From 5fbf64327fd0d755c7bec4e999cfa5e519d91ed1 Mon Sep 17 00:00:00 2001 From: jakechai Date: Fri, 9 May 2025 11:37:53 +0800 Subject: [PATCH] v1.9.9 1. Add Florence 2 to Auto Prompt Workflow. 2. Add Segment Anything 2 to Detailer Workflow. 3. Add Flux Fill to Flux imgen group node and workflow. 4. Add RoughOutline_JK node to generate motion outline. 5. Add OpenDWPose_JK node to combine openpose and dwpose. 6. Add Wan Video main workflow and module workflows. --- README.md | 44 ++- Workflow/ComfyUI/All Nodes-JK.json | 2 +- .../Main/JK_workflow_Video-FramePack.json | 1 + .../JK_workflow_Video-Wan__SkyreelDF.json | 1 + .../Main/JK_workflow_Video-Wan__VACE.json | 1 + .../JK_workflow_Video-Wan_img2vid_flf.json | 1 + .../JK_workflow_Video-Wan_img2vid_ref.json | 1 + .../Main/JK_workflow_Video-Wan_txt2vid.json | 1 + .../Main/JK_workflow_Video-Wan_vid2vid.json | 1 + ...JK_workflow_img2mesh_Hunyuan3DWrapper.json | 2 +- .../ComfyUI/Main/JK_workflow_imgen_Flux.json | 2 +- .../ComfyUI/Main/JK_workflow_imgen_SD15.json | 2 +- .../ComfyUI/Main/JK_workflow_imgen_SD3.json | 2 +- .../ComfyUI/Main/JK_workflow_imgen_SDXL.json | 2 +- .../Module/JK_module_00_AutoPrompt.json | 2 +- .../Module/JK_module_01_ImgGen_Adv.json | 2 +- .../ComfyUI/Module/JK_module_06_Detailer.json | 2 +- .../Module/JK_module_Video-AutoMask.json | 1 + .../Module/JK_module_Video-AutoMotion.json | 1 + .../Module/JK_module_Video-AutoPrompt.json | 1 + .../Module/JK_module_Video-Control.json | 1 + ...JK_module_Video-Upscale&Interpolation.json | 1 + .../JK_module_Video-WanExplanation.json | 1 + __init__.py | 6 +- nodes/jake_upgrade.py | 266 ++++++++++++++++-- pyproject.toml | 2 +- 26 files changed, 310 insertions(+), 39 deletions(-) create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-FramePack.json create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-Wan__SkyreelDF.json create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-Wan__VACE.json create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-Wan_img2vid_flf.json create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-Wan_img2vid_ref.json create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-Wan_txt2vid.json create mode 100644 Workflow/ComfyUI/Main/JK_workflow_Video-Wan_vid2vid.json create mode 100644 Workflow/ComfyUI/Module/JK_module_Video-AutoMask.json create mode 100644 Workflow/ComfyUI/Module/JK_module_Video-AutoMotion.json create mode 100644 Workflow/ComfyUI/Module/JK_module_Video-AutoPrompt.json create mode 100644 Workflow/ComfyUI/Module/JK_module_Video-Control.json create mode 100644 Workflow/ComfyUI/Module/JK_module_Video-Upscale&Interpolation.json create mode 100644 Workflow/ComfyUI/Module/JK_module_Video-WanExplanation.json diff --git a/README.md b/README.md index 9ee6780..2fbe4c8 100644 --- a/README.md +++ b/README.md @@ -5,7 +5,7 @@ Feel free to join my [Discord server](https://discord.gg/2XC3w9as2f). If you like what I share, please support me with [PayPal](https://paypal.me/jakechaikefu). > [!NOTE] -> - ComfyUI frontend starts the [deprecation process of Group node](https://github.com/Comfy-Org/ComfyUI_frontend/issues/3441#issuecomment-2814386708) in v1.17. Please stay in v1.15 for now until they release the Sub Graph, which replaces Group node. "embeded python.exe" -m pip install --force-reinstall comfyui-frontend-package==1.15.12 +> - ComfyUI frontend starts the [deprecation process of Group node](https://github.com/Comfy-Org/ComfyUI_frontend/issues/3441#issuecomment-2814386708) in v1.17. Please stay in v1.15 for now until they release the [Subgraph](https://github.com/Comfy-Org/rfcs/blob/subgraph/rfcs/0000-subgraph.md), which replaces Group node. "embeded python.exe" -m pip install --force-reinstall comfyui-frontend-package==1.15.12 > - ComfyUI frontend breaks the Impact-Pack Switch(Any) node. Though it's been fixed in the latest version(v8.12), but it only supports comfyui-frontend-package>=1.16.9. Please switch Impact-Pack to v8.8.1 In the ComfyUI Manager which works fine with Group node while comfyui-frontend-package==1.15.12. Here's my other product [UI for ComfyUI API](https://chaikefu.gumroad.com/l/ComfyAPIUI) using my ComfyUI API workflow. @@ -141,18 +141,24 @@ Please check the [video](https://youtu.be/eyjy10T201M). 2. Add Get OrbitPoses From List JK🐉 node. Replace Get CamPoses From List node of 3D Pack. 3. Fix HandFix workflow issue. 4. Update Get Mesh 3D Data workflow using the new Load 3D Node. + - 2025-03-22 - v1.9.7 1. CR TriMesh Input Switch JK🐉 added for Hunyuan 3D Wrapper workflow. + 2. Add Hunyuan 3D Wrapper img2mesh workflow. + 3. Updage MV upscale and refine process for img2mesh workflow. -- 2025-03-22 - v1.9.7 -1. CR TriMesh Input Switch JK🐉 added for Hunyuan 3D Wrapper workflow. -2. Add Hunyuan 3D Wrapper img2mesh workflow. -3. Updage MV upscale and refine process for img2mesh workflow. - - 2025-04-05 - v1.9.8 1. Cleaning up the codes. 2. UI for ComfyUI API released. 3. Update Seamless Texture workflow. +- 2025-05-09 - v1.9.9 +1. Add Florence 2 to Auto Prompt Workflow. +2. Add Segment Anything 2 to Detailer Workflow. +3. Add Flux Fill to Flux imgen group node and workflow. +4. Add RoughOutline_JK node to generate motion outline. +5. Add OpenDWPose_JK node to combine openpose and dwpose. +6. Add Wan Video main workflow and module workflows. + ## Installation 1. `git clone https://github.com/jakechai/ComfyUI-JakeUpgrade` into the `custom_nodes` folder - e.g. `custom_nodes\ComfyUI-JakeUpgrade` @@ -191,6 +197,7 @@ Please check the [video](https://youtu.be/eyjy10T201M). > - Files in the replacement folder need to be updated by hand if needed. ## Video Introduction +- Wan Video workflows: Youtube(WIP) | Bilibili(WIP) - img2mesh Hunyuan3D Wrapper workflow: [Youtube](https://youtu.be/g94Jufz9Znw) | [Bilibili](https://www.bilibili.com/video/BV1w7ZMY2Ehp/) | [portable ComfyUI v0.3.27+pytorch 2.5.1+cuda 12.4](https://drive.google.com/file/d/1rUchssRRdqLQtu0A-OCkKKLU8_bd0y8q/view?usp=sharing) - 1.8.x Update(Group Nodes | Detail Daemon | Crop and Stitch | Stop At Clip Layer | ControlNet Efficiency Mask | ControlNet Loader | "None" selection for IPAdapter Loader| Imgen workflows | API workflows | Krita workflows | Get Mesh 3D data): [Youtube](https://youtu.be/pwHsGnn0zsg) | [Bilibili](https://www.bilibili.com/video/BV1J3cuenEE2/) - txt2img&img2img workflow: [Youtube](https://www.youtube.com/watch?v=PKnxhFZNu2c) | [Bilibili](https://www.bilibili.com/video/BV1h6421f7AQ/) @@ -224,6 +231,13 @@ Please check the [video](https://youtu.be/eyjy10T201M). - [JK_workflow_img2mesh_Unique3D&Wonder3D&Era3D](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_img2mesh_Unique3D&Wonder3D&Era3D.json) - [JK_workflow_img2mesh_Zero123&SV3D](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_img2mesh_Zero123&SV3D.json) - [JK_workflow_img2mesh_3DGS](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_img2mesh_3DGS.json) +- [JK_workflow_Video-Wan_txt2vid](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-Wan_txt2vid.json) +- [JK_workflow_Video-Wan_img2vid_ref](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-Wan_img2vid_ref.json) +- [JK_workflow_Video-Wan_img2vid_flf](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-Wan_img2vid_flf.json) +- [JK_workflow_Video-Wan_vid2vid](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-Wan_vid2vid.json) +- [JK_workflow_Video-Wan__VACE](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-Wan__VACE.json) +- [JK_workflow_Video-Wan__SkyreelDF](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-Wan__SkyreelDF.json) +- [JK_workflow_Video-FramePack](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Main/JK_workflow_Video-FramePack.json) #### Module - [JK_module_AutoPrompt](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_00_AutoPrompt.json) @@ -245,6 +259,11 @@ Please check the [video](https://youtu.be/eyjy10T201M). - [JK_module_Flux_KSampler](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_FluxKSampler.json) - [JK_module_Mesh-ReMesh_Projection](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Mesh-ReMesh_Projection.json) - [JK_module_Mesh-Get_3D_data](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Mesh-Get_3D_data.json) +- [JK_module_Video-AutoMask](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Video-AutoMask.json) +- [JK_module_Video-AutoMotion](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Video-AutoMotion.json) +- [JK_module_Video-Control](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Video-Control.json) +- [JK_module_Video-Upscale&Interpolation](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Video-Upscale&Interpolation.json) +- [JK_module_Video-WanExplanation](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/Module/JK_module_Video-WanExplanation.json) #### API - [JK_API_Imgen_SD15](https://github.com/jakechai/ComfyUI-JakeUpgrade/blob/master/Workflow/ComfyUI/API/JK_API_Imgen_SD15.json) @@ -424,10 +443,12 @@ Please check the [video](https://youtu.be/eyjy10T201M). - (auto prompt)[WD14 Tagger](https://github.com/pythongosssss/ComfyUI-WD14-Tagger) - (auto prompt)[VLM Nodes](https://github.com/gokayfem/ComfyUI_VLM_nodes) - (auto prompt)[IF AI Tools](https://github.com/if-ai/ComfyUI-IF_AI_tools) +- (auto prompt)[Florence 2](https://github.com/kijai/ComfyUI-Florence2) - (auto prompt)[ComfyUI Fal API](https://github.com/gokayfem/ComfyUI-fal-API) - (refine)[Face Analysis](https://github.com/cubiq/ComfyUI_FaceAnalysis) - (detailer)[Impact SubPack](https://github.com/ltdrdata/ComfyUI-Impact-Subpack) - (detailer)[Segment Anything](https://github.com/storyicon/comfyui_segment_anything) +- (detailer)[Segment Anything 2](https://github.com/kijai/ComfyUI-segment-anything-2) - (Seamless Texture)[Comfy