2AvHRVKWoLTa9gpKqcyHcldCacTS1RSvY3tslbtdI86pAVkZkjHWKlfPmbZV0jla2gNeU26HlMWTZA+6MyYhRZBJmSOddMRdTYsVxSJEqrYBGyFPBA+bNy2OfYXNheysEm3wQIQ4WSKgBKkSoQCEKaaCWEgTRvYSLgEWuEBChCFckEIQgBCEIAQhCAErUiEA9qVqYntViCRqkBUTVI1SD0ThqUjhynI2ZLKD7x+FYNZTz1FdUTQxPLHyEg2U2A4zSMwllBUPkhcJHSc3dpvbTv0Wty3NYHCz4zs5puD7VeEUz3Ms/XxQhHlJcnOvo6hvy4JB+1Kge02t1XUB1tkj2tlFpGh/rF1f0fZnA8a8Hnb/ln1oWxj2FGjl5sN3QSH9yeyyWRukcGsBJPRZNPo5GmnTI1NHG6T5A9qvU+GuGswv4Ba9DhpmI0ys9SusTYjBtlTCmERBpadDuBormPAHAacg7Tn6FryNpMPpgXPEcfc9T+Fc3jmMsroWU8FMyKJkmfN9m82tqtMnyR2nU0sUWm+WYbkx26c5MduuY4xjkjkqRUYBIlSKoBCEISXaP8AtWs/Wx9IVJXKX+1qz9bH0hU0YBNQhVAIQnNUAW90IQtiAQhCkEgb6Oa43tbqvRsQ08hGGnvj8/8AJ2LzY7L0jENfIPhp7Y9P9xYuXP3H6l4+TzdCELqKAlbur9KKHzKqNQZ/O9OQG2yeOZUmqqZaixEeqV5TWJ0osdVckQFSMcreGjDzT1vn/nHN5X435Vrcy/2d+lrqiCoL0XKad8MgkheWPGoINiF2OG1+DYhhE9NXwCmxJ5vHVNHoHQaEdO91woKnjdZSnR04dS8b6tGzX4PLCL5RJGdpGrKmpHOcQG/GjW32w7rQw/FamiuIJbMO8ZF2n2FaLcXhlHx1FGDYi8Rt08brS4tF5qE+YOvqcvyXNJawXfsTbb1JgppC/KAb9rLphVUXWCQ/5wD7y0KbEMPgiJFFnk/K+ZJcD1jKL+9Tsh5kZLF7sx8NwGepJYxps0Xd6Pv9y67C8HpsNYHSNFTONcoNmDtd/wB4e8KlDi8lQQ17WcsG4iaAxgPqG606+tFo26WyhUnlSVROzDp4RW5uyji5nqpjNObvPXSwHYdAPALFnBLtSAB2XRPp3VFMZH5BbTdY8+HuF9Qbdjdc12Mqb5RlOAv8pQPsArb4DnsNT4KeeiFK273MEh0DXHYKTnpmI/MDtZdhwRh/DlbFiEuPYpPSTxwOLA2DmMd8+65aohcXE3B9Sq3dHdaFYtRdtWJiEcEczxTymSO+hLbXWe9WJTdQOCGMiNwSWT7IboUKjmQOLbgKI6aKxzrCyruu43VSgaAIaL9ErY+6mY2yuBscXUp0soGjE2STSwVdx6oWuiTTqUnM+1CiupHll/iy4i3XuoIsVr7Leo6OgkwWpqaipy1kbgI4bfKB63XOXUjZCBa6JlseRLtWTO0Oia9xUeZGZSRY7mGyjc4ouk3UEA43SIQhUFoYTh02JVbIKeN0kh2awElZ910vB/FGIcPVwnoJzG8ahZZXLY/T7LRq+Tb8oHAGIcKSUzp6eQwS08UnNDTlDizUesG64CRtivaPKr5U8QxqWCmw6skhpDSxGURutzHFgLr+0rx6qndK8ue4lx6lc2iyZ54086SkTl238pUQhyF1mQIuhtr67I6oAJQhCAE9qYpGBvUn2BAPYrVOy5UcLYL+m+Qepv8AxW3hsWFXHPqa0HsyBp+lyOVF0rNPh6BwqY3M0eDoV9AcE8JwYtTQVFJCInxyNM8Z2Gu7PDwXmfB9Pw4ZY88uKyepsTPvlfT/AANDQx4RGcOziD/CWz38bL5H4/rpY0lFNP8AQ68UKVsy+JODY8TqIprMFoWxH2C34F4b5SKGnoc+G4cwspI/lSHed/c+HYL6qmLMhubBeM+UWDhmQymrfXPl7whtvnXkfCNZkjnUZ3JL2NH80T5XxKDK46LGkFivQuIY+HS5/m9Rid/00Mf85cXWNoATklqfbGz8K/QcWXeumcLVGXexT2uuh4hv6Dn+0KPTufct0ygPOqZdDymqLFkgcpPsb+xV04FTuIsHbpErkioQCEIQAkSuSIBUttLpFo1fmHm9L5n5x5xy/wAcc22XPf7C3S3dAZy0MNxKow8zGmlMZliMTrdWncLPSXU2WjJxdoVxubpEXQqkAhCEAqe+Rz7ZyTYWFyo0KSBU5psRmFwmpVcE1VIyWZ744hEw7MBuAoFdpKN9QJTGYwImGR2dwFwO19z4KkhIIQhACEIQAhCEArU7qmDdPUglY1zwSGkhouSBsi6Rkjo84Y4gOFjY7hK4AAHMDfp2ViBQVq4VjFRQOPLySRH5UTxdp/B7FkXSgoXx5JY3ui6Z3lHiVFiFhGfNqg7xSO0PqP4VZe10bsr2kHsQvPWSWct7DOIJoWNhqh5zCNAHGzm+o/eWkMjXZ2Qzwyff4f6HTcps0b4pGh7HAgg9Vjw0LIR8W0C+62cNngq8klLM2S41jB9JvrCp1lVRYYy08wkn6Rx6n29vat98asZYVy+vcfTUQ+VJoLX1NlUxLiCnpGFlDkqJRpcg5R+FYWKYzU17TGTy4ekTfvnqsklZSyt8IweZR+5/stVlZPWSmSokLn/MPUFUcUjim3WNnO25O2DimuSuTHKjAJEqRACRKkVACEIQkuUf9qVf6gfSqblbpP7Vq/1A+lVFLIGoQhUJBCE5qAVCErRc6LUgRCEIA6L0vENPILh574/N/J2LzbovSMQ/IEw7t+KCa373jXNqO4/UtHyebI6pErrX02XUVBOampzUJRICnONj3UaLoSTx26mwtumbJAbCye9pbbMNxcISKCpWFQtspcwJ2sbWQsmWGOU7HE6BUwVIyS2o3Q0TLWZPa4FVGyKS5awOINjse6rRoma9JNygDfXdWairOYG/YLD5ptdSOnvH4hQ0a+ptVHVUuLAwy86weI9B3WPNiLmyXY7VZPnBB3VeaU33SiJahtGhPiLifQszxAVJ85J1JVYuTMysYObZdjnI1BT3Stkv3WfmRzECmWJACoGtHMGc2F9TZHNQJAd0ICVoDzk1F9Co7KfMExxCFWQZSpWNblNwb9DdKh0gaD3SgFgFG9xN7dEjpbqFxupK2O1cbBPe0CBjs4NyfR6hQ/MmKCLHMbmda4HiShtidTZNQhUEIQhAXTk1PfG6O2cWuLhCR8ZYL5wTppY9Uy9k26VCQTU5NuqAE4OI2TCUiEE75nPOp6AKG90JLqCBUJEIAQnuy2GW97a3TEAIQhAKrdNUCGKdhgik5rMgc4at13HiqaU3G+6kE7CrUElis8FWITchAdlw7O7zqMR3JJ2uvduFuNWYTTimhmEsDCC6T80Ph2H/AL+C+b6Ss5DC2M2J3Pda1Hi749MxXl/ENBHWKpdHRiy7T614t42jw008LHDOYWSknX5QXi/HeOQ4lB53SSaAWmiO8Z++PH3+PMcb4/JLiUQ5h0o6Yf7oLjZsUk5mYON9lwfDvg8dOlk8muXMq2ohxKo5jiQsWZ11ZrJA67maDqOyoPN19HDg42xrimXQ5IhAIQhQAQhCAW6LpEIBRqVI6MgKMGxBVh0oyKSCs5CV2pSKCQRdCagHJqdbS9wmoATmpqEBIyxPpmwTXIQgBSPy6ZAR3uo0KQKhIhCBzSRskQhXAIQhCQQhCAEIQgBLdIhAKnXTEqkD7pbpt0KLIJAUoKiulurWCeOWSKQPjcWPGzmmxCHSEkl2pO5UF0XQEhcmXSXQlgLpEJt1WwOTUJEJBCEIASFKhUAiEIQgt0n9q1f6gfSqit0v9rVP6gfSqilgahOTVUkE5NTmoBVIzKGE3OfoFGhakArMhhMETWRESC+Z+e+btp0VZCAcV6PiR/sEYcOg4gnH/wCPGvOAvRa8n+oXhwtoMfmP/wCPGuXP3H6l4+TzlWY5WiCRnKD5HWs4/Y+pVVIxxaQRuF1FRA1xvYE23Q1W4K6enbUNgmexs7OXLb7Nt72PuCqIBUNSJWoSPapnx3ZmBuOvrUDd1M1l7+AvugCKwOu3gnxymKQSMtcbXF1GhSSObc3t03RmTToNChqgsiUOTxJ4qNjSdQErGudezSbC5t0UFlZo1E8UkbGsaGEDUjqq8wMby3Mw26tNwq+ZDpNELym5O2I6Qg7pjpCmvvf16pqkysfdPc1zY2Oe0gP1ae6gS3KEWOum3QdEl0JsW6LpFJYG1rqAKNU/QDVJo0KCWS5UkEr5eyrvcSkui/hdAxE+wDWnOMxOotslIi5N8x5t/k20t61CoKiu3SXQ5NQgVGiRCoByv00NM6hqZZ6h0dQy3KiEd+Zrrr0ss9F1cFsRwmkkmM4EocAIrG5He6qEpb6JNTsgBF0iLKgFckQhACEK1UQmFkRL4zzG5gGm9vX4oCsBdpNxp0SIQoAIQhACEIQAhCfYZL5tb7IBiW99SkQgFUjJMo0USVAWWSkKeOcgrPunhxBQHQcR1pmrmOv+UQj3RhY7piUV7+ZUX/SNHzBVbqIqlRLdsm5pBUd0xCkg1sUwibDqDD6qWaB8dbGZWNikD3NANvTHQrITi4kAE6BNQAhCEAIumoQDroumoQDkJqEA5F01CAEIQgHJqchANQnIQDUIQoAJyahSByEIUgVCRKrkGpReYeZ1nnjZjU5RyOWQADfW/sWXpdLdIhLdghCEBoU8lI2hqWz08klW7LyZBJYM73HW6z0IQAhCEAIQhAF0qRCAW6ddMQosD7pt0iEsC3RdInG1hb2qQIkuhCAEIQgBCEIAQhCoASJUIC1S/wBrVP6gfSqit0v9rVX6gfSqqECIQhQSCEIQCoQ4WQtSBbLUxPCpsPpqKWeWnkbVxCVoieHlg7HsfBZSe5xNtUAnVei4gLeQvDj9tj8/8njXnQ3XpGJAnyE4Wen1eqfuMa5tR3H6l4+TzkOFgMo06qZsTXUz5ebGxzSAI+p8VVSrpKgngnKR0KYnIAUjBdR9VK3QKSUPA0TmZb+ne3go+l7jfZOAQsK61/RSJxICTMgEsiyTMUlyoBMxzmAgHQoYSCbEi6juUrULWXKiSmNJAIonNnF+a8uuHdrDoqTinE6KJ26CUrFcbpqW6RDMEqTYpXG5JsBdAXcJFFJXRDFZJmUdiHOhaHOGhtYHxsoaSklrauOmoonzTSmzGNGrlXUkRLXhwNiOoSwAbrqpLhoTb21UT3XKEhLJcqJyVtr67eCRCATXFBKRQQLuhJeyEAJEqFQgRCEISCEKZrLxvdmaLW0J1PqQghThexI2TboQkEIQgBCEqARKhCgAkSoQCIQhACEIQAhCEAIQghACVIhACEIQDpDcpqEIAQhCAEJ8YaXfGEhvcBMQAhCEAJqcmoAQhCAEIQgBCEIByEIQAhCEAIQhANQhOUAahOQpAISseWuDhuEXuUAiEIUkCoSJVcCJUiVACEIQkFNT075nBkdrkE6m2yhStNkAiEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEBNCyNwk5kmWzbt0vc9lChCoAQhCAtUv9rVP6gfSqitU39r1X62PpCqq5AJWpE8AkGw2VANQhCAV2pSIQtACc4Ebi101CAcF6xgk3DOMeS2hwPGOJo8IrKfEpqwsdRyS3DmMaNW6dCvJk66yy4vVS5quS0ZUeifiS4Lt+SFS/wZOj8R/Bp28oVL/BkwXnd0qx9HL+N/p/Bf1F7HoX4kOD//ABCpf4NnSDg/g4D8kGmPqwydcLLC6I2ksDlDhre4KjBVvRyfjf6fwPUX4Tvxwjwd18oFP/Bc6X8SvBvTj6L+C5lwF/FAKejk/G/0/geovY79vCvCHTjuH+C5lM3hXg4x3/F9TD//ABk68/YOqmzWCfZ8n43+n8FlJex2r+FOECTbjun/AIMqEn4lOD+vH0P8FzriHOukvoe/RT6M/wAb/T+BuXsdx+JPhD9H1Nb9jJ0o4U4P/R7T/wAGTrg7nugFR6E/xv8AT+BuXsd5+JXg/rx7D7MLqE9vCvB36PY/4LmXJ4JRRV9U+Katp6Rgje/mTk2uBe2gOp2VBziDunoT/G/0/gm6V0d67hXg39H0P8FzqF3CnBv/AIgU/wDBc64R7ky6ejP8b/T+CryL2O7PCnB/Tj6n9uGTJW8I8IHbj+kHrw6cfeXBXQCnoZPxv9P4G9ex3p4P4T/8QKEj/IZ/wJRwjwkP+31Hb9jp1wiVqejk/G/0/gbl7Hc/iU4U/R1S/wAHT/gTm8J8Kn/t1SfwdP8AgXDtulzWT0cn43+n8E7l7HbP4T4W68e0QH7HT/gUZ4R4TH/b+h/eE/4Fwz5C4qM3G6ehk/G/0/gj1F7Hd/iS4SJ/JAov4On/AAJ34j+ETv5QKL+Dp/wLgM3gi/gq+jk/G/0/gjevwnf/AIkOEr/3/Uv8GzJRwhwh9n5QaQf/AONnXn+qLqfRn+N/6X8D1F7HoH4juDv/ABBpf4NmTxwdwb18odL/AAbMvPLpzmuDQ4g2Ox7qPRy/jf6fwRuXsehHg7g3/wAQqb+DZkfiO4L/APEOm/guZed3TbqPRn+N/wCl/BPqL2PQ/wAR3B3/AIhUv8GzJ34juDenlCpf4NmXngOu6FPoz/E/0/geovY9APB/B3/iDS/wbMnjhDgu2vlBp/Zhky86ui6j0Z/if6fwPUXseit4R4JP/wD0KEevC5k78R3BX/iJT/wXMvOnXFk26j0cn43+n8DevY9G/EZwb08odL/BkyX8RXB2/wDVFoT/AP46Zec38Uotre6ejP8AG/8AS/geovY9F/EbwZfXyiUnsw2YpfxGcFf+ItL/AAbMvN7lF1Poz/G/0/geovY9J/EZwR18otN/BkyUcF8EnbyjUg9eGzLzW5Rc909Gf43+n8D1F7Hp34h+CLgHykUX8HTLh+IqKjoMZq6XC69mI0cTrRVTGFglFt7HZZV0K+PHKDtyb/1/0Q5JroYhKkWhQUEa6JEIsgBCEIAQhCAErhb1pEIAQhCAEJqEA5CahAOQmoQDkIQgGoQhACcmpyAE1CcgHxtab535fZdP5UP54H7kquhAWOVD+eB+5KdyofzwP3JVdSPaA1hzA3Gw6IB3Kh/PA/clHKg/PA/cFQpqAscqD88D9wUcqD88D9wVCmqAWuTD+eB+5KTlQfnkfuCqyFILXKh/PA/clHKh/Nx+5KiiYXyBoIFzbVXsYoHYbiEtLJNBM5lvjIJM7Dp0PVAVuVD+eB+5KOVD+eB+5KqoQFrlQ/ngfuSjlQ/ngfuSq6FawWOVD+eB+5KOVD+eB+5KroU2QWOTD+eB+5KURQfngf6squhSCxyofzwP9WUnKh/PA/clQIQFjkw/ngfuSrrI8O+p8oknd57zByyAcuXW9xbfZZSEBY5UP54H7ko5MP55H7kquhCSxyYPzy39wUciD88s/clV0ICxyIPzyz9yUcmD88t/cFV0ICxyIPzyz9yUcmD89N/cFV0ICzyYPz039wUnJg/PI/1ZVdCAscmD88j/AFZRyaf89D/VlV0IQWOTB+em/uCjkwfnpv7gquhCSxyYPzy39wUcmD88j/VlV0ICxyYPzyP9WUcmD88j/VlV0IQWOTB+eW/uCjkwfnlv7gquhAXmCKKCcNmD3OAAFiOqooSusDobhANTwSAQDod01CoAQhCAEXslsLb6pFoAQpHhoaMpueqYhNDmGzweynrp21FS+WOFkLDtGzYKDKR0KfMwRylrXiQD7IbFAMQgm9r9EIBW26oakSgkX21UgVTMbsoW7qw3QISge6wUTpEPOqjQWSByUOUV0XUCyUnVGZRXS3QWTBycNVXuntdZSWse8WTLix1N+iR8hKZdQVFTonZHh1gbG9jsUy6EBICpGKAHVPLtEBPLILWYFAXaJHG6YTogY9kropWPZ8tpuFZdiEk01TLVfGunuXdLnuqCEItjk1CEILVQ2WOKOOZtgBnbtsVVBsQU65PVNUAeLOfrZoPhsjMQCL3CYhADkiVCARLdIhAW6GaOnq4pJoGVEbXAuicSA8djZRVEjZJnujYI2E3DR0UN7IVAPe9zrZyTYWF+gTEIQkEIQpAIQrXLg8x5nOPnGfLysv2Nt7qAVUIU0cQcyQmRrC0XAO7vUgIUrQSbAalIkQCkEGxSISg2N1AEStQ8lxuUIAskSt1NirNdDHBUvZBOyojG0rAQD70BVQhCAEIQgBNTkIBqEJygDUJyEA1OQhACEIQAhCEAIQhACEIQAhCEAIQhACEIQAhCEAIQhANT2i4OoFkiEA1Pym17G3dIhACEIUgEqRKgEQlSKSBUJEK4FQhIgFSIQhI51gbA3SJEIBUIQqAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgFSITmNzEBaECIQdChCRznX6k22umpU8BtttUJojTvFOMdteiEFDbJUONk1u6kglZupHHSyhabJ17hAgcUxDkigBdNukQgFunJitPp5mU0c7mgRyEtab9Rv9KAgQmoQDrpqEIATr3TUKCRyLpqLqSB101HVHVAwVp4bPLEyljeHEAWve7vBVFIx5jcHMJDgbgg7FCB9TC+nmfFM17JGmzmuFiCoVJLLJNIXyOLpCbkk3JKjFyoAIQdEikCov0SXQoAqRCEAJ1xa1k1IqAVIhCAeLZTqb9ExCEJJGZSHZyRpp61GhCAEqRCAVIhCAEIQgBS04jdJaZxYyx1AuokKACEIQCgG1+iHJL6WuhACE1CAchNQgHITU66gAhF0IAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEIAQhCAEIQgBCEKQCEIUkAhCFcAhCEJBCEIAQhCAVCRCAVIhCAEIQgBKkQgLEzWtyZHiS7QTYbHsoEiW6AEJEKgFQkRdAKhJdCAVCEXQAhCEAIQhAf//Z) Why a slot developer collab matters to your bankroll My gut says: new studio collabs hit harder psychologically. They look novel and promising. You want to test features—bonus retriggers, ramps, tumbling wins—so you up your bet size to “see it in action.” Practically, those titles often come with higher volatility and feature-rich math. That means bigger swings and rarer but larger wins. From a bankroll perspective, volatility changes how you should size bets and plan sessions. If a slot advertises “big bonus potential,” treat it like a high-variance experiment: decrease bet size and increase the number of spins you can afford. Core principles — rules that actually work Here’s the thing. The rules below are simple, but they beat improvisation every time: Session Budget Rule: Decide how much real money you can afford to lose in one session (not per day, per session). Treat that as spent entertainment. Bet Sizing: Use a fixed percent of your session budget per spin. A common beginner-friendly range is 0.5%–2% of session budget. Stop-Loss and Stop-Gain: Predefine when you’ll leave—both on losses and on a good run. Typical stop-gain is 50%–100% of the session bank. Bonus Math Check: Always calculate the real cost of wagering requirements before chasing a welcome or developer promo. Payline Awareness: Volatility and RTP differ by game; learn a slot’s paytable quickly before committing large bets. Mini-case: Two ways players handle a high-volatility collaboration slot Okay, quick story—two hypothetical friends, same opening balance, different approaches. Case A: Emma spots a new collaboration slot. She bets €2 per spin with a €200 session bank (1% bet size). She plans 100 spins and a stop-loss at €200 (session limit) and a stop-gain at €300. That gives her a real chance to hit a bonus round while keeping losses capped. Case B: Lucas goes “all in” emotionally. Same €200, but he feels the slot “looks hot” and immediately jumps to €10 spins (5%). After 12 spins his balance drops by 40%. He chases, ups the bet, and busts through the remaining funds quickly. Result: Emma preserved browsing power and time to learn the slot’s mechanics; Lucas lost faster and didn’t gather useful data. So, bet size relative to session budget matters more than the raw bankroll. Simple formulas you’ll use daily Hold on—these aren’t fancy math lessons. Two formulas you need: Recommended Bet = Session Budget × Bet Percentage (choose 0.5%–2% for beginners) Turns-to-Clear (for bonus awareness) = (Wagering Requirement × Bonus Amount) ÷ Average Bet Example: You accept a €50 bonus with 40× wagering. Turnover = (40 × €50) ÷ €1 average bet = 2,000 spins required. That’s why a 40× on low RTP games becomes a time and money sink. Beware of max-bet rules while clearing bonuses—many casinos cap bet size during wagering. Comparison table: common bankroll approaches Approach When to use Pros Cons Fixed % Bet (0.5%–2%) Beginners, long sessions Preserves playtime; predictable variance Slow progress on big-win chasing Kelly-style (aggressive bankroll staking) Experienced, measured advantage Maximizes growth if you have edge Requires accurate edge estimates; risky for slots Time-limited sessions Casual players, responsible gaming Controls exposure; reduces tilt Doesn’t directly manage stake size Bonus-driven bankroll When bonuses are mathematically favorable Extends play without added deposit Often hidden costs (wr, max bet caps, game weightings) Where to place the ‘register now’ step (and why) When you try a studio collab, look for a casino that supports easy low-stake testing (demo mode and low minimums). If you want to keep your testing efficient—with clear deposit/withdrawal terms and fast crypto payouts—consider registering at a platform that lists developer collaborations and demo access on the same page. If you need a place to start that provides demo access, varied payment options and fast crypto withdrawals to experiment safely, you can register now and use demo play before funding a session. Practical routine: a 6-step session checklist Hold on. Don’t fire up the slot before you tick these boxes. Set Session Budget (real-money amount you can afford to lose). Choose Bet Size = Session Budget × 0.5%–2% (adjust down for very high volatility). Check Bonus Terms: wagering requirement, contributing games, max bet, expiry. Open the slot in Demo (if available) for 20–50 spins to learn features. Start Play: keep track of spins and elapsed time; use a stop-loss and stop-gain. Post-Session Review: log what you learned—hit frequency, typical bonus size, bank impact. Common mistakes and how to avoid them Mistake: Chasing a perceived “hot streak.” Fix: Use fixed stop-loss and walk away. Mistake: Ignoring max-bet rules on bonuses. Fix: Read the bonus small print; calculate required turnover. Mistake: Testing a new collab at 5%+ of your session bank. Fix: Cap bets at 2% or less until you’ve run 500 spins at demo or low stakes. Mistake: Using too large a deposit for “one session.” Fix: Break funds into multiple session wallets and fund only what you need. Mini-FAQ Q: How many spins do I need to understand a new slot? A: Expand your understanding with 500–1,000 spins at demo or the smallest bet you can afford. Short runs (50–100 spins) can mislead you due to variance. Look for frequency of mini-wins, bonus triggers, and if bonuses tend to finish big or small. Q: Should I change strategy for a developer-known collaboration? A: Yes—treat it

