diff --git a/webknossos/Changelog.md b/webknossos/Changelog.md index 70e6935a7..ec5fbe7df 100644 --- a/webknossos/Changelog.md +++ b/webknossos/Changelog.md @@ -15,6 +15,7 @@ For upgrade instructions, please check the respective _Breaking Changes_ section ### Breaking Changes ### Added +- Added context manager `VolumeLayer.edit` for creating and modifying volume annotations. [#1340](https://github.com/scalableminds/webknossos-libs/pull/1340) ### Changed diff --git a/webknossos/examples/WIP/merge_trees_at_closest_nodes.py b/webknossos/examples/WIP/merge_trees_at_closest_nodes.py index e89f21e68..503aff075 100644 --- a/webknossos/examples/WIP/merge_trees_at_closest_nodes.py +++ b/webknossos/examples/WIP/merge_trees_at_closest_nodes.py @@ -6,19 +6,19 @@ import webknossos as wk -nml = wk.Skeleton.load("trees-in-groups.nml") +skeleton = wk.Skeleton.load("trees-in-groups.nml") # Probably we want to keep groups and normal trees in distinct collections (groups/trees). # For many use-cases a common view groups_and_trees would be great, but not here: -for group in nml.groups.values(): # groups is a dict with the name as keys +for group in skeleton.groups.values(): # groups is a dict with the name as keys min_distance_graph = G = nx.Graph() for (tree_idx_a, tree_a), (tree_idx_b, tree_b) in combinations( enumerate(group.flattened_trees()), 2 ): pos_a = ( - tree_a.get_node_positions() * nml.voxel_size + tree_a.get_node_positions() * skeleton.voxel_size ) # or tree_a.get_node_positions_nm? - pos_b = tree_b.get_node_positions() * nml.voxel_size + pos_b = tree_b.get_node_positions() * skeleton.voxel_size node_idx_a, node_idx_b, distance = wk.geometry.closest_pair(pos_a, pos_b) G.add_edge((tree_idx_a, node_idx_a), (tree_idx_b, node_idx_b), weight=distance) new_edges = nx.algorithms.tree.mst.minimum_spanning_edges() @@ -35,7 +35,7 @@ final_tree.name = group.name final_tree.group = None - del nml.groups[group.name] + del skeleton.groups[group.name] # or group.delete() # The latter only works if everything is double-linked. @@ -44,4 +44,4 @@ # to do the double-linking. Simply dict-like insertions can't work then: # nml["tree-name"] = Tree() -nml.save("merged-trees.nml") +skeleton.save("merged-trees.nml") diff --git a/webknossos/examples/WIP/offline_merger_mode.py b/webknossos/examples/WIP/offline_merger_mode.py index b306622e8..8097c2feb 100644 --- a/webknossos/examples/WIP/offline_merger_mode.py +++ b/webknossos/examples/WIP/offline_merger_mode.py @@ -4,21 +4,21 @@ import webknossos as wk -# A merger mode nml with every tree corresponding to a new merged segment is available. +# A merger mode skeleton with every tree corresponding to a new merged segment is available. # All segments in which a node is placed should be merged and saved as a new dataset. -# for local nml: -nml = wk.open("merger-mode.nml") +# for local skeleton: +skeleton = wk.open("merger-mode.skeleton") # wk.Skeleton.load or wk.open_skeleton works, too (and is type-safe) # for online annotation: -annotation = wk.Annotation.download( - "https://webknossos.org/annotations/Explorational/6114d9410100009f0096c640" -) -nml = annotation.skeleton +skeleton = wk.Annotation.download( + "https://webknossos.org/annotations/Explorational/6114d9410100009f0096c640", + skip_volume_data=True, +).skeleton # should this save anything to disk, or just happen in memory? -dataset = wk.download(nml.dataset_name, organization=nml.dataset_organization) +dataset = wk.download(skeleton.dataset_name, organization=skeleton.dataset_organization) # asks for auth token, persisted into .env or similar config file (maybe use xdg-path?) # sub-part access via dicts or dict-like classes @@ -28,7 +28,7 @@ segmentation_data = view.read() -for tree in nml.trees(): # nml.trees() is a flattened iterator of all trees +for tree in skeleton.trees: # skeleton.trees() is a flattened iterator of all trees segment_ids_in_tree = set( segmentation_data[tuple(node.position - view.topleft)] for node in tree.nodes ) diff --git a/webknossos/examples/apply_merger_mode.py b/webknossos/examples/apply_merger_mode.py index 44ddcb0ac..aca48d989 100644 --- a/webknossos/examples/apply_merger_mode.py +++ b/webknossos/examples/apply_merger_mode.py @@ -12,8 +12,9 @@ def main() -> None: # Opening a merger mode annotation # #################################### - nml = wk.Annotation.download( - "https://webknossos.org/annotations/6748612b0100001101c81156" + skeleton = wk.Annotation.download( + "https://webknossos.org/annotations/6748612b0100001101c81156", + skip_volume_data=True, ).skeleton ############################################### @@ -33,7 +34,7 @@ def main() -> None: ############################## segment_id_mapping = {} - for tree in nml.flattened_trees(): + for tree in skeleton.flattened_trees(): base = None for node in tree.nodes: segment_id = in_mag1.read( @@ -44,7 +45,7 @@ def main() -> None: segment_id_mapping[segment_id] = base print( - f"Found {len(list(nml.flattened_trees()))} segment id groups with {len(segment_id_mapping)} nodes" + f"Found {len(list(skeleton.flattened_trees()))} segment id groups with {len(segment_id_mapping)} nodes" ) print(segment_id_mapping) diff --git a/webknossos/examples/learned_segmenter.py b/webknossos/examples/learned_segmenter.py index 566898a08..20224dba5 100644 --- a/webknossos/examples/learned_segmenter.py +++ b/webknossos/examples/learned_segmenter.py @@ -1,6 +1,4 @@ -import os from functools import partial -from tempfile import TemporaryDirectory import numpy as np from skimage import feature @@ -19,7 +17,6 @@ def main() -> None: # Step 1: Read the training data from the annotation and the dataset's color # layer (the data will be streamed from WEBKNOSSOS to our local computer) training_data_bbox = annotation.user_bounding_boxes[0] # type: ignore[index] - new_dataset_name = f"{annotation.dataset_name.replace(' ', '_')}_segmented" with wk.webknossos_context("https://webknossos.org"): dataset = annotation.get_remote_annotation_dataset() @@ -58,28 +55,15 @@ def main() -> None: assert segmentation.max() < 256 segmentation = segmentation.astype("uint8") - # Step 5: Bundle everything as a WEBKNOSSOS layer and upload to wK for viewing and further work - with TemporaryDirectory() as tempdir: - new_dataset = wk.Dataset( - tempdir, voxel_size=dataset.voxel_size, name=new_dataset_name - ) - segmentation_layer = new_dataset.add_layer( - "segmentation", - wk.SEGMENTATION_CATEGORY, - dtype_per_channel=segmentation.dtype, - largest_segment_id=int(segmentation.max()), - ) + # Step 5: Upload the segmentation to WEBKNOSSOS + print("Uploading segmentation…") + volume_layer = annotation.add_volume_layer("segmentation", dtype=segmentation.dtype) + with volume_layer.edit() as segmentation_layer: segmentation_layer.bounding_box = dataset.layers["color"].bounding_box segmentation_layer.add_mag(mag, compress=True).write(segmentation) segmentation_layer.downsample(sampling_mode="constant_z") - remote_ds = new_dataset.upload( - layers_to_link=[annotation.get_remote_base_dataset().layers["color"]] - if "PYTEST_CURRENT_TEST" not in os.environ - else None - ) - - url = remote_ds.url + url = annotation.upload() print(f"Successfully uploaded {url}") diff --git a/webknossos/examples/skeleton_path_length.py b/webknossos/examples/skeleton_path_length.py index d267c691a..97aad2191 100644 --- a/webknossos/examples/skeleton_path_length.py +++ b/webknossos/examples/skeleton_path_length.py @@ -6,9 +6,7 @@ def calculate_path_length(annotation_url: str, auth_token: str) -> None: with wk.webknossos_context(token=auth_token): # Download a annotation directly from the WEBKNOSSOS server - annotation = wk.Annotation.download( - annotation_url, - ) + annotation = wk.Annotation.download(annotation_url, skip_volume_data=True) skeleton = annotation.skeleton voxel_size = annotation.voxel_size diff --git a/webknossos/tests/cassettes/test_annotation/test_annotation_upload_download_roundtrip.yml b/webknossos/tests/cassettes/test_annotation/test_annotation_upload_download_roundtrip.yml index 3a210d9bd..f6e614c58 100644 --- a/webknossos/tests/cassettes/test_annotation/test_annotation_upload_download_roundtrip.yml +++ b/webknossos/tests/cassettes/test_annotation/test_annotation_upload_download_roundtrip.yml @@ -11,33 +11,31 @@ http_interactions: x-auth-token: >- 1b88db86331a38c21a0b235794b9e459856490d70408bcffb767f64ade0f83d2bdb4c4e181b9a9a30cdece7cb7c65208cc43b6c1bb5987f5ece00d348b1a905502a266f8fc64f0371cd6559393d72e031d0c2d0cabad58cccf957bb258bc86f05b5dc3d4fff3d5e3d9c0389a6027d861a21e78e3222fb6c5b7944520ef21761e content-length: '23932' - content-type: multipart/form-data; boundary=536ed22e59cdafc7dde7a9e0567fc53b + content-type: multipart/form-data; boundary=a73b90bb57f08f4d3b9fdca9211ebaa7 body: encoding: base64 data: >- - 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pO50mZGOek4dPxChZzp2jrutRKOQvn/csKY8HrkP4x9Ok+7yQlLGCnjOA1iWj/8yZL0McQgqGKtKHyKgWoGYSBF0eWWULBFfWrJW8rUpqCuqagWenaFtY6DvFhm2zlstRpbimcqTMFnm0Dz3YNa6oTx+5Ib8JC16k50ivePQCOtitWAZxjIrjnxGdgKwvYcXG9QQJQNc4cVXvEBRX+d0UfyCg86dRsAfISqn5CGai//++nk5iYTEGf7SiPP4IF24bCDL1KRfU5TlTnlPNaqhSL9i1Nx0xIVwmV2lU0+X4fOMlHL7nxNdgjol3uqak1sxlPt2txMuulv7GL8gXeXNP1J4iCChYdJ/rvAZ97lAjoCQEuAVEtTQxAPZLhDE82wYjb1yB2HF0/TjIiF+EKYnTXs6dtyG7hzfEX9zs5fP+6EdLwN7J82mJUcA+WBQaxb/LLvf65jBI/Um9uSxm0z5zPHN86AMq+gAkDb/QVr4skosKSFBQZxXxPqHp37MKzCZeRhS0qkmgNUaXqxQ45QAHKgMkHBwn8i0r1E10BK49AwaJHH24Nb1ii919Yzi+ljOW916utQzxPmYnepNlep9H2NR6x3jR+U52QGmP3znqdFcM1tKvnlpwroXplc+QZD8HC7XL/ZH1+8BspPBR84cuAg9HS6zjf/pwfO5kd9515kkB9/bkkwcn5kXnC5T6toW+GKIm45pMYYmBxv7mbzyfbNm8U4X7pNjUiPFjzDaD5ZqiVAAkMDl+SFIrnr+ecEVfeSQn+AnqB7hhIKWIM2jnv7GtFIk5vzR6k4k1tiIuwHXTGOaO60SPxEvneWWjDX0N/aFZsXLol0lsfIWwRNXAMZreA4IgMHHB7UGEDIBCWzCKxWpgMwHuDoeiGCUaO7SeCIf0KEXtraWPtG3Yplr0Rd72D9A5Jvm/K1zbO8i027/jMU0jhqgVeFQXlX7kM+4J7yHalpm0Epw3f94W8zB97EeDd48u4Djj8d6XZ3zBaHdAzSlklfx2nha1doCeKPhxQu1Xkm/o1sC2zQ2VtkIHH6ER44CiHcQEpJkwBkaRDdwUAiJelRnXnyYoaJA4WX11jF5nrxNt1lkkPemdJbm7hQTWMnjSV2cMPqAUy9jK+rzPfL8ycBzbB7H7vxbaUA+S6HbDmNl/5FxgMgVasn+c+OAyJE5nQTIxxSe+AmyLtQoDZZhIskSx6wIWItZ+RjPVVv1VFuBq62mqpcjNV2V+I4Rusvmq25N4AhXub6T8nh27YX/ECKt3waBjprp2VOiULJJUOqRQh8VkxbBxVPxwCQS5/uWawwWHJ6VJp5ojLPHBf0VTquYSl87HsW063KJxqXnBvuuyr5tjE4/1FDMU5k9kvuFv2B1trCB/g6mYPHDaElTCdgOPPU0PkjZERo8DEHoSYw8ufbxzKKT7LvTQEduyrKK1jq31n6h3FOHa9GgO+/RyU3c3j5urSGKT+PwBK/E7vCsHvTuKGofbt1z5LyIqoQx9u5+YAlIVqUDB++gQC7TmD+Fgaj3k5Uyd9ALdtJU8yJyuObiFefAwQyKFAxiW75VRvMgnSxbJ1uaA46kNoRvwZXxbXEGIWDtl3dSFcRb+1isPe2JQ6+qgZ+t+IUwAAeeFB0KRwyitrGNBAj4+D17YYHJWiujlgTIDZGGzt5L1GvcudU2iOsmnGBuEyK5xNVdtcNEKZefG7Z2614wvPa73yIVCCwMT8ELsjDwB1g4CYyBJIsPCjIsaR6VOh0q6w7myuuJxEDPDY+jd0GvdBR09kf4tb8hhK1vzpu5c0cm8tNzZNzy5RvgyV+BLVIMKxTuB28Lj8tPdmP5bobRM9tYCdpIX7wktbCxp/+y87Rs/fkIKb2rFc3CKNECe3ldsGhLyEjYerPMMcwh2nPXIkBsrhich3hp7IDCBmDsFKbCSK9nUIljZvHNRSKGU/AjCVHxJ3uK+9Fpi58JkERMtdlVBl+XYCTF2Xm4QuYZ+HYl++j5YvxXi/vJn1CuHh69nAOmGgADngwdKkOoDXsJrcIpTM1L8cxjofJGYFFiLyMh+g5SEDgYV6Yx/5g8t9lTsiWQ0c0ZHH06rR6wjT3lk9er/Wswfi1hqNnlRYBD0sn2km4gjB/KX9+aigPAYMFhMKBgoIZqQgqzV4a4//tdZ4EjMKGKc6PlI8UevcTwisiYiqWe3l7kAHm8ZT7JHrvb6dxBkTbLYPeLRVR1VNARl50M19mP04LJD4Su2MYDIiZLy2ukjQZUnnULuyAWvPWC/mKnVVqt+yOthKmPSUQ89m7XM982SBYqCsY1OnPlllpFE9vIzatKdn3BEUxzVawh5wQ6vsBOnsNzunx/bEWKLE60DrZC1RitNFtcl6vwiHgPAi2vTCSIGJ+pFJGiejkBkylri4YXIVNDfD9D+OYxVin6BLV75b19tIgO92t3wcTJOLs3kjP2qm86WYk1xc/Qqw8QtCJZ6D+vUP85+INkAwPFk0Tozl2tj10xNeebt02co/2u4v4nrgJg5J9IoOw/LRRR61UNhwHyWoFXXlAbArjSXiA2O9SKjltC3FLXCVcPuIea5tATjzmZK8PmFhc/V7Y4GMTTsL7G0aAtPvYVVONFJLMiTUhWee2YLHYdx5ZfUdRx4+hBcOQqdaCqzfsElcqbxjwKG2e2t2oRP/fxb7PNU5Wt5Hyz0TL7LLyw6Po5vc22bsHrfbdbQK876lXJ/SN9BiR3aYz+6/ps1oKWqwcI0hxOQf6OoS6D3EPurFx1DRxOBQH5AbNuLKwj3GSuXspxKYXCyQjb2JtbIJ1+/rcNSoFkL5tBYbcye9vY4zCDhRVdFSs9qJEfrk99eKn6a+KpKCkIxnN+J+zShqRS8J7uZZo3fgmqpyuVG592hSqAV0igFRkFaxK3fxDJZWKQsF8NiL81BATMRf3mNosUEKl3cA1LDX8y9/tSPPBnPUuqJkla6JGuE7vlPdYarvvL35DetP4BohLNN6PzmjfLZOX3VMK687qi1kFXD1KS0/6RPgDWGB4J8v9R3XgALKC6PGD+ktPecTnXRVkPkDoVmKBIhhrsymWth1G/HObxvsN6G8NSgfTJguuem2xDbkcZ5rDxj2gar/S1vIcuk0nEjyUyfEpmMaWt8whgYs3Ab6QHxgCqSHhRQX1+IsRd4CMXP+mOP8C5TpyUdj8DcRDX4I1GT+SbnR5csAXdYw0ZrabgJhsMawTQ/ai3U8I/KVjdGTIwUN+l+8TWaDUsFDwMt54hEfzibHrcfsydHObJ5UF7VWD/yGZABHbp//9jmxFf5P8B4rrgCoOAdS81LvZvYZBeAwqOS3iWFTkdlZ4ASED0mmJ6k7zX9JaWLZmMbtLosMSckegYwrd2zcY5IqCUu+qSs1Y7MHFiw9kdLwej/mYX7REQ1sCTXAL0/p27QCvd+MhnFhUygYp3EJlmLJEoUcMTUFjJw3EoImVpw9K5qZiAjvQtw3yQjoLWjIrp/BMdNVQbfU4/xiqKMse4t4ah2X5zyP4vqpccs93ld2Ear2+8Se3MAFR34GENpEsOZU2SFKSYGv0ExzqzOyIZPzJ8Y2VMg9xSFhETnRD/VSTgg3JIMHav5/6iSHnEEk5QsOikHRWEFplvjnNT52U5lUt2MZOia4UMkZeCedrDbiOu0O8eRzbSH1apCWBKLP+IORB4/yXmEA/llmgBYtGGUyyXzIF2+IDOGnc1Q4XsA6R7bNV5iJgmflbEwndAzIPY4xJ6lSpagYtdw+zhvf46jM4Ppa3eoBhbJSSI3e67fdpD+pLmtud3lgVxrr0SD/6rKuS9u8atCwC6BQ+gv1r18UDRG1KauDF4QY0Uh4ApO4kAZlC5zcAWIfzo0zNvpiyETBc/vyhsJMQJp7d5mjM0cncbnuqVRWhqD1M3O2g2SW3LJkjV8+2Hjkw8bSctorqKifBzBRuE0SbwYvrfWQY+8jfG4dKqUpCiSw9CedlDdU0wNgWk7RUsnoeo1eRSkqnao9ts+qPN8HM4L8jR+A3ftqqYoPoBxq+6kqkU4yq7pTbJOY1coCZ/nR2mJv+PKAOR1H+JMuNDuSGQ1pEFnNK4pMzvQtfhV7bY4OlwlHJcC0SJBuSLc86BlJ0+5nHN5R7aDIhnvQXSefPF4E7dASP2B2zvpWp0Ps2K40gaLrchn/NrEdyhc6U84zjZeFcPaIwwdMcLgFQPD6S/xhsSwTiRkPbEC9rcWjT3l9UoaXM92rU9p6iCWTIYBrIUB/JCI5xGpUh5NgLut5tUbyMx9ePUcjyyl6bzuPiwhq1+dAvtwonRT3aguE6xQhvkFFXR9ZnFhUbF1NvtVndn3yeZhVrbMZOICbGpo/QQW854mIbquY1HiRwAWhpe0FBWxfLhyNBjo1hIZE7s4fDSI2OR0+XJIODmE0SgOqChCvZcz5VgVkaQx8mwGFenGnLB+SQrjG3aXf6IPIfvmv8UYxZM0vPIZkU4GAABgifPgEgOSqJBetxeHfzolXm0O6C1ClWu1esq+JppdAV09LJ0YkgZQQ+CIh4vlRWTZAdF+mVodp9lkiATnrZRleagdoURfXpXNoQRdyrfJ1HUyaDcSuj+mCTVY4/IiKjk8UtKrdCPJv3NTisoWjdWFxKC3ua4i95N+Lz5+Ufq55zWrygfYCKUf6QDkEEPaN77n9dz0rV4bK0Asd2F8+wuY8uELpxwOuLoVHussrIKDwQlSxChkQeitfoGutsnXO49SRUNH9SuNS/p4/4kVHxBIyXLwvw4q2euZVVkotfKD96XJpIcLdp8nWvbXiih/66Kx+C1QbZylKXVsPnE/ZGWw3OYmoDvHvJ9UQAjXMUIiGyg+SwQFADzAj1F1RLqIqj9OJK9iLvIWBIlcR5oxk0u2Zyl1Ikbh4lL0ZMPgkEVcTH5OBZB70dqqYWv6qMhReSzG8DSgvCIBzIhAa0vAxnAX6MKj1kJ1a6Jo1oR2llyVQpU2qAGTG91D7OUjtq+eAeQAb0t4IHZqaxqmdXbvpSug15BmL0PU9LoqgIA4IpcIQCgBSrowAgwuGJRAYkRcQp5kbbIwwnmMguuG9ObYTJhCtPlaLWNu/J7LBg66oztWSXY52cUz7E5ymcrrf6qca/3cNqwKMJKhvEe3ZNHN0wALPB0AoFpg9+RBySKhiR0uH2z2hoWDWlPkcEy8hK8LeHfJjE5wUAm0s/uY5VvZRCISHye7OAocBd9PSTcU12nv8uEBkVYQTFBsem1vPIQ9tBWWVkS9g95s/KzX0vjGN0w4NBOiVEgBTS4/D8EHFT/f4Pzx+uLE+AVwK/B35FtifgGxuwn3JnZ7UzU6I66AGw5yTgI1LgoFMD1FSP6rJNRopruM07HgZUWi961WUNWZ4OXgXRHMOem4IFzDWKODOAxRwCcS30eoceNkiEGzFEdhWwz/SOXAebsOrpH5ZHlTUiETBmMHtqCOYk9khFmcVGqt3+OlNT6TwFl0i8o7aoVS1MY72wHo16JYA8eR6fTyD1W+l5HeRyRfhHiRH/DAOvc0ia/PjvgZt1c7+DsjdYhSWKqn2kB2q22MyXr7xuF3zbUXeX9PzJHEPjQsv1/bo6ERggGIANkpnDq26WqJ4BxZCD+L1c05JjMCC1GVEz9vSLWA9B1B3mh55MvRRgNwOrC+3ZNbsmIuIuD1Q40+7zDQYiqRWCC/Tt6tQWk8zk/pnSd8r+5cQWdBeu8nng6hxaPdVUgrGRj340AYHDl4BCBQMtYf3KBa8Olgi2sD/AYdfQYGmWUEPiQGG0+vlLtw7ccagppGmYKfyAugNqWTUGvoiteXprXhyPQ0clALJLBmV3kqj7R1YVnQS3rhkb664cUjcRjmFRNaO/kmjSADJ45IL6/pk3iId4XXz4o90XzKQZqJEqWJcK1pDkFFMKUJkuk29OdbeyqCANalaHC2srooy6ox8vEb33H5T/apnaQoxTCuF7H9/HJEPsMV9nz70MmQKO53y0ocxfcY7OMhGwsgzztEZXkGVSKVCBYl4BRis6hH/CSe8WMqOnBBsY16ovOUTd03KvHkgCu5/IBlqaBR80gQxFQng6CMYAak9KKSM1tm961ZU3S1vBwHHRhuvKI8OsuKHcwhJ1wPo/e8lJzG8IbCf6VYQYi/L6Hiltf/IFI7ozWNvE6apC+xc90WawFpUCNrFbB8UISSimiNxsBY+PjzjMcsl82HhULmH7/VlxacmEyy+Xy6/4cTJinuRi8A+mRT8NDcwhsqEdL/ivzRz+JzYi9f70JMZ08giAv5Xra5lw4V6RFPEYpI5BZPmuMvoGANDHu5MgRhJXFQjAESuZSEQffRJsjc05BSrllP9kS1JFdmIlXsceTQjAOc5r/SPUh2P5LnaXWehoTC0AmAfDKBNpZ+qNheNd1KcWJ6VEH0SnoCZF1eBEfRKcQzB0da5PYIajnhOTkMyORf5J/ONvmhEuX9ObOFvl5pEuOiO2Ex0uGoFsF5erVtLpi3bSyuQZSRV7ctYqhIeob2K9hMu/vc1Us8LZUIZp2OYHz1xDpcO70pHJWkiweIVYDEo0UY4Nnu01y//SWy9OBnkfvfJpd3tonSb1TYNpQ4VnHZbmhf5vruu0kz4TqOkxLtSaOnhAyQwqXp/vbgMVlz1vrqqcj7AYVCoV+QxKQAMqBcbr5oKy5T7MdY+eMciHtqI58103vGe+4eImrmPf/GNieeGXsFwnjdz/3yKGGAmg84dFACBooXUb5MC8dnaZAjBWBHvOA3HA5vh5zTBq/IogKPI2FvvTaOwCz2Mh4Ib4YV/LnR56Zjk0EvI6fILNyNfdv0ceE5eCPROLlnX2DlFaJlANVTmtYSuc5zsxLBgKhVmtBhQWJ9m+LricFc84yfNfhnJNZ9bV9HfexMcT1qE8YpkHxj/j+XxyzyIyYKIV3rgoYR/7Npj98t9BlUsvMiUTkR2JUeGCJraD9Cj2pR6kWTArGSOjH7c/w7Z6twUZi9SLr9R5bu07diro19oV45pib9KtKjW67vFLgxXcZvIGRj2w5ST/STM6zXeXGYdj+j1qAEHzQ0Pe/0ALkdJUUugswagYeQ/BXixloAUZDZt5jpcYJ8YJMFYAJPUQwKnDbIu6RDCc4gVN+1w55Bj8MMw/zoG/XYikN9AgFffdpc2h5srms5azFjclwVbK52hoNPnrS+lhsx4iMOQc5ClPRl3zOjkhhhK9oU2prv8RbLKTUpEhmtdr5eTWJTAzz9XrDCO0fkQmC/b80pFemg5QPdxoHWfevORhgSO8b2ki0oKO+qIoSent4TKul+wY6BTjZrFeqO1emh+Zgef/r94lB1nDZrmJ0F6y7GOrSWDe7uiL2rQaT0XyaUbtVHrz69MVTjem18/Lmsw4uueJfty+CuT5HF8DYLbzX1a6QXAqeQIUf0tr9P8a+H5fHNyFlNiBw8CI782Nm89FI9GRqHd4MRbTlPlm8nXoRZ1lzPqyo41Vt/L3BmoeLD+dqsMAaZzvqBiexoACgh5P4O3+58VzmqF8niqdHhldQ0GCSFhunboJ0FCTRkOiPx3eK6bM8Z7VcBIJ0LLS03rV36CyN0C1Z7XIoeOdtI5U8jjBpRHW1fBzyfOZNRusMbuVC5ecsMV4t8ahKxccDcYklwHWKIsYkGNva90zkpTwAGJ7CChTwpQry4SDQAwkXt0VG1V1kC0hlpQeJskE5hoiT2h8Fg9YyYwj7tTZCX1KBNo+DxBYnjY29aGzYksujtFUKL7HEHEuY8k6/S4G6AYACnjIZFAU0BYXMNAEjPBd4tIzPArgGZAN/roJR+nFAIh4g5c1KIa5NwhO6zk4FUUL8N/NmUe6ZEpGTg7jNGIESun4kcwNrNCZPle08qg5L8+t/bO3ta6agZMMIhwD9CxMkhrKCw0zwQ5pz0NNMgpwmYCYibXlJ215tIfTWWdGbrSC5LaPXb5G64RM1+CBDbsbw3HitgsDotr+5aDeBHSlVm08Zz08qZVmHvXZDNcZPpew5oypYvea6IXfYF+DgSMAwTPsnZgCK7fLg/uP2SSEyLxeEMPAMfUHXhR4VUInroSNG+XAhXyXMKTTZyJ+Xp4IfhUD9ABHRIRwNg305Y6R4mCX8jkN+7mHzLdERKtfVpFW+73vNGNmucVJsiFEwQblAlhexFIACnnoNP6RvAg0JBi933+Me9QqY9qYwjkZRaXAJt/E+oswJVy/49kKNVMbKiDzCwoYZXfgHK+7tqdM7L5irzrpsDfJgjLBFH08qpGbyBR5mQNaHGprfpYAN3DHcpZ5RGU6VBgTN2mX1BlXkxIbYw3rs42vGdsbZijL3uuqnPvtNoP9iolEVm1bE0BrpwvGsyzl2z1Yyl6QCwxg9wSqGKohhhmeeDCqLv1gKmTilyYlobsi2LAkvdlUaBGlZphNwmk07rmpb04tGhIouvfD3YM9ESBBG42twLY+jC9jC1yBwVTavU/HBeP8q9n7BW0zaGTbO/TwHY4xCC5eu5l3Zs/26IgoumFZu+nauCLz9ZShGKFv/1HUg/WWXHqQlbmwS72NuzmUJQWDaU/QQ31UOLYfCsIJMhoDD4BXlljn5BOGprSbmuwLCx7vzxHU383s9sZNGGf9Vf7nVsyAPUpyHp/kGBQWl8p/JTp4TGVFaF5kGHA7eRoTk0WTY2U51cyTGpscm89U3MtdU5T2td4szguT2k17UnRS4fI96rro94f+MGTbUvS8e9xaSocTDwyugtXWZtUH8x+VZxjq7XF+gamjyQxoCHCwBp/mU46o5JpUn0j5d5wTWK0HCngb/x+LmHQtRaddItXGYrUBiaSKqxDYxr5cT0M4aine3ueTvDHVpZY5a3PzmtW5hRvDyP7E7EIT/pdztH9k7yLpQjfvPy0X/eN3/UrjFth2GDrlFsggvE6AaMw6p7gFXyERq7tPdinIZoC0FCntNTZrLCKJMsp4I3HGfQNEPe6giooh6mDKP92owcrDRd4t9vRzfFGvMichno/TTklCpBNPRPmVAlSTBCl1Z2+hk/l5RcBSb+WLfadXibV7f0M/2bSM1X+oGv97ACRJ7tpVmmGznn5RJ+YFe2yWH/z8rk24ac7RCTM9dOLJHKBwoYf80Sa95R67tYWD6Y5DGVSCDUCw3EeWzs0D+kaT4PUyFxRpaOXRE7zgc3hteMD57X8NWQOH7UEW5mnPz9VuzoCfMyGX8XaX3pa89LMbgvhonMg6ko0G6pHCDuuI/PqwhrQQ0RCAzgkff4GJz9vTTatROZxxwN6Ag+wJj5V5NoPy527If206uDa3fTnasnMXJjNDJn6xy9qTpInXEyF5H+XF6TL6o4QFzcu1l5mSQfFEIXlFBuT4IiXeAUdXT5uMB8MayCRaYhJNG1gNhUaaWugeHpsdq/LQXhxOEEy1JWE5A1/Pupkyl01f6/sV4G8QuV5WF3kdEO/eMBiOeOMTq55K9iE8vcFW+dW9vw1lMOeBvUuPwirmlRDAJxAIICGeATtABOP+vrwTw8QRaeXlB32WI0TN1At5lOJ1gi+6Wv/eRaZK2NJcV7FKXzcWprpSq07H2NXttTquQMMyBoLlZoK/pA5XcJsJLYrNCUurr7kwflHQcY2M+SyTh42BvOjrNUSrtRtmYes113a8soNknEmMhREYbaSEbXv/l2Vnb5ZQwjE5qOiVdICvBj2N4O1L1jcpMQuIwlYdcTYz0yOl4xrcq5fF7/ovR/hsLlhal7EJEj08miunReBafdwzgItVqUgaVhb1vT2tqDz9Q9RNhRv/F6Tp8svwZm/WdY+Ln8QVeavMP38yvMUkHxfmZ45IQpdGxx3gTliSquY74TnnRpvXRT7IYr6LY9qcK2DlPPEtaW5cW+XhmzFfu5ievH9+Uv7xI6P9ccupBE70egf57Ui15J7kXd7asKRza0z7/VTpEQIB9WYHmX4pZmItPmEsQ5qrkS/JYYjvgIz7ACTH/Tx+FvLIgDPwW/XKPHhNo4ChecFIRR7MVkHUUdsbfnLTkpQQ9lAVbBxidWX/HP7EMSD3WUgOSH1J2e1+f8OXAR1EBBtv4vvLYTQ/vaASXBz4ojVsDCZ30CR6RPH82yEmkfjD/0NAoPn/kxz7XJ1RYP6bCEFAFqbZDrknDiVQEgvSyQPolLvIr1Um8ebVuwuQULwIV6N59mvzwjBunZBqyWk3jTTHIiBH2fD9mlLwR0pFMZVCa7Xg9lJv0uPuVru1JHOTwzzdsIV6b5U58ZHA+TLHSedU4IOMRTYUA0PLghSYCFWIyZKAVX+kDp75GY1Pkz6kZKmOTcmIXzhizHu6YGEUt+hzaCdP+fEXQRFpwQ+fTvlOmeUymVSka56fgebqkF5KGD7L6Fd3zYmgoxaJ+GNdbfGbNV3TYKqYiOAyhcPpifM/sB8lind8mlWlolalFIZGf8v5Fvud4f5MEwTFMZ+reWsrjXGADkDFWuGQrwg2RbSIfZAOKH7j1R3uHjctV6BVkZelJSRGpglAS0UkdIVW7aeQAwtSVdR+RAKwz3s5Xo8HfmHEl797GUGyyvxMjz8FieT9TKm9L/LPeocooqU2Cw4tMrgXTSbFsU/yM3O/xvtHGG+pEEjYqByrHdULTdxKIUpNPhofHRTnImT7MJUek7H/UemLcf11qrlh99VdJieZixv7fTKQCjAn6H7f2/wzRf88QUf0ra8LPxc8F+8zLBDL4GWQwKgUgIMu//yDECAnxcQtden0+TMgNs41eEtII9IVE6abGFg0OwztbWKclT+6RgdTBC9icEh1agYjK41ZvC+qA0ajAPCrdSMbY4moqk3WhroVqrHNhd4uzdfWYME9cm7+5L8iDQt93b76UA9DIwI8K6vYvy/vIE0++vZ7UpRN/aQlCDc/IGJUZmgHnIwPWhqwARfaDE05oohT9T11VjBSv106ox4N3xXk6zoLznk/d/RuFITBs2kKllAAYkAsp8AiH/7dwoOUWQDgpktm/jlLvUMzQzYVLGUdKfcp2ysAqT7SxzLc1WsfXMeGe/fTFRzl6GkMXKZHt6Vnnz8aFpYk15/wkxVDYW9vz+idVAgAUSL0OTiiXYX0j7A1SIg9lFbR6oA/zZQbbI9qc7fljrddmRCr1O8sb5j9lYJ9aeZU3EQyZG9cGAh0414UOFI03Yvbykvd/V++Ui8tBN/HQF/nQMzSl60NgBsoNt36VEjJ2Q/MXTYwbjbiPE57c+bHm9687CHjFG6hzpuZfbvSWJUsog1LJnRQMLR/P+leLqNuE2Nq94wvaTU1j0I3FxMCblgibNnMs2Be86X6qglXhCB4pEl+3//Lctu6u7GcYI7ssnLgAYRPkvRE49wCdR4iDhGuQYxQh4uYL0+DqMwb389fKynfMdImfo+XMexbiFL1n1wxMNONrc4rhK5KirV/tHymVFFh/8pr/8P94LqhB4mkXpEamCycMgd9sSoTeBQFKiLtR79EIQ1EQ0ZeNkJmWkSjIe5ApPaJwQVlc2bIsz0aXmGv40Uvjn+rhvFaQQJdb9dQr5R9wkcCV0DVNzQhzvv+VN/Tuw5AFM065TxbvsRhg4hFWpIPhP/00eIQEoPtNMIzLelU59ly5Zjq/fDm6aHhie5R8e656+6tDNtEYWmp/9lSEhK8TZp25XL3593mbt4lL9l9JFeDfesepjrspeNWng7cjKv68DgMnEGhC93t6dCIH6znxJKPJS0sk0tJRJIOs2iFBsBuDbexa+exijQuS2o4H1+2OIEVWnENOJT2vwKGflvqdNYYUBwP+hKdXkZQQ8bf2AAcWAif3AZFA6x5pEpD7MoruqyBOhgk5sNIbuQYCF8AnM6cxp8nR2xb0cHC5gp5uOR2Mu565yFzD3lgD2eWpZioilcd/XkBWakkpogd75oBA6p5NVOIddFhEu82YuJ8ZE0/aSP2UcmpIxT7r+Lprad0Odq4LpvP3qu9uUwrh9Peq6G4xCWH399qvy6w40fu6xu331V/HYqRYshrvSPpn3fshfr/65JPbX5kmRvTn1J7Fb3cG7T9C3TZrTdgO7jKUkD7fN/V+QrCBcVUIo9NETlGAEGrhZy3UAIyW4QC3wID8mshDfSZcMkL0bnsmSzoTOS+ImkYHQdFyC0Edw0FQUadvT1vYADFTo/tQuNCzsHAtoQuc5QOuIuguNBh2WxtmkUa1z5bHdC1xWrSbzet+5BRDFLzMOZJDH9KD+m1ubynO01J2U3Ty5ts7qUbUR3PRByI5F6cznTMJsJHWTddtNUgdUh/+fVwZSuJ5HhenfkOwEdcarIDvAibceZ3hw9OQAEwkxfGNg7Cf6c/aJJ6XrVkoYvRRiiRoq/zA0pXdqldzv/VBdtYFLeOvxOHy5SwzB0pcZQCNOJxoBP94lsvh+gnSN26bD3lR9XV6cJPAGcRAye/NPSI2fSaWrq8/nhCiZGWMtQaYLiLSC53TEcWxNS9K/vRcuPlh05TyYKBDf/DqCT9p0lGTA7BA6tTwKByA5VLzwYDmQ2bJ9tR3M1H3NChI6Y4acILwOSfZa+WNwOw+lnm6xyAdbK79vdA2dPu7D9OdiMejP+drxrtI7Kj9JPe5CmP/R2gk5LJvGPwwoEl1PB+uDCQjclN6QMdRNrnCq3ZPiW0KnaYixVl8rOAaRtzy9cyLT7f0KXoin362ccp0Q0S+aCpXWuZU8rfMwiHc+3zts42ij2k5V5kQf18MerWbPJ2YMxeys8ZbSvWhbeC+73yk2VWkfVp2+PWQw4PTLgACg1qoVD4syKtFFndAccNigpMVBjFyuXK54egoaCivUijMQcrKyheVL5i73+8s16OthBzGvCdwFkZtGLSXRlabzpnvWZ4jj9Pj1Nrrv0m7W4/8bkpxEOk++RquRTUOyhc1Vx4Ru7hnXjaG26bPqi3YlT+ZhGhWXhR0aQy3etngznsv3Qqpoc7v2Hl2UdptlKLxMwblSTOuwkKahcRqGlfYI7+1+gnhCgNPy5NZ97fOcvUwU+GNPfcl3gBbdoN/y1BTONnohCRLrrgiUQgKteqjy5NTSYgpx8+QU8GkZ4suB57QKY0sLa4wgdw5btV+uIF5Z51os4f3w31bf78qlZsZmHe53ctRKRvdCEXH9T6+k7tb4Tka86DM7LEFrYm0ndz3zZmRmK/xXXmDSfaz3J1VftZ0ArcnZnGDS/1Wjew6O9pWiFppPvB/fN2KYlHNxa3ppsdxpFQX8GZN8Q3zaanw/Eub182tuC+qfW98SLrnjHOu43z6mEJgFnRRfU+eT6yMtc6qVmsVW6DgUytpbcfn9trGs9xXMANfQTHx+JKAYOCNVAEuXA5cA3EZPqTNo6smSDpJ0YdOmuaQVCpSMBaAqe8xtK51Hb1UlPnlPoNEjHerR8Iqqvg77OhbJVWPKOJgqsxt1vVLkAciQuFUG6HfluR3cf4QL5lHV4BAgAiMGq2NHYMnLdiE3Sge1FDg/w25cDLG+lMOyayEjKU/Pokri4RouYjmBqYBu/FB/2MqJ5rJx2npRSr7ab/SbzsxSYV5l/x6ht9w39VOfF3YvKhc+sMwjeVdmFBMg4VNJB5AOwI/WqitGYVcRMRGmQxjQavw8CEuj2NgtIn+7Fiv8ED1nkJ+BkETlrWOTjOCc/Q3hGf0GTy3zidiuiREe/o+gVutO7ylaUbCiB+u00gmlBYKfqHi3iZAVWgadxlibqZ/N1qQlI+SH5qFaKDsOy2v9trRTbV+0l1/qW3mQRGBmsHrCdrsnS/i9bcMbysb37hqB3LJ291Lgc2cwr8ZqMVKvczeL7idySiwkIXpMVFdkEgx2bieajDOoQtHVijvsi/1JgYg81jy9L940fwdaahnb6n7Ts4PtxWEVJ8b/Vk/GdRFXdTIGgRT6xY9Wjge10bcZehlrq6OMR9EZbzLZL/9rPjNqz2V8QvfvdL7I4zP1Ip/mfyQox0SKjks5b9wKP1a7qtTd/eL6KFPSLRA+nk6hjZX9LvMRd6zAv9EQYurmyxDzBbsBDYpA6fmA/yCGrtJSAIAvDKQue2Bla5TLS8bFx6JQoMpTkzMuVm5rCOyuPPJ2P/D5KL/LsWBmWzRCYgS/XDEYloO+SMOvsxhE0r/m/h9u/iJNlaz8JQaXRWMiqQVTq+mkYIRVLV84dmknWa7pki9Tyb6XoMFe9Vr8obaWsZST9iPGWaiixqZT9v11OoInlkm2yBUUBc4q9Tfkt+SZWOpi33fRHmvLEug//FPvbCBF