mtb](https://github.com/melMass/comfy_mtb) - (legacy)[NNLatentUpscale](https://github.com/Ttl/ComfyUi_NNLatentUpscale) - (legacy)[ComfyUI Noise](https://github.com/BlenderNeko/ComfyUI_Noise) @@ -439,6 +460,15 @@ Please check the [video](https://youtu.be/eyjy10T201M). - [Comfy mtb](https://github.com/melMass/comfy_mtb) - [ComfyUI-HQ-Image-Save](https://github.com/spacepxl/ComfyUI-HQ-Image-Save) +### video workflow +- [Wan Video Wrapper](https://github.com/kijai/ComfyUI-WanVideoWrapper) +- [AnimateDiff](https://github.com/Kosinkadink/ComfyUI-AnimateDiff-Evolved) +- [Video Helper Suite](https://github.com/Kosinkadink/ComfyUI-VideoHelperSuite) +- [Frame Interpolation](https://github.com/Fannovel16/ComfyUI-Frame-Interpolation) +- [Florence 2](https://github.com/kijai/ComfyUI-Florence2) +- [Segment Anything 2](https://github.com/kijai/ComfyUI-segment-anything-2) +- [Mat Anyone](https://github.com/KytraScript/ComfyUI_MatAnyone_Kytra) + ### Krita workflow - [Inpaint Nodes](https://github.com/Acly/comfyui-inpaint-nodes) - [Tooling Nodes](https://github.com/Acly/comfyui-tooling-nodes) @@ -703,6 +733,8 @@ Please check the [video](https://youtu.be/eyjy10T201M). Image Resize Mode JK🐉 Remove Image Alpha JK🐉 Color Grading JK🐉 + Rough Outline JK🐉 + Open+DW Pose JK🐉 Mask Nodes Is Mask Empty JK🐉 Animation Nodes diff --git a/Workflow/ComfyUI/All Nodes-JK.json b/Workflow/ComfyUI/All Nodes-JK.json index 6ed8258..6288b61 100644 --- a/Workflow/ComfyUI/All Nodes-JK.json +++ b/Workflow/ComfyUI/All Nodes-JK.json @@ -1 +1 @@ -{"id":"7bc4a22f-6a0a-4e67-b6ca-9a2980ea7bd9","revision":0,"last_node_id":2753,"last_link_id":3398,"nodes":[{"id":57,"type":"CR Load LoRA JK","pos":[1210,-1490],"size":[315,198],"flags":{},"order":0,"mode":0,"inputs":[{"localized_name":"model","name":"model","type":"MODEL","link":null},{"localized_name":"clip","name":"clip","type":"CLIP","link":null}],"outputs":[{"localized_name":"MODEL","name":"MODEL","shape":3,"type":"MODEL","links":null},{"localized_name":"CLIP","name":"CLIP","shape":3,"type":"CLIP","links":null}],"properties":{"cnr_id":"comfyui-jakeupgrade","ver":"a5e8be08c67946c2e7fef7de07accc40f7e3182f","Node name for S&R":"CR 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T1JfN0OdXxBpjEk3aVe0/WtNmm2rdxbuwLYpt9ptheSl3toyfXbioYtD0wgBrWLHuuaYzYubu3VNzXcITuN4zVcX1q3+ruYyB/tCnzW2nC3FubaBxtxjyxxUdvpOmSTiYWcAZBgDYMflSEubqWllhlgMjzIUA7NXhvisxtq+omNtyea2056ivdpNPs5UKSWkDKeoMYxXhfiu1itNW1CCFAkaTMFUdAM9KmV7lRvfU7P4WTRJBdRu6iQ7SATyRzXpIYHoRXlnw3022vZbh7iFJPKVCu4ZxnP+FeijRtP+bNsnPbmmthS5uhf69KMGqP8AZFju3CAD6Mf8aX+yrLtCQfUO3+NMi9S+y+//AIByXxNkUaRAuRneePwridA+5ZH/AG1/pW/8SNNjsRbzQtIfNVgyu5bGMdM/Wue0DmOz46Ov8xU9TaOxd8Xca1kf3FrEwSQQK3/Fi51g5/55rWJg7fl6is3uWtiQsBJtxT+fWoiSr/NzkUhfcODzV3ETBkAILUwqvAzkVXY8cmgFgmAanmGTSrhQQBiod2CBTBclR5bjPvUgAxkUmAbcc0tAPalpDFyRyRSlhxShieCOPWjAzk1YhrY4qZDtj5qMgGpOseB1oQmVZlJO7pVyM/uhVaQtgEj61MAzQjFDAu2gP2yDt86/zpmqtu1S4Pq1OtGxdQn/AG1/nTdV51OYjuR/IU+gI5zxP/yLt1/wD/0Nar+E126RBg4JdnbjPANWPE/Ph26x/sf+hrUXhdP+JTCM87Wz+JoQM3YTst5ZG5VWzwPc5/lW5kEVjWRUwugz8rqc9jknj9P1rUMreaRxtzxzTEM+yQqdyoAfpSeWu7IGDipt4I4PNHbBIzSGV/Uc1j3M8ltcFGyynkGt4qo96oXtnHP+8yd4HFFguUFvMjgE08XAzuwc01LSVRnZ1qX7KxX7vNKzKKV/cEqCScCqFvcvNcMrBgo6HFbn2TI+Zaia2wcIuB7ClYCIXQhiwzOfQAUC+DD7r0eW3TDHHtQI2OR5b/WiwDjcZH8Qo88FgSW4oEWRhg2KQqB0Q0AWtpZQysakEjFQjnpUULBY8EGnSSRINxYcU7CY8oOxxWlfoE8PWoJ6tmsuKVJU3Icg1q6sudCsVPdqpIlnOOmNbi9MD+de0aWcaXbgf881/lXkJgY63H6YFexaavl2UAIBAQcfhTW5LLITjLKcVYji2YZDk+9MeclSFAHFRqxHQkVQiWaZgrLtx+NfOniOfGsXPGM3D/8AoRr6HVd4f5sHHevnzxBGG1ScHG7z35H+8aiW6HHc7n4WytHdXmOjIuR+NejSne2cYJrzj4ZqRcXhx0VR/OvSpSWAO0A+1VHYTJI5tkOCOQMCrCklckYNU4omkB5xirYbcMcg0wKF0uzIPpVdDlas3aFd2WJ471Xh5iGKAFETcP1FToGjIbofakginJI2kKemak8p0GWBxQBbRspndnivCfF5La3qJJyfObn8a9s3FQSPSvEfEpM2r3xP8UxNTIaO2+GER23cnYIg4/4FXobEKATXA/DGPyre9AbIIj4/76rvyAwwelEdhDVJY5B+Wn1Fnysg9O1SZORj8aoDg/iNKnkwLLHvADFR+Vcjozx4tjGhXLqMHtyK6j4oFlitDxt2tj17VyegOGFnkcl1/pUdWUti74qDDVySeNgrFRq6HxSmNSJI4KiufZSOlS1qWhk0ql8D73fiohIoJzkfhVkLk5IoaLdRYRBvRh1o3oB1qwkK44Ap3kr6UcoXKXmRt0ZacHQ8bgKnFom4nb1p32aPHKijlHcr7lAxuGaFI5BPNTG1QnO0cU7yBnJo5QuRqQAAWFPJAFO+zoeqilMC9McU7CuMHSkzg5B6VIkChMEkg0htUZCCTRYLkEkgIAyBmrUOfLFQixiYYZatKgjUKOgpAOhP+kRH0cUajj7fLj2/kKWMgSKfek1HP2+XPt/IUdA6nP8AiUbvD9yPXZ/6GKb4fPlWUcLNu2g8jjPpUniIA6Dcg/7P/oQqDRS6WSExFiMEH1zjkfnimgZvW4ClUVcKTnPv/nNTC2ZeN5qOEr+6HTnI+lXDJH0VxTENj/dpt60/OBThjrxSDBPagQmSR0FNGSOQKlCjtSFKAGEcdKNvHpTthpQAKBkJjyMFuaQRFejcelSlVznvQSM4xQBX2YzSFTjipiKbjI6Uh3I/LyMgUmPpTzkcU3cA209aAGsBt4FR+UpXJAP1qwADnimlMDmgCNAodWGAB2FbOtRhdL09enOf0rEUbGAbpurb8SnFlpgHf/CmhM5xZ3XxEqZyML1r2ey5s4f90V4ogz4nDH0Fe22Q22sWf7oqkSywsLP2x71I0GxMg5Pep0xsGPSmyvtXHrTEUpDiJz7Gvn3WDm/PvI386+hJI90D9hjGa+e9UXdfoP8AbNRLdFRPQvhqpDXhPXC16DnLCuF+HabftZ/3RXdEc1S2JY5JTG+PWrMUm4fMeRVCQHIp6MelMAumDMxHIqOzjL5UcYp+MkjGKktP9b0/KgC0Ayqqrg465p5AYEHvSKgUkjOT1zTqAK9xH+7yB0FeF+IFP9p3Z6fvT/OvenGUYe1eD+JMm/vGPUzEn86mQ0d78NOLa7Geuz+td70rgPhwSsVzjoQn9a7ub/VkCiOwMbK4bCggjPNS9ABmo1iA5bBzUtUI84+KOTFbn0Vv6VyXh9sGw46utdp8UiBZWgx13/0rjNF+VdNUcnzF/mKjqylsb/iuJzfoeNpQVye25W4Odpi/Wuu8YSbbqJB12VyvLZoY0Cyk5+Xp71KeBzUUcYRSc9ak27lxQA4ZHNPG89BUYTihUKjqaAJcNjOKVVY9h+dRFieM8UsZLc5NAEgVvSkOR2pcHqCc1Fl92TQBKMkcClIbGdppiBgetSEnOQTQA0Zx900mRnpTw5FLlXXBH40CIt2D0pWbCFsEgegpxBbIPShSYxgHigBgbMDTDI2qTg1LqRzfyEf7P8hVTW777NocgwN0nyipro7pwfVEP/jooa0KRka6M6NcDGc7f/QhRpgMVrAq84QA8/T/AOvUmq/8g2X/AID/AOhCks02BefvqvH09KlDZojC2wfqVDfyqgskrv8Ad+90rViTLRhiSpB+UCrHlxDpHgfSnexJj+Y6gAE8e9SrJKFwM5rSEMOSdnJ9qXyIs8LRcLGcJJB/eBNSB3I6k+pq/wCWnpSGOPHQUXAoM8u0DJNRebJuwDxWn5aUwxx54AouBQLyA8kmlEzKMjNXDDGeoHNN+zR9AKLgVhM7AnJpnnSqepq55CDjAxTfKTd05ouMrec57nNMaVg2TkkVcMC5yBSGFTRcCobp17MacbxgMnNWDAuOaQ26nBxRcCmbvefun610HiBw1rpg744/KsprZGXFXddOJNPVuycfpVolmHAW/wCEk+b1H8q9wtf+PaP/AHRXhtsS3iBj15H8q90txtgQf7IpLcTLcMgA24JNNmLFueBUf0oJJ6mqERTsRbSem014DejN7Fn1r3y6OLSY+iH+VeBXLbr6LnvUSKiemfD9fku2/wBoV3BXjNcV8O1LxXmP74/lXcNGVHJGKqOxJXYc05vlXPehulDDK0wGKTsyetPtztemr8seadbOVyw70AXElD7vanI+9c4xVBDI07AcZq+FwoC8UANmJEL49K8J8RZN3dZ/56n+de6zbvJbucdq8I1//j6us/8APY/zqWNHe/DniG4/4B/Wu/rhPhyp+y3Bx3T+td3TWwgoooPApgeefFBwbe1XuA/9K4/Q1x/ZpPXzF/mK6v4mNvhtT0OG/HpXK6WCp04DIxIv8xUdRrY2vFzeZqygHlYxXPLxnNa3iaJjrUjt0KKP0rDZG2sFY89KJFInyrcYpcjFRrECF3dQPWpAgFTcYsb57U/ORwaj8vPQ/rS7Mjr+tMBwUUK204xxTNhHQ/rSYIPJ5piJxIKUkY4qvsOc5pSGHekFiYMBwab5i79ueRTCGI60bSOc0BYm/Gk71EN3rSDdzzTCxMeRnNIBnpUOTjrUN1cNbW7yAggCkFjF8T3gnmjtozkIOQPU1010Ns4U9kQf+OiuBSYS6mkkr9XyffFd9eNuuS3qqn/x0U5bDRmapzp0uP8AZ/8AQhTomEUG/GWVDjn0FJqfOny5/wBn+Yptsyzxx3C8oyDC+lSNmvp4LyqWB4GRn6VplKz7U7JNxHRegq6ZenymmxCLgscrjHT3pQOelN8wFslDmlMoH8JpAJg7jwMUbeDml8wf3SKRpFI6GmAgXI6UwpT1kGMAEmmZKsc5xQAbBTcA9DS7s9qZGu3JapsIUrkdKYY1J9xUjOAKbvU80WAZt5xSlRS4O/I6U12K42jJpjArQQQOnFPGCPelxmgCELnpR4hk/wBKslHZP8KkJCc0hR5nDSKCB0zVJ2JOb0+YDxEQ3QuBX0FEF2Dr04xXkP2GIP5nlIG9QOa1otc1SJAq3jhQMAEA00xM9KVXPCiho2HUV5v/AMJNrEbZF4fxUU2TxRrL8fbSPogp3Fqd/fsEsLhj2jY/pXzxLMPtac8g16DJruqTRNHLeOysMEYA4/Ksl7a3bDPAjsPVRmoepSOx+GTia0u2H/PQDP4V6AQMc15FpeoXWkk/YZREr9V2gg1qf8JTq/8AFcIf+ACqRLTO8f8ArTT0rhf+Ep1HHzFD/wABxTl8W3v9xT9RTugO3I+XFJGMDFcWPFl4/ARR+FOXxTeLwQh/Ci4HaLwc5qeKc9GORXDf8JPeZ+5GfwqePxVMv3oEb6NTA7gsGjYg54rwLxFLi9us/wDPZv516cnjMxgj7Exz6PXn99okmpTyzNIyeY5bHHGTUyHHc7X4aSbrK5HfK8/ga72vM/B1zB4bMsU7vJHJj5gMlcZ7fjXX/wDCXaR/z1kH/bM0R2JlJJ6m7SMcKT7ViHxdo4/5eG/79mo5PGOkL/y3OPdDVAmmct8QrhoFtwkau5BI3dulczp9xJJLYiVVVmdfu/UVqeOr+DXvso0+Rcxht5fK9cY/kawrGCSGW086eIGNwSQ3pUlo1/E246wRj5dorGx1Faes39vc6liKQMwHJA4qkFB5pS3GiFc1JgEc04KAacB60hke0CnbRjrThhulLjIoAi2Y70oUdjSkZbnpS4GM0ANK9s0uPU0ZGafjIoAYF96dtA70qjjkc07Ge1AhmAKQrxwafjmgLzxTsBBMwhheVjwoya4q91ee7MjglYmO1B6+9bfiS+BAsI2wzfNIwPQVyHnmY9vLj4XHeixSEbJb/d6V6XISRET1MMef++BXmZYEEj0616fdJ5cyp/djQf8AjgqRszdU/wCQfJ9V/wDQhSWEIt7SOMMDjAJ6Zp2pf8eEn1X/ANCFNjjd4fLBPLDBHXtQiWa9oT5snX5TgZ71eVm71Tg6H61aUgrQwJTjvUavmQrjpT/4eTSHBoAceabS559qax6UxCjjtSY5pARzzyKMmgAJAPNJgHrSMoYc01GJ+U4yO1IY4qvTFJtHoKdSUwG49BSFRnNPK5HBxSEcYoENwKXHOKNvSlHWgAKjHSo+fWn55NNJwaYhrltvU0ZzjmhmppB+tAAyK3Wo2IB6nFSE84xUbUANBDdCaXb7n86BgCg561I7jcejk+2adtJHJP50BQDkDmlFAEZUKPvN+dKuezN+dOcU0DFMBfmI++w/GlVpSP8AXNiimvuEbBOG7UCRMJZV/wCWrUm+UHIlao4ixjUv97vT6YEvnT/89SPwphluFHEm72am5pc8UAMWRkJJVjntnNKZm6qhz7mijtQAzzps8xAD61IBwe+fWmseKUuBj3oATy154FMEKAnCAGph0pB1oHcpzko4woz2qeM7lGRg1FOpklA5AzwasKMACgAA5pu75ytSYpGXnIpDEUY6CnYxSHindqBDSgYUm3HFPpOvagBu0Y6Uc7unFPwKMUwE/CjPtTqTsaAAEdxVHWNVj0myMnBmbhF75qe7vIrC3a4mICKOPeuCubw6hcSajdsRGMiFfemBWv5pckSPm4nO5z6Cs9SQmxOgPX1pcyTynccu559hV+WFI1jC+nNPcexY0jSp9RlBAVY1I3816JqIxfOPQL/6CK5Xws2ZJx7Cuq1E5v5D9P5CoY73MvUBusZB6lR+oqa3ABHqP1pl5/x7H/eX/wBCFELbck8c4BpIGX4CQ5z02jmrSNkcdKqxAbQAKsK20dM0xE+c0AnFRnJHynBp4PrQK46mucDOMmnZ5pDQAKBgtjBPWnGkXIFDNjkmgAppUZyBzShgy0ZpAJSZBNEjbV4GSaahYjkYNMY+jHOaUe9LwaBEeRnFKc4pHYLindqYDduBmojgdaeXBJFROMqQRQITcC2wjk8in9KQBVAYjBxjmhsMMZoAOBzUZ5NO+YjGcEUhxmkxjcc0GngetNdeOtIBAadjNNAwBmnigEMaminP7U0DHemMUnimry3NOPTpmkQc0CH0UhzR3piFFLTeaUZA5oADzQaM9qQnBAPegBCMjBpQoxgdBRSjNAADg0daKVeTQAFRxRjFJNuEfy9c07Py9aBjVGabJux8oqQdKQdaQxjHAGakA4oPPalHHFAhMZoxTqSmAY5oYccUvaigBuCKZLIkETSyEBFGSSakJUAsxwqjJNcF4i199RufsdqT5K8cH73vTQJEeraq+tXhiDbLZOuayGkFxIRyIUGEA9fWmSsFUW8XP94+tTQQsxWNEyx4GKTZaQtpHHGcucsetJJdL5gABwO9dRb+GY209hMxEzDIYdq5iLSpjqq2p5UtgtRcWh0nhfeJ5XKMIyvU11V4265LDoVU/wDjoqhDZrbWBtYjt+XGatyKV8tWOSIkBPvtFJ7CK10MwH/eU/qKSM5jXHc8U+f/AFR+o/nSQFU8tXIyeAPU4zSQyaG5U30lrj50jEhPsTj+lXVBxyaqxBVvZCI8EouX9eTgfz/OrYJzTEPweKeKYDmlGd2aBD+cUiAheetOBozQMTPPWmsA/FOwCKaV6YOKBDcFSAOlSdaZzye9OB4FAxccUhJyKWigAPBGKWgUc5HHHemIR1DKcimKpVMVJuGcd6Q8GgCJgFGcc0mcmnnrmoWkfzVAX5c8mgQ8qCOaaQFp7HnFMNAB1Gah24Oc1IW4pmM8UmNC54ppcZ5NLTSgbikMdSg0mcHFL3oEBINM2/NnPFOIpNue9MAAwKVSN2KDwKQDnigQ4igClNJzTATnNKelAFL1oAaoxQSM/SnYpuwAk0AA5pe1IKXPFAC4pUptKmccigBWbtTQfmxg0pOfrSbuTnoKBj8ZFMC4brSrICcDNGDzQAp6UhzjNOHTmgkYoATI45oBzUMiMZFdWxjqKUvjoMmgB7MVGQM0gfPJGAOppqkmuV8T+IhCDYWb5c8Ow/kKAsR+KPEnnodNsuRnDsvf2rmXxaR7QczMPmPpTwosot783DjIB/hqizmR8k5yetDZaRdtYiwDBSWY8e9dnoekraoJ51/enoPSqPhiBDaxlgCQxrrGAxRYGyOTDxsuSMjFefSwvHr8cbSscydc89a9C61wV/z4hjI7SAfrQSd1gYUEkkDGTU1yMTkey/yFV551t7Z5nwAgqaVzIUkPVokP5qKTBFef/UtyB060kagj/aVeD70s4zA4PpTVjWaNo3ztcYOOKSGX4wCW+tS7gOKij6mnZDNg9RTETLT+KhUnvT80gJAcUoIqENnv0p+A3fFMQvmKc89Dil3cUhUelIDkelAC9s9KXnFMLgDk4pQ4IoGDMVXIGacOVzSZycGhc4PGB2oAYNyt8xzk8VOPWowaUgnHNMQoOWNIxpGbb0GahMnz89aAJCaa2cj0FJuzQT2oACwzSGmmRAcMQPrTd6noRSEKw9qaAepp+9T3FIXWgBtCfMMkEUpKkZ3CjIx1FIYpUdfSlApm4eoo3DHUUwZIRxTO9GeKMgelAhSBSZxQWFHBFADjzzTc+lLk+lIKYCnpSgcc0lHPXtQAp6cUlKOKTHOc0AA5o6dqBQxyMUAApwPtTV4FLQMRqTFKeaTOBQAq8HignmomY54petAhS+AccmkBYjng04AelFACClA3HA60hIXlmCqOpNcr4g8URwhrWwbcx4ZxQMk8S+I1s43s7Rt0p4dh2rkUT7Ov2i4+aZuVU9qEj8om4uPmkblVJqPbJdy7mBouWkIsct9NguAcZyaqbcEjrg12uleHFkgMlwpGR8o6Vy93ZPY3rwzRlcN8ue4oDqdh4WwdKjI67zXSE8VyfhWCYIxIYRE5Bz1rqc/NQSxCQqkk4Arir5ITqu7zU+9nr711l/LHHaP5oypGDXEXs9qh2xwrg9CetMDv/wB1LbfKySxleo5Bp8uMpjp5af8AoIrH0G7tJNIfEQgZOp6Bq1vMWWOGRfutFGR/3yKUkC3I5hmFhSQ8MMkCnSDKEVXdtkTtu29wT9M1AzSj4J5708KN+6mL6joelP5qiWOzxkU4MCODTM8UkQYod4x9KAHqMZ96kWmKAoxQGycUATDkc00gYoU9s0p5+lMBpUMOeaRRt4xxShl9aQspNIBxJyCOlOJ4pm7ikJOKYATls05XyOaiBDHg0/BA9aAFLcVEzAckU+msoNAhvm+xpNzt7U7AHSkJxSAaV9eaNg9B+VHenZwOKYFeVQvPSmbweM81LIu45J4qopWRiVOccUhomOSOAKRV9uaVUIOcmnFWHIOKVhj4UDtg9KdsjyQAOKfGAB74pDjPSgBpA9BUZTnpxTweaUmmIjYIBkj8qVQmRjdyOtL3zinCgBpU5OGakAb+8adkbqUEZ96YCAN3Y0hEmQAePWn5xTt3FAhgV/79BDf3jT88UhNACAMP4qOfWjNLQA35v71J82PvU6kxg0AJgn+I0uDj7xoI9KMkUDI5CyY+bg+1IN3YilLEgg/hTlHylicAdSaAEJkx2zVW91CKwiMlw6qB2zyazdW8U2tjuitiJph1I6CuNurufVZ98jsV7ljwPpTGkX9X8SXGqP8AZ7YFI8446ms1YkszvlYPL2HYUxp4rddkA+bu5qruLHJPfrSuUkWkSS6mLEnFddomiEbZ5lwB0U1Jomip5Ed3NhiwyAK6IYA4GAKQNicrgelcT4wfdqMIeLCheG9a7ZiDzXGeNf8AWWp+opkrc3NBn8zS49sOwLx9a0WJz0rM8OHOjRe1ap4oBmbrG0aa7MuQDn6VxE0ivJuVVwDXo0saTRtG6hlYYINcJrGmfYL4pEhEZOVOaBoa9xe3Y2RhhFjlUFdzYkNplkQMf6NFwe3yCqWjWC21gjMgEjDmtQJ5aRr6Iv8AIUmw6iNnbx6iq9vbIEjSX5wmVGRnIIx/KrB4FCpllAODnNIC0BtFKKQAA9uaU9KZI4dKXtTCTg4601N46nNAyfPFA+lQhmY4HbrmpAGyB60CHAc0uTTSj8AGg7/QUxB5a5J7mmRrjPzZINOBb0FNAO4kYBNAEnzdzxRUe5j3Apyn5M5GPWgBQNr57U9eRnNZ0+r2VscSXCZ9F5qk/irTomIzISOwWgdjeNRvnadvXtWFJ4tshGsgSQg8YqA+MrTOPJk/MUWCx0aFgo3kbu+KByc1zT+LbEvxDIffIqVPFVmqZMbAf7wosFjoTgnpTD04rnz4vsAf9VKfoRQvjDT/APnnN+lFhG1OWVMgGqasY+BgZqoPF2mMMMk4/AVAfEWlE8m4A/3RRYZsK0pH3gPwpg+0PMIzIMHuOKzV8RaVjCyXH/fIqSHxDpIk3eZMW/3aLAbxOzgenWmE96zD4j03qWmA9doph8S6T/FNKP8AgFFgNXjNLxjishfEmjk8XEoPvGali17SZH2rdNnGeUosBf5o3YqiNf0nBJujj12Gj+3dHIz9uUfVTRYC4W+alByaonWtJ3cahH+RpRq+lsfl1CKgC9uNOBJqiuq6WTg6jAv1NPGraWTxqNv/AN9U7BYunpxSZyKqnUrA5/0+3/76pBe2Of8AkIW3/fdFhWLeaMjFQ/abNh8t7bn6PS+bbhc/aoP++6BkueKQNmo/PhAz9oiI9nFKJFZCwkj2jqdwpWAkzxUSuWyCKzr7xBYWQIMnmuP4UrnLrxXPdM0UEG1WGML1/OgEjo7/AFmy07Ikl8x8fcWuQ1HxHfamxhjJSIn7if1NVHtSzmW6fbn+AHJNI08afLCgjX9aLlJDVtEi+adgT/cFR3Epf5UG1PQVZtrWa7kxHGz5rpNP8LKoD3OCeu0UitEcclk8iuXbZhdwB/iqLb2FdR4jt30+6jmjiHlMmwgjiucjQSyhc4JPagSPSdHYnSLf/cFXeoqrpcIt9PijBztXvVumQN7VyHjNSxth7muxOK5PxHM004ia0PychyeDQBoeGgw0oIwwQ1artisfw9cTyReQLddg5Lb+R+FbR+lDQyF7qONN0jBfrXP6hq1u0wMhXA6DvVvXMp5ZwCCe9YNykcse5wNw5GBTEWLzxFc3sYjjURxqMZFdbasXsLNmJJa2iJJ7nYtcHDZvKQzHC9gK7mw3DTbQMckQIPwCjFKQ0TOdq5HqB+tSxf60fSoyN3HvTI3jaeKUyNgjCgdGzj/P41JRdbH5UdqGIzR2pkgOad0PSmCnBuKAHj6U8HFRhqdnI4NMTH80hG7rSA8cmkMg7DNAhNpXoaXYSc0xpUiQySsEjHVjXJ6v4tuJZms9JXKngyY5/CmkOxt6lrdlpisJG3y9kB/nXJXes6lrDERDy4PyUfjVJo4bZ/Nv38+Y8+WDn86hnu5bg4+5F2RemKHoOw5ooEJ825Z27iMf1qLzbNW/1Eje5ekjgmkb9xEzt7DNV2V8v5nysO1K4y6t/bqmwWalc5+ZqT7XaNn/AECMH6ms/B61s6Zod1f2xljCEZ4yaLgVzPahBmyXP+9TftVoQw+wqfT560j4avi+3ah/GquoaDeWNuZpkUIOu00XAqrcWZ/5dCPo5qQNZSAgWrcekhqgFAHStLTtMur8N9nAIXg84oCyId9if+WUg/4FTGeyH/LKT/vqtj/hF78/8s0/76qrfaFd2UDTyxqEHUg0BoZ5ksh/yzl/76pVksychJR+NVS4B4x+VXrCxnvt3kopC9ecUBYbus2z/rvfmkEdieQ836VqLoN8oOLdSD71DJol6iFvs+ABk80XFYoFLIf8tJR+FPWO0HInlH/AaqlMnJx+VWbWxnvHKwIzkdQKLjFEdqoIFxKAf9mmeRbZ/wCPh8f7tX/7Av8AH/Hu/wClU7yyuLEBp4HCk45ouGghgtc5W5b/AL5pxgttuVvMH6VT+8Plz9Kkjg81VEZLOT90CgViZbaJjj7WPqRT/ssX/P2v5U7+y5wo2QTE9+KYdMuuvkTf980h2D7Kp5F2n5UCzOeLiEj3qq6TIzK0ZG3qDwRUauxYALyfSmBdNp83/HxF+FD2zlQPtEWB0oFpcEZ8p/8Avk0fZpkyfJc/VTQMQWsmCBPEM/7VOW3uFUqs6bTwfmqnIhRsMjLn14oVwg75z+FFwsXFs41GZ7jcf7q0s10iII4Y1Qe3U020hmvX8uAF2747V0dl4YLkSXZHT7q0gOTklLKMOS3cHtUPOa6PxRpa2nkyQRBY8bWwKwY4hIyqCSx7CgaPRNAjQaPAyKAxXk4rSDnpVTSofs2mQxDPC96uY4pkMp6pFFLp8wnAKbSeR0rjPD6WY1MebLnnCcda7udQ9u4YAgqeK4TRERNaA2jG44FAI7sADhelOJ4601VpCMZ96BDix24HWvPdZurqbUnEnG07Rz2r0E8iuB1zTri0v5JXy0btlWBoGhdFubiDUIjGwznkE9a7vzC3JHJrgtJspby6Xy+NhyTXdD5cKTyBSGzH14GURKvUHnmsk2uAd7qOPWp/EkE/necpYJjqtYsWXxtR3bvk1ZJtQPD5KpG4eQ8bTXUQIY7S3U9RCmf++RXEWts5nEhBTB9a7mPPkQ5Of3Sf+gipkNDx1qHT4VtbC3Rs4ijAy5GRgYzUoGSKmMSzRtG6hkIwQe9SigkJDj0pQfypJAdx5poHHWmSPzkUvamDOOKdzigB1OBqPd7UoNAmPDgHJqK9voNMtzPcnGfup3NVtT1a30e33yYecj5Y/T3NcJcXdxrd01xcSERDqe2PQVQJFnUtXvNdmKqfLt17fwgf1rLa5W0VobQ8n70nc065uQY/JhGyFe3rVFMEh8ZAPI9aLlWHxKZpdpcBjzlj3rpNJ8OzXSpLc/u4/TuawpPLe6QxqoDY4Fem2eBbRrjOFFIBtvZ29pFsijVQB1xXmuqYF7K2M/Oen1r1RsbW4HSuK06zt7vUbtLhQUIbr2pCOVDHbjA5969C8KIRoq8dSa4mKxjOqeSHBi8zHXtmvS7SJLeBIYk2oBximBZCooLEDPaue8TrJNpMhXJwckVvOWCYxn6VUmjjmgeKVSVYYNIDzEjGO+RyK7DwgUME21SMnvXOXeniLU2t0JKFsAk13WmWtvp9oscXJxlj6mgGXunVuKzdfRZNHmUN26ntV/ejjByKjmt0mt3hd+HGM4oEeXqimXazYXOM4rqvDESKZhG+4YFc9f2MlnqDQbiwB4OK7PRtKe1tFdWJd+TkUFGkfuhQ2KimObeReSNp6ip3jk2/MuPekDKyFc89DTEeZSEh2Hua6bwhJuuZV2gEL1rL1nT3sL08grISykCt/wAMWDQIbqQ/6wcD2pIb2Ol57VzfjJSdPjP+1XSCSNRncM1geKmWTTkxz81Mk4i0YByCwHHpWpoL79VgjKggE9qralpTWKQypJujkGR6g1t+FdNO8Xssgx0VaAOvCqBgAUoAJwRSNImeCKarhm6ikM4LX2SLXZd4+Q9RWXaFf7Qh448wfzrc8W6fIt39sUbo2GCfQ1S0SxN5ewlVyEILE9qYHoaRoUX5R0Hal8tACCo/KnAqMAEYApCwoEcJ4tjVL2LaMAqa52uv8X2csvl3Ea7kQYbHauXtbZ7mZY0QljSLWx0XhAf6c49UrtMAd64/w1E1vqbRnqFINdcR0pksrah5YtZfNUFdpzkZritCFompqzyA8kKMV3M6q0Tqe4NcJpKJHryqvIDn8KBo78A9ulL3xmozIF5Y4pc55oEK+dje4rh9NGzXRx/y0NdpPMkEDSSZ2gc4FchDcWyaoZkWZxuyMLTA7Ldimk5psUyzRB1V1B7OMGngc5pCEIO2svXrNLvTjuYIynKk1pSsQCR2FcHqOpXV3cMJHGxHwAKBnSeGdPSKGR1cPKe3tWs33iSMGuEGqXduQYHRBjjb1qNtX1GYktP170AdbqpL2RXjdurIWMW4y2FJ96xzcyk5e4ZselTWk8jsGkG4Z700JmkGKW7HHBJ5rptPl87T4H5+4F59uP6VylxMSBGvANdRpaldNhBGCAf5mlIaLqfeFWIjjdUCfeFKF/0oNsb7jDfngcrx+P8ASpQ2StyTUZ4p0rEE49aZyRTEOFLk5xjim+lOIzgUAOHJ4qprGrQ6Na5OGuWHyr/d96bq+rRaNbZOGuGHyL6e5rgZZ5dUuWmmc7f4mpgKzyanO891I2zOST3qKaYSYiiG2Jei+tNln8xhFFxGvQDvXQaNoLXTLcXSbU7L60DKWk6HJfuJJQUgHUnvVXWraOz1J7dPljABAxXo0cSRx7FUBRxiuV8XaU8kQvomAKDDL60Cucpbsv2iLP8AeH869Utxi3Qj+6K860HSn1C8G5tqoQTXo6gIgTPAGKAYMeDx2rldIjSTU7tCMqVOa6xh8h+lcvoQ/wCJpdfQ0CuczFaR/wBteUMhBNjGe2a9MhCiMBOgGK88hH/E7ZsdJv616KnEYIHUUAxrtioGjBBPQn0qZhn60zOOKTGjz/UbVhrLqHbaXHJPSu7tolhto1BJO0ZJrjdTJOvEdtwrtYxmJD7CjoDF6dajbOec4p0gIHGSKapEjBSDQBwetiVNYkDSE5PHtXZ6eJksIgJGZtvU1yuuqq658wyOOtdtpsLzWkKwxs7EABVGSaAIt0hPzPu9qRmVDgLito6Be28RurqK3hixkG6nEa598kfWsxbVp5mWG6srl/S2uI3/AEB/pQgOO8V+fFcxOGHlsOBjpW94dldtKjMjhiegx0rK8aW80RgWWJ0YdmGK0/D6gaPEc9qYWNZtueFFYPicE2C8ADdW2vzLweBWR4jP/EvHfDCgRha6Jk0+ylDgx46Ed62PDBmfT2eRlKE8ADpWbrx/4kNmcda1fCg3aWQexpgbBHHQUqENxtFOIGcdqXAGKQzF8T7k0lisYYZ+b2rL8JSl5JEWABMctnvWz4hBOkTZ9Kx/B/BmApiOu2jA4FNK04AjFKRxSAzdWby9Mnbyy428gVyHh6UDVEVImbcCDnsK7W//AOPGYf7BrjPDXy62nbINA1sbGlKR4in44BIrp2AxXNWBK+Jplzwc10jfWgRFIB5beuDXC6YoTXgSeDIa7W8mFvbSSlGcAdFHNcVb3AS/85LKRvmyBnFMZ3D/AHhjHvmnZFQW8rXEKyNC8Rb+Fu1TjGeaQFHWbxrXTZHjGWPHSuFF5P5m4Fs5rttaR202URDLY6V58XZZCCTn6UDSO+0S/mu7HZOrbk6Me9aQNc/4XE/2dzJu2H7ua38c0CGyco30rzidtk86noXP866nVtZvNNkIaBWjb7rVy81+krlzCMk5NA0QE5bjOO1TkbeMYPpTBdIGXEA/GrDXgn+QqFJHUDpQJggLsBtHIq9bAQRtuAORgVVSMQsCZC3fFThhJJnPApoRPFmS4HFdqoIjQMMHaOPwrldEtvtOoxrnAyM12uooI750XoAv/oIpS2Giun3xUw+4T6HNQx/fFTp/q8e9SiiBnDO2OxxQGoK4dvcmmqrKTk8UySTJqDUdSh0m0M0pBlI+RKi1DUV0mJZpVLZ5ArhL3U5dVvnlnBK9AvoKYDbq4uNUumnlfgnqaguJto8lBtQfrUchdvkXKovaoz+9IUdAOT60DNTw5HHLq0ayqCvofWvREG0YGAO1edaCRHqcJz/FXoZII5oEyXOaxfFCyNoztG5Tacketa4PSsvxGw/saRRySQKBGJ4SW4Ny7eZ8oHIx1rsSTnB5rm/DSJHLIEb+EZ+tdH/F1oAVs+W30rl9Lnjt7y7klcIoB5JrqWI8tvpXnWoXHkmZCAVkYgg0ASWTx/b2kM8aqzk5J969AilSWFWjdWXHUHNeZQ3MQVQIk49q7fQbqK5sAIo1QoeQvSn0GahzSbQBkmgvtGduapX95ElpJ5oZVxgnpSEc3fwl9YLh027hzuFdlER5KYIOB1BrzmSWz807YSRn+I9a63Qbu1NkUhVlZTyuc0x2Ns4HamkHcD2pnnA/wmug8PaRHqbPPcFo7aLBbnBb2FSBzlp4HGs30up6jcxW2lx8NO03lgHjPUc9e3fvXRyeMfCHhOza20aZLufbteaCRXf82PTnpzXC+M9dt9T1d4Jpbk6dafJb2kL+XEMcZOOc/TrntXFXb6O2mlYbC4F6xB3vKSi+uB1x6fTJPagLHQ+I/iRrGpM8VtqVwIO25EDfjhcY+mK5B9RvGnFw11I0w53sckVU5HFFMk6WDxfcSwC11SFb61J/1bOVK+6Hqp/T2rutBWyn0sS6ZO09uvBWTHmRH0YD+Y615DWroOuXWg6glzbudvSSMnh19DSKTPV2ArG8QL/xLzx3FbRubW7t4ru2bMUy7x7Vi+IHB05gOuRQgZjaypk0ayQDJzWt4ZiaOxYMpHNcreXLSSRxm5kWNB90djWxocsK3Sqb+UZ/hJ4NUI6sjNKKbvXs2RSh1JAzSAzteXdpUo9qxfCSbZpMelaev3MyQCOK3Eqv1OcYrL0S4vLe5xHYIVP3vn5FMZ2GDTTmlVwQM8HuKadoOdwz9aQirfg/Y5f901xOi5i1yHnviuy1S6+z2rN9neYNwQh6VxIuXtrxJ0tGG1s4JoGdDbjb4pc9ua6MiuVtZzNryTFdpcdM5rqC3vQIyPEV1PaaYzwdScE+lcQLu4faQSD612+vQyXemPHFneOcDvXBrGyOVZSGHrTZSOz8O3tzcW7JNkhOhJrbbse1c34btZ4UeWTIR+gNdEDk4NIQFdwPcVyWraI7akGidQJD09K6xpNkTnuBkVwV1f3M900sjnIPBB6U9AO3trc2dpHF12jr61IH5rk4fFLwxLE6F8e9PHiuMHJibNA7G9qFvFdWzrKoZcdD2rzmXiRlA4ziuol8UROmBE3zDB9qwJGhfcyAg9cGkFing7sVZVAjsM81EM/exwKsphiZG4HpQBemlVhG2OigH605B0x0PU1nmQs3XjPFXrNSzAnOzOMetBJ13hW2DXa8ckg10Or/APIUm/4D/wCgiqPhNVW72Zyyrk+1XtY/5Ck3/Af/AEEU5bAtynH98VJbRGKN8sWJdm/Mk4/XH4VGn3xVhDhTj171CKIWIZicAZPakkkitoWuJ22xoOvqaW0hEjszP+7UZZvQVx/iXWBfzm2gOLeM4Uf3j61Yilq2ryaxe5mA8sHCgdhVAbVZUjHVutMYBE6EsegFdDomilNtzdD5uqqe1SBjavbTwRRzSAAP6CsyMjrzXoupWMd9YvE44I4I7V561pIl21vuPyttzQBe0p0N5GR1DCvRgRgcdq4KSxGnXcQVidyAkmu4gk3QRn1UUwJSfSsrXwX00qv3iwrUJHrXJeIZIJbzaLiQFRyinigC/wCGYJI3fevUda6TAzXn+mtEl1GWvZowD2bg13iOCqkHcCOvrQJkp+430rzPV1YyOQOA5z+delsf3bH2rmdKt4rue9jkQMretAI42KYqMYFdn4Rd3gl/dhRnqO9cwdMlTVGtxHwHwPTFei2dslpbJFGgXA5xQMlbg4rL8QAf2TKWXditMnmmyRJcQvFIoZGGCDQI8vVl3EhMV1PhRwZJh5eOOorEv7E2mpvAqHbn5fpXbaVZx2dkmE2uwy1BRePNSeIdbuNK8GwQxvskupnEew9EVRnP4tUJbmsnxQkdxo9o5L+bHcPEFzxsKq2frnj8aliW5wUsuXLSMck9SaRdrDgg0+WFbUmWTDOemegpguGZtpTHpxQXYiltw3IFVTC+eBn6VqY9qjEeGyOKEwcSNLBTDliS/fH8P+NUSCjkHscGtZUcyEtnYv61mTqVmYnuc00KSsj0TwRK9z4fliIZvJmIHHQEA/zJq3r0WNNY45zxXnWmazeaTdLJBK/lhsvFuO1x6EV6Tq0iy6R5sfAZQw59aZLPPrwj7YN2RwM4q5YCJblCXbGRg1Z1PSGFil6Tk9GApNA077ddAksETnpTY0d5EB5KY9KeVHHApEwECjtS80iTj/E09yl0