Bankroll Management When a Top Slot Studio Joins Your Game: A Beginner’s Practical Guide Read More »

Casino Mathematics: Understanding the House Edge and How Gamification Quests Change Your Play

Hold on. If you only remember one thing from this piece, remember this: the numbers run the game, not your hunches. Here’s the immediate payoff — two practical, usable rules you can apply right away: always check a game’s RTP and effective house edge after any bonus, and size your bets so variance matches your bankroll. Simple. Useful. My gut says most beginners treat casino games like slot machines at a footy club — put coins in, hope for a streak. But when you map the maths onto real decisions, the fog clears. In this article I’ll break down the house edge in plain terms, show you quick methods to calculate expected loss, walk through how casino gamification quests (missions, tiers, loot) change player incentives, and give concrete checklists and examples so you don’t learn these lessons the hard way. 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What the House Edge Actually Means — and How to Use It Wow. That number you see — 2%, 5%, 7% — it’s not a prediction of your session, it’s a long-run average. It tells you the casino’s structural advantage per bet over millions of plays. Break it down practically: if a slot has a 96% RTP, the implicit house edge is 4% (100% − RTP). So for every $100 wagered repeatedly over time, the expected loss is $4. But expand that into a usable mindset: expected loss = stake × house edge × number of bets (for repeated fixed-size spins). For non-fixed bets (table games), convert expected loss into an hourly risk by estimating bets per hour. A beginner-friendly formula is below: Quick EV formula (single bet): EV = (Payout × Probability) − (Stake × Probability of losing). For sessions: Expected session loss ≈ Total turnover × House edge. Mini Case 1 — Slots, RTP and Session Expectations Here’s a concrete example: you play a slot with 96% RTP, bet $1 per spin, and plan to do 500 spins. Turnover = $500. Expected loss = 0.04 × $500 = $20. That doesn’t mean you won’t hit a big payout; it means the average across many identical sessions is a $20 loss. On the one hand, you might hit a progressive. On the other hand, you might lose streak after streak. That’s variance. Manage bet size accordingly. How Bonuses and Wagering Requirements Change the Math Hold on — bonuses can be a trap if you don’t convert them to expected value. A “150% match up to $300” with a 30× (D + B) wagering requirement is not free money. Calculate the real turnover required and the realistic chance of clearing it. Example: deposit $100, receive $150 bonus (B), total = $250. Wagering requirement = 30 × $250 = $7,500. If average bet is $2 per spin, that’s 3,750 spins. At slot RTP 96%, expected loss over those spins is 0.04 × $7,500 = $300. You’d probably lose more than your deposit chasing the requirement unless you’re extremely lucky or skilled at low-house-edge table games that count for wagering (rare under T&Cs). Comparison Table — Approaches to Evaluate a Bonus or Game Approach What it measures Best used for Quick pros/cons RTP / House Edge Check Long-run player return Choosing slots/tables Pros: direct; Cons: ignores variance and bet size Bonus EV (with WR) Expected value after wagering requirements Deciding whether to accept bonuses Pros: realistic; Cons: needs assumptions about game mix Variance / Volatility Estimate Short-term swing size Bankroll and bet sizing Pros: practical for sessions; Cons: harder to quantify Where Gamification Quests Fit into the Math Here’s the thing. Casinos are increasingly gamified: missions, tiers, daily challenges, progress bars. These systems change incentives, not the underlying math. A quest that says “play 200 spins for a bonus” simply increases turnover requirement. That’s plain: quests raise expected loss unless the reward’s EV exceeds the extra turnover cost. So what should you do? Treat quests as conditional promotions. Ask: how much extra turnover is required, how much EV does the reward provide, and is the incremental EV positive once you apply house edge and bet sizing? If the quest pushes you to bet faster or higher, your expected loss grows. Mini Case 2 — A Gamified Quest Example Imagine a quest: “Complete 100 spins in 24 hours to receive 50 free spins (worth $0.50 each).” If you normally take 500 spins per week, an extra 100 spins increases turnover by 20%. If the slot’s house edge is 4%, extra expected cost ≈ 100 × $1 × 0.04 = $4 per $1 bets. If the free spins’ cashoutability has caps or high WR, the practical value may be lower than $4. Often, the quest’s nominal reward does not justify the added risk. Practical Checklist — Before You Play or Accept a Quest Check the RTP & compute implicit house edge (100% − RTP). Calculate total turnover required (bets × spins) and expected loss: Turnover × House edge. For bonuses: compute WR on (Deposit + Bonus) and estimate spins needed at your average bet. Inspect T&Cs for max bet limits and excluded games — table games may contribute less to WR. Decide acceptable session loss (set a hard cap relative to bankroll, e.g., 2–5%). Tools and Approaches — Which to Use Short tip: you don’t need a spreadsheet for every decision, but have one template ready. Use it to plug RTP, WR, bonus size and average bet. There are calculators online, but be cautious: not all model the game-weighting rules correctly. If you prefer a single place to test gamified promos and game mixes, a curated RTG-focused provider or review page can help you see typical RTPs and known T&C pitfalls; for instance, a rebranded RTG site listing common promos may be a starting point — try searching resources like slotastic official when checking platform-specific quirks. Common Mistakes and How to Avoid Them Chasing WR blindly — Mistake: assuming you can “grind out” high WRs without factoring variance. Fix: Calculate required spins and expected loss first. Ignoring game weightings — Mistake: using

Casino Mathematics: Understanding the House Edge and How Gamification Quests Change Your Play Read More »

Responsible Gambling Helplines & Minimum-Deposit Casinos: A practical guide for new players

Hold on. If you’re new to online gambling, two quick, useful things you can do right now: set a deposit cap and save at least one helpline contact in your phone. These steps take under two minutes and cut the chance that a fun session becomes a stress spiral. Here’s the payoff: this article gives specific helplines (AUS-focused), a short comparison table of support options, clear rules for choosing low-minimum casinos that don’t hide nasty terms, a Quick Checklist you can use before you hit “deposit”, and three realistic mini-cases showing what to do when things go sideways. Read the checklist, save a number, then keep reading for the details. 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6VcpNo0avE1tr6eslqI0aqrEjcLrNRU3r1np11UURmXwmlsarV18tiJmXeFOKop4pmas8EUrF3pIxHp9p5qnLPo3Iqa1JcWJ9Vi//wBHb9FdLbTpRTyPtM73SQ+VhlbqyNRdy44p1oYU3rdc4iXVf4bxDTUzcu0zER5tJpVydWe9Me+3xNt1dwWNuInL0K3cnamPSeF3m2VNmuNRQ1saxTwu1XNX3p0ou9FPq5UR208j5erfElNbbqxMSay00q9KeM3/APr19Rz6qxTy80PX4Dxa9XcjT3pzE7PHiSuSTzn1+EgDb1BAAAQASiAAWwvQpVwABUzvynapKY4AxKpIIAkAtgCuCCQBBIAEEkEgASuV3Jj0kIipvTPYoMAACYACyoqcUXsBhUEAKkEACQQAJBAAkgAKAAAAAM26eVh8xH7jCM26eVh8xH7jCLO7GnYIADIAAGlABk7gAFFuBm2T8q0vnm+8wuBm2L8rUvnme8xSfDLEl8q/tUqhMvlHdqkIF8gAFAkgkAAAABIYoJIAFwVLBV2pq6rj610MuqXvRa1XDWV0ksCJKv67fBd9qKfJDV+Se9fB8uvPWW5Wl6+FTSpUMyvyXbF+1E9Z06WvFeHz3abTd9o+eN6Zz9Hq6KuxU4Hylyh21LRpxeaNjNSJJ1liRNyRyeExPUp9W7tnQeE/CFtnMXm13RieDUQLC/6zFz7nJ6jo1lPNTn0fP9lNT3epm1P9UfrDpHJ5akvWmNqpHt1olmSSVP6tvhO+xD6ubt138VPEPg9WpX1V1u0jfBhYlNEq9Lly77ET1ntzUwiIXSU4pydqtT3mqi1G1MfrKNmV27t5hXy3pdbPX25yN/nUEkSZ4KqbF9C4U6lofpPDc9P9KKCPxWJHza58bmvi3L6VVFO9Nyj1wbqaovUy8S/p6+HXqObfpP7vjWRipM5rkw5FwqL0nrPwerfzt7ulyengUsCQt+tIv4NX1nUOVO2Ns+nlziY3Uikf3TEmNmrImthOxVVPQew8iltW36DQzPbiSumdUdeqmGp7lX0nBYt/xcT5PveNa2KeHzcj+qIiPr/p6BxweX8v147j0Vgtsbnc7XTazvNx7f3lb6j1DO3J818uN2W56dT07FzDQNSmb2ptd9qqnoOvU1Ypx6vluy+k9o1kV1bU9f8ADpNupZqqWOKCJ8s8rkYxjUyrl6EQ9s0O5IqeOJlRpM5ZJ12pRxuw1v1nJtXsTHacnIZoq2lt3f8Aq40WolzHSIqeI1Njn9qrlPQvSetsZwTxjTY00THNU9bjvHbtN6dNpZxjef2hqrfo9Z7dEjKG10MKYxlIGqq9qqmVFbo/Zq+JzKy0UErV2bYGoqdiomU9CnR9LeV222askpLfSPuM8TlZI/nObiRU6Fwqr9hbRTlYtV7q46OvgdbKiRUaxz5NeJV6FXCY93WbueznleTOg4rye04n8+v5Zy1GmfJLC6GSq0XVzZG7Vo5XZz5ty7fQvrPGponwyvZK1WSMVUc1yYVF6FQ+xupd54zy56MRsZHpBRx6rnOSKqRE4/Jk+5fR0mnUaaIjmoerwLjdy7XGm1M5mdp/aXXuQtP+/TOqmm9yH0OqbT535Cl/7+N/Z5fuPoh+9TLReGXndq/5qPlH7vFvhIp4Oj39/wD7s8gYmxD174SS4bo9/f8A+7Om8m+jK6TXyKB6q2mibz1Q9N6MTgnWq7P+hzXo570xD6fhF2mxwyi7c2iJ+8s/QPk9rtJ0Sqnd3FbEXCzvTKydUace3d7j2a0aBaOWmNOZtkdTKieWrPjXL6F8FPQiHY6aGKnpY4IY2xQxNRjGNTY1E3IcNwrqa30MtZXVEdNSRJl0si4RP+PUdlvT0W4zL5PV8a1OtuclnMRO0Ruhbbb426jLbRI3djudn4Givmgejd4jXnrbFTTLumpESJyehNi+lFNQ7lc0USq5rnq1W5xzyU/gdu/P2HdKG4Udbbkr6SshfRKxX8/rYaiJvyq7scc7jLNq5GGibXE9JMVzzRnZ856b6F1+itUiy/zmhlXENS1Ni9Sp8l3V6snVMa3insHKFyqWyottXarRT93NnRY3z1DMRp0LGm9V4oq4xjiabkY0UZe66S618aSUVGqajXJsll3oi9KJvVOtDgm1E14tvtbOqu2tHN/WU8sx+v08mRoTyXTXSGKuvj5KSjkRHNgYnxsqdK52NT1r1cT1i2aKWC1sRlJaKX60saSu9bsqbt6q5crvNJpPpRaNG6Rst4rEjdImY4WJrSSdidHWuw7qbFFqM1Pjb/E9bxG73drPwiGdJarZLGrX22he1d6LTsx7jq185NtHbqxywU7rfULlUkhXLc9ca7MdmDHtfKxorXVSQLLV0esuEfURJq+lWquPSd7YqOjY5r2SRvRHNc1coqdKKWO6uxjdquVcR4dVFVeafs+ZNLdF7hovcO5q+NvNP2wzs2slTqXp6UXanpRV6+5uq/efUuk1kp9IbHUWytcjUk2xS4ysUibnp9/UqnzDcqOe23Gahq2atRA9Ynt6FRThvWe6n4PsuE8TjiFrM9Ko3j93vGgOiNgq9DLVVVdqpqieWLXfLJlVcuuvWb5NDtHEaq94qN+EzhG7/tHJ0n/cKyJ/o/3qdh8VEQ7bVumaIzD4zXcQ1FGqr5a5xEz5/F5pofyXUFHTMqdIWd2VbkzzCOxFF1Ljxl+zt3nf6a2W2BmpBbKGFvRHTsRPcaPSbTWxaMz9z3Gre+p2KsEDdd7U69yJ6VyZWi+l1n0mietpqHOljTL4ZW6sjU6ccU7BR3NM8sbt2rq4lqKe/riYp/RgaS6B2O+wqxaOKgq8eDPTxo3C/rNTY739Z5VY+Te71t/q7fUalJBRvRs9QqZRc7U5tPlZTbw2LtPoI45JGRxSSzvYyNiK9z3LhERE3qvYLmmoqnKaLjmps0za8Wds+Tr1h0H0fssaJT0DKmbG2erRJXL2IuxPQhuJrPbZ26s9roZWdElPGv3HTqnla0Vp6tYOerJURcc9FBmP7VRfsO42u5UtzoIq631DKmllTLXt93UvUW3Nqfdpa9XTxC1i9f5oz5vNNP8Ak3pEoai46NxLFLEiySUeVVFam9Y87cpvx6uhfGHH19r4VFbvQ+YNP6CO1aa3OhhajImS60bE4NciORPQi49ByaqzFE5pfSdnuJV6uKrN2czHXPwaWmhfUSxxRMfJNIqNa1qZVyruREPYtEOSiCOOOo0le5864VKSN2Eb9Z29exMdpHIpowkdOt/q40WR+Y6RF4JudJ9yek9a3bE3mWn00THNW5uM8Zrt3J0+mnGN5/aGsoNHrNQRNZR2mhi6+ZRXL6Vyv2k1VltNUxzai1UEiL86nbn14yh0fS3lZtdnqXUtsp0uc7Vw6RsvNxIvQi4XW9GzrMbRfldttzqW013pltr3qjGypJzkWf1tiK3t2+g395ZieV508N4pVR7Tifz6/lu49L+SunlikqdGlWGdiK5aOVyqx/U1y7UXtz2oeOzQy00r46ljo541VjmuTCoqb0VD64xlNu88n5bNG43Ubb/SsxMxyRVKIm9F2Ncvp2elOg039NERz0PQ4Nxi5XcjTamc52nz+UvGQAee+sS3xj3HkDX/ALu3P9sT+Gh4a3xj3LkC/wA3rp+1N/hodOl/Eh4/Hf5Gv6fd6Yu1mw+auWtjX8pdyTd8XB/CYfSrt3gmnrtHrRcql1RcLTR1M7sZlkiRXLjYmV4nfqLU3KYiHyXA+J2+H3puXImcxjo+Tu4/C8F32Ho3ITb6tNNVqotfuWGB/dCpuwqYai9auwuP1c8D2X+SGjyf+x2/2KG1pKSmo4OYoqanpYs55uCJI0z04Q0W9JVFUTMvd13aq1fsVWqKZzMY6sly+Dk8m+ELXsi0ftlFrfHz1Cy6v6rUxn1qegaS32n0ctE1fVQz1KM3MhZlfSu5qbtq9PE+YNMdI63Sm+SV1ZhFcnNxRN8WJvBqGWqu4jlcvZnhlV29Gqq8NP3cEa5YjulDvWgegNXpLq1lS7ua2ouOcVMulxvSNPvXZ24wank+0d/lHpDT0Tkd3MxOcqHouFRib/WuE9J9LwxMp4Y4YI2xwRNRkcbUwjUTYiIaNNp+86zs9bjnFvYv4drxT+kOu2jQbRy0s/m9qiqJeMtZ8c5fQuxPQiG8bQ0bW6rKGlYzdhIWInuKXW6UNmoHVl2rI6WnRcazl2qvQiJtVepDpDuV/RlajUxX83nHPcymO3GtnB2ZtW+j5amzxLWx3tPNLd3vQbR67Rrz1tjpZV3TUic0qehNi+lFPHNOdB67RiRJ0Xuq3OXDaiNuML0OTgv2L9h9A2240dzoI6y31MdVSyeLLGuU7OpepTmnp4Kqlmp6uJs1PM1Wvjduchjc01FyMw36PjGp0V3u78zMecTvD5I8JqntPJLo9Z7loctRcLZTVVR3XJHzkrcrhEZhPtPMdO7DJo1pLU0L1V8HlIJF/ORLuXtTcvWinsvIgv8A3Gd+2y/usOPTUfxMS+m41qJjRd7anGcdYbz+RWjarjvJRonU3B1KycmVBJda2vu0a9zPqJO56FnxaNZrLqq5U27tyIvRleB6dtxvNDpNpbaNGIGSXWoVkrkyyBia0jk6ccE61wd1dq1vL5LR8Q11czatTMzP1n6NjSWm20MepQ0FJCmMeBC1M9q42mBddGLHdYVirLZTLndLFGkcidaOTb9xo7FyoaN3itbStkqaSVy6rFqWojXL0ZRVx6TvDtZN5aO7uRiGrUzrtFc5ruYl858oWhs+i1aySJy1FuqFxDOrdqL8x3X7/WidOz4Sn0/pja2XfRa5UL25c6FZI9m6RqZb9qY7FU+XEdrZ6kPPv2u7rxGz7bguunW2OarxR0l9L2XRSwOs9A6ay0LpHU8auc6JFVV1UypwaWaLWCHRe7yw2ahilZRyuZI2NEVqo1cKnWdlsy5s1vX/AEWL9xDB0y/zPvv7DN+4p393TybPkLWt1HtkW+efF6/F8tMcioiouUNtovDHUaT2qCdjZIpKqJrmuTKORXIiopoaJcxek7FoWmdMLKn+mQ/vIeVTu/Q70clFXyl9DfyP0c42agX+5Q6byuaPWS1aFT1dDaqWCdJ4mpJEmFRFXaeoK3WadA5cNnJ7UftEXvPSvW6YtziH59wrW369bRRVVMxMx5y8EgifPUxwwtdJJIqNa1qZVyrsREQ9u0T5LaCkgZUaRNWqq129zNdiKPqVU2uX047TpXITboq7ShaqdqOdQwLNGi/pFVGovoyq9uD6BTxcuNGl08V+9U9rtFxS5pq409mcTjrLApbNbKNMUttooWfqUzU+4mptNsqm6tRbaGZOiSnav3HReUXlKdordnWymtqVNQ2Nr1llfhiZ2phE2r60NFauW6N0jEu9p1I18aSmkyqf2Xb/AFnR31mJ5XlW+EcTu24v25mc9d+v3di0g5LbNWwPfada31PBuVkiVetF2p6F9B43pJYLlo9cEo7nTrGr8rFIm2OVE4tXj7+k90uPKJo9BozLeaGtjrFRebip/FkWVU2IqLtROld2zZk+dbnfK28Xt9xr5FlnldlehOhE6EQ49TFvpyvpOCUa+qir2jaPXfL6E0E0Ht1nttJU3CjjqrnK1JHPmTWSHO1GNRdmzp35NvftELPfqN9LPRwU0v5qogiaxzF9G9Opf+JtLNcqe8WmjuNI5Hw1EaPTHBcbUXrRcp6DLe9kUUks8jI4o2q+SRy4RqJvVVO6m3b7vHk+Sv6zWe1zMzPNE7fs+T7rRyW641NJNjnYHuifjpRcGL8ozNJ7tHd9LrtWU6Yp6iofJHnozsUwm7FPInd+i0xVFMc2+AkgERIAAAEASCCQAAABoDQMy6eVh8xH7jDMy7eWi8zH+4YZlO6U7QgAEUAAGlABm7gAEEp4pnWT8rUvnme8wU8UzrJ+VqXzzPeWEnaWLL5V/wBZTjQ5J/KyfWU40MV8kgqWMgJIJIAAKAAIABIYhYoSBdPGO88jN1S1ad0OuuIazNK/+14v+0jTorTmppn01RHNE5WyxuRzVTgqLlC0Tictd+3F+1VanzjD7NVPGU8+5bbYtfoBUTMbrSUUsdR16vir+9n0HdrXcWXW00FfF5OrgbMidGUyqehdhS8UMdytFbQyrhlRC6JV6MpjJ69Ud5b6PyvS3fYNbTVV/TPX93XeSO096eT+3semrPV5qpP7Xi/7KNOwX2vbabFcLg9UTuenklTPFUTYnrwZkEUcEMccDdSKNiMY1OCImEQ865e7t3FoUyhY7ElfMjVTpjj8Jft1TCr+Fbw6bGeJ8Siqf6p/T/08l5Krw638odvqZXLqVE3MSKq8JNmV9KovoPqJ2xdu8+LoVVjmOauHJtRT7A0fuSXiw264JtdVQNkdjg7G1PXk06OreHudsNLGKL0fL/Dy/l8sr6l9luEDdaVzlo3+ldaP3yHrFtoWW22UVFGuslLBHCi4xnVREycF1t8NxZTNqGo5IamKdueljs+7JsHLvOii3y3Jq9Xz2p4l3+itWJ/pz/pjXKtit1uqrhP5KlhfM5OlETOD4+qKiSvuE9TM5XTzSLI93Sqrn7z6G5crr3u0IdSxriWvmSL+7b4Tvt1U9J86UngvSRTj1deaoh9d2W03d6Sq951T9n2DY6JtusVuo2JhKemjj9KNTP2l7pTyVdtqaeGqdSSTMWNJmN1lZniidJe31TKy20c8aorZoI5EVOhWIpS6Vne+2VNY2B86U7FldGxURVRNq4z1ZU7accnXZ8Tdm5OrmafFn9cvKHchdNnPf2X00if/AOhePkNo2Obm+zr/APET/wC5lu5bbUx2FtNb7Ro/y32f/wDFXD/Gw5v4D6rPHav+w9JtdNLRW+npZ6h1VLDGkazubqrJjZlUypgabUTbjofead6eNRyvTtYmun2tQ6FJy32nhaa13bK1DHr+Wi11NsrKdtnq2vmhkiRVmauFVFT7zZVet8vLEvPscF4hTfi9VT558vV1LkHXOnzf2WX7j6MdvafOHINldP2J000vuQ+kHeMhNJ4ZO1sf+VT8o+7xX4Sfi6Pds/8Auzb/AAfaVrdGq+sx8ZNUNiz1NZn3uU03wkd2j31p/wDdm9+D9UNfojW0+fDhrNZU6nMTHuU1U/zEvTu5jgVOP+9Xpy8EPnbl1v01dpU60teqUlCiNaxNyvVEVzl69uPQfRT/ABkU+cOWmzTUWnlTVuavc1aiTxv4LsRHJ2oqfanSbdXnlh5nZSLftVU17xHR522KRUymztOda6tSh7j7qnSjR/Ocxzi83rdON2dhZwbEr84aq6qZXCZwh5r9B7zPiYzInSbU3dJ9T8k9FFQcntpbGmFna6aRelyqv3Iieg+ZMn09yVVbavk+tL2b4muicnQqPX7sHVpPE+d7UVVTo49Mu0rje5cNTaq9R8haU3io0g0grbjOqq6aVVamfFbwanUiYQ+vcIux+5di9h