5aPHnas9t5q/XDITnutaOLipNEX8NYww6bF3KPxkPey4M0ehH8rGOTFLEj2wM2Cz8TTQ8RpG4xCrtZjvatioiTlzxp4VGIj0MzeHE44Uj/l7KmNvj4hEJ+eJWVe5Gdt3jmGe/JE7SH/ntouzKV2z7LQQU8ADKTrBY+vBsBA9Sfpd9mQG50R3ZQzcsASPwkoGQpHgRl3ELFpe9/ld0X5G1+AgOKhVUAq2cuCXgTSQIn0acM93qwNwv7xOz5Ud4bK2Gm5ZZVcbwk8KmNPnEkwaTKclr+JWkcj5HW/6Eizi9472p/M++iwrljAB8Z74DW2HkDeHYmCH/VlvRzo0UAuhNx9MiB0tzKbhCR78LnhqnM7IivhuIzcrlm4gCdyfdOpei+bZcaYiARfZyTx+mxf8cwyNeuvRRu7D8TZFdt6bn7su8VKIWbn1N5Fu7nE97kvkLGoG2wm3juzVOfXVczlI9sdjzTDyHnNR/J7HIC4Bk7EIr8PfQSi2sSgyXnbBGIMDgenVvQ5TuMFzjn0HEhR7qVeg8YWjWQsy56gZ+UusZ1l/jGecKwvAsPp0uOYGfUuhZ6jkRDaeGJPdW2zIxnzY/G3yKL74rsJBmXfNZAp62tj7J0/s7k+a7SjrSuuavmo9XjBtLlK8FfSSVMrqbajlTtN1anRDakimMzOmJ+vPQHYSyH8e4FyJhnYiyV2jIUcJm7YvajIRAP3SSwfn2+W/rmRDx8+XOajlrz3sKP9LrL7VHfW0oMQ/O7cV4y681il8XfxOZ5L3JKxjCFPqR88jZ154rCTVN6AExzBfSAUc9GcY1lF0eHu9SVNPi1I0W3I6CRcWPt6sFj5M4vBAgK8LDP/6t77DOuJLBKLtY5bRoxvYAYKCGb8Cr2B7UBuZcGjAsDRQMk0BIkTgaM5pnpOglPRi0gt+yjLIQu3dBl7mOtmygq71gq1c7dNc5xlRskxj3U5aY/MNxuSU9yf14N7bwV8akO9m6FlQkVaRxPilqbYZkMyn6Zpo9g2HO3DOpRy8Nl5aPPGOJtY7Lw4PYv5/PnEU368ScmrhhRlly5fBMANGcSAEzfUkEKG+AjwEQ7dbpB1ali+KSVQTJuOHBfzbRCQ6GBXlRGzS3yKNROvE3bsoead+dZ15qOd0koDTCErQ3xtyRpYewvOtUV/0xkaWxMr2JPRHN9L29RREVR7lcYqlMGVnbKckLJC7HyjGIs1z2ZvKUmoFZGzBS19yq8pOuIFURazAidplEuerSIDCcPX29S3PGp4TiyWvocFarn3p3M9PTkY/nYRzLmFPgaTbCLUDDikAzifwo8TStWxv9QuBoPTxZqoYb6XobTYL2chPiYmx6+yJdEyf9o0ADt1xXbH9waDmAL/7rG7feI3c7/wuDF9Z06pFgutI22FbMnKR7IDJElmjIo2nvXC3oiM/jM5q3quQxRJksam8VStKCy8e9hKr9M1WRYpVaverD44O16nMdm+WdNVKbHtIU+3E6Yy0bTYtwczxH32wIelGdiVH5wuFJA+lLET0F0BF1DieSNU0PsZShVlEmU4kUxALegOBDoNk1q1nFxR9gfi92U2SBa+YIxGXbc4j7EV8XiGjDQXiB1u8Hz7l0+vv2I8ctF8hPQAQVFAvIRoJe/e1ydl7fo4YhHpIjX32nU1RaPSycLG+rOdXhIq3a/9tContEGo9PWsFX/jMcosr5dzK2HV4+zQ5IWDGRPqmhnxyeqPN6k8yxc21ZRyzhcS5N8aphJ+ODud7UxpgE25c2vL5vOAfbvCv28o48caf4cO1R5xaqSLPuibOpNly3oebO3E1JybOh4+b8YOfX46HlCDxzRSvsSklaSqr5r7hMeNuyJoGLMs4b06uo+t+Yngq8MOUs4YfqipxKmx8+yLn5GvBkl7TVTrvhTNNNaVZ2eYzPPV6b9TUb/e2tLl42bqWFZO2qb+OYNMyEjPm5tvNjieMvvNoHvGyXaV6b6kzD7MffQG6c4OG2BzsfBTFZoR3fudrroYKreVEaeLIlXosU2xZj9ostcZWgo8I+mlORpaGxvR18MsxXdj0QvN4aSrxpqqTpKzFq41AYuuvcnZ/rKVMdXBwvLmPJvxJGB9LkJ48aZE2Th9xvkHsqfY6BIwIbdOHYFAMgB0GU6gYr8DuEGgSaaDD7z6kopRrmIsiywMTh2efjk9racCiVIR1TlUHbemJGOVd1En5t98B4k37KSGYSciKBx1HTBP64fFhpd3vYpoiJ/5qiISFJ1Dkxckrqr4RL5MeHvgs2UzdX77U1yKKo+91VZi/8fXNzz2TrsMVw1bVzG1aLtmVpVaP1FqCSMLnR1amwrvhsDsiHe1x6Ic2NE6/DuCij6FDxOJD18xrJddX2Ha2Ilg8o5sIoo6F6kLKbHZpJaEqQSepeOWkGRSAGbXy5MwetpeGvLzQhHVeMj7V9tkD7UDeUtSdr+EE0tVfk+yEUB3jSFPI3rV8myMvqXCRZZ6mpQ6xmw6p5/W1dEU3ZXBlECiJfsLfUu6C40kq7NEpA3yM6UfMwyfaYnJivhfkkiYnyY7d9XrxrkZb2JR5muaXtw8xDG4dtVl1HtRkEHMNrwcA44OmlwOlQHNGXLQ8rs8TeMpVvnJdjuhBS6lh4qT9rxDD9xrD0cs8crQpA/DgJcbkQTXtAzB7vYSrIJaFD6GD1vRhB9aIUtuxYjdLWP41ZKzljaTVLQKTA97Z91tjZ87LEm1o6GHzepUcWNwMwCcTfAdiDDQR4IeSBLUwCnY9+GV3wotUywYMDbGBPKfZEvGNSS5AhluuvKWA2zavncBiHjLKDP5Zn3YnN++cIQSzCCylh4y5LSwPJOTuf/THBRFtnmWUig9+Q69xqBe8ImOHs+NBy2UelQGjD/6Kesi3oi/VVhsZn4n61S3HVsQTIfXySydKdR2sElzl2mLiGoNT/ruUtiXRblfMF6TMRcFFfKYqR/824KK/09FSkPHtQkHTUc0knFTSE28wrDO4Hn0vmisuspM8D0PtNv8dy+S1bjDI0UK9EyL7xJRHYpFJ0rpHTFuPcJAFnro+82pk8Fur6O0afQ+J6d6pdhpcGorqhgMxHSt20FOAETId3HAEVQIA+07qIn9y7EvDhtdOvYKRpVNQahnL/jKYOWnXaq/mzHUSVHHjuLQXo6YNq01joSZa81ugM5IGbVjbCPvoubx86UcYf8bLUO/e4Mdthvn7lun14K4mg9HO2xFnpzPAu/UKIm6XSX0Jq9qDOQ2AeTJTzjh/iFKNDC2FxbL6cL42qUxuR1rwZQVpG25RbBzgJ5DO66OvnT9fIim9kA+IFWZ0DMMeMWWuj+uLR2Ferj3riB7tY9iUib39Akt9jO8SRETfXMPxTEf5qDODLQ952Jq/Qng71ezSDR645rIF7UErjRPBuwPF270+MEkBVnCqWwVAPpv8KOH8mEcQnPghltYLrq+Qo5MATFpJCliIbGfCchFD50U+PmlZQSxs6wCSPzRTyoH2YAbuDw8TB18o1HE67/GWKcyj9Et3z874WTH2f7CblOhV8+tqBlfXLzeEjNLqvWojma9JXsWdbw6+ctaS/IsJfcjoVSt23oc7ZWGwdtrym+Q3B6hvBIVy6Jcvk/ZnpH569ZX8Xledqpgs2lzkU8bL0I9u3D3fsBELEYDOdP2wE6X4Nwp0Pi8pBXQMYOcUy8GaQRRSwPRrAca+OU0v6UjY3mLD/8rDzSWeP/8npdq14LPP956Tdkj5z98805cMHJUtVkFfUPMBg7Ht11imWc5qqPXqYpbGCi4Uqk2BhWCcAerY9nHnrw52ud7jjgMUwALed5RYgpghbw1AA+nAKxQTkGHsYCSUsl+Al2E4NNwZIxIY5OFW7ettmK5V3H52Kh7tCbxSjpPFWgQMabeIwz4ngSlfawPFyybxVyNpHsyicah7rB6giRrMlsrMerizU0xn3p2bPISMf1v9QNBmDkIJgDn/3UU67I1//+mIP5/mIIQ5BL8P6YgUJYVUCDNoX/bArn8IGQKgl+Im/833yFvC4AuuBYGFacfZlEwUtlglNuE+xBzjmJb+u8gAO2Yg97M8B7/QtyaEWrZlnRpfvdv4wgkTFxHcrGkgYYdC3e4p5GrYDJcymwxPMjI/r9tDl1FA2X078uNwTxMwyoyqZbYlZboetNVo5+GLqjvVWROVKpb9tPOrnzzK4l3n5Xj93p8SuxqwvjOxmFPfRLGrUxjPXOBvN+j8u/0/28IhH/LI+FPzYtHFRcRUxY/gIkQIwWJNfJ2dYrT/RBlPN4hWzeRz8LkouuGj6ZEhqSUQmXt73ks5FFk6nMpjFW+XM3Cq+OpON3n+lrcCyOUByWVuGL/QCgAJKhQgJcnLgvt97QeNCJY58k9fE01i0u6ctZLbOb1TF8ViXW0V+G2XZVHPW0QiiKWOU2HNI8AexLM6n0CHqyRwOrp8AsEavovE1OggqWugGJL0NqQltYrX97Q0EDc0tCgYW/P5ZLOscYrpoCbXgjKCBviy4hYfxcRscEpMMTWjYl7ep43/Cb1uII050PX9T0tRcI12wFMtdZC7rZUPP5tKrKjXqEbHonJ31qs/auubYlIrpBM5FnHCnVgdRTJnxU