I1cBMZA3YrItLi7S5R1kAb3brWx4q02V5BdpygHzY7VgWsM93MkMfLdF56U7gekWjNNbRu+NxHOKf5a8nvUNhE1vZxxMeVUA1Y4x1pAc54mup4Ikih4VupBrkJLiYAl+R3ya6/xRp891Cs0OTs+8tcSkMk8ohUfMxwAaZSOg0Ek3FtuPU+tdmyKfrXI6bZS6feW8UuN2c8V1/WkIi2KBgDNcxq2jOdR3ocK/JBPSukuGMEUkqnlRkVw1zqF3cXDSPM2SfXFAI7WBBbwRx9QBxTzKOSAQa5nRtUupLkW8rBo8cZPNdDuHagBZiWgf1KmvP5VYbs9ya6a68Qrb3LW5t2btkGuXup4jM3DDnNA0QlMcg038acjJIcEkZ9aBtSQbuVzzSGMxmlbg4PalJXedudueKcwB5FA2Ip3Y/WrP8IGBgVCgwCSBTt5zTuSKqkyACtjT0LODg7E5NZ0MW5l/2q2IYzFD5cZ47+9BLOu8GEtdXMz9WIA+laWsf8hSb/gP/oIrO8HjZBKMfMWzmr+qnOpTfh/IUPYa3KqDLirMQLBgB1PFVk++Km8wR2zyf3Buz9OalblGP4m1FNOsxp9u2JGGZWB/SuJRclpH7c1cvHkvrx5nJOTnmqV3KoQQryT1x2qmIu6Asd1q/wC8XO0ZGeldqVU9uK4vwuNup9P4TXZscfxYpCA48tkHGRXndys0WpyReZk+Z978a9B3KFPzYrg7wZ1aUg876ANjWYzG9oS275MZrorCQGyiI5+UVi62M2Vq4HoK0tJYNp8fqOKYjSPzDNeea2Y11acZfOfXpXf7wpxkZ9K5bxRpce37amck4YDn8aQzm1Zdy/M2M16Xp+BYw4JI2jrXC6Hpi3t185bYvJ4rvIysaKo4UDAFAMsO37ph7GuMj1n+zpbnbGS78KR0rrncGF8EdDXnWoKyznnuaYiU6lcNP5pI3E56V2+j37X9gJJF2uODXnIznknHtXa+FnI09s8/MaAN4kZqO5uY7O3aaTO0elLuGeQazddcf2cwYsq55IFAGBeawt1ceYsI46E9a6HSNR+32vIIZODXC723EKSRnjjrXSeGpPL84MxPTIx0oBHSk4rN11DJpfmq3zW7GTaTgEEYP48D9auGdCOpp8eoQWh810SSPGHRxkMp6g0hrc8xuS05wfWpLa3CKBiprmwe1CGVGIZQwYNjcCOCPUU6BiUG5cVJskDKMcCojwatbd3ao3jFJAyEMxBXPHpVe5h3RcdasqNpNI3Rh+NVclmOFO7kc9K9Qv02eHljHRYlH5CuKstPS+vo4wwXJ+bnt3rudVYHS5FH92qTM2jEXUreLRBbynLNwR7VPouqafa4iXKbuMkVzdwQGVSMnHWowyDBA5B9adxHp6kFcg00t71TtLuJrOMlwDtHFSfaYTxvFIBmpJHLYyxy42stYWhaZDa3RlaVXb+EZo8R3DSmOOOQbcZIJ61zivInzoxGD1HrQM9I3cUBj61m6ddebp8Ls+WI5NXVkXH3gaBDp9rRMrcgjmuOstNij1cTM4KBiQK1fEl08VogjfG5sHmuOZn3Fg4BHfNMdjsL0412IjpxW9niuF026lnnhaWTcQwANdtu4pCK98c2cgJ/hNcAwIJ4NdTqusraytA0ZYY5Nc1LewSOxwyhuuBQUixpR26lEffFdaXIXIFcTbXkME6Shj8pzgiugh8R2jHJyMc0gZU1mxUgy4JdfmaufZA7lhxmuoudVs7m0uEDHzZOhI6VzrIEXIYHntTAgVAG5zUiSBEcAA54waQspbPc0wDJpDFUU8Cl69BipBgdaBjcbRluKIgSc4/ClwHAOcgda1bC03EOw69BTJbJrGyKgMwyT2rfFsnkfcHAzS29n5cYLD5jWgkYKgEcUElrw6AkhwMAgGp9V/5CU34fyFR6aQl1gelP1M51CU/7v8hQ9hrcrJ98Uk+G0u4OcYRx9ODSx/fFLfKqaXc4AGY2J/I1KGefXDiCHA5J71lIyOW3E7u3vW7bWA1KeTeSsKA9PWsOOzJvfKySofGfbNUI3/DkE32oTeWRHgjdXVhc9ahtLSK2tUhi4UCp1I6DtSARkBU5FcLfQSrfzNtOC3BrtNQljjtX8yQxgj7w6iuIl8kyHNzM49SaYI6HUG8zQoH9MVc0Zj9kIJ6GsG0ljfR7qBJHcp83zelamgyfu5B16GgRt7fnB4rF1nVLdYntdpdu4Hatg56iuI1KRGvZSF/e7sH0NIDQ0fVLa2kMbIyB+M4rod+75geK4JXKzrlRkEV2kMitGrZxwKYFa/1uGxZoHR9xHBArmZ7i1nbc0xXn+7W/rNkLu281fvp+orkCpzzRcpIuBbYni6GPda6TSdVsdOs/KeXcSc5UVyG047UoBB7UrhY76PxFp7ybRKfxFUtX1izvrJ7eOXD56npXIbfUCg4I6DNO4WLsduVIZZ4uPetvRJ4LVpjPcR7n5HNcuFGM4H50o24+7z9aLhY71tSs+n2mP86r3N9aPayr56bivHNcZtHpTntZBEspQhDwDSCxrlTeWEULODJCCsRz1XJbb+ZOPrjtWU0Ril27izjqahHy4wGBzkEGtK3uLeVt13IY5AMFthO73470mjRPSwLnbz1pCvGTTrjUbeLC2sJc/wDPSUcfgP8AGnS3IksLe4VFG7dHIB2dTn8irL+tTYd0VHUg8VGT0P4VKJAw471EwOSDTExsUrwTrJG2HU5BruJbyPU9IM0eBvHKj+E9xXBtwamt7po1eLzWjVucjsfWmiGrli/gdWTAJAHWqIBDcg/lU00l9bFPOZlDjKMejj1U9CPpTPt9wCDuGfcVZJ29miPZxZTnaKmW1DHoAK4ddbv4yAs2B6AU4a/qQOftBxSsBp+JIRHNFj0rGWeQQGDPyE5IqSTWryUESMj/AO8Kh+3PnJSM/hTsI7XSVjfTYiq8Yqy0SZxj8q4yLXbyBAsRVVHYVIfEt9/sZ+lKwGp4liCW0WP71cm59K1J9euLpAs8UbqOxFVDdQscm2TPtQO5c0aMsVIB4eu2LEjAHWuGttWFrkJbKB9at/8ACVTj/lkPagRd1ey83eDzJy2fQVywQHqTxWyfEbyM5eAEuNprOM1sWwIGGe+aGWVioBHzHmniIEZBFNkI3HaDjtmlWUhSMde9AXDaVyM0qkhSMcGm7+e9OXJzQAYJ604AYPPFIWLcelLwtIY4EAZJpyL5nLEqvt3qMKWOT0rT0/T3u5BgEIO9AmxLS03sowcewrqLO08vaduePyq7Y6bFFbqqrj3PWryRhBjFBBVyc/dJoaaRV4jzVhwKhK5zmgZNpsrNdAsuD6Va1A5vXPsv8hVSz4uFq3f/APH4/wBF/wDQRQ9gW5DF/rB+NGpFV02Yk4BXH58f1pIwS+B1wcflRqoP9kzAjPydvrSGZSWMMVs0UYwGHJFcKkTLqLRh2wJMde2a9ABIi/4DXCZxqbMOvmf1piO/hASFF7Ad6ITlScckmiE7olPtUgGKYjH8R7DpT+YSvPBFcTmMrw7E16Le2sd7avBJ91v0rzu8tvsl5LBuPynA4oGjS0IRtHeqCxYx1q6EWR3QjkgGn6LpsdvpzzDJklTnNV9DbZd4PupoEdMXVVGSAa4W+QnUJiATlq3/ABFayzWomgZgydQvcVxpnn3fNI/HvQPc0IoJA6ttyM811kSRCFSXXpzzXB+dN/z0bH1pDNLgjzHwe2aB2O/kubRIm3SpnHrXDzAGViCMZNRQbml5bOBnmpppPNcsVA+gpAMB5pwGenFMA38KCT7UbiOlAXLMcUbwyO0oVl6Ke9QAc8005/CpIVVnHmNtGOtAwAzx6UAAUE+nSnIwzllyPSgAUZpxlkMYjLHYDkCo880p4oATPzU4nP1oUKSFIJcnCgckn0xWra+H9WnuY4xYtFuXeDcMsKhfUlyMCgLmQQTiuhutKj0Xw+YtQZ11O7ZLiO2xxDGAQC/cMwY4HYDnrXSx6FF4RiS5W2Orayy7oWjiMtvb57jH+sf0ONo98VyOradrjefqGp2N8HmO4yTQOu4nuSwFDGtzIRwKkcgYb86qHdGcEgnuM9KQysB7VNhkr/eqPvQG3IDnnvS7aYjQsdTura3a2SU/Z2O4xOodM+u1gRV9bvw8mkyzahp0hvxKBGlm7Qo646kszAd/uqOnXmsB5BEhYnAFZ7u0jmRup6fSqVyZGoms28dwsi6PYlFbdsYu3HoSzHP+eK0ota0e5hWI+GbZXVEVpUupkYnHzHAbHJ6ZBxXLZ61b0/l5B7CmyVqzWubS1kia5sGk8tT+8glwXiBPByOGXPGcAjjI5zVER7mxgVagfyZlbAI5DKejA8EH2IouIvJlwh3Rkbo2PUqfX3HQ+4pXKaK0tu0L7WCn6Gk8tc8ipsFhk0scauSCduBnnvRcdiv5YPQUCMDqKm3ADinmEmAS/LgnGO9ILFZotp5BFN2DORVgANIN7Ee9IV5PNMCJvmOF4FIRt4709lweO1NYliCaAFRowjiRSWI+U56Go+ce1TziIMmxcYHze9R8ZzQSNH0oySeOlHJOB0pwWgoMYqwbcrDHIT97safcRQL5RiJIK/Nn1q1Y2s19KEAJVeBSE2Ms7F7uQKAcGu703TIrSFBtG4CjTNKSziUsAX/lWoF9qCRuMU01IRioyaAInFQsKnaoXpFBBkTL7GrV4d1yx9l/kKqRcSA+9Wbg5mJ9h/IU2JbjYv8AWCotdJGjTcZOF/8AQhU0P+tWnX4zZNn2/nUjMknMJ/3a4w27JduXUg7siuk1WVEs2DyGMnoVPNcqDG7ZaeQ+5NUI7y1fdbxn/ZqctxWFoU0Yt2jR2cjk5Na++mIezrGhZjgDkmuO1SS0uL4zA5PsK6PU5Ntk3zEZriSRk4z19aBnY6feRXFtsRhlVxisGyuPL1sQYGN55rKFxLbOXjZgemQagFzIk3mq/wC8zndQFj0ZiGUg8g9a4PVYlh1CVVHGfSgaxfbSvnde/pVeS9nl++Qx6ZxQOxHnI9qQ80KCfpS7SDnOKQxY+CSc9KcGHQZNQ7iZMdqnHHamJEsTokm7cyDHXGaj+U85P5Um4DjHWpMAdqVwsMBI5wdv0pVYZ/8ArU7bnoDUkflKj7gSxGBigZFjjrSg47ikKjHem45zz9aAJV5PUVp6L4f1PxDeC20y1ed8gMwHyJnuzdFH1/WtXSvDlpZaVHrviWWSCxfm1s4zie7+n9xP9r8qnn+I+oLo8+laVZ2+mW8rYT7MSDHHjkZ6lj3c80AW/Evh6y8G6GLa31iGTxDKymQR78onorA/L+IBNeeSapeSTN9qbzQWLtG5Owse+0ED8qtbDISzEkscknqTVK9gwNwHShSE1oS/2zeRJst7iW2TJIjhlYKM9hzkD2zioft/mH/SN7E85PNVPeimSmaAnhb7rDNDFD3A/Gs4qMcik2+1FiucvGSJR/rFHrzUbXigYQFj+lVgo79aXt0oFzCs7yNljn2oIyBTc8jmpAc0xNjNvtViwOJnHtULHAp1p/rx7g0gjuauc1atx9oiNqxAbJeI4/ixyv4/zx71VjRm59KXlHBBwR0Iqbmo0cH2pDgk4P6VPdsPMEgAAkG7jpnv+tVhKVOc/pTJuP8AbHNN3nG3oKb55LEnv7ULKc5x+YoAUEZINL2JpTICdxx+VNMwDcAYoARmAbGQRUZ4YCpkeM9Qv402UxiUgHcB3FAD53EhBOMBcZAqv97IFLnOQo4NKBjoKAsKBgUqAkn0HekVcnngVpWGmPqDbI/uA9aYmyC1tZb6ZUjUkdK9C0jSo7CBRjMhHJpmk6RFp8QG0F+5rXUVNxC7QKDS005BpiENRmnmmGgCJqiapTUbCgYxfvCp5Dlz9B/KoB1qZ/vflQwQ6H/WrTtQ/wCPNvw/nTIf9atGpti0PrkCpG9jjvEm02keScg8VzEbKD1Oa7a8tFvbZopPwPvXGTQCK4aPdypx0prYEbvhtlE02CScV0Zb3rI0q0S0h3Lnc45zV2W4SFSzuAB2piG6mf8AQzXHEgMeRWpf63JKpjjQCP1Pescz5J3QqSaAJJXBgKYHrmqyjCA8fSn+Ypz+7/WjdGF5QUxoTAPbFIyilbJPDfSkz3IzQO5JGGZCBjFRSNnjsKfggZzjPam+WWVm9KBMjUfOKnIOajjR2YFVzV+O3lZRnaopAikR8wqxwKstZsUyHQkdsVWdmjOGQD60DuCnbnB6004pxm/2UpYpY92WQH2zQBGBXVaDpdjp2njxJ4gjD2gJFjZH715IO5H/ADzB6nv/ADs6PounWmkL4k8RxFbAkizsV4e9YfyT1Pf6dcLXNcvPEWpG7uyqgDZDBGMJCg6Ko9KG7Ctcj1rWb7xBqT319JukbhVH3Y17Ko7CqUcWe1SpFntVqOHPAFQ2aKJXxtXpVW4G5SvrWwbCRuQD+NUtQtxawPIevQfWknqNrQ5zOKUMCRSE03HNbHOTdRSZGaiGfU/nRk+poAl+UnrS4WoMmgZ70ASMVzSb+OBim4pKBC9TmpoG2zIfRhUFOU/nQNM6ZUIQgDAxVdxWzFBuhjbghlBBHfiqd3a7c4FY31Olq6KJHmwsv8SfMPcd/wDH8Kg2k9qlVjFJuHOOoPepTb/xKw2tyM1oZNFYRDPNK0WxtufxqfyGPcfnSGB/Y/jQBW2nfgmkEZLAZxmrk0SJIojz93kn1qM27k9P1oArY2yFCQaYF5zsqdoHBLsOKaEYrkA4FAXEB4wABUscaMGLtjA496ZGoJ+bOPatrR9Fk1CQMwIiB5460CciDTNIl1GXgFYh3ruLDTksolVFGRVy0s4rWFY4lAAGKslTtOMBqCRsYBqTpUMSvGoDnJJ7VNQA2kNONNJ4oAaaYacTmoJ1kKjy2wc80BcVhUbVJzjnrUTc0DI161M33qi71KetJ7Ah0P8ArVqDXpRbWXmMWIaRePTj/wCtViD/AFy/jVPxQAdNjz08wfyNIowU1NT9/KjsTWJcS20ly8nUk56U27mVWCozdKqlkPr+dUSdBDfK8QIcDFVppBLIWxkmsZrjyWBXJHcVYTU1wGMf1AoC5PLagoWbGPSsplGTkVof2nAwwY3x6iqrtbvISrOAemRTC5X4B6UEZPtTmHJx0pyoTikBH9OlTJFgB2H0FTw2hJ3MOB096tPasRjq38qYGY33+aFThmJOPSrbWbdxir2m6JLevulykP8AOgDDErKeOKeZGKdWzn1rrNR0C3+wnyFxKozk96450MblWzuHpS3AnWRtn8W4d80yaViuMn8ajAUDJ3Z9qhkfB4z+NMBh69a63wz4Sa4sn8Q60Ht9Atfmdjw1ywPESDqSTxnp+NS+GvDthaWC+JfEwcadk/ZLNTiS+cdh6IO570niTxbf+KZoxMkdtYwcW9nCMJGOn544pN2GlcpazrF34g1N727IUY2wwr9yFB0RR2AH51WjjAIzTVXA4qxFC8jBQOahu5qlYeo/uiie+hsMeYC0h6Rr1/H0qveailoDBbkNMOGfqF+nqaxi5dizMSxOSTyTQo3FKVtjd/4SWNkINq6N0G1tw/pWPeXzXfGDgnNQHFSFVIXBzkdx0NUopMhybRUIpMc5qVkwaYRirMhuMCm4qTFNIGKAG4pcUvAoFABikxmnYooAZinoORSYp8a5OfSgDotF1hY3W0ucLE3COT90+/sa37i2DIRjkVwBx3rr/D2qi9h+x3D5uIx8hP8AGv8AiKznHqjppyWzM+6gKMeKqlj5TDBJXkAd66O/tQckCuemjMbk0osJRKYv0C42En1zQt7k4wfzqC6hCP5ij5G/Q1EnLAVZjexrQtE2DJIfoKueba471jI6r3qwJosLhiT3GOlMdy9ttn6SsoNReTMp/d/Mp7jvUQdSOGFdXo1h51hESvVu4pAzL0jRnvrhfMUqg6+9egWttHbQLHGoAAqG1hSEABQPwq4pzQSxw4ooo7UAJx3paBRTAQ9KjzxUjVGaQIaaaaU00mgY3NRN1qQ81G3HNAEZqWojUo6CkxkkH+uWqHisb7K2UnANwufcbWq/b/69azvFO1rCMynYsdwrA46/KaAOL1W3SK4QRLtGKoYwa0765tZmDB2yB2FZ0kls3d1PqKoRGyDYxaooFDoc9jUm6MjHnH8RRGsSDCyA9+lAhVQDjpSbQDinblB4yTTRycnigY5V56VatI9xyRwKit4vNbGcDua0gViAVe3SgGP27Qu5eOwqf5YvmJyxpCyxqHPLnsamsLKW+m3MSIh1NMRLpti15KHcERA55710IjVFCqMAURxrCgRBhR6U+pbGV7jAibI4xXn91C0mouiAbmJwK7u+bELc4FcJdpK16zoD9RQgKpUqSrDkcVt+H9DtHt5vEGtqy6PaNtWMHDXk3aJfb+8ew/SbSdB+02jalqUjWekwvia6K5Ln+5GP43ODwOB1NXPG8sJ/s2yjD27wRZGnjBSzRuVVj1aVvvMfcCmCV9DE1fWbzxDqRvbxlGBsiijGEhQdEUdgKhROOlLa2rOBxxWpBYFslvlUDJY8AD3rNs3jGxWtrVpX6cVS1LVFVWtbJvl6STDv7L7e9Jq2rrKrWlkSLccPJ0Mn09v51j04x6siU1sgxxgUv1FJnmly1aGNxOfSpIzlsCm4frinQyiGdJHj3qrAsuSNw7jI6UhjnXcPeoCMVZlBSR1JU7SRlTkH6VAxFUBGcUhx1p3WmnrSEIaBSGlH1oEFFHakzQAd6lU4Qmou9SZwhoGBNKkrxSLJGzK6nKsOoNMJ70ZzQFzu9H1ZNYtSsgC3MY+dR0b3FVdRs+Tgc1zOmX/2DUYbkZ2qcOB3U9f8+1d1eoGQOpBUjII7isZrlZ1U5c6OQmiwGRxlT1FZkkZhkK9R1B9RXTXduGXIFYtxFuUjHzD7tVFmdSJWjGe1WFiY9MVHbqDjJ71cUYyOwqzNF/Q7JrzUEQhQF5OR1r0aOFYwgUAAdgK4fwmP+JsfQrXfN95KQMQCnoCBikAyafQK4UuaSg0AOptGaaTTAGNMNONNNIBDUbGnmmNzQMaWwOKjbpT6Yx5oAjqQdBUZPWpF+6KTBE1v/r1rN8Xrv0pRjJ81SPyNaVt/x8L+P8qzfF7iPTYmPTzRn8moGcHLCVznvVOSL5utagubOb/ltg+4qGaOFvuSofxqhXKCwKR979KBFtbrn0qaRBH/ABZz6VGH47ZoGL05p0amV/RajVS7deO9XETYue/YUEluGNYkyRz2FLInl4d+Segp0aBF3OSWPartjp0l7J8wPljuaYEenafLfzhjkIOprrIYo7eMRxjCiiGGO2iEcagAVIB3qWxigUhPFHQ0hOaQFO9RZLdweBisu30K20axj1zxCkptpCfsWnoxWS8PYk/wR989T29+2YaT4TsY9X8SDzZXGbTTVwXkPZmB7D349ecCvPPFHjXVvFl2WmZILcH5IYh0HYFup/Qe1PYErk0njCW5uPt98qyXVsAumWMa7ba06/Ps6ErxgdSeT0FYttby3c7Sys0kjsXd2OSxJySfeks7FpXGBnNbNxc2mhW48z552GViXqfc+grNtvRG8Ypasn8u206zM9yyxxjuepPoB3NctquuTal+6jXybUf8sx1b3b/Cqt/qFzqM/m3D5x9xB91R6AVVFVGNiJ1L6ISl6Uh6UCrMQoyRS4o2mmA5X4pdwzyAaZgg0uCaQIvX832iRJRGiAwxg7FYBiFAJ+bvkHJ6E5xWea2b1GOg6TM0W3Ilj3j+MK+R+W7