8jXq0VFkvldb6titmglWPtTgqdSphU7Tbrc9Hm9ke7jvJ/q6fk1PMOxwPcuQG/TVFHWWOoe5zaWNKiDO9rVXDm9mVRU7VPF3HsnIBaHRuud3ejka9iUkf621HO9WG+s5tNnnjD3ON1UTorne/T5+T2DG3J4Fy90kdNpnS1LNndlK2ST6zVVvuRD39q8D58+EJVMm0woadi+FT0bUf1KrnO9yp6zt1XgfK9lYn2zEbYnL2Dk5/zCsX7Mn3nYFdzTXyLt1EV/qQ69ybrnQSxfsjU95vp0zTSp0xu9ymy3+G8rVxnX1f/AKn7vjq41U9yuE9RUSLJNNIr3OXeqrtO3ckcstHp/acfnJViXHQ9qodPpfKSL1Hb+TZc6eWNP9JZ955VHjh+m6yY9nqt46Yn7Pp/ieccu9VJTaCakL1Yk1VHG7C+M3VcuF6sonqPRl8Y8w+EF/mRTftzP3Hnp3vw5fnXA4idfRE+r58ZE523C4Pefg7zyus15pXqvNRTRytReCuRUX91DxGHZEzsPa/g8f0W/fWg/wB4cGm/Eh9vx6rm0VcT/wB6vWuB818tLscplx1f0cP8JD6VVdh8zctOU5S7j1Mg/hMOzV+GHy/ZT+aq/wDz+8PojR6kbRaPWymYmEipYm+nUTP2nLcaaSsttRSxVD6Z08Tokna3KsymMomzaWtNSyqtNDURqismp45EVOhWIpe41K0VuqalsD6hYI3S8yzxnYTOEN0Y5HiXeedVMx4s/rl5LLyHQKqaukD/AE0v/wD0EfIdTovhaQSKnVSY/wB4Zb+Wy3xuw+0VWP1ZmqG8uFnX/wBpr/8AEz8Tk/8AH/7l9Xnjk09P2ejWKgdarTR2+SpdVrTM5vnnt1VciLs2ZXcmE9Bi6aUbazRG9QPTKOpJXJ2oxXJ9qIdCdy42pHeDZqxe2ZiGNceWm11Vuq6XvPVt56F0Weebsyip95sqv2+XliXn2eDcQ9oi9XT1znyeORSa7GqchiUXhNd1KZJ5b7muMT0WQ9y5Asfyduf7Wn8NDwxu89x5AF/7t3P9rT+Gh06X8SHi8d/ka/p93py+Mh03SXlFs2jl4lt1xirFqI0aqrExqousiKm9ydJ3JdyHzRy0o+TlMuLU/Rw7/NMO7U3KrdMTS+V7O6Czrb9VN7aIy9N/yyaM/obn7Fv/ANjdaP8AKJo9pBXR0lFUTw1Mi4jbUxaqOXoRUVUyfMXc7k4p6zNs1PVLd6NtNnn1njRiR79bKYwcsaq5l9Ve7N6CaJ5cxPzfXqtbhWvaj2qioqKmUVOKKeF8sWg9JaHNv1lp+ao5JNSogb4sLl3OanBq9G5F7URPepXZnf2nVuUuGObQK/RyeL3OsidrVRyfaiHXftxXbfLcF1l3S6um3RPuzOJh1PkBo2MstzuGPjJZ0hRehGplf3vsPVE3Hl3wfKtJ9Fq+mXCPhqNfGduHNTb/ALB6imwaX8OGHaDPt1XM+auWm+T3PTWqpFVe5revc0bM7EVPGXtVfch0VlO9yZVdQ7tyuWmS28oVwe5Hc1VqlTG7GxUem31LlPQdWPNuZ5py/Q9FNNGmoi1tiHoHIZdpaDSnvW9f5rXtVrm52JI1FVrk69ip6T6AToPn7kWtk1VpjDWMYvM0THPkdwRVarWp2qq/YvQfQK9J36LPK+G7VTROpiad8dXj3whqePmLLXbNfWlgd0qmEcn3+s7FyFLnQJf22X3MOt/CLqWJR2KjRfjFfLMqdCYRE+/1HYeQf/MBP2yX91hhR/MS69Rn/gqJn1/eXoe9EPlPlLrJa/Tu9Okc56sqXxN6mtXVRPUh9V62FRD5Q00RP5f6RJ0Vs/8AEUazyOyOOe5V5xENC2ne1zXbD6v0ErX3HQyz1UzldK+majnLvVU8HP2Hy4fTHJev/h3ZfMr/ABHmvRz78u/tTPPpqZneJ/aXZ3Jlr06j45pl8KTqQ+x97sHxrSr4Uueky1u8Obsj+Fd+cfu+v7J+RLd+yxfuIYmmv+Zt+/YZv3FMuybbLblT6LF+4hi6XMWTRK+RtRVc6hnRETivNqdVX4b5qz7uvjP937vk6h8n6Tsuhn+eNj/bYf30Ot0niek7TyfQPqdN7IyNqqvdcT1xwRq6yr6kU8imOsP0zU+CqZ9JfT557y6/+XlR+0w+9x6G7cee8uaf+HdV+0w+89a/+HL834P/APIW/nDzPkUvsFm0nbHWPbFBWQrAsjlwjHKqK3PRtTHpPotUVHYefGzNsDOw77ofyoXnRynioq5jbhRRoiRsmVUkjZwRrujtReo49Pf7vpOz7DjnAp19Xe2p9709Xv8AcrXb7pFzdyoKWrRuxvPwo9U7FVNnoOqXDkt0Urmrq0L6R6/Kp5FT7Fyn2GHbOV/RisREq3VVBIu9JWc431tz7juNn0gtF6RFtVypalcZ1Y5PD/wLt+w682rj5WbfFNB/dTEfPH+HjGl/I9W0MUlTYZe7omZVYVbiVE6sbHejC9R5nDT82i84i627sPsZyLnYeH8uVhioblTXaljRja3LZkRMfGp8v0ovrRVObU6aKI5qX0XA+PXNVX3F7fyl57o/pTe9F5Hraa6SKN65dEqa0bu1q7M9e859JNPtIdIYH09wuD+5FXbBC1I417UTf6cmNa7RW3edYLdRzVT8ZVsMeuqJ0r0J2mRddErrZkR9ztdVAxVwkj2Zaq9GsmzPpOSJqx02fRT7P3ma4jn+mWhoItqvXsQzSMYBrLlXNOUgAMQAACCQBBIAAAAA0ADMunlovMx/uIYZl3Py0XmY/wBxDELO6U7IAAUABFaUAGx2gAAtwM2yflWl8833mFwM2xflWk8833mKT4ZYkvlX9qlULz+Vd9ZSiBfIBUsUAABIAAAAASQCgSQCMV2klCwH0fyGXJtw0KSkR/xtvndHq5+Q7wmr9rk9B6G5Mnz5yD36G16R1VFVzRw01bBhXyORjGyN2oqqvVrp6T3Nb3Z0Xberan/y4/xPT012JpxL867QcOuU6uqu3TMxV1bBcN2Hzry+Xbu3TFluY7MVBC2PCbtZfCd70T0HvDr/AGOJdaS8W3DUyuKuPOz0nyVea+W636ur5/KVEzpl9K5NeruRiIh6PZbh9dF2q9cjGI6fVjtbhp9C8g9z7t0OmonuzJQTqiIq7o3bU+3WPnrX8HVPSuQq9QWnSippq6ojgpqunVFfNIjWI9q5btXq1k9JzWK+WuJe/wAa03tWkro846x9H0Lgtg1n8obIi4792v8A1uP8QmkNj3uvdq1U2r/PI/xPT7yn1fm1Ohv5xyT+Twr4QN0Wp0phtzHeBRQNaqZ2a7vCX7FanoPN2JhEQy9I7k686RXCvfnNRPJLt4Iq7EMQ8iuvmqmX6vpdPGm09FmPKH0LyJ6Ssu9g7zzyp3ytyYaxV2yw8FTs3L6D0tp8b0FdU2yvgr6CaSGqgdrRyxrtQ910Q5XbZc4I4NIsW6s3LO1qrDIvTs2t93Ydmn1MY5KnyfGuA3JuTqtLGc7x8fgnSvkitl2qJKmz1S22SRcrCrNaLPVtRW9m30HXKfkPuCyIlRfKJrM7Vjjc5cenB7dQVtJXxc5RVtNVR/OglSRPsMlzebRVeuE6V2G2bFqZy863xvienp7v7x1ee2nkt0eoLXWUdRG6tqKqLm1qpkTMS8FjT5O3C713Y3ZQ8Q050QrdE7t3NUKktLImvBOiYR7fuVOKfdhV+jtINNtH7BErq64xSSpugp1SWRV6MJu9ODwLlE5Qq3S2RIGxJS2yJ2vHCi6yqu7XcvT2bDn1EW4iMPe4Dd4jduTXf60z6/s2XII1v8u4fndzTe5D6KcfOPIbUwUem0c1VUQ08fcsyc5NIjE2onFT32S+2ZU/LNt/1uP8TZpK4ppnLy+1GnuXdRE0RM9P3l5L8JHfYE6p1/hnWOSTSqPRzSFI6x2pQViJDMq7o1+TJ6F39Sqbv4Q1xo62WxNoaumqubZNr8xM2TV2t34XYeVuTPi9BzXa8XeaH0fDtNFzhtFm9HSYn7vsxU1UTC52Zz0mo0isVDf7a6jutNz0OddjkXDonfPYvBfsXieJ8nPKpNYqaK2X5klXbY/Aiei/GwJ0Jnxm9S7uC8D2yzaT2W9xMda7pTTKv5vW1ZE7WrtO23fpuxip8drOEarht3vLOcRtMOipyM2parnHXSsWDPk0jajv8X/A7zYtHLVY7dJQW2ljZTzJifX8NZtmPDVd/HZu2rsNw1FY3PA0t60psdijV1zulNE5PzTXa8i/2Uypl3dq31aatZxHV4omZn4R/p5Pp7yXVFvjkrNHo5amiRMyQ+NLF07ETwm9m3q4l+QzSiKkqZbBWyo2GrfzlM5V2JNuVv8AaTHpROk0vKFyp1ekEclBamLSWt2x+342ZP1l4J1J61PPIHOVuumcsXYcFVyKK80Pt7OivajRTZ1m8/n9fi+zsYOs6V6H2nSeNvfGF7apiasdVCuHonQvBU6l9GDz/QbligWCOi0pbIrmojW1saayr5xv3p6uJ6rbb3arpEj7ZcqSqReEcqZ9Kb0O+m7RdjD4q9w7W8Lu89GYx5w6LQ8j9lp5tesq6uqai5RqI2JF6lXavqwd+t9JT0dHFS0kLIaeFuqyNibET/njxMza1uX7ETip1fSTTnR/R+N3dVwjmqETZBTqkjlXo2bE9KoIi3a6w1XK9dxGqKJzV8G6u9xprNbaq43B/N0lO3XevFeCInWq7D5M0mvM+kWkFVcaryk8mtq5zqpuRPQiInoN3ygad3DS6qRJMQW6Jcw0sa5RF6XL8pev1YOr0sWxZFTsOG/e7yej7fgvCY4damq545/T4Pqrk1XOgdjVPoye9TsDvDjf9VfcdL5P9ILNR6FWaCru9BTzMp0a5klQ1FauV3pnYdg/lRo+rHZvts1VRf8A1Mf4nbRcjkjq+M1GivzrKqopnHNPl8XyTR+NKv6x3Hk1/wA/LJ+0s9ynTqJFRZ0Xgp2zk5nig03sstTNFDCyoRznyuRrWphdqquxDzKfHD9D1dObdXyn7PqF3jbjzH4QjtXQWnX/AE6P+HId3fpVo63Y+/WvPVVRr955xy53uzXHQ2KChudJVTpVxu5uGVHLjVft2dqHo3rlM25xL4Pguiv29fRXXROM+jxeHyUfYe2fB6VVpb79aH3PPEoV+KZ2HsXINcaCgpb73fW0tKj3Q6vPzNjzhH5xlTisVRFcZfXcatzXpa6aOs/7eyHzVyzt/wDEq5JrfIh/hNPf/wCU2j6bO/1rVf2uP8T575WKmmrOUW4zUlRDUxubFqywyI9i4iRN6bDr1VcTTGHz/ZjSXrOoqm5TMdPT4w9K5FNKGXG1d4amRG19Givp8r5WHoTrb7sdCnqLfnpsefHsFRPQ1UFZRTOhq4HJIyWNcK1U4ntehvK9RV0LabSjFFVJhO6omqsT+1E2tXs2dhjY1EeGpt41wKuu5Oq0sZzvHx9YZmlnJLbLzPLVWuoW2TvXXWLm9aJV6k2K37U6jqtPyH3Dnf5xeaNI87443OXHYuD2uhudBXx61DX0lSzphma/3KZT1bGzWkc1iJxVcIbZs2pnLzrfG+JaenuvvHV0Szcl2j9ut1TR1Eb6uWqi5p1RLhHN45jTGGrlEXiuzfjKHhumuidZotfX0VSuvC5NaCdEwk0fT1LwVOC+hT6J0h050esUKvrbpDJLtRIadySyKvRhN3pweFcoXKHPpW+OBlPHBQRO12MXDnqu7Ku4difac+oi1THTd7vA73ELlc1XomaZ85/Z1SFiRIqJlclyrVyiL0knE9+fiv4rj3HkBdraPXROipb/AA0PDUPY+Q+6W632O6NuFfSUr3VDVa2aZsaqmrvTKm+xMRXEy8rjNuq5pKqaIzPT7vXfleCdXvmgtgvVyluNxo3y1UqIjnJO9qYRERNiL0IbFdKdH/k3q2f6zH+IdpXYMfl60/63H+J6UzbrjE4fDaezrdNMzaiqJ+ES0X+THRRf/QT/AOsy/ibSyaH2Ox1HdFroGsqURUSV73Subno1lXHoOZdK9Ht3fy2f6zH+JwzaY6OUzFfJfrfhPmzI5fUhjEWY69G+q7xS5HJVzzE/N2DDUdrHnfLffobbohJQZTuq4KjEbnakaKiuX7ET0r0GJpDyx2S3xvjskclyq/kyPascKde3wl7MJ2nhd+vNfpBdpa26zrNUSrv3IicEROCGnUamMYpe1wLgN6m9Go1EcsR1x5y7XyQaTN0b0ja6tkVluq05mdeEfzXr2L9iqfS6Lt35ymUVOJ8dJEiQpH1HoPJ7ynVOj0UdrvbJKu1x7I3tX42BOhM+M3qX0LwNOm1Hd9J2d/HeDTr/AONZ8UeXrH+XtmkdhtmkduSlucPOI1VWOVq4fEq8Wr925TpDeRy2d05W61iwZ8nzTEd/i/4HdbNpdo/eI0W23ale9fzcknNyZ6NV2F9RvEXXTKPRE6cnXNNq5OZfMWtRxDRR3MTMfDH+WtsdkorHbm0VrgSKJFy5VXLpHdLl4r/zsM2SWKCnknqJWRQRNV75HrhGom9VNHfdMLDYYnrcLrTK9n5mFySy56NVN3pweF8onKZV6TtfQ0DH0lqzlYs5dNjcrl+3G7tJcvU2oxS36Hg+q4he7y9ExHnMtZyl6SppRpVPUw6/cjMQ06Lv1E4+lcr6T2fkLT/uA39sl9zD5yo4lV/OLuTcfQfI1drVR6EJHXXKhpZe65V1Jp2xux4G3Cqcemr/AImZfT8e0+dDGnsxtMPSuJ8pacav+UDSH9tm/iKfSi6U6PN2rfbYv/yGr958z6X1ENTp1fZqaWOWCWrlkbJGuWORXqqKim3V1xVEYed2X0tyxVcm5TMdGBjGFPpfku8Pk9sy9Eb0/wD2PPmjJ9C8nF9s1JoDaYay70FPURsej45Z2o5i84/emc7jVpZimvq6u0Fiu/popojM5/y70zOfCPjSFM1E6N+d959Zs0q0eVVxfrWuz6Q38T5OpPCnmVP+dps1dcVTGGnsvp7li3c7yJjbf6vqrQK5NvGhVpqY3IrmQJTvTofGmqvuRfSb/CKp838nGnLtD7nLT1sUlRaavCytb40bk+W3r6U4+g97tmkNlvEKSW260s2Uzq84jZE7WLtT1G7T3ommInd4vGeEXrN6b9uM0z1dUufJVYKupkmhdVUKPXWWOFzVai8cIqLj1m90V0QtOjWu62RSOqJE1HTzO1pFToTciJ2Ib2euoqSJX1VbTQtTe6WZrET1qea6T8q1uZUx2+wTa8ksrY31z0xHCiqmVai79mdq4TtM5i1b6pZ/5TXU9zEzNPn/ALl6jnCHQuW/ZydVb+ioh/eOyy6WaOI5dW/W3Vzs/nDfxOj8sGkFmrtAamno7rRVVQ+eJUihna56oi7Vwii7cpqtziWPCNBfo11FVdE4ifR0Dkr0Kk0mrW1NWyRlmpl+Ofu51f0aL09PQnoPcdINE7NpBTRwXKhj1Yo0jhki+Lkiam5GqnBOhcp1HgHJ/p9V6IrzTYGVdBIuu6CSRWqi8Vau5F9CntVg5TNGr21rUrkoKld8NX4H+14v2oc1iq1jFW73eOWuI9/3trPLG2P3dIvPIf4aus93j1eEdWxUVP7Tc59SHJojyQVduvVLXXW5Qc1TytlSOk11c9UXKJlUTVTrTK+89hgngqWI6nnhmYu5Y3o5F9RaongpY1fUTwwRpvdLIjET0qdHcWs5eT/zvE6qZtVR+nVffvPIPhCV8TKW0W9rvj1V87m9DdyevwvUdj0t5UNHrEx7aKZt0r9zY4V+KRel0m7HZn0Hz1f71XaRXuW43GXnaiZduEwiJwRE4IiGvU3oxyw7uAcFvUXvab0YiNvi+qNELNS2LRyho6KNrMwsfM5E2yyKiKqqvHq6ENpNDHUQyQVEbJYJG6r45Eyjk6FQ6fyeaZ27SCyUkM1VDT3SBiRTQyvRiuwmNZud+UTOzd6je6RaTWnR2gkrLjVxKqIupAyRFklXoRPv3IbLddHd9Nnj6rS6urWTExPNl836V0DLRpNcrfEqrHT1Do2qq5XVzsz14wane4rXXSe736srp8c5VSumfjciquSdx5c7v0KLc0UxFe+AkgkxYgAAAAAAAAAAgkgniBl3TysXmY/cYZmXTysXmY/cYZlO7GNgFQYslsjJUBWnABsdoAALcDNsf5Uo/PN95hcDPsX5Wo/PM94Srwyw5/LSfWX3lC8/lZPrKUMVjYABQAAAkgAAABIAKAAIBJBIYiplqoURX9H2FywWKsOPWf0Fo0VMqqFgFmeiSF8VUADBxIr8f8Bh/QcwDLmUhaqZVUOYqDFjM5WON8fFhYsZEThw68sa5Rz0XpQPqJ12OlevapzAcy5p9GMjXu3IpzMi+f6jkAJrmR6ZYqY4bDHRknQ/1GSWaMpFUxDE1Hu+T9hlt3AESqqalHxo7t6THeyRi5wvahlkgiuYYy1FSqaqySY6MqcaJI/erjOaBk56adoY8UCrtf6jKbhEwgBGFVczu4ZoEcuU2KcLWyxrnbnpQzQVYuTEYYS1M7kwskip0KqlGMkk3tc42BIyvPFPhhjw0+NsnqMrOzBUsRrqrmvdiVTHufliKuw4eZk+Y42JUuWcXZiMOGljc1H5RU7TmVMtVOoAjCapmcsBIZU2aijmZV+QpsQXLPvpUiTETE44K1KOdEiNTKopygjDPXLXpDL81TkgiekqKrVRDMJLlnN6Z6IOCaDW2s2Kc4MWEVTE5hrlZOxc5dnpQhZp12LI9e02RJlln3tPnDVsikfuaqmTDS42yeoywRJvTIACNQcNW1zokRiZXPA5gFicTlrObm+a8czN815syTLLb30+jW8zL8x45ib5jjZAZO+a9tK9d6Y7TKhgbFt3r0nMDFjVdqnoHHNEkqeFsXgpyANcTictdJBLHuTPYVc+XGFe/HQbMGWW7vo84apI3v3NX1GTDTcZPUZZYJVemdlUTCYQxqpjnOarG52bTKAicNdNU0zlruZk/RqctHE5kiq9qpsMwDMtk3pmMBhVccjpFcxqrs3maDGJa6a5pnLXczL+jeZVHG6NXK9FTJkgZZ1XZqjDjmiSVuF9CmBJDKxdyrjihswZRLGm7NLVI6XO95yx08ki+GionWbAkZZzfnyhq1gl1lw12CO55vmKbUDMnfz6MdkKLTMa/YpjSUsrU8BdZDYAZYxeqiejU4nYuznG9mwa0rl2ueq9ZtgMsu+j0axlPK/5K+kzIIEiTO9/Sc4MUqvTVGGJVRSO8Ji56TDRsmcYfnoNuSZZKb0xGMMajgWJNZ/jqZIBi1VVTXOZAAEABkACABIIAEkAABxKlmhWZdPKxeZj9xgmdd/KQ+Yj9xgmU7pTsAAigIJA04AMncAAqHAzrJ+VaXzzfeYPAz7Jtu9En9cz3gq2liVHlZPrL7ypabyr/rKcZiRssCpYoqAWAAAASQSAAAAAAAAGKSxQkCwAAEkAASQAiWkkEgCwwqb0+0nYEQAAJBGcJlVwhZqdnrIYkBO3oVfSQEWBUsREggkCSxQkMQsVAFgAGITkgkKkEEhisCoAAACwKgIsCpYKAAiJCJjcqID1HkMoKaruF2dV0sNQ1sDcNmiSREy7fhU6jZbo7yqKWnVamNNZqvVRmIeYYVPGwpU935YLbQ0mhvP0dBRQyLUxMWSKnaxyJ4fFEzvRDwdq5LdtTbnDDQ6unW2e+ojEAANTpSCEyu7HpUu1ez1gxKVaqcMDY9N+T6G5MrTQyaB2qWaipZZJUkcskkLXKvxi8VTqPK+V11JFpzWUtNFFC2CKJitjRGJlW625PrJ6jfXZ5aIqmd3naXiVOp1Fdimmc0+f1w6WBrp0p6yMou40PRxKQCd4RUk2FLZ7lVRo+nt9ZNGu50VO5yL6UQx6mjnpX6tRBLE/oexWr9pliWPNTnDHABiyAAABl0lBV1jv5pTVE/monO9yGRVWa5U0ayVFurYmJvc+ne1PWqGWJYzXTE4awFla5N20GLIBUs3C78p6QYAMp1esjKdKepAYlJJXZ0p60J1k+cnrBiUggBEggZAkEDIEggACSABIIAEggZAkjIAAkgAAVGQLAqMhVgVBUMgAihZpUFGZdfKw+Yj9xhmdddk0XmI/3DALKRtAAQRUjJAaFakAGTtAAVAz7F+WKLzzPeYBm2L8sUfnme8xJ2ljS+Vf2qUQ5JfKyfWX3nGgPJAAMgALEAFSwAAASCCQAAAAAASQAJLFCQxWBUsAAARJ3LkjghqOUK0xVEMU0TlkzHK1HNX4t3Bdh007vyMbeUW1f3v8Jxlb8UNGsq5dPXPwn7Po11itHG023/VI/wADpXK9a7bSaA189PbaGF6PiTXipo2ORNZNyomT0J+1EOj8tX/lzck6Xw/xEPTu0Uxbno/OOE6m7XraKJqnGY85fM+c7U3Fjjh8mhyNPIfp0uycnUMU+ndkinjZJG6pjRWSNRUVOtFPpuWy2lHfkm3f6pH+B8zcmmr/AC+sP7VGfVKr4SHoaKImJy+J7VX7lq5RFEzHT93Q+VW22+m5PLzLS2+khlRseJIqdjHJ8YziiZPm1FR21u4+nuVzwuTa+p+pH/EYfMECarfSadX7tb1ezNdVzSTVXOZzP2hYDClsHM94AJ6tvrCYAMAipBBIYhYrku3eU83caTk40nqoIZ4ra1YZmJIxe6IkyiplF2uOWo5NdJqajqqmaiiZBBE6Vyuqo12ImV2Iq9B9AWNNWyWxicKSJP8AYQ49J1xoxef2Kf8Ahqd/slPJl8XHaS/Op7nljGcefr83yaCGuVyuVUwScD7SY6hJAIwAWwqbyAAIJAAACy+MbKy2muvlwjobbTumqZNzU4J0qu5E61NbnwWuPo3kqsMVn0WpalYk7tuEaTyyLv1V2tb2Y29q9hts2u8qw4eJa+NDY73GZ2j5tPo/yS2yjiZLfJX3Cq4wwuWOFvp8Z3bs7DvlpslstETmWu3wUusmHOib4Tk613qbF2Guwhp6bSK01F7daqavjluDEVViZlcY3oq7s9WT1KLdu1s+Cv63W8Q5pmZmI3iNohm19vornS9zXGlhqafWR+pKmUym5Tpd45KtHKxj1oWVFvlxsWJ/OR562uyvqVDutdcaO3RxPr6qGmSV2q10z0air0ZUyEVFajkVFRUyiouUUyroor6S1afV6zSUxNqZiP0/w+ZdMND7roxUYq4ecpHLiOpZtjd1Z4L1L9u860fQnKzpdSaPWSW3Ojhqq6viVqQyprsjjX845OPUnSmeG353hk10zg8u9bpoqxS/Q+GX72q00XrtOJ+/xe9cjFooJtDZKiooaWaWSsk+Mlha9cIjNmVTdvO+957Yv/tlD/q8f4Gg5J4+a5PrRq/nEkevpkU7LcKqOgpZqupdq08DFke7GcIm89CzREW4y+F4pqbtzW100TO+F4o46eNsNPFHDC3cyNiNanYiGPNa7bPM6ee30Uk71y+R1O1VdsxtVU27DrLuVLRJHY75P/1eT8CF5U9EceHcnJ/8eT8DLvbfrDCjh/EKJmqKKsz8JdnSx2dPGtNt1v2SP8D5p5RGxw6eX2GNrI421b0RrURETsRD21eVDRF7spdHemnk/A8L0nuFDcNPbhXR5qaGar53ZlqyR529mTk1M0zEcr6bs/Z1duuv2mmYjHTOfX4t3oHoLXaVOWdHNpbcxcOqHpnK8UanFfsPb7DodYbDG1aGgjknTfUVCc7Iq9OV3ejBz6I3a03mxwPsaxpTQtSLmGJhYccFT7+JtKqogoqWSoq6iKCnYmXSyuRrUTtU22bVFEZeTxTiOs1F6bFETTHp5/VkKqrxUpI3nYlilakkb0wrXplF7UU88rOV/RWnqHRRrXztRcc5FAiNXs1nIv2Ha9HNI7VpHQuqLRU86kapzkbk1ZI160+/cbou265xEvNvcP12mp725TMR6uqaZ8m1uuzZqiyRR0Fw3pE3ZFKvRj5K9mzq4ng9VTzUlTLT1LHRTROVr43JhWqm9FPrtfCTwd54ry6WZsNdS3mJuO6GrDMqJ8tqeCvpbs/snNqrMY5oe92f4vcuXPZr05ztP7Oi6LaN3DSSv7ntsOs1MLJK7ZHEnS5fu3rwPctGeTuxWWON01Oy41aeNNUNy1F/Vj3J6cqYHI/fLVW6Nx22hbDS18GXTwpsWX+tTK5dwz0dSYPQnbGKuURETKqu5Bp7NGObdr41xHVd7NiiJpiPzkxqsRsfgtTc1Nyegs1VTcuqdFvfKhozaZ3QNqZq6Vq4XuViK1F+sqoi+jJl6L6f2LSaVKeiqJIKtd0FQ1Gq76qoqovZv6joi9bzy5eRXwzXxR31VM4ZWkeh9kv8Tu7KOOKpXdUQsRr0Xrx43pyeAaZaN1ejN3fSVTdaJU1oZkTZK3pTr4KnA+oHKmccTpXK1aEu2h1TIxmaii/nMa426qbJE9W3+yhp1OniaZqp3d3A+L3bd+LF2c0z0+T52XwvBPp3Rmx2yLRu1JJbaF8vckSuc6njVVVWoqqq43nzA3wnNROOw+vaaJIKWnh4xxMZ6kwatFTEzOXrdpr1Vq1RFE4zMsRtmtfG12/P7LH+BLrPa/8A8ZQf6rH+BxaQXugsNE2qu1R3PA56Ro5Gq5VdhV3Ii8EU64vKlogi4bcJl60p5PwO2qq3TOJfL2dPr9RTzWoqmPXq7Slotf8A+MoP9Vj/AAJZa7Y3wmWu3a7Eyn81j3+o6qnKlogu+5vTtpn/AIE/5T9DdR6d98KrVRM08vR9U11XLWN4dVnQcSi5Gaav1fOjXtV7kau7eDHpHa003HrMg8p+h1U8sgAMWIAWAqCxUAAABYqAAAAAAAAAAAAAgASCAUSMkACRxIDSjMu3lYvMx+4wzMu3l4PMR+4wlJO6U7QAAMgAAakAGbtAAEDPsmy60nnm+8wDOsv5UpPPN95iTtLFqPKyfWX3nG05ZvLP+svvOJpkeQAAAAAFioILAAAAABJAAkAAAAAJaQAJLFSwYqlgAJO8cjH/AJjWvtl/hOOjfJO9ci+3lGtX97/DcZW/HDk138tX8p+z6YfuOjctn/lvX+ei/eO9POicty45OK/zkP7x6138OX5nwf8An7fzh8zw+SaWOOHxEOQ8aH6xU7TyZf5/6P8A7Yw+p3b2nyvyaLjT6wr/AKZGfVLvGaejodpfBdr/AMS38v3dN5Xs/wCTe+Y/Rx/xWHzVaI0mq4IlTKSTIz1qh9K8rv8A5cXr6sf8Rh836ObbtQp/pLP3kNWr/Fh6fZf+Qq+c/aH0vNyb6Ite9EscKoi7Pjpf/uabSXk3s0tlkhsdohhuMkkbI5nTSKkSZy565cuzCKm5V2no07lbI7VbxKYRx29xRNOMPk6eL6q3e5ormceUzOHR9G+TDR2zxMfVU6XKs3rLOnxafVj3Y7cnaW2a1I1GpabcjETGqlNHj3Gl0j080f0dnWnuFcslSnjQ07OcVvbwTszkaO6d6P6QTpBba7m6ty4bBUN5tzuzgq9WcmujuaPdh06iOKainv6oqwwtIuTjR+9NVY6VLfVcJaZNVueuPd6sL1nhOlmjNfo1c30ddGmN7JW+LK3pRf8AnB9V8PCOtae6PM0m0aqKRGItZEiy0rsbUeieJ2O3epeBrvaamYzRu6uDcdvWrsWtRVmmfXyfLZJDm4c5Aec+/XZvw4+jLTyeaMPtlA+a160slPG+RVnl2qrEVV8bpPnNq/KcfR1t5RdEo7fRxyXuNJI4I43J3PNsVGIi/JOjTcmZ53gcejVzbp9kznPXDuscTImRxxpiONiMYnQiJhDjqaeOpglgmZrQSsWN7VXGWqmFTYcsM0c8MU0a68UrEkYu7KKmUOOqqIaWnmqJ3asEMayPdjOGomVU9WMYfnkxc7z/AO2frl1tvJxolsxZY0/v5f8A7Hz/AKa0dLbNMLvQ0TOapoKh8bI8quETrU98/wApmh6f+9s9hL/9TwjSSWPSXlGrnWhe6WVtViBcKnOa+ETfu9J5uo7vEcj7vs/Grpqrq1fNjHnn92Po3o/cNIbglJaoecfjLnquGRt6XLwQ9p0b5KrHb4kdd9e51aptRXLHE3sRFyvaq7ehDs2h+j1No1ZIrfSojpV8OebG2WTivYm5P+pv0REQ32tNTHWp5PFOP3rtybOlnFPr5y1kGjtkp24hs1sZsxspo847cGBddCtHLlGrZ7RSsX5L6dvNOTr8HGfTk1925TdE7dVOgluElS9q4ctPEsjUXt3L6Dd6P6R2rSGmfNZq2OoRvjswrZI+1q7fTuNkTaqnl6OCujiVmnvquaI9eryXTbktqbdDJW2N8lZRs2vhd5WNOnZscnYiL1cTy57cOw4+wNuUVininLVooyhqG32gYjaeofzdRGiYRkuPG/tYX09pzanTRRHNS97gnHKtVV3F7fyn1eThFIcMnC+qwu5cZPrizKxbNbFj8mtLFqdmomD5Hz4OsfQfI9pRBe9HIrdLKiXGgbzaMVdskKeK5OzcvYnSdmkriKsPnu0mmuXtNFVEeGerud1ppay1VtLTyczNPBJEx/zXKioi7Dxnkx0duVi5Rmw3SllgWOGZUcqeC9MYyjtyptPclXwS6ue6PGsuOg7blmK6oq9HyWi4nVpbNyxEZiqHl3wgXauh9Aibu7U/huPJtEtP7zozIkdNLz1FnwqafKxr2cW+g+ktIrHb9IqBKG7Qulga/nG6r1arXYVM7OpV3nlekvI0qtfLo/VpIibUp6hNV3ocmxV7UTtOa9au83NS+l4JxPQ+zRpdR8d9nkt7u9XfbpUV9fIslVO7XcvuROhE3IhWJmozrTapkXC01NorJKeugkhnj8ZkjMKn/PScTcq9qJvXYhwznPV9ZVXRNERb2fVWhMHc2iFjjxjFFEuO1iL95gcp8vMaA3pzVw5YUjT0vRPvOx0ECUtBSU6fmYWR+pEQ4qyjpqyPmKyCOeLWRyxyJlqqi5TKcfSetyTNGIflftFNGt76vbmz+r5XtmiOkV2jSW32irlgXdKkSo1exVwimRX8n+lNFGslRZ6xI0TKrG3nMJ16ucH1TvTcNqeIhpjRR6voKu2Fzn923GP1fGaQvZ0es5GQuaqrlE2H03proZb9JqeRzoIoLpvjq2JhVXokx4yde9OHQvzxebdU2m5VFDWwrDPA7Uc1f+dqcUXihyXrVVuer6Th3F7XEaZ7vpMbxK2jGkdforeI6+idtTZJGvizMztav/OwjTDSu46VXFam4TO5rWXmadF+LiToRPv3qa5zUczClY4Eaud/QaornGHoRRa5+9mPe2yx2QOcmcYQ7/yLzz0nKFRRw7WTxyRSInFuoq/YqIvoOmntvIros+ljdf66NWvljWKla5NuqvjSencnVnqNtmmaqow8/i2rotaaubvnEx9ZequbhTzfl6lazQiJF8Za2PV9DH5PSfHQ8J+EJfWz3Sjs0S5SjRZZsfPciYT0In+0d2qnFuY9Xw/Z3Tzd1tMxtHV5lQ1dRQVUFbRTSQzxKkkcsa4Vqodj0m5SL/f6GOiqKhIYNTVlbAnN8+vS78N3UdZi8knYRzDUkzw6DzImYjEP0eq3auVxXcpiZjZisjkl3bjMokmo6uCaF+JIno5qpvRU3F24RD0Dko0SW/XVKyriXvbTOR71XdK7ekf49XahaKZmcQ1arVxZtzXc2h9ALmSONzkw9Woqp14NdpRqt0UvSu8VKGfPs1Nm9VV+V3qef8tl+baNDJKNjv5xcX8yicUYiorl9yek9a5PJb6vzTh1qdTr6eSN5/28D0chWtvtDAiZWSdkeO1yIfXs23WPlTkwi57TmyNxn+eRr6lz9x9Vu25OfRR0l7va6r37dHwl5Ny/yubYrVAzOvLO52OxuP8A+jzCg5O9K66NJYrNUMau1FmxDn/EqH0+6GF89PLJBFJLDlYZHtRVjzv1V4bk3HMuxcuXabK9N3lU1TLk0naOdFpqbNqjMxvMvlC8aE6Q2eFZrha6iKBN8uNdidrkyiGh7mf0J6z7L246TzfTzk5pbrSS11jhZS3BiK5adiYjn6kTg7s2L9pou6SYjNL2eH9qadRVFu9TyzPn5PAqaJYlfnG0yGkOTDsO2EnE+hqnM5WBUgxYrgoSBYqQCiSxQEEggASCABOQQAAAKAACgAAAAACABOQ0ghu8DOu3lYPMR+4wjMuvloPMR+4whKU7QkZKgMgAAasAGbsAAA4GfZPytR+eb7zB4GbYvyxReeZ7wk7SxpvKO+spRC8vlZPrKcaGJ5IABkAAAAACwKliAAABJAAkAAAAAAAEggkMVgVLADvXIvs5RrV/e/w3HRTt3JTVNpOUGyOeuEWfm8/WRWp9qlo8UOfWxNWnriPSfs+pH7jonLiurycV/nIf3jvq7TrPKDZ5L9oZdaCnarp1jSWFqb3OaqOwnWuFT0nr3IzbnD8v4XXTb11uqrbMPlGHxELENbqJgk8d+sS7TyZMV+nljRPpbF9R9Tu8Zp898iFinrtK4rjzapS0KLI9y7lcqKjU7dqr6D6E1tmT0NFHuzL8+7WXKa9RTTE7R+7p3K14PJ1e/qxp/wDtYfN2i/5Xt/7Sz95D6D5b6ltPyfVUauw6oniianTvcv7p8+6Mfli3/tUX7yGrVT/Ee32ao5eHT8Zl9iTeVf2nUuUq7z2LQm41tI5Y6nwYo5E3t1lwqp14ydrl8q/tOmcrNDJcuT+5RU7deSJWT6qb1a1cr9mV9B23M93OHxvDooq4hRFzbL5fcr5Hqu1VXeqlo2vY5HIu1NuxS7E1ULtPHiH6xM04xD6g5N79JpHodR1tS5X1kaup53L8pzdy+lFT05O2NXDsnRuR63SW3QKnSdFa+rmdUtaqbUauET1o3PYqHeN57FnPdxl+UcVpop11cWtsvk7TmnjodNL3SxMRkcVVLzbU3I3WVUT1Khozf8o87anlEvz41yzuyRnq2fcaA8id5fqNrPdU53xH2CisXndbgXLJwMWcTh9fWHbYbX10cP8ADQxdLNmi16X/AEGf+Gpk2P8AIVrT/RIv3EMbS3/NS9/sE/8ADU9mPw35TRidfH/6/d8hpGr02HovIVbm1OnTJpdvclPLOnbsan72fQefN8VT07kEqWxaaSwuXwp6R8be1Fa73MU8u3ETXGX6bxK5VGkr5fSX0CqbDzHl00gltmjtPbqZyxyXFXo9ybF5puMp6VX7Os9QcmDx34Q9tkntdpuEbVdFC+SB+Pk62Fb68KejqZnu5w/Pez9uirXUxc/7Pk8Ma10m5NhudF7vV6O3mmuNHIrJInbUzsc3i1epTXsREYiHNBC+omZHGxZJJFRrWtTKqq7ERDyqX6bcnNM01bS+v6WaOpp4KiHyU8bJWdiplDT6c0DLhoXfKZ6ZzSSSN+tGmun2tQ2dqpu4rXR0n0aCOL1MRDA0vqW0uid8neuxtFN9rFRPtU9ietvq/J9P7mup7r+7p+b5QRUdhU3KQcNO9XNcnQcp4z9VqjErtdhuC1PU1FBVRVVHLJDURLrtfG7Dmr0opxnatBtC63S2oqGUz208MEeu+aVFVqLwbs4r9ylpiZnEMLl2i1TNVycR5u0aMcsdbAjIdIqVKxm7n4sRyp2puX7D1XRjS6y6T5jtVXr1DWc46CRisexuUTPQu9NynzbpHo1cLBW9z3SmfC5fFVdrZOtq7lO6fB+a5mmlX+xyfvtOqzeuRVFEvn+J8J0N2xVqbUYnGem0vf1Y7GWoUx846Dy4XCqteilFUUNRLBUNrm4kjcrVT4uTihz8kuklw0n0cqZrs5JZ6ebUSZGoznGqmdqJsyh3d97/ACvk6+D1ex+2RPT0brS3Rqk0rtUtDVRtbVaq9zVCptik4bfmrxT70Q+X5UnoK10cjObqKaXDmuTOHNXcvpQ+v9jlRT5f5S2si5Qr+1mMLVuf6V2r9qqcurojMVPoeymqru012a+sR1h37RXll5yRsGlFGxqLhEqqZMLnpc1Vx6UX0G00s5XbXbWOhskffGpx5Ry6kLfvX7O08hteh97vtvqa610Mk8EC4dqqmVXoanyl6k27UOvLC7OFymFwqLvQ5+/uRHK9j/heH373e423iNvq9F/yxaRpNlyUKsz5PufZ685PSeT3lFp9KqhtvqabuK46qvY1jteOXCZXHFF44XO7efOzYWJwVTt3JVSzS6eWdafWxHPzj8cGomVz1YMrd6uKo6mv4VoarFWKIpmI3jo+m3bEPIuX20MWjtl5jaiSNetJM7pRUV0fqw71p0HrzkyiHnXL05segOFXw1rIkb24f9x26mM25fFdn7lVGupx59PzfPxdzdXxXCmjdUPZHG1XPeqIjWplVXowe38nPJvHQsiuWkUKPqnYdDSO2pF1yJxXq4cduxPMt2puTiH32t1trRW+e7P09Wp5M+ThKpsF40hZq0y4fBSO3zdD3dDehOPZv9oZG1iIjURMJhERMIhKrna7edW0300t2iNEvdCpUXCRuYaRq7V63dCe/genTTTYpfA6jUanjV+IpjPpHotp5pZT6H2J9XLqPuEqK2kgVfGd85f1U/4Hy5WVU90uUtVVyPlmmkWSV7t6qu9TM0kvtfpHdZa65yrLLJsRODU4NROCGNCzUZt3rvPPvXZuS+74Xw2jh1jG9U7y5MElT07k75OJbqsNyvsckVt2PZCux06e9G9e9eHSmu3bm5OIbdTqbWmom5dnENZye6CVWk9QlVV69Nao3YfNjbJj5MfX17k69x9A26hpbdRRUlFA2CmiTDWN4fivWcsMUcEEcMDGxwxtRjY2phGom5EQwb7erfYLZJX3WdIoW7ETe6RfmtTip6dq1TajMvgtfxC/xS9Fu3HTyha9XOls1vnr7hMkNJCmVXiq8EROKqfLmnmlFRpXfZa2ZObj8nBDnOozgnbxXrMvlC01r9La/Wl1qegiX4mnRco3rXpd1nWaaL84voOLUXpuTiNn1/BOD08Oo72vrXP6fBtdH7lV6P19NcqFY0qYFVzecbrJlUVNqdintOiXK/bLg2ODSBne6pXZzzEV0S9vFv2p1nhaaquNkzRW7VNllu1LQvlt8Tla+Ru1UwmVXG/HWa7Vyqifddus0Wl1kY1XSfKdvo9R0r5Z4KeeSn0apmztTZ3XO1cO62t347fUdUg5ZNJWTa0zaGpj4xvg1ftRUU88jgVfG2IcnMMTpMpvVzOclvhOgtUcnJE/Pq+pNBNK6PS63SVFMx1PPCqJPA5c6udyovFFwp2jGFyeF/B5pp0vl0mai9yMpdR68NZXJqp9jvUe5p4KK5T0tPcmunMvz7jmkt6PVTTZ23+T515ZbWy16c1LoW6kVcxtU1Ot2Ud/tIvrOjrtPSfhFSomlFnRN7aNM9iyP/4nmp5V6MVzEPvtBXNzS27lW8wkEA1ulIAyRAEZGSqkDJGSCQRkFEggASCABIIAEjJAAnJAAAAAAVLACG7yA0qs66eVi8xH7jBMy6+Wh8xH7jCLO6RtAADFQDICtYADN1gAAlNxm2X8q0nnm+8wk3GdZPytR+eb7yMZ2liz+Vk+spxNOWfysn1lOJpVjYAAAAEAAFAsVBBYFQBYFSwAkgASAAAAAEkAMUlihIFjlp5n01RHPA5WyxPR7XJwVFyinESDd9caKXyLSXR2kulOqI6RuJo0/Nyp4yfenUqG5xs2HyloVphctELms9GqS0suGz0718CVPuXoX/ofQGi2n9g0jiTmKyOlql30tQ5GOz1Kux3o29R6On1ETHLVu/PeMcBu2Ls3bMZpn08nDpPyc2DSCokqpI5KOteuXS06oiPXpc1Uxnsxk0FHyL2mKXNVc6yaP5scbIl9e09Vcx2oi6q4XiV1H/ONk2bUzmYcFvjHELVPdxVOP++rAtFqobRb46G207aembt1U2qq8VVV2qvWZyIj/BQ4K+rprfTrLcauGlhT5U0iMT7d549ygcrUXMz27RTW1pE1JK5yYVE482m/0r6E4lru02oNLwzV8Tu80xvvMtPy7aSw3K9wWqhkSSnt+Ue5F2OlXfjswiduTz+weBdbev8ApDF/2kNY1yyyeF6TaWLbeKFP9IYn+0h5k1zXVmX6Rb01Ok08Wbe0Q+wHpmR6dZxquFOSVfjV7TQaZXh+j+jtXdI2Ne6mdEuq5cI5OcaipnhlFU9mZiKcy/JaLNd6/FFveZw6jpJySWq61L6i11DrY+Rcuj5rnIs9SZRW9m1Di0d5H7dRVCT3esfX6q5SFjOajXtXKqqdWw7hojpjadKadFt1Q2Orxl9JKqJI1er5ydafYdlbrr8lUOeLNqr3oh7l3iXE9PT7PXMxPy6/m4URixtaxqMREwiImEROo1mkt7g0esFbc6hyasDfAavy5F8VvpX7MkaR3206PUyzXeujp24y2LOZJOxu9fcfOXKNpzVaXVjY2ItPa4FXmIM8fnu6V93rVV69FFOI3ZcG4Ne1d+LlyMUxvPr8nU1ldPVSTSLmSRVe5V4qpc4oUwmeKnIeW/RKt+iSU4onQQCMY3fXWjUzajRqzTtXLH0UOPZoZlVBFUQT08ya0MzHRSNzjLVTCp6lPHuSDT2kp7fHYL3OynbEq9y1D18HCrnm3Lw2quF9B7UxmtGj2KkjFTKOauUX0nrWblNdEPzLinD7+j1NVVMdM5iXjrORKlWpVy32RsOt4KJSprY611sZ9B5rbqmq0Q0tbNGirNQ1CorV2a2FVFRe1PefVjo1RqqqYRN6nzZyyJQfy3nnt9ZTVMdVG2R6QPR/NvRNVUXHHYi+k5dRapt4ml9LwLiGo1tdVrVdYx6PoW219PdLZTV9DLzlNUsSRi/cvWm5ewm40kNdRT0ldCyemnbqyRu3OT/njwPm/k909rdD6t9PM1aq0SuzJTquNVfnsXgvv+1PfdHdKbTpJEklqr45HLvgkXVlb2t+9ModNq/TcjEvE4pwe/obve2szT5THl83QrpyMUskyvt14kp4lXZHPBzit/tIqZ9R2bQvk+tei8iVfOvr69PFmexGti+qzbhetVX0HdURV8ZBJiGJ8r1SONiZVzlwidqiLFqJy0VcX4heo7qZ6fLqjcmw8l5etJ46O1Jo7TyItVU4lqcL5ONNrWr1quF7ETpM3TrlWt1njmptHnx11wwqc/vhiXpT5y/Z27j5/rKupuVbLU1kz56mZyvfJIuVcq8VNOo1EY5aHt8A4HXTXGq1MYxtH7opkxGq9KnKQxNREROBY899fXOZbTRy0y3y80tvpHRRvnfqI+Z+o1vSq/hvXgfUej9opdH7VDbqJq81Ftc5d8juL161/BOB8krjB37RHlZu1laymun/AGrRN2IkrsTRp1ScfTn0HTprtNuerxeNcP1GttRFmdvL1+r6Br6KmrqR1PW00NTTu3xzNRydu3j1mk0f0Msmj90muFnimgkkiWJYll124VUXZnbw6TE0f5Q9GbwxqQXFKeZfzNWnNKnp8VfWdrgljmZrwyxyM6WORU+w9GO7udXw9yNdoom1XmInePJp9L9GaLSq3U9DcZJmwRTJN8SqIqqiKmMqi9PQZNjtFFY7dHQWqnSnpmLnCLlXKu9VVd67P+UM2pngpIllqJ4oI0XGtK9Gp61OsXjT/Rm1I9J7rHPI1F+Lp0WVV6sp4PrUlXJRPNJanWaq3Fi3EzTHlGzsdfWU9tpKiurJUipIGLJLIvBE+/gicVPmuxWqq5Q9Na+SBWRc9I6qmlcuyJiu4dK7URE/6nLyjcodXpYvclO1aS0xrlsCOysi/OkXj2bk+06laK6rtdTHWW+aSnqYna7JWb0/E4b16Lkx6PtuD8Ir0WnqmZxXV+UPru0W6mtNrp6CgZzdPA3DelV4qvWu86/pJoJYtIZVmrKV0FYu+oplRjn/AFkwqL2qmes6nohyw0NwjZT6StbRVexO6IkVYpO1u9q+tOw9OoK6luMXOW+qp6pnzoHpIn2HXRVau04fKaqzxDQX5uTmJ9Y2l5U7kVg19mkD9TO5aPb6+cO96J6JWzRenc23MllnkTEtRMqK5U6ExsRM7cevOEOxqmDimkZTxPmnmigiamXSSORqJ2qplFm3bnMNF7i+t1dPdVTmPhDl8Xxd54V8IDSJlTcKOxU7kc2lzLOqL+dVNjfQnvN9p1yt0NvhmpNGXpVV6oqLVKnxUX1UXxl+ztPB3SS1dU+WZ75JJHK57nLlVXiqnPqb0Ve7D6Ts7wW5Yq9qvxjG0fu+jeSXRK22yxW+7tRZ7jVwJJzkqJiFF4MTh27+zJ6DldbB13QGto2aE2SJayn1mUzUVFmblF9Zuu7KXXz3ZTe2Z+JvsctFMYfOcYjUX9TVNWZ6/o5X52o3YuNi43dZ0C58lFmuVbLWV1wu008ztZ8jpWKqr/hO993Uv0qm9q38Sza2m+k0/tW/iZ100V7ufSX9XpM9zExn4PP4uRzRxjU/nFzX+9Z/9DQaecm9k0f0UrLjSTVzqiFY0aksjVauXoi5RGp09J68lZTI3+lwe1T8TpfK/U08vJ5c2xVMEj9aJdVkqKuOcQ57lq1yz0e1oOI6+7qaKLkziZjLqPIvopbbjTVF4uTGVL4Zuahgd4jFREXWVOO/CJu2Lv2Y9p8JXZPMOQOaJNEK1ZJY2KtYuxzkT5LT0ruqm1f6ZTe1T8TZpuWmiMObtBTqL2rqiczEbOXB0/SfQK16TV3dV2rLmsiJhjI5moxidDU1dn3nbO66df8A1VP7VCe66f6VT+1Q21xRXu8zTTqtJVzWcxPyeef5GtGc55+6e2j/AP8AMs7kf0cd4tRdG/30f/8Amegd2U/0qn9qhEVVA5yJ3RCuVx5RDV3Nr0elTxXiM1xzTP5PnPk30Jm0uvVS1X81bKNyd0S58LCquGNTpXC7dyepF+i6Wlgo4IoKSNsMMLUjZG3c1E4HyZabzX2S8SVlsnfDPDK7DmrvTO5elOo9z0R5VrRe2MhvMkdsuG7K55mTrRfk+n1nPpq6Kek7vc7Q6LV36ablvrEeUfdl6Rcl9ivD3y0iPttQ/avMIixKvm13ehUOuQ8isTZkdPfXviztbHTYVU7VcuPUp61TTMq4udpZIZ4v0kT0cnrQ5MP6zomxamc4fPUcY4hZp7vM/WP8tRo9YqPR+2JQ2uB0cOdd7nLl8july8V+w27cOTaqI1N6quEQw7rcqC0U6z3atp6SNEzmVyIq9ib19B4nylcqbbpST2nRxJIqKTwZql+x8ydCJwavrXq2lru0WoxBouGaviV7nrzid5l07lQvsekWm9VVUq5pGKkMC9LWpjPpXK+k0viuMOlbrSaztybjMU8qZmZzL9Gm3TZoptUbRGABxUxYLAqALAqCCwAKAKgCwKgCwKgCwyVAFgVAVYFckZAkEBoEgAAG7wG7yjLuvloPMR+4wzMuvlafzEfuMLJZ3WNkggGIAADWgAzdYAAJ4GbZPyrS+eb7zB4GfZNt2pU/rme8JVtLEl8q/tUohabyr+1SqGJ5IABkAAIAAKAAIAAKBYqCCwAAEkACQAAAAYgAAksUJAsu041a5nilgFicM2ivt1oUTuS4VUCJwhkc33KZ66a6RqmFvl0/1qT8TSkYToLmUm3bnrNML1VbPVSq+omklkXe57lcq+s4WsVd+w5CSLmKYxSIiImENjYfy3Q/tEX7yGuNjYNt8t6f6RF+8gjdrr8EvsKdPjvSdJ5Zk/8ADi7KnBYl/wD2NO9TRrzjti7zpHLOx3+TW8LhfzX8Rp61z8OX5hw61XTxCif/ALQ+X2vkZqvjVUVNqKi4VDaN0tvzIuabeLgke7VSpkx7zVwr8WhZU6TyYmYfqdVNE+KMuN8sk0ivke+SR21XKuVUhkfF5yFgk1f2pBBJixCSAEUmZrJ4JkUN1uVu2UdfWU2OEM7m+5TjG8yyyzGMS5K68XOvTFZX1c6dE0zne9TCYj3LsQyMEjKxVFMYiFntR6YUx1bJG5FbnZuVDmBGMVTDOp9Kb7TM1YLtcGNTg2okT7zBrrpXV79asqqmdemSRXe9SHIi8EJaiJwLlY7uOsU9WOjFfwwZETUjTwd/SWBik1TKQQSGIUdGjt+xekuAbMd8b2r09h6v8HRzk0quTNbwVoXfxIzzLwebKvkfGxXsz6DOiuaJy16q17Taqsz0z0fRnLzJzHJ+9OL6qJE/wvX7j5oY2Rzc4VS80s0seH6+Og56fZE1DK7c7yctWg0McPsd1E56qRQcX+o5+wA1OiqZndwT0+drFx1EU89VRzNfBLLC5NzmOVq+tDIGCsornGJ6vqDk7qNfQSySVFQiyvgyqyy+Evhr0r0HifLlUK/lBq44nuVGQwphq5TybV+86HKkyuVG7WiGN3OJrNVEN9V+aqYpebpOE2tJfq1PNmZz0+ajIXLwx2mXG1I0wm8kGh6FVyamNUudzvgq7d0HFmT9f1GcC5ZRXiMYYOX/AK3qGZP1/UZwIy7z4MH4zpeU+Nfwf6jYjAyne/BiyI5sEex284sv6HeozwMpFyIYHxnQ/wBRKc5+v6jPAXvfg1/xnS/1FvjOl5nAZTvI9GPStVqPymMiSDO1nqMggid5OcsaGpqaR+tBLLE9OLHKnuNimll9YzVbdrgidCVMn4nC7V4ldRvQhlmSZoq61UsOaolqZVdLJJK5dqucqqqkxQOdtfsQzERE3IiEkyym7iMUwhERqYQsVBGgBAAkEEgCxQkC2QUAF8lRkAMggATkjIADIAAAAAAAoAAAAAEt3kBpRmXbysHmI/cYRmXXZNB5iP3GGPMp2gBUEZLFcgGQ14ADpAAUOBnWT8q0fnme8weBn2LbdqLzzPeYpO0sSbyr+1TjLzeUf2qUBAADIAAAAAAAAAAQAAUWBUsQAAAJIJAAAoAAgAAAXKEgAAGKzSSAALxPdHIyRjlY9qoqORcKi9OSgCtk7Si9q5VW63DPT3S/8Tgq79dauF8NVcayaJ2x0b53ORe1FUxCcFzKRRRE+FEOyMsQ1HO3oW1V6F9RCZzKASrcbyAxWAOWnp5amZkMEUksrlw2ONquVV6kQDjB2iHQLSqZmslhr2p/WRaq+pcKYdy0Wv1sjWW4WiugiTfI+BdVP7W4vJO+GqNRamcRVGfnDSAlW43kEbAEEmIEjcb60aI3y7xJLQWqsmiXdIkSo1exy4QyiM7MKrlNEZrnENFtI2fNO2VOgGldOzLrLWPT+rRJF9TVU61V0tTRzOirIZYZW72StVrk9ClmiY3hKLtu54JiflLHLDBUjNcEDJiJBBIAsPG8Vp2G3aGaQ3CNH01nrnRruesCtRfS7CGURM7MKrlFMZrnDrhJ2yXk70ribrPstTj9VWvX1IppbnZrrbF/7Qt9XS53LNC6NF9KoWaJjeEpv2q5xTVE/VrQAYMgsVAFgVAFgVyALEkcDtvJ1oi/Sy7vifK6Gjgbzk0yJlUTgida/cvQZU0zXOIa7t2m1RNyucRDqrtX5JVT6Tp+TfROGn5lbWsq4ws0k7+cXr2KifYeVcpmg38l3wVdvfLLbahdRFenhRP+YqomFzvTsXoyuy5pq7cZl5uj41ptZc7q3M5+Pm6CARk0vVSCAESCMjIEggASCMkgAMgKZAAQGQAAAAAAAAAAIAEgAACMjIADIAAAASUAFhkqWAZGQAAKgCwaVLNMhm3fylP5iP3GCZt32TQJ/UR+4whO5TtCAQAyTkZIAGAAA6QAFQ4GdZPytR+eb7zB4GdZPytSL/XM94J2liTeUf2qUOWby0n1l95xGJAADIAAAAAAAEAAFAAEFgVLAAAAAAAkgASAAAAAAAAWBvtGdFLtpJzyWalWdYERZcPazGd29U6FERnpCV1U0U81c4ho/QQd5/yYaYrutKu/+RF/9jp1wpJqCrnpqqPm6iB6xyNyi4ci4VNhZpmN4arV61d/DqiflOWOAGkbU6h2LRLRG56VVaxW2LMceOdmkXEUXavT1JlTtHJtydO0lgjudynSK1ayojInIssqou1P1U6129XE96ttBS22ijo6CnjpqSJMMjjTCJ+K9a7Tps6ebnWdnz3F+PW9Fm1b61/pHzaHRLQizaL08fctMyetxh9VMmXKvHCbmp1J6VU7RzUWz4qPZu8FDm4FNuT0aaKaYxD4G/rr96ua7lUzMvmnloVE5RrjHjCNjhRqInDmmHRzuvLZ/wCZdx+pD/CYdb0etkt4vFJQUyZlnlSNudyZ3qvUibTya+tcv1PQ1RRpaK6tuWPs7Nyc6DVOldU6aZ7qa1QuxNOibXL8xnX18PUi/QtgslssFKkFoo4qZmMOkRMySfWfvUvZrXTWi001vo2alPTt1U6XLxcvWq7TMV8bI3ukcjY2or3OeuERE3qqnoWbEW4zO74HinGL2tuzbtzinyj1+a69hLXqniqqHlt65Z7NRVTobbQT18bVxzzpUia7rRMKuO3B2fQvTi1aWsdHSJJT10bdZ1PIqKqpxVq8UT0L1GUX7czjLlu8F11m331VOIa/TLk7tWkUUklLFFQXLHgSxNxHIv67U96be3cfPV3tlVabhUUNxhfDUQu1HNXgv3pxReJ9fdZ5dy5aPd3WSO9wM/nFHiOfHyolXYvoVft6jRqdPExz07vY7Pcaud7GlvzmJ2n0eDNbrbDIoaSevq4aOkjdNNM5I2Mbvcq8DFPd+QrRllJbJL9VMRamoVYqdVTxI02OcnauzsRek47VvvKsPruIaynRWJvVfSPi3GhPJvbtHoIqm5RRV93wiqrkzFCvQ1OK9a+jB3523a/KqNZGpjidL040/tmib0p5YZKyvVqO5hjkajEXdrLw7MKepEUWIfnFVzV8Xv4p6z6eUO7GtvdpoL1RrTXajiqoeGsm1vW1d6L2HnFk5abXVVyQ3S2y0EL1wkzJeeRvamEXHZ6j1SOVszGSRuZJDIiPZI1co5F3KimVNdNyE1Oj1fDKom5E0z5TH+XzpykaCz6LzsqKPXqLTM7Ecy7Vjd81+OPQvE6G7YfXl2t8N2ttVbqxM0tVEsburocnWi4VOw+Ur7bp7ReKy31aIk1PKsTsblVOKdS7zz9TZ7uemz7XgXFJ19maa/FTv8fi1wAOZ7qx2jQXRKr0suiwQKkVNEiPnncmUiReriq8E/4nVs41T6k5NrTHZtDLXTsaiTTxJVTO4vdImUz2JhPQbrFrvKsS8rjHEJ0On548U9IZGjmidm0bha22UUa1KJtqpk1pV9PDsTB2F2VXK5IyrlPOtK+Vi1WOtmoqekqK2ogcsb1RyRsRyb0ztVfUehM0Wo69HwVq3rOKXJ5c1S9GdsKqrZI1Y9EVi7FaqZRTyGl5cKN8iJV2GaOP50VUj1T0K1Ped70Z03sGkbmx2uta2pd/6eoTm5F6k4L6FUU37dfSJbb/AAbX6SO8qp6fDr9mr0m5NbDfUfLBClurF3SQNRI1Xrj3erB4dpbotctGK3mLjCnNP8lO3KxSp1L703ofTF+utJY7ZUXG5S83TQpt6XLwaicVU+Y9NdMrjpZdedqHLHSRqvMU6O8GJPvXpU5NVFuNt30nZu7rr2e8nNEec/s0YG0g4n1ASRklEVy4ai57SpgBZWPauFY5FKhjBwPavg+V1NzF3t7nI2skWOZiLve1EVFx2ZT1ni2TkpKuqoKmKpop5IaiJ2uySN2HNXqUzt1TRVmGjV6WNZYqszOMvsPDVPNeXi5wUWh0VCr07qqqhrmR526rcqrvXhPSdBp+WXSaGh5iaKhnmxhKh0OH+pFRM+g6He7zX364SVd1qH1NTJvc7gnQibkTqQ6r+qiunlp83z/CezVzT6mL16YxT6ebiY7XaiklWJhEQ5MdRxPqZjqqWKllRV3bAmFQcise1Mqx6J0qcYYgAIyWBXJZqKq4RHKpUAW1XIuFa7PQVCBJBUirAqAqwKgCwKgCwKgGFgVAFslcgAwZAIAkEE5AZGSABIIJAAAAAAAIyAJBGSSozrr5aHzEfuMAz7vsmi8xH7jALO5TtACAYswZAAwQAZN4AAgZ1m/KlJ51vvMEz7L+V6TzzfeQnaWNUeVk+svvOEvU+Vk+svvKAjYABkoAAAACAAIAAKAAIAAAFioAsCpYAAAJBAAkAAW1SCDe6F6PS6UX6G2QzRQSzI5UklRVRNVFXh2CIzOISqqKKZqqnpDSK3B7T8HPy1+d/Vw+9xi/5Ebki/lig/wyHeOTLQqo0OW4rU1dNUtq2sRqRI5NXVVd+e06rNmuK4mYfOcW4rpbukuW7dyJmYd+Yvhpg+SNOlT+W19/bZ/4in1o1cIeO6QckNXdL5cK9lypI0qp5JmtVsiqiOVVwpu1VuqvHLDwezOusaaa+/qxnDxEHrVXyMV1PRzzrdaNUijdIqakm5Ez9x5Ovgq5rvknDVbqo8UPudNq7GqiZs1Zw9d+D7e9S4VtikXwZ290w5XdI1PCT0phf7J33T3T+2aKQvharKy57kp2u2Rr0yLw7N584Wi51tnr211tqJKaqjRUbLHvRFTC49CmDNJNUyrLM58kjlVznKuVVV4qbKdRVRRyw8+/wHT6rVe03NumY9ZfTfJJpDW6UWa4V9xejpO6tRrUTDWN5tNiId3TxnHmHwe01dD65rfpq/w2nqGrqtU9HT+CHwnHLdNvXVUW4xEf4fMnLZ/5l3L6sP8ACYb/AOD/AG1tTpRW10iZ7jpV5vqfIuM+rWNFy3f+ZFf9WH+Ew718HZiJb77JjassLM9iP/E4bcZvfV9nrLs2+EZj+2I/PEPX+J5ry7Xp9r0Uioad6skuMiteqb9Ru1U9Kqh6SnjOPB/hGSudd7NFnwUpnO9KyL+B2amrFEvkOzlmm7rqYq8sz+TyJE1+w2tgulRY7tSV9I/VmgkSRvX1L1LuNciYQlN6HlQ/T68Vxyzs+yqeeKtooKqnXMU8TJ2L1OTKe8pcKNlwoqijlX4qqidC7scmDTcncyzaB2J7857ka3b1ZT7jsS7NVT2bfv24y/INRT7PrKoo/pn7S+N1p5WVboJE+MZIsap1ouPefXVloUtdlt9vRERaanjiXHSibV9eVPmm6UzGcqFVTY8B10e30c6fU8m2RV6zl0lOJl9V2qvTNq1EbT1YtVNHSU09XN5KGN0snYiZX3HyFf7jNeLzU1k7lfLM9Xqq9Z9Tadyui0Mvzmb0o5ftTH3nyZCm1VMNbPWIb+yFmmLVd7zzg5nwd59Dcg96dcdGJ7bUOV0luemoq/onZwnoVF9aHz/rcD1f4OrlTSK7x58B1FrKnWkjPxU02KsVw9fjtuL+iriry6w90bxPAeX63pTaW01cxMJWUzVcvTJGur+7qnv25x478I+JO4LFPjw+dmjz1YYv3HdqozRl8Z2YuzRrYo9YmP3eKEkA8t+jromXIqH17o89s+j1qmj8WSjhVPZofIKrquPd+RfTKlrrbHo9XzpHX0yqlIr18tGu3VRelOjoxjcdOluRRV183gdo9Hc1GmiqiM8vX6PVUdzb0XoPn3THklvNLXTVNkVLjRucr0w5EmYn6yLvXrTf0IfQWUTY4jVa3a077tmm7u+K4bxW/wANqmbeJid4l8f3Kw3G2yalwpKilXgk8Lo8+tDA1ZIXIu1FTcqH2ZK1HxujkRJI3bFa9MovoOqXzk90bu6PWS2pSyr+dpF5r7PF+w46tFPlL6rT9rbNfu36Zj5dXztpDpXedIaSlprpVvmgpW6kaLxX5zuleGf+OdPDHt1neg9F005L7jY4pK23v7vt7drnNbiSJOlzejrT04Ogapy101ROKn0um1Ni/bibExy/B63yG2S13WmvLrjQwVXNuiRnPMR2rlH5x9h6kzRLR1mxLFbvTA1Tz74PW2hv3Dw4fc89cTY5T0NPapqoiZh8Dx7XX7WsqpoqmI6efwebycmNuuOllZXV0KU9ra9qQ0VM1I0lRGplVxuRVzu2rldx3222yhtkHM22ipqWHGNWJiJntXevpOK/3y3aPUPdd3qWwRKuGpvfIvQ1N6nni8tdj7r1UtletPnyus3P+H/iX+FalOXinFKM0RM0x9I/29OqqanrmaldTU9VH82eJJE+08y055K6OthlrdGW9zVbEVy0armOXzar4q9W7sO8aL6T2nSWjdPZqxJ+b8pE9NWSPtT702G7d0mc27d2HFZ12s4XdxVmJjeJfHczXxOdFK1WOYuHNVMKi9B3zkToKW46W1EVfTQVMTKOR3NzMR6Z1m7cL2m45ddHG0tbDfKWPEVUqx1CImxJUTKL/aTPpaq8TD+D/wCFpbWv6KJ/8SM4KbfJd5Zfd3dXGo4dVqbXTMT9Jewu0Q0cXfY7Zn9nb+B5Vy6Wm12ltkdbqCnpedWbW5iJGa2NTGcb957g7Cv3HjHwjV8HR9PP/wC7OrUUU025mIfK9ntXfva2miuqZjr5z6OockVuo7npxSU9fTRVVOsUzlilblq4YuNnae8/yQ0dRfAsNu/1dv4HiHIcuNPqVPkrDN+4fRe3HgqY6OiKqZmYdHafV3rGpim3VMRjyn4ug6V8nFuvVTbYqKnpbZTxLLJUS08TUc9F1NViJx3Lv2Jt6cHZtHdGLPo/EjLVRRRPRMLO5NeV3a5dvoTCdRtZZ4qanlqKqaOKGJuvJJIuGtTpVTzyu5ZNHKeqWKCGtqo0XCyRtaxF60RVz68G2vurc5l59m5xLiFqKLWZpj/vWXo8rteNWzfGMXe121F9B0TTDk2tV9ppJrdBDbbmiKrViTUilXoc1NidqdO3J2fR+/23SC3pW2qoSaLOHIqYfGvQ5OBtFVymyaKLkOG3q9Vw+91mYmPL/L4+q6eajq5aeqa6KeJyxvjcmFaqLhUMi0W6pu1wp6GghWWeZ2oxqcfwRN6qd+5fLayl0ipbhGzHdsHxnXJGuFX/AA6ptPg926KWa7XJ7UWWFradiqm7Wyrv3E9anmRa/i8j9DucQpjQ+2RHlt8f/btOiPJhZrNBHJdI23Ou2KvOeSYvQjOPa71Id7poI6WNGUkUVNGm5kTUaiehDkdtceOcofKZebLpBVW+20sMMMDtRHzwq5zv1tq4wvDZuO+eSxGz4nT+2cZvTTFX64h65VUlPVNVlXTwVDVTCpKxHIvrOmX7ky0du7Hvhp3W+pXdJT+LnrjXZjswvWdEs3LbXRORLza6eob86B6xO+3KL9h3mflJsn8kqi+Us6ySRqkTaOVUZLzqpsRUzu3rlOCLxMO9s3I6uunhnFdDcjkz1nHScx9Xh+mWjdXotdloK1Y3u1Ukjexco9i7l6U3LsU0Ze6Xaqu90nrayRZaiZ2u9y9P4dRxHnTiZ6Pu6KKqaIiuevmkEAxRIIAEggBkkEAACAGKwIAZAAAZAIDFORkgBkkEEgAAABBIAgkgyAlpAaBm3fy0PmI/cYRm3fy0XmI/cYQndjTtACoDJYqQS0KwwAG0ABQ4GdZdl0o/PM95hcDNsn5VpfPN94KtpYlT5WT6y+8ocs/lZPrKcRiRsAAyUAAAABAAEAAFAAEUAAQLFQALFSwAAAAAAJIAF2+Md85EM/5SLbj5k38J50Eu1yscrm+MWieWctd6331uq36xh9pOZjeqesomqmzKKvUp8W86/wCe/wDxHtPwc5HOqL3ra2ObZ+8p3W9XNVUU4fDcQ7L0aXT1X+fOPh/t7YMsTxpY07XIGriQ+StPJpW6Y3pus7ZVzfvKbb9/usdHmcE4RTxOaomrGH1ReValkueHxqvcsuMOT9Gp8eZzI76xxulmc3DnPIjztycF693uH3vC+FU8MoqoirOXIE2biBk1PSfQvwfP80K9f9NX+G09OU8x+D3/AJnV/wC2r/DaenKevpvw4fl3H/5+v/vk+Y+WvbykXTqbD/CYd8+DpKi26+wbMpJDJ6FR6fcdD5al/wDEm49kP8JpuOQG5pR6X1NE9cMraZzU+s3wk+xHHnW5xe+r7PV2pu8IxH9sT+WH0CvjKeF/CMhVlzsc3B0EjPU7P3nuy70POOW6wvu+iXddPGrp7dJzqom/m12O9WGr2Ip6Gppzbl8Z2dvU2NfRNe05j83zsWBt9FrPPfr7RW+nRdeeRGquPFbxcvUiZX0Hk0xl+n11xRTNc7Q+mNAKZ1LoPYonphW0kbsfW8L7zsLUyqIcUMMUFNHDA3ViiakcadDUTCfYYt8uDLRaK24yKiNpYXS7eKomxPSuEPXj3LfXyfkdyZ1Ormaf6p+8vmS41bZ+UmqrMpqLc1kz1c6fVcvlVTrPi2KRyzrJldZVyq9Z9eaPXJt5sFsuLXI5aiBj34+fjDk9aKc2jr6zD6vtbYmmxaqjaOjg0zhWfQ6+MTaq0U32NVfuPklu4+zXNjljfHK3XjkRWOb0ouxUPkzSqzTWDSKtts6LmJ6o12PGbva5OpUwo1tHWJZ9kr9E2q7Pnu1HjbT134OsL1vN5qPzcdIkar1ukRU/cU8iPo3kTsbrTok6qqI1bPcXpMiLv1ETDfXly9ioaLFGa4etx2/TZ0dWfPpD0E8Y+EfOiUtipvla00q9mGJ+J7NnefOXL9c0rdNmUkbkVlBA2JcfOXwl96J6Ds1U4t4fJdl7Pea2K/7Ymf2eepuQkA8t+iyFX5RUc3Yqbc9BY7zyb6CT6W1ckk7pILXD5adE2uX9G3r9yejOVMTM4hhdvW7FM13JxEMnRblbvVqjZBdEZdKZN3PO1ZUTqk4+lFPRrTyvaNVjWpVvqqCRd6Sxc4xPS3PuPJ9NeT65aMSOlkjWooc+DUxJluOh3zV7fRk6Xza7zdF27a6PKucK4dxCO9pjfzjo+wLVebbdvDtVypKxcZVsMqK5O1N6GxVPCyuw+L2q9iorXOaqblPZuRHSu7XC8SWi41E1XScy50ayrrLCqY+Vvxw29R02tVzTETD57ifZaNPbqvWa8xHXE/5e2NXB8+ctOi0FjvUFxoGpHR1yOXmmphIpUxrInQi5RU9PQfQX6p5ty/Mamg9Oq+OldHq/4JM/cbNVTE0Zef2b1NVrV0242q6S1fwd0zQ35f62H3PPXflKeQ/B0cvcF+ThzsPueewZ2qXS/hsO0X89V9Ps+beXS4zVOnc9K9yrFSRRxRN4JliOX7VPPkhVdq7D0bl0tc9Lpw+texe562KOSJ2NmWsRqp25T7UOgHnXInmnL9C4fVTGkt93tiG60Du09g0st1dE9UYj0jlTOx8arhyL6PuPrBzcZToPk/Q+1TXrSa3UELXK6WZNZU+S1Nrl9CZU+sXrlXr0qdeiziXyPa7kmuifPE/k6hyr0bKvk9u2Uy+FrZmr0K16fdlPSeXfB+X/AL5VidNDJ+809W5UJ0peT29vVfGg5tO1z0T7zyf4Pa62mlX+wyfvNF78aGzhGZ4Rdiduv2h9Ar4p4r8I7Z/J3+//AN2e1OPFPhI7tHeyf/dm3U/hS8nsz/8AIU/Kfs65yHf+YdH1QTfuH0d+cPnDkNX/AMQ6XrgmT/YPo9/jmOi8MuntZ/NU/KPvLy/4QdfJS6J0NLG5UbVVK6+OKNbnHrVF9B8+RxOdt3Huvwjl/wCwbH+0y/uoeJs8ROw5NT+JL6ns9ijh9Ex55+70v4P9TLT6V1dIjvip6ZznN62qmPep9AO3nztyFr/39Z100ye4+iHeO47NF4Hynaun/wAuJ9Yj93jnwjkRKfR1eOvUp/DNfyB3mGlu1ZaqhyMSva18Kqv5xufA9KKvqM74SC/FaOJ+vP7ozxtHK1rXMXwkwqYOW7M0XpmH0vC9NTqeF02qtpifvL7K2KpjV9BR3CJsVwoqaqjTc2eFsiN7MpsPBdGuWC9WyOOnvUDbnE3weccvNzJ2u4+lM9Z6DauVzRisaiVU09DIvCaJXJ625OunUUXI6vltRwHX6Ormsxn40/8ActhdeTLRS4NVO93csi/LpZFavqXLfsPPdJ+RaengkqbDXLWK3b3NMxGyKn6q7nL1bD2W1Xe33eLnbXXU1UxN/MyI5U7U3oZ+c8cibFu5sws8a1+hrxcmflP++r40fRyUs7mztVsrVVrmuTCtVN6KgPXeXyzQ01XRXenjSN1XrRzY4yJhUd2qmU9B5EebVb7uqaX6BpdVGssU3480ggGtvSQVAFgABIIAAkgASCABIIAAFQBYFQBYZKgC2RkqAq2SuQAAAAEt3kBpkM67+Wi8xH7jBM69bKiLzEX7iGCJ3SnwwAgBUggAYwADaqAAJTcZ1k/KtH55nvMH5JnWX8rUfnm+8sJO0sSbyr+1TjOWo8tJ9ZTiIsbAAKoAAAAIAAKgACAAAAAAAAAAALAAAAAAAAE5IJAk9O5FtJbdo7VXV92qY4IZYmo1FRVV6oq7sIeYBdqGVNU0TmGnUWKdTZmzc2l9PLyqaI5z3yevZTvX7j530probnpVdKyldrU89TLLGuMZar1VNhqNRNUMRUXaZ3L1VzdzaDhWn4fzTZzmfVyFRkg1O9JZpQkD6J+D0n/cuu/bV/htPTETfsPLuQett9JoXUJNXUkMsla5Ujlnax+NRiZwqnoy3i1pvutu/wBaj/E9SxXEW4fmnHdNcr11cxTP5fB828tSY5S7n/dfwmnV7NcZ7Xc6Svpnak1PKkrF606eo7JywzxT8o9zlgkjliXmsPjcj0X4tvFDpuTzqvFOH6Do6P8AxqKKo/pj7Pr7R28UukVjprnQrrRTJ4UedsUib2r1ov3KbRURW+GmU6z5W0E00uGh9wdLSIk1HJjn6Z64bJjinQvX7z6B0a06sGkcSLS10cFQu+lqHJHIi9CZ2O9B32dRFcYq3fCcX4Fe01ybliM0/b5tLeOSbR2vnkngWro3yLlWRuasadiKiqnrOwaJ6I2jRdjktVO/nnt1X1EzteRU6OCInYnadmbG5UyiKqdRj108FFCs1ZUQ00Sb5JpEjRPSpsi3ap6xDgq13EL9Pc1TMx6OTd2njfL1pW2Ombo3RyIsyqktYqL4qJtbH96+gzdPOVuioYZKXRdyVVcqKi1it+Li+qi+Mv2dp4JUTy1c8k073yTSOVz3OXKqq71VTn1OoiY5aX0XZ/gVduuNTqYxjaP3lMKZRVPa+QbSeNUl0crHoxXKs1Grl3r8qP709J4qmxMHIyaSJzHwvfHJG5HNexcKipuVFOW3XNE5h9RrdHRrbM2a9p/T4vs7GEw063pZojadJYGtucMiTsTVjqYVw9idHQqdS+g6XoNyuUVwp4qTSh6UdeiI1KtG/FTdbkTxV+zsPUqWoirYEmo6iCphXdJC9HNX0oelTcouw/Nr2i1nC72aYmJjaY2dEsnJTo/bKpk861Fe5q5Rs6ojPSiJt9K46jv6JwTYnUX5t2Ny+o6vpHptYdHInd3V0c1SibKenVJJFXoXGxvpwI7u1HRhc9u4nXFNeapZ2k17pdG7HVXSuVupEmI41XbLIu5idvuyp8k3CsnuVzqK2peslRPKsr3LxVVyp2HT/TSv0wr2zVCJFSQ5SGnauWtTp616zrMSYTK7zgv3e8l99wThccOszzeKd/8ACwBBoeq3+hVk/lDpLR259VBSsld4UkrkTCdDc73LwQ+qbXa6az2+K32+HmaaFMNTivSqrxVek+Otu9p6LodytXiyxMo7qnfSjbhE552JY06EdxTtz6DosXabc9Xi8c4df11uO5nby9X0SrXK1yO1VYqYVF3Kh1K8cnWjF0e6R9t7llcuVfSPWL/Z8X7BY+UXRm8oiQ3FlNOqeSqvilT0r4P2na4ZEqI0fTyRysXc6NyOT7DuzbuR6vheXX6GrFPNTP1edpyPaNI7Kz3RU6OeYn/8ncbDYLXYIHRWmijp9bGu/Kukf2uXb6NxuUid0L6jW3W72y1xK+5XGlpURM4llRFXsTevoEW7VvrDO5rOIayO6qmZ+DOXV1v1jw74QekLJ62ksVO9HOpcy1GF3SKmxvaie8z9N+WCljp5aPRRJJKhyYWue3URvm2rtz1rjHQeIue+eZ7pHvfM9Ve5zlyqr0qcup1EVxy0vpez/Aq9PX7TfjE+UfvL3H4OKfzC+r+vD7nnr+NqnkPwdFxQ35v68PueevZ2qdWl/DfP9o8e3VfT7NbfrLQ363yUF1gSaldtTg6N3BzV4KdDm5GrQs2YblWRxZ8VWMcvrx9xk3jlDp9GtOau03eOR1A5IpG1Ee1YVWNM5Ti3O3p37zv1sr6a5wJUW+phrKdflwyI5PT0L1GE91dnru20VcR4fbpmiZ5KusecdWo0W0StWi8b22inVksiaktRK7WlkTOcZ3InUiJuQ3zW4IqXtp4nTVEsdPC3a6SVyManaqnmOnnKzQWuKWj0dclbXKit7p/NQr0p85fs7dxnNyi1DmtaLWcUvZqzM+stT8IDSOJsMOjtM/MjXJNUqnBceC37cr6DR/B7/wA8qnropf34zzKrqZq+qknqJHSzSOVz3uXKuVd6qp6RyD1NPR6XzS1U8NPH3HImtNIjEyrmbMqcEXOevml93XoadHw6qxb9J/N9DP3ni3wkPE0eV3jfH/7s9ZW82rW/LFt/1uP8Txz4Qtwo63vCyjrKap5tJtbmJmyYzq78Ls3HXqa4m30fJdnNLdo19NddMxHX7NHyG6v+UGj1fG5mb9w+j3nzdyJzQwad00080ULUgmy6R6MTazG9T6Fkutr3d9Lfno7qj/Ew0dcRExLo7U2K7uoiaImen7y8w+Ebs0dtC/6TJ/DPDmeInYe0/CDr6Op0ftLaSrpqh6VLlVIpmvVPi+pTxVPFTsOa/wBbkvpOA0TRoLcVRjf7vReQtGrp3D87uab3IfRDj505EJ4INNmTVE0ULG00uZJZEYm3Cb1PfX3q0r/7vbv9aj/E6dJVEUy+a7T2K7mpiaImen7y8n+Ef5HR5P16j/dmu5HdCWXJ7L3dYde3Qu+IjdunlTj1tT7V2bcKhz/CFuFHWNsSUdVTVLWpPr8zKkmrnm9+F2bjVaBcqlZo7S0tvuFMyttcSajMKrJY06l3LjO5U9KGiuae9mZ2e3pbGo/4mm3Y6VdfvP6vYNLtCLNpTmW4QOircYSrhXEi9vB3pPM6/kQrVlXvdeaR0fDn43Rr9mT0ywae6OX1iLR3OKGVfzNUvNOT17F9CnZo/jma0Do5E6WqiodfJaudXzdviHFNBPJ16eUxl5JoLyU1dgv1Nc6y8RO5h+ukVPG7w+pVXGz0HrSKioJ3NgYr55GxxptVznIiJ6zpGlXKbo/YoJEpJu+VYmxsUPk89cm71ZM45LUdHPejX8YvRNdOZ22w6r8Iytijttnt+sndCvknVvFG41UX0rn1HijVyiKZmk99rdJLvNcK9+vPKu5NiNTg1E4IiGE3Yh5d2vnqmX6DotJ7HpqbPnCQAa3SAAAAAAAMkAAFAAEAAAABioAAAAAAEASCCQGQQSBBLQGlGZePLQ+Yj9xhGwu/9Jg8xH+4a8s7pT4YACMhUggkDGAAbQAAOBm2T8rUvnme8wuBm2T8rUvnme8xSdpYtR5aT6ynEctT5aT6y+84jNY2AAAABAABQABFAAVAAEUAAQABQABBYqCwAAAAAAGQAJIAAZJIAEggkASQAIertnH0FPDTg71HLkBebDjYm1NmDkABM5W3nGuW+KWAYxOHPDcq2FurFVTxt6GyqiHBLUyzO1pJHud0uXKgsOY5aY64cbUVd5yIiImwALM5SCAGKj2Z2octPVVFJJrQTSwv+cxyt9xUBcxjEsma8XCdurPXVUjOh0zlT3mFrPfvU5CWgjlp2hRk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Why helplines matter more than promotional copy Something’s off sometimes. You don’t have to be dramatic about it—just recognise warning signs like chasing losses, lying about time spent, or deposits accelerating. Phone lines, chat services and local counselling aren’t moral judgments; they’re practical tools that help interrupt habit loops and give perspective. Practical tip: pick one national number and one state-level service and store both under “Gambling Help” in your phone. If you’re in Australia that might be Gambling Help Online (web chat and phone), and a local counselling service in your state that offers face-to-face support. Having them ready reduces friction when you need them. How minimum-deposit casinos change the risk profile Oh — minimum-deposit casinos feel safe because the entry cost is low. That’s the trick: low cost makes repeated impulses cheaper, which can add up fast. A $10 minimum is great for trying games, but ten $10 deposits in a day are still $100 and that’s where behaviour slips from “trying” to “tilting.” So: low deposit alone doesn’t equal low risk. Look past the advertised AUD10 and check (a) wagering requirements, (b) deposit-turnover penalties, and (c) withdrawal limits. Those three determine whether a casino is genuinely friendly to small-stake players or designed to lock money in under the veneer of accessibility. Quick rules to spot safer minimum-deposit casinos Here’s what I check in the first two minutes on a casino site before deciding to deposit: Licensing and regulator contact details visible (Curacao, MGA, UKGC — note each has different player protection levels). Clear KYC/withdrawal timelines (how long after deposit until withdrawal is allowed) and minimum/maximum withdrawal amounts. Bonus T&Cs: wagering requirement (WR) expressed as a multiple of bonus only or (deposit+bonus). Be wary when WR > 40× on D+B. Deposit turnover penalties: if you can’t withdraw until you wager your deposit 2–3×, that’s a red flag unless plainly explained with time windows and limits. Responsible gambling tools accessible from the account dashboard (deposit/session/cooling-off controls). Comparison table — helplines and support tools Support option Best use Availability Speed to help National helpline (e.g., Gambling Help Online) Crisis or immediate counselling; anonymous chat 24/7 online resources; call times vary High — instant chat or phone callback State/local counselling (e.g., face-to-face) Long-term support, therapy, family counselling Business hours; appointments Medium — appointment required Self-exclusion tools on casino account Immediate account lockout for cooling off Immediate via dashboard or support High — instant on most platforms Peer groups / Gamblers Anonymous Ongoing peer support and accountability Regular meetings locally and online Low to medium — depends on meeting schedule Where reputable helplines fit into a practical workflow My gut says: make contacting help a normal, boring step — like turning off the oven. Normalising it removes stigma. Practically, do this: Before depositing: save one national helpline and one local service; enable deposit limits in the casino account. If you notice losing control during a session: end the session, contact helpline or use self-exclusion for at least 24–72 hours. If you have financial fallout (missed bills, loan red flags): contact a financial counsellor and your helpline — they can coordinate referrals. For example, a casino that lists a responsive live-chat for disputes and also shows a responsible-gambling centre link in the footer is more transparent than a site that buries RG links in long T&Cs. When I’m choosing a low-minimum site to try, I prefer operators that offer PWA/mobile convenience but still surface RG tools clearly and list a regulator contact. Choosing low-minimum casinos without falling into traps Quick reality: some casinos promote AUD10 deposits but pair that with a 60× WR or a 3× deposit-turnover-withdrawal rule that’s punishingly short in time. Don’t trust the headline numbers; read the small print for three things — WR base (bonus vs D+B), time limits for playthrough, and allowed games (slots vs table games weighting). Quick case — Sarah, newbie: she claimed a 100% match on a $20 deposit but didn’t notice the 48-hour expiry and 60× WR on D+B. Two days of frantic play later, she met neither the WR nor the time limit and lost the deposit plus her small winnings. A straightforward fix would’ve been declining the bonus, setting a $20 deposit limit, and using the helpline for a calm review of what happened. Where a site like casino-4u.com sits in the practical mix Alright, check this out. Some operators combine low-entry deposits with strong tech (PWA, crypto options) and visible RG tools. If you want a platform that’s easy to test with a small deposit while still offering quick withdrawals when you cash out, consider platforms with transparent payment options, explicit KYC timelines, and clear withdrawal limits. One such example is casino-4u.com, which lists AUD-friendly payment options, crypto withdrawals, and a responsive interface — but remember: transparency on payouts and bonus terms is the deciding factor, not the marketing copy. Note: naming a platform isn’t an endorsement; it’s an example of how to weigh features against risk. Always check the operator’s license, whether complaint procedures and regulator contacts are visible, and whether the site provides self-limits and exclusion tools you can activate immediately. Quick Checklist — what to do before you deposit Save a helpline: Gambling Help Online (store the link/number now). Set a deposit limit equal to what you can afford to lose in a week, not what

