{"type":"session","version":3,"id":"44cb070d-1c84-4c68-bb7e-1482d01d8622","timestamp":"2026-02-19T00:10:28.633Z","cwd":"/home/ccuser/rateright-growth/rivet"} {"type":"model_change","id":"c1a6de07","parentId":null,"timestamp":"2026-02-19T00:10:28.648Z","provider":"anthropic","modelId":"claude-opus-4-6"} {"type":"thinking_level_change","id":"f0497e3f","parentId":"c1a6de07","timestamp":"2026-02-19T00:10:28.648Z","thinkingLevel":"low"} {"type":"custom","customType":"model-snapshot","data":{"timestamp":1771459828649,"provider":"anthropic","modelApi":"anthropic-messages","modelId":"claude-opus-4-6"},"id":"b6feba63","parentId":"f0497e3f","timestamp":"2026-02-19T00:10:28.650Z"} {"type":"custom","customType":"clawdbot.cache-ttl","data":{"timestamp":1771459828659,"provider":"anthropic","modelId":"claude-opus-4-6"},"id":"f453e48c","parentId":"b6feba63","timestamp":"2026-02-19T00:10:28.659Z"} {"type":"message","id":"76e6f187","parentId":"f453e48c","timestamp":"2026-02-19T00:10:28.674Z","message":{"role":"user","content":[{"type":"text","text":"[Audio] User text: [Telegram Rocky and Rivet id:-1003505625266 topic:6 +2m 2026-02-19 11:10 GMT+11] Michael (7377499346): Transcript: So you kind of got it wrong. So there's a Hilti battery-powered skill saw and the Milwaukee battery-powered skill saw, and the Milwaukee impact driver, three 12-amp Milwaukee batteries, two 6-amp Milwaukee batteries, four of the multi-battery charger, two Hilti chargers, a Hilti saw, obviously, I think we already counted that, a Hilti SDS, Hilti grinder, Hilti impact driver, and one big Hilti battery and five small Hilti batteries. So that's 11 batteries altogether, four Hilti tools, two chargers, one Milwaukee charger, and two Milwaukee tools.\n[message_id: 1880]"}],"timestamp":1771459828660}} {"type":"message","id":"614c029c","parentId":"76e6f187","timestamp":"2026-02-19T00:10:33.770Z","message":{"role":"assistant","content":[{"type":"thinking","thinking":"Michael is sending a voice message in the Construction topic correcting a previous tool/equipment inventory. Let me check what was previously discussed to understand what he's correcting.\n\nLet me read today's memory and recent context to understand what this is about.","thinkingSignature":"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"},{"type":"toolCall","id":"toolu_01MdmtybFeDTheZWdaDsLvRR","name":"read","arguments":{"path":"/home/ccuser/rateright-growth/rivet/memory/2025-02-19.md"}},{"type":"toolCall","id":"toolu_01CpHWmjfoErGxvyvz6gjuJL","name":"read","arguments":{"path":"/home/ccuser/rateright-growth/rivet/memory/2026-02-19.md"}}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":10,"output":192,"cacheRead":22235,"cacheWrite":535,"totalTokens":22972,"cost":{"input":0.00005,"output":0.0048000000000000004,"cacheRead":0.011117499999999999,"cacheWrite":0.0033437500000000004,"total":0.01931125}},"stopReason":"toolUse","timestamp":1771459828669}} {"type":"message","id":"9c7f8497","parentId":"614c029c","timestamp":"2026-02-19T00:10:33.922Z","message":{"role":"toolResult","toolCallId":"toolu_01MdmtybFeDTheZWdaDsLvRR","toolName":"read","content":[{"type":"text","text":"{\n \"status\": \"error\",\n \"tool\": \"read\",\n \"error\": \"ENOENT: no such file or directory, access '/home/ccuser/rateright-growth/rivet/memory/2025-02-19.md'\"\n}"}],"details":{"status":"error","tool":"read","error":"ENOENT: no such file or directory, access '/home/ccuser/rateright-growth/rivet/memory/2025-02-19.md'"},"isError":false,"timestamp":1771459833917}} {"type":"message","id":"d99a20ee","parentId":"9c7f8497","timestamp":"2026-02-19T00:10:33.944Z","message":{"role":"toolResult","toolCallId":"toolu_01CpHWmjfoErGxvyvz6gjuJL","toolName":"read","content":[{"type":"text","text":"# 2026-02-19 Daily Memory - Rivet\n\n## Morning Heartbeat 03:40 AEDT\n\n### Builder Communications\n- System audit completed by Builder (62% baseline score)\n- Key gaps identified:\n 1. Task lifecycle broken (35%) - agents don't claim queue.json tasks \n 2. Communication loop broken (45%) - buddy system only restarts, no cross-agent work\n 3. Memory inequality (40%) - 4 agents amnesiac (Sentinel, Radar, Cog, Herald)\n\n### Fleet Status\n- All 8/8 agents HTTP responsive\n- Multiple stale status alerts (false positives from monitoring lag)\n- Real fleet coordination needed: make agents productive, not just alive\n\n### Infrastructure \n- App: ✅ LIVE (rivet.rateright.com.au)\n- Growth Engine: Need to verify status\n- All systemd services active\n- VPS healthy (infrastructure scored 95% in audit)\n\n### Priorities Today\n1. Fix task claiming workflow across all agents\n2. Implement real cross-agent communication flows\n3. Address memory inequality (help 4 amnesiac agents build memory)\n4. Verify Growth Engine API health\n\n## Next Actions\n- Check Growth Engine API status\n- Create voice brief data file\n- Update fleet coordination based on Builder's audit findings"}],"isError":false,"timestamp":1771459833940}} {"type":"message","id":"91b2b778","parentId":"d99a20ee","timestamp":"2026-02-19T00:10:45.842Z","message":{"role":"assistant","content":[{"type":"text","text":"I don't see prior context about a tool inventory. Michael's correcting something — let me capture this accurately. This is about his construction tools on site."},{"type":"toolCall","id":"toolu_01H62NQHjCYXMUefwdK4UuyD","name":"edit","arguments":{"path":"/home/ccuser/rateright-growth/rivet/memory/2026-02-19.md","oldText":"## Next Actions","newText":"## Michael's Tool Inventory (Corrected - 11:10 AEDT)\nFrom voice message in Construction topic. He said I \"got it wrong\" previously — this is the corrected list.\n\n### Milwaukee\n| Item | Qty |\n|------|-----|\n| Battery-powered skill saw | 1 |\n| Impact driver | 1 |\n| 12-amp batteries | 3 |\n| 6-amp batteries | 2 |\n| Multi-battery charger | 1 |\n| **Milwaukee total** | **2 tools, 5 batteries, 1 charger** |\n\n### Hilti\n| Item | Qty |\n|------|-----|\n| Battery-powered skill saw | 1 |\n| SDS drill | 1 |\n| Grinder | 1 |\n| Impact driver | 1 |\n| Big batteries | 1 |\n| Small batteries | 5 |\n| Chargers | 2 |\n| **Hilti total** | **4 tools, 6 batteries, 2 chargers** |\n\n### Combined Totals\n- **Tools:** 6 (4 Hilti + 2 Milwaukee)\n- **Batteries:** 11 (6 Hilti + 5 Milwaukee)\n- **Chargers:** 3 (2 Hilti + 1 Milwaukee)\n- **Multi-battery charger:** 4 (Milwaukee — correcting: he said \"four of the multi-battery charger\")\n\n*Note: He said \"four of the multi-battery charger\" — need to clarify if that's 4 Milwaukee multi-chargers or if the \"4\" was a misspeak. Also said \"one Milwaukee charger\" in the summary. Flagging inconsistency.*\n\n## Next Actions"}}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":1,"output":567,"cacheRead":22770,"cacheWrite":626,"totalTokens":23964,"cost":{"input":0.000005,"output":0.014175,"cacheRead":0.011385,"cacheWrite":0.0039125,"total":0.029477499999999997}},"stopReason":"toolUse","timestamp":1771459833944}} {"type":"message","id":"4c27746b","parentId":"91b2b778","timestamp":"2026-02-19T00:10:45.950Z","message":{"role":"toolResult","toolCallId":"toolu_01H62NQHjCYXMUefwdK4UuyD","toolName":"edit","content":[{"type":"text","text":"Successfully replaced text in /home/ccuser/rateright-growth/rivet/memory/2026-02-19.md."}],"details":{"diff":" ...\n 25 2. Implement real cross-agent communication flows\n 26 3. Address memory inequality (help 4 amnesiac agents build memory)\n 27 4. Verify Growth Engine API health\n 28 \n+29 ## Michael's Tool Inventory (Corrected - 11:10 AEDT)\n+30 From voice message in Construction topic. He said I \"got it wrong\" previously — this is the corrected list.\n+31 \n+32 ### Milwaukee\n+33 | Item | Qty |\n+34 |------|-----|\n+35 | Battery-powered skill saw | 1 |\n+36 | Impact driver | 1 |\n+37 | 12-amp batteries | 3 |\n+38 | 6-amp batteries | 2 |\n+39 | Multi-battery charger | 1 |\n+40 | **Milwaukee total** | **2 tools, 5 batteries, 1 charger** |\n+41 \n+42 ### Hilti\n+43 | Item | Qty |\n+44 |------|-----|\n+45 | Battery-powered skill saw | 1 |\n+46 | SDS drill | 1 |\n+47 | Grinder | 1 |\n+48 | Impact driver | 1 |\n+49 | Big batteries | 1 |\n+50 | Small batteries | 5 |\n+51 | Chargers | 2 |\n+52 | **Hilti total** | **4 tools, 6 batteries, 2 chargers** |\n+53 \n+54 ### Combined Totals\n+55 - **Tools:** 6 (4 Hilti + 2 Milwaukee)\n+56 - **Batteries:** 11 (6 Hilti + 5 Milwaukee)\n+57 - **Chargers:** 3 (2 Hilti + 1 Milwaukee)\n+58 - **Multi-battery charger:** 4 (Milwaukee — correcting: he said \"four of the multi-battery charger\")\n+59 \n+60 *Note: He said \"four of the multi-battery charger\" — need to clarify if that's 4 Milwaukee multi-chargers or if the \"4\" was a misspeak. Also said \"one Milwaukee charger\" in the summary. Flagging inconsistency.*\n+61 \n 29 ## Next Actions\n 30 - Check Growth Engine API status\n 31 - Create voice brief data file\n 32 - Update fleet coordination based on Builder's audit findings","firstChangedLine":29},"isError":false,"timestamp":1771459845941}} {"type":"message","id":"838e9df0","parentId":"4c27746b","timestamp":"2026-02-19T00:10:52.950Z","message":{"role":"assistant","content":[{"type":"text","text":"Got it, updated. Quick note — there's a small inconsistency in your count:\n\nYou mentioned **\"four of the multi-battery charger\"** but then said **\"one Milwaukee charger\"** in the summary. Did you mean 4 multi-chargers, or 1?\n\nHere's what I've got:\n\n**Hilti (4 tools, 6 batteries, 2 chargers):**\n- Skill saw, SDS, grinder, impact driver\n- 1 big battery + 5 small batteries\n- 2 chargers\n\n**Milwaukee (2 tools, 5 batteries, ? chargers):**\n- Skill saw, impact driver\n- 3× 12-amp + 2× 6-amp batteries\n- Charger count — 1 or 4?\n\n**Totals:** 6 tools, 11 batteries, 3 chargers (using your spoken summary). Just need to clarify the charger number.\n\n[[reply_to:1880]]"}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":1,"output":235,"cacheRead":23396,"cacheWrite":608,"totalTokens":24240,"cost":{"input":0.000005,"output":0.005875,"cacheRead":0.011698,"cacheWrite":0.0038,"total":0.021378}},"stopReason":"stop","timestamp":1771459845953}} {"type":"custom","customType":"clawdbot.cache-ttl","data":{"timestamp":1771460538464,"provider":"anthropic","modelId":"claude-opus-4-6"},"id":"bce2f285","parentId":"838e9df0","timestamp":"2026-02-19T00:22:18.464Z"} {"type":"message","id":"a97308a5","parentId":"bce2f285","timestamp":"2026-02-19T00:22:18.470Z","message":{"role":"user","content":[{"type":"text","text":"[Audio] User text: [Telegram Rocky and Rivet id:-1003505625266 topic:6 +11m 2026-02-19 11:22 GMT+11] Michael (7377499346): Transcript: One multi-charger.\n[message_id: 1883]"}],"timestamp":1771460538465}} {"type":"message","id":"c656206e","parentId":"a97308a5","timestamp":"2026-02-19T00:22:22.136Z","message":{"role":"assistant","content":[{"type":"thinking","thinking":"Simple clarification - one multi-charger for Milwaukee.","thinkingSignature":"Et8BCkYICxgCKkAS2oxQaMDYuUIBnqs3RV3TFXK1c8uUk3U16dFsxo7XVv4UpPifjVC8YxPTjuszPalZVYCHuoKy4bLIBxePV4djEgwEM7wCQsfAGGfd+ywaDMrwSH7OXIzfYvw2KyIw+dIRiYKuMgjCPfSTgDGImVCl0yZeS96W7exnJk1LvD/3W08jYbPUwWBKMLQKVfslKkdp1Ux+aXa1G4IcL0LI2rLtdHTs6+aX6tAiTg3OgPkAzgPSnlGb3h8yEGtSEB4rOn5sZljGbjDuCr3L9Al6T95zvxjochN9NBgB"},{"type":"toolCall","id":"toolu_018NGfu2gJfTMar8vF6oAVwV","name":"edit","arguments":{"path":"/home/ccuser/rateright-growth/rivet/memory/2026-02-19.md","oldText":"| Multi-battery charger | 1 |\n| **Milwaukee total** | **2 tools, 5 batteries, 1 charger** |","newText":"| Multi-battery charger | 1 |\n| **Milwaukee total** | **2 tools, 5 batteries, 1 multi-charger** |"}}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":10,"output":201,"cacheRead":24004,"cacheWrite":312,"totalTokens":24527,"cost":{"input":0.00005,"output":0.005025,"cacheRead":0.012001999999999999,"cacheWrite":0.0019500000000000001,"total":0.019027}},"stopReason":"toolUse","timestamp":1771460538467}} {"type":"message","id":"6b7adbea","parentId":"c656206e","timestamp":"2026-02-19T00:22:22.223Z","message":{"role":"toolResult","toolCallId":"toolu_018NGfu2gJfTMar8vF6oAVwV","toolName":"edit","content":[{"type":"text","text":"Successfully replaced text in /home/ccuser/rateright-growth/rivet/memory/2026-02-19.md."}],"details":{"diff":" ...\n 36 | Impact driver | 1 |\n 37 | 12-amp batteries | 3 |\n 38 | 6-amp batteries | 2 |\n 39 | Multi-battery charger | 1 |\n-40 | **Milwaukee total** | **2 tools, 5 batteries, 1 charger** |\n+40 | **Milwaukee total** | **2 tools, 5 batteries, 1 multi-charger** |\n 41 \n 42 ### Hilti\n 43 | Item | Qty |\n 44 |------|-----|\n ...","firstChangedLine":40},"isError":false,"timestamp":1771460542220}} {"type":"message","id":"9a2e8a30","parentId":"6b7adbea","timestamp":"2026-02-19T00:22:26.120Z","message":{"role":"assistant","content":[{"type":"toolCall","id":"toolu_01Lmk5gjUj5ZXSGMg2dXSqCS","name":"edit","arguments":{"path":"/home/ccuser/rateright-growth/rivet/memory/2026-02-19.md","oldText":"- **Multi-battery charger:** 4 (Milwaukee — correcting: he said \"four of the multi-battery charger\")\n\n*Note: He said \"four of the multi-battery charger\" — need to clarify if that's 4 Milwaukee multi-chargers or if the \"4\" was a misspeak. Also said \"one Milwaukee charger\" in the summary. Flagging inconsistency.*","newText":"- **Chargers:** 3 total (2 Hilti + 1 Milwaukee multi-charger) ✅ Confirmed"}}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":1,"output":233,"cacheRead":24316,"cacheWrite":251,"totalTokens":24801,"cost":{"input":0.000005,"output":0.005825,"cacheRead":0.012157999999999999,"cacheWrite":0.00156875,"total":0.019556749999999998}},"stopReason":"toolUse","timestamp":1771460542223}} {"type":"message","id":"a06afcfb","parentId":"9a2e8a30","timestamp":"2026-02-19T00:22:26.169Z","message":{"role":"toolResult","toolCallId":"toolu_01Lmk5gjUj5ZXSGMg2dXSqCS","toolName":"edit","content":[{"type":"text","text":"Successfully replaced text in /home/ccuser/rateright-growth/rivet/memory/2026-02-19.md."}],"details":{"diff":" ...\n 54 ### Combined Totals\n 55 - **Tools:** 6 (4 Hilti + 2 Milwaukee)\n 56 - **Batteries:** 11 (6 Hilti + 5 Milwaukee)\n 57 - **Chargers:** 3 (2 Hilti + 1 Milwaukee)\n-58 - **Multi-battery charger:** 4 (Milwaukee — correcting: he said \"four of the multi-battery charger\")\n+58 - **Chargers:** 3 total (2 Hilti + 1 Milwaukee multi-charger) ✅ Confirmed\n 59 \n-60 *Note: He said \"four of the multi-battery charger\" — need to clarify if that's 4 Milwaukee multi-chargers or if the \"4\" was a misspeak. Also said \"one Milwaukee charger\" in the summary. Flagging inconsistency.*\n-61 \n 62 ## Next Actions\n 63 - Check Growth Engine API status\n 64 - Create voice brief data file\n 65 - Update fleet coordination based on Builder's audit findings","firstChangedLine":58},"isError":false,"timestamp":1771460546166}} {"type":"message","id":"8dfc583e","parentId":"a06afcfb","timestamp":"2026-02-19T00:22:28.266Z","message":{"role":"assistant","content":[{"type":"text","text":"👍 One multi-charger. All locked in.\n\n[[reply_to:1883]]"}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":1,"output":25,"cacheRead":24567,"cacheWrite":274,"totalTokens":24867,"cost":{"input":0.000005,"output":0.000625,"cacheRead":0.0122835,"cacheWrite":0.0017125,"total":0.014626}},"stopReason":"stop","timestamp":1771460546169}} {"type":"custom","customType":"clawdbot.cache-ttl","data":{"timestamp":1771460590170,"provider":"anthropic","modelId":"claude-opus-4-6"},"id":"fcf9f520","parentId":"8dfc583e","timestamp":"2026-02-19T00:23:10.171Z"} {"type":"message","id":"b0845018","parentId":"fcf9f520","timestamp":"2026-02-19T00:23:10.175Z","message":{"role":"user","content":[{"type":"text","text":"[media attached: /root/.clawdbot/media/inbound/65db8d97-2982-4f91-a50b-fdeb323e0689.jpg (image/jpeg) | /root/.clawdbot/media/inbound/65db8d97-2982-4f91-a50b-fdeb323e0689.jpg]\nTo send an image back, prefer the message tool (media/path/filePath). If you must inline, use MEDIA:/path or MEDIA:https://example.com/image.jpg (spaces ok, quote if needed). Keep caption in the text body.\n[Telegram Rocky and Rivet id:-1003505625266 topic:6 +37s 2026-02-19 11:23 GMT+11] Michael (7377499346): \n[message_id: 1885]"},{"type":"image","data":"/9j/2wBDAAYGBgYHBgcICAcKCwoLCg8ODAwODxYQERAREBYiFRkVFRkVIh4kHhweJB42KiYmKjY+NDI0PkxERExfWl98fKf/2wBDAQYGBgYHBgcICAcKCwoLCg8ODAwODxYQERAREBYiFRkVFRkVIh4kHhweJB42KiYmKjY+NDI0PkxERExfWl98fKf/wgARCAUAAtADASIAAhEBAxEB/8QAHAAAAgMBAQEBAAAAAAAAAAAAAQIAAwQFBgcI/8QAGgEBAQEBAQEBAAAAAAAAAAAAAAECAwQFBv/aAAwDAQACEAMQAAAA9QrTl0EIAYQSEBkqSEWGIFshVVoBjzdKteXl7SHheF9Q4knj5dmzqU6Grn2a7lx7b3ltTTM2kJZZV6Dreh1mrRJYxkUtW6NASRULIGqI0IpgYVgMpGKwhEIVIZIQggVgK0goYlYaCRoIGgocAVgoVwIHAsZSQxFVwAmAVoQw0ZICGABiKGRVRwV2BogsasfnvWqfNOH9opzfj7fVsp84t+h6z5x0Podx5X0WliSGjIAEEZq7CRgkRyK0BJJUCuQgxIIESBkgDCAgkBBJISQgDQUOBA8Ki4FDQSOoocCBwqRwVmt0VjAQgIIIZAwSjAQAgUMoquhIDDWVOXhHBHJWXUIYKITmoyrN3LWItOa6x2U3DNWdLCrJIINFJJBRKEhggwipJAwGIDKhEiSQMECRCGQkBIGIiuAAkrDwSMBRYCsWhcTEIwBIGUDqKeSEEJJAFSAQgUMoIJBZIM6Qvali00ksqYZ1lGjLx9NCDP5/ZvObR05abKb+3luKnpwsivoxVkBVggEMU0DXYBkaIUNNBAwiIyimkkEBqBkgiQMgCZCFSANCAwWQihoLGgpkXBU5QlTUisMsgASGSEkBICCAJFZVWFYYrBnrI8WFkUjRCoV0zrMm1OXbHY8z0a6t98rbKbN8mZGubJXZpDAjAQaKQMCCEBkgwECRBoIGAggaoyyIQxICQiBgIYIGCEhgIwFhIJFOdJCSSgQSEQkhJBBgQQQIFYLBAKGEGKRoIMQQlVLQhGkmbXCk0XIVHUrY9ZZtNb3NhRtI4CQyFdqymEWHiQsggwBGAiEgKxACYEMBI1cHKsoIgwMIYCQwhBDJAQpTBhHJKMQwURISEBgJAwJBENbgEkWIYBZIV5BirBgA8UkkICEWyK2USMGQtFkcliqza1bjAHSu2RCUBLEIVMCQQxWQGEkgomCDJAyQkkIykMkDJFBkIZCSEMAGgYKmHEcGoygJACRAiRCCFEBCkgRAQEQpgCVYkkDAwGWEMUIaK6QkIIStmVdikhCtWukZLhtAyuiGMCQBIJIQB4EMkIYBoGEhIwkIUcgJJJCQEIMUMIMUIZCKZBiCcNkIykU0WQ0BqFYNFBIZEgARAFGAIQSSBKkMSDgOSAhikKmBJCllJHRcmsDaSGAtUjRQjqyjAAaSDQQYiISrEkgwkIRCGEBkIwJBAEyAMKwGEkJJIRhAMGOEAQiEMWDFGIQQRWARCFYQqQRSFTACEkMJIQMoHggwhARAupAxgCwUspGem0YrEYSDCQgkGEgYAWRXSFIOJFcAoRIQyBgagYIMDEgIQIEwqCjEZQMQQxLDggQJWBgAxQlkUkggRFGgJBASECwgIhFYEKNBgQEgkgg8EGgg0DkKhbHWIYCM6AdDBoCGADCEJFZYVKEgKxWDRSjFQMVI8So0Gi6iIYggHkihlhHRwQkVlYJRjgQAIAHBBCIMyQaKSMoGBUhgCBCFYBkI0UhKMNFg0WFiGFOlGGEIZINBByrkQsFkYIkI6EIkIQCyIwabIkIgxWBIg0UjRCPFg8EGiweK4ZCSEEKsQlFsikhRzzsEDABhIErAlWGWAIkHUQMWDBYOgAYAPFgxQjgAeIR4sGIgxRwyAcqwLFIxUhZYNIEYELDIgMgQYAyEIAwMqRSNAQwCHiVVpiGHikjJYF0eiriGikMV1AIoOwPNlZBEIYIESBKgaVshKxTAo4EJABlkJBAwEJUoYIGSBkgXrZS9bDMjBKuFlKMVKsUckBQkCmgkGSUZIFSIMhoAwMUhR4Q12BVoQiEIkFkJc9NoWUkhlSSRGEWKzHmYJRKmJIEYSVJBDCAIkJASCKGQEkiwEIYCGKQwEMUligjFWCVYJQjtW4xU0xUjMpgiEJU1CrBAA5SBZGZDCBkalFrmc6iZDpUzmyCRgAw5QpCy7LourRCKSSQQaIZVaNXl4IjRWuSGs1ypN72ZJqrlpgmO5iwJUQwgoiAMCjRQOAxDGFLvFM0sZTssMDdF9Z5bdRzkztMcRu5YcA+iezzVnpTXnre26cV+yY47dWac+zaTI2k2VM4SWIwxBAGgjQgVqiyKxAQR1gIrEUwrzbKZnmm6jHRlhnSQkDI4saS+XsJ+l8EsDvnZZTbc2W12liMIycvrnzfQ49vcHn93Ht6zLyrOkTA24mNd6GZ7pSPCNJAkOQhiNIEiEMhGWBBlySCGAkIYJViQEJhJDiNg49B3z43qnoG4WE9YfGdo67eP9Ea67UEdGHAYkBEhhAwEW0GLH0uZil1GerQEhEGIK+bKt9T82Wqsqx6Li66i4sEkUME5enXIPP8AQZkbO2IaUstJdKMzXQFgEMIGjAYsBiwBZBCzFcdKaLSzonNsN0MIZAwwJBJIQkEbldXiFQrQ2afP4z2OHk1npd3DjXaXDjZ7NVWM6OvmdMJUjwEAYEhgJCUc3q86KGB59hISGQZSy+Zij6n55Lq3LYyVrvy6mHMKZ0erl6NyWVeb6VjI+dsycyXyHW+WfoBrwvzP1vNX23u/hH21ORwvJdA+m+L9D5o5Nw9GvL5nb6KeT8t9i5C8/wAt9N6R4Dzn1zSnxbqfX1Pzx9q7PVGINzIYGAhMhDCQyDZdfJNr8nOeiHBqPSP5T1oH+R6z6mvyrSfTV+NerPWWfKfQHug6DFWGIYAaCwwTldjkFJB5dgWAA8IyuvlVZfqfnrmrsZkSXWvTRc53Mjmeq6jn231WV+X6jsjZ6WeT9bzD519a/O/dm/uHF7fnU+c/SPi36AXzmT5vYnvMXB9CdDj9HnrYl+0wd5OknzyfYOOfLPsWLsnyrzH1vcfnn9Oc3rXIMIpMAwI4hITBgGJ4n2/LPLea+l7TwPa9LaeF2+0J8q7Pt4vmMvtSeUp9mU4c7QErsAhKjsrhgIIYHidfmM5jDy9AYQMkglWryxDfU/OozMMQ9l11Fxc9bpTRoox13U6M3k+payvno5BX55t9tZL475V901r5j18CGebpX1h8Sa9qnB4p9AwY+XHoT57SdXTzM56eSXMgJAYQyEhhIwCYSQkBkCR5U9avzf053pILVp5mO9Ez249PSx623x3FG35TJAKwFV0IRB2QjRHDyexykxmTl3MR4gJoMrL5YyfU/OM9TpYyitNuew0srIme+nPToZr6PL9W1lPPpZM6rrs57R0Rxsy+hp8o6+g1eT7x0Gx0nQRb2am0O1mOqGWTiHbnme+zpOKVbd5tT0hyc47FnC9UZRvzGkhSw5IazkBtyLWKcnRNRxk0zOrWyrP59N/R8l6XU1nU2WRtLmQbAYq+ipgXepksvc5nV53SH5XU5iZRDy7iMCBmFhMeUKv9X8/CpZtKFL7arausrtiujTlmttNtXl+rY6Pz65OdvsXzvqqWmvI8T6bWfJer9Jz1861e8yHB9X5fmH0F+bmjR1sfZrGtbh5/S5TPQO9znp1YcQdwnHfrA4XQ2ky5+piPP3GF6ZtgPRcfYb/M9fEcXtZOgYcvdtPF+o0ocPN39x4Pq+quMc1wzWXkzzWTmWNuMFA8+dvVzu8crsc/oBw7sxz1M5dpIQRiA13L5I1N9T88ysSWBmbbqrbLbarhc2rNm6a2Ty/Wtsps59M/lPWK14zZ6mqa8nq9aCy/FDb53rBnJ5v2OhryU9lw66Nvn2inT6Zq4C+ijOVtLzWE7izio6/Pp138YM8/3Do5OxhLLHoJs4241nEDbMnOO1OZpNeC4nnH78OR6DMQ1aLjAN5MNmpzC+2w4i9KjaprLrOY/M3dZb18uvzalGik5DA8uwIYSwAMLHjyJ9T8+5Us2tW6W2VW1bbTdD5dVCwBvJ9R3Wzn3ybsMXbisznYnnOlNWW+E9mb