H4VjtTAZSEUpFNP1oAKO9GMUfjQIO9JS4z3pCOKAAVIwxGPrUYHNT7NyKc4oGiGgVKYh/epPKA/ioCxHiuz8OXq32mNZSNma34X1Kdvy6flXHiMAdas6fdPp17HdRE7lPI/vDuKmSui6b5WdfNb4UjFYN7CUcsPXNdYGivLZLmA5jkGRWNqFvgHjisIuzOqUU0c/sCSBxkK3P0NTg5T3phHzMnryPrT0BKZHTvW6ZztWNvwmdurj0Kmu/c/Mlef8AhkhdXTjsa79/4aCGOVcZ5p+OKatOoENk3bfl60vJUetOzSdBQMBTSCQaU0mTigQ2g0UjHigCOTt9aQmlPXNNY0DGmmE8mnGmGkAzvUq/dFRGpE+6KBontv8Aj4X8f5VS8Uabc6npwS1Xe8TeYyjqRgj+tXbb/j4X8f5VU1/XZ/Dyx3UCK5lYRkN6AMf8KEDPK2iKOwOcg9CORShCTjpXRahremaw5kn00Q3B6ywnGfqKxSqxysFO4DpVCI+2OopcbmwO9Ltwfc1KAo4HWgLjkAjWp4AFy78nsKjC4AY4rU0jTnvpN7Z8sd6BEmnWEt9MHIIjU8n1rrYo0hiCIMAU2GFIYhHGoAFSGk2MSl7UlFIBT9atXWo2XhHT49U1CNZ7+Zd1hYk9f+mj+ijt61JCLXS9Jn1/VAPskHEMTf8ALxL/AAqPUZ6//rrzC+vL3XtUm1C/kMtxM2SccAdgB2AovYcY3I7/AFC/13UZb/UJ3nuJTks3YdgB2A9BVmy09pXAxVyy0rKeZJhUXkseAKiuteSBjb6cmAOGnYcn/dH9TUPU3tGO5cu7u30aLy4gsl2RwvZPc/4VyF5I88zSyuXdjlmPU1bkDOjSE5JOSSeTVKTmrjFIylNsixQOKWjIqjMSkpabQIWlBPrSGlHSgA3U7dTaOKCkacjbvD9mvUrdXGeOgKQ4/kazHHNXlz/ZKc8ee/8A6Cn/ANaqL9aYmMHIppFONNJoEJ2pRyaD0oFABRQaUdaBABzzU7YAAx2qJeSBUj/eP1pFITNJRikFUMKDS0lJgdB4W1MQXBsZm/czHKZ/hb0/Gujv7XdGeK876HIyCOhHau/0XU11fTv3hH2iMbZB6+/41hOPU3pSuuVnL3cZilzjGDSRj96VU4Dc81raxabckCsUZ2Kc8jiqixTVjY0E7NXjH1FegE/IprzvRWxqcOfWvRB9xPrVmLHqakqPGad2oAdSUnJOaWgBDUZ3Fwc8DqKkJpmOc0ALTT0pc8U00AMzxz1pDSmmmgBhPOKaelKQc5pppANqRPuCozUifcFAye2/4+F/H+Vc94/lEVvYAqGy7nB9gP8AGt+Jgsqk9On51y3xAPmXOnJzgLIePqv+FCGcqHidcm32+4bpUaE5JpSCBt7UKvOT0qiWx6jHzHrT1xgkg80371auk6W9/MC4IiHU0CH6TpUl9IHcERD9a7GC3S3iEcYAUelLBAkESxxrhRUgpXGFITSmmkGkAVfsrGI2sup6lL9m0q3GZZm43/7K+pPSqgudP022fUdVLG1jYIsS53TSHkKMcgdyfSuP1jxDqfi69iW42RWkJ/0e0iG2OIfTufc0N2GotjvEOu3ni/VUbyzDYwfJaWq9I19T/tHvV3TtFWBFebr6VZ0zTo7SMMACxHWtFj61FnLU0bUNEZWskLYuBwuOAK4WOTZMW4Oc8Gu210/6C31rhh96tErIybbepIzEg88VXkq0uMZP5VWlOScce1AyHkUYp2DSgUyRlJTiDQBmgQ2lApxFAFMaGUoHNa+g+GtT8S3v2bTLYysPvueEjHqzdv5+1er6X8OdC8LRJqGuS/2jdIARAFxCG+h5b8ePapbsV5HlF7a3FjpmnRXFvJC0qPdL5i4LK5Cg/TEX+c1lSY9K9X8aX2n+LxC8YMU0IKq2PuL2B9R1rzG/027smPmxZT/npH8yn8e3401JMHFpFE03tS5z0PFIeOlMgB1opKWgQUoFApQC52qCzeijJoAljABpduCauWFg3mq9zhV/udSfr6V6Avw+03xRG974e1GG1mODJY3AbCNjnawz8uenHHSp5lcuztc8xI7UnetjxD4a1Xw1d+Rqdq0WSQkgO5JP91uh+nX2rIHNWAnbNJ2p31ptJiEq5pl/Jpt9HcJ90cOv95e9VKSpaKi7anol4kd5ZiWMhkddwPtXIvGYp3Q9+lafhrUP3ZsJW4IzHn9RTNYtzFKJQO9ZrRnRK0o3ItJONShP+1Xo4PyL9a8704ILyEr1LivQ1/1a1oc7JwadwRTBTgaCRcUUbhnFBphcaRSYpWGRik7UANxgmkNONNPFIBjcUwntT2qNuhx1oGJUbMA4HrTuQBmmsATnFADG5PtU0f3BVdshqsR/cFIZNAoaZAemc/lzXMeN/wDj8th1Iib/ANCrqbX/AI+U/H+Vcx4zQvqcfHAg6/iaEDOSOZMetJtzwOlPRSOMZJrS03TGu5QMYUdTVEiaVpD3zqzDEQPPvXaW0EdtCI41AApLe3jtogiDAFTGlcYoNLTKM0gHE8U0k0hNJmgDmfF8plurC3ydkcLPjPG5nIPH0Vap6Y0cMyAjAJ+Y1a8SR51SBz3hA/Jj/jVJF+UetRLc2gtDtCNvAqNm9Qaq6VcGazCs2Xj4yfTtVqQgDLEAdMmrRlJWepia83+hkA1xgHP1r1keAta1+FdkK2cLcmW5JU49kwSfxx9a6TQ/hDoGmlZdRkk1KYfwuNkX/fI5P4kiqRJ4MuT0HTrUTpzx/MV9VDw/oaKqDR9PCp91fsqYH6VbjtLKJdsdrAg9FiUD9BQO58nW1ld3kgS2tpp36bYULn8lya3rX4f+K7wKyaJcoG7ygR/mHINfTCtFEu1AqD0AxTDNEM8jP0oEfP0Xwk8VTLl4LWL2e5XP6Zq3D8GPETsPNnsIhnk+exP6JXuZuYx35+lMN2o70rodmeQW3wQvWkH2rWrWOPv5UTO36la6Oz+DPh6EKbma9umHXMgjU/gBn9a7V9QiXq6j271Wl1baDsz+IqXNDUGXNK0jT9CsEs9PtkghT+FepPqT1J9zUOpwafcwst7HC0ZHJdtv68VjPq9xcSGKJt74zgHGBWDqF6Qzia5hJH8KZkYfoB+ZqXM0VNox9f03wtaWk76U92btcYCyu8a88kk5/nXBTXk+/AYGuqa1vtfvxZWrYXBZmc/JCnd2P+cngVF4n0iw0qG3t7CFyyAia4kBzIT3PoeuFHQdetJX3KfY42ZYZT+8gjZu+Bz+lVzYWrHgyJ7A5/nV54yM7fzNV9mFY+g6+tUmTyplf+zbfP8Ar5PyFSLptqPvSyn8QKEDeac9Kkk4kAFNMlwAWdlH/wAs93++xNSCZIgVjjVfZRiq65OM8GnKvIFFwSHrK7ENnj0Fd14LvTbXDKp5kXaoJxzXCw/LNg1saZcNDKCrEFTxg1lM2gj28wW3iPSn07VrUSxsMH69iD2PvXkniP4Ua1pBkuNNQ6lZLkgx/wCtUejJ3Puuc+grqtG1+aOZGMz/ADfeDHivSdN1BLq3VsjdjnFXTnfQyqQcXdHyc6MpIIIIOCCOlMxX1DqPgfw1q17Jd3elQtPL8zurshY+p2kc+9crrnwp8M3RjayluNPYcNsbzFb8GPB/GtrmZ4PRXfa38KtXsCZNOliv4T0APlyD8DwfzrjL3S9Q00kXtlPb9syIQPz6UgIoXaN1dCQynINdLNML/TFlb72OfrXNQgfKWGVroLUg6VNJs2qZtqD8Of6VEka03rYq6YxF3EO6uPyr0kH90vvXmUEgh1BHxxu5r0yI5t1PsKcSJ6E9KKaDT6ZAMQOaM0hGRRTAWkzRTW4FAAaQ0vamNQA0009KWkNIZGaQ0rU2kBG3UVPH9wVXJyxqeP8A1YoGizbf8fC/j/KuW8Xaw9prAt1iikUwqTvHPJNdRbf8fC/j/KuM8XoH8S7ep8pP60ICjZwm6mARMFj0Hauxs7VLWEKo57msLR5rO2bMkyK/YE1vJe27kBZkJ9jVCLHakJ9KAysOCDQelSAmaQmjNICCMg8UAHWg8GnxwySn92hb36D863tI8KnUvmnu2RR/DAoJ/wC+m4H5GgDz7xAA97AOuI8/Tk/4U3SdJfUpiiSJGoIBeQ4VfrXrOseD9Ht9GuJIrGN7pVG2aQ+Y457E9PwArg7WKWwnOF4J5G2pkjalJW1KospPDmoRjUkb7PNgF4iD8ueqnoa9Z0PTvDtraxalYgXAcbkuJm3sPpnhT9AK5vxTdWmseGLZ3ii3L8vup78elcjoWma6qSmxjnk0/OWYHCKfxOD+GTRdrYb5ZK70PYJ/EWnxZzPHn3as6TxVA3+qbcPUCvOobp2fEqRsQcfOgNaQcJjEarnsoxUOowVOJ2Y1oyjIYD6tSjUpWcqsiZAzjNcikmR1ZfqM0GWVCCpJz3FTzsfIjrzdy93H4VDJfFTlpQo/AVy5nlbhyfxpjTBTzyfalzsfIjo5NSjx/ryT/smqUt4G6uT7EmsU3Z6KFHuarzzOeDISPahtjSSNlrguP3bf98msi7vJixUSyBfdjRY3ewlCOMHk1H5TNPvV0kUHJAPP5UrXGXMXFlpmLeOR7m55ZkGSi+n1NZUWk317MISjQL1ZnGAB6mptUkla4SNpOi5IFUGu7uJCvmSGM/wlzj8qvQk2Xv7XQ9OkhsACN332+9M/95vYdhXG311JdyNJM5d2ySxOamuZmmbLEnFUmGe3FO4rFJ0GMY61C8Q27fU81dZR1xUbLgigRSMIDdKZKnzk+1XCDUUg5pgVfLwQaSRSrL7VZK/KDSSR5AJHSi4DTHvTcvUVPA2GGOtRQ/KSCcirKoCcipZSNuxucYya67RtaktnUb/l9K8/jbYeDWrZ3IDDdk/XpWdrM03Wp66NZSSNWUMAw/hb9KpTahHJcOiSNskAZVY8AEc1yNpI2FZpCFHPoKJnBlVopGUnjPv2rT2hn7NLY6ZtSNsNszDHbPpVObUIbgmMvGUbjaU6/nXPXV0WkDSqSehIpi3CsNu7ihTFyGb4k8GRTq91piJFKOWhTAV/p6GuaYNDp0EBG0qCWB65Jr0CCeW3J8mcYHYiuS8TlpL7zSR8654GKtyuhRjZnMTfK+e/WvRtJuhdaPDLnnbg/UV5/Lby+WplTaWG5eeo9a6DwjduolsmBK43j2qokVEdgp6VJmolOFFOzVGQ8mkzTSaCaAF3U1znFIWpuaBjy3FMY0hPNNJoAC1ITTc5oJoAGPNManGmmkBFViL/AFYqueDViL/VCgZPAwWUMTgAE/pXFeLpBF4jlkP8MKfyNdpEglk2HowI/SuC8bP/AMTu6HdY0U/l/wDXoQM5KWYzTGRupNdV4VjWRJmlc/J0rl4FV857Vv6GSskiocDGSKolHbWBARuSeetW85OKo6cD5JJ7mroXHJNSMRyF602AnPoKrzSky8ZxTo5wnuaVxpG5aqu4FvmPvXa6LcwxW+M9K82W9CfebJ9BWlY6he3DCOAYUfkPrQmOx6LPfI8TAlcfpXBapYXYElyLWTyN2BKVwp/Guo0pLeJhJcqJpB/e+6v0FdKz295bsj7TG4wQaq1xX5TyOJJJIWiZgVALbT0rt/BcqzafNavyEbIHbBrG1fw5c2EzPBG81seQyjJH1xV7wbMi30kW4BmU8UkrMbd0Y3izSo9N1oNFgRzDeF9D3qvMAtvHiI7m5DjPFdX4u0xtQvLHBx8xU/jz/SnSeHybEIgJ2jgAVEoalRnocva7Jk5mI+ozU7xCP7h/DbjNLNaCJmXG116iq6zFcsxJxwB3rO1jRO4krHGZFCj69ag2b+EG0everSxLIxeVSWPQGkkjGPlAGOlFh3KrRRKD978e9V5EXsMVcK5HH41FsPbmlYdzPbKHg0zJQ7gSGHQir0kYZDz0qpIuKQyq8zlyxJJPUmq0sjOeTVqRRyKquKYFZhzULLkdKtMveoiKpEsqlKiZc1aYYzUDnmmIg2gt9KhdctVrueKhbO7rQIhK4Ucd6cUytPccCnKMjFAFcJz0qeMdqYy7W+tTRjOKBonS3kdcqhI6VKiSxv8AMpBHqKfbuyfL0Dfka1IpNwCvHhh0c8/nUNGiZHbTzEABS+O1W1mdQd6lD/KpYlkYFWPHoelLcQp8p2jOPWpsNsieQNzuzVSV1GSAKmkVFHSqLhmfI4UUEst2115B3+o6VheIrv7VKgAwwHJq9IzAdsVi3O+efAHFaREVmkcoiuxOwbR9K6vw3aLBpzTlfnlbr7CudubXybRWK4G7g4612dr8ljEqjACgVtEynK5czwKATnHam54p3WmZCseKKQ0maAFNNpTSUAIaaTSmmmgBMYGKQnig0hpABpDRmmsTQBGetWYv9UKq5znirMP+qWgZZtv+PhPx/lXnfjlv+J9ej/rmP/HBXolsM3Cfj/KvLvFk5n1q+bIP+kMn/fPH9KEJmNbdSM8Vt6OWe8CJxkc+9YMBO/A710GjyLFdqT1qhI7myUJAo9KsMdyHFQWLb7YNVjGOlIZnSggn1qAlgeK0Jo8nIqMxAjkVDLQlnFGx3TEkf3R3rdt9RWBAkcKqvoKw0URt1xVqLLHpmkM6mwu5LqUIqYHc9a0p/EkOlSeSqvLIv3goGB7ZNc3BdvZxbYTiRhgt6VVaKQg45z1Pc1VxNHTr8Qbnfxp8Wz3lOf5U99a0TVGEt1azWdwP+W0XP6jr+VccEIfDAg1cgXIxRzMXKjvbGOO5aOeO8F2qEbWYkMPqDW09wqrg5T8M15pGpLAjtXSabqt4i7GPmoONr9R+NNSE4mhd6Fb3ztNHct5xH8QG0n3xXL6npd1aTKZYCo/vjlT+NdimoWjgFy1u3qelXUfzovlaK4jPoRzTcUwUmjzqPj7wGKe4J+7gA+1dXe+HbS4LPAHtpPTGV/KsK40q7s/9bGXT++nIrNxsaKaMkwODv5K96jdSGyvT8qvyehGRVOTKt8gwvqRwKmxVyk7YZmAwx68darOwxkgE1fkiI6nOaqSRipaKuUpPmGf5VUdeavOmO1VpFoC5UccVFt4qw61FimJkDjiqzjqauOtV3XPFMRXAODUZXJFXfsdwF3+S4TGdxHFQbcGgCGQc4pUFDjLGlSgYyVOQRSxcEVLKu6PNRxGgSN2ytjKiuhUNnoe9aX2VljOYmKnghucfSq+mmNLSNy+GH+NazXKzxkR59CAM/nRYq5nRXQtjslyydAR2qWU7iNoHtikmiVsgoQe/ymq2fJJSEt7gjNS0NMbKBnBPPf2qFlyORxVkQt95xj2qOTocUrA2Z8i8kU20gjE43LkelTSLzUY+STPvVIhlzxPAn9hxugC7HU8d+au2v/HlH/uiszWbnz9CdM/dIOfxrSsz/oUf+6K2RkyyDmpM1HSg0yRzU2g0lAC03NBpM0ABNNNKabQAneg0lBoAM000ppDSYEJ+8atQf6lfxqqatQf6lfxoGWrX/j5X8f5V5Fr+7+1LgnjfPI4+hY167a8XCfj/ACrxrVnLalMCTgO2M9hk00KRWgBMowa2bPCTpnnntWRbffrZsUJu4+O9NgrHe6dxZrVoniq1mAtsoznFTE0mAZDVMiJjLEACq9BJNSNMsO6yDaigD1NMXbGfvnPotQ0ZxSHzF2GV4zuRiR1wwBrWs9XtnYJc2CEnjcjFf0rBW5ZQBtUipRJFIPvBT6GgadzoNXXTZBHJbybZMYaPr+tUrWU28wdADisvygpzj8RVyA/LyfzNIZqWZX7QhYfLu5rWlx9qLRcDPGKxYWxtIOfUVsq8fko4RxzyccUwLayB1CP19DWdeW8kDebbs8Z9UJBB/CrwCt0IZfrTiCFxjenp3oEZ1t4k1K1bZLN5q/8ATQZ/WuhstftrwBZEVHP61y95arksnT+VUctGRg4x3o5mg5Uz0CSz0+c7nhXJ7461Xm8P2EwPlxhSf7hxmubs9amgAV2LL71s2+sQS9TtNVdMmzRm3fhW5jLeRKsi9lYYI/Gubv7SeyfbcRNH/vdD+NejR3qsPklDexNSM0M6lJUBU9QRkGk4pjU2jyhwCuapyjrXpV74U0+6UmBfJc94zx+XSuU1HwpqVsSUjFwg7x9fyNS4MtTRzDrUW3mrU0bRuUdSrDqrDBH4VCRxn0qSiB1zUDrirjLxxUDj1oAsxTltJYHqvyf4VlOuDV1P+PSVADgspz6VXdM0AUnHPFMXg1ZdOOlRFTjpQMlj5GDUBXy5SpH0qWM84NPkTcM9WFArm5o6w+UCU3vjPTOOa6Brt1TMYwD97HQVzOlTpFADKcR5IODya0xPJcbXbIUcKo7CmA9wzuSzHnt/jSCJU6ACnKrlgAvFNlySVzn19KVgGSnf8q9KqyLxiraqFjyfwqu3IJpWGUnXBzVSQ4JOKvSDg1TYZemiWRXIebTZIsZYjIArasyfsUf0FZ8IHnKD0PFaaJ5cW30rSJnIsDninUxTTyaokKSg03NAC03vS0maAENNzS5zSUgENIelBNIaAEJppNBpuaVwGE1cg/1K1TbGauW/+oX8f50+g0WIDtlBPQA/yrxS5fzLl29TmvaVONx9EY/oa8Sc7mJpomQ+3JEgxW7YBvMD+nSsa1IDAn1rcsjlX9BTYJHb2RzaocYyKnNV7Ej7HGfarBqWMTNITRSGkAE0ZzSUCgBcUlBooAminMfB5FWhtcBh0rNJp0UzRN6juKTGmbVo4SZSRuXPIrq47NHhD20hXP8AASa4i3uUeQBWHPFdfpEjzQlV+/H79RQiiRp7m3wJYwwHQ7atW1/az8MCj+9TRssymNwPx7VnXtgY2Mqng9x2NPUC1PbJIcoVz7Vj3NsVYkrU0c88Wdw3KO9WPtKSrgikwRj7AOnIpVUqcoT9KuT2jctGp/Cqm8g7XUq3r2NIocbyaL+LBp6a7PFjLEj86hmCnhlrOmBDDHI9KLsLHT2/iMEDdj8K0Itetn+8+B71wnB9RUBlYN96mpMXKj0K5h0nVkImWGX0J6j6HrXM6h4JfLSafOrIf+Wcp5/Aj+tYq3Uq/dYj8anj1i6jPyTOPoaG0wSsZt7pt5YHF1bPEPU8g/iOKz3WurHiG8KlXk3qeCGGaybxLe5YusaxMeuwYH5UmkNPuZkKf6PdD0UN+tVuoq8IWi8wcMGUjiqew9zU2GRMueKiMeQRVgjHOab1pjuU1BRuasL1BprLniljBA5pCZfsbUyy7YyoJ6Buh9q14iLc+XIhVvRjwfoaybRzC6uDyDWqHNyQmMqeoqhXLkbeYfl6DrTJIxuwOnU0zy5LUYifIP8ACe1SLv2ZkXGKQ0QTHgKOpqCRcDFWUG92c9B0qGekMouODVQj5jVyTiq2KaEwThl+ta78xq3qKyV+8K01bfaqfQ1cSJIetSVWLlNp96nOcVRAppuaTOaKAFNNzQaQnmgAzSGkf7p9aQZxzSADSZoJ4pvegAPSmHrTmPHFRqSy5NIBGPNXLf8A1C/j/OqJPNXrb/j3X8f50DQ+RgkMrHOBG2cfQ14xOIknkEDl4gflYjBIr2tdvzbxldjZHtg1554k0jSxaG/02TYykb4uxB7iqiJnLxNsbOK2tNYl/YjmsaNNxx6VpWRZbhVQU2JHodmMWkf0qwagtf8Aj1j/AN2pSahjCg0UmaACikzRnigAJpuaQmjNAAc5FI1HWkY8UIDC1a9msZ0mgbDDt2Nd/wCFtd+2WEGoRnDZ2yoOxHavN/EZ+UVJ4G1j7DqLWUj4huemezUxpnvjIk4W4i/iGeKcmGDRuOGFUdHuFWARliVxxmtKSPcNw4YUw2KBtF3FPuSfwnsR6VXksQSdmIZfQ/datKRDMgPRhSoBcrsk4cdD60mh3MQtLbnEqlffqDTXjinzngnvWtLEVBjkUMvowyKzpLUK26I7f9k9PzqWhozZ4Wh4+8nqKoyIMZBBArUkcqSCMVRlQPk4x9KRRVVQwJ71TlA3kVpGPZ6VSnjySaQFXFRkY6dakIYHmm0DQw5780nNSc7vakK0CGocmoZIVJNTxrhiajk+SQg+tMCm0BGahaNhnitDINMZAe1AGaV9KQKcnNXmhHoPwqJ4sAn1pANiJHFbNhII1YN16ismOItEJFOeasxuSVGcepFMDYgDTSFz92pJ2LEIKasixxhR0ApUG7MpGCeAKAEKhI9o7VSl5q5IflqkxzmpHcqydKrkYNWJuFGahYc00DGjrV6Bs27D0NVNny5qxBxGwqokMlC78Z7Gps+tRoacTzVkC0dqSg0AGabmik3ZOKQCZpCe1ITSDrSATNGaKCKAGmk7GlPTimE4pAMPWr9t/wAe6/j/ADrPPWtC2/490/H+dMEPl/495vm2/un59PlNcPdWdtLpcyJqMRbbkA9Diu6YqI5S/wBwRuW+m01x0N7pRUxvakqy4NVEbOLh4INbNpErIr9GBxxVC4toor2aKFiYg3yZ64rQslKoV689aBJnc2y4t4xnPyipajt/+PdP90VJSYCHIpueDSmk7UkgEpc8UgNFMBtFFBNJiEoPejNNYjFAHN+JPurXOQsySK6EhlOQR2NdNraeeNq8kdhXPC1mB/1bVSGeweEteGraYj7gs8fyyL7+td9aT+bAFY/MK+fPDOoz6PqySFSIX+WQf1r2zSroOFYHKnpS2K3N3oQR+NMdBncuRTgQec08IT05pkhG6zL5co57GkezwDgBhQ6Y5H/6qlimIG1vzoAw7y2iKtlAGrIkgZFyDkGupvwrREEA5PWsa7gSNFCkg45GahotMzHUFQGUjiqM0fynByM1txxvJCQY94BwazZogrMoBX2IqSjJdDmq7LtbnpWkydciq7xZGCMigCsDzwaWhoMHKfrS4OOaACMfM3uKgmXLmrMYAk+tRzrh6AKhXtUZLKeCRVkionXIpiIvN9R+VKGVhw1NZajUfNigZcA/dhRxTCgQgjn1qXICIPzpSuRQIt2QMy5fkL2q67c1lW03kOeu09RV/eH5BoGRzE1XCMVqdjk003MUWctkjsKQXKUsO51z0zTLp4rWMyzMFUCq1/rNvZJ50z5JOFROSa43VdVl1S43uSIx9yPPA/8Ar1aiK5qy+JpJpVS2iCJnq/JNdPA7GFSepHNed2o/0hPrXocB/cp9BVWsQyyG/OnAnvUUZyzc9KlzQIXNHakzRmgAzxUeME05jTBSYBSUE00nmkAoNGabmjPFAAWpmaUnNMJpANJ5rQtebZPx/nWafWtK0/49k/H+dMENvyRpl4V6/Z5P/QDXnMROeBmvRdQ/5Bd7/wBe8n/oJrzyJcED3qkMzZ3/ANLkPvWpYNujVuuTWRP/AMfs4/2q1tJYMscY+8GoZJ3Nuf3Kj2qQkVFHwgpc0hjqTNGabQAtFJmigANMJpxphPNDAXNQzSBVJJwKeTVG/fEJOaEBk3iNPIzI5X0xVH7Ld/8APY0kxkLkq3Hs1RZnUkbjj/eqgsSi1uO8xNej+C9XdrUWlw+ZI+FY9xXme6f++w/GtDRtUl0vVIbhwXiDASLnqvekNaH0Bb3QKqHz9auJcJnrWTYoJrWOSJxJDIoaNwc5FWY98MgBGVpBY0cA/MOQaeYgU4OarQSgu6/wmrSnYmD9RTEULljkKT8orMuyGAPpWhcH96SelUbwfIAOvepZaGWmAXx6c0tzCkv3hz2NPtohHbg/xN1pJuVz3FSUYN3CYn69e/rVNmx94VsXsYkhbjkciuaku2hYq43J+opFWLhVWHBqNozUCXtq6gCZVPo3FW4WEinDK4Hoc0CsVihDZpkpO7kZq60ee2KrzREHIoEVSAT1x9ajdSKkI6jGKibcv09DTAifpio0UA5NSllPUbTThH8nqDQBOiA24PfrmnqOKdEgwo7YAxQw2kr6UCZDIAGGKWOQocZ4ocZFRk4FAhby62QkKcMeM1xPiK7lW5t4Y5mTCFmIbHU4/pXVSne20jpXL6tZLcajJPu4UBdv0qkgZlkeZgyXO9umWOaFgjJ5mXNTCO09af5Vp3b9KskSGKONwxmQ812tnMskCFTkY61x6Q2WfvDNdDpt0jYiBBA6YpAzZjXaW56mpRwSaiQ5p+aBDs0E00mkJpXAUnNJmkzTc0wFPNN5pc0mcUAB4pueMUE802kwFNMbpSk0xjSAYe9adp/x6p+P86zCea07P/j1T8f50DRHqv8AyCLz/rg//oJrz+IfvF+td1rxK6HdkHHyY/UVwkJJZR700MypnH2uXP8AeNauikm7XC5U9/SsWVCbuTuNxrptCQKkZHVjTZKOtQ/KPpRTVPFLmgBc0GkNFIAzSZpD1pCaAFJphNBPFMJoACazdSP7hq0CfSs3UcCM56UIDmpjxx1pi59TUsoG7FC4CniqAYSexNIX6ZJpcc0zoxyAaBnpfwu8YLBcjw9fviKQ5tHY/dbun9RXsD2quOnNfJxcpNvjYqynKsDgqR0Ir3n4d/EGHXbeLTdTlWLVEG1SxwLgDuP9r1FBNztYbYgEEE+9STYMXl/xDoasE7QSPxFU7hg3KnkUBcz5PnDZ4Iqpd/dyO9Wi/wC+IPcZqnOQARk4J/Ks2aIfC4a2ApkjcYqvE5QsgPQ5FOdt1IohYZOD3rkdQTEjL6GutJwee1c9qyD7VJx71JaOblUg5FMgma3nWZOoP5irM6cmqpXmmB0iSPKqXFvISjclCc1dulRZvLHPAINc7pNy0NwICfkkPGexrpdRj8ufHXCg8elMlmdNHn69jVKQuhw4yPWtXCuuQcioJ7fcvHWgRlNt3YOOenvUqhkUbTxSbFyVdf8A61XIY42MY5yWGaAFjnCABhinyYZg4PBHatloYyPLVFUY+Y45qnqYtoIgqBQ5x93+tMRmPgnAqFwQKkRtxwevqKGHJ7ikIozMEDMfTNc+PnJJ6k5rodQgY27lBk46VgqhxmqQGRd2ywyZGdrcioMR+rflW9JCk8RVh9PrWDJGUkZG4I4xVCHBUP8AEa2NFZFm2gkn1NYqgA1q6P8A8fVAM6yJiVqXNQREbalB4pEjs0nek60UwFJppPFLkGmE0AGaRmwKSmkbhg0gFzkUhNN6cUhY0rgKTxTSSRnpRupuaQCMea1LL/j0T8f5mspjzWrY/wDHnH+P8zTGitrql9FuVHUgfzFcgtuzSArjoK7XVCg06XzM7eM4+orn45rSM5ETn61cQZyc9qqOTGxLbvmFa+iowlTqBnoa0Wn00MWNlz65p8V9p6SB0tMH13UhWZqKcU+oI7lJ1ykRQe5qTdSYD6QtTd3FNzSAUnmjNNzTScDimA80xjxTd5ppOaQgJzWdqP3BmrxOOtZmpSDAXPNNDMOVh5lCjk1G3Mp5p1UCFY5Jx+lR4GeaepGeaZjJNIGV2+aUgcU8OVQY6g5BHY0bVMh+bFNkXaMUyT0j4feN/Ed14i0/R5rw3VrIzBhOoZlUKWOG69u+a9kuSQpYL+VeMfBvTzP4ju75lyttb7AfR3PH6K3517dIqlCrcjHSgaOammYSZIwVPBpryif5hjcOo9ak1C2aLLgkxk/lVYx/u0kTGSPmHvWbNUIP9arfgafJ8pB7GmllkXH3ZO3vUayB4yp+8p70gEJ+fFZGrREy7x0IrWY/MrfnVK/GYh+NJlpnLzr1qmy81oXA+Y1SYc0IbHaaFOsWIb7puYs/TeK6fWyo1R0ifJiABAPI71x5dopFdThlYMD7g5FH9ryy6zLcscl2JYetMVjpYpATyME/kal+lV49k8YdDjIyPepBuXhqCSGaIbwwp0Sbwo96kYZWmwnD4oEPlmmtxteQhT0yf5VhX1vPcz+YXUp/CAelO1y6dpmJyAowmDXO3Wvy2O1QgkJGSpPBFUkJs621+ZMnG4DBpXByTWXoetWd/I0UTkSY3FGGCK2ZVwKQFeadY40L/wARxmsu8tlhmDL/AKqTkY6ZrUnVTGqOuVPP0qu9sTatGG3J1Q91NCAyinlkg1larAAyygdeDW1Ku6EN3Bwar3NuLi1ZMc4yPrVIRzY68Vq6R/x9j6VnlAPY960dMwLgfSmJnTKMqO1SE4xUSN0qTNAh+aQmm5ooAM0hNBNIaQATTSTmjdSE0ABbimbqCaaTxSuAE0maQt+dN3/NSAVjzWvYf8eUf4/zNYpb5iK2tP8A+PKP8f5mmCINbJGjzlevy/8AoQrjzJK3Qfka6/Xf+QNP/wAB/wDQhXIjApopEZaVxgpz71NFF8m4kKfQ1LGmWHPWrX2QOAdtOwNiQ3uxdhYfhU/2zHcVD9iPZDSm0b0osSPe8IXOQKZ9vYdMGg2jEetJ9gP939aAF+3n/Zz9aab5/RSPrQNPb+5R/Z7f3DRYCT7Zx0UfjQboen61F/Z7+hpradKehI/CiwCzXLEfIOax5JnluCrgDitP+ypezNmm/wBjPuDYORQBhSLhzim8+nWtaXRrlmyEFN/sW6x9wUxGWqnNP8kliQK0U0m5U4ZMe4NSjTJVHTFAGI8X7w5FMkjYoMdq220qR2zg5oOjOoJJIA60AepfB3Tvs/hia8YYa6uGwfVUAUfrvr0OXgN9KyPB+nDSvC+m2eMMlurOP9tvmb/x5jWvN90+9AEIgWa3KuMq3WsS5smsz97MfauiQARgelU7nDYBAIJ6GpaGnqYAT5i3r1plzblSZF64q75Mcd0YwOH6e1E65zF3HepNDLRwx5qrqC4i+lW5YPLxsycdqp3rb4TUspbnO3HJJqi5q7P1NUn6mhFMrTDIyKzJAYr0MPuuP1rVccVnXi/IH7qwpiNzTrsxDax+Q/pWx5hYY/KuZtWygrSt7rZhJD8vY+lANGqpBqPlWNERPJPfvTjgk460iDC1GQAMjc/NXE64y/2kQOioBivQNSsPP/fIfmUcj1rzrWUcatOCDxgD8hWkSJFjw7OsOsxHdjcCv5ivR7eUXMDA/fThhXkce+KVZEyGU5BrvdL1LzokvIz82NsqUSFFmn9pZLp4XG5DjAPY1PEuY3I646VSu0Z5hcRHKtggjsavxkPBuTjcPypFGdJbTMjbUPJ78UxLaZR8yjHsautHOTy5x9arzSC1QtJJg9lzyaBnM6jD5N7IoHB+b86fpxAuBnpS3KSXdy0zMoz0Ge1LDEYjkYz9aolnQxPkdafvrLjvDGAG259M1P8Aa2yOFqRF7dSFqp/anPTaKb9olJ5KgU0BdLZpM1T+0NnBZfypPtDLyZAfwpWAtkntSbj1PFUjdEZ+fP4VGbpyMGQflRqBobwRkGo2bjNZ5usD5X/Sj7SM5MhosBdL+1QmbDVWa65GH4qCSVXcoWPSiwGlv3cit7TTnT4vx/ma5FZXUBUYY966vSCW0uEnr83/AKEaBosXVp9utmtt23fjn6HP9KoDwovOZ3H0rcsxm6TPv/KtQrH3qoiZx48LRoQftMnHbircOiRof9Yz/UV0hSJu1IIE9KoRkJpUQOSanGmwY4AJrQ+yp15/OlECg96QXKC6ZD6LUg0uH+6KueUM8HFKIvQmmMqf2bFj7o/KgaVEf4aveXxgnNSABeOtAGadKgH8NMOlxngJx9K1TQOvUYoAyRosPXFH9jx9lNbHHrTwOKAMT+x0/wAig6RHjGP0rZI9KOlAGGdFTHT9KT+xI+6/pW8ACadsUU7AYA0aEcBcfhUkOgQ3NzFCVysjhW+mef0zWyVFWdNeKG8WSQ4ABwcZwelIDp4gAMgU2QZwPelSaJ4t0bBh6g1UfUIVuPLdtpHftSJLIOEJrNupdrKCQOM9atG6haNgsqEnoAaxLsl7pmDDC8UrFIbNMn2qEmQABhk+lRf2kkszDy2XqATjBqKWCSQ53p9MUwW0oHVPyo5Srkpb97VHUY8IXUcHr9auSBgwPGahuFLQsD0IqGi0zkrjIJqi5xWldrtZhWa+c1KLIXqrcpuhfPPGatNUUnMbf7ppksS0OEFWSSar24wgqwoLMABkk4FA2bNjFJ9kTIJUjI9qsCJg2Qpz0rbhshFBHH/cUCpBaqOQAD9KtRMnI594G3e5rJufD6PK8pQfMcniu1a1BIbaCR0NBtQR0FUkJu5wh8PIR/q/0oj0Dyn3IpU98DrXcfZdoyF/Cj7OT2oEc1FaeXHtMZwevFKLcRp8iPiujNsSOQKjNpgcDFKwXOXliuGBCgoT3xzWe+ieYSzs5Y9Se9dwbMEdKYbRR6flRYdzhj4eweC2PpTRoQA6uPqK7oQY4x+lIbZTTEcL/YZJBAOR3NTDRJuPm4+tdkbQZ+6KX7MewFAzkhoxC8s5PtUL6C7HiR+vSux+y0htiOvFAjjhoMyt94/rSnQJO7Zrrxb7QerGlMIxyKQHIDQJD0pP+EelBycY+ldd5Y7KabsOPu4oA5VtELY4AqM+Hy3JwK61lYdFWmlXXk7MUwOT/wCEePr+lMfw85OVOPwrrcSBjnYR7U0byTuC7fUGkM5FtFkiQncARW/psZi0+JCckZ/ma0dhI/1e6odrIdrDBHahgia1/wCPlPx/lWlWZbf8fC/j/KtIdOaEJkgPHHBpN56E8+1Myc8Up6etMQ8O3bBp24545qLBBzzSmQLx39KAJqNxqEOT3oBYnrQBJuJPcUoJHem5wPWkLn0oAkOT1oBI4FNUn3FOLAcUAPU8U7NRbuDzTd56ZoGTbifajdzgc1GCelLkrzmgCZTtoL5qHzDR5uO1MCXNAOB6VF5hPal3Z78UhEyueoOPpS7znrUIYCng8ZoAfmjdUeaQvx0NMCbdQScVEH4xzQTnuaBjmyTnFIw3DBozx1pN1Kw7nMalHtmce9ZEgINdDq6/vmI71gSA5rLqbLYqPmoZWxER3JxU8neq8gJVfrQLqSQ/drT0eD7RqtuhHG/cfoOf6VmxjC10XhiL/S5Jj0RMD6n/APVTW4pbHVnrSE8daYXXPWlBNamQu73pQ3NRciQgn6CnZoAfuz0NNPFNzg0ZHNIQu6kDUzeAcZpcqO+KAFLgHGefSmO655IFUpbVmuzcRTHpgoTxVO7tr+TOwJgHIOaBmvyB14phGcEmobaeQoEnQhsdanY4oAUH1Io3e/FRlgelKP0oAUsAOM0Yz2NMwKXJHegQ4gEd6jZcdKcSTzTd2eoNAERBHrQFAGcGpCuR6imjI6HigBhGegzTTED1ANSE7jzxSEherUDG7FA4UCmnhsbR9akDKelNwM0ALhMYJGPaqc4CzMB04q0Qvfiqk3+tOKTBBCdsqnn8Kvq5PrVO1GbhB9f5VpbMDpQgZGgOTliee4qTOKilnjhGXbH9ah3vMcv8kfZe5+tMLErT7+EPHQtTVBU8DPuaMgcDp7U9RnknikDFG8ng4/CplJABqIuByCKhaU89DQFieSUDq1EbMwycge9MjTozqPYVMWGO9MAZ8dDSF8Dk/pTSAe9GD60gF3n1Jp27A5pMYHakBJ57UASbiBmkLGoGu4w2M5+nNOEwkPyqcdyQRTAl3HHGM0Z5FNHNLnBoAeTtXOKAdoANQli0w5+Vf50pcA8mgCdTzTmf3qtvxwMg04Mc0ATA570hY560zdTdxLfN26YoAsBqRmGKgU8ngD6UpY7etAEgdugH5mlBNRBxigHJzigCjqi7gW9DiuemGGNdJcjdDL7P/SuduBgms2tTaOxSkqIrkVLJUS8k0g6j0GBiut8PxGGyEnTzWP6dP61ykYywFdlbrLDawxoI8oB94mqiTPY0s+9ANVhIcfNtz7UA4JIJOe3pWhmSTttTf/d5/DvRnIyOlRSMJEKHofao4AYYxHuLBehPWkIs5oNQ+ZxyTTSwY5yc0ATHkdaTOeuCRUe/IxmkHAPJoAey5PUrSAc9c0gfI560Bsc0APJFNJGKC1Nz70AJ7gUgB2/eP40pPvSHGKBgCe9Ic7qQAc4/U0HOeD9aAFJx1OKQMOgag8DrTMHvQBJkgdabuyeDzSDignj1oAQ5yc0wkg9Mj6Upyfal9u9ADGZgMjFM3vg56/WntuHQDP1pp/3aBgGLcZqCX/WmpljTrjBqGX/WHnNJgPtf+PlPx/lUz3xaQxWw8xxwzH7q/jUFvEs86xsCVbOQDjtWiLdI1CKuxR0AHFILFOKAGTzJWMkv94jgfSpo7YINqu+M9GOcVP5WRndx9Kk8psYHSgZAE2nGc0NvzgAEVM0PH/1qUQ8cfnQKxUZWOP4Rn060+O3Cnc3XsKnEZBzgk+9OI9QaAIi3tSNtC5ycVIEBHOaURrnFAEQwQCppVRiw5GPTFTLCvXvTdrNJsVcAdTQFhCmfpTWVt42lQB1GKsbOMCk8rPpmmBDsAGaYFLdKsFCPWmjjvzQFhojIHFDoVjLDk9h7049eDQWJI74oAYkJVRnr396Ux+lTCXjkZo35HT9aAK2wk0EhMD19qsYB52gfjSFQaAsQA5OMYpoY+owaklXC8dTxSFAPTigVhDu6mkL47GlI+tNCkE9KB2EDZ9acp5pAKcBg0CISN0cw9WNc9dKQxzXSRKWZwO7nArD1VRFKwweDUSNYbGPJyajThzn0ps1zjov51U+3ZmVT0JwcCpuO2pt6dGs14i46HcfoK6rzAASxAH1rn/D0GWnlOSAAoz7/AP6q3wQUBPcdK0jsZz3HZBHBpwIx1pgIpQQOKZI7I9aYeOQKXIz0NGcfSgBCec4oLDFMZwJFUjIbOD7ig8ck0APBB6CjcOmabxjqaCBkckg0AO3Um4HntSZHvRgA5BODQAc+o/Kl3EcZo2+nSmFW3feI9qAH7/SkZhjr+lNKvn7y/lSBW/vD8KAEVuOSC3fFHmZPcY9qkVSDwdx9zSMMnmgCPOfX8KMn1p3Tv+dIVHrQABvelyKQKQOpNJuz7UAKcZ600jf1A9iKcA2Op+tB3Dkcj2pgHzDryKZkE+ntUmTRg4PT8qAIz6YqvKMSEYxVr8M+1VZv9a2KTGRPdfYh9oAU7SB8zYHJx1/Gp4db85WDLiTjAD5GD71n6p/yDpuN3TjOM8isjTtVuLS48sQEoe5xipGdrFukw2W/EH+dWd+0BnZQvTOeap6fqsUwVNp848hOAPxPpWtFY+awkuGDSHoQThR6CmBErRsuQGJx0HeojFcy4YqqL2QHp9T61piCOM4Az+HFLLaylQsEkaM3Quhb+ooAzvLmXllIHr2pGjc4IGfxrXFm8gxIgCjsO/1qQWh9ePpQBiBHX1P1pdvPp+Fbn2NSORVaSMF2jiB+Xh39D6D3osBltuDqqgkt3xwKl2gDjJq8LVsd+OgJqeK0zjdj6YoAyQm1mO5znseg+lABHTOB3zWw8K4wBwKhNurE8UAZpx1OR9aaW3d+Kvm2VpO4VeOnU1ILRODg8e1AGWV/XvmmyQoy7WAI69a0XgA/hNRNHkcpx9KAKXAI5FAYE9PxxT50CRsQuCen1pyx8ZBI+lACqox3zSm2zzkjHvSiIE9Tmk3YOA+D6E0AQumblIs9FLn+Q/rSmLBxzz6U9owsnnADeQBuHPA7frSSieWMiGURP2JQEGgBpiB/+vTDGoPINXo4lCAnc4I6tSrFEXwVUfWgDO+XoP1oyAPetgW8ZHAB+lRPbA0xGM9zJbQq0TYdifmwDxWNqIMuGfDMy5P1rY1mBkjhkT+FjkduR/8AWrGud3kxOcglD/6Ew/pWM9zaGxzV0oDkbB+dV9gwBgfXvWnOInJyxB+lUpIo1B+bd7U0KVzrPDqKNN3AglnOcdscf5+tasS5Dr6Mf15/rXA2N9PZuxt5dinquMg/nXZaZffbbBbgLtdjhh7itEzOSL3lHtSGMg9DSea+M8GhLjfyhUimTYeBzg4zSMAOTSbyc5JJ7AU15Cq88fWgLBIMxErgsOV+tRhmeEMuMkd+1ODnGTjFQ2+4M8bYJzkY7igZMjfL85G7vil7HOaYcbuKPm6EjH1xQFiTdxgEimKWJOTQVXAOf1pC4UHcRjpn0oFYcpIYA9+BTznFQsQRhjxShmx98g0BYeM9hmk5HBGKjIJJw5/Ol3MuGIOB94f1oCxNjI4IoK4GTjNMx3UnFLuYdxTARg+MADOOPSox5gADAZ74p+4kHcB+DZpRMOhz+NAETTFeGGPcAmlLoOr9fWrKsCp7is+Gd4pJIr0I+STE6KQGH93HrQBYzgDjOehFOGQNw54zim+aix79oVMZy3GPzppfcu4FdpGQR3oDcmEkYBJBBA5HpUa3ELOVVwSOozzVSV9uW2ggjDdyKilDYLR7QxHB7GgLGi8qgZDDPbJrMtrhrqHzmxlmbp7EimrcTBRv2Ke+DuFSx4KArjHPQUmMq6q+zTJm9MfzFc8t0VBOQT6Yre1r/kEz4/2f/QhXKAZ654qRmrb3s0PzRSmM9cgZretPFt9bgb/LnUDPzDB/MVyiZ6kHpUivng0Ad3F45yMfYBkdcTEZ/SrC+O0RsHTSc9/Oz/7LXAq+0qe3pTzKgBbBJAx70AegL49gON2nyc/3ZQf6VYTx1YkfNY3QJ9Cp/rXnccqsgbbyPUc1YRxnaeG7YouI7m88Z2ctsUghvIWbALhEYgd8fMOaIPF2iiMKtve+WvH+rB/9mriHnZBlVLdsdKYsjK393PWi47Ho0XizQerrdL/vRf4GrS+LvDj4H2hwfeJv8K8y3kk8YH0qnKkbMWUnPX6U7iseuHxL4dwP9K69zE/+FB8SeHwuFvkH/AH4/SvIhMcYY/Nj61KJFIxkjjpmi4WPW013w/tH/Eyh/X/CnjXdAxxqdv8Amf8ACvG9xB+9gdqDJ2DGldhY9k/tXQ5RxqVrz/00A/nUEl3pTKdmpWoP/XZa8f8AOORhzjvzSmY9dxouwsemyzWs1yg+12pjB5bz1x/OrqRWu3/j5gII4xIvP615K0rYyGP50wSknJINK5R7CLe3cgLMhx6MKPsMBz8yN7ZGa8gEp7ACmmVgMj+VO4j1ySyUD5VGPTrUElm6j5Rn6V5V58g5z+Qpv2yZejt/KgD0yyuZpbcFoZUwWX5lI6Ej+lWl3HqjflXli6jcKOJZB/wI1Iup3g5W6lH/AAM/40hnrMRYoV2kHGMntUiQMwwz5OOcCvJDrN92vJx/20NOTxHqinC31zj/AK6t/jRcD07U9PM+nzLHuLgbl47jmuQugr6dbMVwzBiee+4j+lY6eK9ZU4XUrn6F81s3snnW9uw6GFW/76G4/wDoVKS6lRfQ5+5TnOapuPX860plzxVWQLGmO54FIZUhiZ1bA+hrodCu/s0BtWViS25Qo5b1/pWbG8Vvbbn6Dgf7RqNNeuIYgixwlRnG6JWPPuRmnHcUjrku4WOzz496/eUMMj60zT7qG4uLiKN/MCNkFTwM9R+ea5keILgRl2S2C47wLz+lMh8SzQ7jFBbR5OTshC5/KrTIO6ban8OaYSSRtjNcc3i+97iI/RT/AI0n/CX3obIjjOe5B/xoA69wxONmPbFRTRtt8yNcSIMrg9fauXPjC6xh4osewP8AjTf+EumznyYj+J/xoA60SsyBgeCMjI5pvzb93JJ9q5UeL5kzi1j5Oep/xpP+Ewc/etk+gcigDrhvx90Y9cU0puBGBg9eK5QeM3xj7OoH++f8KcPGLAf8eq/9/D/hQB1KmQgqW5H6imlW6nk/WuW/4S8Egm0GQc8Sf/WqRfGUeebLH0k/+tQB0p+UgnoetGxiOOornP8AhMYF62re3zj/AApV8aWxOTavj/eFMDoYgQdpGAen+yfSnPFuUr82D6HFc6PGFrI4UWsmW4++KU+MbUffgmz35X/GgR0KwgBV3NgCkMWDyzY9q54eMrIY/czHP0/xp48Zaf0MM4B9h/jQBuhlXgysPxFMlt/tKjbPxnOeuD6j3rGbxZpbDmGUj3Uf40J4u0wfKqyr7bR/jQI2bZpmnkhnlXev8Gz7w7EGrLwK64yR+lc1c+KdNlK7ROso+42wcfrVhfGGnbAsjyFu5EY/xoA0ZIbiKVBGfMj3c7iAQP5moZI1jkBKgr/6D/8AWqk3ivS+dzS5H+xUQ8UaZkkO/wDwJTTGXpI1f7oX8KdCCIlBGDWUPEemNuIlKr6bDwa0rO4ju7VJ4W3RtnBxjvikwKuuHGjXB/3f/QhXJLIT/wDrrrNeydFuNvX5f/QhXFDzQCCEJ9mqRl0TYGAfWpEnKjHWs1mdQcx/rmkWSQqRsJHagRr/AGgH3qMTPJNj7qg8e9Z4nkj+8hp63DdQrEZoA2Vl54GD61J9oPQ8n1rGWcg/df8AKpftTLztc/hQM1/OXYc9xR9oCpzzx1rHa9XaSQ3pnBpq3POdx2/Q0gNgXOGH1z1qLz1baQBz1z3qkJnbMiruAPTFIlxGCSTznpimItmTcOQASaTKbSuCB3FU/tK5+U4x603zwf4ufrQMumXGTgn05pjSqcZXGOM1U8zI5b9aQyZP3sfjQBPvJ4JBAPAqTeygtnNVNwDdc+9OErbSM8UAWwxZdwOcZJqITEA5qATMAVzjPam7vegCz52Af6Um/I+8fzquemRjP1pFfd0OMUAWEk+baMkngDNRs7ebjdkDHWmKdvJ6j0phLE8Y/OgCeZmikKk4IxmhZzjjGDVdi8hLP1x1pAW3ccDtQBOZCf4vyoByp7H3qEZyRik3HH3elAFq2he4uI4Y/vuwRcepOK9E1O1SARxpjakaoPoFArkPCAeXV1RFTeBuVjwQegx+dddrD+bIXQgqPl4OeAMUmVE5+cY7VnSmMbpJSQqjgDqa0LlsDLcD+dYeozlFC5BDcnI9KlFPQrz3LytuY8DgAdhVfzOCMcUwTE8HGPpQGJJwOB1rQzuPWXqG6Coy5Lg44qNmOfbNPLcYGKV9RC785AapGlwqDOMfzqA9Pem7sdeaYMkeQMaj6c7iD7UmcGmucqSMUATBzjkmms3UjHNQrJjGefrQXz2GKAJQ2cevtS7iBUakLwcZpwYYBxkUAG786jk9s7qMnziei44FBI9DQAmWOMHnvUiuB3zUecUhx6cjvTAmiISZC2duQSRSSMQynghskCoWOBlTmmbjncetAifzTjGPxo3c8rzUW7PQ800vg0Bcn38+namk7c8n8Kj3Adabu55PHtQBIXPXknrQWB+b+VRE8kClz+FAEhkBO7HJpNwB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When using the pre-calculated coefficients, the treshold value should be much higher than with the default coefficients. \n[Patch Model Patch Order](https://www.reddit.com/r/StableDiffusion/comments/1gjl982/lora_torchcompile_is_now_possible_thanks_to/) \nWith weight_patch_first, switching to a different LoRA is really fast, no need for full recompile. \n\n[Triton and SageAttention Installation](https://old.reddit.com/r/StableDiffusion/comments/1h7hunp/how_to_run_hunyuanvideo_on_a_single_24gb_vram_card/) \n[Triton:supported GPU](https://github.com/woct0rdho/triton-windows#1-gpu) \n[Triton:fp8 is not supported on RTX 30xx and older GPUs](https://github.com/woct0rdho/triton-windows#fp8-is-not-supported-on-rtx-30xx-and-older-gpus) \n\nEnhance: \n[Skip Layer Guidance](https://www.reddit.com/r/StableDiffusion/comments/1jac3wm/dramatically_enhance_the_quality_of_wan_21_using/) \n[CFG Zero Star](https://github.com/WeichenFan/CFG-Zero-star) \n[Enhance A Video](https://oahzxl.github.io/Enhance_A_Video/) \nEnhance-a-video can increase the fidelity of the results (also time), too high values lead to noisy results. \n[Unet Temporal Attention Multiply](https://www.runcomfy.com/comfyui-nodes/ComfyUI/UNetTemporalAttentionMultiply) \nuseful for tasks that require temporal coherence and consistency, such as video frame interpolation, temporal segmentation, and other time-series related applications. \n[RIFLEx](https://github.com/thu-ml/RIFLEx) \nExtent video."],"color":"#432","bgcolor":"#653"},{"id":44,"type":"Note","pos":[1330,790],"size":[470,550],"flags":{},"order":20,"mode":0,"inputs":[],"outputs":[],"title":"Model","properties":{},"widgets_values":["Models:\nhttps://huggingface.co/Wan-AI\nhttps://huggingface.co/Comfy-Org/Wan_2.1_ComfyUI_repackaged/tree/main/split_files\nhttps://huggingface.co/Kijai/WanVideo_comfy/tree/main\n\n1. VAE:\n different loader share model, but cannot replace each other\n ① wan_2.1_VAE.safetensors (ComfyOrg)\n ② Wan2_1_VAE_fp32.safetensors (Kijai) (recomended)\n Wan2_1_VAE_bf16.safetensors (Kijai)\n\n2. Clip Vision:\n different loader doesn't share model, but can replace each other\n ① clip_vision_h.safetensors (ComfyOrg) (recomended)\n ② open-clip-xlm-roberta-large-vit-huge-14_visual_fp32.safetensors (Kijai)\n open-clip-xlm-roberta-large-vit-huge-14_visual_fp16.safetensors (Kijai)\n\n3. Clip(Text Encoder):\n different loader doesn't share model, and cannot replace each other\n You can use WanVideo TextEmbed Bridge Node to integrate the native Text Encoder process in the Wrapper workflow.\n ① umt5_xxl_fp16.safetensors (ComfyOrg)\n umt5_xxl_fp8_e4m3fn_scaled.safetensors (ComfyOrg)\n ② umt5-xxl-enc-bf16.safetensors (Kijai)\n umt5-xxl-enc-fp8_e4m3fn.safetensors (Kijai)\n \n4. 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Not using features below: \n- [Enhanced A Video](https://oahzxl.github.io/Enhance_A_Video/)\n- [Loop](https://github.com/YisuiTT/Mobius/)\n- Long context\n- [RIFLEx](https://github.com/thu-ml/RIFLEx)\n- [ReCamMaster](https://github.com/KwaiVGI/ReCamMaster)\n- [Fantasy Talking](https://github.com/Fantasy-AMAP/fantasy-talking)\n- [VACE](https://ali-vilab.github.io/VACE-Page/) other than Repaint\n- [Phantom](https://github.com/Phantom-video/Phantom)\n- Skyreel [A2](https://github.com/SkyworkAI/SkyReels-A2) [V2](https://github.com/SkyworkAI/SkyReels-V2)\n- [Flow Edit](https://github.com/fallenshock/FlowEdit)\n- [Unianimate](https://github.com/ali-vilab/UniAnimate)\n- [FreSca](https://github.com/WikiChao/FreSca)"],"color":"#432","bgcolor":"#653"}],"links":[[1,38,0,1,0,"CLIP"],[3,30,0,9,1,"BLOCKSWAPARGS"],[5,38,0,14,0,"CLIP"],[6,14,0,15,0,"CONDITIONING"],[7,1,0,15,1,"CONDITIONING"],[9,17,0,37,0,"WANTEXTENCODER"],[11,3,0,9,0,"WANCOMPILEARGS"]],"groups":[{"id":1,"title":"Wan Video Wrapper Tips","bounding":[1330,-20,1900,743.5999755859375],"color":"#3f789e","font_size":24,"flags":{}},{"id":2,"title":"You might need to know...","bounding":[300,10,930,721.5999755859375],"color":"#3f789e","font_size":24,"flags":{}},{"id":3,"title":"VAE","bounding":[1830,760,420,275.6000061035156],"color":"#3f789e","font_size":24,"flags":{}},{"id":4,"title":"CLIP Vision","bounding":[1830,1060,420,431.6000061035156],"color":"#3f789e","font_size":24,"flags":{}},{"id":5,"title":"Text Encode","bounding":[2270,760,960,663.5999755859375],"color":"#3f789e","font_size":24,"flags":{}},{"id":6,"title":"Diffusion","bounding":[2270,1440,960,337.6000061035156],"color":"#3f789e","font_size":24,"flags":{}},{"id":7,"title":"Speedup and Enhance nodes","bounding":[-110,750,1340,860],"color":"#3f789e","font_size":24,"flags":{}},{"id":8,"title":"Running Time Comparison","bounding":[-110,1620,1340,593.5999755859375],"color":"#3f789e","font_size":24,"flags":{}}],"config":{},"extra":{"ds":{"scale":1.5923746223565056,"offset":[107.66418389782935,46.935309420320756]}},"version":0.4} \ No newline at end of file diff --git a/__init__.py b/__init__.py index ff3ecd3..ce3cac1 100644 --- a/__init__.py +++ b/__init__.py @@ -101,6 +101,8 @@ NODE_CLASS_MAPPINGS = { "Image Resize Mode JK": ImageResizeMode_JK, "Image Remove Alpha JK": ImageRemoveAlpha_JK, "Color Grading JK": ColorGrading_JK, + "Rough Outline JK": RoughOutline_JK, + "OpenDWPose_JK": OpenDWPose_JK, ### Mask Nodes "Is Mask Empty JK": IsMaskEmpty_JK, ### Animation Nodes @@ -281,6 +283,8 @@ NODE_DISPLAY_NAME_MAPPINGS = { "Image Resize Mode JK": "Image Resize Mode JK🐉", "Image Remove Alpha JK": "Image Remove Alpha JK🐉", "Color Grading JK": "Color Grading JK🐉", + "Rough Outline JK": "Rough Outline JK🐉", + "OpenDWPose_JK": "Open+DW Pose JK🐉", ### Mask Nodes "Is Mask Empty JK": "Is Mask Empty JK🐉", ### Animation Nodes @@ -309,7 +313,7 @@ NODE_DISPLAY_NAME_MAPPINGS = { "CR Mesh Input Switch JK": "Mesh Input Switch JK🐉", "CR Ply Input Switch JK": "Ply Input Switch JK🐉", "CR Orbit Pose Input Switch JK": "Orbit Pose Input Switch JK🐉", - "CR TriMesh Input Switch JK": "CR TriMesh Input Switch JK🐉", + "CR TriMesh Input Switch JK": "TriMesh Input Switch JK🐉", ### ComfyMath Fix Nodes "CM_BoolToInt JK": "BoolToInt JK🐉", "CM_IntToBool JK": "IntToBool JK🐉", diff --git a/nodes/jake_upgrade.py b/nodes/jake_upgrade.py index f1d23ca..3c94d0c 100644 --- a/nodes/jake_upgrade.py +++ b/nodes/jake_upgrade.py @@ -767,6 +767,27 @@ class SD3_Prompts_Switch_JK: return (_clip_l, _clip_g, _t5xxl) +class GuidanceDefault_JK: + def __init__(self): + pass + + @classmethod + def INPUT_TYPES(cls): + return { + "required": { + "guidance": ("FLOAT", {"default": 3.5, "min": 0.0, "max": 100.0, "step": 0.1}), + }, + } + + RETURN_TYPES = ("FLOAT",) + RETURN_NAMES = ("GUIDANCE",) + FUNCTION = "get_value" + CATEGORY = icons.get("JK/Misc") + + def get_value(self, guidance): + + return (guidance,) + #---------------------------------------------------------------------------------------------------------------------# # Reroute Nodes #---------------------------------------------------------------------------------------------------------------------# @@ -1821,27 +1842,6 @@ class KsamplerParametersDefault_JK: return (steps, cfg, denoise) -class GuidanceDefault_JK: - def __init__(self): - pass - - @classmethod - def INPUT_TYPES(cls): - return { - "required": { - "guidance": ("FLOAT", {"default": 3.5, "min": 0.0, "max": 100.0, "step": 0.1}), - }, - } - - RETURN_TYPES = ("FLOAT",) - RETURN_NAMES = ("GUIDANCE",) - FUNCTION = "get_value" - CATEGORY = icons.get("JK/Pipe") - - def get_value(self, guidance): - - return (guidance,) - class ProjectSetting_JK: def __init__(self): pass @@ -3107,6 +3107,224 @@ class LoadImageWithAlpha_JK: return "Invalid image file: {}".format(image) return True +class RoughOutline_JK: + @classmethod + def INPUT_TYPES(cls): + return { + "required": { + "images": ("IMAGE",), + "blur_size": ("INT", {"default": 4, "min": 0, "max": 30, "step": 2}), + "canny_low": ("INT", {"default": 50, "min": 1, "max": 255, "step": 1}), + "canny_high": ("INT", {"default": 150, "min": 1, "max": 255, "step": 1}), + "simplify_mode": (["dynamic", "fixed"], {"default": "dynamic"}), + "simplify_tolerance": ("FLOAT", {"default": 0.5, "min": 0.1, "max": 20.0, "step": 0.1}), + "morph_kernel": ("INT", {"default": 10, "min": 0, "max": 20, "step": 2}), + "thickness": ("INT", {"default": 4, "min": 1, "max": 10, "step": 1}), + }, + } + + RETURN_TYPES = ("IMAGE", "IMAGE", "IMAGE") + RETURN_NAMES = ("outline_image", "overlay_image", "canny_image") + FUNCTION = "rough_outline" + CATEGORY = icons.get("JK/Image") + + def rough_outline(self, images, blur_size, canny_low, canny_high, simplify_mode, simplify_tolerance, morph_kernel, thickness): + + batch_size = images.shape[0] + np_images = images.cpu().numpy() * 255.0 + np_images = np_images.astype(numpy.uint8) + + overlay_list = [] + contour_list = [] + edges_list = [] + + for i in range(batch_size): + img = np_images[i] + img_bgr = cv2.cvtColor(img, cv2.COLOR_RGB2BGR) + gray = cv2.cvtColor(img_bgr, cv2.COLOR_BGR2GRAY) + + # 高斯模糊处理 + if blur_size > 0: + blur_size_adj = blur_size + 1 if blur_size % 2 == 0 else blur_size + gray = cv2.GaussianBlur(gray, (blur_size_adj, blur_size_adj), 0) + + # Canny边缘检测 + edges = cv2.Canny(gray, canny_low, canny_high) + edges_rgb = cv2.cvtColor(edges, cv2.COLOR_GRAY2RGB) + + # 形态学闭合操作 + if morph_kernel > 0: + kernel = numpy.ones((morph_kernel, morph_kernel), numpy.uint8) + edges = cv2.morphologyEx(edges, cv2.MORPH_CLOSE, kernel) + + # 查找并处理轮廓 + contours, _ = cv2.findContours(edges, cv2.RETR_EXTERNAL, cv2.CHAIN_APPROX_SIMPLE) + + valid_contours = [] + for contour in contours: + arc_len = cv2.arcLength(contour, True) + + # 动态简化策略 + if simplify_mode == "dynamic": + epsilon = max(1.0, (arc_len * 0.01) * simplify_tolerance) + else: + epsilon = simplify_tolerance + + approx = cv2.approxPolyDP(contour, epsilon, True) + if len(approx) >= 2: + approx = self.connect_breakpoints(approx, max_gap=5) + valid_contours.append(approx) + + # 创建输出图像 + overlay_img = img_bgr.copy() + white_bg = numpy.ones_like(img_bgr) * 255 + + if valid_contours: + # 绘制红色轮廓 (BGR格式) + cv2.drawContours(overlay_img, valid_contours, -1, (0, 0, 255), thickness) + cv2.drawContours(white_bg, valid_contours, -1, (0, 0, 0), thickness) + + # 转换并归一化 + overlay_rgb = cv2.cvtColor(overlay_img, cv2.COLOR_BGR2RGB) / 255.0 + contour_rgb = cv2.cvtColor(white_bg, cv2.COLOR_BGR2RGB) / 255.0 + edges_rgb = edges_rgb / 255.0 + + overlay_list.append(torch.from_numpy(overlay_rgb)) + contour_list.append(torch.from_numpy(contour_rgb)) + edges_list.append(torch.from_numpy(edges_rgb)) + + return ( + torch.stack(contour_list), + torch.stack(overlay_list), + torch.stack(edges_list) + ) + + def connect_breakpoints(self, contour, max_gap=5): + # 连接相邻点之间的断裂，保持形状一致性 + new_contour = [] + if len(contour) == 0: + return contour + + # 确保初始点形状正确 + last_point = numpy.array(contour[0], dtype=numpy.int32).reshape(1,1,2) + new_contour.append(last_point) + + for point in contour[1:]: + current_point = numpy.array(point, dtype=numpy.int32).reshape(1,1,2) + distance = numpy.linalg.norm(current_point - last_point) + + if distance > max_gap: + # 生成中间点并保持三维形状 (N,1,2) + num_intermediate = int(distance // max_gap) + 1 + intermediate = numpy.linspace( + last_point[0,0], + current_point[0,0], + num=num_intermediate+2, + dtype=numpy.int32 + ) + # 重塑为 (N,1,2) 形状 + intermediate = intermediate.reshape(-1,1,2) + + # 跳过首尾点（已包含） + for p in intermediate[1:-1]: + new_contour.append(p.reshape(1,1,2)) + + new_contour.append(current_point) + last_point = current_point + + # 统一形状后拼接 + return numpy.concatenate(new_contour, axis=0) + +# Original code: https://github.com/AInseven/ComfyUI-fastblend +class OpenDWPose_JK: + def __init__(self): + pass + + @classmethod + def INPUT_TYPES(cls): + return { + "required": { + "DWPose": ("IMAGE",), + "OpenPose": ("IMAGE",), + }, + } + + RETURN_TYPES = ("IMAGE",) + RETURN_NAMES = ("pose_image",) + FUNCTION = "add_images" + CATEGORY = icons.get("JK/Image") + + def hex_to_rgb(self, hex_color): + hex_color = hex_color.lstrip("#") + return [int(hex_color[i:i + 2], 16) for i in (0, 2, 4)] + + def remove_color(self, image, hex_color="#000099"): + target_rgb = self.hex_to_rgb(hex_color) + + # Convert PyTorch tensor to NumPy array + if isinstance(image, torch.Tensor): + image = image.cpu().numpy() + + # Convert the target color to the same scale as the image + target_rgb_normalized = [c / 255.0 for c in target_rgb] + + # Apply the color removal with a tolerance for small differences + tolerance = 0.01 + mask = numpy.all(numpy.abs(image - target_rgb_normalized) < tolerance, axis=-1) + image[mask] = 0 + + # Convert back to PyTorch tensor + image = torch.from_numpy(image) + + return image + + def reserve_color(self, image, reserved_colors=["#000099", "#00FF00"]): + # Convert PyTorch tensor to NumPy array + if isinstance(image, torch.Tensor): + image = image.cpu().numpy() + + # Convert the reserved colors to the same scale as the image + reserved_colors_normalized = [] + for each in reserved_colors: + target_rgb = self.hex_to_rgb(each) + reserved_colors_normalized.append([c / 255.0 for c in target_rgb]) + + # Create a mask to reserve specified colors + mask = None + for color_normalized in reserved_colors_normalized: + color_mask = numpy.all(numpy.abs(image - color_normalized) < 0.01, axis=-1) + if mask is None: + mask = color_mask + else: + mask |= color_mask + + # Set non-reserved colors to zero + image[~mask] = 0 + + # Convert back to PyTorch tensor + image = torch.from_numpy(image) + + return image + + def add_images(self, DWPose, OpenPose): + print("type(DWPose)",type(DWPose)) + print("DWPose shape",DWPose.shape) + # Remove the color #000099 from the input images + dwpose_color_to_remove = ['#000099', '#990066', '#990099', # 三条线 + '#aa00ff', '#ff0000', '#ff00aa', '#ff00ff', '#ff0055', + '#660099', '#330099'] + for each in dwpose_color_to_remove: + DWPose = self.remove_color(DWPose, hex_color=each) + + OpenPose = self.reserve_color(OpenPose, reserved_colors=['#ff0055', '#ff00aa', + '#ffffff', + '#000099','#660099','#330099','#990099','#990066' + '#ff00aa','#ff0000','#ff0055']) + + # Add the numpy arrays of the input images + result_image = numpy.add(DWPose, OpenPose) + return (result_image,) + #---------------------------------------------------------------------------------------------------------------------# # Image Nodes from 3D Pack #---------------------------------------------------------------------------------------------------------------------# @@ -5962,6 +6180,8 @@ NODE_CLASS_MAPPINGS = { "Image Resize Mode JK": ImageResizeMode_JK, "Image Remove Alpha JK": ImageRemoveAlpha_JK, "Color Grading JK": ColorGrading_JK, + "Rough Outline JK": RoughOutline_JK, + "OpenDWPose_JK": OpenDWPose_JK, ### Mask Nodes "Is Mask Empty JK": IsMaskEmpty_JK, ### Animation Nodes @@ -6141,6 +6361,8 @@ NODE_DISPLAY_NAME_MAPPINGS = { "Image Resize Mode JK": "Image Resize Mode JK🐉", "Image Remove Alpha JK": "Image Remove Alpha JK🐉", "Color Grading JK": "Color Grading JK🐉", + "Rough Outline JK": "Rough Outline JK🐉", + "OpenDWPose_JK": "Open+DW Pose JK🐉", ### Mask Nodes "Is Mask Empty JK": "Is Mask Empty JK🐉", ### Animation Nodes @@ -6169,7 +6391,7 @@ NODE_DISPLAY_NAME_MAPPINGS = { "CR Mesh Input Switch JK": "Mesh Input Switch JK🐉", "CR Ply Input Switch JK": "Ply Input Switch JK🐉", "CR Orbit Pose Input Switch JK": "Orbit Pose Input Switch JK🐉", - "CR TriMesh Input Switch JK": "CR TriMesh Input Switch JK🐉", + "CR TriMesh Input Switch JK": "TriMesh Input Switch JK🐉", ### ComfyMath Fix Nodes "CM_BoolToInt JK": "BoolToInt JK🐉", "CM_IntToBool JK": "IntToBool JK🐉", diff --git a/pyproject.toml b/pyproject.toml index 10cb47f..b16b732 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -1,7 +1,7 @@ [project] name = "comfyui-jakeupgrade" description = "ComfyUI workflow customization by Jake." -version = "1.9.8" +version = "1.9.9" license = {file = "LICENSE"} dependencies = ["opencv-python", "piexif", "torch", "numpy", "numexpr", "simpleeval"]