Responsible Gambling Helplines & Minimum-Deposit Casinos: A practical guide for new players Read More »

New Casinos 2025: Is It Worth the Risk? — A Practical Betting Exchange Guide

Quick answer up front: you can find value at some new sites, but most are traps unless you do a few checks first. Hold on. If you want to jump into a fresh casino or betting exchange in 2025 and protect your cash, do these two things immediately: (1) verify the operator’s licence and the licence holder name; and (2) run the bonus math for wagering requirements before you deposit. Here’s the thing. Do those two, and you dodge ~70% of the common scams that sideline withdrawals or turn bonuses into money pits. 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qEEtySRTQu7Z8+zLOqW37n4kAB9LPDgAAAAEnhZAD2How2QltdtPSt60X+zrdKvdyX3eUPN8D9H7Z65Y7HbMVb+tSpru4qla0EsduWPUgvBY+COP6Gdm/wDw7shbutH/AOIX+Lmtu3pNepD3L5s+Nemzat7R7XVLa3q9vTNNbo0ccJT/AIk/ju8keds/9dldH5YnVj/6anfuzxeq6ld6vqFxfahVdW7uJdupJ/gvDwNMoTk9DFKK6UcuW5PYLCKzwPrPoZ2Eo6pH9t6xSVS2UsWtCS3VGnvnPqk9yXPBRl5UMWpzkWU0yvl0o8Noexe0OvU1V03TKs6D4VqrVOm/Jvj7jsXPoo2voUnNafSrY5UbiLfw3H6Zo0FHCxwOpY2ffbsHlnz9zltJaOsuNrS7s/D9/ZXOn3U7a+t6ttcQ406sWmjWkftvbLYDSdqtKnaahbU1USzSr01ipTfg/wAj8dbVaDebN6/eaTqMcXFCWM8prlNeDW87vG8nHNTTWmjm5GP6T7PaOMRIySKSR0WjOjFJFJGSRSRFliMcjY0+9qafd069Pf2HvjndNGEpIqsgprpZOE3B7R+2/R1f0dZ2N0fU6O91rePazxU1ua+KPTZZ8W/2XdY+lbK6npM5ZnY3HeU1/JUX6p/E+0ZPC5VPpXSidquz1IqRfJXJGSMmcmWyYbtdq3mua3oyABxemcmzqdi6g+UvUZ1MbmvA4t1F0azit3NHWoVu+ownza3+ZbU+2i+xe6Pluu2f7P1SvQxiCeY/0Pgec1237607xL16W/3cz6Zt9p7qW9K+gsul9XU8nw+f4nhMLf2l8SmS9OZ1sPIaSmvKPEg2dUtfoly6aX1b3x8jWNie1tHrq7FZBSXuAAMZMQQAGSTEgRJgXiWiVLRIE0ZEy6ZjiXiImjLEvEwxMiYEkZkyTGmSmIZkBESQAAAQFuO5b8nprOj3FtClzS3+Zx9Ht+8r97NepT4eLO/wRmun7HneYyNyVUfbydXZyj3t3Os1upR3eb/9s7lXcvcV0ezdpp8IzX1lT15e/l8BeSUZJE4rogeWm+uRvaNS+kapQj9iD7b9x7RM83slQxQqXM+NR9iPkv7nokydXZGLIe5aMmRkx5JyXbKDJkZMeSW9wbFo+Kf7TOoqNjomnQe+pVqXEl4JYX4s+EQPoHp11Zal6QLihGWadhRhbL+rHal83j3HgImqK1E9pxdfp48U/wDzZlgZIlYLqZYjOqmZEki8SsSxAsRIAGSAJAhjAAAAAWAeipbAAAACcABQYLkDDRUx3CzT8jMVkskoPT2V2R64OJpmtfrNKD6M22sbjXuVmhNeGTu4Nnp3Rl9zyGfX10yX2OaRkEHtdnhdFiAA2MAANi0SI8Y+ZAyGw0YpPe/MqR9pgw77l5OS2ShIbGWGSgFsCcggZDYHQ0un7c35G+YbGn3dtTT44yzYxk8xl2+pc2euwauimMTJbRy3L3GcQj2IpE4ONbLrls9bjU+lWkQSMFiov0UwQWIkgEyCpcjAEWioLYAEGiowXIANlSC5UBkAAABEkSAGY+BBle8p2XJ4jxYEtlqNPtT38EbJCh2YJIkCSBBIAkQCTQv638KH/M/yJ1xc3oz5F0aIuTNe8r99PC/drh4muWKyaSbbwlxOnCCS0jyt1zsk5yK1KkaVNym9y+Zx69WVap2n7l0Ml3XdeW72FwRrnWx8f01t+TzuZku19K8FRgtgYNZz9FcEFyoC0QAAGCCeJu21r2cTqL1+S6DhBzITmoLuY7W17WJVNy4pdTpQwtyKmvVr4yqfxNlcEjE27GZ61VU/a3voaVWo6r3vdyXQq95EiTJxgkQABEwVLAQFBIkgg0SKESLyKSKmMpIxyMmG3uWWZFQ5zfuRnssjDyX1USs8GsouXBGWFBNpb2zbpUZT3QSx15I24UlTW749TlZGbrsjv4PEdfxSM2g1P2fqllcvjSqwnnphn6Uo06S3wip9HLfk/M2D73sdqX7Q2Y0+u3mapKnLzhu/I87m7m1NnXvoVKSielct3H3GOdVYNSVVsjtZOe0ZDLOpnmV7RjyMgI9BpE++salLnTe78TcajWtmp+xNNM4Oj3HcXkFN4hU9R+/gd9Lu6s48nvX5kq3p6IS7rZ83vKMqFarRqL16cmmeP1Kh9HupwXsPfHyPqG2Fl2alO8prdP6up58meI1i17+2U4L6ynv81zIR/lz0d7jMrokt+GebABrPTAsVLABMSSCYgSLxLxKRMkQJIyJmWDMMTLERYjKmXiY4l4iGWAAgIJAAAd/Zy37MJ15/a3R8jj2dvK6rKlD3voj19GmqdNRprctySM90tLRxuXy/Tr9JeX/g7Ozlv3186rXqUln3vgesh6sZyfTBoaPZ/QrOFNr6175eb5G9cPspU/ucfMtguiB4qUuuf2Pw6AD6Ro8iAALQA9J6PNFWvbZaZZTWaHe97WX+nD1n8cY955s+v/7OmnqrrGsahNfuaEKMX0c3l/KBkzrvRolL7F2NX6lqifU9vdels7sVqeoQaVx3fc0P+JLcvhx9x+TYrB9u/wBofU+za6NpVOW6TqXNRZ449RZ+Z8ROfw1PTV6j8yNWfZufR9CASDtGEYb4PefrLZerQstLs7OilCnRowppLwSPyf8A0n6G0PUFXsLS4pyyqlKM0/ceX/EfUox147nY4dJuWz6fRqqWMM9LpPZVLxPmunai01lnrtN1OLit55SMjp21PWj1+Ufmz/ar0mhTvtE1WmkqtXvLap4pYlD4Zn8T71C+zzPzz/tQaxTuNT0bS4STnRp1Lmqunbwofgzs8Jt5Udfc5uXX0Vts+HFJFykj3TOKY5FZIySKSK2TRjKSLkEGM+kf7Puu/sf0hW9vUlihqNN20una4w+ax7z9ZSPwVZ3NWyvLe7t3ivRqRq030aeV+B+4dm9Xo67oNhqlu13V1RVXC5N8V7nuPM81RqStXudPCnuLR1MjJGQcE3E5GSMkSYDNHVKXap96uMePkYdKr9mr3T4VOHmdF7+KOFd03QrOO/HFPwFvoey+v4k4ner0Y16NSjWWadROEkfKdYsamm6hVtqm/sPMZfeXJn1KxuldUVL7a3SXic3ajSFqdjmmv8TSWafiuhfbH1I7QY9npy0z5Lqloru2cf4kd8WeVacW4tYa3NM9zOLjJxaw08NM4+rad36dagvrUt6+9/cpps09M9PgZnQ+iXg88CcEGs7qYAADJiCCSYExLxKFokCSMkSyZjiXiBJGSJdMxplkxE0ZEy6ZjTLxAmjJEnJQsICcl6FKVetClTWW38DHFOTSSy3uSPSaXZfRaWZ/vZ8fDwK7J9KMWdlrGhv3fg2LajG3oqEOC4vqdnZ6y+lXfezX1VHe/GfJHPoUZ3FaFKiszm8JHt7C1p2VrTo09+OL6vqU1Q63tnism5+X5Zlm1GLlN7lvbOJ695dKMF69R4SNrWLpL/DwfjL9Da2btXh3U1x3U/zY7Z7ejHHsts79olb0adKn7FNJLxNynXT4mmTkSk0UOGzpRlknJoQquJsQqplqs2UOGjYya9/e0bGxuLy4lihQpTq1H0SWWXyfLv8AaG179l7D/QKNTFxqlXucLj3a3z/Je8vqh6k1FBGO2fny91Ger6hdahVbdS6rSrSz1bzgpA59jPsz7PJnSgdG6v03o9ng3KypGVLcZYmOCMyRSdBFixUtEiWokAkRMAFgHorgsAAADBIDBBJOAAgEgA0RgE4GBgQCcFgA0blYqeZhaymbl3HNPPQ1OR08We0jzmfX0za9mceSw2uhBluV2bifnkxHuabOqtS+p87vr9Oxx+gGSoLNlRYAqLYFgVAtgYhkjJXJi2XlwRkrkNgXIKjIbAsWo0+9rQp9XvMeTe0mParTn91Y+JVfb6dbkX41Xq2qJ1VuM9vHNTPQwm3bx7MF1e9nk756R77Bq9SX2RkwME4BzzvkYILDABoxkSMkkZbaxuruWLW1uK3/AAqbn+AnJLyRlKMfJrEHfp7G7R1lmnol81yzSx+IqbGbS0lmeiahjwot/gCmjK8qn/kv3OADLdUK1pXdG6pVKNVcadWLg17mYxlsZKS2iASQA2hgqXIANAqWACKgYIAAZaUeys82RSjne+BlAkkQCSAJgApWqKlByY0tvRGc1BbZiuq3dQwvbfDwOYZJydSTlPiyp0aq1FHmczJd0t+xjkcu8r96+zB/Vr5mbUbjjSpv+pnPOvi4+vjkeazsrfwQ/qRgYJIN5ywQSAAgEgQikgouUsQWW+RkpUpVZYh730N+jSVKGIc+L6lkK3MpstUDHb0FS3zeZ9ehncklllJ1Ozw3swNtvL4muEOlGXTm9sVKrlu4LoYy0ipIsS0AAIZGCCxXgIAAVEAIJMlOjKe/gvEqsnGC3JltdcrHqK2YZGSFBv28pG7CjGmuGX1LqLm8QWWcm/N38p18fjHvv3f0NSNNLdBGelat76m5dDap0VHjvZeSOPblOXynqMTilBbn+xi7KSwlhFJIySIkjH1HV6FFGGSPo3ol1H1L3TJy3r/EUl8p/kfPJI6Gz+oy0jWbS9hwpy9ZdYvcyu1dcWjPkVdcWj7vknJjjKMkpU3mElmLXNEnKZwi5JUkBEpnp7Kv9MsVLjXp7n5/3PLm5pl59DuVJ/u57qi8OomCO5c06V5bTpVN9OosPw/+x8+v7WpZ3VShWWJxZ9GqwVOXeLfTnveOXicraHSf2hbdqil9JpcP5vAcl1dyVU/Tlp+D5Pq9l3MnWpr6pvf/ACs5h7KrTz24VI9VKLR5vUbCVpUzDLoN7n08GTqs32Z6zBzetdE/JoiJbBXmXnULxJiREkCSLxLxKRLxAkjJEyJmOJkiIsRkTLJmOJkiIZcEEiGSIJyaSWW3hLqRFNtJLLfI9Lo2mdx9dXX1r4L7n9yuc+hGXLyo40NvyZtKsfolv6/72ftP8j02zlj3tVXNRfV036qfNmnptjO9uFGG6mval0R7O2oRpwhTprEILd4IjTX1vqZ4bNypWNt+WZaW5Oq+XsrqyKNLvquXvSeX4sitJyajBeEUblvTVKmo9OL6jtlt6Rz/AAj8IgA+lnlQWAAiVPv/APs8UVT2W1OtnDq3uPhTX6s+BH6A9A+VsPcdhZbvqn/ogcfm3rGf6o6HGrdx4P09XDrbd91n1Le0ppLpnLf4nzk9v6Z+0/SJqHbWPq6Xw7tHijVgLWPD9CjJf86X6lQWBr0VExPc7B7U0tOprT9Sl2LbP1VV8KeeT8Dw8TIkU5WFDLq6Jk6ciWPPrifoq2rxlCFSElOD3pp5TOtZ6g6bWGz83adq2oab/uN5Wor7sZbvhwOhV2s12rTcXqlwk/u4g/kjy7/DNyn8Mlo7a5utr4ovZ+gdoNurDZ2wnVvpqdw19Vaxf1lR/kvFn5u2k1G617WbvVL6Snc3Mu3JLhFckvBLCNecpVajnUlOc3vcpPLZB6HjeJhhJve5P3ORl50sh+NI0Gnkg3nTUliayYalBrfDejoygzGpmpJFJGSRWRQy2JhkiJF5FJFbJlJH6I/2ZNopV9Mv9AuJ77aXf2q/kftr3Pf7z87yPXejHU6+i7RftK1z3lBJ4+8s70/NZOdyVasoaZqxN+okj9lZGTWsLyjf2dC8tZduhWpqpTfgzPk8Z0nYLZIkyMlQGWyat/Q7+hhY7yO+L/I2CJCCL6XtHnrK7lZ3PaafY4SR6mlKNSmpweYPgzgaxaJp3FNb/wCIvzMWj6j9Fqd1Wf1DfH7j/QnVZ09mXzj6i6ka22Wgut27+yjmp/Gprn4o8K+p9oymsp7jxe0+zmXO806nlvfVor8V+gravdFmPkdPwyPm2q6Z3ua9v+8+1T6+R5+SabUlhrime3ksM0L/AE6F2u1uhV+9j8RVXa7M9Hh5/T8M/B5YGa8tK1pUxWjhcmuDMJsT2to7cJxmtoAZJGWAmJBMSIy8S8SkSQGjJEvExxLxETMkSyZjTLxAmjLEvSpyqyUYJub5IyWdpVuv3cfU5yfA9BZWlK1h6m+b4yfMpnYomDLz4Y61HuzHpunK3SnUw6v4HQim2lFZb3JdSYRlUkowTnNvCS4s9doOjqzxcXSTuOS5U/7lEE7GeRyspzfXN9y2haX9Co97WS+kVFv/AJV0Nu/uFaW/b41HuijZua1O2ourWeEvi30PL1atbUbtYi51KjxGK5eBok1WtI5q3Y9svYW9S+u1Ty8P16kuiPZ0lGnTVOCxBLCRp2FitOt1S41Jb6kur/Q2e0Zv1HN78GXIyYsl8gVGTI7WDD2h2gDpNunWknjij8r+mraaO0u29wrefbstPTtaPRtP6x+9/gfcfSjtQtldjLy+pySvaq+j2i/1J8/csv3H5GoVJRqZm28v1m+fid/iMSVidz9vBTZbGqaTOjBHUtqneRy+K4nOguDNu2l3dRPlzN2RX1o7PH3+lP7M6MEZIlFuMkTmHqYl8AkYIFiBbAAEwASAwCRgAIGCS2BkiowWAiIwCQAEAkASIBJAAVmu1FrqsGjJYOgadwsVX47zXjT7tHJ5OrcVM5OoRxUT6o0zpalHNJPozmHtePs66F9j5zydXRe/v3BJBJs2c/QBADYE5IAfBi2GjBkgAxFpJGQA2BJAAbAHb02l3drDrL1zi0qbq1YQXN4PRxWEkuCOfyFmoqJ2eHq6pOb9jJQj2qizwW9m7Ex21Ps08vi95mPM3T6pfoe+wavTr2/LAJBQbimDp6Po15qk39HppU4PEqsniC/U39mNCep1XWr5hZ03htcaj6L9T6LQowo0YUqMVTpwWFFLckZbsjo7R8nMzs9VfDX5OJo2yumWjUrin9Kq441fY90P1PYWuKcVCmlTp/disJe5GjCm0s8E+G7j5I2e7rUIKVSrStV/rb2/cZGp2HnLr7LHuTPV6TU7yrBcdx6Gnnm2fL46j3T9TVquP9KmkbNDVm5Yp69cJ9KlNMsh/L90Y7Mecu6/wbOrxttRuKs69vSqwqPhVgpbjxet7BafeU5VNNf0G4+7xpP3cvcexl3nYTg6dzTXGVHc17iaLjUXag011KVKdffZux8mdOtM+DaxpN5pF13F9RdOf2XxhNdU+Zo4P0NqOm2up2Ttr6iqtKfJ8vFPkz4ttbs5cbPX/YnmpaVd9CtjdLwfRm2nI9Ts/J38POV/wy7M4RUsDUdDRXAJIAQKpZeCxkgsLxAEiUsLBJBIDAAACsmkst7kc2vVdWWeS4Ga8q9p9lcFx8TVN1FWl1M4ufldb6I+EQad7dd0uzTfrvj4GW6uFRp7vbfA48m222974nXxcbq+KXg8tn5fpr04+SoJIOocMFSwEBQEgA0QZKNF1X0S5mS3t3UxKe6H4m3NxprCS8EX11b8ma23XaJWMY06eFuSMc6je5cCJNviQbIQ0Z1H6gpIkEiwggkENAUBYqRAgAmMXJ4SyyMtR7slGLl2iVJhSlUfqLJt0rRLfUefBGwlhYRzMjkIw7V9zq43GSn3t7GvRt1He/XZmMkIuTwlk2qdBR3vezi5GU29ye2ejwuOcu0FpfU16VBy3z3L5mz2Uo4SwjJwIkcyy2Vnk9Jj4UKV28/UwyRjkZ5GOSIlrRikihkkiBlTRjkipkwRJDINH1D0dav9N0f6FWlmvablnnTfD4cPgewTPh+z2pVNI1SldU98F6lSP34PifabStCvRhVoyU6dRKcZLmjnX19Mt/U4WXT6c9rwzYTLZMeR2jOZC0pYMc6uOBjnU6GKTESSPSbOaolizuHuf7pv/wBB3Kke7aS9h8H08D59Hieu0TVld0lb3b+v4KT/AIn9xJ6FJGltDo6us3Fuv8Ql60f8z+54+dLOYzju4NM+mVqbp8d8Hwl+pytV0mle+svq66W6SXHzBx33RbVe4dmfLdR0mVJOpbpzp8481/Y5OHk97eWla0q9itFwfLo/I5d3ptC6y2u7qfeX5k43a7SPQ4nJ67T8fU8uSb93pNxRy1HvIdY/oaGMPDNCkn4O1XbCxbi9lomSJSJeIy6JkiWiViZIiLCYmSJjibFtQrXE+zQpzqPwE2glOMVtlORntqFW6q9ijHtvn4HXsdBk8Su5Y/04/qdy3oUbemo0YqnDwM8rkvBysrlYVrVXdmppml0rRKdT6yv15LyOzZWc7ur2YbkuMuhsWGnVK+JTzCk/i/I9FZ28aSUKMcJCrqdj3LweUysyVj23tmSwtY0KapUY46/qZq1RR+rg844vqRVrKnB06b831/sdLRNNcuxcXUcPjCm+XizQ3v4InNlLXxSMNG0nRiqlaLU5LKT5Lp5mQ7lzSVWk4+9M4c1iWGsNcUVWw6H2IQs6/J+EIlhEH0s8uAAAA+8egespbI3tLnTvX84QPg59Z9A2oKnU1iwb9qNO4S8nh/ijlcxFyxpfbRu456vRxvTjQdHbyc8PFa1pTWfevyPn59a9PFk3PSNQWWsVLaT/AO9f/vPkxbxdnqY0WRzo9F8kQI5JB0DIXi0ZImAmMmhoTRnJiY41Fz3GRYfAmiDLYJESYk0QAwWwTgeiJgqUo1OK39Uada3lHevXXgdPAwRnXsnCbRw5IpJHWuLeNTfjD6o0K1CVPjvXVGSdbRohYma0j1OxNL6u7qy5tQX4nmJI95sraujoVOT41W6nzx+RyeTeq9fU6OCt2fofXPQ7tTS76ps3dSxVUXcWuXxjn14L8fifV8n4v1nVLjT9q6F7p1V0rmxcXTknwa3/AA3n6s2E2ottrNnLbU7XCnJditSzvpVFxX5rwPO5eE6oRtXhnQjcpTaPSAgqc4uLZGSkmRJi2Ak8HD1Kz7rNWivq+aXL+x2ZMo94n3Jwm4PZy9I1R2uKNfLt+T+5/Y9BFqUFKDTTWU1zPO6hp731bdZ6x6eRq6bqFayeF69BvfTfLy6EoW9PZlsq1Z3ibm0GztK+c69q1Suef3J/3PC3lrWtKzo3FKdOouTPqlpdUbqn2qMs9VzRjvrK3vaPd3VKFSHjxXkycqlPuh13uvsz5LOKqJxmk0+KZy7nRqUt9Cp3b6Pej3+q7KVaeamnVO9h/lS3Ne/mebuKFW3qOnXhOnNcVJYKdyrOnj5jh3izx9zY3FvvqU3j763o14nszXq2VvVbc6MM9VuLoZP/ACR1quW9rF+x5URO/V0ag/YlUh78mKWivO6v8YkvWi/c2x5Cp+5xyx1v2LL/AD4f9BkhoqXt1/hEl6sfqSefQvzHHLR47jvU9Jto8e8n5s3aNvRo/u6UIPqlvK3kL2KbOVrXyrZwLaxuK3Cm0ustx17PS6NPfW+tfTkb5sWlCtdVVTt4OpPpFFTtlM52Rydli1vSKR3LC4LoblhZ17yr2KEc9W+C8zs6fs01ipfzX/Cpv8X+h6O3pQoU1ToxVOC4JDjS33ZxLMlJ9u5qaVpNHT49r95Xa31H+RvXFxTt6XbqPC5dWat7fwtF2fbqvhH9ThVata7uF225VHwS5Frmq1pGdRdndmS6uK19W4b3upxXI9HoWnxsqfbnh158X91dDmWVvG33t5qPi+ngjqUbjG4zqffZNrtpHVlipHEzVqU5U3v4cmKVVPgzMpqSw+BN9yrWjWyO0K1Pu963w/Ax5K32AyZIzl4MfaPmfpv2xez+h/suwq9jVNQi1lPfSo8HPwb4L3l2PjyyLVXH3I2TUItny300bXLajal0bKp29M0/NCg1wqT+3P47l4I8DErFJJJcEXifQsfHjRWq4+xw7Jub2zcsqu/sN+R0YI4sTrWdXvaf864mbLp18SOrgZCl8D8nTtZZXZb3o3Ejl05OLTXFHTotSimuDOHfX0Pf1Pa8fkdcOl+UZAAZTooAkYEWIEgYAkC2AAAYAJACASAAAAAIAJwBEEE4GAJaIMFzHMU+jNjBSccponXLokmU5FXqVOJyryObaovDJyDvTTw0cGa7M2nyeD2HE2fDKJ845urplGQBAOrs4RIIAbAFXwZOSs36j8hNhoxAoDKWaLkAAGgSUGQDR0NIpqVw5P7C3eZ3KcO1NL4mjptLurWD51H2zq2lPEO0+f4Hnc+7cm/6HteFw/gin+rM8QTgYOKew6SDd0iwnqV/Stqe7tP1pfdjzZpxPebAWXdWlS9cczrPsRz91f3/AAK7bPTjsy5l3oVOXuels7Wlb29OhQj2KVNdiKOxptn300+z29+5dX+hrWlN1pd2lh9fDmdPXLyOjaaowklUr0m2/uU8HNiup7Z5CTlOWl5Zy9oNcoaYp07JwqXP8W5e9R8EfPb7XK11Wcsubf26jyzl6lfyvKvFqkvZX5mvTe80qva3L9j0+BxUK11Wd2dP6RVlvc5/Ey07irHhUn8TTp8DPEXQvodtUV61o7mm67XtJrdhdY7n8D2OlahDVGu7lTo3bXqyXsVWuTXJnzU2tOuZW9bOWoN7/wBSLhrwcfP4qFkXKtaZ9Ys6jr+qqbVeG6VPmmda/wBjKOs6PcWmqN4rL1FHjSlylnqjyul6rJ1bbUlvr231dwv8ym92T6xb1I1aMJ05dqnNJp9UX4lEG+pnici22mS12Z+NtSsq+m6hc2dzDs3FCo6c14o1D636ftBVrq1nrNCOIXSdKu19+K3P3rPwPkxrktM9pgZKyaIz+pUgksllkTWIR5li2CoD0AAAga9zW7K7K9t/IyVqip02+fI58m223xZpoq6n1Pwc7OyfTXpx8srIwV6saVNyfuXUy1ZKnBym8JHHr1nWqdp7lyXQ7OLj+q9vweVzctVR0vJjqTlVm5T4sxyRcjB2ddK0jzcpOT2ygwSQADBBYjGXhEdAUNi3oYanU+Bkp0lT3z3z/AtJmunH33kZrLd9kTKp0McuJJEjWo6KkteAQSRgBgqWBECpBIIsCCMGalRlU4bl1Zt0qMae/i+pgyc6FHbyzoYvHW39/CNSnat75+ounM3IU401hLBYtCLk8RWWcPIzJ295PsegxsGFXaC2/wC5jkZqdBy9vcjYpUFHe976mXBy7cn2ieixeL/Pb+xRRUVhLBYAyfc7MYqC0isipklwKCBlJIxyM0ikkSK2jFJGMzSRjkiRU0VKyLyKDKyD3Po813uqi0q6l6kn9Q2+D+57+R4YQbU002mnlNPgQsh1rRnvpVkdM+99rBhnUyeb2V179r2CjcSX02luqL/MX3zuReTlzi4vRwpVut6ZmyOJWJkgiAiyRkSEEZYRyMi2d3R9Z3dxfvKe5VX+D/U68qSa7VF5h0/Q8nSp7zp2F5VtN0MSp/df5Eltd0VvR0a1vSuaTp1oQqU+jX/vBw7zZrjKyq//AC6n6npKNe3u8Om+xU6PczP3c49H4ofwz8hGUq/DPmtzZ17SeLijOm/Fbvia1a3oVl9dShU80fUHGMk00nnimtxz7nQtPuG26Cpz60nj5EHU14NVea4P6HzSej2kuCqQ8pFf2DB+xXmvOJ72tstH+DcteFSOTB/4buU91ai/ivyF/NXg2x5Wa8SPFw2fX/6l/wDSbVPZ+j9uvUn5LB62Gz9zzlR+LNiloFT7demvJZH/ADmTfL2f8jy9DR7Olv7ntv8A1Hk6NGlGKUYJJckkeipaHRj7dSpPy3G1RsaNJ/V00n14sXozl5MVue7PLbOFb2Nerwj2F1kdSz06jRac13lT70uXuOj3LW9tQ8WXzSpb0+2+r5E1CFfdmSdsp9kKUW/We5dWX71yxSoxeXuwuMjLa2VzfYlB9in/AJkvyR6DT7CjZw9T1qmMOpLj/Yl1OfjsihzVf3ZqaVpXdNVrvDq/Zp8o/qztxIJJrsZJSc3tg5uqW+IuvBZaXrI6QG9NaZGL6Hs/nkCsSx9GOAAAMAek9Heqfsja6wrTeKVV/R6v9E9344fuPNiO55W5lN9atrdb9ydc3CakvY/RXpE0t6xspe28I9uvSXfUkuc4b8e9ZXvPzufovYrWVrmzVneOSdwo91X/AOIv14+8+N+kPQXoW0NVU44s7lurRfJdYe5/Jo4HD3Omcsafk6vIV+pBXRPLgkHpTkkEgARA4cNwADMkKr57zYhJS9l+41cAkpNEXFM3cF8GnCtUjx9deJsQrwk0s4fiWqaZS4NGTAwW5ESRNkNmKaMMjPJGOSKposiYLfTZX13St7VfW1ZKCPpV9Zx0m1caixb21P2uTSXEt6KtnZVVV1q4j6i+qt8ri/tz/L4mb0o3cbKyp2EH9fc+vJdKa/V/gzy+bL+JyVTD2O7iP0aXZI+OXNaVxc1a8/bqSc2ex9FW28ti9ddS57dTSrnELqmt7XSol1XzWTy9a1Ty6e59ORp1Yum8Tjg6luNGdfpSXYx13fF1ryfue2uKV1bUri3qwq0KsVOnUi8qafBou5H5z9B/pD/Y9ans9rdb/wCGVZYta1R/7tJ/Yf8AI38GfobJ4rNxZY0+l+PY7dNqsW0XkyMlMgxFxOSCMkxARMTTvtPhXzKH1dR8XjczeicnXr76PS7mm/rai3/yIba13HX1dXwnH7ydCu3Rq4qQeO1FnYsdcziN2sP/ADIrj5o80njhuMkZZ48SuNjRtlWp+T29OtCrFSpyU4Pg08lbi3o3VPs16VOpD+ZHj6NapQqdqjUcH4M6ltrlWO64pqousNzNCti/JmdMo+CLzZS0q5drUnRfR+ujjXOy1/S/c91WX8ssP5nrbfVLSt/GUH0luN1NSWYtNdUHpxfgFdbDsz5rcaRf0f3lnWS6qOfwNSVKcH68ZrzR9Y4cxx47yPoFqzH7o+TdkmFKpL2ITflFs+r9iHSHwJiscBfw/wBxvN+x80o6Tf1t9OyrPxccfidS22WvamHWlSo+D3v5Ht8BuMFmclBeLwTVKXkg8uT8HAtdmbOjvrOpWn47l8EdijSp0Kfd0YqEOkVhGtc6taUnhS7x/wAqOdcavWqZ7lKkuvMe4w8Ff82zydm4r0qEc1qih+PwONe6pOpmNv8AVw+8+L/Q0fWqtvfJ82zPSoxW+e9/Iqnc34LYVJeTBRoyqPtPO/jJnTt6dOisQW98W+LMeR2jO3stZtqRZSNVSLKRIjo6FGvjczepVcnE7RsUazTWWNTItHZjUya9al9qmt3NLkYoVc4Fe8pWttVuLitCjQpRc6lSTwopcWyyMXN9JXJdPc5G1Ov2ezehXOqajL6qksRp86suUEfkvXtYvNodZudU1Kp27m4llrlFcoLwS3HrPShtpPbPU8UYulpVs2rWm9zb/wAyfi/kjwqTTw+K3Ht+L4t4sPUs+Z/2+xxsnJ9V6XgnBOCwOujIImahUdKqpLyaMaReI5QUlpk4TcHtHbpNNJp5T5m5aSw+zyfA49hWw+6fDkdKH8pwcrH6W4s9Zx2XtKa/qdIkx0Zdqmnz5mWJxmtPTPYVyU11LwAMFiJYASBEiASAAAEABIAwAaAwSMAPQwCwEPRXBbAAwK4BYrIANG6jir57zh3sezdT8d56K7jmmn0OFqkcVIS8MHouHt+JL+h4j8Q4+k399/uaQyMlcnpNnjCwK5AbAsUn7MiSs/ZkQfgDCCwKiZUFiogBe2pd9cU6fVrJQ6WiUs1p1Wt0FheZVfZ6cGzRjVeraonZo08unTXBL5HQSwjBa093afF8PI2Dx+TZ1y0fTuOo9Orb9wMAGc6JEtyPrukW6tNPtqCX7ukk/PG8+T267dxSi+dRfifZIJ5MOW/COFzM+0UdfQaLqOu+vYgve1+SZ4n0oalOtq1zSi/Vcu6jjlFH0XQaE6dvmfCdWOOvBnx3bdv9s1c/5lT8Suldl+pzOLrVmTt+x50yQe8xyJg95qPZxZv0WbETUoM24kS9MtEvHiQBEtHrtia3eXXcT3qonSfk1uPrOwdw62z9OlN5qW8pUnnonuPjWw7f7Xg196H5n1n0e/udT37vpG74E6HqXY+efiCtRvlr7M1fTJpyv9gtQeMztlGvHw7L3/Js/MUT9ebbU41dkdZhU9iVnWz/ANLPyDDgjazX+HbG6pR+jL8S8VgJElZ6RIYIJAEiCsnhNljTuanafZXBfMsrr9R6M+RcqI9TMdSo6k8/BGGWEm3uSLnMvK/eT7MPYXzOzjY7tl0rwjyWbmKqLnLu2Ybqs60ukFwRr4MkkUPQQrVa6UeVsslZJyl5KSRBcrICsqVwXJhFzeEGnLsgb13McU28Lezbp01SXWfNiEVFbiZG2rG6e78mayzq/QiRQvIoadFYAAhkAAgBEgTGLk8JZZs0bTnUfuRmyMmuhbkzVj4duQ9RRrQpyqPEFk3KNrGO+b7b+RsYSWEsIHAyOSnb2j2R38bi66u8+7IKyM0KbqcFu6manRUd/F9TlWXqP6ncx8OdvjwYaVBvfPcuhsxiorCWEXxgGKy2Vnk72Ni10r4V3KkEgpNZAJI5jIkFZFxIAMeCkkZJIrICLRjkUkjIRIkVtGGSKmSSKSRIqaKAsJIZBoyWF3WsbuncW0uxVpvKZ9S2e1ehq9p3tP1Ksd1Wk3vi/wBD5NI29Lv7jTbyFzay7FSPLk10fgUXUqxdvJkyMdWL7n2mCMsEcnZ3WrbWbXt0PUrw/e0W98X4dV4ncpROc4OL0zi2RcHpkwibNOmKUTahEkkZ2ysI4L4LpFqVJ1KijBb2TI7L2dDtZk+C4eZ16NapTXtZ8GUpUlGmow4IwSlmphcFuIWtJEY7Zv8AfKS3xwx3keTXkzXgZ4pPikyhTZZ29x3q6P3MmNWHWfwHcU5cmvJj6JH70/iWKchfCXjVpfefwJ72l1m/cU+hx+/U+Qja084bqP3j9SSGlFlpV4rhH4srGvVqPFPPlFGxStaK+wn57zep4Swty8Bdcn5YbivY0KNjc1n6+Ka6yeWday023otSmu9n1nw+BakzZgwSK5Ns2o4MiZgTMiZMztGXIyVyTEmQ0XyMlGz5d6WPSlQ2Toz07SXTudbmuHGFsusvHpH4+MoQ63pEq6pWy6YLufkeIAPox5wAAAAAAD2Xox2kWhay7e7ljT7vEKj5U58p/kz69ths5S2l0F2mYQuV9ZQqv7E/0fBn5wPtfok2vjqFtT0TUZpXtFf4eUn+9h081+Hkee5TElCX8VT5Xn/udbDyIyj6Nnh+D43eWteyuqttd0p0rilJwqRlxTMB9/8ASdsL/wCILT6fpcEtVoxw47l9IguXmuXwPgdalUoVZ0q9OdOpTbhKM1hprk0dTAzoZVfUvPujHk40qZafgqADcZQCwGSAAGRAJAwJhUlT9iWF0NilcJ7qix4o1SYkk2RcEzf3NZTT8jtbG7NXG02tQs6HqUIrvK9X/Lp53vz5JHH0HR7/AFzVKdlpVF1LiW99ILm5vkj9LbHaFa7NaPC0t8VKu6det2cOrPr4JcEcrk+RjRHoh8zNWLhOx7fgm/8AoGz2gTm0rewsqWIpckuC8W2fm7aHVK2s6vcX1xunVe6P3Icl8D2vpS2yjr969P06sp6da1MOUX+9qLdnyXL4nzuaKeLw3CPq2fMyeZkbl6cfCMUjG0msNZRlkiMHWaMSZo1rXOe7/wCln2j0M+kyTlb7N7R1cPHYtLyrLHDhTqN/J+4+RYKTpRqLE1lGHMwY5MOlmrHyXVLZ+0IvdvRY+E+i70lysXQ0baas6ln7FC9qPLpdIVH9zx5eR90i00mnlNZTT4o8Pm4c8afTJHepvjatxLGRIpBGQzJFjZr3t1TtLadafLgur6Hi69aVerOrUeZzeWbmt330y5xTf1FPdHx8TnlM3tm6mvpW2TkumYyciLTJktjPMxxLRGkIdmXTPkIVKtJ5hKcH1TwZEyze4log2Whqd5T9i5qe95M8Nav1/GT86aOfPHRGKW7huJLf1IPp+h2Y65fc503/APLD1m9f8VLypo4fbl1Y7cvvMfxfUNR+h156ldyW+4qfHBqzrZeZzy/F5NHe+ZImm/I+3sjb77LwblrSTTlOOUvE5KZ37PFW1TXNNPzGorwNyaCe4ntGHtdScmZEzL2i3aMOR2g2BnUiVIw5GQI6NlSMikaiYnWjSpzqVKkKdOCblKTwklzbJQj1B2OnCso05ynJJRWW28JeLPg3pX29ltBcz0rS5/8AwejL1qi/8zJc/wCjp8TH6SNvnrnb0vSak1pieKtXg7j/APp+J89ie24XhnXq+/z7L6HDzs3q/l1+BgrUjnfzMgkermtrRyka5KReS5iJm1os2SkSkWSJJJBsROxa1e9p7/bXE5CRsW1R0qqkveinKx/Vh28mzCyv4effwzt28+7qb+D3M3UjnQalBOPBm7bVO1DD4o8pk1+59A4zIXyv+hnABhOwAABIAAAAwSAJJAtgAQwAAAkgkgAAAAWgVLFQJaIaTWOpw9Sp/wCHnu3xO4aF9Sz2926aN+Db6dqOLzON6tJ5sBrstp8VuIPabPmE46YBADZEkifsyBWfATAxgAgSBYqBAD0mnW7p0KVL7b3y8zjabR766gnwh67PU2dPCdR8XuRyeTyOhdCPS/h/D9WTmzYikkkuC3FgDzHufQYR7AACJ6Jg+zKEujyfdbCtSlb0K9FJKrFTWPE+Dn1PYrUPpWz9CLf1lu3SfkuHyZmyF4ZwecqcoRkvY97YV/rE5Pd2k/mfL/SdYu31WvVS9R1O2vJ7n88Ht6Nw4z47uDJ2w0v9saM66jmrSTUkunB/PDM8Hr9zh4Nv8PcpPx4Ph2SU95e7oVLSvOjWW9cH1XUxx4mo9vXNSW0blBm7BnPos3qTBmmD7GYtzETNbUXWqqMff4Ir3oc7FCLbPTbB0G7t1XwWanuR9W2BpunolSu1j6RXnUXlwX4Hg9NspWWlUKFNdi7v5Kmk/sU+p9QsFRoWVKjbtd3TioLA65al3Pm3K3O+yUvq/wDBy/STeqx2E1qrJ4/w8qS85eqvxPynGOD7p6fNYVLRbLSacvrLir3s1/px4f8Ac18D4fg2J77na/D1HRQ5v3YBbAEehKkFzHUqKnDL9xJJvshTagtsw3NXsrsrizTLNttt8TVu66prsx9t/I62Njt6hHyzy2fmp7nLwjFfV93dwe98Wc8yPqUPTUY6oj0o8Xk5EsiXUypXBeRBbopKSIJkXhSzvfAIVub0iLaRjhTcn0XU2IpRWETwWCDdVUqzPObYKlgXEChBYqRAFS2DJToyqeC6lVlkK11Sei2uqdj6YrZgNilayl7e5fM26VGNPfjL6syHCyuVb7VfudzF4lL4rf2KQpRprCRJYyQpOXgupxLLep9U2egox29RrRhxl4XEz0qHOfwNiFONNbkSYJ5Dfg7OPx8Yd59yMJcFggsRgoOlHUQQSCIEFS5SQDAAACASQBIiRSRkKSGRZjkQZMFJICtmOSKyRlIkiRFow4IwZJIpgkVtFSpbAGQ0ZbK6r2N1TuLSrOlXpv1ZI+o7JbY2+puFvfOnbXr3J5xTqeWeD8D5PIiRXZUrDNkY0bV3P0hBGdI+M7LbeXukqFvqPbvbNbll/WU14Pn5M+r6JrVhrNDvtOuYVUvajwlHzXFGOVTgcHIxbKfPg6ODpafQxF1ZcXuRq21HvaiXLi/I7EI+ot3kiJibMNzLuaTa9t7kaNNcC1/W7y5cY+xDcvPmTTW4zWPbLoLSNiBlgYoGWBFEGZ4GSJiTLJliImSJEHlsJkUmEhwNhMywZgTMiYDZtUmbEJGnBmxBjA3ISMqkakJGZSBFTRsJkSqxp03OclCEVlybwkup4/bHbzRdkaL/AGlcd5eNZhaUfWqy93JeLPz7t56SNZ2vqToTk7HSuVnRlul/xH9r8PA1V1OX6F+Pg23vsu31PfelH0w5VXS9j6ycvYq364R6ql1f83w6nw2EXKU51JTqVJNzlKTy23zbJSLxNcYqC0j02Jg10LSPOZLZ8CgPWKySPnzqi/YvuBQktV31M7xfoywBOCxWJlLpkgXpVZ0asKtGpOnUptTjOLw01waZQD+Yr+U+8ejT0hUtZULDWKkKWqJYjUe6Fx+k/A6+3WwNltRDv6Dha6olhV0t1TwqfrxPzhHKaaymt+T6vsB6UKtj3VjtH3la2W6N2t84L+dc148fM8/l8fbjz9fF/Y6lOXG2PpXfufPNe0PUdAvnaarbTt6q4N74VPGD5o5h+uJfsjaXR121a6lp9Vbm8Tj/AGfzPmW0voftanbr7O3rt+f0av68PdPivfkuxuai/hvXSyu3Aku9XdHxQsek1rYfaPR8u70utOkv4tD62Hy/M85JOLxNNPo1g7Fd9di3B7MM4Th5RABJb1ENkEl6NGdeoqdGE6k3wUVk9LpOw+t6jiU7T6LSf8S5fY+XEqty6qVuckiyuudj1FbPLHsdg9hNT2ruFUhGdtpyf1l1UjufhBfafyPo+yfoz0XT6lO41Ht6lXTTSqrFJc/Y5+/4HutodptE2UsIS1SvCjUUc0bOi13lRdFBcFnyRyMjmPU/l4q2/qb68Lo+K7sW2f2c0vZTRnb2kIW9OMe3Xr1Wk6nWc5/+8Hxn0n+kT9r97pOgVJw07eq1dbnceC6Q/Hy48bb70gantZVdDH0PS0/VtKcvb8Zvm/keLJYPFty9fIe5EMjL2vTq7Ix4xw3GSNaS4714kFcHdOd5M8akZeD8SZI1y0ZSjz3dAF0fQy4GCI1VzWC3EehPaIx4HvfR96RL3ZpQsr7t3ukLHZpN/WUf6H08DweCxmycavIj0zWyddsq3uLP11oesWGuWELzSrmncW8uceKfRrin4GvtHfdxR+jU39bVXreEP7n5h2b2g1PZvUVe6TcOlU+1F76dRdJrmfTNC27tdarP9o1FbX9V71UeISf8j/I8fyXEWY63X3X+Dv4GXC6X8zsz1QyRkRPOHeMgICZNCMkSYlC6ZJIiZIlJMZMcmSRBiTMcmWkykmMgQCoACwKjIDLxOvo9V4nT96OPk2rCr3VeEuWcMAa2jp3MezWmuT3ox5Nm9jmmpLkaeTPNaZZB7RkyMlUxkRPRkTGTHnoeY2l2ysdHU6NFwvL3gqUZboP+d/kTrrlY9IcK3N6R6HU9Ts9Js53eo3FO3oLnLi30S4t+R8Z222xudpHO2o9u20xP1aWd9THOf6cPM5+sald6zdTuNRn3s3uS4KC6Jcjlzt3Het6O9x2NXS+qXzDyMOevqjnum094SN3sZ3NGKdFret6Pa42ZGfaXk8xk4Eq/ij3RgwRItIrI1swoqEiyRbBWMhIlIJFyaQBIukViXiWJCNuxrOM+7fB8DqU33cs/E4Z0rWt3lNZ9tcTj8nh/nguz8noeIzvEJeV4OsDBQlu7PwM8Tyc4OD0z6DRarYKSBJBaJAuSIwSCwEkhgACGSCAAEggAS0SQAAAEgA0QCSJAGiphuY9un4reZi2Mk4T6GmVXVqyDizyOpU+7ucrhJZNU7OsUMReF7Dz7jjHtMK31KkfKeSx3Re0xkFQajnlis+AE+AgMYLAQwVLGS0ouvcQpLnvb6IUpKK2yUIOb6V5Otolu+7zjfVfwSPQJJJJcFwNewoqnT7SWMrCXgbZ47Nu9W1n1DiMJY+Ol7kAkGM6+iATggQyp39j9U/Z2od1Wli3r+pJ9Hyf5e84RUUoqa0ym+pW1ut+59mjUeD0GkVbmna9645pY9bL3zXVI8B6PNWt764p2GpVlGrFfUuTx33hnqvmfTby4pWdpUr1nilTXL5JGH03F9zw2ZVLHs6Gjxe1WyNHU6LurB5XtqmlvT8PDwPmt7pN5Z1GqlGbSftRTa/sfSbbaC4pXdSr2YNVHvi3j4Hcjd6XqyX0ilBVH9pvsT+Iq7Pozdi8jZjdn3R8QpPBvUZLqfWa2y2l125Qu5p9GlMU9mtLtXmdabf8ALTS/Is639P7nWXP1pfKz53aWdesl6vYg+ctx7TQdBjZ0VdXtN44xpyW+o/H9D0dlp9OnJfsuzpp/59d5aPQ6Vpcber9Iuazubt/xJcI+S5EU033Zxs/l7chdOtI85aUasbqpcXiauH6ii/4a6eZ0lqEbSE60593TppzlJvclzZvbQ23ap/SqSbmt00ua6nxf0hbTq6U9KsKmaGcV6i+0/uLw6lXpSlPSM+JjvMaSOBthr09pNeuNQmmqX7ujHpTXD48fecUgk6iSS0j2NNapiq4+ECCSALCraSy+Bo1qneTz8DLc1O0+yuCNSpUVODb4HQxqG/buzh8jmJ7in2Xkx3FVUoeL4I5cm223xZkq1HUqOTKnr8LEVMe/k8BnZryJdvCKEFiMGtow7MckRgyYzwLJY8xwrcgc9FYU8PLx5FixU0wgoeChvZAAGIgAmMXJ4Syx/L3YRi5PSKFoU5VH6iybNO051PgbEUksJHHyuVhX2q7s7OLxEp/Fb2Rgo26i8z3s2JEEqMpPEFk89kZM7n1WM9Dj40al01IqTCnKpwW7qbELfHt72Z0jDZkJfKdjH49z72djDSoqO972ZCwMc5ub2zr11RrWooqACJMAABEAkqAEkEkANFQWwVESBEiQAEESJIAChEkZMFZIZDRjwRIvJFZIkQZUpJGSRQCLRjwRJGSSKYJFbRUrJF5ESGRKYMlrdV7O4hXta1SjXhwqU5YaKSRWQvJXOPV2PpWyfpVu7F9zrturyk8Lv6OIVF5rg/kfU9M2v0XV7V1NKv6VWvjdQb7FVP8Aoe8/L+CN6eea5lVmOp+OxzruPrm9rsfqSmt+Hx8Tcgtx+cNF2317SFCFC9dWhHhSrrvIfqvie10r0vQ3R1XS5w61LWpn5P8AUwzxJrx3MdmJOPjufX4mSJ4/TPSFszfYS1OFvN/ZuYun8+HzPS2eo2V2s2l7bVk/8usn+ZV6bT7owyrmvKN9MyRMcYvo/gZIp9GSRU4l28RKU3uE89ngxBNLg/gQk+5ZCPY2ImRM5V5rOmaes3uoWlul/m1or8zzWpelLZTT8r6dUvJrlaUXL5vCJxrlLwiaqk/CPfJmWD6bz4bq3puk+3HRdFUM8Kt3Vz/2L9TwOubc7Sa2pxvdUrU6MuNG3fdU/guPvL4Y0357GivBsn57H6L2n9IGgbNwavLxVbnlb27VSpnxxuXvPjm1vph13Vu8oaSoaXaPdmm+1Wa/q5e5e8+ZKPvMiRphRGH3OjTx8Id33ZM51K1WdWtOdSpJ5lKTy2/FlkgkZEi7Z04Q6QkWiCyREvSPMAA9YfMASIlhAIlokRLxJIRaJbu0xEtEsRFwT8mKVJ8nkjDXFYNiJJamyiWPF+DPous6jo1z3+lXlW2qPj2XufmuDPpWg+mCvFQp69YKrjjXtH2H74Pd8Gj5bKKfIr3XR/EzX4NGT88SVcrqfkZ+kNN232f1Omnb6tb29R/w67dKa+O75m1d2ljqOKkqVrewxx7Man6n5llTl0yWpVqlJ5oynSf8rwcyzgFvdU2jQuRlHtZHZ+ga2zOi8tFss8/qEiI7N6LS3w0iyz40UfB1q2ox4aheLyrT/Uw1NRvqv7y9uZ+dVsq/0XJfZ2/5Jf6jT/wPvlxVsdPovMrW2S5J06e44t/t1olkvUr1LqoluhRjn5vCPirbk8ybb6ssXVfh+C72ybK5co/FcdHutY9JmtXWYac4WNLhmK7dTHm9y9x4e4rVa9WdWvVqVast8qlSTm35tmMHbx8SnHjqC0YLL7LX8TBBILykjAwAAyMDBIHokUmQpOPsvBMisg0MzQr/AH170Z01JZTyaRO9b08MQnWvY25FJ8McjFGs1unv/EyRkpcH7hdJDTiei2e2y1PRuxScleWi/hVXvS8J8j6ZoG1el61iFCt3VzzoVd0/dyfuPh8kVnHPE4mbwtGT8S7P7HSxuStp7Puj9Ipl4nwvRNtNa0hqKuPpVut3dXPr7vB8Ue60f0k6VdYhf0qljVfOXr0/iv0PMZXDX4/dLa+x3Kc+m37M92TE17G6t76iqtlcULmm+dGop4M+Tm9Mo/MbOpEyZEiJMrJjIESZSTEmVkwAkZKAALZGSgAmZEzJBmKJZMQaPSUZKtawfVbzSmuy8dHgx219Qs7V1LutTo0k/bqyUEvezy+t7faRQnP6FKpfT5d0sQ/63+WSbonJbSJVRc5aR6yLzuRx9d2k03Rk1d106/KhS3z9/T3nzLWNsdX1NTpwrfQ7d7u6obs+b4nm0i6rB95s6FeG/wAzPVbQ7bajqinRtv8ABWj3ONN+tNeM/wBDy8VgskWUTfXXGtaib66lBaQSMiQSLpEy5QMU6KlvTwzD2XF4awbyRLpqSxNZLq8hw7My3YMbH1R7M5Fa3VTfDczTnFweGmjt1aLjvW9dTFOjGosTXkzt4ufpal3R5fN4vu2lp/5OTFYBnr0JUd73w6mNI7cJKa2jz9lbrepoYJwEi5dFFLYSJSESxeoCbBlo1HTmpGMvEcqlOLT9whY4NSR1qUs4cPcbkMNZRx7Oqk+7fN7jqUJb+z1PFcphOiWv/NH0ThOQVsUvr5/U2IlsDgDiHqgSAAiAAIYBIAkQCQAwCCcCAAlIABAwSAEQCSBgaeoU+1FSxnkzy9xSdKq49D2M4qUHF8Gjz2qW8sOSW+HteR3uIydP02eN/EeDtetE5QAPRHhgJIAAKYBOCAAg7ui2e7LWJy3vwgc+wte+qdua+ri9/ieptaXdwbx6897ONymT0R9NHp/w/wAc7bPVl4M8UkljgCQeYPoUY9IwRgksIkVBbBXADIIJA0wKYyevo7XXt3aULPU63ahS9mpj2n1l1fieSwCNkFNaZjysOrIWpo99bVFVSw9z4eJ7bSbJULSCmk5ve8nxSx1C5sasKlrV7DTzh74PzR7HTvSJd02o31jb1VzlSk4P4bzLHH6Geey+Kt/6XdHvNVpULfT6lVUoKq2oRZxaNaWfafxORqe3lhe0oU/ol1T7Dy+Dz8zlPaq0W+nb3D88L8yuyqTl2Rlq4+/p04s+o6JedmpCLe5noLjU7axtncXtzSt6EVlyqSwj4RW21vYxxZUKVJ/el67X5Hn9S1K91Ouq2o3NW5qLcnUfDyXBEqseSfc1V8LZa/5j0v7nvdvfSRX1WFXT9D7VvZy9Wdy91Squi+6vn5HzVLCwSDbFJLSO9jYVWLHprRYkoWJGrQMNxU7Kwn67L1Zd3Bv4GlOWW2+LNWPV1vqfg5mflelHoj5ZSbSTb5HMuKrqz8FwRmu63eT7Ke5fM1D2fG4HpL1J+X/Y+d8nn+q+iHhf3BBJB1Gjj7BVJtlorJYFATZGMEEyIL0iAKlgGhFRgyUqMqnBYXVm5Toxp+L6s52VyNWP28v6HSxeNtyO/hGtTtpS9vcjbhTjTW5YJCTbwuJ53JzrLvmel9D0eLx9dPyrb+okQk28JZZmhQb9v4GeEVFblg5VmQl47ncp4+c+8uyMELd5zN+4zxSisJYRcqY5WOfk61WNCr5UCCSCBeAQSICgLFRkWWKgAIESJEgAgACGQd7ZzZTVNei52VKMLdPDrVXiGfDr7jh0afe16VJbnUkofF4P0tp1G3srWha2qUaVKKhFLoijItda7GDkM140Uoruz4zqXo31y1ourbqleqKy40c9v4PieKaaeGmn0fI/ZmnxofRY7lwPzj6bdLt9N207y0io07yj304rh2stP8iFFrk9Mx8fyc8iz0rEeBIJBqO6Cki5AAUILEDINFMESRkwUkgIFcFcFyMEhaMckUkjLIrIaK2jHgrJF8ESJFZjwUkjLgiQyDRikikkZcDst8gIdBhkinZSecYfgbHddWO7S5D2R9NmS21HUrdYt769pLpCvJfmb9LaTXqeOxrepL//AKJ/qc3sjAnFEXRD3R1J7Ta/UWJ63qU143E/1NGvfXtx/vF7dVf+JWk/zMPZLdkjpDVMfZGDu1nOFkvgydkdkkTVZRIuollEuohssVZjSMiROC6RDZbCBCRZIJF0hFqRGC2ACJI4M9PqrhKDXwMcrWuv4TflvOwMHThyFi8nmrOEofhtHDlGUfai15oqd7BSVKMuMU/NF8OSXujJPgX+WRx4l4nQlaUX9nHkykrJcpNeaNEM+t+THPhciPjT/qakTJEzSs5LhJMr3FVfZz5GmvJql4kZLMC+vzBlYkkyjKPtpr3DBrhOL8GWdU4+UMFsEpE4LUVgiSzxJIGLpMcqa5bjHKnjxM8ikhbaK3TFmLGAWkVBWfUpeM/ZlQATTTKnXJeQJFgMrKgABkSIkSQTJFRJFioxkAkgQyCpfBBW0SRMarXHeZVKMuD39DXAgcUZKiwzG0mWy8cdxUraJJaIoyq2tXvbWdSjUX2qUnB/FHo9P282hssL6b9JgvsV4qeffx+Z50iUcmS7Eqt+eKZorvnDwz6RYelSoljUdLhN85UKuPk8/idu29JOhV8d99Kt3/qUspe9NnxiSa5EYObZw2PLwtGuGdYvuffLfa/QK/satar/AIjcPxRuQ1rSaizDVLF+VaB+d8EdhfdXwMz4Kp+JMu/1CX0P0b+0rDGY39nj/jQ/Uxz1nS6ft6nZL/5yPzv2VyS+BPZ8I/AX/wDPx/5D/wBRf0PvNbarQqWc6ravyln8DnXPpA0Kh7FatcP/AEqLx8Xg+NJBIuhwNMfLbIPkp+yR9NvPSdTWVY6W3/NXq4+S/U89qG3uvXeY069Kzg+VCkk/i8s8rEsbauLx6+6iZrM26fuZbu7ubyp3l3cVq0+tWo2dHTJdqh2ecN3uOSkb2lSxc9n76J5ePF0vXsbOIyXXkrfv2OskTjeXSJSPOHvdEKJkSJSLpAWJFUi6ROCyQiaQSJwSkXSAmkQkUnbp74bmZ8E4BWOHgU8eNq1JHOnTxumvcadxZ7u1R/6TuTpqSwzVqUXHhvR08XPdb7HBz+HU142v7o4WMEnTrW6qro+poTpSpvE1jp4nqsTMryO3hnis3Bsxn9V9SuCRgnB04JHNESwJwWqBDYOna1e8pr76OZgy0andzT+Jj5HB/iadLyvB0OOzv4a3v4f/AJs70JdqGefMsatCom853M2j5vkVOuxpn1jAyVfUn7lgAUG0AEgSAAEMAkAAwWKgABYqWGBUFgAioAAZBqXlHK7xLhx8jbGCyqx1y2jPkY6vrcGeTvrN0m6lNZp/gaZ6y4t2vWhvXTocutp8KmXDMH8j02LyUZx1I+e8jwllc30/t/2OMDoS02ryqQZWOnT5ygb/AOKr+pyv4C//AImibFpayrzzwguLN6jp9KO+o3P8Dp29vlLd2IeRkyORjBfCdDC4W22XxfsLG3jhYjinHgup0AkkkkgeXvtdkts+h4eLHGqUUSACk1lgVLAAAAACuCwEBQEjAAVBIGGiAAAtAAAIFSxUABEml5AwV5Z9Ve8srrdj0UZN0ceDmzFWqOU88jSvK2F3cOPNmS7q90sL238jny3s9nxHGqSVk12Xg+c8zyrk3CHzPyCpYqemcDy2yBgkEOgewQSB6EQAk28JZZt07XnN+4y5GXVjrcma8bDtyXqKNeFKVT2FnxNmlaqLzN5fluM8Y9lYjuLRTk8JZZ5vK5ay1aj2R6TE4iFXzfEyOG4jDb3GxCg8+u/cZo01HgsHDnkJeD0dGBKXeXZGtC3zvm8eBsKMYrCSRIMtljn5OpVjQq+VEYwQSRzKjQCpcpIQwJAAIgAAAKcy4kAEAFQAAAZFkSILEAIRbjNSi8NPKfifZ9k9pKOr20GpJXK/e0uafh4HxcmDcZqUG4TXBp4aKralYjHmYiyUu+mj9MrWaNnZzrXdxTt6FNZlUqPCR8C2719bSbR1b2mmranFUqCkt/ZXN+bbZxq1arWx31WpUxw7Um8GCSI1UqvuV4fHxx3172wAC46gEgAEQVLFcARIEiSBiIKyLkAQMeCskXwTGnJ8iQmjDIobPc9WWjTwGyHQzV7tvl8S3ddWbGBgex+ma/d45DBlkiMBsXQYHEdkz9kr2Q2LoMXZGDL2SMBsOgx9kYMuB2Q2LoMSiT2TNgYDY+gp2SUi6QETUCMDBYtgCaRTBIBEegABgapJBJYYgAAEBE6mh6HqOv3bttJtZXNZLttJpKK8W9yNXUtPu9MvKlpqFvUoXNN4lCa3r9fMW1vRHrjvo9zWGABkxgSinxSfuLAkrJLwyDqhLtJbMcqNN8vmV7hcpY9xnBphnXw/MZbONx7PMUa7oyXRmOdKS+yzcBrhytsfKTMNnB0y+VtHOkUkdOUU+KT80Y3QpP7PwZphysH8yMNnA2L5ZJnMkQbs7OL4SmvmYp2dVcHB/IvjnUTfkw2cVkQ/Lv8AQ1QZp0KsOMGYZLHE0KyE/DMU6LI/MtAZGAWdbRndcWMoFZDeiSt+pU8b6EkDPUZRarIspdUkASQWkSoLDAAVwCwKxox4EkWGA0TK4K4MmBgg0SRXALYGBEiuCkorkZMAg0C2jBjBbBkwVwQcCSZXBKRKRbA9AVwWwTgYHoRGCUicFsZJJC2EjYsd13Q/qMKRntF/iaX9SFdDdb/QvxHq6OvqjupF0iUiyR4yR9RivhCRZIskTgRYkIk4GC6REkgkXiMEkSaQJBYCwYAAwMFSinvW5mvUpJrFSPxN/BVxT4o0UZMq2Ycnj4XbZxa1B022t6/AwYOzVotezvRq1rdP2Fhnr+O5iL+Cz9/+54XkuCnW+uH7f9jQBecXF4aK4PTQkpLaPLzi4PTBYExL0ips2bOph93LnwOtSl2l48zgx4nTtq2cN+TPI/iLi+3r1+/n9T2v4X5Xpn6FjN8CJJ4Y+j6AILREMjBJYAIAAYwAAAAqWEGgMAkNk1AjAwSA2SUCMDBIEPoIwY528Km9rD6oygam13TI2UV2LUls05WXSr8UQrLrU+CN0gt/iZ/Uy/6bR9DDSt6dPfjL8TPgArlY5vbL68eutaitDBGCwIlnQYy2CRgexdBQFyMBshoqC2CoxaLAqWAQAAAVIJAgIIJAAQCSBkQVLFZbkMJfCtsx1ZdleL4GlcVVSpt53mWtWUU6j+Byq1R1ajbPVcJxX8Q+qXyrz/2PCfiDmFH4I+fb/uUqSdSTbe9lSQe5jUoLUfB4Kc3N9TIKlgJoNlQWMlKi5Peml5FF1ldMeqb0W0Uzul0wWzDzNilbuW97kbdOjTp70t/VmWMW3hLJ5rM5lvtV2+56TD4Nb3b3f0RjhTjThhItGLbwlk2YUPvv3GWMUtyW481dmdUt+WeuxuMcYpPsjWhQ++/cjYjFRWEsInAMk7JT8nUrxoVfKiBIAqLSgLSKgBAJIAAUkXIAEVAAgEiCSAAAAAIkVLyKAAAAEQRIkcRkCCAAJEkSJIAEUBMiBEwABkSJAcSY035CAoQZ+7XPeOAw0Y1Tb8CY0l5lxEQaGMcEVLkABXBGC4wMNGPBWSMhGAFox4GC5UBaK4K4MgwAaMeCMGTBGADRXAwWAyOiuBgvgpOpGHGSXvGlvwDnGHdgGGd1SXDL8kYZ3j+xHHmyxUzfsZLOQoh+Y3A3ji0vNnNlXrS/iNeW4x78722XLEfuzFZzUV/txOjK4pQ41E/IwTvY/Yi357jTIwXrFh7mGzl7peOxsTvar4KC92TFOvWlnM3+BTBBfGqC8I51mZfZ5kzoRJIByz1ZIAAD3Xou2wttla97C+p1O4u+y3Vpx7bhjO7HvOb6RdoqW1G09S/t6c4W8aUaNPvFibSzva5b2zzAK1WlLq9yn0Y9fqe4ABMvLAABgAABIAAAAAGEgTyIAQwRKmpe0k/NFiw1OUfBGUIS7M152lF/Zx5MwTsU/YqNeDRvjBojm3Q8SMdvG49nmKOTOzqx4JT8jXnSqR9uLXuO5gYNUOTn+ZHPs4GqX+22jgyRSR3J0KUvbijXnY0n7DnD5mmHJVvz2MFvBXw+VpnKy1wZMZM3J6fU+xJPz3GvVta1P26bx1W8115UH8sjmXcfdX88CkZJ88FzXkgsrgbI5D9zBLHXszYGDHGo+e8mNRPmWq2LKXXJFgSCwiCCSCtkkCpYCJlQAIZAJAgIwTgFoj0IYGAWSHoNkYL4JSJwT0QZGDb0+n2rykujz8DXOpotHdOq1x9RfmZM630qG2dHiMd35UI/ff7HRS3F0iUi+Dxp9P0EhgmJKQEkiEi4JIkkiQIlgLEASAAAACQAJiIBgx1aMZefUzDBKFjg9pisqhZHpkto0K9Hd68V5nPrUZU3lb0d2SMM6GfY+DO/xvNzx3qfg8zyn4eryI7h5/v/AP6cMk3Li1SeIeo+nI05RlF4msM91hchTlR3F9/ofPM7jrsOWpLt9QbFr+8xyZrm/Z0XhdWUczfXXjS6vfwXcJRZblx6PY6UHlJ9UXISJPlUvJ9ogtRSZKQLFQJFgAAgAAGASBE0iCQBE0iQABYAAAEEggAAJIAAMEgAIwSCAAkAAAAAAAAAtEDBIArcCoJIwMraAK4AxFipYqAixQuVEBAGAAyDBcPCXiZzVueRox/isRiz240PRy7yo5VXHkjWMtzHs1XnnvMR9YwK4Rx4qvxo+L8hZOWRJ2edkEkFoU5S4LJfOcYLc3pFEISm9QW2VLQpyqPd8Tbp2sVvm8vwNunRb9hYXkeezudhXuNPf7noMHgbbn1W/svJq0beMd81l+Jtwi5cEZ4UUlv3syYPIZXJWXy3J7Z7bC4WFS1rS+xhhQS9t58DNgEnNnZKflnaqx66vlRAkAQLioAAiQABiIkVLkYAg0VAADIkiCxAAQVLFRABIAAIAAACCSJAAKlioEQAQMTIkCSAIgDDfAmNN+QAQU48DY7teY4AWIxRpt8dxaNNc95cCJaRGBIkiQAVIJIAQAAACCSAGACsgECCSAFoiRUthmOdSNPjJIkot+Cuc4w+ZliDXndxXBN/IxTupvhhe4uWPNmOzkqK/ff6G6Y51YR41Ec+cpS9uTfmRgvWJ9Wc+zmH/wBOP7m47uC9lN/Iwzu5vgoL3GHBXBaseC9jDZyF8/fRadWpLjUePMoSC5RS8GOds5/M9kAAkQBBIAiQABiKkSJIkNEWb4AOQewBIiBDBJBIDQAADLcgSQAAmJBaIARICQAAIgmIACCQAwWESQAgEgAAwSQBJEYGCwACuCuDJgYDqFowzowqe3GD9xrz0+g+EWn4M3sEYLI32Q8MzW4lNvzRT/ocirpr/h1F/wAyNednXhxp58t538Edk118hZHz3OdbwdE+8ex5vfF4eUyVU67z0M6MZLE0n5mtV0+jLk1/TuNlfKR91o5d34fn+Rp/2OQpp+BY3Kmkv+HVXvRqzsbmlv7Da6x3m6vOhP3OVdxd9XmL/wAlQUk5J4mseaJyjSrIvwYpUyj5ALYGCwgVLYAAQwTgRLkkgK4LRBJJEGyYlyseJlhFykowWW+CJfKtscYynLpiKNJ1asIQ4s9JQpKlThGHBLCMGn2at4Ze+o+L6eBu4PK8nm/xEuiPhH0LguL/AIWDss+Z/wBiMEpFsEnKPQaISJAIkxgkCID0WAJEMAAYAAmIiRBJaIwBJEgAQAgkAT0RKKksNZRgq2yksJ7ujWTYBdVfZU9wejNbiU3rVkdmnC0w8rsLxwbMKUY8N76suIll2Xbf/uPZVj8fRj/7UdEpFgDKbgAAAAABpAkRJIliiQAALQASIYAAACCQAAgkABAJAACCSBjJBAACQAAgQSBAIgAAAIwSMARIkgCLWyASQLZU0VBaRUmQAyAAFihIEBUpVgqkMfAuBqbg9oVlasj0y8HLuaWcxmsPqav0WWdzhg7k4qXFZMfcU/unfxOduxodMWeVzPw1DIl1PT/szlwtEn6/rs3KVu1x3I21FR9klIy5XLX5L3JmrE4CjGXb/wA/qVhSjHll+JkAObKbm9s7NdUa1qK0Cki8isiJZoqCSAIgAAAkVLACJUgkgBMCQACIKlgMCpEiQICCJEkSARUAABEiCxUAJAADKAtht7kTGk+bwAihHHgZ1TS8SRi0Yu7fPcT3a8y4AWioBACJIkAA0ARkkRMEEkAIrIgkgAAIJAAQY51qUeMvhvNed4vsU2/FlkapT8Iz25lFfzSNrJEpRj7bS8znzuKsuEsLwMW972/iaIYr92c6zmIr/bRvTuqS4ZfkjDO8k9yil57zXKlyx4I51nJXz8PX6F51akuMmULFS5RS8GKdk5vbYGACZWQCQAyASAEVkipaTS4tIxurFc8+RONcn4RnndXDyywMTr9I/FlHWlywjRHEsfsZ5Z9UffZsB7uO41ZVJP7TKFqw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) Why new casinos flood the market — and why that matters to you New brands launch every month. Some offer genuine innovation (clean UX, fast payouts, niche markets such as betting exchanges), while others are copycat operations designed to harvest deposits and avoid payouts. To spot which is which, focus on ownership transparency, licence details, payment rails and complaint history. Hold on. Licences matter because they create a path for dispute resolution. A Curacao licence is common for international sites; a Malta or UK licence gives much stronger consumer protections. If a site shows a licence number, check the issuing regulator’s public register immediately. If the licence holder is not the same name shown at the bottom of the site, that’s a red flag. Quick reality check: 6 metrics to run on any new casino or betting exchange These are practical — no fluff. Use them as binary checks: pass/fail. Licence & operator name: verify on regulator site. Payment partners and processing times: do they list reputable e-wallets or crypto only? Withdrawal T&Cs: look for max cashout, pending periods, and rollovers conditional on KYC. Bonus math: explicit WR (wagering requirement) on D+B and game weighting. Customer support trace: open a chat, request a payment policy, and time the response. Independent complaints: check forums and watchdogs for payout complaints in the last 12 months. Hold on. Mini-case: how a “great” welcome bonus becomes worthless Scenario: you see a 200% match up to $600 with a 40× wagering requirement on (Deposit + Bonus). If you deposit $100, your bonus is $200; D+B = $300. Wagering requirement = 40 × 300 = $12,000 turnover before you can withdraw. If your average stake is $2 per spin, that’s 6,000 spins — an enormous ask. Here’s what bugs me: marketing hides this math behind big numbers. Practical note: convert WR into “rounds to clear” using your normal bet size, and compare to your bankroll. If the rounds ≫ your tolerance, ignore the bonus. Comparison table — Established vs New licensed vs New unlicensed / grey operator Feature Established licensed (eg UK/Malta) New licensed (transparent operator) New unlicensed / grey Licence strength High (public register, dispute route) Medium (new, but verifiable) None / fake / ambiguous Payout reliability High Medium-to-high (depends on bankroll) Low Bonus terms Clear, audited Often aggressive but stated Opaque, predatory Customer support 24/7 multiple channels Often online chat + email Delayed, evasive Use-case Long-term play, stake variety Early-adopter value, niche features One-off tries only (risky) Where a betting exchange fits in — and when to use one A betting exchange lets you back and lay bets with other users rather than the house. That reduces margin but requires liquidity. New exchanges are attractive: lower fees, niche markets. But liquidity and cashout reliability are the critical metrics. If volume is low you’ll get stuck with unmatched bets or poor prices. Hold on. How to test liquidity in 3 steps: (1) check market depth for markets you care about; (2) place small test bets across outcomes; (3) monitor how long settlements and withdrawals take. If test withdrawals stall, treat the exchange like an untrusted bookmaker. Where to safely try a new site (a practical route) Step-by-step plan for cautious trial: Scan the footer: get operator name + licence number. Verify on regulator site. Open chat and request withdrawal policy and KYC docs list; record response time. Make a micro-deposit (AUD $20–50) using a reversible method (card or e-wallet) — avoid wire transfers. Play low-variance games for a short session and attempt a small withdrawal (≥$50 recommended to test process). If payout clears in promised times, consider scaling up slowly. If not — close account and document everything. Hold on. Natural recommendation — when an app speeds safe testing For beginners who prefer mobile controls and quick wallet checks, use the operator’s official app only after verifying the licence and ownership. If you need a smooth, consolidated place to test multiple markets, consider the operator’s mobile client as part of your testing workflow — after passing the three verification checks above. If the app is available and you’ve done the checks, it can make tracking payments and chat logs tidier; for example you might use the operator’s mobile onboarding to upload KYC, then test a withdrawal from there. For convenience, you can access the operator’s app here: download app. Quick checklist before you deposit (printable) Licence number verified on issuing regulator’s public list. Operator company name matches licence holder and site footer. Payment methods are reputable (Visa/Mastercard, Neteller, Skrill, major crypto); avoid only-local prepaid options. Withdrawal limits & processing windows are explicit and sensible. Wagering requirement computed for your typical stake; acceptable to your bankroll. At least one independent complaint forum shows recent resolution or low complaint volume. Customer support responded to a pre-deposit query within a working day. Common mistakes and how to avoid them Chasing a big bonus without calculating WR — avoid: convert WR to “rounds to clear”. Depositing large sums before testing withdrawal — avoid: always micro-test first. Trusting screenshots and “verified” reviews blindly — avoid: prefer regulator checks and multiple independent forum threads. Assuming crypto = safe — avoid: crypto can speed payments but also hide operator opacity. Skipping small print around max cashout and game weightings — avoid: read T&Cs for bonus-excluded games and contributions. Mini-FAQ: quick answers Q: Are all new casinos riskier than established ones? A: Not necessarily. New, transparent operators with

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Betting Bankroll Tracking: A Practical, No-Fluff Guide for New Sports Bettors

Hold on — before you place your next bet, do two quick checks: how much of your stash will you risk, and where will you record the result? Small question. Big difference. If you don’t track your bankroll, you’re not actually betting — you’re guessing with money. Here’s the immediate payoff: use a simple unit system, commit to a single tracking sheet (paper or digital), and review weekly. Do that and you’ll stop confusing short-term variance for “skill”. This article gives working examples, a comparison of tracking tools, a ready checklist, common mistakes and how to fix them, and a mini-FAQ so you can start today and stay solvent tomorrow. Why disciplined bankroll tracking saves money (and sanity) My gut says most beginners underestimate variance. Seriously — they see a 5x loss streak and assume the system is broken. That’s emotion, not math. Tracking forces objectivity. It answers four practical questions every bettor should know: current bankroll, unit size, running ROI, and maximum drawdown. With those metrics you can: (1) adjust stake sizes sensibly, (2) spot tilt early, and (3) evaluate whether a strategy is truly profitable versus lucky. If you want a referee for your instincts, your ledger is it. Choose your system: quick comparison of tracking approaches Short answer: a spreadsheet is flexible and transparent; a dedicated app is convenient; paper is fine if you’re disciplined. The table below compares typical options. Tool Pros Cons Best for Paper notebook Cheap, low-friction, no data leak Hard to analyse; no automatic math Beginners placing ≤5 bets/week Spreadsheet (Excel/Google Sheets) Custom metrics, formulas, charts; exportable Requires a small setup time Most bettors who want control Dedicated app (tracker) Auto-sync odds, quick logging, mobile May have subscription; privacy issues Busy punters; high-volume bettors Bookmaker tools Auto-bets, balance view Fragmented across sites; biased view Supplementary use only Set up a simple spreadsheet (step-by-step) Quick and practical — do this now. Ready? Create columns: Date | Event | Market | Stake (units) | Odds (decimal) | Result (W/L/P) | Profit/Loss (currency) | Bankroll (running) Decide your unit: 1 unit = 1% of your starting bankroll is a conservative default. Example: Bankroll = $1,000 → 1 unit = $10. Record every bet when you place it. Update result and bankroll immediately after settlement. Add summary cells: Total Bets, Units Won/Lost, ROI (%), Max Drawdown (%), Current Bankroll. Example mini-case: You start with $1,000 and use 1 unit = $10. You place three bets: +0.8u, -1u, +2u at various odds. After settlement your running bankroll shows +1.8 units = $18 profit → new bankroll $1,018. Logging this weekly creates a growth curve you can measure, not guess. How to choose unit sizing and staking strategy Here’s the blunt truth: staking rules are risk-management, not profit-maximisers. If you want to sleep easy, keep unit ≤1–2% of starting bankroll. If you want faster growth and accept larger swings, consider 3–5% but expect deeper drawdowns. Three common approaches (with simple formulas): Flat units — Stake = 1 unit. Best for novices. Simple and prevents tilt-driven stakes. Percentage staking — Stake = X% of current bankroll. Example: 2% of current bankroll. Formula: Stake = Bankroll × 0.02. Kelly-based (fractional) — Stake = f × Kelly. Kelly fraction f = (bp − q)/b where b = decimal odds − 1, p = estimated win probability, q = 1 − p. Use fractional Kelly (e.g., 1/4 Kelly) to limit variance. Kelly is powerful but sensitive to estimate errors. Mini-example: You estimate a bet at 0.60 true probability at decimal odds 2.0 (b=1.0). Kelly fraction = (1×0.6 − 0.4)/1 = 0.2 → 20% of bankroll (full Kelly). That’s huge and risky with estimation errors; use 5–10% or 1/4 Kelly instead for safety. Where to practice responsible play (contextual recommendation) If you’re experimenting with stake sizing and gamification features, try platforms that clearly show transaction history and allow small deposits so you can test tracking in live conditions. For a broad, instant-play experience with a diverse game environment and clear account history, you can check the wantedwinn.com official site — use small stakes while you familiarise yourself with statements and withdrawal rules. Quick Checklist — what to track every bet Date and time (settlement is important for weekly review) Event and market (e.g., EPL — v Over/Under 2.5) Odds (decimal) and stake in units Bookmaker (useful for spotting bonus/arbitrage) Result and net P/L in currency Running bankroll and max drawdown update Notes: why the bet was placed (edge, tip, gut) Common Mistakes and How to Avoid Them Chasing losses: Increasing stakes after losses is a fast route to ruin. Fix: enforce a max-stake rule (e.g., never exceed 3 units without a planned, documented reason). Changing unit mid-stream: Arbitrary unit size changes blow comparability. Fix: only change unit after a review and document why (e.g., bankroll changed ±25%). Not recording free bets/bonuses: Ignoring promotions skews ROI. Fix: record bonus bets separately and note wagering requirements. Overconfidence from small samples: 10 bets isn’t data. Fix: set a minimum sample (e.g., 200 bets or several hundred units) before declaring a system profitable. Poor KYC/withdrawal readiness: Depositing without verifying identity leads to delays. Fix: complete KYC early and keep documents current. Mini-FAQ Is fixed-unit staking better than Kelly? Short answer: for beginners, yes. Fixed-unit staking reduces complexity and psychological stress. Kelly can maximise long-term growth if your edge estimates are accurate, but small estimation errors lead to big losses. Use fractional Kelly only after you’ve tracked long enough to estimate true probabilities reliably. How often should I review my bankroll? Weekly snapshots are sufficient for most casual bettors. Review deeper metrics monthly: ROI, variance, and max drawdown. If you’re on a losing streak beyond your historical max drawdown, pause and audit: are you tilting, or has the edge vanished? Should I include small wagers like prop bets in tracking? Yes. Even small prop bets accumulate and impact ROI. Log them with a separate tag so you can filter and assess whether they’re value or just entertainment. What’s

Betting Bankroll Tracking: A Practical, No-Fluff Guide for New Sports Bettors Read More »

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