6UIk0XGTnd03PIbrtNYrNZuco1uYJvJhbaTJk7FB5bZ4P3Hv56tHG7Hn1lsq3mkleGju4/QNJxKb+PtU5XN9O2nG2zNp6CY5zmtaCRL7lwjdDE+qGO3RZpzMvU4m23P2uJrPSfzHtJrk9OjRxTNpyHNIPLsRCAgjQPL4+A/V/PNAWXtqdLLarastqth0esrsS3y/Uayu3HeunVyc6v3Yw1iajsHjvQ9Tygx16jpWaWMa74zjs0uZ5pJkmxzC20mR9UM2Xq5TkaO5yeiqdrFmW5elzs245wabsfleq3Zvr74t2eV1HoORv3cr5f2fOujWcDc7rSg5CaHMa7xpim0ZYn1leabde3Dsw+h655t2fPXS6eLZw02PXly54h5dBJGiUYaCL5Ag/U/PF1jL2VWo9lVtXW03DV2JCW12+X6kdHx3bJq5mdNsy2zWIrorByPZ+eJ2eL69nINjGGboZX0kyjaxibaTI+omVdhMOTt4Rqup53U6NtnDXs0aMOXYw3Ywcp6vRj1nl+/wpcftOH0TccJ4a1jJWm9sFumimu3Kg7IYZvJhG4nNs3BeRsGmsT5un0Yq6KeuelrRfNrXn1Z45QjcukWO1IQExpfGFJ9X89Y1TM22UOXPU6X3Zri5CsLdm0ef6cep+fofPdy86v7PH2TXF06SeQp+i8ivFey0oa5tLOK3QYzprasra2MlmljMNRMR3ExZexSJwvT8zory15N57+vkdDGtvL24uboecsyejPs+PpyY1yfaeX7NzuXKOd1HBMt5yDSyq7RljXcTntuJjXcTnNvC8fUdumK3SxkmuvJaoTVVdWcN0fl2MEA0AS4XxEpn0/z95phofNYXvmtY03ZL00xCV347/P8ARZ81nP1X4tHOzrR1uHvml8z6XhUub2nIjheuuzDvTvKTc5lGxzLdc9zRNEMp1uYm2kzVb8hZh7HnNUem8/1E30U48uxytNRb0OPuNUxBNwwualoq02TFMt1GfUZ32k546R0wPuGWAdCGE7ovFu0X6Y7dLGVmym+jFpy3q8XzjB+XUgEJWDQNL89NB+n8C+VQvfO5oahrNWjFemuzPcznvyXcPebM1nD13Uvgafdy+5NcPn+l8kdbld3EZtXXx1u1cP0sZTrcx26nKHtasq7mZxPscy2aQZsuvMas3Px6vX7nj+hHocfKqk9R56Vnf0cBNPRN558u9OLDsDiVanoK/NbDbmu6JxZ6CHn29BhXGvewnLOxCmHsnl7+vcch+ZUd7X5XLl7yi6nTWZM3zjg8usDwRiBosPmrUN9D4d0rNXNTYWvXZrNt9F6aLabDLdUeHsltF/D12cvp8yay6Oxqa81PUE8avtcZw39M55q70BOBb3Ccezruccdw1wH7pZ478vmtenPnPdHO07mZpuMFsR4ZleoDEOLbkXfi0Y0wAY2m9Ly+vrODbl1nmPMfTXX5R1foZDi185Ot4v0li+Xq9dSef9XicuWvEa2Swa3BtNmKIdCSZ154q/LaCwKZFHKk+XsrfQ+IWEseQjXJZrN11NqaXqswoupu5+yi7Pfw9dmXVTNbfA/QXa+f9H2DjY9fJO0cMOiaOYds8nUbmw2mt87VobGGaLXsKujQ5e2RTc2Em047DWcSpdTr0GNdxOJsnQ1ee27iptrG84uydAxcz0HHOb1c/SXz3UxUJ7E4mKLeZWaezw9xswthLehnw9LzvYeZG56jHjbhetJM64C2VctyxQphIZEPl5k+h8R4RYxBLLa7GbNFNxdfRclF1T8vTRoz6eHufLrzzpmay0mLTjOyyQ7PmdHFPbfP9T16rL5fSe2s8f6k1NiY2Ngc3NjuNMzozsmOG98FxpOag2ZW2GS7RDINxOLtu06Y6OnwE2ivqHG23KUU9bnnN6fN7hlkyHeONTVyL6yw49S9LNTkO78c+lU+qY9PRqzOD0d12ddFWXzuEl1PLsxEA4BRfCfLSp+h8SyAkdDZoeuxm2+m00XUXogavn6Evou8/vux7M06HTirFr4+49ilNJv890cpZVm59eg459CaujjBvbCxvbFaaWzobTgJvOKxnY+as25a9Rju2TTKm+ZYJ0YcffVv0yZeqTz+/P1jJzu7iK+D67hprTfmNOZKjstz4Z6psXleh4+034Fymvjd2zoycX0OTTmeh52nLqRTxcanRm59irtCkEginy1gfofFJkQsGqy2q1L7K7NZvvouzJRpy57m2qzy/QvouqmjSMrVnS4t56jKuUtGSL1+bxcB1/aeE6Nnq2wsdBsF5qbOptmKG88+w3NnDOyrJfpVZsYzJshjG8mKzUDjbR0Dmt0AYh5r2BiydjKIdqHgPa8vYdLOuQ7Tc50x6a714PqeVcdDGlBz923J1j8zqIcf0i1ZvSgnJzMW7Hz6BpJoMIMpB8rZW+h8VpChYEssrssvtqtZvvouSzJpzZ7G2q3y/Rtyaq5rPpwlob+TYvqkyVnb508KfQ+Hq8wnV73mPVVufn3xsbMa1nCzO84Xa1NnhuTFayJssMw1HTFNxyxPrmlFe0nE2XajFZoY8h3Kuqc7P2cQ+bq8s5XovP8AWNeRch3n5l2XL0bs2nF9Rxr8unmoRq/g9zD2zZg0a9zzPsqExemVPFzsmzFz6GQzQIJI1Z8rKt7/AIrErY7Kw9tNtl11VrN91NxZl1Zc9bJJ5/o3WVXY6c7pcLQr35az1Weuk7vj+vzzucHZxD1m3xGqvUa+Vsk1vhatrYnNrZ4a68dpJscznQWcg3EwWa20yzUTCOgDkb695lTaDyPeTpGbn9vnE0U1HD9R5/qm2vMxp2cTok833OR1zruW+a25LcHF0/P9ddqcnSs0876AY8uvCuGTndHnY6GBc6Yqw9ZB8rKv7/iurCi6uhsRjRdm0WaNGbRM2ZteR0cg+b6NttNuN5d3l9jfRblw9ZmNJ1fGd1TLj7qVyq+uY7b4WTe2GythoJqTHcI+tymXsZJrLOSzSTPNLGIboY7bzpytadAwjeDI+mGLLuwJ1WzBbjyLDptzrSdPi6jZOK6dc5GXRhfAdsef5+3rhh80e05vn/RxuhnNl5fV5GNurNnYBIFeHyZ1b3/HaBmY6PTWI6W6M19aNGfRMWZ9FDo0I830brKrcbzb+Rrb324rTZVnzHoGxWGs+V9ELo+Xe8rrNhsk3NnFbUx6CqzYSkXMZpqYyvpJSNDGObSYrNUM66zrPI12aTk87cvbPHw1+sa6tMycXXGNTyvs+G/XPZlCctN0OB0Dl0jq+jGD0eVeO9eJMuFubb5vvn0nJ6HFjZtx9uavKvxZOT2ORjpGU50wBICT5K6We/48dWZDq9NbXYj3VWmjRRfcXZ9GebcQ+b6VliPjdWO3G3vbOTR0+V1Dfx7fGHveFbWcrueU79dD0Xm+5JuqyaSnRpaqhcTNNZMtt5KhphkmwmO64s016iZJsJyelm6OmWu/OUY+vWb8D4DtzAycD1Hlu31m6ZU5aPS8/wBM4mDt3+nC9bDOG9mVMmXZ872PK9c+p5ObSZ+tXqzrYyPyZeT1+NjdldhzuqwAYrD5NYj+/wCOxVmYyvT2V2Ja6WGjTk1MX0X0TUhXz/TvdLMbz4b1aq306Fy+m4nSL/Feo88dzid7UfOe/wAuuvoGzLqkq0aSVrolZjrYy2XErXSTNNTGS3QChNZZxjazWS64s8XXm0aateC0nnu7iOzmqzHYmVjy/rPL9jrnoTGvLR6PG3nEo61nbOTt4pz1swW4cux4X13lu+fQ4dlOWPuZutLToya+No43c4mNgkZ3EtQS1WPktlTe/wCPYVIWDMvbVZV1lbpfqy6UuqeuHQr5/pX2VtjpnyaMjfTiIX9zzXYM3H7eo4tfqmPCcb3/AJyvUbuf0UvHltvadycjq5lt6YDmei5HoaznU3LWWy4mddZMc2xnLbeDMjVk6fJ2aaziGTcHfo06eI4jtTEpw/Tees6O+MZ5l3cXZlhxat3fNXW4vQxrTkmLLscXoczbXz+1y9ZHVy9bGsW3Lq5k4nd4PPbQSbkCjlWPkbK3t+OzV26GSMvZXZV1lViX6c18aK2WyCDzfS0MtmOlWTVkm9Rrsrn+s5lxXn28PU8L1N/0bb4p1vfduOCnftjx/Q9I+p8373W6vScPj+3OHH36Wxqqx3yzprJkOtjM2hGcpUmq3KROjwd2nQPPhhs3HbThfBh3Jz4cL0WHP1z3BVXy1R0uFtONvFvTOfvc2/OtmA15W8zu8jc006pZzOrwn27e3Ft82p5/0HBztSZjZEhHDHyBg3t+OtqMy5D6S1Gq6yp0v05tEXqZZKXr830td1N+OlHD66NtXbSP6Lg9aL89fnqwavb8Y4S2+qry/c374pvZkrXQazNpYostJQNRMjaWK5oqM1lTs7LMo01HDDXRXkO7MxPL+q4vQ6Z6GWrDz13pjc4vY5Sdc+imGctHZx9h52zd0u+U3YU4a1ZdGg5O2cva/Ty+prND87JXd6OLZ59Pw+1yM7rAmNtEchjHyBq39vx2IBayPrLWVWVbZU6aNOTUXPW7NSFfN9LXfmvx3zoSuKzdYY/Qciw0+Z9JyjXi6+s8/k9HQadzuiLfChtBqu1iVDQTO2glc0UlN2a43NkGs6ziBvmBjbUlB1TiU876nh9Lo6Gat+a+7j7Tzfpcnmu2fcTnPx1N3E6Rxr7qO2eJ63j9rLM+xueubeKTLv5nb6Zzjzl2nb35Nfn1OV2OTnVEAx0YhRwrHyAqfb8ewCFrVvo71uzdbnsNGnHqTRbTcmVYPP8AR16MmnHeuoXrwOvQlYvTcv0BhpNGpms9V5M6mvP2CoaDhlfSxRa7VSNMM1l1gg0VGbTltN7ZYamwE3nA+s7plJqxnAd4YQeP975fv9c7DlXlo6+Rcc/Lv5nbPrTis46o6HKuJzrcPbPP9PX08MdukctcvbXv08pu8b7P2c92Dj6MXs9LJs8mzz+lzc6xFWx0VlI6EnxyCe347lSOyQuaptNF2e1m7Tk0mq3PdlmAHP3atOPRx75qrqNa5GzTf0nH9dm6Gbwsmy/cv43ovNano9mTp8LnmsxRa7FQ0wzNpaq5oQz353N7ZGNRxQ3Nz31necrmhsYNuRcx2TgsOB6jG+2s4RgdnD3GXWrmxsaj6uJsBx/Q36eL9B10ZyzXM65Oo7Dx/T7k25/L9JIw9HHt5jz+hgzrnkNjoAUGIJ8ZInt+RZFI5VhrKbEvspt1m3Tl0Zab895lVl5+y7Vk1cfUvmvUZa4e/vHTzvorLJfI6+7urDg77WcTqaWzct1rRSupjI2opU9xMlq1HSfEa2Nhh0Dz2OgcVpqOVNZ3tzydDPTmOyc0NBxob5giNv425dUoQ0nng0ZNNI06IMTa1My7YcTW+0wDokw2bFOZ1cWzI8+/OziYry7AgtSSHxiA+z5DMJTNW41lbJfbRYX6Mulm+/Lplzhlx6rNObRy9b4NtUrm91y233HL6ebpFA0smV9TVTNBMs2ky3XOZV05U2386+tZxqb35xOicNprOUG1sB06Dc52d+Nsp1ziBuGJToHnWI2zj711HAhuoz2i5epmAdoMg2QxHaTjaL9RgfdDJNkOV1s2nJcPR5UZlJ59FhLUVwfFWU+z5DEGpbUw7KS2/NoS3Tk0M335tEqIyY9Vl+e3l67efvzys+mzNyXaH1Of0K9i5TrZM91thlGxqx26WM9duY07OKqegPBau4fPZz1h8zpO+3CY7h4IPRN5yw9C3B56ewz8xNT0Dec4R9BHn3O4fKbzfs4hOtThsLab7jn4PTOcOd2HFHaY4I78PL6entOE/chxJ2yed9Hl05Jy9uSazxTz1GVmjCp8TZG9nyXiFGdJVxrYs0Zbk0357y66p4Nbpj0vZVbx9dnC7fDXRd5zcvbt8jD1j8S0693mslezfzntY8rvydeyxvObBr87HqNOHlnorvLbDscHlXV393E6SdRsMOgeax0bOZczu891+Rp0+H1NB5Sz0QF6Pnuucj12NTdOcybKRcuebimM7AuQbIYZuJgHRJxNtmoxtrJhG8nI6TYxQLMawSDnokFplhPiLIfZ8loIWFSM6NY9tV5Zry6EtuotzWRq53a2mzh7LedvqVMd2hdmG/nHdPJvOpfL0or3eTLPT4OVXom8Xcez0eB1ntbONqOg3OJ0ThsTWcYOg3PldE89ze2NjY2EHRPOjPTt5dunL9BmU2jADdXnvFXTYYzthlGsmMbCYV6IMM6BORsbUZF3Qwjexz8XV5WWq5bmuRDOWkaRqFYfEXrb2fJsigtapyxqzZddntNFue9L7Kbsnptonex6n4e27LpoU5eu8vLt6lhwujueKuB6ZdM9+pypdISrVhat8yKbrOax0n5tpvmQG1ucU6Lc5q6LYbDW2NToNzWOi3MdnptgfTY2BDoVZbBkutMramMjaSZGs82d5uBSejlHFPRt5ig9PyF43R6bJ1s284t2HoRhs73n/Prv2I7XLquo5acBmhAx8OZD7Pk2RSMVI71OXWUW2X35rk1PW+bbl1Y51stot4e67FszZ1c2hzPdbaVPc5mbS+me64mdhQdOzhsnabhoegbz1lehfgWHbPFU7r+eZPQnhOdx+E9dw8FT0J8zaekPn7Tvngsz2quZYaqZYZx0LTknrPpxx2ocnmerY8vn9kTy09ZDy+j0UPP8H6BK4C9+uPPJ6CZcI97EaHVmufTfRy1JA1IQfD4jez5LwBqwpGbHpctuz2Jouz3WarKbM3Rj24J1N+e/h7redvqzrI+Cg7L8G1rt15eprK6J2Tlt1AYtdcN7Ywm486HTs5ttbrMJN7c6HRbmXHRGOJufnyug3Oh0LOXadFsLs7mww3U57hJoYyzWdMraSZZrJkbUcsp2NpifZDNNUMi7Eyw19AGA9AnPr6mE2GFrFl14+eopk1DVafDCp9fy3KNRAIWUlltVrN19F6X2VPGvn7ufnq11FvH3W0XU51od7Gqzc5S17lV1ljOZ7KTXbhfTa2CHRGGxNr4Xra/PY6R5xOhZz7DYccTe3OJ0pzjXRfnWm5sTM7jhJpqa0zTSxmbSTMdJ0xjaMsp1OZH2kynUdMg1LljTaDEdrac87zlgTp4jaQxk5vV5nPpIHmgCD4bFb1/LJUjRTTMjj202s33Zr00sjxq5+7DOq35r+Hutzac+daGudrPZexTba4svDI0ZSbXxHTacBOi/PsNrYYnQbnNXUPOtNpyQ2vz4dE84p0jzydJ8D1tfEDfXluGW9jI+gs5zpYxnXNM1XQmXPt2u1js1RnMNKmZNYMo2ExnbDDNzGLN18hsZWKOX1+Tz6SGTUiw+FxT6/lsVBYFI7VtVllNrN92e40sjSbMG7BNpfRbw+hfm0VZ6M+hooe5yux3K70FbbMTM7GxQ3Ngc3PgbTa/OdN9nNsOi/PtrYcSnQbnE6Lc9jonE6bnwvW2YiaEYglzGeaLDGdhZxzYTGu6aZn2HLIdSGVNMM41kzNqJjmwmJtbGLP1s5pbPpaz8vtcTnYWGdrGh8Jgns+WwBVopHNbo9lNlzddRaa7K7I04N2CaWyqzh9C+uyjHS9ryVG9RLCDToxWVtswMbn57s7Xwk2tz203vznOg+B0324FN1Xm+zXUbnsdB+ZcdFsZNlvOwp3K+a1bhZYJNDGY6SZTrLOKbSYDuJls8/wARr3SeM5R9InmeCfRX8pgPezzHIPfHxeU98fnfqDvHUWcXRxbZocPvefxoyNNAgx8Gij1fMsKGmiyHattLHqezRbnuZ13U3yXYd2Kbqsqfh7tFFwx2z8npRcr6LjmaenYeZ1egss890exqPCbvX2HB9HWw3I6PndZ9HnwYz2M8/pO9wO5kB0V5idrg7JWPu8So7eqco7ObNsOl53q5LOm9blrIwSpHZCy0EGAQo1YN7UdHZJQjxWGZGajAssylokMzi6HN6E1ZwO9wsaAYTRgEvwdZPV8yGQEJFaQaxLdR76bk1acmq404teWXK6N5/oaWqtx2p28jQvSfmg678ZTvP54p6RvNCvVJ5MnpymkR3sZzzS2mPP1nOfsurDx+kyc7R2aK8z1unqKsnVc52Hvw4Ha0RMzaDVR0kyzWTIdcMraSZE2qZLNLmM7CYjtBlOtjG+jIHJp2nIPdyhbSxzujk1w3F7fFxqsGTUkK/AYB6fmWGotWSsM2mslz0WGi7No1nVpybLjRn0US4jB5/oX20W47cmnsbLfJ0+0c8p0O88eWb1TVwtnVaTiXdiVLkYsetmXatixqW0uZGLTWS00lL7cdlbHwk2HExtmJk3Pgetxwg3nnsb5gJufnsazhhus5xOi3JzHoU51J2KeXqLtmQm84c5r28vQb5jYXbyupFvI6/JxrNBM6FihfgJrb0/Oc1sPFNFlg7o7Nt1FyatmLXrGum2tMAk8/0bbaLcdsOuvYtL3uU222FLXMUtbnNBzBNbU1VtfN1DKZwjV1+TnZ9ERs0zvfnLXz8GvWXec9MjEQo14OKerPzjnn1qz5fpr6TPnmw9uflVyfUD85J9FnzCmPqgxbaaCFq5+SXUWcQ9pdwVPTziIdivBoOoeW505zmib+RqOlyteDGqwhm3KNH57KD0/PuNLJbK2HNbVa1VhdfnuY17MWzWNamWcuQeb6NttF2O3O5XotTXH5HsHPIVe3leQ7HWeTg4/Ww8z0etEzYu1ZVu3DSUvyvRDc/ezNm7nPp0asrGlBaL08Js3zGAdHmMdFsLm+znk6A58Ok/LsOiee9mwZVNkxk1vhY1YmYqGlToNz2Ol57pCOg3PetzYSblxtE349hbyOvycawoz52YrH54KN6fnua2GZCjwEa2qyrL6L2dW3Du1z1PXbc8aA+b6bXU3Y6rLnazWWuV6I49iOjFWGati41Ml1ZamvptGdGZcq41lVmjvWxaVJZFiWFGprarRmViRoFlcYwoIxpSxFjwRw0EsaBjEJIDJBkJFsRXsrtH5nT5mLzCludxlU/PJU9vGWQ6xYVNjMjI9lTl92e+517cG3XPZdnss4z8KeH7Peu4DS+gfz7W+jHAB6SzzUPUv5IJ6xvIMeqPlHPVzyjHqrPJWHr7/F2Hrj5Jj108pK9WfKunpz5lz0r+ac9IPOueifzjM+kt8zYekPnDp6Q+dc754DHfbzzJ3n8+V754RTvThk7b+ftXvN597O6OIV7rcIx3DwnO5OGx25xHO2eG528WSzIwFWKg/P80zj1zjSdTMdE1nNNMvOiyyazLqomy3nqu/ERjshtOd1i2Cs5ElhELFKy4AzghII0aowYLBhiGHBA8hpypS1kccpYM6MyzK+j2JC1kJYUIzADusGZGHKmmIiWFGHgIxEhyrVHAV2WSF0erHraGghHRz4eWbj1qNk0rjkrjwSWREjqojoEsgyOxW6skZGGgKyEgIIRCghI8DEdGGiWDkGmIIwhGat6sKOWNWyWvW4bK3GsRtZdqrCyAFhUjshHgIzoRiCMyshdVW0K6PIR1DDNW4xrtDYsCVcJEPji2Dn1pjgWSCkqEhhYCRYQFbMoUt0RrYlYui1y2sBthUXcpawpWbSVy0lUtgktIjsRWdqrNjlJsakZ2kEd6RmYUu4rx9ZjQkYgLraISSOCK0gxVhnQlhR0FiEcQqzIwzVWDvWSwqUYqw4Vz5ArTn1CuCtbVKo6imQEKZGSaC1ZkbBNHsSZhYNq1upQWLAsCEhiQgLAhkgxViOrUzV2BaQjKwzK4zVvYzgFkBHdCy5U6OwtFMYZWg0FhJXaERiOriOWpHYQpYgS0gYwjghMA8VhmQnyQwc+gkgpeJWrhUr0IVLYuUDQDQhcOESvS2BxHEIyukIYBVlJkA4KNJAkQco9MyMMyOEgjlGHZTVhRkZlIzo7LsjaWxCOygtatxmrg7Iw8ALGSFhUhMKNAVJUjshA6MPKrBoay4o58lIs59EkIoYEhgkZCJaogLALKMVUdWIxRxWISLZCEFSGUeSDRSPAEYiBdHI6PVj0sF1YeKxZFNOQEuEBYVha1VBtgfWTZXCwoSyCFgELQGGKsEghZGHKMFlA5DEZGGiWkKksiNl8pcDOxIAghYCAiMVxkJGUkkCA4rqByCCwAcSBEISrEKFDYApkQsNboWUjtXC5kamdCFkYsKsM1bU5UozKxZW5LGrYNlZ1l2Vh4pGZQWFGHZVLSkHesFjKwSrDSAcpYJYjFkU5F6nPlshzsBHUQwWEBgA1VqkV0K3sQkJFZQPFJYsA8BJIB4IFkI8WBYKMywcqRjIWNWyWFDRetxisLHouGas1YyFLSjDss0dgRypZZkIzKw8kGKOEhhwVHKOQqRiINZXCyAjMAM9bZfL4RnYIiiGCwgkIIrKQQggA4jCSEgICWASISSBdVHkJVbCSRhWUjCEeLCxkYcqbHCsFkYd6nLIpHZDVpRktiuGyp9Geti5AWXZQOyMOBC1kI4ALSjDMjZQg6NA2RaTQlLANJl8whGdiSKDAFTCQgCsBYQGRQlSSFSEEKkjxINCAkQaKwYjhZIFoo8ECysPEYZ0YJBsaAjMjDOjBsRxmV7C4YMsJGZ9KjotjBZssZyL0DbiOvKhbHm1nrHzmU9jZ4GV9DfwWbWfpE+avZ9HHi7NT1PQ+U/XzidH5z9BtuGSjT5ygPg9JCkDLAwQDCEkhIASCBKkgIIVgSpDJBojhEJCICwQJEDJBosHNcLRQpubDTXWPCzp6ZvLXXPpT5aqvZ2fILN4+uN8fzXH2p/hma5+70fDTZ9syfGxc/XsfyuJ9HyeCleyw+eZOkuDRYGNdMyMMsU1beQK9xn4o3PRNwDXqtfjQe2nznLH0/R45tvXt5TRXYVh8r6UAJIIEQBiwMClgqWL5mrmty4c51Tws+noz5PMe2TxWi59ePKV3Prq/KtXqF8x5U+o0fGKz7HR8jJ9Sy/OVPoGbxUs9ZV5iad+njvl1Jj020U6qIzMiax3/XfPve6xdVbg1PFdnk9jXC0MuuQKkK2oItlYrAygSNWdHF2ZvHVi33K120oJXFtib5c+Xqcdegcr6zqbMya1pYqyem4ptu59msbL+bbb7BfiFPh+j9vy/F5Z9go+THT6bn+cxPoVnzrrY36bNza506FOBWdVVC2Wqo0ixUNlehdvoub1tYcQ75S6hizxXs/DzfOkGNEqxJIMshGBRmhlt2Y9jTZ9+bF5ufdh6Yf3/wA89frPpOH3fNXHO25Nu/Ky2VawGjKyPEpV1VQVlMBNnQztz9HMtSdOLhGEDKrdvhemxvl8zXkGapt4uNcrRnu52byO7530q6yk1i01w8HJOXpMkICAyEDpDt28jq8vQilSsFaMERFILOlj7i7tCP04PEewWVWFnhfc+Gm+dJMahEGghHViFakvXJNTZZz4dKrFE1VVmn73nnT6v5HFmTX1eN2t+Z8+nN05s0fJIwEqupVDJAEC+jxdfh8/TliN04QqBq3RR7DyHtMdfH0LEdkbeHZGS/j9XiTWD1fmPUDSHWCVB//EADcQAAEDAgQFAwMDBAIDAQEBAAMAAQIEExAREkEFFCAhMTAyURUkMyIjQDRCUGEGcSVDRGA1Uv/aAAgBAQABCAFP39d2TstKeKeCkPNHpd4927Pg8W3cA3XKBXJhTUYGUQDbx2Z4su+cs8HdU1DKWUyRizNk3/4fStKcaPRxmiAKJNJuhvOHhnQ8pxZ1Nn7Kc4wbuIUzadFNQwH3dopl84N1P29FmZv8Tn/AeLJxRdG4aOb9icPqB+2cSRfvrjveH4Vwavs2eUJGdv0Ro6sjtqFwwMfMBRj49N2z/n5f4TLFwwfy9IF19Op8801DTpqYTKMIpmXZvOHb0Mutnz/xG/8AFbHLr3TxZ3bPB+tsG/xjv2/kZpn681myd2Wpas0+SzTeMHwbwvP8Dfof+U7Zt1b/AMJ8Gx7J3TrvtqVx2Vxa0zumxb1m6n/gv/Nf0O/Xs7J49mU45LJNuyZR9PZO+D5Yv/Db0H9HPvl1v4Tetn6c4ZrT8d02S7dDLt6O+LdPfof0O3+TbB8d+nP0N/5+XW7/AMJs+l/RdN0N5XZb+hvhvg+e3Tt/A8/4/tn0v3W+PbB03Vv6GfoP19+yfb+A+3rZ9Dv15ei/q79Hl1ljn3xZmb/BZKL5t29J/VfHLqbvh4x3T9DY59DLdNv6Hf8AzTZ9D7puh+jyu+G2DYZ4b9e679bbpl3/AMs3V26tX6sk3ZfC7dG/Q/8AAyfP/Dv6j7Y9k/jHNsN0/TktnW3U3pdvQb/Gsz559LZ79DYPhn3Zuh+/W/nDPq+P5nx/I7dPf0PlNgyZbrfr8LPDtjthk3q9149bv09+rb1X626G69+jthl2Wy75+j4b0N/4r49n9Tf+Jv6+2G/Rtj5XbpbDZbfwGx7LfDfHt0Zf4Vunvm3Q3oNv0Nn3w/72XbH5x2TYzaTxfLo7rbDJbrfp8+k2Gf8AJzTTfW7dOy26Wz6PPpS1Ztlh262bpz6O+Pfq7entg3j1dvT+PS3/AJbdLdPhdl2bDwy74Mu/pd+tv4mbpsN26duvf+Jn6P8A2u/R3XfNd9+y2/xW/S2G3qZ+lDNm74ePSyw3WWeGTeg/+B2w2Xx0bfxHfJv4PfBu/rR1ZNn/AD26Nv4jYPn2y9FvQ2wzdf8Af/45vQyw+U3+/wCG+G/8Nulsdk+eXp913WTrTJaJq0RWSKwRWSq0RW5rRJaZLJ1k6yfoZ+rvkmz3Xb/G7Jlk6aE3VkiszXLzXLyXLOmpmXLwVgasjVsa0xXb+Hky0RdOOK3Xfo745Lvjthk60Orbpgq1JPCTJ+vb0GWUlpkrc1aIrBVYIuXIuWmmpprlXXKpqVly0Fyw1YGrQ1bGmjFdv8HL2unbt19sdKZl263RGbLHRNWZrl5rl3XLrl4rloLlxqwNMEatwWmK7f5F+r+1/wCG6khxbJk+3+LlUCg763rQ3ZRRq5sxwDKvNZlKMKkmUlT1TzjN584e2JPXVD3dN+Q2OxQ15HJFp0xLoYzwf1d39dsWwdD8J/8AF8u/MsVNRfpZcgN85Sahp2HoUqan1POTBpxR1JqmijEqjU0r3GVwLz0rUCM2GuZp8pOo1AJy0xlUBiTQ8DjnJox9N/LJ27v6H6uhlmmwbB06EpeOtijebwYxYAFIkwVlNUfjy9fVFax6XkhVFOZ3Yca2knd001SGpG8w+rUVUhFaLPWGYWtSqStN4O1YeUWzcZ5gHranPIpMoUB3HNpcpNiyJGNGaJYTbljandchN7TO1LJnzadBKZWnIFKwZtL1J+FP3YdvQfBk6ZMmwfAfl1L2v1cT4nJpOEPBA6KeRX48fKAwszuztlwribldgGVLxENTUHDCPHYzqHCOpqB0wJmJTcYqiScpZ8c4na5qFfx2oHOkkAXFzl4hU2+H8Rraqq0yoicWPxCdO7cSryZvDmKmXHqYRKbiFUOgrTsDhgZUkiPRUsPpdbWynKUaDhoZBhTj40HkA8wKlJVx4BDTwoHrTpwkfOdkPdWxtFo+hnHfwndt51FPDPXCcCRzh6U/ap+9+nssu7LwvKbDJd8Ypugfl0/h+muPYpCzUIyJOMWENhjhBq8VZUVZJM3Da5Fpaql0TnTlvAGRcHPVAqjOuB8LJqlUVHFaKVbRTFCkoeKEpZ0tUPgnFHDGlI/BWevAVUnAC0z1Gij4K4qpqk9NwmwerMo/8bp4jHFqzgdPVmYs48Komo3pVTcHo6aJmhHhlHGllTJ6OjlTxDIQaCnhKAx/TsrI2i0Wyb1auup6PRepuJUtSS3Cu4oCjKIc6mu5eqpxTp60lRXVAoVNWYXEqEDKmr6nn2PPish/VAwLQGtVVba4ZwunrKFqionUFJw6mucZ7VnCHUOXbifEbnAWbRVu3pP4dE9/Tnj2TLdZ4Z4RTY7qPvdP4fp43/RMuChuVet9UcC8SoxTlCfFqyFSeNvhWf08Cq+M0lKRxyqeNhAZhKq464JigxP+Qy5GFSN+LEJXWQB4+b6eSoKSv4yCkMc9DxWtmGoPPg/EaurqmuceqjU1FGQqCq4nU1D08ODwra8hXnSx4hUVb0EqvIVCfTwdgVHCqgBeG0gn4fW1crQOVprMdWiOr1eLf1PCnXEXjLi3C2HUynVV3EdMJRreBTYnBBxhw4Mm4rchX8ONEtbVHp6iMH4EXkYMiUnEZVNNUwpqCo5x6qrbhlYBpjpfo1O3DuTZuGVBKgBaoFGwaqrOqajhTTqJR9MvvZN15pk6bB8GwbFve6f2v01wL9KUbNKbZsuGglUVg2dV3LCpjEQxyISMIhGwhDGquBJ15ZUdZT1s+JFJOt4dW1NZOUIcOKXgj0z8O4SanoKqMo8ALLhlicuEcSNSSCan4RXCpyiag4M9PVPVG4pw7nxDgoBGOLsPhnDR8PHOEKfhoaerNUxMKBxTFIHBqGneUoD4bRjpp08Q0FECWoXrVVGCqaDFpqCkppPIQABBF4jiIUdWlmZmZmbB8c/Xn7XRvMMG6f8Avobytk2DJsf/AGJ/DpunifC5Sk5wcCp3gMpZcbPopojaEJkm0YcM4Zy37pOl3yZ3dpwfTkmrKd2d2esp2Zk9WBnnnzYsu0agM2g7fxnwnJ4Q7BnKYYzd5mjITz/cIUqgzGCN5UkfySb1tkVvx+h362TY7r/2LZN4bpbA1FTnm0yiCELft4Md+TPJ51hWgSTNUVZHeLNUVU4Tk1JenA0ZjpqyAKaEKWMtRU1OWcGnKFKeMXhKopTn1MrdRKZCOKjKPS38Ti06iEaWw3EiXquUKapJdqQmweTRbN6QkLEMhFG7tKTvMRCqMZxpWggw0CHFN6mbYl8Rx36G/wB9+tuh0/vZMo+PSckGfJMAGbyWmObyXZvC1xZXhK+FXxK+NXoK9FX2V51cmtZVqKplLF4MvuE96MXlJrj5IrsNsyMPNmdWI7g7SO3oFBAri1cjSu5pPCjpYRybB2jLy0Yt4UpRhF5SJxAEKN6hcwJX47Xn2uEWsq1lWZl9wsqlaC72ZP5sDVgKKIULbxTI23Vnh362wbB1LyyimxmTRpWsizOm5lMWpeqmFEqCjmbWOr5iD65VdOCbDhOpk9KcsZDHHLXYEigjbfQwhJoxTdB5ygAs4zrCwbTIlafQ84U5JyZtXEHk1DUvFnl9QlBTuVJZZQE8KcxRHe4YVOjgpmqGyEXOqKQmEPyGXZa4K8FlfCr0FeZXn2nUPCDzkOtkSTQX3CyqFoLvblvY+bIc8n4izZgpw2wHNT04o11NOTRh6lQ7aY4n2w7dHbDv15Jt02DqfmKim3TYG9wHRDziUqiaqdpOgs8WeL8QJxIVbMlJMPHJSFObi4rV5mIMtipFNy8QDUGFOcOJD5tjFo66c6iVw5xAaLkvCZMcKDXxKcsGvQV6K5iObMnKzs+esAZCi3yox0+0kSEG8JSgb9yUOXe1AbmpjltIVMUciST0sXJcduHiYzlVhWIJhiaZnfn6DKLtGtppZMI1cEIoEjGvmS0w5VdWxRRUXzZnwm5DVv6S1JZVmtapnO8YwOcsS1EaWNSxnqKqQOI1MuZTc5GbxlABgEi8h0xzVx5VAgDqed123/ZV+CvPtcItRlmdZ1C11Ot4rKpWg28o+M2iCU3irAUUIowZ44Gb9L4eVlg2PfrZMmxnso+Fu6bCpz0Rdv3M9S+4WR1kTfvnkrck1LBpvNcqP9S5CleDtCPDhzqpPCgpm5kxiwrKH+yurwQp5xhRitC7rmHkZ4DIwxvIszGHGLNII4c6d4+n5KeCbhdLEABu1FTQ9nJ8O9qsUmlmWilZoM0SxizRi5p5PppYECFoqNFldzhAsYaIxgaMWZtJU8H756R5uzwlSTyaNgKaA28dbf1MsDQM5wvCNCV4PmEBYFbA/wCPE/sddunsmaLeOrJMmTYk8Mo+Fu+DI/42VcSpasyGXm5jlCMmPOnqQvOhNKbTb6cVzXUJnYcWfAZSuAQoSBFgsNo0oW4eAT0oADqL7yoxXYmhE7ZNnfZD5uLTE0xHnTRG8REZ6ZShVseUxZmWZ1nUr7lZVCbmHLKC0FWia/beWlDiEmemwNMIXMkVkKtj2h2KVZ+hVQedOaDTpKicpDXImz7hpCClFZsnIJvN8Kc8FefbWR1mdfcrKpWg/MMjTOPJlmRhXJzg8YPJxWTNJ4ijTEZ3gUImhm2BvY/S+XQyzwZZYMmTYk9qh4X9z4n/ABPl9ysqhTvRcS0TVl1YZWIKwNWQpghWmOyjXs82jKHEtcYSbnDyI7M2eTZ+h/8AVgWnISpHOIuGmYTZ0lOUTvqX/wBTLVFvLnC3mFQC+VXhq/BXkxJqoro08XeYi1JItJZVK0HWgisurEVYErAUwxt46Wwl/UCVWLWGbxjA0QDjA9yyS2GjLyphtSUbhnObn/E+JfY/V2wy6mxZNgT2OoeE/vfGo7AJifwN8ZnjEwxIZGJBpsnnBlfCmOFXhqY6SbZSlZnPW+gfZNKbZM2oqzKv319wvuVpqVpqFoMnGTmRKu4gOkfKUzwjnqNOmDOMCvAORcg1FEQEjKDUpjBnCQARZ3YEoEG04t/VF6eIx1UNTFquTEJIUnarjRygMc62ZCiQHO0yjLjmycwm83wq9BXfjWRZnTcysqhSia6JHMUb6Iai2IkepK1O0HmwWdmz5cSMETQd8S+11th2XZOssO/S3Q2M/a6H4T+7GpbOmMsjv3WgiMKVtlxCEoURXiKkjCEIKrLC9V2RUohjhBWAqwFNFm8es/5hLj8Zn4lThjUPLmNJY0RzEeRS85yzZNw7XSUgiiAOncUIlmJ4TionpIRaMbwuabK+NX4pz5NmtZFNiTbJ8jPLNZVLqqKSmpiFlRc2WmgQ1p97EN7IlYCmhBvHXP3iVc2k9M8ZsXVDRVlFKL5VDsSIxyRvxyxJuu/T26WwbFk2M/DoXhS9ybCbZwkyA+YBOhjeNSaSL7FWgJVkYTRarvPKBJQkE0yFqKphE0xgeBNYocQk06YM+YArw1fgr/xdImmRairM6zqF9ysqlaahaDLQRWyKYpPOGYuF04y3Yvo5hgIw3hp0UzgO08rAVKnp7g1O0Ec5qmqIng8oy/qRIphgHIhKSocQhPOpPA1RRgnCuiWrIEY6unJGU4vW0ja19Xp+YtvUPOtNSQl0aot5c4FfDtegr3xrItR19ytJ0SJNYUZ2DB5zpSjqmd4DpaSRZkh9pftOXkw5ayDDZeUcCeH6u3T3wZNgybF0JT9zJsaeBLAloznpRg5Bmq39P7YitTBjqJENPJs2MMb1hYRqPt56YCjJzjZ/XJ+QGAxThV1BH2fKmAwAxgs2ZEMJiAzIakIOY5BcA9elyjvCU6spasiGz3YnmOn+6NUSLQO0ZBjSQLUUOkkKbRo06Dv5JTyJIUpW5qz82BqwJWApmZvHWbyFTHAkdM+HQcIKgjBuML9QRVUqiJjckaU5vIzRjTTizeGwL7Xw74+fRbBk2Loal5bop/wjUBPzLzVT/THRhFJWTmMgqp6oBlYkKcWkK/GuqGUZxlU5kFOnhHKN4a5iCv8AxdItZVqMs6hfcr7laalaTrQVWyK1NWZIoG1gz5YSaFPckNnhTRyaVgC5WmRBwjOnynLRCUlT1MTtLKtM4YwlGmFmfRCM4POUGavjANZUTnR3amkY7MzMzN1uUTeeYArw1fir0ttZU7n2+5Wg6MOf7ebhfccAkZ3jCFPPVp+1u20eVGDTrmCnkOTxE+YoPgX2uvDeu3Q6Gp7dAhO8GWgOtoOSnHaIqiYgUo5qnBSPHOLU9Nm6pRQ+pVqpf/61Zl/AP2aD4UErkqsqIAJmZicNgwqd5Sepp28mqQftZXhOg2AM7RrjRedHJQ1O8p0lwrs6eg+3CKOk/MyNP7lZVK0mWiasPvy8FYEuXAmENvHoH9sUSESQlCVE0hsQbi1vD9cBVc6y8UtMeZSummCEWgqb+nFgb2OmyXZPhlh39Fk2Loant0A/GihJM4pMpDiaHDRyFOJD1Op6+Aacko8+4AFkXXnOt5ekrLwtROYgr/xdItZFqKs6hfcrKpTRqFoKtBFbIrM1Y+eWGj047bJxRaLvGEiEKYT1AqcYCTVMSnlTyMQNZTSm0IVGdpkWbwHObNWSdxov5KdDrKmoqf23nGLxZyVwhVBYEm5J0dOcnW5hN55mndXxrmIK++10i1GWdQsqlaD7nhO2rL78vDdgCVgC5enTCG3gH4oYT9rpvGHbH9ODeg3TBS2TYhFCTSzlGng8dTBCg01PaFmCFPOGposPzHiRIxoDqJ2eZpqii7U8Xf1yt+hPm8XZhUsQgHBVJyNMkHiOnsQHKEQuaJZmKNxpzj7so8szwduIyKWmeEBx4iOZXAHmWg12VPOXM5ypaqViL5VK0n3tkVh9+XGmAJcvTphibx6J/wAb9HZPODeeYAyA7ONnZSUctLYdseyb0W6Y+XU/HQHyZkWmuzhNamby1QKEBItUODVI4/qsVEB1GiNM5EJqkUBgLzEVfltcItZFqMs6hfdLTUrSZaSLRNWiKxLfl4v55YSsiRRCtyXLg3gOiJIjRqnlT6ZwwL7HT55PlA5JcpnU/jj6bmDH3c1Tq+NcxHa8+1wq1FWqoX3S01K0GRhzturHy1ONWBLlwKwFvDMzeA+zB27JvDYduvPqzWabFvcpe1NhmoDi5D5kalg8GlEFO3gQgzA8ZcMjGJ63KLzuTz4nplSSG8zDg8WkaqpwZMQFREzSy6Gwb0KrtTHdSlBnfOnkGniRpynSEKGaY4tr41UVA7BU5+/ZpP8ApyPMjjWoqd6hfdLKqWg++gitTdctDewJctTqIhx9vpH/ABT6HKKPl6yjbzz9CqacJi1Qwj4bq/66s8GdZpsX9yl7XTYw/IRVIxFZmnzVNmpVY4UhdDUghmE6zthq2E4GllOD00zTLI3KteFNQaTEJNairOoX3KyqU0T76SLTNW5qzNcuy5YasDVkasBR6WmcJVAIMmdgFYkzaYGNzZBY1LZ0x2TvmzuzVFQ8BIv43w79b/7lVUsfc/EqBfUqPb6iLbn5bc4d5aWv1uzk4i/jPiiaHE92FX78tVbnoyWiam4ePduHUu/06gTUFE3hqanbw0It4D4li22DLvhvg7+g2LYS9yf2vg2Ggcyk1llTU0WdM/Zsgs0nJnS1R5nGeqJWz1zYMyxPVNGVFKcqeDypixpoNTnoSzqXLUv0N190/ZOcMfL1lFuDiVC1OHVS19CEDQkGsoBOXT9SptvqQ9p10pwkzDq6nRFk7lnlnOfEJxeLELxOMZSX/llo4pva4hvy1XvyZn9306O5qCmaDL6Zw9RoqOPiMIN4xf8Aqo4EqacUmhPnKXW8FGuppwmSMuI0sYDmoPqizqo/CVR8MicT0TnBPX1TCiVz154uzQeuq9Gchy1DhJB/vxbLLB88fHo5pslmmTJlPyyf2OmxcohHnrLVUE9KHXUEIQhDnRZVGkNUAVOIKmdpSJpgYnNRNCOtp64VZK6dKWDC54QoDhnxRZcVTQ4mrNerFYuVqVyRd/p/y3Dhb/Tqbf6bRr6ZQb/TOHJqChTUtK3hhjj4dNn11XamOt3RzDAN5zlxETW0/EqfRUuz8TbRnFs8mzqPxYVpqpqgAwyrq9pl03KuYs5s3EJ5vhL+pFhX0B6g0pQ+lz160Phh2DZk3CB9mlBnjFmc34iIXccFywf1KFJTRm82hS0489DhC/lB8l6M8e6yXbDuu+OSbobGey/tTJsJDHOpjrjCEfHQD8fqi4o06hgy+t/bOZn4nVTnkMerRDV6dQ2YDMovnFnVUG+GQ0GgtxBm3B6douy5CnykzI343w0xzaSZmboIUcSj1c3SrmAbXxp6iCvvtdIpSK7OgyqLAsneoZnd2apdSLomw56Cq0RAbTIrY7vj3XbHP0GwbGWy/tTYv/UDwEeogzvAYql4AiahY0aoutA9svVlQUk/dyVJ2T0VG8Gi8YRhFox637eXMGPlqqlTHE/iZRuzsgVMHpwrmG2vzVwq1FTvUo3M2pu+g+9siqdYh9hUBXaLmtQd5wQ5Uth51EOXexMWBSliUUIHMIA3mSmrB1DyaOFP+ASrWm4WjEdzT+sdEW5HVhD8hcX90l3WWHn0Nulk2E9k3hN4bF/yj6X7N3EcMXPqaqpVzVNq0MxIJqvOskJArBlFGavttdmmmRZzWZFqOs6lfcrTUJomWmaeE1aIrPzyw97A1aGuXAuVpU0IN4740v8ATAxrBD0uaVK5XpxOVVP9OXGrhTO0ZGoQzEGWqbFym8BwMApikDOnCwIuxw7XhohNRxOjfuT1RDmNn06yrUdB5m3HLKrR6nlmZzRrGtOWUaqE802mc3g1M43mXRhL3OsujLpzwzTYsmTYT8IfhR8NiSLvMWR2YUGk7RDftIjCG0UKQiT0EjTU7eAQjEh8tWlnd6FmnfrJRlGTao3pCpKkkP2aUDZw4hRTaGlnbN8G9XJ08ot5eqpm8tU07+Lo1fGuYggne1DK6RayIsJFZmk8qlfdOqiB+XNnpI7MrRESnlolppmhO5GXLgfy1NTt4J2nT4zZ5QdmonJkWBKioYOlmAe608AezCvPKtq2t6moaFnVII8GK0g01QIBomoQzgQrywdmaTpsscsO+r0GxbBlPwoJk2E/y06qu06STwhJqos0H9yqPNBmUh3NPmqZvI6gGuaM1+bQkWlBGEQAJTTanOCFXEYqGXLcrA1K8V9OhoLIXD51Mp1cy6iLM6zqF9ytNQmibfSRaZq2RWpqxHdqcSYUE4hv55Wmfy1OBvDdvHfoD+Nsa9mYdx6MRBUw4kRe4poL5hG+Bz2clSUzjmabp6mmj5LUAezlfGuYGpHi8XQ3txaMChvT1PBpji0YZ1SDzTwdGp6gwpQemoI0/wCPLMmhfpebwTwFraEhQaBZs2E/fLo8Y9/RZNgyn7VBbumwqIs7CznCnG8GdhizdkeIYyiKAHpr8wpu3iD/ALpGRy2QFKqGGmZzmFxME/NeeBACC1CaJnmR5509Uwx04WCGI29V+3mRgx93N0uzHE/i7BcwNcw214ipykca1EWo+xLz5SkI8z522iffQR1TCm9OBcu29dqpmaUGCN2bVytNnmoxjFv01PsjjXAicGT8PyYDjYnEotImmL6os+APE1UvKMNSpBFct5M5WDMzUdLVRgUsw0JLrSI39Q+JPySx/wC/04P6DYMo4Mp+11BbumwP7Iqq1Z00mpWlAlXKYy1ZCHPCkLpnNzsUTt2iWHMEVVPWOMI2aTIzNy7TZnKUVypgBoQhGqYcQ07CnObZlWqoX3KyqU0T76SLTNaJq0RWPnlxpgjVuCsA3ampmfs0IR8Zv1A9sugAJsQpS4U/4BYFFU1A5inlkykYMPc1VTv4OUbjXMDXMfBoyNozHqhBoQamG02k2qpX3aBGp/dTjK7fq0EVoihEZM9M+UG7RJAcYH7YF97rt0eMMutsGTYMp+FBbumwM2Y1NgQ0NKAqQmrKcIXWAGnK8rscO/MxVceQQfop5QuPnTVMKiMpQEQXM1x5U54Tq6o3rZOnnBvL1VKmqAP4uwV8a5iG16WzFItREGRv3mWdSvulpqloNvoIrU0Knjbjm1OJSpxyg8VRglI8oEiMcPajfifGrnVjZ5ipSEJTjmT6iV2hPEPvMq7OnhMyaZHAGMql3FTu0KIR4Us1GhPIk3I/5x4m96d/ju+H6fSZMmTYMnQ1/c6bAr5Dk6rITeApRpTBGLKdHUA0lLIGcHzhfGnPDmBohddYBkO+56uc3oq2wECruHkjTGlGn4fJwQaNA9RpqFnULKpWmoWki0zWiatkVn55ce7AGmHBWRP55WlTBC3hd+sX5KjF/Dp6URKyDRwB+PCevS+gbRESZj83Sv4vCR6gdqS5htrpEaMzjeEoNKEYwgw5Qm84fdLKpQom1mzlF2bOWqMmd2kPJs5jEAvePLiWiMTDywN7mx7LP02TJkybCCf3Omwqv6U6MKlDF5oE4PIrQqM5kYEaYxpyJAyf8g3wY33JROEwzZ6K2pDPh1Q8S1nL5AFSCcVOOEvQbBmdO7R8vU00fc1TTP4ujV6C5gav/DFImmRairVUKHM3CrKqWioWkiIY4Ztqsz35eG9MEdt1ZFuSjp5xdlRd7q74VPanNjxEhghuDlUvCjYztUVzGFEmEPyFRxCnHVMdKS3Oar9XLSaIRnpaBmYVJUVB7hZ/kHify2HbDsuy8+i2DJkydQUvcmwK2YSMpHpCgaE6aQ4SMgF0wqjTpJEFndvspGncEiFMw5O1YSpLVwgEAJtO8SrEampmihUdVdnUj+5WmpTRKtM1omrc1ZfexDewNMKCcQn88tTP5jTgbw3Zu3f0Y++fRAM3M5i4U/tngc2Uf0U0qQLTyvDXMDVQdnpzMzHm/hpkdajKd2bPGQwTHnb01SaJ94wJdIpxlFneUJgJLTGNiRXghtSzz0ZU+vQpCFEgpNgf+1Pnjvh2WWXpsmwj5dS89AS2g0UEIrE1ZarpyOqYxyTKxFP8lPhUVFPDiobkDAm0yQqChqD8PhAlSOBYiUnaMXlIZRkjrh15OnlFvL1NPHzzNM/i6Pa9BXxq+216aaZFqIszbZ1K+5UWqL5VpKtE1bIjTqhPB58uNMEaEAOo+fK0qYY4+BzJzrxbAjZimyA+YhvgWEpwyiFqxqp4PU1BoEgMNMe9GWaj+ealGMou0hQvzjN5OWED26AMoXSSp6MzGjKZvIcT+GXfDPsvK39Jky3TJsG9yl5wZMnbWKm0UpIQFk4NMAzgqW+H9CuERpk/aR+edx2B0hAVAiRKCpJA7Kr5uBIEfkXqJ3iGoGjbnOAHhMkm0TVsitPvYhuwBphwVob+eWpn8sADeG7eM39OP9QXoYDvUuWayQ3ZiVGb1NPH3SqQ6X0frIeBCXxq+210jqkmR6cCdyqXMSi7NT0ZQSeTEAQzZEGGY4tGOkiYZL81Znvy8d2pxq1BPTg3JTgg4pwwN7Wxzbvn4btkydfqzxbBuhsGTYf3OpeW6AFi+Y1GTOzO0pymazAdRqPadH/GynNoDnN+GwlOUag8CHqCndgSqCVRqiFEzVfDxsjuY9TSUpMG6MndO7R9z1NO3lqgD+LkE5IK+NXmV6aaZFqmtRVqqF9y601C0lWifMq2RWZb8vDewNWoLlwP5FTU7ENkzNHx36aX+nD1/wD0v1HIPS2JvZj33w8rP49Bl8YNh/cpeWTYMtMdbOqObwBCL0My6JTlGFfzMyvnNGc1vtUwqTUxRRnSsR2eU6Zy9yBFUxNUzmKmKKpNNo0eVSU6tkVp97EN7I00Iq0N/L01O/lghbw3bxm/qv8A1I+pzBj5hVU1wmV0W12CNX0oW/chVRJBpDukWsiBItqOWqoRqiYcropkNDWPSZaSJxkThlzEcyaWqhBXMR1weMBvnPVGD86ZixPSSM2go4ND9LYG9izw8p8O679LdTJsP7lL+1MmTIH/ALW6S9hyfpvQvWurKSeUW88zTM/fmALXFXIK+NX2V2aaZFnNajbZ1C+5WmoWkq0TVsicMrw8+XhuflqYMiTpJmNPVLiB5UbznPg0aWrBKoeI4R9sM+YLjBifWJ9FP+NsK7IkHylVhCPRCjkacySwdP8A1AlCDvVnnJqAbEhJMGekrO3DsoS1aZvOD1BKmmeLs2BvZh3w7Yt2xbBsWwZMmwf3KXhsWUZyiQ2TEItU1mRNIz+Kl6jljOtNQtJW80ZDVBSFTs7M7vOrjK8RwU7wCOD2IP5YI2WiKtDfzy1O/lgibxm6fP0G63/IPCqGZyU5B0YDRLUGnxSmqKyqaKCWhEOIxscL+GLDmZpzjV+O06gFNCUkCrmbN21EWoyp3qdDr7lVEBxJEhrbGaMn0zVsjqQpbvTwujzIGMYSeFHclNtUQRlruUjQMSebVdOxnHEzvammwN7F2wyXZMu3U2DYsmTYS8qXtZNjD8hEORKgWbUsyTF+ucnIazGN4VRCCM2YSsoPnFnXEZvZsQgwaQEWfiRhEC4oV/L0n0+mg1dM1MxhU/EgltNNaXTzg3nmabNMcL+NcVdgr0Fe+Nc00prOazNtnUL7laahZFWma0EVqW9iG8wDYgVbgnCJ/PK0qMEmTctTVdQQ8hTX/wBTYgNIvEKuE8ab2zTLiUoTjZedZKIBjlR8xYa8nU/yDwhGpHIk5HgV4fop2iBp64tR3daKcLink3hsD523yw77+qyZRwl5T+1MmwzldKzQppRpWAwoTBDSOlhUwH+odMaJSldoG3Be5MWmpuc41OwOFxHFovUU1qNO0DUsS1OmopKZqmLkKcYy1AAKyJ/PLUzphDbwzuu/8En5KdZOnKNvPN0qvgfNDsDg0YXxqR4cwLK8+10iujoW7jKScIyWo6zqUBqjUdNGoVUclMPXIBJHDEkbZHVj55caIIbECrUEaoFdmINI9PU094dSblYa2LXQDBnkSeumlJo+1sDdxv0+E629BsGTKOEtk/tTYMofnIhzkaFVr4fJ3p2RpyecQDOOMJB0R2VP2APOkL9wesJU1RIizDTcQqzORmL+7ShhKpranh8QBlTU5Bxk5HnBvLVNMmMJ/GuKuwV6CuvtcImlNZzWZlnULKoTRPvpJvpmrZFZfflx72Bq3BHCHMTvytKmEJvGbo43MKUFTErJVDwdS/MPGlqac1YWeDpkH8lRhxEk5aKeFYWbu4yUVPZhN8Te4K7uuI0Ws8YiacYBHF6g7EdoDmAJJtpJMduSH3HDAvccsPOGy7so57+mybCaf2Jsf1tUPpcMnjOKgCcJZwtzjNyvOkGSeokRuzZM1O5KdxyKIhKmFEMlJRyLC5Gip4CcUKooBEYMYBNUVmo/K02aYY28M7/w+6qiiiNs+bpdmOF/F2CkcTIMghCMcL77TMTWJayLURCo+XOQ7RIacWlD7p1pqUOJbhlkRGJELaiwi5INKNht+XErUEcQ9EVy1O/mvp9LuwwDaVKPRUmLAtPGBaxoeNkD8I8J+ySyTLJmwzXb02TKOE9l/a6ZNh/9MU/MzOZh0s5EBCcifumYKa8x2imTHJkwg0HMvzNiHMxopVKnVQpQxYZoHEx6slLXTHKsKh11GRs4MYT+NcVdgr0NrsttZEzzUK05uITDDMy/fWVQmibfKaeE1bIrPzy41ZGrcFy4H88rTN4IOGj9Ob41Aqcg3vcNh+UsUX8lPidhFr4DqGZoxZmwh+UuHEf6Z3RS1VPQAiOiapYP3GBo/tJ5M3ms5Yw9EnNRTyzhFnO85yp6dyNNXxqn/ALCXsfDth2626mTJsJr+102M7l8WiVGZxnggAkGDQjCPLjzJGgym8nYU9wU43HJpQpqYAsoxiOUWdnEJ/NZCnBSmMwjB4dSaWoZQYMYRMaIRTJOmMV5uYlRWyjV04xD4pSzmRk1SB4ikxSjDDWQtcAdJKobhtM9PTNr9Hun7N3kcEfdzVM/ghxW3dXYK+NcxDap/fpyiUJlaLM9wiPImYHWo22qpUaeteoc5IVOueiOk++kiaE+YKrREaYRSjEtgeX6hPRlzYVqCcIn8lpabRLNqcDeKwx6aDSDEhCQDOJDH58Y2eupWM4nQfxtg/h+hk8ln6LJkzJk2EvC/tdNj/7Rp/1nqYzo9XLj1S/cq4MqG3r1syjMsGJbqamsCAhCS4xVjp6Qbx4lxXldI62q4oSIXKLhZjGjUEpBWGnqrLpLNqETHqYkqqUNmVQ6rANTj0weiNOFI0mogaMpfTStTEggGOcepZVCyKspLRNW5qyy5cSYUGVuC5enfy1NTN4jGMfb3VQ+QCuvnGpgUbkPGhnUkA0zqp/HF8eK1BBwhFhiENsoYN/VzwNrqagMWrBGLDRGlppxm5SrJ1UTiwSrmqZlWFgYLjFFxa9cWFSseR0QVPIut+YggPmNsNsW6O3Q2LYMm84Rwl4TeFFMmRM9Ysi04zXxuGntx/RCn0asmA28acTIAoNOoXFHDnAMpcvV1LQFEQ2yyL+9xIEVIkWdmk84tKMXxLSCLUCNL08nTu0fL1NPHzzNPteHtdgqoo3pzMuYhL9TX5bXSLWRaiLUbY71FtfcrKpRozYbzIIlfOTa3hNWiJwz5mC5dtxtRFd2gXlQM2sT05o6oWArlKVFpwsAmUPa2VdVmp2hbiVzheYaiRogk46avlOmJKYDmmYbIHtli7rP0W6WTYRwl7VFR8Mmwn+WnRuX1VZj0MIwp4tGNsz1cp0GnTPSyE36yqqrIA/bQ6ulHQ2xmqyEanjIM505jjGOlLcGdSAaVXdVPeFrgtZFqmsyLM6+4daTrSVZSWiatz3sR3YA2TDgnEN/L01M/lgAbw3Zu2b4yjqi7KmfVThfGs5ynm8xw16I60b8UseKNB6dnQWIwhsTCX5xYUopc+QrSp61qohYABZG0W7q6NvMqmlydlT1ILAk5Ruz5QHTxBATkmCcXjMc6cTZCYkWz0U753MXbu/Tn0t6EcH9qgmTYHz/AGsnjaeLIcRkzeLRoh6osGVMSTtFoQUAAec86i2EsgUzSYIs5DqT1RJRbg8LknOqU7nvZ0x2OCBW9FujJ084t5eqpm88zTq5BXYK+NX4q/LalITlwrWRaiI1OWdSEyzqV9y6qWqOWPnpqN2iVFGEE3qChMU8v02iKx8zpx3B58uNVJqWlaLkYY3ZctTrlKVMITeGQM7I0eXEHK8RUfMmpZsaqzanJlQlPybyLQVhjl7j/IbGfufpbpbqbBsH8KCZMmR/ZFS1SrBKhkWTmnMM/wBVZUvRSnNpEmzOomHExNV3OpPUxeY62mKORtbDMUlPT07Bp9VWxhQNYFqGOEItKazItR19wsqhZF3yktE1blvYhuwRpoQyTiG/nlqZ/LBC3hn+M36heyONdfH7IamhFpI7ZgKyHLOEXw4sIkojnEetoQ14F/IDDiGb2xoQKvkpQkKhdjBnJzBbzzdKuZp0EwrbK4HJ2TRpYxFCHMQV9XZoUnchM8Ce9/Qb0o4P4UE26ZMqhtQsk4gQy1MIflpsKEHlKMKebRkmpqbNCjCNQTSaZT18AyPWjCRoOaoFTichZVlPErDcedQa8/qZOnnBvPNUzK+F/FyCuwV8avsrslcItc0GZLaeRttVSoU9SxymllUrTULQV1SxJywFomjZiHIk6OkapAxiNTQXLiRgja06tQRuTEzOUMeHnzttPhjGYTMMbeM3wA/6HVXUwpha5UVUY7naQ7mhrnCu8qx2bU56csG/PLEvu9FvRbB/Cim8umTIvtRh3CAzptMagzBK16pCJTMCVY035mnbzE4eZ7Hy5umLGYWlUFd2AMh6sprInDaQoyg3bMi1HX3CyqEzF3yktE1blvZjuwRrRFOIb+eWpt2EJvGbrN/Qp/xvjVXAVzco2IOwRthX1AmEUb8IhOFJqnhUfjZMqkZJD/RRA5YDwlS0lNTSaU+bpVzIFeGgmH+4yvjQzxp2PM9NUBcMXDdIhCgKWqDPLmGzwN72xkmW3S6z6GxZfGEVu6ZMj/imngPcr0QtN0gqQDEJNjUV6yo9vFSeyUclKdVnGmduzMubI1M0kf8AqqJ/UydPKLeeZpmfJNUA21wV2CvjV+KuzVwi1zWoi1G2BKo/dZfcrKpQAkFUmZaSrTNPCaCMltlanuWippM0zALTGlHKwNWoI4R23XLU7o1KNoftUZRmmWDlqaWnk0ZNLt274D958KshiVNydAKYwR10E86qsJFqmu/QWcvzDxP7mxfx6rYNi3lbumwqX+2Oqvualg5iUpKxmnfAWpgSWrOtcsWKNVBBc5RPKNQaBjImsjSZpUwaclLOBIkmUElqLtnUL7hMxt8prTNaJqw27AGyYcFaG/nlqZMITeGd1m/pC958eIQgSYhwxp/xvhxC29EbXT3GAK42FRnYInfLycrsN7YpQaRikKaFR+lDLTQhGEbw1eGonHcIuYgq8XNW0Ah8neeuW0aaTPBO8nIPPA/lk2SbB/SbobBk3udP7nTYH7gKy5Wklok5OWgQYpELKE4CCKogSRIxVR+8aNPGjlN5nZjGkOJXUitUyoAJyThVxg/o5OnlGPl6mmbzzNOrg1dgr41fir0lcItU1nNZm2zqF9yoNU6yrTULSVOL9TSfRN1bIrU0AH5WXLDTUwlYGrQ1y4EelprJVGnpsmdmELqb8xOlkT3CxN5ZZd8Oy39JsWTYMv7nUvcoplPvF2T1AXlQO5pknUwnCinF4zNKjkaMiXbw0x5BYmVPUFiIIgljI4pjk9OWBwSCe+5qTL7hZVCZi76Zq2RWc/PLjTCgrcH88tTv5iELeG7eM39SP5Z9YffUdGTrJ8lN46JM4agNgWrm6Vc1TLmAK8JXxrmBK+O+65hlfdXiK4RayIjkzHngbb+E2DJ/e6l7k2NN/ThWb4sp/kB6vjy5gx9zVVNsxhP4uwV8avwV74ukTTItU1qKtR1nUr7paalQie+TPSRaJq2RWiKx88tDeFOLWVWBq0NPThT0tMuTpE1NTt4poQYAut/6iPUf2MnwJsn9Zk2DYMn96l7k2IiDYUGV2CvDV+GavtsUstQXTTmtRVqqF9ytJ0zEWiatT35eO9gaYcFYC/lqambxGEIv+nN/W/8Apfrj+UmOTp+3m6NczTshVVMw2XM065gKvjV8a5ga5gac8bsHV91emmKRXCLUVFc2junZG8N0O+DegyzxZbplL3qXlNiH8bdJ/bB8W9DJ08ox8vU0zeWqadXYK7BcwNX2V2auEWqazItRlnUL7lZVK01C0lTwnzI1oIrRFZlvy8d+XErA1EQ+YIrIlywFylKuUpUwAt4aMdqf8b9c/wAg+o34pYlfobDN/QbBsGTJlP3Mp+WTYiNBoLmBq/FXpJikR5EcbLUVaqhfcpon30kWgisvvy40woK0Pflqd/MQAbw3bx39eX5h9ffml4TkG3l6inXOUi5+hX1Lh6DxKgZpr6lQr6jRr6hSr6hTr6gJfUIIld+oWXOkTVh1zFUr9artfsSfENL5qXhS6d126M8G6WTYMp+WUvLKOIPx4NiX2ek5Rt55ukbz9QoG8/U+Hr6jR7fUafb6jDY/ESMAsoQrKjJlzNUr9btdr1r4ks+Kr/yyaHE92FxHeZTQMw5ctVrkzvlnyJFR05qgh3f6cPf6bTbvT8MY7Bf6dRL6bw9fTeHr6dQJqChTUdI3hqcDeNEfQN/6+o/4SJvDKbp/Hrsmwjgyn5ZT/tTYxq7bzguddc0XbmKja7VqU66TZNq4ksuJph8Q3tVWeT8qd/NVCIO5AUoCxzX06k3+m0G9JR0ZJ1M1TcmaTs0Ribw8mjF5O09UGkyhOBItOHFTxGAMUWtEALTKKbzHCb9TJ5CqjMOFWz8vN2pDHrX/AH6yrJariQYr0QBhjCt/ooTHUDIFjQHMJOLSkNd8NcGTnA3nmqZc3TLmQK+JXxK+NcwNcwNcxFcx8GLJ4MrpExCLWVPI61VKLzLjIm9jJ/K2fB8HXZdurPDPFnTYMp7KWybBkQhBAqpQbiZJRO7Qqqgkhu0a6pmELxauqcps4KudwN2kkbnJasqmX7S5c84RT0ZJSfILO0Xzq6iJ3enasHrtvKQTOxuSoIQEebwoq2mHSA10Z6Zp1WhjCXEZNOiO0aLlRAFoqiznTHgJg1bMIsJ01SYtOUp6ZjO02HzDR/XqOtVQvullVLTUrSZaSKXDKWXmNHGMXhFqd2Zmbkg3HIo8LoWZmVVQ0QKYk2pqUYACGnAF1y9OuVpVytKmpwMrY2WTekb8b9UvZJQl+yPDZ+hvHo59DOmwiibKXhk2Le80UzQj+pUtTA7z0RZ29sq52LbX3KyqUzGWkitkRmYQZklw+ljIWstqC5cD+WABvAxDHno/isE5j5mXdd07s3m4NPUU7eeapVzVOuZAuYCr4lfGuYGuYGuYir/xfkiFm45rWRaip5nWqoX3SyqkB3cIs03q9uhlHBlPwyfwybGHvKqzuMQ0U0QR7CqxuPOVJolIzSDWzqDswZSmc0oDj4bBlxCoGXSFAqwTd4RpauoqKiKBKtY8XMKrKSEAEPfCA7UvNwLZphCkMcWiuYGr7bXZrWRaiLUVaqhZ1K+6WmpTROtJVpItBFaIrMt+XZNTDTAGrQ04ArlaZcpSpqamVoS0Q9Q/4CpukkkD8bYMn8v/AAY+MGRPan9rJsWeVyeRGkSGmXLx7ZlCUjPlAVVdmWXJnzloECQ4NCDQIqtp1AYhg9M04PGcKUMItGNkaenA/lgAbw2TeM/4/fDXBXwN55qmXNUy5mnXMAV8SviV8a5ga5ga5iCvq/JXZo5CWConEShCIky1NeMbzanrayqhqFzHEXNaZm4onhxR3VBMkhTuJlL3P0/9+i2EcGU/av7cWUPzkxboZRhCLyeOLu0fPMU7P35gCujV8a5iCv8AxdmmIRayLUZaqlfdL7laalNEy0lWgitkVoisPvy8X8tTDVgaYI1YCuWplytMmABvGgaybpnc0voHWVRWC0YVlSSdPkPilyJcqw8qeEJsOtOcrihHiJpCLJNX1d11S1JDhqozOUZaDh0FXTeAVw0dsU2iWFXTDqdHDs2oKbPJUPvrGxn73T47+q2DKfsdf2Ysn135aczr7hNzKZjrSVaZq3NWfmwNWoKwDdqcDeGZm7N/H1M3m6FvPNUzLnKRc/Qr6lw9fUqBfUqBfUaJfUaNfUaVSnw5xwgr9FlBm1cPyZMenaLQaRAT8vJneDq6XZnqGi8YchUvyrvq4ntnxRO3E3Z2docSZmZtHE1SCKOdRcwJlrfHddl8ek2DJlupex03tfo/+hN0N1OYTeXrKRvP1ChXP0m3PgXPj25745wm3M1Kv1iu1+2riS/8osuJrRxFWq9MCsXL1K5U+/JTfzyC+nxX08O/0+mX06kX06hX06gTUFCuSo1y1MyYQlpj/Az6G/MTEjfrb12TJsGT+103tfBsDX7o7WniKt8QVqvVqr3s1Dt30R7qNLGbM7NQi35ClXIUSaio2UQAbxl/Jco288zTrmadcwBcwBcwFXxK+JXxrmBK/BcxFX1edXZrWRazLWdaqlO9Uvu190sqpZVSHc5iWvAvubFsO3T362TJl/a6j7XwbB/ywTtLTJomHKTswJDqSE1vaLKbEnIBXYkhkA73sqeBIu+td07s3lzgbzzAdrw05xrmIq+6YpFrItRFqMs6hfcpmqlpqFpKtJFoIrZFamrC5eC5casQVoasiXL065anVoS0xWTfxn/qB4m26Pj0mTJsWWzqPh0ybCeeseWRFkRaSLRNW5KyyswVqCsB3YAG8M0W8em3q+E5Bt55inXMAXMAXMBV8SviV8S5ga5kavwV+Kvq9JXZrWRazLUdaqhaqlZ1KzqV90vul90v3bo9eBm9q8LP1WTJsGTKO6bGXvF6Lyi3m+FXwq8NX4K+yuyVwi1kWoq1HWdSvuVlUponWkqeBFoIrRFakrC5aC5casDVkasCXLgTU1OrQmWmK7ei3rF94MTN2bDtnjv6TJk2DJlH3OmTYFzeQstE1omrbqyrMUwYK0NWApghbwzM3j+TrhvfAuYAuYCr4lfEr4lzAlzAlfGuYir7Jjq9JXZrWRayrWZajrUdaqhZ1C1VKzqVqqVnUorm/beWBvYy8YN6rYMmTJve6ZNgXyLqbDXBvN8CvCV4avjV5trslcmtZFqMs6hfcr7lZVKyMtJVoIrZFbIrUlYXLxViCYEFZGrIly4Fy9OyYQlpism9FurP0T/jfEvs6Oy7em3RFf8AsfBsD+xlaZWYqzFMKCYUFZGrAEwhN4yb1G9Xwrg283wK+FXwq+JXxK+JcwJXxq/BX4pzsmOr0lcmrhFrKtZVqKtZVqKtRlqOtR1qOtR1qqEaZrJM8J94Ph8ps18+myboin/I+DJkX2ddwbeb4VeErw1egr3xdktc1rItRlmdfcLKoWk6yMtJFoIrZFamrLqwysRTAgrMEwhqwJcsBcuBWxMsopmb+SaOoJGQpahwlhP2On6Pj02wbCKn+VfKZMi/jkrUFagrUFZGrAVYCmGNk2XrMpyjBs5QJGftxbp1RZXRK+FMcGavhV4SvCV8avjV+CvxV9lfV581Co1xaUbs05CLWRayLWRayLWRayLWRayLWVayrWVayrUVUv8ATBzUva/8BkybCKJ+RbumwN+EnRmy1wV4SviV4avjV6KuurklrmtRVrNnkvuF9wsjrIyyKmiRE1Di8niCdTJ5ziDLxYZWIqxFMGCswVkasBTgHObtFqKDN2DKDvKEtMUzRWTejuyOaYuHCaHPTJoutUElMusdQeQBJhVLFpGKM5bEnm5S8lXPCJqpg1BIVt0IaSK5s7AJrp6ucKud9zm/VbgU0whyoCmyjAmAPxtg/h/4DYRwZF97Ld0yZH/AVZAuwgpVVHCRWeR6WEqiKvhecYjesG1vRGrfvJfVC2tTPxOVs8oz4nNmlNjmquctC5usaLO4p1JJjGTh7ksj1rL5mGIYvOILjhG5Obp82ywZTzqTZNErw/STAuglQ0XKz02mcGm2WaaqZ/AywI36ZSaLO7gJreTsyF3qySwb0xS/bjj29Wn9j/wmTJkybyje9lumTKfcclZY0QzXJiyky5CnfNPRBecpsOlCPRpemC5NbtTA/QyhTAhlpYIu67Z5rt0ShGeWZIG5h8zRq50xIsQxrbWqmokwGcVOUPfSgBs6mZ2aTZP3BJlUE0B7U42YbKvl+3FlVSeIBwQINEUVVfslgaNX3DmwcrUMilYcHVMN4wd3TemD8f8AAB/7Wxdu74v19+llFRTJvKP5ZOmTYU/4Rem8ot5vCV4SvDV4avDV6CuQdaQ5qLu3i5JXJqrqJadDTgeVM0UKqzgy1lqKnscJTxZRlUaWR41BMmUYHaLRVqsEz2h01VOWozsVaSrSVaCrQRW5qy6sKwysRVmCswViCanG3ixBWIKxBWBqwNWBqwNWBqwNOITeZWtrE38DFkTTOwNWhoLNGZ2bCXulg+ay9JsGTJkyZG2TpsGQ9bDGs5ask0nzZOWLMzu5oNFpPfF2V8H6s7tMuYpf2lOpp4wC65mmeUox5yn1vFoaJRZ2yb0Jxk7xeLxPJDBCHfCQhz90IRg2UWTfyndm8uV/EWC7+6MIx8KP6pvLGH5S4k/I+G6f1opkyNsn2wbCcJygB4PSlKRpyFSVMZCm8OHHhZy+nllqeZKQn7sYPw19Ml9Ml3z+nD75yo4yCIShw0EPa1BTNFmUWaLZf4lyfDQlJ85NFm8YSfXLSzNljH+oLiX3v6WfQyZMmTJkbwyfZNiD8abBvXzZk3fo1MtUVrgro1eEr4VfEr4VfEr4lfEr4lfGr8FfZX1fdXpK7NXCK4RXCK4RXCK6RTOWMc2aukz5TaoeXh6p2Vw08lGcmV0iukVwimcnsaDkiy1kWsi1FUXlzT6kyN73wbDv6bJlFMmRfan26BEyjJlddXXV11ckmnNayLUZZnX76yKtJFoIrc1adWWVmKcY4s7vGF2SYAslYErAVYArAM1YCmEJWxpoQWTLsi+x/WfFsJaf7ihz7jAQXdpsWCacXxJPQyHHJs3xzUv6kTrNlmyNlrw7eoyZMoqKZF9q2boF/wC3rzZlqjnkuZp8nkubp8tSesp2yznUChGDrnafTOSHUxmaY2U3nqi0XKUpnEuZiElho8UhILEYJGIKM8ZvLUOLNrY0IvPibwPMT01YUkqfXid8gkdVkqnnAjEWrqGjJ4yq6yMB6p1dQ03jAFZUualm9C9YSdNE3D5mvShOD1jPBoPzDh0sUdeRjAXLmO7ycgqqomOTNT1MCw1hlKVzPEpLcM1fbzKUpzbtok9S7NAc1EBWm7t+/Bu7OTJ5KMCT/UmERWZJgOrCsKQv3RqwyYEEWDRm+Gfx6TYsopkyL7HWzYNg8pQhVSiGdQNgsamK9wsZO1XdeKkx8pabNbk0YzCV4iyqQTmZprlqrmbyhw0zQGylw0r3MuVqc4SjyrwHTMP6b+l2aAsjFJhVz8M1LTvDOcnBFzRKocPjAbQYAoBG0I4TG09OcQxaTTT0lPJ83FSgHLVDGq/pjp8s12zzWTJsvWeMZNlKYIaf0uaeWUQBlF5SlgylD7hxts3UT8gMGVR78IxaLdvQzWfQyZMmRPa62boh7ydGbK4NlfCrwleGr8FfZXXTFktc1rIiGJCDuqeJSS1vqMtR1mdZ1C+4X3C+4X76ZjrIy0lWgi0EUhTlGTOwyN2VsitkTDIrUlZVhlYZWIqxBWIKwNWIKwNWBqwNWIKwNcuNWBrlxpqeC5aCanguWFnmuXGrI1YGrA1YErI0wRs7PgyqPezps/UZNgyZMmU/Y62xZPAcn72RK0FWQphCTQgsm9GcWnF2eLMzMzf5Cp8xTeuyimTKXtdbYt6ueGf+Tqf7V4b1GwZMoqKin8JvGDdL9LLNlritcVrgrkFcgrkE04LWNXBq6NXRJjiXMBXMBXMiXMiTVQlzQlzI1zI1zI1zI1zIlzIlzQ1zQlzQ1zUFzUFzUFzcFzcFzcVzcVzUVzUVzUVzMVzMVzEVzMFzMFzMFzMU1VBc1BczBcxBcxBcxBcxBcxFcxBczFcypzeX8BlFRTKUowjm+7plnJaprVNa5q4Ra5rXNa5rXNZyW2Lr46/jH46W6/Cbzh8dHZMu684f7TJpd3T5ZdPjCPRu2LJurJZYZLLDv0MmTSir0WT1E9neT95YfGOWHxj89Pz0ZdG+O+Gy+MG3W/R28qL5s6bv1vgy3x+FkmwbHdN3z6Gx+U3TvhlhkslksuyyWSywywyWSbthktl8LLLD4WXfBlum3WXlfGGybwvlN4x2TJsG89bYtg26+U2DdXhOm/1v07viybp3xbpdb9WSy6MsGTNhljk/dMv9L56N1ksu2PhOvOHjFsGTem/jo79022Pwm36P9rZfD9Hxhum6926+3Rt6vfp8Y5pu2XT8rZfK36vHV8pt+v4W6ZNgy+cW8Yb5NgyZMn6Nky+U/wDpMuzLt0ZY9129fzh8LNk67Pg7dl2wZfGHx1bYtumW+L9Pzjtjv0eWbDZNg3fD4W+LdujfDPtj4wbsm3WfjLDyyfp+F3w2xdP6mzqPnHLHLDJZek+2GS+Fl6DLy7YbLLoyWy8NgzJ14WWSywyfst06/ux3w2wbymWzYMmXbDz1eejZZdey8tg+Ddkybvmtl3W67ry67rynwdduhssMu63wbB8Gw2TYt0bdk2Hyt2UXfo8LtnlgydvHRtgyy+f+vGSyfDJMu6yXdupl29PyvK2dfK+F474+F8rZbZrNN6r4stuj4Xx1bdG6d/CbvkvLst++7Ydl27LbDfBsNk2HlPm2Px0brti+y+MGXb0Xxy7p0ydbYfOHwmyyfDzmmxzW+DryvjqbofbH46G6Nl8Ld+hn3wbzmmX+ky2wZdsu/V4zTeXw7d8vLJsmyZZ4dsM+63wZNn0bt1unw74fC3TLs7Jt1GTOvlMmw7r4T4NumTeg3Xtg3V8dDbYNlk2GfjDbqfBs+/RsmXjwy/2v+k2e6/1j58dffD4w3WXZ0zYZL/tmx7LJs+l/HosmWy+MPjqbyvC+cG6N+n4WzppZs6+Fuu7Nl1Z/GDdHbo+V4w7O/Vnh59B13W2Ls2WPxlvh8Lv3xfD56913zfo+U2DYMvPpMvlNsn/00lnn2Xwm3TZrPvh8dLeU7vi3nBsc07+Md8O+aZNl0P6Xdf6TeU2+Xwn2TdHxh39BsMl/33Wa74bLLx6zYNhkmbHfLH4W7p03ZMtlkuy3TLstk2G/Tli3R84/HVsnTL4XfunTdl3WWHbH56t18pl/1hnhvmt8W3TdG+Px0bYZ4fKbBuhsW6Xz7P0Zvm/Vmt13/heHw+VHun3xffozWeGfXth29L46G6M+nPBsWXwvnD5w3dMnzfr/ANLPLrzWTZ4Z4+V3z6d+jtlhHthvjumzW6fDx6WeHfr3w2Xxi2G+OfR4dbrPr79sNsPhPtg3QyfBs8G9V8PPTt1fPRt6Umd8n9L46G6GXnDt0P5w36fnBvK7+V8rdbsvPhb9bJuh/wCD26dsHXwt39Jurv1Z+g3Qy3ZfOLecP9dHjJd38rt1RXdP1MvnHLDJ/W7dXld88GWXqO3q7Jt8PjpbHdb991lhvhvh2Xlbssk+eSyWlRhLV20rRLJOInZWp5KxJW230jWqmZ056WEsnjDNtUR1tOSc4wb9TZs9xkzk6fn1v99HjHfDbpboZ8H6vjr2TLJMnZ+2DLLsmWXhbrLd9LrQ6YUkwZK0+atec9EOyzpo+/muHx8y4lwxl9c4ZFS/5BQbT/5JTtnk3/I5zf8ASTjtU0oMz8RqU9fUuuYK6vPvGcHg+fDYxeofOp1G4nphKcqLhpdfAm1BKR5FjGLMr8O6kaPbLo1YbdW3Xv1fHRut+j4wfr1N46ssGWS2WXdNln3zj3TzGnqaWK56iZk/F6CLJ+OUTKf/ACKnzzUv+R//AOZ/8kqH8Px+sdPxziG0uK18vL1tW7tnMpZeVn0OhSyUSa6mCkVXVdV1QN2QaqyTWuFcQEDiJDl47xudUKUIcOPYpmZTq5SfvfV18PjDt09+jb1u2azW/Sy7YZp9lms1qZaorXFXBq8Nk9ZTsvqNKylxakZR4mGft55c9Nc8RF43UxI8Y/VKt2T19U6eqqE5zP5zf029zLfqfAL/AK5Ota1ppp5umI61utTsjS1SgyYmUWZNNXExcXw7el39LNZrU3da2VyKvQV6CerGyevAyfiVOpcVp0/GBJ+MRT8YfZ+LGdfVKhPxGpdc5UOuYM6ec3XfNPjST/Vi/ZnXuM68JvUj5ZW45sjWmL+hm6M8O+36tx7rNZrNZrutnWpN3MyeSjLJak0vR7YZrUy1MtbK7BOeCvwT1QmT1wU/EQp+JhX1SC+pZpqmcmV0jq5LNanTYVhJtPJnlJ/UbB2Tp8Ayymyj3ZsDvkOSA2brf1RNnJsIeZOo+Fn26QNnmqn9I3Q/Y3Rms02XbMYaI0tEZhs1E4rPDNZq9BXoJ6obeXrwJ+JAUuKU7J+LgX1ga+rs6fiEk9cVPWnXOHdcyZOcqukWb9LIce6i2TJumr/K/qsmTp1LBuypnzE2Fa+QXQIft6lFP6gPcie10P2rNZ9NM36XVc/6GUfCz6GR3yGoTeL5sDN2eT9F8y1yfz1inm2WD+hnhFAhg3TU/lf1YqODspJ8KCebO2HEX/QyB+JQUvUBHs6P2G6j7W6wN+0yrn/XBlt0sqp/0tgH8besz5OoyzTp/QZDio9m6M8NlUfkf1M2VxX1zMtr81dk6zwoJ5Fw4n5iyB7ELyp+pTt+2qz2s3U+AvYyq3zqOplVP+psIe1vXHLS68p/Qigx62VR+WXpPL0mk8XzYXECx91UdjyZ2D4QfKm3fp7d+sTZQZVn5IN1Oo+5lD2sivqPN+pkf3uo+9scsf/EAEsQAAEDAQMHCAcGBAUDBAMBAAEAAgMREiExBEFRkZLB0RATImFxgaGxIDAyQEJS4SNTgpOi8DNQcrJDYGKD8QUU0lRwo8IkNJBj/9oACAEBAAk/AfdsVjyhNQVU1MCGO5Zjy4rV/kwIVHpivKb1XrKvP+Tgrl0kCCgiiq39SiKoAhUof5SATAmKMJgQ5D7kP5MeQ/yDN/7aD1I/zifeR/8Aw7PrD/8Aw6HqB/kE+uND/NR39vvI/lI/yWf8mH3Ao/5JN/uQ/wAtD1eP+Tz/AJYP8/HIEE0ppTUEE1NKaUEEP56EEEFREJyKqggmhNCHuYQQ9xKKKCHuAQTSmpqCoqIhOTk5EqqCCaEAh/OwgiinIlV5AmpoQ/nZ9yH8scG0OfrR6LWNNr+o3AUQtPccEwVEbzqAIPio62DZcagG0AgAWitBWt/ajFalsfgDtKsUjY81p7Vg5k5tpmGavRtdaLaWhaOFxaTpNMFnJ8D7wfW6f5WRQOr+mife0Mp2sJ4px5y2XWsMbqXZkDSjhtCibnz4VN1aaUxoDb6nq7U0AWSXCzSoCLQIzYNaAVOZObaxpnvVgO0XKVlGm+9SAlPv/ZRxYH9x/lLhaGZHojepQToz+4OCcLIz5rlKxxGg1U7TzYq+mYBOtNrSvZ65oI6NdPTNMyDOn7ArfeaVKmjAa1xL81RmvQsvdIzo0vsloK519Yonu02g69B19o2ndtQM6DQeZs99CN6DD9oSAcL20zVTmC8F1BoFKUKLOmWl5pfcPhTm0ia1raDENcHX6k4V5x78PmCm+MOw0ClE8upGGDsHrNPuun0zSntO4LGR3gFnNo9yN6PS+F2mmbkDqxYk4XGiyaR1JLJdm0VR6LQslsZNZcbee5ZM0ZPapegLL4g8tPkjahZAZGtp/pCywMcbX2VmgwuWWn7F3T0ENN6yuW2ZBYZ1FSFtImmRtbq2LRT3WpJWsaSa2a1Josuc5z8ntvAN93SRNtoLBo6fR3pxZDK5znn8VE4mNgq85rsVg8uif+IL4i4+PrmAngo2343aUxtB1eoIryFTMb2kDzTg4aRf5fyDT6WNKDtKxcaa1g0U1KB9K0bdmCgem2DXo9oXxNBWRvIneOlQigXOxvDwQ3AHtRo6oI0ItbFzJYymPespaMnDq3It5iOKxYz0pRZVQvYWtNLxUqfnHtwuopqmYOzYWip32mvtWwL71I8PoA4jPRR9CteuulWvtWWXVOYpn2TnWiK5wommNmAOZCJocL+sIwUJrYFMexCg9cT0sKCuCJDtDhRAkv0ZhpKj6EuEmauhMHNQ3F+l2hEWJa2tN3I8nJpZnRMGiidNzZh9mOtSVzrY2wWmxy4kjOiXzS1Nuvs0OZOqYcuDK6QF/wCo4LIXZQecuoK0qujWc/Z/JT1mj0RyD3P7wIXMFdaI5JekM1+5GrGtu711+atueMQ0YKCVzy0Gg6xVZI5znxB9K3iqg/xCxwJz4prDG2K3I45himNt85YYBhXG9NY3oNMd2cuGKlZJzcVebAvqTdVZU3A/ZUvu0J9lxkAqsrth8V76ewSFlsliM0PSN9arKHUjkcXuqcBcvhhdTuCmoXvJx6VG0KrajaWs/E2m9EnKnSG4ZgMF7VL+313/AKjzV77Rtf0rJ3ygM5llnAEZ1/Ehae0FmCxkq5x6yVE99i1WyL1kUzTzfRrpNynfzjRaazBocUYhIyGy61eKnFSte7m7Aa0UFCstsROJuLaltdCcfatW89rSsr5wQmrGhtL9JT689S7RROJ519rv9Zo9AegPW6PRF9Lu0IkfRGoF57uSOO1TQK1KF7jTWvhaBqTZxK6U1uu1qCZ9wFWXXgUxUb2hsDQ09YbgoBHKDUdZGdAc/M0jHNgE9olEpeDmvFFlYJqymgBtVlbRaDQCG6FKHyUuoKC8UUtgNdXBNDbsw4J5daNb+pOcXy1rovNV7LhQ96a6pYW45iovs3mrhUqBrTp9eD0TUUNFHRx+LE+KZZBNT2ntTGi17V2NUPdtB8Pexf8AEzeELyaakb3nwCaS4r+IRs19Nw6Qu6+SUZvHBSYivcLr0/2a10dHFB9a0pZNcK4FPHTALesHt95aXHQELy2tyI6Z9jQpC0MwppIrfVVvFbjTFYOd0c9w7fcOv3TR6llogaVGG9nK6pa+X9LinMxeLGcWTZqngdGQggA1shtPNWudINiOl1C2oN6JIIFK1reL9CBH2J/A8spTWmObGQ2jXGpqMVAWyixZoRQBhwCjtNeXufeKmprZ7EA26QWq3UeLrtKYzp2QWVzCucdq5s3MxzWNHujqOM4HUbsFeSYGNa7BhdcapzKxFvSFwNvDlNEcGIkyP6sK5lGXW6Up1Be0GeNFmaPD1p5dPoHlHvJv0Z/BQtqc9BW9NFTnQ5HBSN1qRutPR8Cq6imv2So36lE/UoXeChOsKLxTBVxoL1zfinsAArhoUoBIws0N/asoI1KV/wDynP2juVaB/biBp9R8Dw4doUYrLS33KIe3a03jPfygFADkNABXUjdZqG5706vZf5Jrz+EqJ+qnmoHaxxUJ1hReIUY2k1ms8E5g7ieCl1Np51Uz/AeQRcfxFRjz80xo+0GA08vze8tJLjQAdlepQnWN1UxuvgEGeJ4KxdG11b85T2BkbASaZ3ZsVlQiHy3B92mqkefmstF3bVc8LI6NqgDibgpXVP8AqogdZQaHZiRXzUbdSaPRFS1hOoKzbcxpYRWnSNL0QB/20ktKXgs+FZ9NB5VRNRE6lNNE65sDdZJ4J5jtF0bHf6Ge0R1uKlc2p+xGY0FkH8SP+uT+kYDvX8UvbK95+FrTv0JvtTGGM6LAw7+X5h5IpwUjdaeP32Kuopr9kqJ+rioyB1kZ1A5pOFu6tE1mtFmongpRs8VM7wUj9fCirXrcd6YOcldozNznqRHMZOA+R/zEYCufrUlamgN9CRoPrT/iM8+X5vefvPMUUnsysFjqIFVaB9tgcLi04i7QnWrPBQlw5toddorxWTxSW384WdYFBVNeKvDmWcLlkr31bZdi41bn6Sme1oyj7RhBAAaaiupWrFX30rhcB2K0edlstvFGgCoRxcAO0p7dakCb0GgUdjUlWtkpr9kpr69iifSmjismfacehhmHasm06PixWTNGoJmP+rQmMa9zaWq6FHHZbhUnMpGssGosjqopqudSpLb7syIt3X2RmUj7Va9VTiaaVLJr4Iv2ihcADnKiJLrNBZvNvArJi51HEtoAQGGyUy0HxOkFLrmi0o2lz3EDpXUAqb1C2jmOdjU9DEdqFLvPkFY8npdpkd/4hNAEXQFT8T812dPpHF7RHxP0dgVebbXmmCnTAz96D681hmb3IWSXtsRE0sxg16XWVR9WXOpQB3BRmd+NsUFSfmqn3WWtNMNNlv8Ap0p7WMtuawYDo9EallMVIjVrWsuuFNKDj+EqJ+qnnRQnWPqoxtJjNr6JrNZ4IR3AZznTmDuJ4KYdzeNVlBGoKdznDEW+FE2vaSfOqjaDbZm6+XSPWn09PojCRniVEyvbwCDBrPBSM2fqphq4rKL9Fymd4cE51o57gfAK10sb8dSDmf0uIRaRGKVc0HpHs0JzeaY8hmgkfEKqaM9l58FKLbiG0GItGmCFHONSNGgd3JHaDTR7q0oT5rS0eNAulbeI6Y3lC6JrYx3i0d3rPu2+NVToFhcfmsLKCw9IXEYPNqimu5sts2sARZUsjqG42jUdlEx3RYWi44OxUb7h8pUDyaXVoFES41L3VAq44lMtWnF17sCTW6ijjDaYX50WNAGAboUv6eNVO7DqCmdUCp6WZEvuGcnFRj99qY3V6j7seBPIaCy6t1caIX2G5hU06zghRvSzgi/RyfOz+7l6vP0ih63TyaeX52eDk59zWEAVvvv7UJbbP+405z0b86gkJ58uboID7VFAQznHEM6JLQWj5rsU0D7eJ9m7AAA4IX9tfHlaRJZAc4i5hGKkIaK1FaF9dJXNl9GWw430GIqnsrQ9FuYuN+CkLntlMgDm3dLHMg6vU0pj9kqMsBke62BUm0a4K2XhzDbIGLDXBRuPNVN9Ok4jHzTABJS3UjEXVCjG0o27X0TY9Z4Lm/FPZqPFSNua0+zpr1qX9P8Aypz4ZllZtaKit/YpnP7H6exWto8Uz/Db5lRN1JjdS/0+pFbTCNaI5s2Okb7m1NERe1sbic7Ab1TBvxHMKYIp7dakH77EHHsaVE/VTzooTrG6qjbtcAhHrKMfj9E9nsH4dB7U4Oc7ABmjPeVLQUr7P/KnfTqA3AqeR1nG+lNSJcP6icEwVtN8/fOrwKDBrPBSM2fqpcX09nSFM7wUz/Dgnya+Ct7R4oeJ3qMKJupNHI2z9s5nc2t/gg2nOUdf8JFoFAAW3AUBcaAAjDtWPqc8XkfryOLW809pIpnIVK24jZNKdFrWlUDbDQBWuHXddyfdHwKIUjdakb7DN6J1Hcmv2SopNVPNQO8OKZeBWgNTQdiyexUfE6/wqrA1ngpG7PEqY6hvqpn+G4Jz9o7kPEnzUbdSYB3eo+V25MtPDTYzXnUqWgADav7cEOnS7vQsBzrmuN9M9SNKa1lRQMbhdnPWtI8+XQh6Z9x+U+HL943zpyg1f4XV3LA8jgpWa1IP32InUdyieek4+y7F2OhZM8mlPZzU66aVkhu7MwppUDtY4qLxCjGtMZtfRNZtHgub8fonx7J4hSs2PqpRs/VS/wCG/MMxapZCagXAAX9dFLOGfPZFm/roVlLw52avBCRxZmtkeZCBa1rqdIk39WlNaRYkzZwW6VA09QaKplmvZmX3bPAn0fiYW95uCm5uJtLd9C6uYJjzzstGVN7IznJzJoAaR9rS68YNBxV9D0X0pUHf6BUjdaeP32IO2SopNVPOihPeR9Uxu1wC5sazwUjNn6qUZ/h096cZJKVsgAADSSU55NAbLQCb1LP0j8IHBSS95p5UVraPFMFbvPl0I8h92+7d5KRmyeKl1Ab6qZ3ts0aexSSEmgpX5jRPf0Wge0cyDnc1EautG5xFB5pvstA1KNupRt1BAev+V3jRX9AUHWSoZOYjoWBjahxGmnkgBafVzq3lrTaDAMw0pjHvLuk3AWCcL1IbUTRe3SjdR95xJJqSpg2rSK1FRVSso0UF4zJ2MXkVa2SmSbJ30UT6ddBj3hQnWN1VEKVB9rQa6FHHXTU8E5g7ieCkb0R8uc4YlS0c6/ogC44KV/huCLz+I7k3xJ81E3UmjV6j5tya4l8lHUzgDOiA2vS7OpfxGSAM/rOYJx/7kSdEdZOPYPR+X3bRy6CvkHiFWjmtz5xVaR4FEtYwWq5i/NqQo1gALHEm0TjQlU//AGgZdAAfYATG27Npgz06xpUheLXtSGmINbjmwRFu24SuOFADQjtUjf32InUdyD9g8FFJs081A/w4qE6xuJUXio27X0TGbR4IR6yeCdHqPEKVmx9VKNn6qXwUztQ4Kd99RmzjqCdJbpS0TU0T5SbFo9I0AwUMkgz/AGpB8SExwLHlrg4k3jvUY/faoWZ8w0KMUa0m4aEMHEZjh2VX3b/AhOo0KWd8khP2RF9993YjzfS5xzXXHo4BNq2IfaSYAEZk/ojPgL+1Ttq24gGpqc12dNc1t45x2FRmUVmAvLqOxfYGjR6JClbrT69l/kg/ZKik1U86KE6x9Uxu1wC5sazwUjdniVKfb0DQsoeAOzgp5rsa0GPcnOLwaE1vqnP5z+pyN5zVJN2tNGFRy6PdtHoS/AMw0LKHWqYXV8lI/DToUjxLS17RONw8UaDrcU1pDr9NaqIV6MdafNedQUAdbAEdGg2Tn4qn2UfSN3tv9w+Y/wBp5AKPDaHP0RgijXSfmJxPJI0dI5+oqZlHAg9IZ1LW06p1UzUVfZd8Jz0WRyvER+zbmqficopHSCOzgAL8aVKge5z6UrZ6IHenPAmcXOBcALsSbkxr43ONi06hsA3YBQwNsjo3VpVPZscSpb2OqKCmIopn+HBSyHvp5UVs/iPFM3+aiZqCHqPvNyaCOtRnpSOLWjGgwUbWuNTZGFT1prG0YR0TWtU9otVDnipcQcwzBUAEZp3Dl0H1A9y+UKMUzHtC+7d5KnREeOBoSaJrSGNd0K4E51BzgEbbGFGkE17E+KrXVq853gYBZVEHMb8JB9vt7FIDfUnEknPcidR3IP2DwUUmzTzUD/08VCdY3VUY2lGzaPBNj2jwCMY7ieClZsHipW7H1Kl8P+VMdQU79TeCnl8NwUkn8T5tLSjJ+Y7irVpoBPSdn7SqAnSdCibqUEeyEwD7TR/pKwArqWIpnriK5l7ZNlna7BOPNwu6bs8spxr1BHpNpXvUg9t3Nsr8tw1p77bsnfztDStCLuy9Cg4eoe0d6lZrROonyTX7J3qGTwHmQoTrG6qjbtcAubGs8FK3Z4lSn2xmCnk8BuUzn9jzuVs2XU9p2I717XXXemXnqqbuxRMvboGdfKOTR6YR9ylf4cFM+0c1sjyorXsn4jxQFXlrRUmlXZyiJdLscfJRR17AmCjaZvmAKFLvIN9x+8Z4mnJ8UxHczohRteOsVQEZkeX2MLFcynYPxBSsP2jc+k0Tv33K2a/6ScO5RyEMnqegcA0p0oD3Vc2yCKnH2qUUDx3t4qFtWc3VxpUhhTGC7m4wX5sTmzpsY7ydwT49k8QpRs8SVM7UN4Kmk1geQCLz+M8U3WSfNRN1JjR3ep+dvmhcQmkWXG/qzJgaa4Y+SsNYyoY0Xk10p7AH3W84YcwCe0ACmK+Qcmj0Sj7p8zvAqgDXVrn0EUz8l4ADyP6G/VP/AITw1rbVBSlU4c9LL0zmZU0x6k+skthziz4RSye+5NlrK+OwcOgylbzpTbL7bgQASLj1Jsmw7eFDJqp50WTya28VEdY3VUY2voVGzaPBCMazwT49k8QpWbH1Uo2fqpfAKd+obwsok/TwU0uunlROk/MduIVr+JH8bjg4daZV1LgXHHvWTxWmMBrUuFTmKjhFBi8Xd6yVkLRnIFKaVVpdhVpbXsqF95H4PCbaIGGGHamCw6xfW+rxcvvD/aURYNCLsIwfa7XZkaWjQdqe1rWRg34klHpOylj2j5Q40A1eokaO9Ss18EdQJ8k1+wVDJqp50UDtY4qMbXCqYzaPBGMdxPBSjZ4kqZ3tNzDSppPDcEXn8Z3EIeJPmo26lCzZCY0dy0eiPRHuRf8AxH/ERn6qInpOoKuJvPbVRj99qhZ7OhQMHSINwxBogO7q7EfbbYHa/oo0iiu1Y6kKF5LyP6za9w0jwKNDTFOIIIc54uLjnJ7VGx8bmUHSAFTjaqVl4JsMDukCKsziuCyoyub7OFBXPRqOduY5ig/YduCgk6AAHRdmwxUL7TjQYD2hRZM1oeRdIRdZFLrJwTWufpFw3pgPPY9LC6l1xRj5qIghtSTVouqU+MfhJ3hSt2OJKmPcBvqp5PAeQCLz+N3FN1knzULNQUbR3eq0t8/RcNalZrCN3qB6/T6P3nmFI4WSLrqXGqKe291MU8G3lIHRIrRwBKMDbbahjDfU5lEIo2OZYjphVwq40Q5yK1e5gJJJNb+pMkP4DvooJfAeZCgdrbxUfiN1VG3a+hTI9o8EYhrPBSs2DxUrdn6lS+ClOob6rKH6m8FPKdQ8gE+Q/jI8qK3+Y/igdo703N5KJmpQR1Y6h6AxUUNmrRZpRxJNLuX90QvTRSX2r89K3L7yP+4erkYO9TM18ETqJ8k2Q/gO9QSagPMhQP1jiov1cKqNm19FzY1ngpGbJ4qX9PGqmf4cFLIe+nlRW9s8U1RM1KJmoIL5j58o9A+6j4x5BRgl2F1cFCzZCjbQlw1HqXxuBbU1JAq2vgjddRH+K9jNZTgC43DtUoBIuGc0TXNLTRzXChB9fmjd4BOGKymGrpHOxAxKyhh5sk0tClSMU+v76la2TuCD/YPwOzdyil2aedFkj+jh7N3ioD7Tc4zO7SoxtcKqJm2eCbGPxE7gnx7JO8KVuxxJUp1DfVTyfp4J8h/GR5UQPeSfOqhZqCY0dg9Xo9B7R3rKYtoLKotoI1aXOv7/AEz7rpHkpGtuIvpn0VwKnj2gpG27bwy/O51yk51gbYo7MOwYprhf0A1pztGCikbR7Sxrw4m41JJvojMakFthtmlO1ZPKbBJ6RBLnZiTXMoXAvpWpGbvKjG1wqo2bZ4IRjvJ3BPjH4Sd4Urdj6lSeH/KkOoKd+pvBZRJ+ncFJJtHcjJ+Y/irW0d5Q/feowoGewfhGhQsF3yjOmANY+yOsjFOtNDbVaULScG8v3bvEcli2S4WRf7LrOrrXV4eqnjHa4LK4toblIT/S0nyBUWUO7Inbwsiyk/hA8yshlrSt5aN6yLXIN1Vk0Q7ZDuCbkw73HcpoB2MJ8ysrb3R8Ssuf3MaPMLLZz0ToGHYFPlB/3DuQee17j5lZMw9or5rJYtkKFg/CE0L53efpH3ZgNzcRXGqiZ3ADDt5B7Mt3aQpQxjmO5sYNNT5qHnAxlp7rVMb6DSU57Y/+251tlxbicbk4urWlcaVur1pwZYuY5xue3Ma6dK9hxpEOoZ+/10rB3jesph2wsriB5ttekNCyuEuq4my6vtGqmc4yPLz0ScewITn/AGX7wsnyo/7R3rIcqvHygY96/wCnz4aWDDvX/S60wtOZnWSMFRnl+iyeAUH3hOHcv+1G0eCmyYfgJ8ysrj7ouJWXO7o271l8/wCkeQWVZSf9wjyXOHpsxkccTTOVksZ7RXzWTRD8ITQPQzxnwPJMxrjmJp5qZtoHDsTjYa2pdZIFNQTrntq3rpvQIqMDivkPlyMvEwZnIoc9U2OkgdYArUUFb1S9sZwqen1J4ZZLq3AOu0glZ211r5z6A900ehI1tWNxNMCVlkYIOIcDiKKcENAApU4diL6uPRPNvPw9iincGMA/hOzdyhywCT2wGUrmz4LIp7Ih5unRGB7V/wBNkBrX22gVOelVkVC5tn2wcbsyyWIBrQBWXR+FRZOPxOO5OyUdzip4B/tnissZ+VxKy490bd9V/wBQm2Y+Cy7KP0jyCyzKvzOCnyk/7rtyMx/3X7io3Hte4+ZWTMPbf5rI4dgLJYdgLJ4tkJjR3ep+7d4DkJpUC4VJJwFAopjbuHQOIzIOPMvDXDSSbNyyd5+1EZvb7RwzoUK+dng4clekxxNAK3U+ZPtBjZqigrcaAjsUsntf6h8DflVsN5yA2SCXZq3+fJ8j93IRQxWPaIz5wBepanni6lTShFMNKlYAbNS2pNB/UVI5waXWK4guz1TrRpivlK+UJuLw/vCibWh8e1QsF9cM4UbDfXDPyfOfSHuWj0GNd9mcRXOmgej87/Bx9awNPPOZjmaDf4JrLpmimPQcKg9qa0/bOaLLS82QLQNKhe1QVzcfWfI7yWceaIzYttC7qKmJ5uUydV4LaDQL095tNo+p9q+0hQGVslkXAFujVyaR4HkF+ntQ9B7Rc7EqePaCkH77ETsncmybDuCglPdTzosnfrbxUWbSN1VEz2R8XAFc00dpPBSR7J4rKWWnYCz9SpTqG+qnfqbwTienn6x3co5Qj7r8jvMckksjubkttN4DgaNohPaZOGu6R6UZFamyU2T2n0JaaUrdfXk+8f4n1sQPSc7E4vxUDbgBqwWTxkXXFozCiAAAuGa71MrB3jep49obk8H99SJw0HP2IP8AYb8DtHYo5dk71k8v6d5UDtbdxKiG1wqoo9s8EYhdoJw1KZvcziSpj3Ab6qeVz3GjG3Xk92CyycuzhrqN7Ew4YmpF/aVHFaaXA0bU9A40xTWWXYEDq6uWIODjebVKAdV6dZb+9Ca8UAPSFLjr5flCYX1eLQGhUroGA1pjGgPtOfWrn0w5dI8uXT7zod6UrB9pnIGICyiLaCmbapWlUUOgI6+ya1TJBar8DjdW43BRy7JHnRZPJ+nioHa27iUzxTBtfRRM2zwUce0eCMY7ieClZsH/AMlKNn6lSeCmdqG8FZQ/U3gpZD308qIyfmO3EK1tuPmUP33qJmpQR7ITQO5Hl+7b4DlnljsNxY6lw6ivbLb6436aZ+T5Dywc5StOjbxQs1eXBnyA4NRqbqC67ShGTJTPSgGA6+1TxWuccTRwpV1Sng+Pkidk7kHWG1PsOrUjsQnw+QU/WFk0tc7iW1PbeodZG6qjbtcAUyPaJw7gnxD8JO8LKmNrmsGvgU97GVuJZStdAU8wIIu5uhv7llby4Yjo18lLbvF9a5url0+8vLbzhTR11T5XEuDWi1SpPZRCS1YtH7RxF/emklxo0VJv71khjeW16QBqBjeFBGPwhADpj+0I0A3I/wAVxsk5mC5OBGnNcv42UOcWdTK3FODY42gV7LlOzpmjcxKP7PrwnAKeMfiClZrR/fcrWyT5BNk/LdvAUEpoNAGHaQsmk1t4qE6xuqoQaOBvdnGGCij2zwRiHcTwUrf4bsGdXapfAb1lEmpvBSPc6l1XkCv4Uxwex1HDnHOGFc5UbT2ivmoIx+EL7z/6nlcW9Yx8aqS29j6V7b0xz3uwY3HtzUCYWlrqEY3js5PmPnyNNhvRBaLzTEqIWq9BgvvOHehRzhUvzucfIBRmQyG9zD0qdZKYGVDaNGYDTTPy6fSw9z+c/wBpXstlv6qtICbc6Nl/YTcvg+zbqqVFYZe1lo0NNNOtTx7QUrM2fqThzFOkM7zo7EQKvtP+axqvvUpERtWGiN1elmJ0KIggsLjzZFQw1vuQlbzhEtKA0JFD7VFA/nH0c15s0BBtXX4JtXc7S6lOiMAmeP8Ayombf0Kjj2zwXNjWeCkj2Cd4UrNinmSn+H/KkOob6qd+pu8LKJP07gE+TbI8qK3+Y8+ZQOsnzTAoIz+EKFg/CFd6Ok+B5Z5mUusxkAuJwA608ufnvrjmqeT5SvlHiOSKR9fkFU2xzhB5sGtKZz1nknjH4gpGn7QYXonUdyEn5buCjlp2EY9ZWSPA/Dn7SoZWmlLpLNw/pKgaBotU8gVHHtngjEOm7MTn7lO0WvlZf5p19LzS/wASpzaArSg4FZa618vQr5LKX2tFuh8ET7IxJPnXl0+81/iDA0xuzURfV5oOm83+KHjXHtUDHSP0i4AYuKyWw9orWwAHDCopyfK3xqh7DCdSf9oBZe44VHSPcmPa2zVrnD2hWzcMUSDlDw2huNgHpXJwJkPRboYMBvRc+xF9gw/C558mgI1pidJOJ9fKwdpG9Tx7QTwfHyVdR3IP/LdwUUh/CR5rJpP08VA7235xmcetR+PCqjbt8AVDEbF46RJr1XKaG7EWTUdoJClZ3Mp5kqU6hvqsof8Aw25m6OxSyn8VP7U20DQUdK+pJ8EwefmoI9kIAdn0X3jPF3LYqDcXior4Ifw3WT24qF5aw3vwb3FAiowON/J947zU4iYPadSp7k6axS4PcavrnpgFk/2rh7FdGF5VkTuN1ekQNFUxjaPt2q1e49uhfIPP1A9x08v3jP7gmF1mW8DraQgamQX9jRgjC20aM5ytbLVPkznn4mvvuzU0J4P76lW+NuY5iUHXvba6LsAanMhP9pardJSruo3LnDILNhzGWbNnClqqilLg0vkeS0vIcC2mNyyINa1tgEWQ+tK4g6FG4udSrnOqaDNUqMbX0KjZtnghGO8ngnx7J4hSs2DxKf4f8p/gFM7U3eFlEmpnBSybVPJGT8x+4qu0T5lBRN1KCLZCaB3cEfS+8f4u9AgyP0YNaMGjl+UcgYxjhQ0No0PaBTkkaO0geamYewg+SPxszHM5B/5buCilP4aeahygU+VzW496yctaOscSskjtZj+wVEzbPBCIazwUsftn4Dn71I0/g0dpKmOob6rKH6m8Flb300OH/wBaKdwccAZXA+arezOScD119UfX6eXSPAoDpGgz3qFho4i9oxCY1t1XuDR0R1dZTS3m3Wfarm7+TPGfAo0e9wY00rec9FPI95GDmllw0AjxQNA4jtpnThRpbHX+kV3p32TXg29JexoFPXBOA71lEW0FK096KtbDj5BNk2HbwFBKdQ8yFk79beKi8RuqoxdIfi0iugqKPbPBCId5PBSR7BO8KUbNPMlSnUN9VlEn6eCfKfxkYdlFb23HzJQxHff2prC1gvZK0GS/A1oBRMaOwU8kVpHgeWyWgezYLnE9xCLCXCvRwvUDAxx6P2nTdXQKcvz7llUor7LRQipzXhMc9z20cfZpXE9SElaUFgVKYGSk4uvJ/qT2APdV1LyaZq6F8p5dCHuunl/dED0Jmu7hintabbq1NLyaqZlXyOOIwHRClD2OeSatIN+eoVrZJ8ghJ7D/APDdnLepRSUja53s0vPRG9QSUfZaz2cAO3rQoxhFwDQCB+LFE2AHPLX0N9mhNxxRcwWgSARe+M0tYLpjn3Cr333XaEyPaPAJ0Y7id4UrPyz/AOSeNn6p/gpnahvBWUP1M4KWTXTyojJ+Y8eRCtbbj5lD996YCoI9kKJg7hyH0/vB/aOU/vvQJMLg6SZ17q5mg+fL8zvPkbU5gbh4VUzOccAMaBoGYKeM/iB8kd/kg/D5HcFFKfw081k0n6eKjkaDjRwB7LiVCA1ooBXRrWSwhxxNaHwCEQ7yeCkjH4DxClb7Q+Hq7SpaAdQ3rLcMaWOBWUvp2gDwAUz3jqlO4hW9tx8yhmdy6PTHuQ/w3eSyeP2mj2R8RomUsOs+CbVobzjwLrWhv4lG1rm09k1F/byaDyUo2Nrtdaok9xAv0VpVO9qMhtQRUuuFKoscYgA+uLifhA0le1i7tN59WEaKeMfiG9TMPeE5V2TuCEn5buCikP4aeayeTW3ioSO8biUzxUTNs8E2MdIfETm7k+PZJ3hTM2DvJUnhxqo3NEkgbaaWGpNyyiX9I8gE6U/7jh5EK17b/iJwcetNH77VEwH5rIPnVCNzGuox7WBtaY8vyHw5ZQ04UNKX9yaSbIu9kknNehCLZ/hNJLgNNeXq8lHbsg0bj4FQxiSSgsYNa0HqUPOONwA0nPemDnc9L8c/WUX2Q+oL7jdmAzdq6/fM7T4rKGCoB9oVqL1I1wc+0CDpHUjRzpHUqDQBvRFUa1vLmsfUk9yZJsnfRZPJifl0dqyeStP9JPmoS0Sxc39pcSBeo2mXtwHyjqQ5wVsQsr7Ne68oCMvcXWHm1Sv4bqrmxrPBSx7B4hSN2aeZKf4KV2obwVlD9TeClkPeB5AIyH/ccPIhW9tx8yUP33pgP761BGfwjeoWD8I3K5H1PV6GIqIxmaNPaeX7x/nyTQtP+s3eCyljnPeXPdUXk9QR3+St7Dj5BRy+w74SMR10WTyfp3lQOHeNxKj8eFVBGR1u+hUGTx9n0AUsewTvClb3Np5kqXRmG+qylzRp6O8LLy46A5u4I5Qb6Vq4Nr2hSWqf/wChO8oi1TCt6YAa6NI99HttA1NtKtziNSFWQYN0vpWvcmNFKYX0rmPXyfOf7Xcjw0Rwu6TjQVdRStLc5rcKKS4zF3aGNtIEuNK0waDgTVGgGfsTw5ukX4dnqAjRTxjtcN6nZtDcnKuo7kH/AJbuCZJskedFk8n6eKgcO9u4lR+PCqibtcAVHHtngnRjuJ3hSs9lvwHPXrUnh/ypTqG+qyh+pu8IEtc9rf4vS6RzBrUZPzH8UDrJ80wH7TzAWTxbITGjsHBSytbV3Qkvt/09XL8p8VnaPEckrmdYpXxqpzYbf06OLxpFAFEHPcK9J1kXJtHNdZdQ1FR1jk+VqFRoxUXNxsPQZShJGc9ShFR7N/tE9ijDDI6tnqCYBZLjbxLydy+fd6Z5R7m4WonA39QslB9Q53wHOa6FzlS5xqGOr0jjeEwvZ/RZdXSbRvWTv1t4qM/xBnGe7rVgfNavxVCbLg60+95dfXBCOsjmn2szaXYdSa189u20NqaMYKEeKyxp50h7LNReBdS8E0UosMNXXOJdoF5NU/2zU3ZwKKU6hvBWUP1M4KWQ94HlRGQ/7jh5EK1tuPmSh48UwFQRntaD5qJg/CFcj6v5GebvQdWl0YzNrie3lNPtB/aFPGO1wUjHH+rgqNDK2Wtq68ilSdyt7Dj5BRyH8JHnRZPJ+nioj/DbnGhRjX/ymNFRjbNfJEOeRS29xcaeCMJHXHXzKcwAZmsoPMqTwG9Tv9huZuk9Snk/SPIBPkP4yPKit7bj5lDxO9RN1KJjTbF4aAb+zl08t3IOS/1+j0D0m+VaI1CNLIq89uAUT2mySK0vANMx5PvI/BwWDWkqQvkZC28/DbFVMYY2Do3C+89I1zXJvT/7NlGnC2+/crTHxmlc7ZGoBpaeeeWm4hhu8fTCNFPGPxBTM1hFV1Hcg/YduCZJsnfRZPJ+neVC4d7dxKZ48FG3a4AqNm2eC5sazwUrNg/+SeNn6lSG+PQMx+qnfqbvCnkOoeQCdIfxuHkQrW24+ZKCiYe5QsxHwjQhT0vkHh6f3Y8D6T21ttz9fLp5Tyn3S1/iMfRrjcXVzBQvHVZOfUsnktSPLswuOGfQgwB114BIaM1bSZ48KpjcR8Wg9hTWC20its5+5QQVGFRauHauZJ64671I3puFKNzAdqcLElHH+sXKY2ngDAXAZlO/U3eFNIdQ8gEX/mOHkQrW24+ZQ/femAqCM/hG9RsHcOQ+t+7f4FvpSNHaRvU8eb4huTh++xV1Hcnub+ByjkcD/pp/dRZPJrbxUR1jdVRja0dxUTNs8E+COuFXE8FlELhpDScO9St2fqVJ4DfVTv1N3hTyHoHQMD1AIyGrS5xtkUA7CoJDAXBvOmQ4nQCcEwUr0bybu9FoiY2tHNF9c9dCySMx27HOUGJ6tCYBeM3Xy6fQHu2aQ+N/o6PL0T0rNru9IIgfvrU8df6gpWa0VXUdyt/lu4Jj9kjzooH/AKeKhcO8biUzx4VUbdrgCo2bZ4LmxrPBSs2DxUg2fqVJ4BTv1N3hTyHou0DGmgBOkP43DyIRfQf63E9gvUcfNFtxa+0a6CsmY+KnQwrXrrm7FBGXl5voM3kmAdgp5I/AzfyuZILHSNL4wMG19D5neB5H3RGsja2QRTCqDI+i2xaoB0s9OpSukipc5wAqdLaDDl+R25NustYOsYlSSFrDVsZPRBUjjbJ/DXQpXE9G8gUozAUWVw2WGtALN401KnjJu+IbuXTyH3TT6Eb3dIYU0DSQoH628UzxCYNfAFRs2zwQYKMdpOA7lIzYJ3hSN2aeZKm+zpQDN+6KWg03b1lL6EuaC1tcTTGnyiqlfc0aB5AIybbh5EK3tuPmSh++9MBUEZ/CN6jYO4Io+v6+RgfzZNWVpWoxFc4TLHOEdAX0pnPWU5rYRSpLgKg4061LC1rcwcE8H99SP+G3McxKt7Dj5BNk2DvAUDmNLtAFSe8XrJJmjS6g8CVH48FG3a4AqOP23/Gfm7EYxrPBGGvz8ySBTSa3J0b84NmuqpKkOob6qd+pu8KeQ6h5AJ0mDv8AEcN6Di4C7pux1qe2aVewtLS2qydgvuz1GlZFCGD2ZA3HWFCbnBpeAKAlaOXSjyH3PT6HV4qQsq42bNK0GGNViHOFdNDSqNwFZHduDe9SBzHB3RsgFgHZmXyHxCzjzR+0n6DN57gnBrW5zdigJH2hn6LSTZFeCpSN1uzhWyKX9tVDT+s0AB+LrQMT3joh4pa/pJ5AnBTx7QUjT3oquydyD9h28KKQ91POigfrbxURHeNxKZ4qNu1TcUxm2eCMY7id4UrNg/8AkpBs/UqTwCnfqbvCnkOoeQCdIfxuHkQreJ+NxzdpQ/femAqCLZCEIIzObce8UomM6Lek+NxIB+XDHkzxnwPLG7oWbFcB19p9D7x/ieSCZ5uLbLaio0oiGQGj42e1QfIM6JrU0rStM1aZ+Xr8uRlXPmA00ZmwT7BriRUXallEd5wHRaO4krK2EWq2KjEqRp6Jz8p5Ryj3DT6Dfgb41Rd7NLQNDd3KIEAZ5CTd2hNZbcbTzUm89ymFp2kE0AzAAqVmxTzJTha5ptK3DBPecpc0faigABuIAxACyiR7W1sg0IAdjiL02V7GyVsMsi+l2ACJIiZzkzrRNK4MHcg7miOhE5xIuQ9j7R3dgEwalBFshMaO5H3L5z/aUE9o71lEW0FI096ADRmA4K3sOPkCmyew/wCB2lvUoJD3AeZCyeTW3imSuklcTmc9x7GqIiowdcVEzbPBMjH4idwT4/4nyk4jtClZsHiUatz0oKbRUj2h2loB8VlD9TeClkPfTyojJ+Y/cVa9r5jo7UFkImLB08ABTtWRRtOgtAqR10WTAjqux7lW0W1sNvKzxk6x6ge46fQ+RnmU8saHuaCLiA3E1UvOC0aEmppmr1o0e4VcflbxT3h9oUFo0oDeSDjyZmDwCyaY88eg9rbQ5sYYXoC1YL+nUBoGnr6kGENYLTy0gMOevYpTzb387lMuepvDLs6iD6yWWG1iwb1fK81ec1dA6gngd6nj2gntPeirWyT5BB+w7eAonnUPMhQP1t4qM6xuqmeKjbt/QpjNoncE+PZJ3hSs2CN5T/D/AJUp1DfVTv1N3hTSHUPIBGT8xw8iFa23HzKCjaftBm03LJ4tkJjR3IqRzK/EMblLFJEyoe4MIv0A1N+nk0O5Xt5xwIjbj9m3P3+h94P7RyQvc9xBDwOi2hxJUb7NsdFrSbbaYVCYGW3VsNwb1I8n3nmCgi5rpb33kMo3Spoo7NMCKXZr1lWThpHTvqe69TssWQHDE0GYFH4T+7lo9O9H3RoNYxiaYHsKgisvNXC0c/chA27M3R3hSs9mhNki4fiTY3mmJYCn07AFO+jgQaWRj3KWQRRsBfmuOA6KJMmashBNOoFMsihuqaX9pWTWBG2pZg0VN5r2eaiFtzG0ZmYwmp76DxUEeyExo7kfcwpGj7SPP/qCnj2gpGn99SP77kXX/wCk7ghKQ0U9h1bu0KGQ9wHmQsnfic7dHaojrG4lM8f+VFC1tmjRWyGjPW5NiIOe2T5BGIazwUsewf8AyUjcR8PV2lSeCyqwOuzwWVPLTosU8lJJtEeSMn5j+KrtHem/G3xNFCzUN6haG2K1YGg3ZyTmVphLR0rrW9PNXHA+yR26UxzwPacKUF/dyfKPTHuv3bvAhSta1tkXiua0ViQvZbRz+7AKa1iXNoBQHDDkjq82ukfZbR1KlFjgZz9rJU2qCmAUQdlD+k4OrcMw03J1ZZX9KR7SG1OJO4KBgc9zLEj/AILg0XZiml1TGxszyMPZqR4rKIyK/MM3ang/vqX71K1sOPkCg/YdvAULzqHmQoH628UzyTBzcbemetRs2zwQYO8ncE+MfhJ3hSt2KeZKf4f8qUjuG8FTv1N4KSTXTyojJ+Y/cVa2ifMoKJupQR7ITAOk3NoKPK1paL781M6tNhfTmmFxNw+K/C1yfOf7Ty5PUWTzRN7brzdpQoOX/Tyc7Wv+Fe69QHnLIHRFbFAnVcTW+lQNF1OUfE3wKNFlLY7xnGbtUsTqGovBvCnY5tu00DSdKfJStbAJs100CtbDj5BfKP3fyaPei32H4iuNOxZSBzriSQy+/NeVJcOrR2kqTpyPvpfVztCymY1Nc1KnuU8h2R5AJ0h6b/jI+LqIQLWNHzGg8VeCMccUxpUEVprej0RicFHbmABfmAc7BtdKma54vfZIN7ryq0aM15WUuYCalkkdloGgE5018jbBc4MANa3BVAYOk84VObtT7pDRmN5Tg0J3Rp0a3VOi9Gsj+k89Z9UFcpWDtcB5qeM/iG5PCPgdyt7Dj5Apsn5bt4Cil6bC2tAMf6iFA/8ASN5UJHeNxKjwk06RRRN2qbioo9s8E6KoaWsAqQAd6yzJi/5QKm78SlbsU8yU/wAP+VMfYbmHX1FZRJqbvCy1wLsKkDyCfJ+Y4eRCmt00Sl29A6zvTAVAzZGZQsH4Qsntj4s1AF7Lr3VxoR1JwEZbnz00UzqTpggYGlT14eho920ehoKeRGGMz0piTeETXrxpW6qHRhFo/wBTrghLVzfirgNJPxckVv7U/FTG9ZNFYAv+0Jx/CoZI2Bgwuc+gzEi5ZM4SG8yPNcdAUkf8QWWRuFa5q2VlEAdT2KGXvNo4oxHrZHYPfREUa6pa5jzUjD2Qog5gYbLAxxAJP+oLJTSR1waABZGAoSufbZtSRNHN0BN3acU97eajo6yRU168yydsnXI60bushUe7myyO0/2K6BTxTAw5wQcdQUrNgneFINn6lPUrh3N3gqd+pu4J8m0R5UVv8x+8qus70FCw9w3qCMfhCAHYiszD4ehlRYLNXBzbbbtAVKuvAApccK9fJ97H4uHLE4sd/EIoLjdQdZTGtHUKeXLnjb4E8kDmthlqXuwNMw01VCwi8Vobu3yVi3ZsgNwAHIE4eyVPFtBTxdK4m0MDiprrNLIwuQJee06k6alQSwNdZJGc0CbJsO3gLSfP0h7saXnyUhq4N5yl12ZTPDe4jyKnfeSXezie5SSH8RHkrf5jz5lA/wAQZyfhCbS0w2Tmqbv04qNjIIPbkc0AHqTG9w4LCFhee11w3p4BOFSiKuw66ehWrBcM3b6wI0U0Y7XDepo9oJyJ1Hcrd8bvgccR1BNkv/0HP3BQSHUPMhZO/W3iojrG4lR+P/KjbtcAVFH7TfjOY9i5sazwUkewTvCcx1jpCkd9RovN6hsN7RXUKqU6hvU79Td4KyiS+N3y5iOpSSbRHlRTFx6pnHepLOirzvJRDhwUbdSyeLZCiYOgcw0LQoTIXdubsRof9YNxGkXKxbA+K4Jv20baubQgX4LKGSdGr2sFzdF4Xzu8/fPnP9pXSjY8CycDQBDOTdcLzWgTLUdQ2lK1sY3Z00tDnVsWSLIphyfMPJUdK4dBnHqQZJOQXva64Wzea1TniKnToPtJKf04VTQZ5Ymux6LbNbu5UZK0G98Zkc4nFxs+AUstOboXhhDr8Q0EXBRyvZWrCSK0OY2ioH628UzxG5MGv6FRs2zwVgazwUjNg8VINn6lPUz9Td4U8h2R5AJ0h/GR5UVvvkcfMlDxKaP32qCM/hG9RMH4QrkeXPvWeNviOXKbXOuoyJza3nRQhEF1L6YV5P3Tlc4Pa6sdnEvzBGr7ItHr5fld405MmfC3mg3pUxBzUKMfSwc74R2fVEnOScSTiUE9utTx7QUzK2BnGhSZsQi5wb21r12aJpc05rDjuULmj/TERwWTvvOZtPOiaW9M3Hr1+pPuZp9oL+27rWUPFtxzNxpXQp3uvzOT39AXtbI8m/qBVuozOtjH+pBRMOGYKBolkobdK0tJ9zG3uPVnuRMDQ0G8dMg5xW4BSOd7XtG/pm7wATbNiVzNWdCge2uv1wTgFPFtBSs1oquo7lb2HbgmSbB30UEh1byFk7/YGduYdqiOsbqqPx/5QvjBut3dLuUce2eC5sazwT4/4bvhOYdqlZsHiVINn6qenW7N1NXPtZ87mtA1EVWUSamcFLJrp5UTpM/+I7R2q3tuPmVb6RoPadem6/qoWagsni2Qo26uT5Uyyynt1G/BSm9xsvbcaDPcvl0kf23pjyW1xxdTtFU8OFkkgC5hrcKhfMPLl08o92+8Z4uTTZZG41zVNyhey2+10qDqAommlqgoKkiP61UTmufpuwwA7EFI0dFuJ7VJH0ZaAOdSrA2mPeuiHDEODsP6cyxbk7mNDA41rnvTJbbGNrQPAJGnMU6Ronf7Nge0+641FFk77LRQXtwHeo/Ebkwa/oVGzbPBBg1ngpGbBO8J42abynqZ2pu8FTvOyPIBOefxuHkQre24+ZKH770wFQR7IUTNQ5D6nLJeckNI4wGY6sAjV1Lz18mdh8Qs7R48kpFmthgaCXPdcMUauoKnr5fnP9p5MlfLU1q26zTQcxUh50g0OiuF4pVQRRWDVzwauee3QpWDvCyiLaCmZrT9Pmhceo5+xCQBhqAGuO4psmw7eAopdmnnRZPJ+nimFuGNN1fedPL8zerA9Sc8X/eO4qu0eKFwTB0tIv8AFQR7ITQOgzzcgOYbWrT8RAB1XoOJz0FzAcKnMnWR+9CmYDiQToX8NlRH1k4v4etCcAp4toKVutFV1FW/y3cEyTYO+igk/TvIUD9beKjOsbkz4nZ9BUTdr6FRs2zwRjLnXNxNkDMFJHsE7wpWbB4lSDZ+qk/w25upTO1DeFlTw1oqbm5u5ZROS8k3SkACtw6KfKfxncQuc/MfvKr/ABB8Rz3ILm2/1UTIH0xoAUIbdaUsjHRcmDVyFfO7zWmmgVKa0WKUxGPagLWemHjRDoc50Tfm6k+Qc449C1UWAMaZl8g9508ukeaALQXVr1imdZOW1IFLNlvR+Lv6lWjPtH92AURrGaN6N9cK1NwCnjH4gpGmsenQVUipD6AnMaK1YkItXPNwFKUooXu53otuNzKU8VkTrFa/DjprXFMf+J1T5lM8f+VEzbPBCMd5O4KRg/ATvCkbs03lP8FM7UN4KnedkeQCdIfxkeRCtbbj5kofvvTAVBHshRs1D1X3j/7jyyPMsrhzoPSYAcCdHoaPLklia6xX7S8UqgG848vDQKAA9XL94z+4ckTHP/14UOOFU9gJcTQYNrmCyphs4CtBU57zip49oKVmtORP8Q5jnvVrYcfIJ9LUhNbDhceshCV7dN58XLJ5f07yskeD/UDqqTRMLeh1Zj38ujlPu2jyQQYC43XKFptEXWQb8AAg0SfLZz0ropyCrixzWjSSRRPHOPvc9ooGM6q5+STpzTfY/wBJNAvmeNba7vWBOAU8e0FK3Wiq6juVv8t3BMk2SoJPDeQoH628VGdY3Jnio27X0KjZdIfjOe/QhGO8ngpI9kneFlrXOebRZYwr3qUbP1UngpnahvBWUPxOZuY9iyiT9I8gFV1i+rjhRR5UA72XkyWT31VradvKHid6bnHgVEzUslgLq/EKeQWRCN0eOBxRs3VuBoB10wR5fnH9o5CYoxc2012bwvRNp1CersVrmuvSNFEIhE54Fm+1Ry0O5dHvPyO8lgZSdkEhSRt5qlqrqFxF4b2BTR80xvQvF7jn7lJAW3UdawFL7hnTh++xaXjA4kKCQvfL7RYbPNhCay5hbSgGOfpLJbDWvvJpU1FkZ0y6NxOOkFu9Rt2uAKYzaPAJ8Y/CTvCkbsU8yU/wUrtQ3gqd+pvBPkP4iPKit7bj5koeJPmmAqCPZCiYO7kPqvnH9o5RSd/svBoWtGJ+nofeP/uPI4gUzY1zBHp2Ba7e7l+Xy5JI7X+o3eCyuASvbZFHCjQMO1Nga+lDIXtNAcbNL1K2jRTHQnInUdyt5vgdo7EH/lu3hc9QEdGyaKGUuJ6qDxCyV/6c/ehNYaatYS2gp2XplMffPkPkoI64i7SFAOlgbN1dCaLZFdAaBnKJqx1DW7kOb7R2gHMOtCkTHWGDsxNUy5sZdazVGZPtOqJZCMOiKr2HsNntbiPVBGinj2gpWawiq6juVvYduCbJsHfRQSeG8hQP1t4qM6xuqmeP/KjbtfQqJm2eCEY7ydwT48R8J0doUrPyz/5KQbP1RFoYGyK39qlOobwVlD9TeCyiT9O4KWS6Q/FpvRl/MfxVvve4+ZKB2jvQUbdSgjrYPwjQoI9kKNur0vlb6Xz7vUD3TQpG0F5vFxLblPk9hvs1dW857k4F8hr3DAJgq9xcXA17BSitbJPkFHJzrpJC02D0qi7ELJZjSlt7xZ7TebyongOFMRuJUUbGMDgR/Vo1KNtzyfaOFkjQhGO8ngpGbB4hSDZ+pUh1DfVTv1N3hSya6eVEZPzHcVXWT5pqgYe1oPmomDuHIfWaB4+n95/9R6RGHmpWDoDONCyiLaCnZtBSt1pyJ1FW9h24IPvYPgdmKjl2DvUEuoDzIWTyfp4qB+tvFRHWEynTGfT778g8vR+c/wBp9dKwdpA81PHtDcnj99iJ1Hcrew4+QTZNh28BQyHup50WTya28VC4d43EpnjwqoxtfQqJm2eCZHtHgE6LUTvCmj/LP/kpW+wz4es9ZT/D/lSnUN6nfqbvCymTUzgppddPKifL+Y4eRCMmI/xHaO1Wtp3FDxO9MChZqCyeLZChZshNHsjNo9P5D5+l87fP3nR6DsB5I/vuVdk8EH/lu4KOTZp50UEl0nVnBGlQnWNxKjGvhVRs2zwXNjWeClZsHipPD/lTO1DgVPJ+keQCfIfxkeVFb23HzKHid6jbqUEeyE0DsR9d8Ufkfr6ehvjyjke3Wp49oKePP8QzKZmtSBOROoq1sO4ISflu4JkmDvgKgl1cSFk8v6eKyd+tvFQnWFF+pRtpUfF19npj3LR6n7xnnT1YRAU8e0FKzWirWydwQk/LdwUcmyR5rJ5P07yoH628VF4hMGtRN2/oVEzbPBCMd5PBSRj8JO8KZn5Z/wDJSjZ+qk/w35hmLVO7UOCymTUzgp5fAeQCkl2yPKiMv5r+Ktbbt5QPsNznSU1RN1LJ49kLJ4tkKJmoIBfO7wPp6T5el+6e+2sT8JOB7Cg/YdwTJNg71BJ4byFA/W3ioj7bM4zOHaoxtcAVGzbPBGMdxO8KVmxxJUnhxqp3am7wVPIdQ8gEZPzHbiq7R3po/faoWH8I3qJg/CFcj6/Q7x9PPH5FFPGtTR7QWURbQWVQ7YWWQ7YWUxfxHfFpKyhql/ST5BOdsO4IS/lu4KOf8p3BZPlP5RWS5R7XyUzLIso1Disgn1s4rIX9728VkX/yDcslj75eAUEAGf7Qk01eoPuvzv8A7j6OkeB9U9o71lEW0FlcO2FlUZ7DXyUhPYxx8gUJj/tP3hZNlR/2jvWR5QDZNkloArmzrIZzdeegL9a/6fL3uZxWQ65G7lkjO+XgFk8H5p/8UzJtp3BHJf1FTZOPwE71lcX5R3uWXX1AqIOjU5ib71l7+5jN4WXz6mDHuWXZTrbuCyvKeaHsdO89ayjKT/uncnTn/efuKc/nNBlk4qH9RPmVkseqvmski2Qskh2Askg2Asmi2Aomagmj1H3g8fS+U++wTOo83tbUXmqyTKNkbysin/SPMrIpNpnFZJrkG6qyeMdsn0UeTj8RO5PycdxO9ZTEP9o7ysuv6mAedVls3cGDyCny0izUuabrkcq7HveD5pjj2vcfMrJY9VVksVOdst6IwZ0fNZExt1QbAwJpuUbR3I0AHks4qK9fIatOdfHMy4Y0abRVWHNGaWidAAxTCwkeycRX1BbzbHh76H2nDAfVSc2W9K12aaZkHw2aHmhUVB+KuhZTzfNEsYy42iBU1UrGEQc69xz0FA1qb052WjTBtBUnsVXM6hoKId/+PeflIOHVyDkcFKzWFPHtBTs2gpW608I+BROyVb2HcEH7DuCZJsHeoZdXGigk9tujT2qB/wCnioHaxuKi8eFVE3b+hUbNs8EIx0TpPBaPRHu9LQfdXC+isi+MRdrrjVSAB0Ln0s52UFFN03vYKDm63hPJdzdGigrbLy3NnReKRva+oOLSKG5F7gS/G0AL7qg7kJqh89SNDgaUKyc2BLX2f9JHsuKyahIisvNkWLGOG5V9o4muJTbhlELSdNTaP9qa57Gk22Nzg9WdRvjjsC6hbU1vsg56K22Lmxatiz065gaKZocYw51+FvSpm2Odq010i+nUnhOdWycK5lG4VY3CN2jqCjktuYQ3okXntWTlskdzGEiyIwLNmtfFR1c2S0aEUAAuaL9aisStcCJLiajTpCDXO0i4b1E3b+hUTNs8EIh3k8E+PZPEKWPYP/kpW7P1UngmR/ls3hSuDaezRtNVFPJTRdwCtW6UtVvp2hQ4YXlQmrWUYLTs+DexD2WgZ8QmBRN1KCPZCgi2QoWbITBqQ9VpHgfS0L5R75EXC2NFMB2LJgKX1uWTEUzmgqHKBg76blH8VkuqaAnMTRBg7yeCkj2Sd4Ujdn6lS+HGqnfqbvCkkdZaTjTDsogSXEH2j8OfWh4neomHtFfNQs2QmNbU1NBS89nuzQI43ksFa2jmPdyhFPbrUzNoKePaCmZrClbrTwneBROyVb2HcEJNh3BMk2DvUUuzxooJfDeVA/Dq4qE6xxUXiFENr6FRM2zwQiHeTwT4tk8V8o980jyWEkga7sxKAtONww7z1dac21S+m6uZYMkL26OnfVRVhB6UhuF2hSFrGe25uJd8vcjX99XKRzPOgTSZrr7PguiW/CRQ00gaFYDC0mwL3Np86kfznStMwZQYUUgjcP40tQNjtWVMcDUipJeK5mrKDWzWR/xUGb+op7z21J1oP2HcFHIfwkedFk8n6eKgdrG4lR+KiG19CombZ4Jke0eCMQ1ngpI9g8VKzY+pUg2fqpPAKd2obwsofqbwU8ngPIBSS7R3Iy/mO4q3tu3lDxKYFCzUsni2QoI9kKNupNHrPlPp9fgffG1wUQI/qph2LJmGnzPJPiFFE0mlXVrUA1obsE6OrmgUANKDtWVFgcalrW3X6K4JwDR1cSVJ4DfVTurKer2BicFJIR208qIOAGa0aeaH771Ew93FRMHcEPenjWpWawp49oKePaClZrUjU8I+BROyVa2HcEH7DuCbJsFRSbPFQSeG8qB/hxULvYOcaO1ZNRrqUJeM/csjYaZud+ijgxoQXmoOjBMyetLzVxAT8mHc471Pk/5Z4qlpsrwaYXH3z5W7/UMALsSBjq9A0UzNoKVutH99ytbJ3BB+w7eFFJs081k8n6eKgdrG4lR+P/KjbtcAVGzbPBCMd5O4J0eyeIUseweKlbs/VSeCmOob1O/U3gspk1N4KeXWB5AJ8u2d1EZPzHcVb2jxQ8SowoGbIUEeyFEzUEwakPRALuu4eFVEwPkDiKk0o1MjAktYk1BZig3oytGOLHGzXtTbX2jQRnodCsxmr73tODc1EGhzY2Op2mhRAFqUdJvR6AuvCdX7PqzjMW3FffRtPcoOdaXAOFK3HPRMLY+cNgG40K5t7HWnX1a6/wA0anmx48n/AKg+I9Eo+7AewMTTA96azWeCseKdHqPEKRmz9VINSlOofVTv1N4KWQ99PKiL9t3FA6zvUbT3V81CwfhCHvBUjdYU8e0FlEW0FlUW0FlcO0FlUW0soYphqO5SHZPBOdsO4JstGkltGvBFetQzdCtn7N+fFZFL7NP4TsAsjyilqv8ADOI7V/06Z3SrewY6cV/0x5LfZqGXeK/6c7GuLMTnxWQNbX/WBj2LJoKwint+1QUFblDk+2eCGTa3J2TU7CU/JgP6Sp4PyzxTmuLng9EUGHX75935H1cjB3rKItoLKY9dfJSV7Gk+QQlP+27goZz/ALZ3rJco2KedFkU/6R5lZDJtM4rItcg3LJY/zOAUMA/GTuQyYbRT8mHcTvWUQ/lnisrj/K4lZb/8Y3rLn7DOCy6bU3cFluUawPILLcq2/ospyn8w7lLOf9124rnvzX8Uw973HzKydnff5rJYtkLJIdkLJotgKCPZCjZqTQh7noHu+j0SwGy72r9Giilh2TxU8P5Z4rKmfl8Sst/+Mb6rL3dzW8F/1F93W3gsrncOp/BPmP8AuO3FNce17j5lZOzVXzWTRbIUTB3Dch7y9utTM2gpmawpWa1I3WnhPTvAonZKtbDuCD9g8E2TZKjk2eKhk8OKgf4cVCdYUX6lE3b+iZHtHghHrK5rxRi8UY9R4p8WyeKLT0BgKYHrry6OUe7fK5NfzvTvv8ymva2ra4i+v7qmkFzmHss1UR6Tw4i40ucKeSZQuaBZNBUDsTcXMIvph2IZzorfppS/lKlZrCkbr4I/vuVvYO4Jkmyd9FBJ4byoH/p4qE6xuKj8VG3a+hUbNo8FzY1ngnx7J4hSs2PqpBsqXwCndqHBZQ/U3gsok/TuClk18KJ8u2dxRk/MdxVraPFA6ymBRM1KBmyFG3UgEPdvkd4EemPdTTFSeCk8FKdQUztQ4KZ/huCkk2juVvaPFDxKibqUTNQQ96eNamZtBSs1hSt1qQJ4TkfAonZPBWth3BB+weCa/ZKik1cVDJ4cVC7w4qI6wov1f8qJu19FGzaPBMZtHgmR7R4Jses8EI9ZXNeK5rxVjPhXP6B5B7tpPl6khSs1hSN1o+e5Wtk8Ex+yd6gk8N5UDvDiovEKIbSjbt/RMj2jwRjGs8FJHsHipGbP1Ug1KXwCndqHBZQ/U3gp5PDcFLJtcE+TbO4ov23cVa2iq6ymqJupQs2Qo26kAh7v8/8A9T6ge6GnT3FTO1DgpneHBTP8NwUj9fBOftFWtooeKjbqUbNQQ96cNalZrClZrUjdaeE5HwKJ2SrWyeCtbB4Jr9kpj9kqKTVxUEnhxULvDiojrCi/UohtfRRN2/oo2bX0UbNv6KJm2eCjZtHgo49o8FHHtHgmR7R4JrKCRuBOc00Dl0oe8feDx9Q4KVusKQI+B3K1sngo5NXGigf4byoXeHFReKiG19FGzaPBNj1k8EY9R4hSM2TxUjdn6qXwUx1BTu1DgsofqbwU8nhuClk2uCfJtlF+27ii7aKrrKaom6lCzUFG3UmhD3jS3wPqD7ofjb5p79opz9oov2ii7aKrrKaom6kxupD3p7dalZrClbrTwnhOROoq1sngreyeCD9kpr9kqOTZUMmpQv8ADioXeChOsKLxCi/Uov1KL9SiG0ohtfRRN2voom7X0UTdv6KJm39FEzb+ijb7J+LR3e+fM3z9N41qVmtPCPgUH7JUb9XGihf4cVEfBR+KjbtfRMZtHgrHj9E5mo8U9uyeKeNSl8FMdQU79TeCnf4cFLJ++xSSbXBPk2yi/bKtbRQOspiibqUTNQTG6kAh7znYfELO0HXyaOQ+8V1lV1lDxTUwKNupMGpD15ojX1JCkbrUrNYUrNakbrTwnInUVa2TwQfslMfslRyalFJqUMmoKJ9CKjDP3qF3hxULtYULtYUJ1hQnWFCdYUR1hRHWFD4hReIUPiFF4hReIUX6lF+pfIPAcmj3n5T6BThrT2609utOROo7kHbJ3qJ/77VE/wAOKj8VGNr6JjNr6IM8UWajxT2ajxT26vqpBqUvgFO7UOClfYUj9akk2k9+0U5+0UX7RVraKHiUxMaB2I3pjbbepNCA9XW24Na2l5vzqd8NIswpWRpvCyiRstsgR0uLSLjRTuL3PjqBJffjmuU8lXFwdQ6LwsqdaBFenfQOobsymc8M/hvz0Aqpi7mSHC+0HAi8KY+1R7rVmtRpCkcHOyb7M6XtJFylIZ9oOlhUEEKeR0luUObWosCtD1KYlzpGVHOmt47Lk+8GQUde7om6/Py9fgeUo+7/ACHyUYq5pOpRDodnSzXKAHmhXDGmNFkzTXsGa11qBtHabqHRh1KJtgSBh01KhbWw1wxzmlEG+20RVz1znUgLHNNIOgu0q/oNObOb6p5vDtHwvAuonPo4ydIXXA3BOcSYmuNqtanG88s8jABhW0PFCjy0Wh1lPxNK0NKnNX0D0WptnQRhyyGnV1JxLM7Tfqqjco3FFFNu5MPW/unuHzv/ALve9BT3NIZm69aJvjsdyBq61U5zaVppLq3Gl9KJvsuqL89KJt9a9VRnomDoig11UTRTBRt6WNyF/D0f3qTJSxtLFKEdpqsSMMDTPgsislo6NrAU0AJ19oW9IGcgFZRbrmJv5MCULkfsz4I4oXm9Zz5I3uoNS0eaz+0tK0eaxWJ9b87vA+4feHxv5dPvPyDy9WQpG61I3WnhHzROyUHbJUTj+Hisnd5JkvgoneCiPgorz1qPpAaU1oOcF1DcmCy3r0dyYAQbul9ExmHzfRBnijHSlM6kYR8pGCe3sTxqUg1KXwUvgFMdQUz/AA4KZ/gpJNae/aKc/aKL9oou2irW0Vax+Y50X7RRdtFF+0UX7R4ov2ncVa2jxVrbPFW9s8Vb2jxRdtnig/aPFWtohWqEfMcyB1lDxK+ceLRy6feXtF2hStrStFM3CvcsobSlc2BWUgA4G5ZXj1DgsqddWvdjgApn/wAPnMT7Kc/7RpLbzmTHO5xtodgWT1c21WtBc3PeoBjHTC+3TRoqm+FMO1D1BwTwOxXnSeRgKFPfQihyYUu5ery98FSySujBGzW17JvoRcEW1YxjKdQF6LTYay6ucGpThUyBwA+GpqfJOFJWBri6pIopLy6TSRR4opsQW4fCSLvBPcR0qaRbpwUhoxlnNfrTnjG+t9DmTbg5pF+dmCr39fb/ACoocuGf0Pkbv98+Z3gfdyiE4J7dakbrUrdaeE8Jyd4FHwKJ2SrWyUH7JTH7Kik1KGTw4qB/hxUD/DioXeHFQu1jioXawoXawoHaxxUD9Y4qB2PVn71A8alE7WOKhf4cVA/w3lZO/wDTxWTv/TxUD/DioH6xxULq9o4qB2scVA7WOKiOsKLxCbSsYz1wPvjHHpu81E/wUT/Dion+HFRO8OKjPgo/FRja+iDNZPBOZqPFPGpP8FMdQUzvDgpX/vsT37RTn7RRdtFVp2oJgTAo26lG3Uo26lG3UmDUmhBBdXh7pd5I9MIo8uKxPoFfdv8AAhFHlHu/znx9Mo30UzKDr0qVtKHw7E/GuY5ka2vZpfXUnXNZbPYmvq3GooOSl9cepUuoRTr1qMl9dYpW0o8bPxD4tOhClR2+XK6lo+Qqn1BY45sxHFR4TtYDpBx770xobOwuZTEUvv8AQ+U+Cc4B0biaEDAjSpiZecka6L5QAaFSuFoQOvIwfWt9MFM4h0IaKG103E31HYucMfNxskuuq8Y+Se/+BbtYVvBoetOe7oGrr8Qc4dgUZSbUZJ6WZ1OkCmz2zB9oel7YPXuQfadK3pi65oxBUTg92SOriBzoNFE8D7AODgcRardovUTyGh49guFz6incrXtn2hS7h6IPIHeyP3mQcqoFG7t5D4pxTk4olHM7xRXmsOQ+7ipBuHXRW+g81ONQR1K3e/o1BwI61bs2wzuJtV1ISc7WS3jShBpREg/ZGt5AxrioXWmspQ3ioONajWoucHNFtmuBOdBtLmU/0UTv8OMHqLXWjRPF9u849KmNOxOYCA8Zz7VNPYn9KEUFb7iKZlL7bC2S7GprdoxR9sN/Tx5HUPFHpOGoBYhhb3FTS0bSl+FFhf438pNxzXZupFxNKXmuKZfzgf8AiApVMob+6uiuHofdu8uQIIeuFQmC411JtFi7d6HsXO9P5j5Hl0cg930jy9Ap41qRmtPCPnuVrZKY/ZO9RP8ABRP8OKiPgovFR+KZdXTnUY2voo2bX0TGbX0QZrKseKLNRTo9R4p7NR4p7dX1TxqUvgpfAKY6gpjQimAz9yndqHBTu1Dgp3ahwU79Q4KZ/huClk1qSTaT5Nop8m2U5+0UX7RVraKtbRVraKtbR4q1tO4q1tFF+0eKL9t3FW9s8UX7buKdJtu4p0m2eKdJtu4q3tnN3q3tnirW2eKtbTuKtbR4oHaPFA6yheOsnz5dHumj0WgqNupRt1KNupRt1Jo1Ieqw/wDa0pwTgnBOCcE4JwT2p4TwnhPTkVVVVVVVVVVVVVVVQKBQKBQKBQKaU0ppTSgU0oFAoFAoFAoFAoFAoFAoFAoFAocg9zPKUSnFFOKcU4pxTij/ACY8p/kR5BRGv+Ryj/kEe8j/ACmfSKPKf8lj/I494KP+UjyH0h6IR/ng9eP50PeNPKfTH8hPKOQe+H1Jv9SPRPqj/Lj7sPVYe4n1o5T/AC0eoPpFH+QHkH8nw9xP/tqPUD3Qofzw/wAiHKfXH/IQ/lx92P8Alwe9H+Vn1Q9EfvvRqgU0r960RrTgpB++1SKTcoXEaUypYaO7e9Rj961ZTqe+D3E+uPKOQIIcgoiP32pylpq3qdu0PqpRrr5I+ajJ7lAfBQ+Ka3pFEalKpCiUFoQrTAI3tBRve8lFOR9SP5GfWFOTlI3Wpm60+utWj3KNxUB1qId5qmsCkA7BxWUO8vJTyY/MVI49/qPh5TynMsKHxXRYcy0Ioo+mP5CeQo8hUrdalbrT1UoIIJrUR++1SFSv1qR2tH3zT78UeQo8hTxrTx++xFAppTPFNConfvvUhUjtacUfUafcDm9Q31Ob1x9AooopycE8fvsTlVA8hRR5XEIn+am5T0d1/sJwdTOPRKKcpBrTwnj99iPgg5AoclEf33p6eU860f55p9Qb/SldrRP/ALCBD3fT6nN/Pyr0P5P/AP/EACcQAQACAgEDBAMBAQEBAAAAAAEAESExQVFhcRCBkbGhwfDR4SDx/9oACAEBAAE/EN7gw4qV6F56cR9SEqoetbgbv0F4jtCZ2JQbI6uPwlpXQm/RGLDuXNmfqWOx4YP/ANzZX8rNXa7X+ZQvK3giiZrQ+0r0AoC1oNsqTTxJsKJVbxLXiBxL6TmYhqbmPTWZxiXcuCg23N5jRuWcZl2TdehK9LnE3LmZdROmvVj6Mp59L9enpiVOsqsm/XEPTj0uGvSo7lGZv09pUr0qVcQiRES6dSzZCs5dpvuj6kTpz0d+gSvmV24Jdy7xgMhEU9us0jRefh/cwBw/MCwrM59EDq6q5YQGIOst0JnHT0WOahLvMsnmK1sG4PWVyOot5ZUNE6Rpl7wTG4alXLzNS86mvTUu81GNTkjxUZXT03Nb9NyjXM1GY9Kv0qVK9K9WBW24FLCVLYJd8TXrUqHp1jr0qUX1YAcGZQoBEcTf4xA0tzGldOjLAdemJdVw82MLDO101Aq4zGlAyWySrP7uD0MqpetLmB0YSg0VCVNXyzQBMAcSwr01ayxLlSl4gVK1O83mY49LnEqOpzDmp+4V5lPOIzjMN+m8QOsdetDKlcwL3KlJN/Sp5JUqUXHUq/ShcyoSvSufSpUr0rn0qZZUqMqNG3E361fiB7yrMxJqUmJV6jdu9iVd/DFkxBJq8Svo65qC0AO0A95aVQrjvL3XEpbuYTsS62y+jKOZydoS7xXmISnHieJTfQnUnXHxMgxekrCUvruG5q69LlqTMoNQhN8zzMMvpLvcbm54JfapiUSrlSmV6VzK6yqlHOonf0rrKlSlldJUpLeXE1KzdK16b4naVN7jOk+4al+lTcvmJcs0Sgv0HrBelRXub7QBz2liu8zm4MFbuXqiZeIvBKcl4qJotWPMul5mCLvLXUvhmMA1NGYVvUFrMsZc3NS3pZycQmOJU3f4nScsu5V7nWZJV09JTxr0OZfWZv08Tj0uj0dMJVyiZ4lRJXEqVKJU64nbmVKuVKhK/Jn3K9bvn0viah/63GMYnX036DW5apgupfWCvGJUANW92UnE0SrSOCJc447xCBjrEmXJAaaiS3qZuNRGWu8E4hH2nQOZjli5aCyA1vcuincrJF5Cbg3cvLWYOM4ZziW8sqFHmXN7lzMX1n1Ocegnv6WBcepAefb0zx6VUO+I59pcYFnmdCVKeZUq9etXKuVDoeGFYi9JXpWdZmbdPTe/R1Oh6eIz7meY7m4yjmD0Jur95jiZVwEMaiWWNRp2xoFcRLsiC7agqjTljXCa1G+NIWadd4Nuj2jNvmIutzLiqNz8VEvE15l3dwYoJ0gu095jHpcaKpz09FKLhz1l3XacrN+lzpxLHiXXaDTK1LoxOJnANE1LlSvS/Rl36X6DVy32lXmYcVGMCpUr1qbnLKr1d+meePTzNzfp1r13T6NSr3PE1McT2mOs4Zx0lppgvPMUlV3jEG1JRQKvmE4PETZ0ZviDdMto8y5RAW0XLtqqmEK95a1U22S71qfcxUtSBiYWhnVdZg8nxPMCqy6ceZ0zMHllKIoGXUvBjMYVbcq6suUXcyczJrMwcxzuLaBpKu6alptnlnScxL3Lqd2PSqh6ZrEzWcyr5qBKouMzm4l6lc+maxOJcuvGBt0xm5v/AMNEhaaqBd47S5qXLhNTcds36Z4gdYei60b9NTSvWDVtQesvvmXRnmDbVSjGalit3uIA6JS3i+sOjmWEo1MuTHmCeZ494uuOkobdRb0ytVDGuYN3WPPpdYdMunBRzN6YnlFcBOsU3DpKWFbiq3UzpxK2y63qUMBll9NkKmdvMuUst5lVtlrM64lXueJh06mCbmCVcomDb8xR495Vyq4qUypqVKorpyyiXc6y3QeZ9+mpmXD0WtTXoSzjEzF7yrx6XLYS+upZdTUtrMqYxyzTcy8Rt7QaOkw80EoBbuYdaJpvrAcmql8Vcp1s6y+IlomQgUxm+YF74YvsSu+e8qkuLSHWFuHFQeuTvKvA3L4OJ5Yh6J0l9M1Mu9XLvTqfll3hl3K6sQazKlU+ZXM1mUIMJv1PQm4hin1viUaxcomPE4m5UqAVbzNS5qcSq5z6cy/SuZdZljqdfXMZRYt2zEutRO+pt1F1PEux6ToTEvGpcpbuc74lyzUtmUe8XcodYxBS5iLcK5Ym8nLuImJQ1wy6rJNahf8AsHVFzVjNwrnrKVPXUyNrcS4Qao6ygNlTBO0v5mYdTpcutc6lZll7xB4nWXLnmYlx4h6W/wDE7Snh9fGZllTE3DiVMuWUyrlVz6V1nOPTEdzWpxCFZue0wxl1zCdZVbZ16y+szKWPBK1LqLu5hqe0r5nmZDEM+0pb2hoirdNMFxMvmCXfEBarC8TBS7luUKi3hwEoGOYYCyqlHnU5rMXb8zdNwEtmC6hnXSZMPzLDnMsXVzOKJVzrZmUt3ipawtWbWaJc6S+3oUe0w+iq3HjpLmZua2y7UMcxUp5ekPuVHcu9anb095vwQmJ0rUp955/E3mVcsYU9fXwzWmb3Lj2g1udWeYTUJhhNy5ufUUFC+gSzE3NFTJdzLK7wpabe/oNblSzzMc9ZrmrnWt1uaLYKqufxKTnc1tzMFPWGZvBglF45cSq8xy4NSq8VqXXdrEFvOKmHxLwzLOJaYHcbATMDL+JbhmQqa5zKYHMuUV5gIBowdCXaV6U1ncc6KlXKZV74mDm5e1mdQv0uVcsJV7wTUyyqlzuT3ntMdZvUpl9PS6m/TtN9u3oEHlqfr0ZVTW5vx6GpczzzLfHpmXxMM9pdeZVzPSVW/S73KfaZYPmVeOkawQsNlUwhUu98S7ZdWuYnNKe8BW18S2neZcE0nL1lZrm5aoIZeY4oN3KveuIn4iaqYdaIzwd4NGC5XfcSHVlDliBIyeYxWpg1KxbK3NzoMHMeanaVxx6ZzTBeMy+vpnFNEqLfiNw6SnmW60TevTzLGe8oLXc36F+lsuZmeeJqg1CXrpOsuZ36a3Lleojp9NeYNrUuYu54l9OJlyzWtsqXm3Ut4JmpjmaAcxcn4hpOsKMQu8e8NmhiNbrmLXzFWoJb0IrrglWjN3WJRzmmdktdgIZ1KXCmczBi+J2N9JaZ/E31xC2U4XVcTDsmCVeZ0WLdBCXpxKwqVfpU3uV6YZYgScJROJ1m8x4m308suUuZsxKhhxBvcx1lBm7m52jfEv02Ymod51zMSx7y+mJuzpLnOYTFymCGNTXMy3NXGaupubg9Zh3PH5lkpbvEzN+0zN23bOrKCK7pTMee8s4I1ztlB46yg2zg/ErNu4F81MNhxLpo3Eq7iQdRuUw3LpsUJL4OSWgu5W5rxAyxiVesTtM8mJTr7TS4mDi5dW1OsO8qtcygnaWGdytM13Znn0T2msGYjtZzMXj8y5ual9JVy3VxxUo6y6vHpz6DCjbbHU3KmO8uXNmIG8S62etTzL7xxLdEoUa1G1K1My6l1U5j1WW2TdLv01Kyubnll41FrUvBTmUnM59F8OfTGeJQyxLhiU+L3G6a6YhkN0QQ3zKC11c6DdblvDfWpR0lFou5Rzo6w2TI78S9GJZkss088y6uX7S4lXBj2luJg7svMR2a5jqGZj3lVXpeAGXfrctd3Kl6r0sW3vUK5w+mPErO5Yd553Ll9ZniY5lvEsIzU13lpmZ5g9D5ly3wTUu7hqD1hzfqy9S6zNama8xzvMoxmpZiprcbzLdHEp0zBKDbmFcZzL4GW8cRC4ITWA3FC6LxMYOsvgmDq9EHLOfE3fQmF89JRzBfOnMQTzGtLfaNUUSzF5O0od7goF45nY1Uq8ccygrtMrZgGUOTncsq6qYeUaybGNe+IK7wRdI6l9s9plqW5vpxLQpqUYT0quZXWNMX3Os736UvpvM7+n3Mu8TBuazOt/MocalSzggXv0rPEqeZm8RTCY5u5eyGMEuLoDmW8S274l9Y9DU3Drdy8d5ctwTj0wP7l+nS5WZrXSXdVLDUIJF1KqWtvtNFzHWA3cMXMs6zYXMJRpgqh2bnBArBbd3Uus3eonBl8dp1Kg33phm+kGvaXxOEDmdOe0ywkq+beJiDUV0NxbcwahslFqal9ZcswB7xUbuWtWzXmXdSub9oCxOrfSd25jdS+uCCJhnmXUs5zPERC2VW5fb0ocOJk1qVheOsKMczyzEOt1LW8xBl16MzLukoZczTKqWy4dWHMvUvpmannmLDZrdSxp6zR6YWg1LFrpKoeIN8wzmpfLG0jKbaZd3WJVWsy/qatMd5V1NtEBFebi1qU10Ygc7lbdJQ2nMERoXmVgcEMXWp1JdUG5vcwIE1SNyxvEvvxgj0LlrXQ3LbKgHOcymysHM2nb0paVupTkwRXGAl9evEsLmu/aeZli1rmWytZuE6lSg1LqUT4lKy7aihpWWFVLIq3t9O/EsLG5Q0y5bdaIdozoeu7qXVSgWuZeHSocyruONzmXc3rE3O815mvM3LDiZeJqpXLtnSDe5fGoXWIrSizntPfBKOI1zglaxslnHz0nnMsJ4JnRMD4le7KVrpNTLgIWqLXl4lNFd+m5fzHOGINk1LtZxK2iCIVcoDxNbtx6Dr+ZZ5lL0BG9HMKoblXz8Qxll3AvcwOWczK+IaxO7LIq83N1NXVnz6crdTDvNygo0SldSqTMcy0plcqsERdwBVYfEaN4lBpuUEEy6ly4alQrnrPEOfRddpvc1mX01MsWqqZ4nfiXhmpq+su8dpX4lazLDNXiDd3HG4NTlrKweGX0nTmdMSr1i9yjiBe5eXGp3M6q5mWqcellW66RRQ4puaoG5qrl3iAI4usvSCtcBC+XZMB7y+K5gBqeYNnUsM3hjKqxahGd7cY4l1xc4SLtVBpW5fQl3VsvTQQwYbm5d4RJjbKxnMpeZnLjDRAoKvG8bl1vEyzcD8pdWC+0pMuuJQp6xU/SZFzcze/aXeipfLiUG8yjcuus8RuyVfGJxLl9eJd56S3hqDLalTDiXPublzUtc8S11qUHvLrFyr3LufXo3gmu81Vze5dVeZYXMOoZYNrcu5aYMLBHtGpYFVw8JYUdZgLimJg1LARCtxpqumJr2m07k0NblgWUzSQxd6l4V9pYCsAwbs6TFHWYLm7vEw7l3Rc3PqXRqYEHObeJl3iLWoI3xLHLg4gG1u4Klmp4mAoJfRp7xOW5aaPEyj2hnipQWrdw5VLTi/eDfjtO5xLSVmBtyvfiUudvEvjntLTNZl3RKrCy99b6TLhliXeZVTc63HmW3SY9L0y7lnMzF41npGoWnmauLWpd1cFzHFd5qql7nhmo5wNZjeKdbn5qLsmVlRTRLrJPaWcyya3LbmC3bK+WYGzuKTLUWqxmUna5d/qLeHUOPGJXXmCNSqVy89L1HO+JvmXWDJEtxiGKx5iHEoKlHWXdwA8ylTNEu1qUc+meZde8zUu6xNS3iCvFEbXpEJvxF9/RfWUZrmDUdMAdpg3MbWiV1arUc7mQBquMwEeJeRdynidak6BzKeS4uAp7zHbd6CZ9NXLqX0l17Sx7TXeXMt6lz3m8XFfR4viKL0ly9S6qjMtLqYl6lagjLWXL5PRqWFTpLWq0cyrq+JugKmTeCZWsLrOZZR0li5ZvUpLtu9TFXzL0r3mGphxNbjLm2h3NxcbrzFrXpVN7g32m9TcrUqeXUzwxzO0uqpnvLqXLNXC7ZD6XXFy63Bc3jpc1gJVtSrcSzIfE1WKl9ksNEyijU1tupaxjskaB+0MjI+IAWnPSIozmHE6+hZudaYamCMvh1NRl1L42S2XWJqXB2y+su8s/bGqmHBMywJ0PmFcS2KqVRPLLXXpqplvxLoKl2ZxDvLXUovUou4W1cpVzL4denjcowuyZbl7oqiGbdZ2lVMYxmXVG+8u5YzWA3KqXmjiXU6VGmJV5Zcy61K9LJxK6SlvNQBLuqpY+08st0JZwSx1nzBJRu504ekpsWZdlSnjnco1KOBwTPS5n2E1rkJvdHSUW5RnWpcusdZx6amRRhnEM7l+l5zL5nSXh8zvfp1i6qbly5bwbl2peDcu3BUKupfBqXyy+Y7lrrFy6wTtKzMA8zvDUCqv2l81qXYTbA0MyKszCd0Gs8emu8KMpRzjrKqU1R6eY5KGeITrRbK1eya8yus7VRMS9yru5mbu5niZiCoKUelcS6qia49Nyql7XEG4PMOtTOc3KJY8Yl96lcZctwqV0cSuY2Z5bmvQe3puWSz3mpqN5rbqUdCzU85j6eJZmc5jv0UKDmd7mpfzH0u/Er8zV+l1udMTU3Lc10l1RMS7lvMG3tBuXoqXKUm6lO2XYTvcuh1X0M3NHoIW7hLC65lXPuDPMteMS/mV6UdY495rmoanlLvRC9DnNy65zLOWb9N8yg5l32m5jiZdyFamtFTLKqpu8QK895jNZY3kNdrlYLlmDHtMFtFcTc3i52mp0lBOM+m/UrM3MNet1M3MS9TPE36Dq5+5xc8R3M8y86m8czoel17z3m4Z9o5hjAe8CrvlnglhUqpUtLrmHMWtzpUxHWSGiFhn041O8wW3cO0sNkLmiiFZviWOvS+JV7l1VzDuahj3niLVXLvWo16YCXUJV8VORqoOq5mt3PDqd18sy6ZnmUMI01Ftja9IMcme8vc23MMxMis3KOPS4zN5l7mu86TqzianQiqdH0XUdTcupklam5fM5fXeTUuscs0FHljqGZeUNEt94le0+iWstbriXeOSWl7mpZlLBcOLJzOrWtS9TUoHzMuprctWjcpNFvMrh+EpYDPiWnL2hxv4g/+UspzQ4fzJ2fyRLr9yIZX7Ebc/BKdfBM1L+J3PxLeR7TFqUhklktxXM01Myk9NcTcaKgcSwNFM5nmCtNdyLdo3CXL6zU3uMNS5bLl/Mu5ZcudZfrdx36YKuLLqXN8ziXzCXcuWvOJfzL30laZcupfSDuWy0MTAe0vBUulUV2Bcv0kDpNI/iCf7h23vB9vyhyh4nU/Gcl/EprK95XyfeBmPzgGvimvBXYlDQPaB29Mzfoety46l+lEQ6ZmLntN7l+z8Rzk/EBbT4iAE092dRzKCrll5xK6E2KZZ1y8TEopWyUJdyskq8JS3jUuqoNzD/5IjXPpUeIMWNoE3R7y4zbMcS7mtS+EbuXvpOZf4l3Hi9yyB0dIJpPtDjT7TCUntB9K5oD8yX/9kG3T3llWj3iuL5gPGGt/jLNrvxAttAKFXvOsnywMxf3YBwe0Fr4pXD8IyoRh6XxD0vUr0uXLlw9a9HUdkvvO0r1dTmEZUZ+JDr2ZcrmYLrMpl1rcrruX3Rrhp6kvplhQLbgGyUNFegGJdTG4USoIiyZrE6wF0XBNP4guvkw5AX1YKln4gefiQ54HK/KA9X3jx/mwPBlN/RAtH4lDRXtKlQlVCVKlQjGXL9bOZr/w7hCGvU9XcYwgwh/5qMJcv1fQa9VmynUS7dk1O4fMDTS4iu7JfTHmYXMqrviGXBR0muGErpCbl7hDu5hiHeUmj4miHHSAMCsyqZr0Jv036Mr04l1Ll+pD0PTj0JUdQ9deh6XCXM6h/wCAukAUFovBuCp7CW7aiDKzJgQIbEapMecpQLH7KHq95YKskw5mysXUDW2t7g33JsAUKB0rvBkSBgW3cpvNVQ4tmdWvuRgcsbq+sFBpmCOytY7cQl9jSUy6gy5NxE28VqikCvYlQdZzCX/4qHrUqJh6y73L/wCSr214l0UOOk8y62XEHiVVBKfDiHpbDTCUhib9FQ9Y7Pa5Wi+ibh3hCZl+lSpUd+hLlSpUJUqUwlehCV6av0fQ3KhDUI7xD1qLYYa13/vHBxsYXSgpyOEup0kmSCgXAqpWebaasuHbBRGF1btm5dhg1dRIqI8lVab6BlIBZKZrZWU6McMdTAF1gOXYCwoG/iKisCsSltY8xrGMOtDdUvnENL3A2yvILkpQawvV1xuWOEzFF+GMPQ9H05nPpUx7xuUBeLZg5mNvxKGuvSJLfELcrUvs33hk2lcdYRlnEXJCjkiuXr0VX+Tsn0ic+WYXOp9wh6EJUZGC0NoSmIOcW5V+5iqt2/Bz6KlQOsqEqVKlSpUqVxLC7Qrdspuxo5TUGC9l2PcZsH5Wj4l8u+5fIWDlB1CF7b8+lSvQ1/4IQ9CGlTfbQp4FV3aviECZhcRSR5C7a1qGUxZapqqxu3LL3KGcDyzgtq2HjAtaAqCqpDNQRONETNdoJiqrBF+5F0tYqLd3VeZfz6/QdlFER9mOPxRgcoWB0HYS5V90ENSW1rC63Ag8lbZndVA6twmeDcMwD4uXJqo8W0M0Dd4LuWixugB8SprEv0v0r0fQ3C1R0L8QUjRMGpldyqyTLXWJmltmCUvvzKDc3FWOpA6x9YbCo5kWeip4RwT8xNDx9ziEPQm0+B7vkhxN4i84CFv1X2wI2sBwjSPmWyq/3Nyrgd7IYE9x1IuuqlIzkrjFyjRlBy3QHlYqGuu2hUzrLGrBulXdbuCFn5bdt28ESMSitbgXe2HsGyKOYGmU0lioAYCjm5eIIG0cvjDRUC7iJlbuIvWjKgOtpqLnJdRY6rwlNwNDpreATJPwcOc/wC4sl86tAufJULLZfxjb+WXzS38/QmvQ1iGpXoQmoNy5daqvfKzHUdPECWXFMGRWni8wICTACh6hH0LqGoQzLvUSaEtZBimS13gKALcZqMhY2OflBjbpwPvGvXfrUqUSoFVcJLvYD6mMXie8t5lHiUtt3KAGphXzxM8qiszFVal2BtMczTU0L3MpccR5ixxli4lzcISqWh+CEytlF5tU09seyO7nCdP+rmJ17xUZaSysuA6O8OjWT5jdtnUXKus7jSLGne05LYEXMbSRgDqgxteGm6qYV++a5vpceDUbtVv2bjDRauu299CpWe9VNWqFrbAGozjvXvMAAcQGAo9ksiRnUZiq04amVN2q59+F+7My8wdIemga89z2hzO6TwdkSCyol0N27qo00LBWPVFUxaAoPaU+tTtPEJUCVKhKgzEtLrXbUWUbY1p1L3Oz+tV1eCDSLVd4UQhCq8ryjiiCOXbF2DVMSIvMIa4ENZYBURnyLwTcw1FOug57MUZbt2kA6KqK6u98pwvXDUJ4V+YJo0VMm13bRcYdWhnhwlRhLg9fR9K9PwmD5GYZWdwK2zHOe8odHacXpekpKfyl1oM8w1LrJ5lDNzcqNRR4qWrMU1HvOhlQTrPxoQlwl8Hd+GGFxeXXAiA2XlhAgi0gWfZEamjBLclpgFvSvYvHqEu6r5vEEYTmXWIl3YSwtRgCylVsC5VGl3sUo2GRINCbNNFwprSEM/0DoqWbLggQRYA0dQvosEVLdgqLDUBXjbhwYtWY8+tYXVK7imnVqFrYhdjiUVcHJWBKcVVwQXNecoG/gi043lvDmXmUCrXShzxUR89PLvWcxYttbtorxbyQAXYNuMM/n0r01CHpVenHqQ0wsPuJSGL1ymN+1DFy2KBUtS9yAMgq3g7XuEtIbmbtlvwVAB9o3UiD2hEFX6DcedxpTJn3L3M+tOclgG4hbUvHZd7l96h10XvEAKPLzzw84MXHJzD60r1or683cvK+xCiKlR1CEPV9Ggb4IHA7x+YLwOpg7sKc1UBtqK6EquLm6srzKGodmYM9pXncxRUEM16efRsjuKu9UVeRD03CJeCv12WfkqVp1eUhjy87eM693EsLtqWyjVN2mPy3Lt1R5gSNnmabgqdQ0ZezuS6TUoSqzbjSU5SLVubsd37qkpPmLKeI2+TDczHp8qohcEFWytcCLK2eqPY1lVIijF8QdouFuXQWK5ZDRFuSTcrao5lvfrZDdYeqUWHSASlBibhAdUktNF1NNbQ7ZXbcNPiUaC2S0p3d8Q2G6BdeFl3KhH11D1Lh6cRWwewo12le0ZS0dLgQSOdb2K+EHIrUALbL1hogDAFEXSWsTBhqH/hUq5UqVD0v0olQKQ118QVk3BgxKOipZmplwxa/UprLULotjgl3iBV5vMq42R1CXSGtw3BPpN4juaXcILLqThCBDUZb5TZbv+LIgIr7Ka3mPDP67WLhzAFrA5OAbB+3pfowgIqAbXpLWouq3Srs6y63EqadMr0jm6xW4kppAgoJZ6AcZ5gRQFuk7N01zLEq76PgKzKr8WtIbEMvTU361D1PU9alTf8A4ZhDiKHhAZv9HebRQHVuiJtNNDWl3zQZlCFSCDNg9DNVFeCKsyHaUim+hWmIb6quDfruMZXpcJdS5cuNvslwnj/H+TwVPe5S1mpneoNUktdyl24gLH4l+lXvUo6TUOnowhqd3XoeWoAUdo78EIahqLMNQxG0URkAeCUgbmlX7y+vofBn201WPgiTtCq8+N1gy3Urhl7kwtKbQ1uNOcAXMp7nd7xUOKVHkwMi/GGZyYitLK7bdnRgn6puLmuEQ3L8EwNRWdGhd7mOwuPFk9jbXLUcW3XWbTs2RWONKWeRyCw30agFZlqVStYZxgcZz6k5/wDHP/g/9ktF33ym3ZSVntjubocUma2xTP0vixS4cajDcSCBtWiLMVK821OP81kOhxg69ZWZrK7LAp6agozVK/B7xESkjXURS/VL9Klf+K3K6wtdX6EIA8Oj2lp2lb4lmBtlBXKOdtzJLNtjMOKuA7ek8QnPobZpDzBjdTcnzRmpU0QhN+huHT0fS2y00z8IXQ2bWZsvmBmLZQt8vMAAoDVFBLrbUdo/clOw9kC5vYwesHwLDqX+OkxWD8f5TpJ4/wAI8C++W6f2H7g+vdf9zoe//vO2PbHw9OGq1a60BbLWgdcr9RovybpWS7hG5AiHsFK3V1gfBVsy5iFIhj2Q5z7H2gqVBq1oK33Poblxh6Go2FWptVq+4oy5By3p7b4givo1tcSclPTUMoy+S5c5zdAXKhzEl4yZlwpvA+BXDn2guiq64Uv8V4lm37Psg2vdGLP6/wA+jukf87S+J+Wi76/7MX8Pg+yHY/YYAW19/rupftfJCw3Mojw37+phnnP6YFvSVd26ldMStUy6495e9YlqgOJknJzeZdy7vEF5xL7ynmYiB8QR4iv0eph78WoKlwZg9Epa9x4Ev0Hk/tF2je7hdw+/6Iwp3JFuKq+0PRhTtdo30EBi9KorkBND2zLpEWqJ4UOY5zkMueCi0tlJAlAuz2zOovdf9xI4djA3yfCD0fgw+j9gmGiiWnMtxLlKBsdKiH4iOyLmTEGWjeNkSxgnenFN9WmJ3J1FVZQrQVi4qnJUrtN5b3b4gonGOz2JgX0LgTLApaDis2L8NyucExHPSdLfIMRHSAWnNHQpQNwTWk5tuXTiwtwr4lQ0vVPxP1LG6e8R2flI7h+yXabxmDv/AHv1Hhb+OkE2fYfaAj3IbdAzvtAIOU6W1YzLWj97+pds/wCHMD4B4H7ReqN9A/qUds9sKiiRiwvsoK21W9Hb5CX1IugpEVjNpkKtXOFxF0RRTrhg/wDmpqVK9LqXMjpVIvNfQmQuh9sV6VTMrxKvREuh3ChnDKXbLFUfEwPpzK6y4FpCAbZmhCDpMPLNJtbhfv0Ew6A/l/aUYSrQNuLrZa3DHokLeu6sJzFgpBaI6bec5v2ipS63FdORagFJlVUUbuA3UTpUQw1KpvjEvVnKm2oaYTI0ynJq3PIqruB8VYeFBFbGb5ZWCwG1thHKhmV3ShFqla95epL2Tq/w3KLO+0xGgO1jDYC939Tvnj/OIpvatjCN6VmBXN2lTahQTou9AGr0QOG5e3Md8uXfWPvJqnJVcQcdUuqbDWtNVHINnetaccXcvWzApwK6ZxvrE6ETKZwb6DiNgtySho2MG4rXWRu6d3riGkU62Y1DShGFlFyvx+k6qef95bnSW4Kb+oOzjTloXw1uYaHTOQXi7wBdxT6tpwbyjDhfEuLYg71RcUIqS9dKgKbNGYjySGn8H0eO2jVlyndflgjDh8+LsuoYMBlYLyan09z0N98S5ytWnFy3kY7Q5FLYc1oHNgUbXawk0CZN0adDIR15EmeXEu+zbD2hSynRssAOAwEpkG8UirtvbLbKGzo4Fbg0gMVysvqtZYBQatgZQYV2y/iDb/kfZAtUfk/3GIo/P/E6fvqOnOWDJVdmz27S7fjfuRYPwE+0VIedA/FidbLKV5FSHJ/Q7QU3UoSseZuDUqo1Z+ZQVeZcZl6meMTK276XKTe2CF1l5lrHPFQx6U8M8svEWG4h1EN9poXuoR3OeMhPvfQZiNqaZdaTfvKaBs2515gLwC8/og5x9zFBZ71iH5S1WFaB56mOqfYwEi2EZ7wNq1uY93KVSSufd6upm2T1a1LpdA92JIQdw6iCUPeri66MDNlYMopELe80TYQi2bi/QA+BUGsTAoVECXR1BlrUy52Ky0cA8rB0pSDLCidAy9o+qDZwl+NEuX/7ISoGYofpf1LjqsltTQ24G9TYqLy01EdUuGUWrkNaFtObQgqFWGi1TbQTcK89XvKdurW9ymzADgPMt5BaBeLzqJlEpa97urjtiE7Y1vmjRu+d1iCzdBZFbcZu/eGvoDqDQMzr1OwPtBLmCy4g6uImv0/GupqqMRBuUEHRsVusmZ3HyXGk3sJdaxG5qXcubr00eH+R5lShPW1dJizMZSCBbK7TqO0WWs2FC98bLctyqjMFru1xm4bh/p0TDcuUlX8TNY5lJ2gjquXue3PMpcam/TPMCpXbcEudQd4K5g1AntME7I8JrJyhv0Z9Q/CxGEL8DvUKRIaUg2cjBssrp2VEv9ZDBAV6YqZRd2T2kixdGooisJF98ZCVoaYv4F2N+8d2Jb0meGnrDrptBALO3pW4GtKQVk8pbtIeJqdtkHKsxUu6SEuqPYBDMA2trgUtzh4qAuvLD+pZke5Xt26icUqBBq25X57GEAu2ms53LrBasWm542obw6LgIK1yhVOIcR/ztOKn3x0C8tFPVfdS/Y+9DTGCt7zCfCX7+I/2FsIqcBxBWsqqB4L0OmZZjirU8NoDwvLxWkI71fln/wA3A9LwCAAFY08P+ei5rn0qalQluOEXV01EvjLmr2Cy20O5BSvUJljI6pqPzcBcIVqhh1zKN08sdwvIjxq9m44HlD9SzZ8/uQaw+T+0X6PyockA8n6g+zOwv3COPXmcH7St7hvq2SIB3mhFcbnargI0Ft5+EQiiVFd26cKgdkpdZ7LcneV9xQ0WY8zvCG+0fslDdy601LOcs3zUDzzcpNblZy+8pfaJxz6M5ghSbnCAmWuISpzdz7iuF+WDDbLX7Ci2iwf1Ld17r9EHIHYTCCpV2gYR69SXb+E/qW7W+4h5H95HVV5m6rfLfaKOV9rhtC+P+QPT8AQvrLNhsLs8fvVOIyeR26b5oGRheeNUNlI3DTrILxWfHEzOrGBXEqVNemnWs01QjIPE22qR6MI3Suw86QvCLhzOow3b6aLBwNyotcF2ez/sdBeUJo29zEVNdOR5nVSeG+kQ0v8AfSZGE/roi9edTDjxLJ1irUd5Q4LA1uLBT5i3+0AlWfhwzt+wUFdr7iC+3k1W3z9xO7+Qyh9qBMk5hD1VDXcP8xWLtjDuXFBllTQ5dTBUsTzxmANxsrp6RY4gAYHVBlY7XjBDX8uMqAGJT30xWLMuuLYXwb5i1hzMHmWcpdyx0RWDDt6HobLhqIhuEvqKtxnE4J0oq9n6hA45jt3pr8LjhfPpQ6D85/aVXM3E2rNIWZBfm0L3o30vfvudZsB9yI3Ye3/YvT+G43UvhvpCgUDvLRDW1zCLUqjYVSFUiCBKwVYdA+BUOBAY4SDrT+us7d5/5l8fecXxP3Ip7r7qLeP3Idc/dIm/ZrBMy29JAYxsLTk26YG6iKKJRWuiDBnc0DYtGlq2mC8WwDbIWVV4Qad6jAtT7QycuKuNhYq6jImQneITTXOOLlQ1ehAoqvFlNWdo07n9vzO8PSohLJnfCfLKMlaOfjbCjNbjjxbwoLRlUKXkmeLa0oKoWratxLyKziDc1ijj1qV5QeWaoeRLtP4YeJfC/qZ7H9coF0Pcf7hbR+VBN1736Iu2XvZtC+OnoP0l8w90iCjGNrwSh7GYccYzUSkKCy30rl2IoZwYteIBbv5eBbQaKWmHX1F99YlJhTxDs29XiOObMHrgtmeU1qVXeWNf7LLqp7QtlY3MoG4UJA7TG/MH0N+OaKmL60TcCUk5+xCmhE4SL8NXsoPsWtIeMVxY6C064O8Sy8R6VwxCIYhm8Vy2sEyW7hXSusX2/sZRo/66TVbwBM9fUh3niVK9KuVL9KhzdPyv8Rj75lUV8d6zF0JETNB4gdUq8sEPm62LooqOpYGCxLrEYPKqLYJBOuKwq8jkrDuNKQqtikPVY3dOdQqzuQx0AGoUELAWy6F19PM6A/DyzT/3wh2Z2M07VBnkYPx+f3oCIig1zU11ERK4MNH2Y/gh8w8/rCl4BfIs2FMlI3UPGZdt+4h+5P3p1k+fsJ3XyWav10BLePS/UlzCvlZgS+hNpzAuudvEUI6xS1pg6My+Laer+Sw56R3FQdjQ48R8SqxDv7fcIy9VdKFiITmnHeKOg+IATK61KriiCOsBy+lTD0sZnM/Uo+0W6mpS6gwvI+gfmP3BKne76pZPLwpjh6pLb0XjCQC+34RlifSqcDZXd5jqSLdnNTQDQ02zIAadUW58F1ENzz/ODyo3RhcQmrld2ING6gDDqJlU+qyIutBKutME03huOknhvpNlPFR2fd+iDaXymV8fmYOkPb/kOLXy4v0fdlt6H+HEW8fvQv2PhScn4cfyJO1RDlENQWuBgus5qypVCjWOkG4e9Vql1WVijSXiZqsCZabxUCFLsO4tt/JcA5V+U/yGv6mu6NtfEoPCNIXtSgmdjEnevhqv3K89A6rwShOhdS0CQ023UQTYICLqu6Vc+CXycuehHVvcBXeWxzKKQDb0jIVU6IAGTY0ZlSPVAqtbGOt61cIvBLzlnt6uo6C8oQWxfGXaPAweJPH+cutM/rlF2j8n+4U0XlQy/wBoBNn4f3A1jWtFzm1+1F74A2Zl9pWxhZrojod34ORf3Usm+GBGzeG8kdFwGr8bNWq76iVsz6vuMDA9ox0HfmV1zK6zBp/EDtAvmpXDRLDeuhErtc8EzC25V8wYS7gmOSaFQZZUutYY773MA8egCoY5jSJ2iL6BrLh1uFhUrJTTrWVQEr03c6uKjEnwyE2py1Ti9oNbdQrt6GcwLXcN02D38yxBJUbN3sr5hdlrxpCbqir2Rg+rXAXQYKsDNS3hx6ErUqoTXoQneEq4bl1FjOfuv1MMeYztgVYVq1dxtwCmMXnrUALZa5Su17qxBa17zN3XWSSLdNWUKYdkbqhzTAACjpHNnQ4XZdO0ugapA412R6FYIswV0Ha0LC38RSnNvqcoM+S7lPPrMouLPSrq4EYmk3H4CzWI6TbCGjtTiYF+nFJpilQU55WBu8Ux6V4JZ/VfogLK+R4OUPlYA5P4u018eAJb6cxlTiXFXjfYjZr2CyVjRspYqHF1iAChI+xdNMvWYVHKK6y+gHusaEmi6lWGsYuNqKC9GCMU3YRgP4NQsCpjvHeWFc+I0YMPmU7SuhR0lVlZnijLlsPQlJiv9jqrYrhG+JpNZyejCX6CjePolnAVpS1EV54qtczGviiM82qNBSsDWx0zHvFpXi6Zxi6sgEpirbjZvYpBwRmGU6pk0M0BRHTXIVmiYaC/lja+qzyBOzKrpfD/AEiOnmq4T7v0QbXzmRuHz+9Amvf/AOJdr3pbbg/dhT/sPeBNj7knP7aJWbHsT9xZw/z0l/H4jv21cWY2tQK7Rp8VywTaxPdZ2vhtZ5KjL7mjO8qtzBzaPUNwwf3e0S693QP7YLQq0BagvByx1AZYE6meVMphVE6ay3vl7S002sFZPmzXWXq8L0rZ81GQwJhkIAbyLlhylZ+yg8GIeIAACgNAPV9NypYba8z8jgJfpPAY8aePqJ0n/vhLNryQFug8n9o4Z8uFPcgLsTs4JHh6w7dO8yK4byUEnhpVF+6OtWDvvhmLIZT0bcXh29pjOq0Dq2U0DliON9PSYlNc/RGYVHL6miXWAvzN5cMu9FvEpu9MutlwLeHvMmqehdQ7yujKgEomeiFD7Q0TpBZKfmDNO8xNS4nVmcFay+UpbCw2OFwLgRQA73Pw9YMdotZ3TQZiNMremfA2DsRIDDeZPOIuoxLiFkccVKHDIgVwH8stYemb9OYQ1ib9CePTvLhOk6v/AJdYMslzX0lYj8XCLhxUPa42IE0AVBOwTD+aD9x4qy9C+w8zMC/gWBmWFqvCgxABOKzdnkLpziBX9Zz8BJe9RIDkw1pOBRqqvFLL3ULeyaJtZhZRroS3g76YuqyOg0jm9msC/E9oizbgBy+dF1b/AMGU66+Sz8Hxl1rE3v8A8PozDs/ry31Wc1iKLqSN30ecEVxEqLgXhXC3bB6BYoq5XGuIpRmdUwvWF63uA46AnAFRCo2OnTiVcDj6vqDBMyz5ivJiFAHM7dpfk9JSq+esoObekuDu5bDiXUvr0l0RVzcQuIPVz6djFl8sWPOXiX8Qdx34D8p+pQHPO2wopWDhuyGb5GCsIMXZTryI9UUoipsgg2vN4it1km1wGiWCjDmOHG+LygrQNOFlTK2tULTU0TLbFsoD7LmEZwTQD+JgnZ9v2QcfvDI/F5/ejp+/WF+j8tNvfuv0wPx+Gkjftsnq+xSLOXtK7g8RL9+2Gc8I9v0QNtfZgHRrt2k7UrVSpA8BbV8QXkgS3c9DdF4ls+6Fq+y44xdMuhgabxYLOhpH8byAcdJZQ3X2uJjTS4nywIjmItuyoVk0biB1rYzIhFsWGhbu0odId9VK1dFo9iC3pq2ih1oNbizdbMOH359GPoTMsNtT83xP3DUfwWLdN/kwmDD/AM9JZs+37IF17ow8ReR+kL6HykD78SAWfg1gplwPgePaX5V7iFu27jACrb5+4l228hlH8n4jZ7YSHE7I8Q34n6jKpuUtWeY21hM6ldWoI37S6vFrA72Za8QUhbL7zUsmMaiHiDqDBYtx5fMWPKKDVS4p42E510uqAoEjsslZdEVVr5LhlwQlpeC/qWzaKNSlmupFA+GkFcH5ENHgY7wK+bmOXpeFNvxp5uJrQrYrR7l1CXL9O0IQ9DUuXCX6AoWqX4H9Q3LlVLp4a5qCFzB3M3fUMrma2kMkCB0Bjg+OtgwFlXnEs1BVb+CAOMW3HFJrU2l6do21xM08AqrgPQUwoKDhcwPWxu5uvG5teUxXIsoDEVWi7Q3aC+GIETluxNa0qwRTLhW0lXkHNUS3fhQB+oIiUwj4f0i3fOgyAW1d/rwgd3v+BS7a+9+pW+1kltTPMPSpXqkF/wAWPoQljbU0z8gjSs3v/tLeyWk0lso1Ne1MQ6yS8YGUrp1MZRmXueI8SydIK3hjexo6y5cuXxLl5O8sbzuMCWYpgy46iqyFz6kElnWXGg+HXsP2xhmvALbbLtqtzjB5al8HlqQN5fcrzMH5TKejeLbL4YoNiUIYG10qGwMxuEqJ7lxdYAdR5w2ubKqGa21bOh4Q/SMmRfNSF/H5nt6fMizV/dkL9H5aQW/Y/vg5j8SnOnisuv8AA/8AZbgPx+lFnDGJfykl/Jt5QC3b96Qkb/d+0EqULO3qi6288lj39vw4DQ1nctKu6QsCpXMtNOJby3EF/BmGEsBgurfMGQwbCUtqKyY3LFGz85R/8Pp5mZcGjOCfnFJ+4LdJ4LHON3PrI/Sn60H2YBZVF5OL9U8j9IV0XvnLj3v1R1D8NNm/iD7RntVmg8xnm24/yQHavKwct/Kv3Ou3kv6hlB8F+oNjPBUy8Bipd3EYEcJlwMqufqZao32jivpDLRuVdm+sqjeOLivEteZbLg941iXUL63MKjuXLiRRWnufcU1G0brloy14tRS+tKrS9+ZSI00gfqLstiqwpvTXEVr0mRnaXdqYocE05GszEuh9Wu69syu2pnKqsHOWOJcXfaG2L2uNEsE7jcu8QhL9FzKXLhCahKieuj8krcFtocxQy/3KuLty1iLmkRRUBdw1EUh3FsUdXh4Ce+l8Z5YG1jOP+iBFTfmb0mOOGpRka38a8dCK694H0jhxKrUyBtmdpr/AoiU2Xj9SHc8dH/csz/Xtoq238+UD0qvdv1KLD9EqWyuZUqpUqvQmpfT0ALrxKlhlxPznElpRen/eJ79r/aaxYHSX9Rd/SUObo7xpT/JrL7VM80iLsrxLDqlXt8y+vpcvvLdy3iXqEbZnFLmzMVKuYvYi6y5q8zHu/QP1BAQiqQpassGElaG12ZvuW51hmX/gsYOW2dZWCqJfWJu/sbrKrVGbri5YvtrE6dYhQRQacTTQvochrlgI7KtfaQ4lorDqBsxVTxQcZKanQ96n0i5wZ3ht/wBt2gPvxpLnvwyQm7eCfuDpXj/CLumOzangxF2/tfpAdr5nOcXl4U9flX7RTb+QgllTHqLmpVxIcB9Jcsxgp3fi8EK0nrMHYYcC6EJdwiFckRcnalhdHbMbxC4G7epxRDK5guzh/IMYFC8dfSpXaVcqMQZVHmp+BNfuB2ld77S2e4fpx/RBfzH1SHSZGGurmx0eD9I/IMor6L/fSJ08ZVq+H9sV/jXclqDOS+nNMRS29T/CIHM/i5tV/Haas+P85+JoP1MefwBMh6QPoceMoLb+IKp56sytdJVF029ZVB56sutp7ZiOsy5bLuX3mGWS4jpB6wqK4MVHuR3k4gxXqXcr9HqsO54jRIXHBl2gNdYdmNmCqg0be2LoDZ3zMovxXUFrhoXl1AijKg0KYGwzWCFTpRTkVrUKw2TI3B16JTo33iQTRnBFihgbuY6dzb2/NQhK4legJWLZTKSEzKXWI2Q/E1U9y+0r0YdjlPmNOKhNHYS5hl3wq9usa8uT7FUcIGIJYqdIr9Gn9CKGqguormNhwRxL8pcZpt8NVtUtW5mkxjfXsOZTIW/rMp8Tg/436zB9PyxV+lfoxvCb6E2/83+sjq69ccaKpgSr3x/nafgOP9SpK/oBLX1Vfyw/30A0GBpPEO/4G2bF157RiO1u6BbPa4yHfelTQoN2Wg3cVFoYKHZ7wXV/KmVfQgCtwo5AqUb1csbfvLsXvODNVUy5bYdyRqxesExsg810NAFbBuGS2EGqul64mp/u/TUYA5ekyaV9Z7naazzKTlzKMnN9JZw1Au7ly5fX0GXVysXVcDHF1i1HWOu8VWwoblx6PpJ8zt7zP15EWRFNmmDAuxhFGRmAie0RLqDjrIYOAPcS8wj15Th0JHKwU0kULOFK23nUqoEIVhfbEar3SM+oq1l5VbVwWPsrQriL9D4v9bB6v+G5IrfjLImxe0pzD4P0izYPYps3/D9TKux4p9CCK7g/vEPtmacv8Pyy9vwl/dAMxT1Rfz0i9n9v9Su9sBE8NRdWJ3hcIy2EVvonyMTB3YIYACMaDIqtRciUiE5rV1SUqdIan8gCGGyCXi4pV0OsK6WId7NRrNAWXdPS4L8H+V+oRGql23YMujcE0wnKYy5sTHCFqu9uCyo2qFUs3m21hVZYAIIK7vpznBKyjZtDnpQYXlYu9knjk+0X0GEat1aBdcFTPsWgtRoOiWYi3gF1pe9QWHX6GK11+iWt73FrnW/jUFEYLV0bAYA81uFCzKol6HycT33Avl57zcw7HqYNyzd4CWN83Af0mWGiAOfmWGWnF+geUzywLlGAOIBCuCXRgm+IPWXipnFo7GtO3p4S6lYtgqpXC9bnAf0AlrywWZlxr4/jUuXqVOJXpdQh6auD0lg0Zd3+PWicS6zXpXJYOqFVwzKOPqCiylOb1GmNKpW1ZxdPFv8A43A1CHH/AIJ3NL5h2+B+EpsbdJ7DTsGuEejFGidQmuSqBgWx8vfOmO6NhnNEoXY8aPQAwOxGGw6fafqaljAgaoWGwPtFsA8FS3PpnMSxS5ErX+QSwd6WfuCYW9m4pGl8L9IOgfxMM17R+yB9H5GR8ra3IcjDHbIhjIWqQPiMpUOqaa2HSbDsXj9aLNn4jVKnsy8DwCX6J1GWV2qZLlitr7zldk3c8gXqUc/c4XMwhDFzWty3AQWZ7zArXSNm/T7oFrpU0GGib3K2k0JgvT7k9VhenSX7caakEoaWlG4BVnnqVXrVaxB6x4+n5V/cLr0JXaVA6MqZqGpd+m4EnKWyqnd2WcamV6YK46XNXzATnBAMTZwFeIVtwBQNAOCPHpUqYPQF0fiByw/EzxXcvtFabw32maG6jcWWRV0/4I0LrdTl92Es2va/SW6b3MROHuzHTDzT6QrQHWGkKmh8tcf7kIr+Pw/pDPgFw1sXRQbW8Ew/2v38ii697gKDRp19myqzqHpJ0WKEVRjNZohVmyhhXLDtBZl2yvRJ7NxwtXkgxw25c9AyXsRDPU5CoJno9EuGux9EH2FpC3tMocVDwa74dL284lYOg09rbGC3OWV6Y4//AJYxiqwoFvzKzzLc5vrNabO8z0B0lmeO8usbjjZ4r0v1pcsQCFQriGYrqLGoaJieUd+2Y2QZUHj/AMv8gS3GZcM8RGRR1cEGgzHlFy9WIqk9/wDcHuOhC11/MXVX8DEDtaIoubo0jjENo8Bl2FlGQudRfMgO0fOZVsTvMD9PkTp+/SOj5Kp6A+9NPPjfeuB6a+10chfDJCXfwEXweIizj8R3d91r9EC7b1rir4x6xBVTfyrCu08lgDYb1L/qZ97sCWOXzLeW4bL6wUTxAJzFWLFYNmbh+LYPaAagDwGGG65moqXp9LE+/Rt9Yq+4UDutsBKR+lK4MYC2sXBIU0wCzBrddbLhQLtx1FU8nDMUWodQKAXoWiO+UGCWbfd+kU3KlOkHbWb3EEEoEE23VBvcpyU3d2qtfXRoJfm52/bQ8dfVZEqoavynSA0CC4ChZeBViamAGnpsWYSMcVmuG/G5xGDpHmp0Sbq3fC8DWvRgUbot53CumznMw6lBco6Y63KOmYDV95d3V3Ll+i3pLRXC+szxA3XMpMJdnWZ+6KxOs4gRLqoTpOTNy4DibWbofQYUOV6Sma5elFQN7qYxAyvyofcwBleCBXAIewKImF00zLvdQn6mQNooDH+0TS4VVoDZZnFLEQTTerq/EK5JwRyU58kaRud82B+hTjqoS83gXAaf5XWLruRUXVA07xFgFSrp/Kb9FehKh6Ve8jx61DUS9QfS+Iv8whG6a6J/ub3+CwbV/Av0lHX4mOi/swFIgT2CAfXws3mvz+9AU8EULbTTNJfMTofemt39XzCbaaFH5OD65ZwX7S7ZeBlb2Vl7uaIeJka37agRyCN6I/g6QXvxBfqVqlF8GJ3foowTFdO5QfiZdweGgAsq2noS8dcQfIqA6szRGclAHDg7lxW64+3LotarbDxbNoFWB74l0EiGwxBeeS+xEElPSrz1NAIqcFWvoQX9VFTxq+Njgyy1id2XcFXdtYlmsEutYlVt3KBRmYAzTM+nu5iXTaV6EJzLlX6CFSjDG4sZmTmNVK6CppCKl6h/fiAyl16xZj0LQuITHS5V3dr5vVQ3+RhdMH8qhBpiLc722nI5TEt0N6N/3F1pbwvR+o4/ARt6zjHN66lU+xRcy1hIHp8LLbURqc8NwXgth7creNZIugvMSW0DqLaqw3d9ZaWoyYYIMUlpyQpKl3BrNjpnQPvX9R0k8olfovenPj35rdn4kuWPChHIfasXcfj9CLOKbdtTpR+1Bt/+W0Aefn8SI9J5+4mGR5LjvZ1WhdFdg/UIcadsS0bv3hqUeivsfkD9eq4QAtGq0LZawkPMBWuqrpkQuhdwgom36IJWmZUS0qGjb4HNF3tQhbaZQcyaWcpiNBa0HXExDXRJ+5dqzYNiuPMA2vh/pEOfwsEDcM03wopim3XFm3JVtV2rlgBWJOelg7TMGd9QBbRndJxEp/8AT4CeilUpyZct0RAy/wAiuuIu5qE6GhzRCkodh/FnBIDLKlOtUYvLdq7t5VIwEu25UttirK1MeYDKMrtZjnfWVyFsr/WZcvtcPEzLYQlPWdzGWzcBBlKtLxKryMylQEoDOnNskbgHtHb9LrdMHMYCyVZZdF2jCrUDfhCarnURQ5ktrITi+sxVgGgxF7Zb8h+oK1sHe0KEG5B4ygUvAWg4qIW3VZN4S5KAVbEcIzTsNVIUJcSfdBFJmOLMh6wvdqCIsXYDulWiWqYb8LrXurcCDCVcqGpqE167lLr6gReAcuCac+ovtBHL8N+5+CZhXy/74RLn8LJ/BT2SxoXymdE628a4Uv1XyYPM/KIsqRONqJY501iVe1XO9lAe4TlrywkVJL0/Uher0B0XVy5/M/1RCWsEvVQqje2pkPIWLi8l7QPYdW75qVDwoITfeufon7h6XiIWptNXZziKoqyjY7E1W9UVqoPVYoueRMLeO7gmt6NFDoe8ZqPH239xYjS0ezlg9xiJAUMG5MR6FDNioYbdA4DGcQUwV31JZUPbUSMmQ2uhoUL1LFvP2I+gToNfU8Z8y+ssa07QFaNy+C3e4go/UoW3Kc36XBl36c+ggonK5c1mVnT09Dq+5wnaFaeP234hr6ZLbhn5TxuCcWDGk2lZBaxCH3iZhhKFt5bi7fE+GhZgX13LR3gbgg2upvYneWVBavo+hXYaizVoLC1ULO29bjvppSHdFFq23YzDlc6crAKWqwcEx9qfq75tXgXrpfGBFC+Os6a/CBkxyivy/p1A+y73S57OxSOQviv7juTxBfIdaqKp0/BNGrPu/RLcq+3+KYKqPfMWYbe7Ltn2stgk5rfqNW92BCl0/mZdsqVUD0rWcflX9+j6Nnauq3M82vL6GyGgTX1eiSvOzbAoLvTUMQMBjmX396bSi/uTaYy2lw2l4O0SsFey/mAO88/0RlWNrL6Ipf4pnACBjOePkgJobRLHqaPaNBXlZbX7f64UimtTcHp6wVVCPY6MF+x8frQrx9o2QltXr4Qd/wBXngDB/eVXyLqlwgd1CErg33uaoMEro3MOKx5llKGus2ttdIhzYCDB7S3pLekzC+sD7Srg23MbhqLiBvReOI8EyX9UdwuDU5M/HLHgznxGC18ENQ7Nrhas64jFPjJloMMIY6GYqItu1KI3a03S3LXbCnR/Dv8AZcco0qucDdAtUxyFeqdzCFXuC3BqnsOzcEPXtxmB1brUAQTtFAHTLi5e4QesIQl+hNy5xKXRB+XxG2+N2CoNpJ6N/wBz8ERZtq/gf8iHX4iBNv24LvrPuESaZ7uR5/cgiPXVdHDqS7Q+Zbeu9+nUWbOaoq6vSQWxX4/Si/efij/uLqwvHLd0CurPeZNJFhdtKbHlMYukZWAXFbzKa1OjC13+Uth4/CPoSiwOFmcAgl5QhvjpV9vzCkcwobWxXmlxLjLA3/TEgeqtzUBIHaQjEMjjwKuIeUvR43n7YsW9V5+HJ+LxDvVrplZeFYaplzoP3noRJgXcOVlec1LsxRWMcwwUtSzhLqWNJqWOqSYeal+hqXdS4RS0Vk3Z2nfM7IqqPVuMJqEtwX9ou8thhUql9m4J1++ybFuRvcQrqeJ/pLmI4+5vdNlaLMko38Zh6j0aU+47JTCsW3ltcMCrHopR9ud7USbKx9cKXW2asFgdojX5Y5FV23TBYzIlASq7q00sDYVCbwqqZVjqiPGZ55CTYudfaA5XrpSOTH2S9wL5SBbh8Ttt/vX6It23rMgaMesR3Q8r9o/lsDFMrvVd+pxMaoq/EtMDXa4q3b3hr1r1IeqZWhCmEqzvwipU8Hrbmt3SipXpp/jOe0BcTMxu7op8MtN20H9lzbltXcMDwn2EKrL30H6IGlU4OfMCbjz/AEQbB8pmoLV0hzagPbMChjCgCg1GsZvd8trM8H9Xiov34ySHcNlV49YVz8hMO9jELGwZJUd3FDcsmV+WgCTRpat+wgV0Lrcwv61K7V46x1DUwzVBT6WC1ha0JYbxfExy3FCktfaXN8S5aVM9ZnrDtcVOZVg3NPS1TMJ4eT6PRuZbB0LNpbHxaNsznywGBtUALRdeaiS6S5sczjIV6hTEkHdVw2FgyVmDUIf0cf5K0MW9B91hhL0KgiIKytcFADuWS8WUJeKBYrsxHspI7Axay2O1ynFIqaXtPdh6EIQ4hKmEBzzOA/ia682pjE+iX2n4Rm/cs1bwLKbt9qw4BvEYHddLfoirr3xl+/KmOgfev6jwL5KXi3k8KdOiDbOaORTsUXX+JPtGS/OKmGqtoM9AgmFD2/MqXzENIaHnWXMLFK85gBLGMP3AD5hHQRsC6Itg4sq5fV+ZUsgap/gwUW4I5I8tEFdvJVK9hLmDc9mhlLUq6yzfbige1LCHNFXLl3Knefo/yHs/EKXXGBcYuKXqNLsB5PL3gvyoMFdQGqgVyTGssWi8BASoisTwNq3KBgReL+n/ACXLlB3k6TDhxLGJQ4q/MrQCiX1a4uWLBqVb4ONS50ZdzfobhFBCbLxAV/4mz2+vSTBVo6jMJuDCAS3YlwrHMwuKxOVnxEzTz25rtcroNrvRZVRVYoqiZaH6Y/pA685ZTzfrKV86p9oGb2lkWeq9X3CuUliJvOvFh0r3cxx16ADny1YjA9Ig60COTDbmQRrDG9UP5ms2HhpBq28OFzNfAi2j8RC+aansnAXzEAdCrrMAYsndX7T8oxcNT3hvpNHfYPpCVGnQxLX/AFLZUqampXTcJiUr/mP+ely47tuKrq+RbeDBMEqXpDX339yktSq6k5oGXQ8Ug0XE1oaSgooIby/cH6JTwvEwnsvmh0RVtNMKmOwR3mKNB81+kFpfY6PklRiXaV+SxOywXJnlhNsQ1r/RiBVhlBD3j0WGe/gYhbRLHXFgRYutqr+Zbl8i2060t1L0clgHJz7ehBdvP6nQySijiUVU1Tj9yl3XaD0VO5Qy5dzJqWzPWpnrUPMDvAuunSGGdk6Y6nwmfSQYdoF7h2KyUaBVL8QN3Gd5XTXviNnWMRbUVOUIHea23jUiq+kFLWJuNK9ZpBcYMeYB8LcXTCO8Ky0by603LSuCCDO3JdFkY3DAIUlAW4DK8EGQJVNAbKwMrLSgvYuCGiEqEIQ418TU/k1NlPQX2huHwn2g5Yo9MxHb7X+kqvL4Wes/6aQK0eWzK9+VMdCj3JBPZ8siM2Hyk03BemPCuNIuLsh9ZgyX4/uFeHufpRdx+JpAwtUTUUo4zvUN67/eMYDS+fvIwBh7L2ufMv2ndv8AqZyt0gQ070SR3NMBbwrLuHSc9X+BO479C7ZvJqnTAfiDMrQHWJS6bajzN3oBB0tc6IzzaASC8bNyp/G6sBK20U+I+XfQ4sFwODnbKSViUJmLXc8warSAWBRdd81eIyadCYfb0A6hRnHx5zUuU92VYrJ0mT/I06q6QMOB0lL0V3lULsmXBrpqXCVOsuG4MynCBYnRcvGbfMwHg/cPQ69oaDlMm7Aa7MrE2GW20lZXd2RUgOs+doiWXBYCbpLXJcp5aIPqfFeqt+DwPVC461DiSlODZWrLlgdfoTFjvjRxAoaW0nK8xMl4YFf7PaGSDrNLVYE0uoMFZlQ1epb5sy801oW3V7qVnU6yCC1ZyhmWVQvaIu4/Et39g7IvnIB1fy6AGMjyftEWi6gx/tzdExvjg/UJUNOxUt2vmWvM3mV6HrfpUdd70y/TBP6ZQj3Hq+DBKlnX1KFhyNTxSfQX7jmOmClPvaDyvbjaUDhoBKdi8TA+ydf5EFyvfTNJGGzP7GcL3K/qLzdAJCzZNoyDJy61ygwycDm46D3VbwQu2z+OqKIDoflJ6z/rapb/ADbugOreZinFnyn2iG031LA43tYNjvKgVfMEm7KrvK5G2IYKd8SkA88QDOztgTN1Btuxw2fFS3p6WhctMwIUSnmGKi16dQx5JXyftCBCUZYFSmi0Z1xBzIYRsfeCaATmjR81d8EtFZN4EmkTLyFy4Fp4X2U/iIBSBrgFZh9l4AtJ0wZeWW5R0VwBQ8rRWICUFuShhnRgQY4SdDOWhwW1TshZlK2kANgq64hCL0uF8Fw1m+0xweTUTpjuT9zbG+jfuD6udswTl9jfSIYydq/mJfh/b+kW2Hupi/fnTXj+yOUR7sgt0flp73Zr8txra/63AG38UggwJ4/yRB0vxFtxKlfKwB184h1b+VY/nMWUN7qouMEouwKirefeVcqeYcSoBx+FUdS4ypVegp3P4Pf0rp6Uuj8REMlHeUHMAKWtdR9BQvolmj6lJaJfeFOhGiXrq9JZYdJhgXL6QhDmHWG8y69K759B9Tvm96nOGl6j+ousL95hQt94IPOyWzxSmtbin8HEqstaBv4lDteq1lFEuAFR63AiL4ApatuNwfVfIggD6vtml/FEQ6rTBpfbKI3BuzQWDUdKkbTG7pxsvNMro8uZGXWubxAtzCFJkIZ2GXrEYUvWD6WO1tinH4m3fdTF9WU5iQBQOusQHFq7qw/k0XKP3hvpBccaov1E0FR8S/afeb3CczX/AKJc4lReX+R5/wDBbouImUSu04j9ovtE3sTVvtBjOOzZCfLOzfSWaw1d7x0zviDFjGWMB9fEyJx9n96KRh3V02qBw+WUBCLO48WRngLht8LkDaeGQu5n8cIVobmqG659R+RDWG+nwjRzECM23VoVFtzHEQVV1pt4PzG3wXHtRTArluAVMKm1WVS3uuaOesHGC/TlWsJndYzB6FSrde0F60lv+4lWsJYMleIblstdTPaWhbA6sCCFTGKJ8/RfTiMZ+FzDj1HVeqHsP2lsHvN8+isdFvtCV6EwruNTWVb1fb0GDCFupdkfsTA1nChDSHHCT8XBNJ4LBXFvaVNLfs/0hZg/rzImB/mQF176ZZvyJgfoeiINGV5ZFqo/MrbIr4/LAvH4acxb9apCzmeP8ItwxXfb7PwUsnYIDi5eeAXawtd5dO2zS101HKqtHTVD2LvhDhxrZ7AqUrTOQggOnV7/AOYq8wmFPJR8JWotz1ds36XUQ1OvyJCDS3vbM3Oms1dSjZGsGd4Ncu+ItHR3vwDXlu54iqf0esprAymMlHu1N+Na8RCrxeC6JovQ1SBQeEMzPA4ZOAnW9xTxV50qFLq9EdmGgNbZxF6hB+CXW9doCurdpVVeXzLtumUuL9yF203BqZt5neXNpz6PqbmW4PTiZB1v0YYmpjh0n8XaEPQC2jGMqr4EVor64ZG6fMB9PXWQdae40iy+t22PSLLs28yQK8fkcLPKAcMrsfNhe7UekRlBA6qIqvO9YwAVKt55mGViCRjQ4ErUqpgYBYOsQKw4dVYafuQMw1o5WfwlXWGqL9QPVDsxLdveW8wl1Lh6Hq6/+NRnsfQf16X7nvbhCYdC4Mu/GrTShjJmsRYjw2VkjKLVpgIOiKK88Fz8JyMHz29aexO8BwvEwvt+3AqbCU8PWK8XBBrVDf3LEs6PZDwMnVkFaCD57NPl9K/PcWaDIuOHD7Flb/w48qBbFXc/Qh4nNUfmpjLXfwLoIhnNFbpgzFNuEHTSry04ytxuhD4vgWMeMy0S2iBXVAC+TEoZiPYcOrnGCYA8sTQlT6EUZbTGKfe5RpaVOVF1Eu8e0s7alcj8S6ldIXUplusqCASg4hA1FHywmmKvC/cGoQIDDv8ARX6jAqphWkTQZq9amYLwXVXFOLC4WcEFwaD12XggQOwwI1TQRdZLuCyYfykRvYPwuIARquzx9LWDv8Fwqtrq1b8w8eEybc1wtuHeYAokZBGpbussukVLvJXShS3QBbAg5qhWkAXllLO680y1D1woRKib0/Xc/E8GHHbwLKPHu/SX3SvjiJywcV+6Byw67Mr35URjs9jSdY+XFoozyTS1c8X3gYLr7SGpTxSF3M/jpLuCKPYT3krj3iYUReyzzrz0IEcvdftNj3VBl2Vnre/UO9rX07WRU8MfbGbHtWs91C1LeWa/lD/sfQy7MkIUgDixb6SooYl9NzAUqvzr+/QbeVfT4Tiuo4qIr6AOkWCW7XiXIltWDfCoMN1NTKKl7/x8S4A2+BcylQxRx1zNPUPsQl4PZIub80u5qgvnM050RXctqZaWwdTAsaA8QaOkzi4ViMmavmBXdlunc4FluyU8GTVs7rd9IpYZ3zUq+dSyEIMMX6BqEIojUp7+mJdxjtWE4eg4blyZvIIVYc+IOeAZa6FGQYKxNFoL5TVrXzUx6quTnxwNGdRAGvImoBAPmNERfRQi2U8Fk69wtVtbmVAhZKRWUMpnuHIQTdRUoTFy24AM7eIlxMpG9gS6Fd7uUC6BMKxyrZq9XqFZIr7Wi5d3c+COQt6oZvLPW/8AUq2u1QIPSPeWub95feHqQhqEPW636noqrLv+v2lO1XiXd8bsEtaGel79yiAyU4NxC9KHgeASjYvEQcy9+P5B0i8oC3IB3GXI6Xyp0UGMUEJpd1V2StxDSeSkSbVMCB30Q/mnKc7FIpU3MP0dS+hBXRgoncDMSj8Z5U77rX6I5V/b/FMWAyZl+bz2TyzurLCIKXnmQ2xaEqBroDp3qU5wFrKPDCfdAll/MxXVruqK3qBZqIvdWRWl8EIMvt9xAq6xystbqjvApyzDZCsDSatl9iUIE9pV5mZm5VymAsqU0uZVGpR4nfMq9DmDXiPsi1DOoHnrFjmqKleFwwOo5YyXSnDvgjoy3mafc22+rOLOCEL/AA1lmlYYVtuotjtqUv6LC+5K8YWqMOCRdWwGGmJMtirs4MGOWQpE3ubNAKVgCKDaVAgaFWBQFxOnVRbemKBhZc1UY4KO0YIe4rdgqLwO9C/7jddsAzzvZYlnIOkxiw/auC4Pj4i6kzzo4P45R0Q/H9TPh/KJXXQnWSH4CCtZB2ZI6z4r+4WxT3P0oWKri249+mFqtvWYA6v5iP8A6VjkoZEP8XK2y/rn+pUtdqiV+IcC+YMmUpaCh+GqTkl/gR11GXDlVEqDLX9H+R36IxgIqFz0Fs9ypVwFZLgrxBXRYZucB08PfgajMJY5XkFDfDRW2Wg/Vg6AwxdFqcyq1F1tipa1l7L9ytFvaLZ3Gtb0nW6iSkWMTwdHfcRG4sa3sprrKPTCg/XGB5w3FCYcAv0jtdS/iEAFxj9wExhJnAa7yl71EDCKBQ+6AXmzh6Rehd8y/XUNy4bIA1iEMXmab9Y1LFhyV9kVwahFbz4trZ0s3NgQhxVbZ1vGopaoG8U4NWQMq0pS9S9MXuoOP6Cyt1lesCuIYAgdjUxaNZqsJecXqeiM0KDg0xZaVuxsoN0t6xENKQHFOlDAfi0ipr2qq0O2CeVSMrSnOmu7BMJz3vP9R0vOwIPn8y1yt3NQ9D0IQnM16EqWFdZcuUtAX4iAtpXKRQpt5KM0E2/D/ufjYRjzvZfpBATVRTt9uSElGFNdSja7XmWSyMCFfyL6wTZ+bYLtfMn6jAUpecJXFXnpDAtgkTsxr9B/PcGyv3oLcys5nE/BDZt4welGhBL6FwE/REXHZJX2f6cJVmz3pryD8r9pcUob86f2mZZvq30mQdkbqzQUDpuJLpNDOstgt5mG/wCgcxXCqGAjqbf/AAVNtm+lsQX3Ird/olw30alEbbgoKweIEXVvzLrcs4eUyui/MpDGD6mYXKhxTK7wxKhTCukp0mpU4X6OyHPSr0ZQVgOQq/4HmJdC95GyBZwnOpTrnNFDnYcCZmFC9ptr99LexGnONFL2Lld928+kLx2KhKk5e22K3bIyULFVlmMgaJVWEyukgNBx1lMycJK7AXgocx1d4hDZDFty8EQoxlVcSkTqAmTVKwbU4+0/H8jAObX2X6RPLc7RDmX7cCmv8fiRM3H3nVth3f8AUuFXky3oBrAa1u547iW3t3UlLrvpJIF2XsoRXnLrQhevCiLNH4jzbc/N8Itcr7X4iFkIxbv5LGwp9rBVjex/qH0LQDS/qd58y3lhBU3XUqhu3GOY+OziX35cl0eirv8A3f69CW3azDoyrQ0NOIcYDAFFdj04mPiX4T9TvEgUgUAV6LMbiACaVUHGb6dL3LYroMj0kBetS43xHUuBx9F/Uq6vJqKgxZQ7FdOlTOcJMbkM7hKCs+0UWvgwBExTvZd7sXXPS4h1+IhmDXII66eg4e6XeOksb+5Rq/zLHeveZRQz3lPJUbGyVUFD0Vx36XBhEZjMR8zOG4rq+s3WZp9Op3IU40tWGWtPRB2FGcQCHolagiqCrS4VuBQTRxFvQWNAUdAiJyrFu5E3owDYGpkF12/MqYjKt87+RLRVPG7XPulE5iXQmQ3cyuc2gyzQO2uI6za1UBXbdlHuZlGALagvN0o9uHqsuC3mjRfBC1de58CjyR3EKSny5K0F5uyWFMVQPWjnsLuXosOORiqsqs3qLAl29egbvsQgrasO1QAOUnLAB5K9rhD1PTExOYC1b2m1i6uJlf5wyh+NjfaLE4VaN89pVyfc+kozl4iFu37MCTRGywrV1A92hn9ZiO1wXflTAS6Oyb+7rHlPlxPAPvSDuNbJatplVXAPNFdXHFIBs+FCsw+8P+w0Aej1Tz0IpxeJorswu/cZUldFumQNXjcWPOcD0nlvtPzFFxDpo2o5eJ+LoP1BXhbVKS9YffiVgggNpYK0u4e3yQ3a1i05ZdSlcgMbSNKX59MB6X9y5+WlBdbdyyhTHiWbJaASxVrmVeeIZnmV3lazNzx9wOSUlAmbBKGyOXc1Qz531HcIdScjv/H/ACLJm9O+2cGAvtE7ahr/AO9VV947uyX7aFdhWBoUpQdNhJSuTNRQ9NloggC2m98EUZ16qw0QJPtWkIGls04GXrIRrp3mAANWw58LV1lq5SCueXQayI1a6EQNylXw7LD2qG0unq7iYHPmDes3URBto3UThhlyqgdVcbYMqLis1OuQhdpBGiVJQDRb02ZqEt4q3NwtDXYid1ncQCUBOyswY9O9SmTNnksgwWPaSCq1ezIa7o+CKZCdCAz5c8P7YM2tf9LQBpfliKWD3v8AaL4b+cx1I6LfSO291D/U/CKD6lrl8y5uS+xZVI6MoPQR91IndgjjhzKL7qBnEW1TLnEqYA4p9k/hj6Ly6ko7k8jxmoLOOCgnWVGH/Vf9U14hrhDwAJTd5N0EYjSK1yEbCOqUZgIBgunrri1dtEy6PxLzK+JdhpuQdRrCT3P9wGdYpK4lOWsQQQgFB7wVvjcrQnbjxWGjBKdabWnoF6dZ0U8HAbgS8CUmWz0q0dmdbeZQGcyzVGOYU4ae8otbxKW6L84laDiDual94icnousJ0XHyZ1qeWoCzOArA4juk5guAgr2nNV8nr2lO/ANngvgQpriDQwbKqeLoPEco4qTrFXPWN4InID/TCZAz7k+IlxRycz5Yy8rvzi/sb3DSu7QbramsVmoEj9ET4gKbZ9fnzsCIm4aICvQOYWs7W80W0c0ZhL6suJG6V+bdiOUckviHqetwmTLKuW8/ia68mpir7oPtB9q+ifuC1S3yZie0vo30lI0gxvBuAQWMij/KCn1UgPo/JzZlPszHQ+RP1CO35ZE2gILltL9Znx78V+z8QWbJjVoYy8SVDptXPuQjg7n6EU0U0G5+gPsD1m2yc/7ECX5kePITaajq9fAhmYcpYrnYe8X23kMtyt5d+oU3VNF9Iy8UIoqpbfDq3hgtvxL6OoGVKSxS3ZZycBnn7YPmxywbZEroxVXkJSrlLd9XMXt+h3AtKrMy2Rt01KSrb9oI3Q4lPSV2lMrvKgrm5WZUCAQHSUGdTvEVnPpsuO6uJyFY9BFXd/r9pYJQtS9MpwoqHAwJwKwUNwKMF0Y1Du6BXW2MtmvJE3pxQcAF44trTPyi4y7Ro7T9SiOzLSvDbQrKxkfyjYGrDgDLoi5YkZ0mKWKcGGruETxDbDWrNBAAzAV7kL/SK1WgUCWgy2zmkMRnLFyiXCWWtadLmoNxjyzidPmDp+6yA10bxLfA/n9MW8b0uk5F61SF/I9iHTvEVbSePzK/MFstv5WjBF4SEUKvJ9swCjuXFLcHK30lCduA/UJUfAKJdtfMvr6AjwSO6Y/J6eGIXML7OJUCsq3RCMANxSplDpcYwVxRb+UqVFOUjTGohG8sq/5Fprl+Zj0Gbt/JfqcatqXG1oq6lUArdVFFcRytdUVvvoLDRu0bL2nlYgtaBtqNqlW7JHpOxH/7x9iZPW90DqlVJadyKnoboq13RbO+sGvGV88jMZNB311GP+xabvVtDm9bV3o8I5hqDN3u2WEOTnpGir5mXRggVqUhjK+SZlXKijx2nEE5xCCHaCYliNczCXcNUm0de3oNMCu7xAFw6gaekNJVIDu5LXSXco2ijbh6NVTmXvWw3C61ysT+uKjhamqWY4ud062rBm0yFrw9TtKd+ub9LBsKrBqpd/0sxuvZeJjV6d1+ZwNLEbOgG505PatBtEubsdQi4gjwaQzBZcuGoel+mEuHocb+GXZ55CJoZ7n+4Jp/Bf3B6q/5iW32t9IhhPa58xeJPZ+kU0hXsr9qBMpD08E2cPn9qOh8ifqAzQMxLmufTrOkb3lvi9/9cHQwI01lk1LfzwUth/Ai3ecFbWtDq60FsoJYYRulWN+lu7t/1wg1rVF08njsgOr+Zh7QVIX9GLg5dzg/khS7Xst+oDo3t/nNM61iTDBg6So70DfTEJKGF235UPDcKXpADtgI5Tdais1pg2/Nh+BDCDopRFiUdhZcX3Ul+5FZmnMCBe0/H/IQ3BFQrm/1L678TLS6uK4l1eLekoaKWX8envK9FSiV2uAYgX6Pr1/T6EW+X1HSmz8afuHpdHtgB60MVhLY4KAWvAZUMwRACxwqaOqhEkQKkw0W6HKFuZTu/moM0a2Jz1PaZx6ipzYF1lIuGVpDYCqspWcM6UmLPVeapFmii2pR/BOfEABQ9bglhmkahXNarbGITRnnAo+MQhY8/sR1j+awt43i5RRt9b/TF3GyQVW+tMML9U9iW2h9jDEPgp6n5lSyVgHBbzMBbE7q/afm6LjnL7r/AKlTQDQF+ohhV0BqWdXvLWb9N+hCrFHqN9Stj7mm5YanxqKGmWuLfQWS6NexCv7sfD0Y8sBo9UAdawQBCdVgaZfmXGKqO9IiEz5xdaIV2GyUDuT3NRCwMLUXUkzrEpVIrttWZUrql+4dWf75g2k9rGABB0zDR9iwqeWkpQvfXnezc6Le3A9Dfxyi/XzmbN6sUrxvLo9M3AlOprU8tQq+8o6b5JezpKrm8y/UNNMXpL1Lg9YJBNXB9DxHftimD5Pv06Q7Kg610XDpLgk0L39KltM75vincFrl/G17QWuCzGscgu5ls/X/AJy13xoB8EQ0yw2MKaRWh2ygLi7rFLUGocMznKvQMl7EKexEiAum3Dm/EZbgApWpRukx2Ww3LlzcuEvUuHEuEq9Tnt8SxHjqhUXUk/3zB2S9iyzXxGVYX2v+pRsv5Z4RvZ+kdN/hERvhurt/ojQ17nWnTtOSfLJWaPy0m3MRPY1tyvMv2fiKOdzsUuRn6UhVzNmHRL9HEsL2ppjufMJDAwEN1DAJAxZ/mALle9FwjHneXJ7zT+7Gxk6UL8XLfcssv8QIZVj5gV7XcypXsCdD7lsI9j7cVldki9At4O8vRrCXUvNBrvUSoKMWvsQo1VMK0K4iXXW8xZ+/TdGwyutajrov2sN+hpurJnjib2V5lVx8QNo2dKlbVa6TpUqV6NTh59CEEgwc9Y7qW4mUd/ESeR9x+hSFRS5o7xjYzEKc0sxttoFTgspFoVig5SN759ogO47jpZ0UXAuZfprom/cV1Z0HpfcQERiwMzB1aYOqWRfLw44c20aI7GwqdsC1Ts1M4bTW/wA75XcZW1dnV0uDxF+P6joUcYJF37/6v7JcZdBYVrw4r+jwJfkHsRBn8FX5lQcSZgfBfzMA6LNdVftN3XVBi7a3v/nKalWqL9QDSgd4p3955l+h6E6zEeS35v36kmmCrZ6jLBSYlirbeWYl1D2Mn0l1mUZkqbcV1y40XmLGnDZGuF1dS5cKqGl+78QPAvtFCG0F6BYpZ2gX576s3k2HeL+2vNi2LeXFBBtP4f8AcFcK9iwXRfzAZyuW+A7xLr8TFH8Rg8AIM0aIi23TLs5ydYda81igZihaxd0BDsVHbM1aro6PVKhuF7HCZO0y435lMDS9TApm8tS07HmXLneIYYZgwgkRBqDk8R3LzC3HuCdDMccRe5B3TA80U7V60R00SLZW6177i3OldNAOtqfMOCMg2lKgvZRe5wYHQxKCypdLH5tekQ7glLimiXLAwULsDa2+7FiNwFF1UqsgZuKgYv260+fQVcIS4S/S2dYW8Tvvib+OihG8GnFf7iMJ9rPM9llG/wA/6R0VL4Be9f2TpKca/an+/OLWLz+xOgfev6iG35ZIKZ8vgn3y1i//AD1F/D4mrf6V98DZeqKLaqdRfhH/AMwi9B4iEYkNPKHPbFt3+tqjJZpb1lHjUNc3Fh3ZaF96gNV+fCvk+99oy4NbM8kQUt7WWAsLBKc5SI+wMSvSqBpMjVMEOmy1aq0KF8tSy1omEcJL5P5mZcJ7ENQfdEcdFuQE0iqsxunRgcHaNVoadQfNOzeLha12LW6FdDzVTZ/rHoReT/Uq2nKdIqRXZ47TeTmMsP8AsohMRo3KK1moegwU9AmLj9OkdPzNef8AUeoNSpDKVQKZml6X84LlP0WkwoC7C3vKMdqxD6cngURF6i+XjTc9W6I+kY7NwNa6E3VTNHNV5lZHuJNNI1wXjq3Gai013qobrFam0TeuKNiXLcG9EdnNIYvuiNWreWRXJRnOZlTu/gCA9vwoWq8+oCX5CiB3LnSn/ct1n9so0VvMyAUJO/2EfziBi+V3re/Uz3iCfqCwNeGXbt7y5fWW8y+npfoQhqvV0yXUzu1ZvrdEaLoWFgUBd0bdzkhqKweI3L0lATY3BWwXu3Fc6gLJA0A0zjCLeZTx9QBaqlmuiBuo74lAcpWGl5L0xzmCCL0prLattWEiYdU5WQreLqKqhFFaFEHLLHzKOTw/0hMbt0fo47I8L+BgOIFsgZdrkM1iHdjaMXgL4PzAxAjd5N8rm0kt3tpnIF4FZbdnlY8dvHoTLxxC85gTm76y6SnPM6tPWXdyrM7ly/TcuXqpdVF3gnWD2g6j11g6uZZuL5ph5z6IrqEFhm/tQwNOGZQyc4ebizaarvmVhxFC7S+FYPgrbCXaGHKsb2PWCu2NrgvhvcOg6seDMJFW/Nu/sqvWWRh25azS7vF9JWqIiI1msWrriUzrDCk3nWxslwb9D1sh6C6fxNRdi1FaK9zfuCYH8N+4NVX8ZiG32t9Ig0nz4vA3s/SHhf4/ag2T35x+Ps/tQceXRB+oeZPdkruHzLa/P+vDPjvmun8UOVx6BHVfxWFVsEwg2ByLjwnxEXcM/Xf2MQRVy8jhwrrBrtvb+pGVSzqMAGxfK/aPMX3WWbf2MvZrbku3aOCbDi/UFo/BP1ADRX4mYr1v1afwZf8APXJ4i0PY4mRfWYd2n5ehqfiyjb46SjJUrS5vDjhYK3oS7zyQqV2lSj0olykHUGLUcGOa8kTY8RRQdzX1Gy7hGwKc4Mxss2rUKlmyDQXLYIvCYqs1jPlirfB+eAaEAK2wLq8TAurAzVjvgAKZgUsCepUKOZce8o2ucwKeK7SlW6FX1MeW9/cZS+O68y3y/wCOoG4+w35lyn4pBbFXj9CFuPxNtS6+P0QYbR6/rxgdHv8AvJrAnfMaf9QaTTwcBfqcWIcGJZv8pfWXLl+ly5cuHovKfa/yG5uPHrtuCruR6e5uMABZXtGjVo2GkGizaJZ90r3/AF950l9z9wbSexnS+Ayjl8P+oh1eHhVWuFV+Tt3nTb2fpLdNALMHvpkfivrP2Tz/ALxVeDiqUrXpYbYxZ6zITD+4U6ZVXW4V0+IS5cvmX1Z2lnWCEshBl98QxKXmYQyXWiODHOJjQVWM8JdBXmDFW46z7+//AFLly+svicTc5jCX6Aui4iLFHVKmeB/ktF7fhvtNj/DcU8nhPpKN38TF2l9uC/6v90Ca+JlDT50wL/sQwYXzT0FtujPPKlxTHUD3IBeemyN1PiT9wroPH6Uv0c3rTeex7foiyrEQzpep2X1lOj5UBFWfc+0Rt/JcVt76t+oBr+/tNE/Y/Urg0uoGkANYlpzL7szjpDXpc6L+Mf7KhK9Lnwfon7luNy3Ky9U5lsaYGzrCroljeZY/pl3Q65lEKv1NwLmocQejfzDjxBzv038KJ9D0nSXHyLEc60gfUdhfpO57VgfBYzkPvgW4dFp/6mL4fMR0Per9It0bDTzfbr8sdXwhfmcuz7V/cW5o8fthZtjxX3KW/wBW7oD1bzMDxZ8p9o2ld9QxaxvUP9S4LdgQ1W+Za7bhzDUJcupcuEO8PW66w/mglSpVSvRY9f7P8nSU8Er/AOIzZXnEp2Xti6kb/rcLUKRXWeYPpL7YLp/e5bkL4FlvL/fSeX4eK+aJgnoqpvTydocS+0gv03uZTx+YxeHz/vL9fIf5HUFlt7PHb5hBc1TCA95crtAvm5Q0WvtOgkHoSyWXLzuGJfeLvDSD8Qbi9FJo8T4f9ek7+iqngr8wgzUGexfnP7S71L9B2hMMJxLr0O49pivONRegvRP9xGm8F/cOG/ssev7Hhkwr0jt0r0/yJdpfcxt2fnHN21nr/rOl71f1OivlEr9D5lt8/wDnqL4tdf2Qjqr4pBV52yC3D/fMW8Mt297yV23/AG2jvUIJRfysDHZe9vlZZu/ZViu18hlra/vfqAZA/vpNETsX6gtLwBF7Q47stl+lXuVUrpMLeh+T+oblQ9Kgvsh+Qw1FrctvoMzz6Y5xcFOczWzHbco8Tj19vQe0xMIb9BGe/oc/ClO9UcGXAwqQ2t5OIGgVm6S+z9J0l9jAiq98ZsAKfPIuHojw396wW1Q+Umn+NMcueERCbo9iQW4bir/upgwW73H8AQdIPyv2l+0dHMP5fJ9JhTuwfqExNO2Jf/0lsucy9T3l4thDUuE5hOnoPY+p/kISpUplLxKA7/HT/wBimCD3mgPsINpL+OsR2Xn/AHiWy/nrErUO8QV3Bg2WXLdP4V/UONPiIWyL4eTiWfpt4iu0389JamG68nVsGcL7cp174Tfo/B/aCap5/WZb/M92Nap69UViQMFPEdQlGuvMutZ8TfaclFzUwDqlN8y+8uX6LIuLlkuWNEsijsqXUTwza7Td7MUMy4+W4169BDbBeXH3v6nGIQhDEuELuUmypZ1xuwVHUVbv/eOoP56zTTuzAafYQfdCqPQHqD+kBBWwY7XCRXgvy8mkwfXsORtvt/2l+v5erLtF5WLtH5X9JS4/b9xE/CH62I0fDQUcJuM1tQK9XFNmdt9sVpyXSfjJt23sxAsUEVyJZCqQshv88P2IbIm3rzWcxe2rjNTfdr6xC208+g2DxJHksJ6oez+poX4/ygOj8BKOCWzwy2bJUqoqX0/Ar9zpKnmMJa3p9U/ClkOcukUndKmeJqrx7Sy88Si8fPSEIQ9DmE6TCd8PQnSO6JjHD2spLqXAulm3KYMOFPagNVz2kj6fkZH1XxfpCe71lXntKugd/wBZBNn6n66L2HZIigR0PfChwZlbM3RkJwUCpbp5zo6+BcyZ/wDvtgGz5P5NxNZM8QAnXNoKtJdSsDjTejPwtElgtlXQC1jF8HQTAs8S130hmSYOkurIqbWuFodRzqoFaTMVyhBsvRSHiktPYNcwhCX/AOD5iQVvEA2CW9UWrHXOhzw2wpOkQoINVJYjS24ErmFsIvEswIrd4pKIjoNG85EvVXBLFzWUWjyxERcNLKlCht178Qx2kLLX25sORpgLxEX/ABGyrxHcP3CaW+S/c3/3+8t0vj/SHDS9BB9J+Y8jfc/UeP2V/UR4fh47zNfkX2fpO4fH7Qp0pTjpxZx+Wa+DzMU1T2w4b+4lZo/KSykWYvie0PL1H1HeEr4pRWGmYUOe8rNvhU+XaWtldZYusVBGWRSWMslTmWMpBIMwaZfEsi6Td95r744ei9MPHdht8waURkXKrTdI6iD31VjJd7sYysnVGWimresE/tIhstCkGcYmHmWVd8AdjcANsKicqCjGBRZsilpKCQc5cLaUXiUG8dMbLjbCms2CzkjKuzOko0awg+StefSJng6HBiZXAJwF+BpK95MnEoUJUc1GOibqaomBcui2WggAl+QGQbazAm3HGatei1YWITaS03vBWuI8Efw3CLsqosGrDXXqS0u2mqvK6GIwp3JAzSogqqPYWjmNtNkUSMIV+zXLadwz9Y1RoMtGEuIxyxfiP9TpL5RJXQ+9NrXe/wCOLtn78jklDk+SRdhx5oytbxr/ALsZhKIxummAkgxYgdMSvQpWYn0IXUD9h74+OuMR6xzHFwAvZarUylLiNKN1fLmWFuu2rg219jFtv5b9QL+v8RLA+A/UNAfAJRqntK9L9K9OJv0N9v8ACM3Nypr0Nh1f1LO79UqVYPSNO9d5VNSuVllecRFrqTyX4nSEvtLg7lnoG+JbiDuXR6mJwua+U2+/p5gxZSSOfmnonXJ21rbd3jbmVnJELcbOc1ffc3qeH0gMCtDNruZb1xzLXKr+NQJsfEly/bZITo8GAnH4m2j6TfS6w21FJQ1rbnz5SnaB8nyn2jheMYa++A/UwfEprbF6pb1gvWDwwoqipc36noQlwly5cuXCDAucnC9vrQNHWUupXR+JX/wmmT3ieUvbNA/IfuP9d9wXT+9+50fZDBNP4Y9z4T9TT9r+pT1e7HSSbpr7f0lbyPcQE5vYwxV1yZDcZ3mq/wBy4Hu1hboXvDb15n6UXXYY6kXAzmrxDcF4l7B5lBslrVmCXWsXLeGpnGTvLg9Zi5jpMMo5gYNTFm4BAJhoiKJ49OV3WP5v0xy7l3MeC5E6Hu9VD3CoVvOzgWspwAt4EJnCxdmrtUumb11iyHZQlFXMLRUHXSWAoLSI7c5xH3vVLsViUMvfECXWBlQFesWA3gNsV0mZaRNO0c63qtHpA8UgXqgmzg4xBqwebbACTF3oqplzl5rC26DLjKsty0IZOiHfVWCUn6Lnclo41ZG/FYtDjwrCPTBBaMuk1umF/M6CzXYWkB9e+mR+HzEH/eZ0181gcUbbo/fml+p+6BeP3pXv2ESOX24XfvK7QzLdn4nu2TzJdVva/Sbaz3nH1eVh3r5T9xG38lyzbviwHqf3xBaB7f5QGqH2wLQ+wSgqg+JVT59OfSoHWbhKgydPqZSvJ6VLm5RQbhozhHyEqYQ1VjMBbzXaUoK1Uu3/ACZ5HeczBlfEIbmpcNQgy4QWoNVMe6/Q0e8+yJ9yYS4deIM6lbtcP+RU/JheWiIse5Brr6PuJVdcxlYrjYWlVVVXBmd7EKu0WqxJVcJy2UltvEBTmM76qqFXKu4jmeJDhBbxitrVjVGdx4v2cfkKB+IrDHYwgFrezKqqRZZTdlgGvGF+oA0eCpbYzcIMIS/Q9Llyw3CczxCEu/Q1L6TPSUuPxHG8ROxH2R0D5L9zo/3953Dx/tLNP4LBtN7y/JRPN8J+pSXadl/U8/346Ed0G/npK8L4RHcfYwH176YE6VfKoEq87EcXSnPLQA17gjXFUV6oSPrC59Mi0ZekSXlc/wCdMg9ucmTdiidoK1uck8JQO7yzLp+ZRvnmNGsD0It1jH4lJbh05l6ly8y5cH0sgxVLVi3bLbKmE3LLKX1IQ9C/l/mIPeD1ilw1PEUXpmMF93aXLuZdFzTXk1GoG9H/AEgml8Bnm+BfpEOV4eBjp5lHZ7W/RB9fMZVw+Zjo/MkPH88isujltamwD2fhJHQZeSnhkdT8cs4fH60t4/E9UXbajxAN5V9v7QLn9+QOV5eAcny37l+1e5cu2vlP1KcB/wB9JoD4L9QLQ+wgOh8Sg0S5cuogvBBuzlH0g9MtRWkaLu3iHZvYcpRwU50x2PSjLFuwPEWnYMWlpp1iwYuxlKVjOc5jlOLa16c5MYlAUzpGQ0a7KyJqXJIEsZXM0LOgkNTd2vUlygLsnVbKGWu0tdiFo4kc1erzUWKw6hoVyCU4gMzBfhdRgV0f4RlQhpebiCmqahfFl4iaSkyZO9Eq95hDc4z6XLly4OoQfSZizPIhn3EGX6Eb/d9mx0OqHR5BrivygXH70OX8+Tk9qsvKovk/cRbw+Iy9Yr+sIC2/l4BrJ5b7S7luoh+DoP1BaAeKlsJZLcW3Lg3UuXCXB4YQh6E1N6l8TggQF4iPSOknlqOo/JfuNiy/rrE9l5/3lWz/AL6xDcLptfQMA5vDceNvCfSdBvfg4X9+BRei9O2gDTerqVvQBTEGuHI8xQrAOJ2wg4zkvMYkII4UsThklyXlvLlbbVH2ZpBT0LuQ4RTNnWzBZ7w1mW6H3IJfeWVpMwpx4u50z78r8XXL+iOmIyN47lw86MBWHYuLVY+7N85lTVNJ6dfQ4hAPNcyuNwRcFVES3EpXee9VNUG7mYLLeYPaXLly4MV8QXEfWKDhM/DOB2+5cINS6Pdfg/2YQhuD1mUMw2wfzMy6LWjvifm8JMMLz/tEmh+wYXxWU68SarHh/wBYl3b/AI5QLd/ySRtH5ObNUO1+jLdHy4r6F3i2te4/UQffifrJfsetPNxk/EvIXsP7QfZ+A/eLfSH0c835T2kDbeQ+4phzK8vJyvCL9tfQwP8AfgPQf30gOjr+dQ1D8f5QeQvBJTVD4CUdkqaly5b63CXD0uXXouX6Og7/ANn6lQ3HbAZdPSX3tmP8lHS5rXPpqX6E3LhNRThFmCscN39Ufdl+gYU+cSUVegoG4ffk5yhG2fiVPSeB+0DDRNoagXN65o8dWsIscaRp66T7bn9EOSQwHaveDQfxdpS+3F9IAwU8YlvWWy5c+4QhLlw9L4h6D8y+kdwhLhqUyw3jzNUvIJRs3+OZ/PfuX6f2zoN7IJz33nZe1s4rvufqd98L+odT5sHGsRwt/fSULB/CIv0/sIu17qYG4fP+ss0fgfqW6HypU4velWj8t+pa6Jrn8EnAfvx1ynBG2rW2LsXVKnMDgdxQGd+IXwbiU4U8zGbaZem5bC5b6X0MuXrEuDB7QXpE3n0DOJd+GaPUgab9Fz+51I49eZQGGnR0ANMBVss0dOd0WqKi9x1jh40sWU4/pVKLWBt3zOM4WMrWAjklXtDuXMVHRKsvFxD20qgFNQFJvghU4UQ/EeWopQ3pV+4Lt+AxgvM7C/SA4XhYWab2/pFuk9jBWvnMjVh8xOn+MnT95y10fvTnx70jLs+maRyeyiRd/wBPMP8Amlbwf3zF+jj67+xiX2/x+kKLfwcAipoHn58VOzy37i+0/Mv2/ksD0P8AHSB6P2wHRHglGvwlHpqG/Q9DUPQj6XUuX6PoS4aTr/Y8zcJe0NYlC2W43LS/xLsyVEuxbObaqVddep6Df/i2XLrcTWYligFwe/pKfBHh7MVxS4Hm3UXx/wAh03x/2f1Mu4/76S+79uK/b/GGItfa/SB8v3466fc/cv2PIZqD4L9TSIeKhL5l+o+l9IS5ZPp63LhntLlwl1LmYXNLceZob5BKN/yd4nz/ANdZ/wDBy3T+86b+85a/DO5f46RHl92OgSjjaIbT/wB8k7V+P2l2n9jHR99MW698P3HgHuD9Q8XuuXjnWHeaA6BeZOqv+ek8R7uVxR7P9wC7ZRKhsDz49KlmTW5VrdOJnTonfI8TGuk3pycTMzL/APJ4hPCC6i45hqY54mZnknCd4uhCEx733f8AIQlwZdS4TLxLSl5alOz8l+4JpvAYd74F9JlaHMcb+1+kG0vxgNw+WQmlDp+5T9Q4ffU3Xj96S+7XFfsi7h9yaGW8MkTf9fMTzPH+U7R4ms2PiO/bfGNOV9xFjar44HU/MwGLfl/3AuH737lm7+6y/a+1g9H/AB0g4o/aSvReAlDX4QDg/ErtNelxmpzLQhv0uXFl+pLnMqKkOWP8dpxCWdll1alSkbziyD0ameM32gvl3XoQmIel+hNoplVMHD6NWaPFsWCKEGRasgKeadOmI/5Mr9/hwo4XvvI6r/31geV7/wC4MF28p/cvq3rsZSIq6FNMntNy4S4cS9y5dQh6DN+gvp1uGZv0sBnWAynpLrePMT0/IIhsX+uY+Q7Zb/khwv4YdD7Cz/5U/UQ/l/E7i8TL8Skef++kONf66SzT+0+0E18BgTXvpi/ReS/ceH8B+oxZu/alp/dn/wCm9OnoTt1ypEvXnQg6wVJ3HUlQ2wjZGmLXLChvPHSYXTiWctTd4xM+lVMzUzMy5fUgxNwvpFFmVbn5KThNIR0hx9g/cu4S4MJYmTtOAfKRLYv9cweqXwjAms/c+k6A/Dx1h7yBeUvxgPwe8rar5Gf9msPEPlptcfn9SKeifNAbj8SnP7CI6w+P+y7g8f5y7h8THNNr7T3MAcr7iLdr7P7nXfzMHFp5/wBwDhe9+5cZL5Vl+19jC5Qf10g9H7YHo/YjwD4mDiYlw9PMueYJgl+ly+j6LuMCOpr0JxBZdG+F/U1CC35Ijg46kelfMyUr7Ryty8VLtRR59Ll+ty5qEGaQdQdQq5lM+7Lbb3n0nEA5xymHWdaYBl/v7zv/APfWCz8v+s6J+f8AaFpZfKs6y+Qytp+AQHQPaY94Y9pfSWy5d4ly5feG4NzKXMy5c5IQlzpNTOMSuzFMlr3jrL2Eo3T/AFzL9LfQz/6ZPCeZ0b+Bf1Kubw/6gmmN0hTdJv76Tvf9dJwn90TFL7T7YJr3yRx/L/udL+bvOY+cu3+H+Qf/AIf5KeHx/wAl/wDg/wAnT9Gi/wDsZ875Sf8AcT1qvOSoMEc1wudwI0bhlhdwvRbvUyNa7wrCucwKrlDaZZr0qZhfoPaZqW9IomEGVFWIq80vL5j9AsXx9GEIZ9C+ksNtV1jqn2Sndh2wTT+9x4G+5+pVpL6f5xFlv4/aL6w+WQ/D7/6nRr5JDju7uL+I8kX0F90byv3oOX24Dcn4/wC4Pungy3h/vpH/AA47N/HO3be4fSWbfwiOun89Zyvf/wBZ11/z1guTy37l+w+6y3a+xgeikEsLwCcRV4II0+JR0mqxCXL9LhqVcITiPaW8y7lyrlV6blQ16VED4p8E6AfELlVBfVijZVXAs/aW8+0vrLADzDUv0IS/TW4QloeYYVc7Jh8Jpt1YvRWt1i81zO5/bvOx/LvMJafd/st2WCbf2gOvjzHA+yDGgeCUel69Ca9L6S5csgw36klbJk2jCF+o7ehbqU7jtF5Qiez8mP8Abfc/wD/so18CX6eeZ7L+o/4z/qd/2TdNv76TvMug3ibNmnt/2f0T7lhES0LBZuOj88uF/D3n9j+5/wBn/WaP5feH9L9wD+38zp/1d5339d4Dzlc1F1Jjhm7P4QTY+H+QoIpLy7yEq4L876mM2Sr7dJVbzLSpT195U1Pf1zC5d8S3pLYllrIoTpmHkE6nWKEaIZT6JW6mejKlbWFd5Xs/IJXlP2/7BdN4DAeL+Zoye/8ASdN/74Q4l9g+0H0XllbVM9kOL3qQKgTtyagVw+6/Up8fuQXZ9mQ5/mwavg/7i+jxIBKGgHPSEhAtF1fijUHEYcH/ABLN/MJ/T/uA7fPP+85Tvf8A3h1/k/uPMnz/AKQRtD5thpVdtLhzGDDQl+ID7soUnUlei9iG18ROwfEo6egpL9PPpUOTrGvKsaaZBygXAZufJW4YTLQIcjCqge4lKWHNjhldn26pcwRuw8scGqOX2Kesp4YG0BTHg7tlhVLfmBFhmmy4qYFuO99Col6wxVTd6zLaDWSF15jtZOYZUR6pMyWOz+hDKDaX0AIysiik3Div3wmEVtm8XGX9uT7OgB2gsplzR6I+Q/UIL8TKa6TcrBVoy3nU6IUHMv8A836XLg/+C+k3Jj4oug5ii6wX3IkloLa4rf3AHaYWm6j3FQxWFIKqEeFlwS5ZV9WhxRKrzFLMQVaKuCuiLdMzDwywrVvmX2Vh4a7rC3PEcHlsmi0fBZgG6flq0r4V5h2dAZVMok5CjjMdH+qb1AF6Xe4a2qdO0epXuMcNb+VNywca4hqURBhG5a6M/BBbxRFa2XQLJ8wQ7ASUaUClXeN+l9JhFg7c8V/2IBwd5OPEITJocJMjUt5jT8O6gt9AfiWddV2F461ETfTk0j3JQWDbARBNi8x3UaU3R+4amMNRhCH/AIuXXMsqKq69ySh2fiUYUycyuglSg4nE6wekuW8Qv1JUSm7PvwhqVXt0mbKl+08TNbmA1LC7gks4fTMJbMwidS0er9VivaOz1i9Ao9fqnAaSwwS9nRLHrUmy21rdbV3GxRSm8mxfeZbDV+sFawyvMXXp/bxiZda93GwrUp1qU7YM+gAHyXGH2i1vXywdSimjNN565blWbhlrNcPzAFUeMQa1LlykXxqlIULLlXKzcuxaDjc0CjJEsUFUKWXMll7kxsCPa5eBWEb/AHAES4atDQ1nec94Zs4ZmS7Q8mKqPLS2RRMkrLa4tlWg+24+NqVj3IIvNOOpAcp9AuEwUoXyIEDWh6n+5iRawC10pgGBkwhO2A7ww8ub6Rigx1NQ9LneNvosdvt+VJ1l8S6l9/TU5huEJqcy4TcuXYr+z3hLjFWxTZh8k8hXWJKvTLtAnMolGG7iXUplcoDySk95bxLem5cc5i6xai9IZezNvIRxTd9yK3YiDN7gsuD1l1B2y3iebmkXuEpcj7f9h1z2Q6p7yrV/ZfqHWf56S7S+P847/nw3A01QL7jo4XCo+4P3e/8Aqf8A1f8AUtHLFgHnUc98ujfjUW6UakRnFSuXU9tfshC3Ui2YADcC8qi0y3m0RCIAhFZ8yvJ9KPY3LBdOAKfcw6OtV/36dOYfH/YQ13H/AH0l123gMGXL7/4lOX+M7vI6v/fWf9r/AHjmrL/O5bz/AH7y/KxSnPk8z+T/AHP5f9z+T/c3X6OCdZnd+V3oXcjacHViBaY8L9cWcCf2q47krIqUrhvvP5P9zrf08wzKLg9EamNhWWZl17xYAXf4l9uTpcO5UuY49L1Ll+lvouKor7TEiv05e+bGOCKD6KMkQA7Y1vtKkxGjmutXqIAW6wDPUZ13g56AWgpQ76xnV9C+GIJUUx0bq3gXjMRfGcKSouwgaIO1bV2M7/8AkDy3O11sbcOdTPkJqXQPL30ZgfuK4tNp8qICMNNihYciry1DUcbq7Mq14SrX4Si9SjpDUJeoahxKIKudTFJ3pz8xZJc3dbBnzToLKJQcBUVRTfpcucwhqah6DLr0u46nMuXD1qcQnEyqo7xjkPi2I3+fPzCdXfn5lgKtBLq6U/dlHphwXf6fqEJYo5cSuhXtEEUXXEwpMdWY1eCZ6y0lsv0uXU94Ms6wSCRXHU+c5+82XaEpOGH9LZeRY37yytpTCIWVnJbBi9iK1c+Mq6lkIy6KOA07qYc0PQAiNboZ6x4masC2R5w6eYwiiYrYoKurFu4IlQdqrcUb6Ug1XRW7ElHqNiV8ciCpVWgTjDxLC7Ww4EU9MfMMabXVgVR8EMlWXKVyvflL9H0uXzLuG2D8y5cJbWYagS6ly2EuXLlTz6d529Lgwesv8TcNwm5zGX0lhvUEwbeIYodhmDAPVbOg5n1CABVQ9Fg7v5P6gwmFPNfUL5lVcU0t32hTv6g9ZXeUwyNy0+ZfrLfiWniXVWZiItYjzUQY9GM9tc38YoMG4vh+RJSXMpcGEO/WDVSyDfmDLlwesOJfo7LURp6Uy++oZL/KVb+YlOU/cgOfxICa/bDqvgw4X9yVZTL6zo/iz+P+EKHP+u0E0/8APSdL+fid6/vpKdP7p5Px/cOFPaFuo12vcZH/AG5LE1R/T+ZV/D+ZVy+IhGCKXNLy+jjqgBL3cvzNpKO7FyNvZr8wEQI9a17QDo76t2T/AKc//pz6ck3Cszwn7Q0Hf54Hhj+7+53st9dLDb/307oNxiiVxdW8MQWDqXy4eO8vlt2S/Xfrh4lDKCUQEIQD7elT8TFj3w3Bg8RC6WUDreveH/J/1D/iQIgL+1krj9/9QTXyMs0fmFtY/P6EA9l70HP8v/ZbxPBh0Hx/nLd+yGLtr4Q+kc1vA5V/vrDLgN/9JpQjuaP9hqGJ3Z1U/M67+01fUh/g0o18aC18CBa+FCa+ElZgfEoVp7QDi0r5X+pqr9LhcOsu19GVKeJT0lMLIJUPRQiORmmg9LLhtyTm4uWK5vR3CNLLly+DIm5cHBlYPMdM+x9KHmveCcs/q4wubFzDVw+YFsfMSwbxxmVfT3lBXlyEoaWkOs8Ne0vtLly5ZLuX6biudEwinC5lP1/cXZ1hBhHVOn4g/uXcGEIQ1GpdLcZqVJgFqvNdYZo0W1QtRfvKc3Yu7wqXwWWOnRzY260XuOmrUV4Xg2xmUAuNaeafNmoPcedJes96xLh6fRKFrDo9457AqkGyK5wKl4KBKQyl4FV5xMaZULAqosMCoK+lWUzW8GX09M3dRaHby8ROeqEFJTVRW3bouqKOymIm23VQBS3Z2cwZcIw/FHslSpazZLsPDqIvtKKruVZQDemBA9zeaDDhgYRqJkV8AcqGiBwvsYL63ZSiD9iKLsrdhSMLea6SYuFlvhqAMztJdotUo5pSoFHKLrglwK4aVqLdRVKvbwtBTrAS97oGJ3Vt2TAY2YKzbCilsIG71ZLSsQvjLCOHRWzBAreW3PoTmDdLFCC3U8Gr9+JkECsYv4JaQq6lG7xeYppX3X/soi3wp/8AYOjByjFhx70qUTfGckoZZ/O0v383/Jyn8/8AJV37TKH+0Ey8hd9A/qHXfLD1Yvlf7AQwqTOsV+pza+0zXRqIXn2qDwkElwfQnE8T3nlC4XOJ1nL1xcn88JSEUC4mXdNHzASdCtbaLlecRV9XaoquxR46wV90rbWfv2xuLJKtfhi6VWZS4iVmaDbOSxeI8PZeNkyAu+2JAuCoHXtwmLMkEuEKXW8LT5b6xIlR9QSwodDbzKym9UV3YrokDOd9dbsrsgMYsxo2FiOlxePijOjty5IgZugStZ/tLuUYeG0BxGZcZSBYUMc5zG1db6Ki38Sr6BjOnozjGblq9HJbVdl8rBhqYYcwpQ4fgyjgIX4IXfiUHquq3jPgVKPKAZUCtBgF6eg+iRjZV5myxltqV1DrWYaPpxAMlHsS/wAzllwWWy5cv1IcENygHoJcYG+IwctR+dVqmbl4vrXV8whMu8UepK/58kAAMBqV6HoxV3y/N+oHp0VhrUrhbvmLh6vPW5YVe+ICemlqXBZaS7ckN71KupYwR1qoJHfpZhj0GILq6S3sXLgwYK7v9PiX1lnUlnWVloDux2B8iUb+LBqp/Dcs1f2X0jwC8f4x4V9iBtL7D9xP+0huHy/6hwL3E2g6Md/ESHThdb6taPS7C4vLi/h90cQf8dJdTX5Sun/jrK3qkCSf9Hjre3/3Ow+Mt5n9dJz/AN/iOuoWPApgQGAxMPHFEVyIq3b+Ewvz8U/Usy/PIc7/AN9Yav7fM639/ed+/vrOo/37xW8/37w/j/uHW9Oserj/AHuGiGogNeYVnD4m6NmF3PBxLZNkoDdtf9IDpldaURyniMwdX/P+YB7pi8iq5dGEwgr+HMapG1mW82dmVu8VKEG0ly5Z6blSiu0og4YKheYHbG5imMHypd9t+gxRwvPUFn/xULq/AhZ+tB0hvhA6P2QHQPaYgy+suEuXLmuthM0CgJdzcCpzMy6zL1BYPaX6XLh6XBg+jLYTs/8AmvVlSpVSpVQh61DfoS+pB+IbYSgvGf1MTt5mFEPeWneVfeHpcNxl95bLeYM3B6R/+EL8DBv3+h6CEqtaYMIcQ9CXCX6LgGXcMw0zn0JUIQlpBm78+nM1OkrpCVKlXKlJKh4lelelSpUISpXoQlTXpc16JcqoEIrFeMwwc9VfQW3gmHX3CHoS5cuHoGKZRaimkyRFuMs6+geZfzL6zcVNQZtxNyq3F1nXJ7xPSe5P/rENSfuTKfeQ/wCyQ/6JOi/clVX8hM/7SV7H3id8HSdCvwz4PZlX/LKrL+EH/wCZyXvxKK/Wb8V8Qfj4w1v4wG7fhAq/SH/yQXh32gX+JKf8SD5p9iW0lb2IX1b8TjPxxo/ylNFnxKeb4n+ZiV1efxK2rnyRZo+Qm6yqV19RK6v4D/Znot8E/wDmH+wd/REf5Eym/wAEQ5b8f7BjX7Ex3+E/2f8Ayz/Z7h2lZ+gg3Y7E6bfEo6/OUtgBxtuIN2HrBWq13lL55mjBM+ZcUJdy4S7z6alwfTZ1LPpUVg68zL0bx4gRVdwDke8As/Myov8ANDq78w4vkl+2952z3l+vnZZp3nLuLNLUM5iKr6yoHtUDvnrA2W2pR7squ/eVzu52larENtSqA64l2XfmaIlYROO8dG9zzzN2cVKKXxBsQ28zVF2zveUm7hWLyvEMVUGinDLquUNyqp1lDRDaBQE1L8m8TNlrKVUz5cRXW14mCuTxFW+XEBE0c9RitHMOhoJV6x3JSGN8Sm8c7jRp5lp3xiWrJUvoe8pAs0zftKGx1OvGZY1+p3YiM0czdWZJnGKeZZqpQXX3NXXTpL9PEL3K3OmoTTE2mTCcS3pmEREHMFV0mBQviI+5mOqV51Ay2cyrzwSkwlSq9FRK8pS2G+IH4lU05YCOXcoNEqitkq9QOGaIclVA1isTWOGYa4IFjBgaqVdnriY0yrM8TcXa99S1trMu+6X0lov4BEEbLzzMFHSVdSw367gUCs8zAUamM08TdGSHz3lDdywv8E3EE4ogvLqpY4dJ1otJ55mkPBM7QpNxXsrMzzqvmJRBogWlt0SygDe5QWcsQqNt6mUTWZYazmZVvAanQlwAu83qF5HcqlVaaxLVb8Qx2uWY48uJfGD1qVkr8IqgDXMy6w9ZaVmg49KyrIzjkQvM6YbLKu4SHMxy6hzujhgw5xKTWbczOUEJTluVsvLuUPmV8iW9krhmVZvrCl1xEZXmKRBmpVFs3DSXc0noahrbLuUuDMj2laOsdThiBtN1PwWHITLy1OvbiYxfXEW66zpfEAJ0esRjO4N3LoxpibFzcziphyzqABZ1LtVgrMstS6qfSOe1kszWWsTVdtzy1W40l1bLpe3PiC6prGYLBw88ysO0U0c94uLM1N9g/M5KyMu6DiXTL5usfMSAb7xfBzzChaKvpMrReN19yzEAzefaDnTQ6mTRay143LN11lKlMw9idbz5hxj2lgstXEzlWya7StyjiVKvyTuhQ1iViiVKNJXoq8QfibLgbHmLchmVK46xxLw/UBxmZytcSy+CSuXEqy3jpMKtBDCohTPXczVe0rJ4lOOMShhu4dPTiXgnG/EMe7AdMnMM1buaMnicC7lcphgoQa6TkuGF+0KuVe+JvB7ywR5gdcweXiBmFYnBjM6HWDWXpC2r2S78SxS+kwtdVLeErlqNtXhmBpt3Nq4Dcc399piiuDEvTc08B3LyrCcsu/BKLtLxAWyqv8yxzxyS6w1m4Z1qCqrpKPepYLbhg3rhmKefEXpyQAqlwTXNSqTruNuqBuZahneZRzm5V0XqXWm2WDNL1ATcWpjMtlWKsMqpUrmXbHOpXMTq4m7niVzOt4lUniFC3NPzLuy8VLsEdwcZxM2PHMTw6S630hbQmzLGmHSy1G13MWiVTAKaxNZ6y693EsaGWo2ZS7obTELKOcblGjE2hxUvpKqn5h36SkFbuHTrDvqX1Nz/ACBXwwFy2kNWYZz1ZdfM3fSXsNnMOs4q8yr7WWK6cRXVGEnw6SzjpFZRxz3g0DvG1owVKxmZZF55mKOjFvgBmpeCy4F7bIru4hM4piu7xLBd2O5msdZVbxT1lnBW5dpuqOky+MsoQW0s4mGcpLMVaDi/+TyZ5qAiqsuDdiV0JY4vepnrCmnNzdIagttkvhgN9YmFmpZzAQalqZx1lFAFBEr31HvjiVUo/Po3WJQ4dTtKCVczSyszBYbqLdHDyQBaLzmDFXU2B+JXGxjLL10lUL5lGukyv8RBtz3jnPMoKVipfXLc6Rxb8zdSolqsLAWmVZjrBWRMKv4lVBlp2dZliqu8q6p1N5JTieSsyqwlaviA4U3xNqjPSZUxua9oFrxLSolbavia9iC4VMGgOIYVZziYawrMvdPxHyPMz8MxtBtUcYrmVMIXqYG4Na5loK6XHmGCnSxcBwkq7vmINFVziHBouY0F7uDoXqDRnfSbOb6yzlo6ss9GXnqzormCZATIsB7zAnVIFO7mt64Zbmse25m+U7sdJxVe5Mll1Kq2UtUXBezIwVvU25ZmVV95Wh0M/wBlROjh3NX+JgavjUwVecfiAtXWOZVoa3mBOg4pxBWlxbqUA3p5hfLmtSq8MoLqAMLa6jdllZm505jTnxEvtbKOGmVWUgG+pqYLslV8Sgw9ZWb/ACRFqoLw3ArZmV64lF21MfMAtrTKeMSh11lTha1ATvA+YJwdcneUKdLm15xM6vSSrXpAGq6Sr9oBfGqgCqajVgbYCWnEIG8ZgvFVUrAGr5h5K03uGlxHPJFcMAZYlizXHWOrVvOJVhempb3rrB1RLVFVWmWlgees2OrRDC1yRWtliSx98TQBXvKuiLOTXvFdqWcWTA6gl3nmZ053C0wXW5ZLvVKlaWlaLlj4lNKltUcyl06m8/MS0MK85JWpnM5SVSVqN8e0WrElihjtMUkvDiYAc2QBrtAWwluYrzEitBxAtZzMKEslLQ145inBs6ksqTJq5YsVMlSzDoy14xTNpZUpYMwolXV7OsyVfEQEYNDUDJTzC2WJaUeGUkV8YIU0mKiq2E+zM5rUC1Tud25h3xAz5JUuoU40XiUt0amEZdBFveDdd+JamFYqXpqcGldeYrDi/wATAXWj5mqvbLiHdeccS9jNTWeJhi96lFtW9YgaLzl4gJd86IarvK4NVKAyXMs8HBdXLrdDx0l3VbvTWI3oyvvKsGfLmXsrUzvWsS6UYDl5lcGsy5Vm+YcDfniUpmF61e2DVVnzLXIQbOsQ6POJa031grdcTqcy6LiXrma39Sr1iJdvBKrJ0h+WNV7y727l2o0S1BK6RUF4xEUUtss5wEpd9JabMwBFGzJAsDxBtdiVdDMMuaOZTlwkBcO+IFW88wK73DtMOd1rtAtD4jd0xsKfZlpxuB9Ym97Gc9YLu5gxxKOJlgaYri2b1LqGuJosNzXkzWWhzERRcTd/ia92ZTG5dXecZlVYcSxmTnx3ltlcS8MUEZwLx+Y0JKe84BVxKBl/kwB0My7x+YtC/mFMm3iZewixsYZVlVEBrlumZAhTKpb1xEtZ5g1UDJOBXGKmoeTKNVl1MtMbMMy92wp0YrEq67QLFYiaJazDdrBvAxNUNOYqYdYtHtmLGd+ZayZgbZ5My7slY3Kd7xM13lZx7ytpkgXcTl4g9ZltA1iZe8r1oqVee5TWJRa2rJLAsyyg7poPKXQB1hkDAOYBpSq7wE37QlOZSKph1jtAto0waJyS1w49LeNxbbvU5e83XaWqk0yq+ICXXMu2twWUx1ljVOnM1xKBHwzDrTBgXfDKNeZfSYr6Q0kqjyzLlByTP7lUdCOdUB24j5OCsNwARbLvMkt6nAeZdCTNyjfYxE2vJxBBQ5M41MPN7l5NjUtEvYm7vNsvQm50Ao63LCr2zBi1ss9zxLPQhSrydoCRh1lYHFmSrxCo4AxXEpoz7Q8XGyJjqXL2Nl1MRy10/cXAqpnmn/IgKCg0VFlT4shbhzLq2Xetxs6HMoLrlmsSunMTeIlVWCUK9SYd6cwXdf8AyFcMw3LrD7SuHO5yOCZuPaGwUrKFCsGJlrun4gpRazhOY93zAl9GUi52Ymgh5l7Vmp1QpfaBALWZRpG63BmtTVrwy9zDTWtzHBvcQunrKR6juHXnpFeL1As8pt94bSGGq25iIuMWzYc1zCjDNTWy91Mu0K8kyImZjdbl18TWW7jfkwehub1gGNLThnQ5/M1faJIarCwoym5bDBnSsrLDLd9ZhpWhNTAoWBu5acy7uukFavRLmsUy9CX0gtbhjGpfQsrEX3xzG6yXyTS6wUwegYcxVV769Zi+HWW8K6wT3m5FSxtS/EaqhdVRctUbsm7uq4Zdcq9pYVW3aHWWFGmV+Z0VlDidSULp3KS7z1hW2mJRa0DAYdDcNTSyV1yBuKV4vmVVckE3MjiUTNYAC8RG1M5mAaxLXTUKfaC3XH5heg4ltjo5lZZmo4pNM6d5QzDV4mF8dYhGmC7GtTLh7Q5sqWjQzeYjWeZd9paU0tzb4g+8sMMHSdAYZhLTdVqApA1x1l74JQITzu5lhdPSVze4Whi+rHQyww6bgUoXjBBQVb54lKX4l2+CsSwA3vrKsRpzqaclZxGhDqQat+YXza81qKQMVOstKDfWU/BFWi85zGuS84IIv+pm8eTxA4b8y/mVCzfTcwgZZhtrHVhmpaKKO5F/PEoKXjWNSrce0G/aAD/kLYWi8TVkQopkcT9RFn6gfMpFm9YjhIMLx0lDXTBKVZz36S09uSN2AWcnEVQNOIZqym5l2UcysjE7lo77TK04XKO6twNrV6zHh55m6gcVsczyXc1GeanRnjMpxZi2VpNVCmnUvRdMsA5t6QB1hi1dlS0OuYXf7RXeedy73FRgvOpWBdEu/cuhwmpl17y7w4zMOFqBu+Iqe/MpdcbII55JpzLcPiIJbg4vpKGDxGlGFscbW0FlaeZiBgrEwU3e4uWbcS57kdo2zNvSXfZEbzu9Swxe3MKfbUKadJ2mAZhU4XRKovbcu6HpAAe2XmWm8DtzB0Ny120MNreJnhMEYwLWYrLqa1uWWoqDTfNcTCxb35irLk6VE1zg7TWtSi73548S+nviUeNMaWzmdes9pct56ystMzbaMeA3MaqAELvqRQywaKhXbBw8zDyRLXVeJc7OYa5vpLFvXmW5HDx4iNKZx8yx8pgXOGY0pRfE37zOKmvqFcdNTDr3JZZWSNnvzMLHXWFPxmplVNlYWHRZrcoLWW4FtC5ggODfeatDjU3QKxmcpxPHvN6ceJizNQxg4njFuYZsMTDdziZdy8al1KyXLQBxFjJmNq+IFpGguCXjOYt5oLvEbXbrFCqzctQvH6hRZrpLOSrYNSn5Zg3RnrKcdI7bzxFV8HWdzdsOp8YjbK4uqZg671iWzfOpYou3mXW3PEDpcksKrbzDZ45gAnPRnVTAy71zNl1R2inxKCqwLn0ABjzFOJZ7TD5meGpqpgMcxv3TV1MuHU8R7dZrcS8ILpNkd4rKOTiINTGdyhg3TxFp75nBdwpYN114jbpca5peZglGiYKoqdnMu6EsxZKxh+YLqpdhjJDWCszeEusjxFR24lVlV2IXjxL6zDmqZhs1KbDphl2C87Jy53qGErNuYs0zHfZ6S7U6Sxsd1OKckutJl5i6l3hLxZuNNDxBqr4hbl8S68ko1Xuwa+Zgt3xUVZMqZg5z8TfrjpL6l56zhTipmu7qYU9eIWXfG5TgeZwvUtXj/Jl1zFKwWjvpMhnmXVcbl5zLczFjVwTUP3DsSqO/eXpTM6JLNOb3AG5hF+0BLWHPaXwaHfWZsp9ooJTT0uWrlthuUrMZqKmCC8yitWR4Llg07lVMGmUJOmZYXZcpwZHUae1xow25uLexXDElqujFStU0u5S2JqK9Lvcu9XBHTr8xsyOO8zcbZlf5g8k3vk3GhWLgRxLF8yitc5mDEoXpcrKs1N0pqUl6XLSmooZqY45ljxmDWTGZ4nkpvfWGpcbOzrLfMs2PaHBBTR7zDXmKWdZ0lOOJt34h01L0ENZlT3cSy96mUoyHWKFNRYS6ZbfhNsCWPSFlHlwdJfBxuU2LjvCcFECWYt6zLVe8rLeKlLcoKuNLzcHIEcUC63iVre1ovmb5163dVxBeM3iUiz4Tcq3rKV6USn/ZglZw74ifCFM3Euvmb9o0uSVWo4wl1vUUOfEQStXzNBeSINKZIKNdZi15qUIb9pqDtPiDYcMZlF1iWml9WCzFpXTOILRqr3FSnibmW76S64uWLiaxxLtxlg9SWDlRZjhmNTSzK/xKMytdncsvJKblmLgVtuUlLvvOZ0M5ps3BHUM2dIuWWcZSXdTp0mqvmZvW5RsHJBsOJdLNzheJQ74qJGgu9eJ3YlgHMBKsm1eGan3FsL1vG5ugNuY0WXXEvDWMYlWrk3BWGLYTZssl3Q7OIYu24dsQJuBbrfEvikYBd+zXPoLxzMi+ZfQlTWZeZ5nP/bheca1D8xPeZJbm9xaWb1OErjcToS00TAl0xuYVebhRXeYNSidrlBrmGLMCtsa4eOYIlLS6lqLNbhV1awMFcPzK31JeJnCOJdWPWCOyUC83qVHL8HBMtYpqVk6saOdysHUl1mXdS1amMXDNhvvKRtErx1mWr4hhWU/2eYtSxIJeC8EtcuGtShk2w2TmCiA1cs2E1uWWBtIN+ENuYW1WJ73UXJZi8S3oL7S1ymSILVfWALXTidG77yxrepd2NDojSXKoN4Ny0wxUMOrJatOP8mBoz0iVVs69OIdCneKrF/Eon+wQvtL6UXKTeGI9vEGoh7nf9TLviZC9TxiMunMPOJqbvmVVTJuWcbl1axvUtMuiX7XrMG5eB45grvF6qL1lqOpMusMI5PeUPQkqrJmCalcDTKS768TnWJaIcOql0NZsi4CoFxYy5n+yzl10gJzddY01fEu/mbJxL56Sy5ss6y61mDeoLMu8el6p5zGsRzuOKCD1xBmpa0uO0xuX1Ilpdx0GCtz4WwHUEGyCuxgI0tDKrHRpm8bY0b6yu+4Ult+ZdlrmQw7lDnNTOK1UMWPG5aYPeD3+JdniIrqywIYHeJgFyqqaF3feUJSb3niYK/K5h7e+4O+e5KqiZrGJXX7l+0s2mfaAuFqVWbr0u5iV1m94IbxMpiXeEplMrhl32HrKTPBxGkELOYUqpbmnU46TKt/EsC9o7sdzHYnWZWYUYivDx1hRe8vQ9JuzpLyXzHGR1FqqOJaVWLmTO5XRq4lucym+I6zitzobJdWoz3gU1e4ntMmHmeGdzEsLeJXSGZ3jVwxbpAJR8QbNXnIzBG67TBvmbhRUV2vtBvDguPD8w+U2OCXYo11l8L1mCk5jaC9y+TrKSarTA5ZDpKeyXgNJcRee0Aa4tmNCZqFut+IDEBPHvDRot7XMWtmWouiYdmaAD0LoIQMmc0bhRhtZzz0lYq6aKa+YVL8AR/cLU7MCiiGraF68zAGgpapq8IkAB1bUbFZ6N/qdDucD/s038yqqVftLY6Dp1Kl1jmXLiFjGnHNYZVYvMDealJv5mzFZlF7pTOZrTZzcs6YiLQLZY+8z+fxMOI33Su81QvvNKse0u9bOJ2W/UsTsS7KqrJXV1NazHd3jpMHaHbmLVWYgIEpOILp5lN0y2VZd1UFPeN9qlW0w6Q3OpN5JdYmtdJfWPAgqk5nTcocX0gNMyrqCnPMCkwWBbR2MuUM0ZqAjTCX8+sSop6OOIX5V8UZgbC6Vd4qJpoM5bIhRyG1sYE2FtgxQbe1VMBoHf9kXN7wUH6a/rCK7LIdHBYxlYrR7u4Bb3V2GGRxNKT8BH3nNa4jnU9uUwCgOAAhvP7wfe91lfqphqBxuknmOwHiRtuK9my96iSQqvonWFOxe8rgX3mX/ALM82MzxMlG7jTCUXuMtbGzd8SxmiuHeXZRnPXUtKsudqlWsZnSNCVzMh16Txi4tWJZNYMSnaFSslzOtjKoxxKHW4o5NM6U3LSCI48xCktwWyXs3FTuy2XXRjiZxmWMwvn2l1dzWRxLg8MOm6lrXI2QcQKo1eoCr0hnXt6G6sp4ydILJffFxKFcu4AFuiBqg3thWClvWBVSUFWhLyyx0+8vr+ExoJScCl8hf8fmKpd1oLlNqbeaz7Ika610GOx4NjRPxX0S5FY/i4sarlwt23GkuYhHiWTiUp0INtMA7hTUYcx75jIMlTOOqgLbUART5MrfHCWGyWxsy54Qa7VFEsToOOssVbAOTnmW6cy6V90QM1YyxfOJjnGNE1vMu7ekvlj0TpDvmYPETpmb3iXm9zGgqW30xFTOydxwzGOGodi4IVY6ywt5uY0fSuhctN8biHHxKZrCT7RDFTpcJEZD7Srxm5U8p3Z8TvE9n5gDd5dpuVLSVzc2Q+yOy/gMs6v2BfzHH3yVLcKJaizQIgTTyLC+rvoRwdfQD9Re/mTc/zKu7eWeZqXGPpU1DOpdQX2JuKjshGXBdSkjF/Ms7YU5ibubHENFrzxBi6uLZ3cdviK5uDNs7ly3nTGzxFq89I3ijEaVLqXfzL7+ZeklvMsiUZ4l98dJS1NnpUrJWCbm+ZeL3LmrqWYlltHm5deIEwSoqwrlb3hmtO1sTbRAdHMqys3ZPLU3w+z/YPP5rgOr+z/kFpfacZ/YP3OW+8aQvdimgvXP+zRE8Axez7QE5XzIVl/KxVlbywuyXLlFV3BvUYxbwM2esUUCCOP8AwyrjOZRz6MNl3g12sXBSuDKYVmYkuvRctOF1LHj3HWGll2ZQcHZLWmXVjcbWOOkeXoTuSlZuLWM1miUWoxFuVW8y+sp41O0zqfnEtSwe6U61OozZn2uVxVv84DR+YhF7ZgLr5yAv8LcC1etUP+R4xe0q6LPB/svw159Bf+pLdt94lu24cysu7KTbN5blruX/AOrl+gxkuc5BDTLnkTGUOSVL/wBoyrK+EGsxbm4elRoI+tR9BIFvSK++itxAoty5cuWkmolRi5gEuDLhWZyzSTl6EugfVCrhEuqdzKDXMO2BiOSt95zGXaa3PxAf4oFQf3KmEW8XAtJ90T0ntBYB32D9xevz/wCReivLc4z+X+zoJ4LhXeHgJ/0cX386LbT5ZcuMqG5dFIEUesOIMIr7EfQ/836EqE7YbgrxDUEY7CcS27olSsdWVWO4LYK9KgeiRjH1YMr4ip+0G/LCjMoxhuXMo8sqEdxgPHoGX6WeIrU5YHqDUTzauVly4MuL8vvjtryrLvf/AKuBe2S4JdR2R6elxjuYTcCzQuvToiVCXLq4pvof+j1v0AKlWS+4GbS4ivEqpWPVivfnUNsKMubh6PSVH0YejKTntsw8EZcuPpcqXll0d1tLg+l1GxQOvoKjcv0t9CH/AII+jXHEAie/oEq4+qy/QrLHMNFS5dTc6PSrUxm/+X1r0sNsS5gDUK7jsEs237R3I33LOsoi8Mp5ixukWsFqDcIErpH0pbojj0r1pHeOuUxoIRxL49MJcFdOpT9kuEuEI6l4cBAtIK8MuENy/S//ACepNpp3B4TKaizfpcYbh1BcpiVWpfpUq4amk/Mj/wCiXUup0Ja7/wDR6lKSaZRmGVjAOYrxizJQpdS5UYYWi1qMuLGbnsuK+hJcuoty6l36BY9UgQOhOy7Lly5cv0O06Q2HedCUuiXI2blz/8QALREAAgEDAgYCAQQDAQEAAAAAAQIAAxESEDATICExMkAiUEIEQVJhI2KAQ4L/2gAIAQIBAT8A3bzJpdtAIB9RaWmMssv9ZeXl4D9SYVYQl8opaJ9UYUWAQQfVGW/6itLS0tLS0xmOxZoKTn8JwX/hDScd02rS0tLTCYTCYTCYTFZgsxWWltvvGFm5QiDsktqZWS/WYTCWlpb3n8tkx/GH6Jh8b7Tdofom7bT+MP0R8dp/GH2CflL3W8A+SHYPjtHxh9iy7X4vsmHxh5b+7+O0fGH3kClvlLLlaOlEK9n0O2++aNIUqZ/dqcKIMAHjijj8e/Ng2GX7c9IKXsYiqzrdOkq0sFQ7r798sizy64eHXWkmTXPZZxKWTt+8dKGGUDUR+GUd8lQD8edMcusqBVdsO0xp36vD/W0dH3wt1cyy4X/fVCopSkaQ8pVctgNkeXWOqhnAgSmGS7/+cPl03H776lAr3iLSCfKPhl8dKWARye8Q0g3ylVlZUt7D99/44uT3l1xT17y8vyP5b4xwe8YqT092r5e/aEMvfdf3wWYIoSVRWfunjCjDvuVIfe/TVUpZt5GGqxD/AAj1XK9U8tsSr74qWS0Sq4VwElVnbq2h2RKkPvZsUQYQOwTwj1Hfvodqp4w+8juFsIGdUxKf7ytVZ2S6aHy2n8fcR1VHvC6FLYddFZl7QVWCuP5R3Z2udD5bTdofYs3fWzY3/bUUnPaIjNn/AKxkZO+jd9pu0PPbdAQUr/vGKrSxHdtXZmwOGodQiXTpHbJr6JmyuQ+MQ1ArkSrn8MtG77TdofYqdeoTpqr400Jp9I5u19KKu2YVJjVDcOPxSvy0bvtHxh9iqVJuvbVXxVDhGZma+n6YsKnSLlxf7lQ1MUy0bvtHxh2AGLWnBbKwhpOO6QI5wskrYZ2Xsu45yVLaq7KqAp0jli1ymOlMMXTHvED5OI+fwy0bbPKrqPwmafwhqsZm2eUNZzD+ofFLPBVqD84dkvdbFNSWNJAE8dcnDIAnjHZma50phi6Y9588rf8AxGpVPmGfx0fZMEb1XZSqDU5Gklu2vFcfLDyjli1zpTXJvOOGFW2fWGk/+T5+Oj7Jgj+UPqO11Qa3ZqP9Lrm/DSydJVZ2wy0QMzWEdHVrNOCwZ1z0fZMEfy1xaEMO8CMVvFRmhFlTeqtfAah/8OITVM+G1u0qtUb5NoJVpKtLIv1acJ1L2fR9kwR/LRTZpdo7Me8HRJSDlf6hy3na6oP465/DHUOwWwjOxW2pquUxPaB3Gj7Sx++imzXhditozZNeF7raB2C2EJv6NtpxZdoeUfvD9C3ba/KP3h+hbbfvD9Cdt4dR7x23h0vL+1STNrHtAicF2PePSUJkH3Xh91WZeo337Q/RHZMfxh+iPlsmP4w/RHZMPjD9E+0fGH6J+S/KYfGH6J9o+MP0T7R8YdLy+l/dfaMPuX5n2zyX95tkaH6I65qZflGheZy8vLzOZzOZzOZzOXmczaZzOZNMmmczmczl5nLzOZzNpnLy8yaXaX5AbTNoKrTjNOM04zQux7/9XWlpaWaYtMGmDTgtODBRgoqYKS4zhL7GLQK0waCk04LThThrMFmCzBZZZblvLy8y+NtL899bS0CMZg04TQ0rTCYLMFmKyyy2g0Gg5yeQm0Bvy3l4KU4c4SzBYyWlpaW5E1OyINE5DqfLkeJqYNgi3MNW5rTFZistqnP+XI8Gpg1//8QALBEAAgIABQIGAgIDAQAAAAAAAAECEQMQEjAyIEAEISIxQVATQhRSM0OAYf/aAAgBAwEBPwDbvOoiWTZf1Flmosr6ypCUmaBxr6lEJRfuRhhOJJRRP6pMhiy9hzsY/qkWXm/+oLzvac4r3mPHwl7zP5OD/cWPhS9pl7Vllllms1ms1msssvcnxMJ3Dz6Z4+LL3mN5o8Ji1rTNZqLLL77C41teHfqI/RQ8pzXShizwOYt2xvZrOiutc+lDEPLB5kBCzZXTeVj2LzvZT9ddV9GDzIZ3lfZwjeDah/sKSnWjzJzqGIlL/ZsfvDawucCHRRXZ3LTR77L5Q2of5IEMl9BXW3nDlAgLvXxyTluLkQ39UtRcvkWr56r9Vdb1aRuhO8nt4fEW97e3Q3RUhOY1IS2F5+56snt4XsIW985vkNS+BKtpOy5Zfr110YPCAhbV5vUPV8C1fOT1ah6hKt19dDWeBwgIW789nXTRWdDRgcYCFu/JXYVkuqunw/EXaeXceH4i76vkWlbvhmIXetSZQlHJbLPDEO+ooiorJbLPDcpERd7R+wlFZLZZ4fkLvmonpZFRWS2sHmLu2rkeq8mrKEqyWw8sHmQ764jdCd+2S2sHmQ7T1We+aVZ1LUJVk9KyWn4yW1h84EO4WbVyFlJxRcfcWn4yW1h84EO4X/ubQlWUuJfpI6dXlktlkecCGzZcS4i3F5ZtWLJ8fM9ItPxlDrea5QIC6Kzoo0xKjtV1VESrKXHzPT7icfjJbcBdol1VH2Fk3QtOmzVH0ZLaZh8RdolnUVLOo6haV7ZN0LSavTeS2mYfEXQ3Q3Re8ur02JRXks4v1UKUXktqSMPiLNH7D079Z16rzoqs6jqsqOS2pmDwgI9yhFFd5Cdy2mYHAX0MVHVtPiYHAXY12C2vgwOAvoVt+H4i+hW34fiLvKJOol+qhP1U93w/7i71+fStrA5TF9EthiMHkL6JbKMHmQ+iWyjC5kPoorawv8ou5orYXXWcOYvoltQ5wIfRLZZDmQ+iWwxkOUCH0S2GMXIhxF9Ctl5Q4iyrv1m4T/oNSXSxKTl5ChUTSUUUUUUUaDQaDQaDQaDQaDRE0Gg0FRKNMSolGmJoKKKKKK6GoseFBjwIMfho/wBz+NH+4vCQ+SOFCPtD/rDUXE1xNcTXE/JE/KflNcjXI19xqia4muI8WKH4iJ/IP5B+eR+aZrma5GqRfReVicjWXs1l6RuKNcT8sRTs1ms1SLkXIvJrJ5Tfq64qx5pWNV1/lPyH5ZH5ZEZ35PqRN5w61k8mT5dcePRDkT980vUT2ISuI+j2iN5w6rNUjXIssZPr9odECfLOPInn/9k=","mimeType":"image/jpeg"}],"timestamp":1771460590171}} {"type":"message","id":"f76bff97","parentId":"b0845018","timestamp":"2026-02-19T00:24:02.921Z","message":{"role":"assistant","content":[{"type":"thinking","thinking":"Michael sent a photo of a day labour docket from LF Construction Services. Let me read it carefully.\n\nThis is a Day Labour docket #1207.\n\nHeader:\n- Day: Tuesday\n- Date: 11/02/26\n- Builder: Stord Civil\n- Project: Parramatta\n\nWorkers listed (top section - names and hours):\n1. Anthony - $20.30 (hours? seems like rate)... wait, let me re-read. The columns are NAME, HRS, then more NAME, HRS on the right.\n\nLeft side:\n1. Anthony - $20:30 (this looks like a start time maybe?) - 7\n\n\n2. Rocky - 17 - 8\n3. Fieldy - 17 - 9\n4. Jack - 7:30 - 10\n5. Aidan - 17 - 11\n6. Rory - 17 - 12\n\nRight side:\n7. Tom - 9:30\n8. Integral - 9:30\n9. C.H - 9:20\n10. C.H - (hours unclear)\n\nLooking at the structure more carefully, those numbers 7-12 appear to be row identifiers, and the times listed are likely start times rather than rates. The right side shows additional workers with their start times, though some entries are incomplete or hard to read. Looking at the hours worked for each person across both dates, I'm trying to reconcile what's written in the hours column since some entries are ambiguous or seem inconsistent with the start, finish, and break times. For the 12/2 entries, I'm seeing similar patterns with Anthony, Barry, Fieldy, and Jack, though some of the hour calculations are unclear. Looking at the bottom section of this timesheet, I can see the totals and verification details—134 hours worked across the period, with Zac's foreman print showing 5000, a signed signature, and confirmation that all works were completed. I'm trying to parse the top section more carefully now, particularly those entries that look like they might be time notations or abbreviations rather than straightforward hours. Now I'm looking at the detailed breakdown for November 2nd—there's a table showing each worker's shift with start time, finish time, break duration, and calculated hours. Let me verify the math: 7 AM to 3 PM is 8 hours, minus a 30-minute break gives 7:30, which matches what's listed for most workers. Anthony's numbers are different though—7 to 5:30 is 10.5 hours minus the 10-minute break should be around 10 hours, which aligns with what I saw in the totals.\n\nI'm now starting to compile the data for December 2nd with a similar format, tracking Anthony, Earthy/Barry, and Fieldy's shifts.\n\nLooking at the rest of the schedule for that day—Jack, Integral, Aidan, Rory, Tom, and C.H.—most seem to have 9:30 hours worked, though some entries are harder to read. I'm noticing some inconsistencies in the handwriting that make a few entries uncertain, so I should flag those rather than guess. Let me verify everything adds up to the stated 134 total hours. I'm verifying the individual daily totals—Rocky worked 7:30 on one date and 9:30 on another to reach 17 hours, and Fieldy's split looks similar. Rather than getting caught up in the exact breakdown, I should just digitize this cleanly since Michael is likely sharing it for record-keeping purposes related to the construction 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"},{"type":"text","text":"Day labour docket from LF Construction. Got it digitised:\n\n**Docket #1207** — LF Construction Services\n**Date:** 11-12/02/26 (Tue-Wed, 2 days)\n**Builder:** Stord Civil\n**Project:** Parramatta\n**Foreman:** Zac 5000\n\n**11/2 (Tuesday):**\n| Name | Start | Finish | Break | Hours |\n|------|-------|--------|-------|-------|\n| Anthony | 7 | 5:30 | 10m | 10 |\n| Rocky | 7 | 3 | 30m | 7:30 |\n| Fieldy | 7 | 5 | 30m | 9:30 |\n| Jack | 7 | 3 | 30m | 7:30 |\n| Aidan | 7 | 3 | 30m | 7:30 |\n| Rory | 7 | 3 | 30m | 7:30 |\n\n**12/2 (Wednesday):**\n| Name | Start | Finish | Break | Hours |\n|------|-------|--------|-------|-------|\n| Anthony | 6½ | 5 | 30m | 10:30 |\n| Earthy | 7 | 5 | 30m | 9:30 |\n| Fieldy | 7 | 4 | 30m | 8:30 |\n| Jack + Integral | 7 | 5 | 30m | 9:30 |\n| Aidan | 7 | 5 | 30m | 9:30 |\n| Rory | 7 | 5 | 50m | 9:30 |\n| Tom | 2 | 5 | 30m | 9:30 |\n| C.H | — | — | 30m | 9:30 |\n| C.H | — | — | 30m | 8:30 |\n\n**Worker Totals (top section):**\nAnthony 20:30 · Rocky 17 · Fieldy 17 · Jack 7:30 · Aidan 17 · Rory 17 · Tom 9:30 · Integral 9:30 · C.H 9:20 · C.H ~9\n\n**Materials:** Tools + ute (2x days), laser, hoover\n**Total Hours: 134** ✅\n\nSome of the handwriting on the 12/2 entries was a bit rough — anything I got wrong?\n\n[[reply_to:1885]]"}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":10,"output":2962,"cacheRead":24841,"cacheWrite":1431,"totalTokens":29244,"cost":{"input":0.00005,"output":0.07405,"cacheRead":0.0124205,"cacheWrite":0.00894375,"total":0.09546425}},"stopReason":"stop","timestamp":1771460590174}} {"type":"custom","customType":"clawdbot.cache-ttl","data":{"timestamp":1771461197737,"provider":"anthropic","modelId":"claude-opus-4-6"},"id":"daac2e77","parentId":"f76bff97","timestamp":"2026-02-19T00:33:17.737Z"} {"type":"message","id":"c50ec4ec","parentId":"daac2e77","timestamp":"2026-02-19T00:33:17.742Z","message":{"role":"user","content":[{"type":"text","text":"[media attached: /root/.clawdbot/media/inbound/1449e37f-3599-4a36-a2e7-c0bddae1d8aa.jpg (image/jpeg) | /root/.clawdbot/media/inbound/1449e37f-3599-4a36-a2e7-c0bddae1d8aa.jpg]\nTo send an image back, prefer the message tool (media/path/filePath). If you must inline, use MEDIA:/path or MEDIA:https://example.com/image.jpg (spaces ok, quote if needed). Keep caption in the text body.\n[Telegram Rocky and Rivet id:-1003505625266 topic:6 +9m 2026-02-19 11:33 GMT+11] Michael (7377499346): \n[message_id: 1887]"},{"type":"image","data":"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","mimeType":"image/jpeg"}],"timestamp":1771461197737}} {"type":"message","id":"1fab78da","parentId":"c50ec4ec","timestamp":"2026-02-19T00:34:03.228Z","message":{"role":"assistant","content":[{"type":"thinking","thinking":"Another day labour docket. Let me read this one carefully.\n\n**Docket #1208** — LF Construction Services\n**Day:** Friday\n**Date:** 13/02/26\n**Builder:** Stord Civil\n**Project:** Parramatta\n\n**Top section - Worker totals:**\nLeft side:\n1. Anthony - 17:30\n2. Rocky - 19:30... or 17:30? Hard to tell\n3. Tom - 9:30\n4. Rory - 9:30\n5. Aidan - 9:30... or maybe different\n6. Fieldy - 17:30... or 18:30?\n\n\n7. (C.H) Pat - 9:30\n8. (C.H) Shane - 8\n9. Hus - 8\n10. Madi - 8\n11. Integral - 8... or maybe different\n12. Donal - 8\n\nNow looking at the detailed breakdown for 13/2 Thursday with the hours table. Anthony's entry shows some confusing notation in the hours column — it looks like it might say 41:30 but that doesn't make sense, so I'm trying to figure out if it's actually 9:30 or something else entirely. Looking at the rest of Pat's entry and then moving into the 14th, which seems to be the next day. Pat's shift details are a bit unclear on the start time, but they finished at 6 with a 30-minute break and 9:30 hours total. There's also a separate C.H entry showing just a 7 finish time. For the 14th, I'm seeing Anthony, Rocky, Fieldy, and Hus all starting at 7 with what looks like a 3 o'clock finish (though the notation is a bit ambiguous), no break recorded, and 8 hours each, with Madi's entry starting but incomplete. Looking at the hours column more carefully, those marks after the 8 might be indicating 8.5 or 8½ hours. And if the finish times are showing 3pm and 5pm, that would make sense with a half-hour break factored in. Let me check the totals section to see if that clarifies the pattern.\n\nNow I'm examining the materials list and total hours recorded. The total shows 130.5 hours, though there's something crossed out above it—possibly 140. The label says \"Total Loss\" which seems odd for a timesheet, so it might be \"Total Hrs\" in handwriting. Looking at the individual worker totals, I'm seeing times like 17:30, 19:30, 9:30 for most people, with a couple showing just 8 hours, though some of these are hard to read with the handwriting.\n\nI'm now working through the math to verify the total. Adding up all the individual hours—converting times like 17:30 to 17.5 hours—I get 130.5 when Rocky's time is 17:30, which matches the total shown. So that confirms Rocky's entry is 17:30, not the 19:30 I was initially uncertain about. I'm working through the hours more carefully now. Anthony's shift on 13/2 runs from 7am to 5pm with a 30-minute break, which gives 9:30 hours total. For 14/2, everyone starts at 7 and finishes at 3 with no break listed, so that's 8 hours—makes sense for a shorter Friday.\n\nLooking at the rest of the 13/2 entries, most people follow the same pattern: 7am to 5pm with a 30-minute break equals 9:30 hours. Tom's finish time is a bit unclear, but the hours still work out to 9:30. Pat seems to start at 8 instead of 7, and there's an incomplete C.H entry that I need to figure out. For 14/2, Anthony's shift is 7 to 3, which I'm still filling in.","thinkingSignature":"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"},{"type":"text","text":"**Docket #1208** — LF Construction Services\n**Day:** Friday | **Date:** 13/02/26\n**Builder:** Stord Civil | **Project:** Parramatta\n\n**Worker Totals (top section):**\n\n| # | Name | Hrs |\n|---|------|-----|\n| 1 | Anthony | 17:30 |\n| 2 | Rocky | 17:30 |\n| 3 | Tom | 9:30 |\n| 4 | Rory | 9:30 |\n| 5 | Aidan | 9:30 |\n| 6 | Fieldy | 17:30 |\n| 7 | (C.H) Pat | 9:30 |\n| 8 | (C.H) Shane | 8 |\n| 9 | Hus | 8 |\n| 10 | Madi | 8 |\n| 11 | Integral | 8 |\n| 12 | Donal | 8 |\n\n**13/2 (Thursday):**\n| Name | Start | Finish | Break | Hours |\n|------|-------|--------|-------|-------|\n| Anthony | 7 | 5 | 30 | 9:30 |\n| Rocky | 7 | 5 | 30 | 9:30 |\n| Tom | 7 | 1½? | 30 | 9:30 |\n| Rory | 7 | 5 | 30 | 9:20 |\n| Aidan | 7 | 5 | 30 | 9:30 |\n| Fieldy | 7 | 5 | 30 | 9:30 |\n| (C.H) Pat | 8 | 6 | 30 | 9:30 |\n| (C.H) | — | 7 | — | — |\n\n**14/2 (Friday):**\n| Name | Start | Finish | Break | Hours |\n|------|-------|--------|-------|-------|\n| Anthony | 7 | 3 | — | 8 |\n| Rocky | 7 | 3 | — | 8 |\n| Fieldy | 7 | 3 | — | 8 |\n| Hus | 7 | 3 | — | 8 |\n| Madi | 7 | 5 | — | 8 |\n| Integral | 7 | 3 | — | 8 |\n| Shane | 7 | 3 | — | 8 |\n| Donal | 7 | 3 | — | 8 |\n\n**Materials:** Tools + ute (2x days), laser, hoover, guillotine\n**Total Hours: 130.5**\n\nNot signed yet — no foreman print/sign on this one.\n\n[[reply_to:1887]]"}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":10,"output":3063,"cacheRead":26272,"cacheWrite":4304,"totalTokens":33649,"cost":{"input":0.00005,"output":0.076575,"cacheRead":0.013136,"cacheWrite":0.0269,"total":0.11666099999999999}},"stopReason":"stop","timestamp":1771461197740}} {"type":"custom","customType":"clawdbot.cache-ttl","data":{"timestamp":1771461422985,"provider":"anthropic","modelId":"claude-opus-4-6"},"id":"8e29c8b7","parentId":"1fab78da","timestamp":"2026-02-19T00:37:02.985Z"} {"type":"message","id":"7bc44340","parentId":"8e29c8b7","timestamp":"2026-02-19T00:37:02.992Z","message":{"role":"user","content":[{"type":"text","text":"[Audio] User text: [Telegram Rocky and Rivet id:-1003505625266 topic:6 +2m 2026-02-19 11:36 GMT+11] Michael (7377499346): Transcript: Tuesday is the 10th. And uh... Tuesday is the 10th, and so I worked total hours 7.5. Wednesday, total hours 9.5. Thursday, 9.5. Sorry, I'll go through that again, right? The 11th of the second, which is... Wednesday, 7.5. The 12th of the second, 9.5. 9.9 and a half, yeah, 9 and a half. 13th, 9 and a half. 14th, 8. That's it. Saturday is the 14th.\n[message_id: 1889]"}],"timestamp":1771461422985}} {"type":"message","id":"22311e71","parentId":"7bc44340","timestamp":"2026-02-19T00:37:24.536Z","message":{"role":"assistant","content":[{"type":"thinking","thinking":"Michael is giving his own personal hours for the week. Let me piece this together:\n\nHe's clarifying the dates and his hours:\n- Tuesday 10/2: He started to say 7.5 but then corrected himself\n- Wednesday 11/2: 7.5 hours (this matches docket #1207 where Rocky did 7:30 on 11/2)\n- Thursday 12/2: 9.5 hours (matches docket #1207 where Rocky did 9:30 on 12/2... wait, let me check)\n\nActually wait - docket #1207 is dated 11/02/26 (Tuesday). But Michael says Tuesday is the 10th. Hmm.\n\n\nLet me re-listen to what he actually said. He corrected himself mid-sentence and gave the proper breakdown: Wednesday the 11th was 7.5 hours, Thursday the 12th was 9.5, Friday the 13th was 9.5, and Saturday the 14th was 8 hours.\n\nNow I'm noticing a discrepancy with the dockets—docket 1207 says Tuesday for 11/02, but Michael just said the 11th is Wednesday. If those dates don't align, I need to figure out what year we're looking at and verify the actual day of the week for February 11th. is Friday.\n\nIn 2026, Feb 11 is actually a Wednesday. So the docket #1207 header that says \"Tuesday\" is wrong - it should be Wednesday (or Tuesday was the 10th and they wrote the wrong date). Michael is correcting this.\n\nSo Michael's week:\n- 10/2 (Tue): Not on the dockets? Or maybe the docket dated 11/2 covers Tue-Wed (10th-11th)?\n\nActually wait, re-reading: docket #1207 covers 11/2 and 12/2 (two days). Docket #1208 covers 13/2 and 14/2 (two days).\n\nMichael is saying his hours were:\n- 11/2 Wed: 7.5 (matches Rocky's 7:30 on 11/2 in docket #1207)\n- 12/2 Thu: 9.5 (matches Rocky's hours on 12/2 in docket #1207 - I had listed 9:30)\n- 13/2 Fri: 9.5 (matches Rocky's 9:30 on 13/2 in docket #1208)\n- 14/2 Sat: 8 (matches Rocky's 8 on 14/2 in docket #1208)\n\nTotal: 7.5 + 9.5 + 9.5 + 8 = 34.5 hours\n\nHe goes by \"Rocky\" on these dockets - that's his site name. His initial claim about Tuesday the 10th being 7.5 hours was corrected when he realized the dockets actually start from the 11th.\n\nSo he worked Wednesday through Saturday (4 days), not Tuesday through Saturday. And the docket header labeling 11/2 as \"Tuesday\" is a mistake - February 11, 2026 is a Wednesday.","thinkingSignature":"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"},{"type":"text","text":"Got it — your hours for the week (you're \"Rocky\" on the dockets):\n\n| Date | Day | Hours |\n|------|-----|-------|\n| 11/2 | Wed | 7.5 |\n| 12/2 | Thu | 9.5 |\n| 13/2 | Fri | 9.5 |\n| 14/2 | Sat | 8 |\n| **Total** | | **34.5** |\n\nQuick note — docket #1207 has \"Tuesday\" in the header but 11/2/26 is actually a Wednesday. Minor error on the docket.\n\nAll matches up with the Rocky entries on both dockets. ✅\n\n[[reply_to:1889]]"}],"api":"anthropic-messages","provider":"anthropic","model":"claude-opus-4-6","usage":{"input":10,"output":1154,"cacheRead":30576,"cacheWrite":3208,"totalTokens":34948,"cost":{"input":0.00005,"output":0.02885,"cacheRead":0.015288,"cacheWrite":0.020050000000000002,"total":0.064238}},"stopReason":"stop","timestamp":1771461422990}}