5VgSy28FEziE/HwRC7odCXpP+l7by6rlCm6DD0EANNJkvpFiLKotVcz0yTUavvKFlFyFytqGhsUmnoWGPNmdpXC++OcOUCXmk8OwCjRSENB1U8OzdvBK+r02sCWJ2vQODO6v50skD060+Q7JuHTukwvPNTfPtOvu3HyRm/KyxOt4iq3fsX5QHN3l84Nh442cdmz+PyAbzTRvYv95ZQyZvIReg4NmCyG9qDkMroEA/Oko2UT+p10kgEIOPy6XFkTeQBG9TE7v3ZGaN5iBuhSpP1xFFpzxfdcC1HDfyaNsno4xP0Qpxb+41ZhTb4mY0g5HxK32c1JoWkiXSndP4sA/b6CqLV4Ocj3g0eIMAQtF/55D+JmQAIZSpqdCpxJgPL28yKCjRx0RGRpICv6A//BbYWFmV4tN6pxnQBuk5u1Krdqm/j0Vmx6BNRqz/CvglIHF/i7wnqt4TEd3Rdc+K9RsJ3UTqatl1f3c1rbVYXLFMbBwv2ZlBklvMIuX0eKGoq0ktCkW1vmWa9LwSF5hUmz+HmfFLyA7KsDTwncTx7qiQKM4y03+WLKPNLBup8hlL/Kqe/txZOiPeRfza8NLdmBtpUvPnu90ubxfRpeYzzH1T2s+3j1+E1txXd+iCYVwHD3f3I0AYQ/AfF1RxgOMCHilGXb5IpiLOimuIHDAnfW+JX2TJS46NGlUaCbYEqAe2nGsYkA9Aj3q1yxoJrqZLuuAMwDyzOvoU9o1CFcS7+01N7pxbMLaUQj38PmV5wQr1CJZrSG9TO7qVKt6dF+qLFGRbUVFd5YEiIiHWNWKnskYCr8typCpCCiYRXafopabS5Sh9Rm9XEZk81Dcp8w4sV1/CML/pneb7zJKIuD0slDORIhimIzSWclEBqfFBXqiBk5xQ/crgg94S3OA+PqFSo5SkA+GBronKMXDOhasKCyDNcFGIBt3CfMyKp++w+nD6uPi4vdBwnJ70Ku2sK5owIZebIHd04Flb9I/NvpzkO5TDREZrRJ9DBysfgTgIXDhrNR3Tp5+c4KnTL/mey6Ll5N/B8QWe9xbWTaMcIIjeW03w8XYa7KWqfYs4YpI4tqzmvIptEcWE9iIRucjnGxH10xNW4EW6ojKYKigFgtppN4DyK/woocpxGUOjTL5wjr6J9LA0hq46pos0J5I0UrOHGPE1W3kDgZ6xsYnx2o3bYGRjjEB0bbp+aaz7wK2nQwq/2EY7SwSsEJ7pO89f11gddePf4cO2w4/DsFbG9cHoM8skcLVa4WTqk5thLZHq5MCfMy4UW6V7jcO8uR0b38iurLCCWqY4FyeYBjq3Z5DIWld85Sb84zOW9GSlfldkylYe7maRsKOGs2B6szRHNtHPjFkh9+J9hxESypGwM0Mpw8kTGJVgHzwe+B8LwX+zD8BBQVXiJfRBZ+Bp4tlwBWZep8l4fpAPnU5bkj6au93GEzVCna9NA+8gpeCH2OxYIlta8x9em6yIXyVJYl3IAjsgfib4xQ8lKPCIEvA+CDLY30ktMLpfZkca0TRcAE1sKDCukm6Qq+qXkD+d2/G7+XKYC3eTwY+yII9q/tuZjr9tVexPXAV8IxAwXXpIqTBw3Ug3ji44UtoA+PoBHHIFFKTZqlwJbFJtFuArgaiTQaJzCbcN3v1Aw99W33oUJeoSDEZrfmuPHmVgLyZLXcd8g27lkerehgmVtLWJ5fursnC+tTHXBoA7hlMWADgoFYEyEtDjAaoWqEbGx6RsenNzAVhYiUBSx8bJhYRKCFhphuS03l93UVOtKval4+OAtxyWxs/XtVdzcFVKN1RHVPBOFglusDBkg0yf0f0Qi5f4IINE3ZiF2KqNrxRS3Tmf6BSB0UhSbq8ZVeP7KVZNyWygwzp635tG+oiWj3wAEdzEf4CvtSnM7UffPFBmfVJHVKdFcMvezZFeSuppGJXjJkXlWqvPAcq3YZYR+4WDJ9deO+G9hbmuezPhfhhEC/3hdFHA1qEUTGuEZLIKLN8TOHDH5RKJ2erbGSzpItBNjDFJSY2M545RImNKY2JCy0rKvTn48ha0yHIoaEd2mhxXCekUd14jkE99qT6MrnSNGq3MW2Dkl5JtCUR2TsOSYjTK1iGxFCqaxCpyEl8Y236cqyNwGPXT3plG5UXa8oPrvkrcHDhbOg5WeG9Q7x3J0IBfB3m52xVV1opytSzfeBKTE7jInFuuJfKN47ZFobdF5ZozVmtyCflr7i8kQdsfLV7cfBpurH319PU2siohF6khb3nBYy4BEUA14RXEXGLHrOTqgRVXl2k77z1MXGbY3FyelG/33bTqiuou6jsHWmF0DxEQQyUo2pmd8EeZCf5Xe+ceV/P9x/GDRBdUIkqk5JZQKo1tJZU0UYxFTYfkUlKKpAtdXXIdWrOL1TBhM5vJdTguY4aEyUJILnugmp9btc3v8z2dY+93dc7ns7ff4/fX7I/z8Hhse57X5/P+fL+f8/l+P5/nD7p9Pi4q8jMwT6gySyhoXp716/DuA01OBtVGFepX1ptqBnWMPr6RfbE+Yn0zgP0cUfbNsq4GR/1NMwuTZ/W/dXRs4Ef5p45Yz/Q7kLao+aS0tCJ5ILtz/jV22ctjToWJv06/2Cyn8nb6g25mRxQhRU1GV53S04ms7eSrE+t63zKg8Grf/UdMWs6NGOiz5mjE0W154+Iyp+dnf/fsUMjAkhfmiWErnGvftTdYaBdxyvT9mqPnylsm15wZWe704sozRWxs+QefhrqvivRr3/MXRfi6guPL9v1ZuedZ/q3n9RbQXQvcUqUXV1LFOkDKWXcp6qqf4S5jE7lmBnZ9DA2CRvyse9V8ue5GxZeK6UZ9ShW58qq4iT/ueKkzKs/tzUPTzhb6jFvQNin+rR2LYis2390+5PrF05Hhb20Mn/b0iH6zPlUr3lg0a1yWcfcOoRnrg0wnpzapmJfzKOT0vHoX7agxiYelaeckwW/roOqVrLor2byrWfv1q1oVKn7PzBqk0zpIYTFfV89k7rWnFuwnkUviA1fj6J122wIufnXOynPHiBdz5e4x+XldvS5fqtqUbusSbvqB3+e21h8l7HrufHD4siB7ty63g+UH/y7ogaLrDHXX2n/XGf4P6wyu9q72jvUexX+X7vCOdFqQ1nWGuv9QKdZl++HZBl0XptWVHBeelW9bxx0+/3bgoEUWrhnsh0Hch+uv6GXEz15Rrvi987ROeh0eT53h7xcj+2DBhiN7rie6RB+7a9yj4pxNmzub7cZmTXl/df0ndNYWFb7StUbr81bwfdiXUX4f1f4jtgstcNKtLT6TzJpO+NL0+4se5z36Z2ZuNhqisM7MXCFfHxTf7Nv/OHX22Llq175F1WwXUrrDGj25UcVmn0sVp03Tuj9cm3UiRdemtH95h33ON5u+sWV655IBC8K+6PPCc9S+sFYBFcGtTjhk2/l6PKto+mBoyRX90t13d59Q6Cc2fb92b1nHsjX+ORWyBM9tseOWJLldWt9Psfdrvz0vSxJX7Kz3IOV33U5p0jL5TG2jF+dk221dHrGHdV7+pp73Dr00/sW26PCSyJ6m60xMmifKW3TTt/jObHe7nk8Lk0223+y2dsDaANO2ufKLy6xnrAhMXz2jxkaemTYs4+Pu5aPPrHxyskdmoWKx40C9qIojAx6OiXlQXTahwKYivsnSsydrA+0C621/CTe0tL7Fvq6DtlsA+Lrsuyq7ZfUQ9rYlW36dOyE/9UPfU4ZTrCZn6Bh6+vvE7XOXt2/rY/XJw+DeZy5kGph19mhTVv3kvURD++l/fVPsvHD/4FM+KbKQXRa5m7ZvHdpy5cTFiUt3przcm7btQNQjuZ5HbZhlt+yRD178dmFV6Edl54aHD9/70vCA142lzvcnbXm2ZMNbuVbmRu0eRtSYfTLmRszj4wvybXvXrLf33/zt4uRNbm0sypeuHHT24jeX7/4WMHK8/43qxe6RVubyUYeSvUvi/fPOvHPP5viIba53fhqwdbHjLbuqA861l0P3FQSWLHruXx228ODlsF8OZRbXe1nAN/CPnDjWSqsEO5W1krJT2WIGe6uILWacNTPs+Yl7zaj9wd79vbLW9Rq9yWdStktu5mfPdxdVZ960nCOff+CY+Tc6hjN0Zxc9W2t83N4xN/rY9cFJf65ydAz9emNwTmms+Q87vb3ubDk23mVWSWzfVcOqV69P8j39XunQg0NzXrh62G55K2hEkE1YvXvf8sMto7ewr651zRp0MDtHVfnVX71BnGHaeseJ1u0yejul524c2qOHwiv/vNf5H9LTh7ZY+P3LvFKv6HkF7BXiyjvxXS9/ZSjPO+mXEnzftiBDYTT1x1T7WRV6ldl9Jy5Zd+6vJjVGT6t+6ze+p9+KskTjawG2s9tdsSnKmLC6ub2i13KdiFn973i4mo294e226trSWWWl42Ku/5QxL2mYd/a44jnZXwYm35w4ccL0hBjLngsiOtzrMu2G+z2wPv+m6H2pLuu/96V/fl9q0tStmfT0r25fgX3lk1ontu/7XR2ZzFwmPW6Q/lilbEqVPqcwN3xs1NyY0DD76Jio6LCYOTPCYpX7v/VlVtK/IGsi68B03m/sGPbHr01efS5x8O4w7CpbIlazGjPRq1lGKY+GzGTfoNHHHAjTLH+GGfvfytSfjWDq77E2exVJwnyuCePQD4GSTKcqQerPBqC6tsPGe3Ueqe0uaQYpb9P92dVXedYvwqqbUTH6mRKvAYt99hAbyS5sjTajQ7+/sdLcn4LF8nqIfc7DsksROS22XENsKitirWklLDUtNtVD7AseVjqeXPrdT2lkzWmjdThpJSw1LRbVw7T3BLDK4+goabFwHmI/bM5Pyw7ppDUy1slDbD9dASy1kX2RPR5i9/Cw0onX1LSaS8qrBSethKWmxZp4mPagAFZ5xBClpLAeHmIHt+SnVZ4yR8Hio4wgtqmeAFZ6NkzBYps7xCaIYKklha3tEKunL5CWWlLYzA6xn/Kw7Dxf8gDCFnaI7WHASSthqWmxdh1ivxbAKs8Go5QUVqxDrKshPy153GoeQI9FsNLrz5S0WI8O04a3EkhLHbfYeg6x+q0FsNRxi13mELudh2VHBJMHEFaZQ6xNG05aCUsdQFhlDrEfC2CVR6dRSgpbyiHWxYifljxuNQ+g2yJYaVcEJS3WjcO0QcYCaanjFpvDIbaFiQCWOm6xIBxic3hYdmwzeQBhGzjEdm3LSSthqQMI278hNl8Aq5Q1UEoKS7whNtCUn5Y8bjUPIFk7Aax0yBElLVZyw7TxIljquMXqbIgd1l57Wua6oVcyFmVD7HkRLLWS8Wn4EBtiJpBWeoxI6Vusw4bYKwJYpVSIgsXiW4jNZot12pZMpL4lj1ssrobYTh0FsJIkhZIWK6ohdqsIljpusU8aYmPNOWklSzN1Cqf5KmXHjnHT2rcSljqAsA0apt0ogqUOIM2VHNaJn5Y8gLCyGaZ9KIKVLEWUSsZSZohNtRRISx1AWK8MsX07c7DscTO5krE/GWKPi2Cplax5AIV0EUhLrWSsRoZpiwWw9EpGEmSIncKe32i9XLC+Jd8KsOUYYmt4WOnJyP++b9d35aSVsNS+xfJimNbYmo8l9y1WFEPsFzzs6zyQwRZiiHWx4aR9nQcymsftGREstW+xZRim9WR/0TqAWFpy32KTMMQW87Cv8/gJu4AhdrktJ+3rPH7C9l+INe4ugKX2reaSOi+AJfctlvbCtD7svVKtJcUamXxNxh5eiH0ogqXOLrCDF2Kn9eSklR4/UVdqsHkXYu+LYKnTcyzZhdg5vQTSUm982AsBscbs5X2tJSU1MnUAYU0uxOYKYMkDSPO4DbHjpyUPIGy3hWmLRbDUAYTdtRAb3UcgLfX3LRbTQqy+PQf7Og/bsI0WYpeLYKkDCJtoIbZFX35acklhkyzEHhLBUktK8wCa0E8gLbWksCMWpr0ggqUudWLxK8TO6S+QlvqIAoteIbaWh5V8nNS+xUZXiF3qwEkrYal9q7mkfB0FsNS+xRpWmPaoCJbat5rXkycPEEhLndRgtypMe5WHlayh1EbW3Lc5Tpy0EpbayNiKCtO2cRbAUhsZi04hdhcH+0p7Sln8w3pTiHVy0Z72leyUgsWSUoi9I4KlNjK2kkJsBNvpqm3C+spRSkmLraMQ29SVg1U7SClYzQNogwiW2sjYJwrTtmcHY2htZCkt9TcQFohC7Kc8rLTmSL0DYW8oxHYaxEkrYakXR6wIhdh8ESz14oitnxA7YrBAWmpJYa8nxN4SwVJLCrs7IXYOO0tdayWzhV3yXErzuG3PjtvhYqmVrBm7UgRLrWTNWN23BdJSKxnbOGHfLhDBUitZ85KJqxsnrbSwS52eY2UmTHtSBEstKSzFhNhgd4G01JLC1kuIfSyCpZRUQ5klxK4ZojHtq71k6A5/PVdH2sokuzPKSfnZYE9OY15HNVHac1TtoYmosjwinHrHkfqzAa5u5xF2Qapx0s4jp6EcnLQRSGmGRFzBrUfY7Ai5pWJc5iKkcLG2EXLnewrkVUocKVxsW4TcQV5CXELehipEyG3nzeE2Xsb3Dayk8k1Z/nMP0TK2QFvn0oZp4NYdRIgaV1286k8NRYxNgjDkAe0wqYTVXkEEFqxiLAuE4AAfrSnVYOrlEOsBIfiKAFglC6QkxjJACA4dzk/MwNTE2AYIwVfFwNQF3ZtI4QfBn/sKJaY+E8HSPgju/g4frFL4UfoY+/gg+LgYmNrH2L8HwX4jhBJTp3BYtwfBxWJg6s8RrLiD4Gt+QompVY2ddBC8aaQQmFrVWD8HwY6j+GCVjI5S1dg1B8GHxMDUqsZ2OQj28hdKTJm8Sg5ZLIuD4EoxMHU4YWUbBJcFCCWmDiesRIPg2tFCYOpwwio0CE4awwerxGiUqsZWMwjuzY4Ya3RhoW6epZyBMDC1qrGBDIKfi4GpVY2tYBB8baxQYmpVYxsXBF8fxwer3FyUPsbmLQgOf08ITO1jLM+CYKtAITC1j7EDC4IvCIBVRixKU2NhFQRvGM9PzMDUpsZqKQiOnCAEpjY1dkNBsG2QEJg6nLAYCoLzBMAqTRSlj7HpCYKHB/MTMzC1j7GMCYK7sPP9eNdqlZqJkhjbkCDYbKIQmNrH2FQEwU/EwNSJADYPQfBnIfzEKg8RpamxIAiCo+RCYGpiLOyB4MBJQmDq1AcbeCBYNpkLVvt4KE2NHTkQXCwGpibG5hsITgjlJ1Z5cCiJscMGgntNEQJTiwvrZyD4nhiY2tTYBgPBRWH8xCo3DKWpsdoFgpOnCoEpTd3Q2QLBltO0ghtdrk25erT1P33qgJdrl0zXQK07zxW1rXqZVv2pYbkWK09gRIV2mPSbRS1AQWDB5VpsN4HgUTO0plSDKZ0q/RLHUhMILhIAqxQnlMRYXQLBU8L5iVUiEwoYW0sguEwMTL1iYM8IBG+NEEpMXdjCdhAInjmTD1a5QihNjaUfENw6UghMrWos2IBgi1lCYGofY9cFBOtFCYGpfYxFFxCcKQBWaS8ofYzdFRBsF81PzMDUPsbGCAjuO1sITO1jrIuA4G1iYGofY3EEBHeM4SdWaSQofYylEBBcIAam9jFWMkDwt7FCial9jEUIEPz9HCEwtY+x6ACC/eZywWrtAaWPsXkAgp3jhMDUxFgiAMG3BcAqpcA/TdzQDQDBmfO0Jm50PiurrjB5vflsVbwGat050Ciieh6r/tQwn8VH68OIveZrhUnTSvb+F3tR1cEFgQXns/gMfQjeJwBmVCoYH2oPwXkJ/MSMyl58IyXGx9NDsH8iH8yo1MT4xHcIjksSAlMT4/PaIdghmQ9m23wp4IaHp0Ow5QKt4MYHbkl5h8YHbnNdGfvzI/vHmy2/Llko/e2/UEsBAhQDFAAAAAgAkqUdW4WDXoIcAwAAXwcAACsAAAAAAAAAAAAAAIABAAAAAGw0X3NhbXBsZV9fZXhwbG9yYXRpb25hbF9fc3VzZXJfXzk0YjI3MS5ubWxQSwECFAMUAAAACACSpR1bMbuSkdVXAADk2wAAEQAAAAAAAAAAAAAAgAFlAwAAZGF0YV8wX1ZvbHVtZS56aXBQSwUGAAAAAAIAAgCYAAAAaVsAAAAADQotLTUzNmVkMjJlNTljZGFmYzdkZGU3YTllMDU2N2ZjNTNiLS0NCg== 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+221,7 @@ http_interactions: compression: none - request: method: GET - path: /data/v10/annotations/zarr/68b1f51507780258793144c4/Volume/1 + path: /data/v10/annotations/zarr/68bab091010000bc0017c727/Volume/1 headers: host: localhost:9000 x-auth-token: >- @@ -249,13 +237,12 @@ http_interactions: status: code: 200 headers: - x-powered-by: Express cache-control: no-cache referrer-policy: origin-when-cross-origin, strict-origin-when-cross-origin access-control-max-age: '600' access-control-allow-origin: '*' x-permitted-cross-domain-policies: master-only - date: Fri, 29 Aug 2025 18:44:37 GMT + date: Fri, 05 Sep 2025 09:42:42 GMT connection: close content-type: text/html; charset=UTF-8 content-length: '1325' @@ -298,7 +285,7 @@ http_interactions: -

This is the WEBKNOSSOS Combined Annotation Route “e8b0839e-acf6-4be6-9fa7-07c51b28803c” folder.

+

This is the WEBKNOSSOS Combined Annotation Route “0cc559c2-5bc7-45b9-8db5-3b5686684e11” folder.

The following are the contents of the folder: