From 6781ae32a228bb6fe07ba2e8d3e32fe7d9e0e9d2 Mon Sep 17 00:00:00 2001 From: Christian Beilschmidt Date: Tue, 17 Mar 2026 09:12:08 +0100 Subject: [PATCH 1/5] build: update geoengine-openapi-client dependency to 0.0.33 --- pyproject.toml | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index 91e4ebed..547a021f 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -16,7 +16,7 @@ readme = { file = "README.md", content-type = "text/markdown" } license-files = ["LICENSE"] requires-python = ">=3.10" dependencies = [ - "geoengine-openapi-client == 0.0.31", + "geoengine-openapi-client @ git+ssh://git@github.com/geo-engine/openapi-client.git@rust2#subdirectory=python", "geopandas >=1.0,<2.0", "matplotlib >=3.6,<3.11", "numpy >=1.23,<2.5", @@ -27,7 +27,7 @@ dependencies = [ "rasterio >=1.3,<2", "requests >= 2.26,<3", "rioxarray >=0.9.1, <0.23", - "StrEnum >=0.4.6,<0.5", # TODO: use from stdlib when `python_requires = >=3.11` + "StrEnum >=0.4.6,<0.5", # TODO: use from stdlib when `python_requires = >=3.11` "vega >= 3.5,<4.2", "websockets >= 14.2,<17", "xarray >=0.19,<2026.3", From 3ca4106f699e9ced5a3f3a0073ecdd2b253c8335 Mon Sep 17 00:00:00 2001 From: Christian Beilschmidt Date: Wed, 18 Mar 2026 11:44:58 +0100 Subject: [PATCH 2/5] fix: correct workflow parameter in add_layer_to_collection function --- geoengine/layers.py | 5 ++++- 1 file changed, 4 insertions(+), 1 deletion(-) diff --git a/geoengine/layers.py b/geoengine/layers.py index 38869f8a..71258031 100644 --- a/geoengine/layers.py +++ b/geoengine/layers.py @@ -852,7 +852,10 @@ def _add_layer_to_collection( response = layers_api.add_layer( collection_id, geoengine_openapi_client.AddLayer( - name=name, description=description, workflow=workflow, symbology=symbology_dict + name=name, + description=description, + workflow=geoengine_openapi_client.Workflow.from_dict(workflow), + symbology=symbology_dict, ), _request_timeout=timeout, ) From 6e40cd4c1bc839e47120f6af2314493f1d2b6bd4 Mon Sep 17 00:00:00 2001 From: Christian Beilschmidt Date: Wed, 18 Mar 2026 11:50:17 +0100 Subject: [PATCH 3/5] fix: update geoengine-openapi-client URL to use HTTPS --- pyproject.toml | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/pyproject.toml b/pyproject.toml index 547a021f..c8f8c9c7 100644 --- a/pyproject.toml +++ b/pyproject.toml @@ -16,7 +16,7 @@ readme = { file = "README.md", content-type = "text/markdown" } license-files = ["LICENSE"] requires-python = ">=3.10" dependencies = [ - "geoengine-openapi-client @ git+ssh://git@github.com/geo-engine/openapi-client.git@rust2#subdirectory=python", + "geoengine-openapi-client @ git+https://github.com/geo-engine/openapi-client.git@rust2#subdirectory=python", "geopandas >=1.0,<2.0", "matplotlib >=3.6,<3.11", "numpy >=1.23,<2.5", @@ -27,7 +27,7 @@ dependencies = [ "rasterio >=1.3,<2", "requests >= 2.26,<3", "rioxarray >=0.9.1, <0.23", - "StrEnum >=0.4.6,<0.5", # TODO: use from stdlib when `python_requires = >=3.11` + "StrEnum >=0.4.6,<0.5", # TODO: use from stdlib when `python_requires = >=3.11` "vega >= 3.5,<4.2", "websockets >= 14.2,<17", "xarray >=0.19,<2026.3", From 73c1fabccbac920da7d5ec9a45e394af5ea4f9f1 Mon Sep 17 00:00:00 2001 From: Christian Beilschmidt Date: Wed, 18 Mar 2026 12:13:34 +0100 Subject: [PATCH 4/5] fix: update workflow handling in Layer class and add SpatialResolutionDict type --- geoengine/layers.py | 4 +++- geoengine/types.py | 23 +++++++++++++++-------- 2 files changed, 18 insertions(+), 9 deletions(-) diff --git a/geoengine/layers.py b/geoengine/layers.py index 71258031..0bb14a60 100644 --- a/geoengine/layers.py +++ b/geoengine/layers.py @@ -603,12 +603,14 @@ def from_response(cls, response: geoengine_openapi_client.Layer) -> Layer: if response.symbology is not None: symbology = Symbology.from_response(response.symbology) + workflow_dict = cast(dict[str, Any], response.workflow.to_dict()) # silence mypy here + return Layer( name=response.name, description=response.description, layer_id=LayerId(response.id.layer_id), provider_id=LayerProviderId(response.id.provider_id), - workflow=response.workflow.to_dict(), + workflow=workflow_dict, symbology=symbology, properties=cast(list[Any], response.properties), metadata=cast(dict[Any, Any], response.metadata), diff --git a/geoengine/types.py b/geoengine/types.py index b5f2707c..15842874 100644 --- a/geoengine/types.py +++ b/geoengine/types.py @@ -9,7 +9,7 @@ from abc import abstractmethod from datetime import datetime, timezone from enum import Enum -from typing import Any, Literal, cast +from typing import Any, Literal, TypedDict, cast from uuid import UUID import geoengine_openapi_client @@ -248,6 +248,13 @@ def __eq__(self, other: Any) -> bool: return self.start == other.start and self.end == other.end +class SpatialResolutionDict(TypedDict): + """A spatial resolution as a dictionary""" + + x: float + y: float + + class SpatialResolution: """'A spatial resolution.""" @@ -262,16 +269,16 @@ def __init__(self, x_resolution: float, y_resolution: float) -> None: self.x_resolution = x_resolution self.y_resolution = y_resolution - def to_api_dict(self) -> geoengine_openapi_client.SpatialResolution: - return geoengine_openapi_client.SpatialResolution( - x=self.x_resolution, - y=self.y_resolution, - ) + def to_api_dict(self) -> SpatialResolutionDict: + return { + "x": self.x_resolution, + "y": self.y_resolution, + } @staticmethod - def from_response(response: geoengine_openapi_client.SpatialResolution) -> SpatialResolution: + def from_response(response: SpatialResolutionDict) -> SpatialResolution: """create a `SpatialResolution` from an API response""" - return SpatialResolution(x_resolution=response.x, y_resolution=response.y) + return SpatialResolution(x_resolution=response["x"], y_resolution=response["y"]) def as_tuple(self) -> tuple[float, float]: return (self.x_resolution, self.y_resolution) From 897cfe34ac834e46e322ac208e3b555245bafa65 Mon Sep 17 00:00:00 2001 From: Christian Beilschmidt Date: Thu, 19 Mar 2026 13:02:50 +0100 Subject: [PATCH 5/5] refactor: VectorExpression to support output_column as a dictionary - Updated the to_dict method to handle output_column as a dictionary in addition to GeoVectorDataType. - Changed the operator type check in from_operator_dict method to "VectorExpression" for consistency. - Modified the output_measurement assignment to use geoengine_openapi_client.Measurement.from_dict for better integration. --- examples/expression.ipynb | 28 ++++++++++++++----------- geoengine/workflow_builder/operators.py | 11 +++++++--- 2 files changed, 24 insertions(+), 15 deletions(-) diff --git a/examples/expression.ipynb b/examples/expression.ipynb index f52bd7cb..e4897b1e 100644 --- a/examples/expression.ipynb +++ b/examples/expression.ipynb @@ -88,7 +88,7 @@ }, { "data": { - "image/png": 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", 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", 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", 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", "text/plain": [ "
" ] @@ -186,7 +186,9 @@ "source": [ "area_workflow = ge.register_workflow(\n", " ge.workflow_builder.operators.VectorExpression(\n", - " source_workflow.workflow_definition().operator,\n", + " ge.workflow_builder.operators.VectorOperator.from_workflow_dict(\n", + " source_workflow.workflow_definition().to_dict()\n", + " ),\n", " expression=\"area(geom)\",\n", " input_columns=[],\n", " output_column=\"area\",\n", @@ -234,8 +236,8 @@ " \n", " \n", " geometry\n", - " area2x\n", " area\n", + " area2x\n", " start\n", " end\n", " \n", @@ -244,8 +246,8 @@ " \n", " 0\n", " MULTIPOLYGON (((13.81572 48.76643, 13.78586 48...\n", - " 91.860055\n", " 45.930027\n", + " 91.860055\n", " NaT\n", " NaT\n", " \n", @@ -254,8 +256,8 @@ "" ], "text/plain": [ - " geometry area2x area \\\n", - "0 MULTIPOLYGON (((13.81572 48.76643, 13.78586 48... 91.860055 45.930027 \n", + " geometry area area2x \\\n", + "0 MULTIPOLYGON (((13.81572 48.76643, 13.78586 48... 45.930027 91.860055 \n", "\n", " start end \n", "0 NaT NaT " @@ -267,7 +269,7 @@ }, { "data": { - "image/png": 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", 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", 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" ] @@ -279,7 +281,7 @@ "source": [ "area_2x_workflow = ge.register_workflow(\n", " ge.workflow_builder.operators.VectorExpression(\n", - " area_workflow.workflow_definition().operator,\n", + " ge.workflow_builder.operators.VectorOperator.from_workflow_dict(area_workflow.workflow_definition().to_dict()),\n", " expression=\"2 * area\",\n", " input_columns=[\"area\"],\n", " output_column=\"area2x\",\n", @@ -353,7 +355,7 @@ }, { "data": { - "image/png": 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", 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a3q/wA4CLFTIU1CkQ6eOCmbF++ONiVad9nrxlQJfrNnO4wKbkQowI8bCLhyEUgHbmqVvah5xdrW7G63fEwfUv6we3qrRILWrAUz+ksVWeWfV2GVFTOV/SiJd+zkJOdTMulEmRUlCPU3n1Rjn2F8cKMHeIP+YNCYC0VY3TBfUY5O+GRoUKa+bFYnioe5df5yYS4P2FQ3rddcba0UMQAgA4mlODx79Ps+gnw8a2YnoU/nVr5M13NLLUogZsOJqPw1dq9O9df6q95UzJjfuV/cTncjAqzBNLpwyEkwMPYicBFn91BlqGwYQBXvjw3mFGOY+loYcgxGAqjc6uwg8Ayptab76TkV2skOLeL1Og1XVsd9Q2K/Hx4TyjnkujY3C6oB6nC+rh4STAjqfG45d/jscf2VXwdu08Isge0XRYVsAcjfRNp4pMfg5LE2nmpTgL6xR46JvUTuFnDo0taqw/cBUB7o54NDFcP/+jvaMWoIVrVKiQX9s+MsFUa2YolBqcLjDOvSdrMW2QDx4eH2bSc+h0DIrqFThT2IAamRIqrRZ1cvZWv9ubWYnZcZWI8nVBuLdzjwtQabQ68Hlc5NXIEeAuYm0daVOzzU9lQzycHTDS2dOk53AW8jElWoIjObUA2u8daVhopZiDv1iEV+fGYkasb787+RbVKXCmsB5iRwEifV3B5XCQVS5FVlkTssqluFguQ7Oy/UHLbYN9wbeARZ/eP5ADlUaHrY+N7fIpb3lTK1799SJmx/sh3NsZd21IxoPjwrBmXiwL1ZoeBSABALwyZxCkrWqsvn0wEoLc8ejmVBy7Wst2WUY1O94P7949BM7C/v+zP1NQjwe+PtvrhZykrWqcLWzo93n7q+Da9Gb3f30GR56fDLlKgyuVzbhcKcOF0ibsy65Em1qHlIJ6vDw7BvGBYvycXoYXZ0bbZCvQ9j4R6ZOBPq74+anx+lbRM1MjkV7SyHpXEWMZE+6J9YuGdjmFlKFkrWr8e1e2QavY6XQMBDwO1FrLaFkX17fgt8wKnClswI9nOo+4kSs1eHlnNu4dFYzyplas2X0Rb92ZAK4FtGKNyaCHIGvWrAGHw+nwiomJ6bQfwzCYNWsWOBwOdu3aZaxaiYn99ZJwRKgH7hoexGI1/XfbYF98et8w7P7XBGx7fGy/w+9ShQzrD1yFrE3dYR7B3jhX3Ggx4Xfdy79kQXeTWx0n8+rgL3bE9nNluOPzU0jOt8zx431lcAswNjYWBw/eGIfI53c+xIcffmiVg6hJR2zesO8viasQ79yVYNTVzc4W1uPRCWFY+XMmWtX9G61hCRQqLbal9rwA0vTBvthyrYWYWSbFtrOl+O1CJSZHS1hfS9oYDA5APp8PP7/uP3hGRgbef/99nDt3Dv7+/v0qjphPXo0c3yYXwcPZAY9NDIezAx/nigybQcSSPDIhzOhLO94zKgQHL1dj/8Vqox7XUkX7uqJVrcMAiQvuGBaAN/ddwb9uHYgwL2fc8dkp1MmVWDwmlO0y+8XgAMzNzUVAQABEIhHGjRuHdevWISSkfRLGlpYW3Hffffjss896DMm/UiqVUCpvtDRkMlkPexNTaW5T4/uUYgDAj2dKEOrlhCpZ56nqrcUv6eX4R2IEHPhd3+VhGAb1ChXKGltR0dSKSVESuPzt4QjDMPjviUJsP1eKJycPwDcnCzusnmbrKppaMSveF1sfH4u9mZW4Y2iAfsW4FTOi8MnhPAj5PNw9wnpvlRgUgGPGjMHmzZsRHR2NyspKrF27FhMnTkR2djZcXV2xfPlyjB8/HvPnz+/1MdetW4e1a9caXDgxrmEhHrhtsC8OXKpGnVxp1Ze/QHuLdvF/UzAj1g/uTg76H9JqWRt+u1CBjccKOnzGF2dG46lbBnS4dfPViQJ8cigPLiI+UgsbcLHCfsIPAJqVGuzJrMKkKB9MjpYgcaA3dp0vx4hQD9wa4wulWoelP6ZDwONg/tBAtsvtk36NBW5qakJoaCjWr18PiUSC559/HufPn4eLS/u8ZhwOBzt37sQdd9zR7TG6agEGBwfTWGAW5FQ1Y+ZHxzvNQWftXIR8ZL46HTvPl+OFHRfQ3X3/O4YGdBgf+2tGOQ5droEDn4OMUinyauRdf6GN43CA0y9NRVpxI5b+mI53707AwpHB2HW+HM/+LwM8Lgef3TcMM+Ms45aX2cYCu7u7IyoqCnl5ecjKykJ+fj7c3d077HPXXXdh4sSJOHr0aJfHEAqFEAppXKIliPZzxR1DA7HzfDnbpRiVXKlB/Jr9N51mqkWlhUqjw49nitGm0eHBcaGYPzQQtTIlRr3Z/QSkto5hgFd3Z+OhcaHwcxNh94UK/HCmBDHXLoe1OgZPbz2PT5I4JlvK1FT61QKUy+UICQnBmjVrsGjRItTVdXxEHh8fj48++ghz585FeHh4r45Js8Gwq0bWhvmfnepyqUp7w+EA3zw8Chotg8e+O8d2OaybEeuLYSEeeOv3K11uTwgSY/e/Es1cVWcmawGuWLECc+fORWhoKCoqKvDqq6+Cx+MhKSkJEomkywcfISEhvQ4/wj4fNxG2PjYWz23PQIC7Ixz4XOzJrLS7mWKA9pbP0z+eR4TEOhcHMqYRoR54bX4cvjhe0O0+SxKt7+fcoAAsKytDUlIS6uvrIZFIkJiYiJSUFEgkElPVR4xIpdHh9b2XsPtCBSZHSfDewiFdDogP83bGL/+cAIZhwOFwsO7OeCg1Oqg1Oig1OpQ2tODb00UdFta2VXKlBpl2MjlodxaNCMKUGB+8ue8yfr1QoX8/xs8VJQ0tcBXx4ecmQr3cMpZTNYRBAbht2zaDDm5hc63avff+zMF3p9u7uuzKqECdXIV3FyZ0u6yktFWNXefLca64EWWNreBygLLGVgR7OiHC2xlv3xWP1bsuGjQkjFifEC9nLNuWof8+B7o7Yt7QADw7LRJCfv+HFrKJZoS2E60qLUa9cRByZcexvQ48LiYM9MLIME+EeztD2qpGenEj8mrlqJerelyb4+XZMRg/wBvv7M/BcRubOIF0NHeIP1bNGgQhnwsvF8t+aEkzQpNOUgrqO4UfAKi0OhzJqdVPhWWIjw7mYv7QQDw8PpQC0Mb9dqESQR5OeHLSALZLMSqaEdqCFNTKsfN8GfZkViCtuAE6HYMfUorxc1pZv6dvN8XUVgqVFm/svYzR4V5w6GFyTWIbNhzNx9xPT+KSDXUIpxYgCxoVKiTn10Oj00HHMBgocYW/uwg/pJQgv1aOGH9XjA73BJfLweIxIf2eWEKrY3DwsmnGr+6+UIGk0SGYPzQAP6WVmeQcxHKUNLRgweenMDFSgv/Mj4WPq7DDg7QrVTIEeTh1GlZoqayjShvAMAwuVsgQ6uWE3RcqsP1cKd5YEA8HHhcCHgfeLkL839zBnb6up/ArrlegWqbE6PCeZ4w+mlNj8PRNhlj9aza+eGAELlfJkF1uO60D0jWlRoeDl6tx8HI1Bl5be9jdSQCGATYcy8c/Jobjn5MHsl1mr1AAGlm1rA0fHcrFmYJ6NChU8Bc7YmacHx4YFwqVVoeCWgUWjgzCrDg/+LiJujwGwzBoalGjpKEFJQ0tKG1sQY1MiaHB7kiM9Ib3tZvQu85XINLXRb9+Q3euT3JgKnk1cqzZfRE/PTEex3Nr8X+/ZqNaZt1jiUnv5NXI8WnNjdXsZsT64p6RwSxWZBgKwD7S6RjUyZUobWxFeVMrvF0cMC7CC24iAe4cFoglieEIdHeESMBDc5saVdI2KJQaVErboNToMDrcEzodg8J6BbLLpbhUIUNx/bXAa2jRryXxd7fG+OCbh0cBAJZNu/matgzDIDnf9Asencitwz1fnsb2J8Zhdry/Xa4yR4DShlZklkkxJcaH7VJ6hQKwD6QtapzMq4OTkAd/sQiTIr0hdhSAw+HA0YGHkWGeaFVpsfVsCX5OL+t0WejA4yLazxWFdYoun8z2ROwoMLhenpkmp80skyKloF7fQiX251KlDPm1cgpAWyZ2EmBOQvczX8ja1Hjs23M4080iOCqtDlnlfRtd8Ed2FVbfroJnLyf75HA4mDbYF7/9pQe/KW08lo8liRFmORexTNa0jgz1XeiFFpUGFyukvVrQulrWhrmfnOw2/PqrVa3F6l+zuxxl06rSoqKptdO2KdHmG6qYUtCArHIphoW4m+2cxLJsPVty07VGLAUFYA+uVMnw4DdnMebNQ9h4rADVN5kh+XxJIxZuPI3i+u5HTxjD3sxK/GfPJSg1N6Z3yq+VY+TrBzD+rcNY9UtWh/2nX3tKZy6fH8nDM1Mj8fD4MNjYImKkF2qalUgrsY7lFCgAe+Ai5KNG1obnb4vCB4uGIMC96zGz172x93KPQ8eMadOpIqQW3vhHdjSnVj/f3bbUUvycVqb/Lewi5GOpGbslaHQMHv/uHK5WN+PJWwYgaXQwhoe4I0AsAq2VZR/KGs3zc9BfNBa4F3Q6Bmqd7qYDv6ukbXh5ZxYOX6kxS10uQj423j8CiZHeeHlnVqf1XUO9nDA02B2xAW64JcoHd3x2ipXVzKYN8sH8oYEYGuwOuVKDJ75PM9svCsKOjfcPZ22GaBoLbGRcLgdC7s1nvfATizAs2N1sAShXasC91obPq5EjPlDc4eFKcX0Liutb8GtGBQrrFHB04LESgAcv1+Dg5fa/Ey9nB2gt63cuMQEruQVIAWgsCzcmo1qmRKXUdCMurgvzcsKMWD9MHeSrHwWy/YlxANBlS3BKtAQDJC5oUPS8Bqw51Cusb844YrgLpU2YHW8Za4T0hO4BGkGVtA1pxY0oaWiBWmv6X32Rvq5YNXtQl0PgXLsYg+nrJsLrey+bvC5Crtt0qgglJn4YaAwUgEawJ7PCrE3+Yzm1qJG1oa2Ly9mzRZ2731Cri5ibSqvD/86V3HxHllEAGoG5FxBSaXWY/uFxDP6/P7A99cZlbUZpE86XNHXYl8sBHAXWPWsvsU5fnShEi8qyO0VTAFqpphY1dAzw4s+ZOJFbiyppG176ObPTfjoG8HGloWnE/FQanUlnITIGeghiBGx3bXvg67M9bne2krnZiO0prm9B1LX1gy0RtQCNwNvCW1h9HXdMSH9lljWxXUKPKACNYO6QAAwJdgffQsd9matfIiF/l27hQ+Lo2sgIAt0d8evSCQAAjbZ97dw2tRb5tQrsvlAODycH7EgrM/vDEkLYdr6k6aYT9rKJAtDI+Dwu+DwunIV8/OO7czhf0gQuBwjzcma7NELMrkWlRb1CBd9uZj9nm2XGsg24Pq090P4ktqBOwXJFhLAjp6qZ7RK6RQFoIttSS1FIoUcIntl2Hg0W2hmfAtBEPj6Uy3YJhFiEUE8neJhxPkpDUACaiKuIbq8S4unsgA/uGdrvta1NhQLQBBiGQYNCzXYZhLBuTrw/IiQubJfRLQpAE8ipbkadnNbFJUSl0bFdQo8oAE1gf3Y12yUQYhGuVMluvhOLKABNIEJCff4IAYAYP8tY1qI7BgXgmjVrwOFwOrxiYmL025944gkMGDAAjo6OkEgkmD9/Pq5cuWL0oi1dQpCY7RIIsQize1g/2xIY3AKMjY1FZWWl/nXy5En9thEjRmDTpk24fPky9u/fD4ZhMH36dGi15l+Hgk29XbScEFvmKuRj/AAvtsvokcF9Nfh8Pvz8/Lrc9vjjj+v/PywsDK+//jqGDBmCoqIiDBgwoO9VWhkXIR8OPC5UWsu+AUyIKT0zNRICCx0DfJ3B1eXm5iIgIAARERFYvHgxSkq6nvZaoVBg06ZNCA8PR3BwcL8LtSYcDgdCgWV/4wkxFT6Xg9W3D8ZjkyLYLuWmDPopHTNmDDZv3ow//vgDGzZsQGFhISZOnIjm5htj/T7//HO4uLjAxcUFv//+Ow4cOAAHh+4vCZVKJWQyWYeXtdPpGCjV1Poj9icu0A3/e2IsliSGs11Kr/RrYfSmpiaEhoZi/fr1WLJkCQBAKpWipqYGlZWVeO+991BeXo5Tp05BJOp6Nog1a9Zg7dq1nd63pIXRDVVS34JJ7x5huwxCzMbDSYDX7ojDnHh/1kd9GLIwer+u09zd3REVFYW8vDz9e2KxGJGRkZg0aRJ27NiBK1euYOfOnd0eY9WqVZBKpfpXaSn7a9f216Er1A+Q2JcP7hmK2xMCWA8/Q/UrAOVyOfLz8+Hv3/WjboZhwDAMlMruR0UIhUK4ubl1eFkzpUaLb5OL2C6DELPKttJlFwwKwBUrVuDYsWMoKipCcnIyFixYAB6Ph6SkJBQUFGDdunVIS0tDSUkJkpOTsXDhQjg6OmL27Nmmqt/ifHwoF0VWsCA0IcZkrevOGNQNpqysDElJSaivr4dEIkFiYiJSUlIgkUigVqtx4sQJfPjhh2hsbISvry8mTZqE5ORk+Pj4mKp+i5JdLsXGYwVsl0EI6aV+PQQxBUNuYFoSjVaH2z85iSsWPPstIaYgdhTg20dHY2iwO9ulADDjQxByw4m8Ogo/YpdEAi4kFr40bHcoAI3kKC09SexUtUyJiW8fxpT3juJEbi3b5RiEAtBIaNEjYs90DFBYp8CT36dh+7lSWNidtW5RABrJ9RXgCLFnCpUWL+7IxMObUlHTbPnrYFMAGolcqWG7BEIsxrGrtZj54QkcsfBbQxSARkIBSEhHDQoVHvvunEXPCk0BaCTyNgpAQv5Oo2Pw3v6rbJfRLQpAI2hVadGqtq9JXwnprYOXq/F/v2ZDq7O8ByO0eG0v6XQM1DodNFoGQj4X/L9M9FhIT4AJ6dF3p4vBMMCyaZHwdrGcPoMUgDfRotJg3b4r+Dm9DC2q9laeq5CP0eGekLWpEerljHpaApOQm/o+pRhbz5bgpVkx+MdEy5gslQLwJuRtGnyfUtzhvWalBoeuPd1KLWpkoyxCrJJGx+D1vZchdhRg4Uj2Z4qne4A3odTo4MCnvyZCjGnlz5nYdrbr5TTMiX6ybyLQ3dFqpvcmxFroGHS4j84WugTugU7HYOEXp5FWTJe5hBiTq4iP+UMD2C6DWoA94XI58LHSWS4IsWR8Lge1zew/PKQAvAkKQEKMr7FFjSIL6D5GAXgT948Nhb+46xXtCCF9MzLUA+MGeLFdBt0DvJlIX1ccf3EKiutbUFyvwMm8OvyeVYUGhQrTBvugTa3DYQsf8E2IJYnwdsYH9wy1iBXkaEr8fipvasVt64/pO0kTQrrn5MBD8ku3wt3JwWTnoCnxzSjQ3RHP3RbFdhmEWAWlRgc3kYDtMvQoAI3g3tEh1FmakF7Q6hjk1sjZLkOPfmqNwEnAA/t3MwixDnszK9guQY8C0AgK6uRQanRsl0GIVfgprQxqrWX8vFAAGsGWM+yPaSTEWlRK23C12jKWkKUANIITuXVsl0CIVdmXVQmNBbQCKQCNwN3Rcp5qEWINPjuSj1vePYo1uy+iQaFirQ4KwH5iGAaxAZbfX5EQS1Pe1IrNyUXYdKqQtRpoJEg/aLQ6/HNLOv68VM12KYRYrUB3R9bOTS3AfvjieAGFHyH9FBcoZu3c1ALsg4JaOT4+lItdGZbTn4kQa1Uta2MtBCkADdSi0uDeL1NQYwFzmRFi7fhcDhIjvdk7P2tntjIKpQblTa348UwJhR8hRuLowAOXxVlhDLoHuGbNGnA4nA6vmJgYAEBDQwOefvppREdHw9HRESEhIXjmmWcglUpNUrg5ncytw4jXD2D6B8exObmI7XIIsRnNbRo8/t051paWNbgFGBsbi4MHD944AL/9EBUVFaioqMB7772HwYMHo7i4GE8++SQqKiqwY8cO41VsZpXSVqz97SLa1Ox32iTEFh3JqcXrey/jg3uGmv3cBgcgn8+Hn59fp/fj4uLw888/6/88YMAAvPHGG7j//vuh0Wj0QWlNtDoGt7xzFCoL6LFOiC375+QBrJzX4G4wubm5CAgIQEREBBYvXoySku7HwV6fkNAaww8AeFwO1s6PxUAfF7ZLIcRm+YtFiJCw8zNmUACOGTMGmzdvxh9//IENGzagsLAQEydORHNz54HNdXV1eO211/D444/3eEylUgmZTNbhZUmSRofgj2UT8caCOAh4NOkVIcb2zNRI8Ljs/Gz1a0r8pqYmhIaGYv369ViyZIn+fZlMhttuuw2enp7YvXs3BILux8quWbMGa9eu7fS+JU6Jv/lUIdb8dontMgixKXufSURsgPH6AZptSnx3d3dERUUhLy9P/15zczNmzpwJV1dX7Ny5s8fwA4BVq1ZBKpXqX6Wlpf0pyWQYhsGVKsuYwocQWyIS8Fg7d78CUC6XIz8/H/7+/gDak3f69OlwcHDA7t27IRLdfDlJoVAINze3Di9L9OelamxLtcxwJsSauQrZe0ZgUACuWLECx44dQ1FREZKTk7FgwQLweDwkJSXpw0+hUODrr7+GTCZDVVUVqqqqoNVa74ppGq0OqUUNeOnnTLZLIcTmxPi5wseNvXW3DYresrIyJCUlob6+HhKJBImJiUhJSYFEIsHRo0dx5swZAMDAgQM7fF1hYSHCwsKMVrQhdl+owHfJRfi/uYOREOTe474MwyCrXIo9mZXYl1WJSmkbtDqLWjWUEJvB43Lw6txYVmuw6XWBtToGKo0OT/yQhpSCetw1PBACHhdLpwyEr5sIDMPgYoUMg/3d0KbR4t87s/HL+XIjfRJCSHe4HOCje4dh7pAAox/bkAyxzg56N9Gq0uLjw7nYerYEWh2DQX5uUGl02Hq2/R7eqbw6TIqS4N9zBuPprechbVVDq2MgbVWzXDkh9uHVubEmCT9D2VQANipUeGpLGjLLpGhR3bjveLaoocN++bUK5NcqcLawAYV1CnOXSYjdmxnXeTQZG2xqQlSxowBBHk4dwq8nFyssq9M1Ifbi1wzLuNVkUwHI5XJw5/BAtssghNzEm/uuYI8FLJBuUwEIAL+kW8ZvFkJIzy6UNrFdgu0F4KKRwXhhRjT4LI0tJIT0TnpJE9sl2F4Ajg73xNIpAxEfxN5CK4SQm0srbsRnR/LAZk88mwtAoL1DM3VpIcTyvbs/B6/uvsja+W0yADkcDn78x1g8MSkCriKb6ulDiM357nQxiljqjmaTAQgAfmIRVs0ehMH+ljm5AiHkhvSSRlbOa7MBCLRfCp+3gCdNhJCeabTs3Ae06QDkcDhYOCKI7TIIIT1wduBhSowPK+e26QAEgNW3D0a0ryvbZRBCuvHAuDBIXIWsnNvmA1Ak4OHT+4bBhcVJFwkh3fN2cWDt3DYfgAAQ6euKzxYPZ7sMQkgXPjmch+3nSiFtMX/XNbsIQAC4JUoCD6ee1ychhJiftFWNF3dkYtQbB/HxoVzIlRqzndtuAhAAwr2d2S6BENINlVaH9QeuYth//sRj351DaUOLyc9pVwHI59rVxyXEKqm1DA5cqkbSVyloU5t2PSG7SQSGYXC5iub/I8Ra1MmVJl8w3W4CUKtjWFt9nhBiOKVGB1P/xNpNAPJ5XAyQuLBdBiGklxgGaGhRmfQcdhOAOh1D638QYmVqZEqTHt8uArBNrcVLv2SiQWHa3yaEEOO6WCE16fHtIgA/PZyH7efK2C6DEGKgjw/locmEl8E2H4DVsjb892QB22UQQvqgvKkV//ntksmOb/MB+M4fOWhT69gugxDSR9kmvAy26QDcl1WJn9Pp0pcQa8Yz4QAGm54ixVIWXyb9x9VpMbrsInzkjahx8cDZoFjouDy2yyJmMDvOz2THtukArJe33zz1dhGiTm7ax+nEdGbkJOPVQ18ioLlO/16FqzfWTn0c+6PHs1gZMYdZ8aYLQJu+BH54QhjW3RmPe0cFs10K6aMZOcnYsOtN+P0l/ADAr7kOG3a9iRk5ySxVRszByYGHCG/TDWCw6QC8PSEAC0cEQdZGS2RaI65Oi1cPfdn+/3/fdu2/rx76ElydaQfME/Z4ODmAa8IhrDYdgCkF9Zj50Ql8d7qY7VJIH4wuu4iA5rpu/5FyAQQ012F0GXvryhLTivQ17fBVm7wHyDAMvj5ZiHW/X4FWx96q86R/fOS9Wyqxt/sR6/OPxAiTHt+gFuCaNWvA4XA6vGJiYvTbv/zyS0yePBlubm7gcDhoamoydr03pdUxWP6/DLy+9zKFn5WrcfEw6n7E+rg5mraNZvAlcGxsLCorK/WvkydP6re1tLRg5syZePnll41a5M20qDT46VwptDoGezIrsCujwqznJ6ZxNigWFa7e6K4buw7tT4PPBsWasyxiJl7ODojxczPpOQyOVz6fDz+/rh9LP/vsswCAo0eP9qcmg1VK2/DCjkzsyazEpUqa9NRW6Lg8rJ36ODbsehM6dPxtfT0U1059nPoDWpjJ0RKsXzQUFU2teHrredTJlfBydsAAiQsOXanp9XHuGhEEB75pH1MYHIC5ubkICAiASCTCuHHjsG7dOoSEhPS5AKVSCaXyRh89mczwAAv3ckaAWIRjV2v7XAexTPujx+OpO17u1A+wivoBWqznbouCp7MDPJ0dsGvpBDjwuHB04KG2WYm1v13EH9lV0PTi9tQ9Zui+ZlAAjhkzBps3b0Z0dDQqKyuxdu1aTJw4EdnZ2XB17dvi4+vWrcPatWv79LXXcbkcDA1xh0d9CxRKDZpa1WhiYYk9Yhr7o8fjQOQYGgliBcSOAiiUWrSqtHB04EHseGMlRomrEJ/eNxw/nSvFCzsyezzO2AhPs0xgzGEYps9PCpqamhAaGor169djyZIl+vePHj2KKVOmoLGxEe7u7j0eo6sWYHBwMKRSKdzcen/9X9PcBomLEBwOB8n5dbjvqzMGfx5CiHF8+cAITI/t+lZZeVMrJrx1uMev/3zxcMyO9+/TuWUyGcRica8ypF+PWNzd3REVFYW8vLw+H0MoFEIoFPanDACAj6tI//8qDc3+Qgib/rPnEmrlSiwYFggnh44xc/BSdY9f6+smxG2DfU1Znl6/7jDK5XLk5+fD379vSW0qt0RJ8Pni4RggoXWACWFDWWMrXtmZjfV/Xu20rbFFhY+ThmFOQte58fxt0RDwzDNGw6CzrFixAseOHUNRURGSk5OxYMEC8Hg8JCUlAQCqqqqQkZGhbxFmZWUhIyMDDQ0Nxq+8BxwOB7Pj/RHs6WTW8xJi75wdeBgZ6oG4QDdE+rjgjmGBnfZ5dloU5ib4I69a3mnbw+PDsMiMY/cNugQuKytDUlIS6uvrIZFIkJiYiJSUFEgkEgDAxo0bOzzQmDRpEgBg06ZNePjhh41XdS8FeTia/ZyE2CuRgIs9z0xEuPfNr7xya+TIqW7u9P68oQGmKK1b/XoIYgqG3MDsjkKpwQcHruKntDJIW+lpMCGmNjHSG8tvi8LwkN6NymlQqPDxoVz8dK4UClX7ZBauQj5S/z0NIkH/nu6b7SGIpSqoVeC/JwvZLoMQm8bltM+49MQtEYgNEBv0tZ7ODlgzLxYPjgvFa3su4XJlMx6ZENbv8DOUzQWgSqPDttQStssgxCYNkDjj3YVDoNboEOjhiCCP/t1nj5C4YNMjo41UneFsLgAFPA6qpG1sl0GIzdl4/3CMCvOEl0v/u61ZCpubD/D6E2BCiHGNi/C2qfADbLAFCAB3DAvEql+yoNJSh2hC+sKBz8WkSG84OvChVGuxJDEcYifBzb/QythkAHI5wH8fGonBAW549deL2JtVyXZJhFisSB8X/OvWgRjk7wYBjwuGYeDrJoKz0CbjoQOb/IQcDgeTotr7Jr65IB5nixpQ20yrwhHSlSdvGYD5Qzt3WLYHNncP8O/ETgK8Nj+O7TIIsUgOfC7C7XjIqM0HIACMCvMAz4QrSxFiTbycHfT/PyvOr9edl22RXQSgl4sQvzw1HhsWDzfbLBOEWBouB3hpVgz2PJMIVyEf4d7OWDPXvpcTsMl7gF0ZEuwOZyEPacW0ghixL4HujqiTKzF1kA+evGUAAODoC5MhFPDgYgcPOnpiN5/++NVaPPF9GlrVtIg2sS8f3TsUvm6iDmFna/35+spuAvDrk4UUfsTuhHo5YUSoBzgcugfeFbu4Bwi0T5JKiL15aFwYhV8P7KYFuGhUMHaeL0eExBnpJY0obWhluyRCjGpytAQB7o5wEfIx2N8NDnwuZsV1vS4HaWc3Aegi5OO3pxP1f/76ZCFe23OJxYoIMa6ZsX64d3Tfl6i1R3ZzCfx3A31Mv+QeIaYg4HEQ6tV5Gqr+Tk1lj+ymBfh3t0RJMDLUA+eoWwyxElG+Lvjvg6Pg4SyAkwMf350uwvt/XoVcqcHQYHeMDLPfDs19ZbcBCLSvXEWIJfJydsDgADd4OTugVa1FUV0L3ls4BCF/afk9MiEcs+L8cTSnBrPi/c0+m7ItsNsArJa1oUpGE6cSy/P8bVFYOmUguL0YvuknFtF9v36w23uA3i5CDPbv26JLhJhKuLcznp4a2avwI/1ntwHI43Lw4sxotssgRC8hSIxPkoaxXYZdsctL4NSiBlQ0tSK/VsF2KcROTI3xwbyhAfjzUjX2ZnaeoDc+UIyfnxoPAc9u2ySssLsAZBgGj393Do0ttF4wMZ8jOTV45+4EDA127zIAV82OofBjgV39jet0DFIKGtDcpmG7FGJnvF2E4HO5CHB3xKMTwjEk2F2/7eXZMRg/wJu94uyY3bQA00sa8c8f0unJL2HFIxNuLCr0f3MH47MjebhQ2gQXId9up6O3BHbRAqyRteG+r1Io/Ahr3vszB2//cQWaaysVJo0OgZuIj8VjQ+DrJmK5OvtlFwHo4yZCuDcNfSPs0eoYbDiaj9f3XgYAeDo7YFSYJ9xEtrfUpDWxiwD8IaUYpQ0tbJdBCL49XYR6efsKhfOGBtD9aJbZ/D3ANrUW6/ZdhkJFk6ES9jEMoNExAID5QwMxfyi79dg7m28BanQMHB1sPueJFfnrqmyEXTYfgMl5daiT06LoxHJsPVsChmHYLoPAwABcs2YNOBxOh1dMTIx+e1tbG5YuXQovLy+4uLjgrrvuQnV1tdGLNsTV6mZWz0/I363+9SI+P5rPdhkEfWgBxsbGorKyUv86efKkftvy5cvx22+/4aeffsKxY8dQUVGBO++806gFG4rWQyCW6NDlamoFWgCDA5DP58PPz0//8vZu78EulUrx9ddfY/369bj11lsxYsQIbNq0CcnJyUhJSTF64b01O96ftXMT0p30kibc//UZZJdL2S7FrhkcgLm5uQgICEBERAQWL16MkpISAEBaWhrUajWmTZum3zcmJgYhISE4ffp0t8dTKpWQyWQdXsbkL6ZOpsQyncqrx+2fnMTy/2WgrJG6abHBoAAcM2YMNm/ejD/++AMbNmxAYWEhJk6ciObmZlRVVcHBwQHu7u4dvsbX1xdVVVXdHnPdunUQi8X6V3BwcJ8+SHdEAh5uT6BWILFcO8+X49b3j+HTw7m4VGHcBgDpmUEBOGvWLCxcuBAJCQmYMWMG9u3bh6amJmzfvr3PBaxatQpSqVT/Ki0t7fOxuvPQ+DCIBDb/wJtYMZVGh/f+vIp//ZjOdil2pV+p4O7ujqioKOTl5cHPzw8qlQpNTU0d9qmuroafX/drkwqFQri5uXV4GdvIUA/89MR40PMQYul83IT0cMSM+hWAcrkc+fn58Pf3x4gRIyAQCHDo0CH99pycHJSUlGDcuHH9LrQ/OBwO4oPEuCVKwmodhNxMSkEDHt2ciiopTdxhDgYF4IoVK3Ds2DEUFRUhOTkZCxYsAI/HQ1JSEsRiMZYsWYLnnnsOR44cQVpaGh555BGMGzcOY8eONVX9BnlofBjbJRByU0dyapFD/VfNwqAxYmVlZUhKSkJ9fT0kEgkSExORkpICiaS9ZfXBBx+Ay+XirrvuglKpxIwZM/D555+bpPC+mBLtg+8eHY03913GlSr6B0Ysk5uIj5GhtMavOXAYC7vhIJPJIBaLIZVKTXI/EAAyy5rwwk+ZyKuVQ6uzqI9PCJZPi8KyaZFsl2G1DMkQu3w0mhDkjv3LJ+G/D46kp8PEotw5PBAP060as7HraVKmxPjgxIu3oqShBQ0KFd7cdxmFdbRSHGFPmJezfup8Ynp23/yRuAoxItQDtw32hZBv938dhEWuQj4mDPRiuwy7YtctwL/S6hg00VKZhCUjQz2w6ZFRcKUp8s2KmjzXyJUaVDdT3yvCDj6PQ+HHAgrAa1QaHS1MTViTUtCA3Rcq2C7D7tBPPIDUogYs3JgMlUbHdinEjj2/PQMfHLgKWRvdijEXuw/Aq9XNuOeL0yiqp+mICLvUWgYfHcrF49+dY7sUu2H3AejrJgKXZkkgFkRHFyJmY/cB+PmRPP0yhYRYgoI6BfJqaKimOdh1AJ7MrcMXxwvYLoOQDurkSsz/9BSkrXQv0NTsOgC/OkHhRyyTQqXFlUqaHdrU7DoAW1QatksgpFupRQ1sl2Dz7DoAG2nkB7Fgm5OLkFbcSDNEm5BdB2BFUyvbJRDSrTq5CndtSEarWst2KTbLrgOQx+XAy9mB7TII6ZFcSbdqTMWuA3DzI6OQ+so0bFg8HAN9XNguh5AuVTTRGHVTsesAHBHqCS6Xg1nx/tj/7CQ8OC6U7ZII6eTTw3loo8tgk7DrAPwrHpeDRyaEs10GIZ0cvFyNye8exR/ZlWyXYnMoAP8i3NsZK6ZHsV0GIZ1Uydrw9NbzqJHR5bAxUQD+zT8nD8SYcE+2yyCkE7WWwZYzJWyXYVMoAP8mOb8eZwqpAyqxTN+cKsTBS9VoVKhQXK/Aq79mI7tcynZZVssul8XsiU7H4Omt57E3i+63EMvG53Kg0TEQ8Dj48sGRmBLtw3ZJFoGWxewHLpeDD+8dipmxfmyXQkiPrs9ipNYyeOzbcziRW8tyRdaHArALAh4Xn9w3DK5CWjOKWAeNjsGOtDIaNmcgCsBuCHhcvDJnENtlENJrv2ZU4LMjeWyXYVUoAHtwx7BABHs6dnjPnRatJhbsvT+vYv/FKrbLsBoUgD0QCXjYsmRsh/e+fmgUMtdMR9q/p2HZ1EhaTJ1YnJd+zqT+gr1EP7038fcVuq5WN8NNJICXixDLb4vCuX9P69W9Qg8nAWbF0YMVYnqNLWqs2JFJ9wN7ge7y30RcoBi/Lp2AhhYVjuXUYlKUpMN2V5EAPB4HPC4HfC4Hym6W1vz5qfGIkLjgSpUMx6/W4s19V8xRPrFTx6/WYveFCswfGsh2KRaNArAXhgS7A0C3/axGhHhAodJg7bw4PP9TBrLLb0xlHhvghldmD0KEpH22mRg/NzS30fRGxPQ+PZyHGbF+EAl4bJdisagjtBE0tajA4XAgdhSAYRhodAy0OgaV0jaotTpE+bp2+pqlP6ZjbyZ1tiamFeLphIQgMfzcRHhq8gB4uQjZLsnkzNYR+q233gKHw8Gzzz6rfy8/Px8LFiyARCKBm5sbFi1ahOrq6v6cxuK5OzlA7Nj+dJjD4UDA40Ik4CHc27nL8AOA1+bHYVacHzzoqTIxoZKGFuzJrMR/TxbiXz+eh46WgO2gzwGYmpqKL774AgkJCfr3FAoFpk+fDg6Hg8OHD+PUqVNQqVSYO3cudLTacweezg7YcP8IpL4yDUmjgztsc3KgSxZifKcL6vH63sv0cOQv+nQPUC6XY/Hixfjqq6/w+uuv698/deoUioqKcP78eX3T89tvv4WHhwcOHz6MadOmGadqG8LncfHy7EFIHChBpK8LLlfKcNtgX8haNTh0pRrVMiW8XRxwNKcWh6/UsF0usXLfnCpEfJAbFgwLYrsUi9CnFuDSpUsxZ86cToGmVCrB4XAgFN64zyASicDlcnHy5Mkuj6VUKiGTyTq87I2rSIA5Cf6I8nXF/KGBcHLgw08swuIxoXjutig8OC4M3zw8Clv+MQaD/K3jviixXCn5NNvRdQYH4LZt25Ceno5169Z12jZ27Fg4Oztj5cqVaGlpgUKhwIoVK6DValFZ2fUN/3Xr1kEsFutfwcHBXe5HgAkDvbHn6US8c3cCQjyd2C6HWKmc6ma6F3iNQQFYWlqKZcuWYcuWLRCJRJ22SyQS/PTTT/jtt9/g4uICsViMpqYmDB8+HFxu16datWoVpFKp/lVaWtq3T2IneFwOFo0MxvEXp+DMy1Ox8f7h8LaDJ3vEeDJKm/DyziyotTqklzTi8e/O4VKF/V15AQbeA0xLS0NNTQ2GDx+uf0+r1eL48eP49NNPoVQqMX36dOTn56Ourg58Ph/u7u7w8/NDREREl8cUCoUdLplJ7/m6iSAS8FAnV7JdCrEy21JLcblSBh6Xg/SSJhy7WovHJkZgxYxotkszK4MCcOrUqcjKyurw3iOPPIKYmBisXLkSPN6Np5fe3t4AgMOHD6Ompgbz5s0zQrnkrxiGwbv7c9gug1ipC2U3ZpJWanTYllqKZdMiIeDZzwhZgwLQ1dUVcXFxHd5zdnaGl5eX/v1NmzZh0KBBkEgkOH36NJYtW4bly5cjOtq+frOYw5nCBly000sXYnx1ciU2Hs3H01Mj2S7FbIw+FC4nJwerVq1CQ0MDwsLC8Morr2D58uXGPg0BsPtCBdslEBvz/oGrOJlXh0lREvxz8gBwOBy2SzIpGgpnpdRaHUa/cRCNLeqb70xIH3x63zDcnhDAdhkGozVB7MCxnFoKP2JSHxy4avPdZSgArQzDMDhb2IDX9l5iuxRi4/JrFfjzkm3PLk0BaGV2X6jAoi9Oo7i+he1SiB344EAuFErbnb6N5gO0EiqNDsu2nUdGaRPbpRA7UlAnR3ObBs42ukKibX4qG1TT3Ibfs237coRYntsTAuAn7jzqy1bQJbAVUGl0eOt3mkKfmF+dXAmtDT8IoQC0cAzDYNUvWdhDs0cTFqQWNUDWaru9DegS2II1KFRY8dMFmgeQsIbL4dj0WtjUArRgb+67TOFHWNWi0kKltd3Z3CkALdTFCil2pJWxXQaxc04OPDjY8OQItvvJrFx6SRPbJRA74MDn6hf06sqUGB+bHg9M9wAtVJNCxXYJxMatnBmDRxPDIOBykVUuxeErNdiRVobyplYAQIBYhKWTB7JcpWlRAFooW+14SixHfKAYQn77HJ5Dgt0xJNgdj02KwJ2fn4JKo8ORFZNtuvUHUABarBi/rtcTJsRYDl+pQWKkd4f3XIR87HhqPC6UNtl8+AF0D9AilTe1YumP6WyXQWxcgHvXIzzcRAJMjJSYuRp2UABaoHNFDTTVFTG5eUOtb64/Y6MAtED7L9KYX2J6IgHv5jvZOApAC9Om1uLPi9Vsl0FsnKPAtvv39Rb9DViYgloFNDY8+JxYhsRIb2oBggLQ4ggF9C0hpjcz1o/tEiwC/bRZmAhvZ/i40kLxxHRWzozBXSOC2C7DIlA/QAsjV2rQqtayXQaxQRwO8MYd8bhvTAjbpVgMCkALUtusxD1fnkZzm+2uwUDMj8MBon1dsXJWDKZE+7BdjkWhALQgZwrrUVCrYLsMYuW4HGDaIF9MjvbB4AA3RPu6wtGBHnh0hQLQglQ2tbFdArFiDnwuHp0QjgfGhSLQ3ZHtcqwCBaCFYBgGBy5T/z/SNyIBF5sfGY2xEV5sl2JVKAAtxK8ZFThb2MB2GcQKxQeK8f6iIYjypQk0DEUBaAFqZG14dfdFtssgVmbekAA8ND4MsQFu1Km5jygALcA7+3MgteGVt4jxRUic8e7CBP18fqRvqCM0y3Q6BqlFdOlLem9IsDu+e3Q0hZ8RUAuQZX9eqkJxfQvbZRArEePniu8eHd3jOh6k96gFyLITuXVsl0CsyMb7R1D4GVG/AvCtt94Ch8PBs88+q3+vqqoKDzzwAPz8/ODs7Izhw4fj559/7m+dNquJ7v0RA2RXSNkuwab0OQBTU1PxxRdfICEhocP7Dz74IHJycrB7925kZWXhzjvvxKJFi3D+/Pl+F2uL3ET025z03lu/X0GdXMl2GTajTwEol8uxePFifPXVV/Dw8OiwLTk5GU8//TRGjx6NiIgI/Pvf/4a7uzvS0tKMUrCtuXdUMNslECtS1tiKRzenQqGk8eLG0KcAXLp0KebMmYNp06Z12jZ+/Hj873//Q0NDA3Q6HbZt24a2tjZMnjy5y2MplUrIZLIOL3syJNgds+NpbjbSe5llUry8M4vtMmyCwQG4bds2pKenY926dV1u3759O9RqNby8vCAUCvHEE09g586dGDiw6wWW161bB7FYrH8FB9tfi2jcAO+b70TIX/x2oYL6jhqBQQFYWlqKZcuWYcuWLRCJul5Sb/Xq1WhqasLBgwdx7tw5PPfcc1i0aBGysrr+jbVq1SpIpVL9q7S01PBPYeVqZTQJAjGMjgF+Omd/PyvGxmEYptcLUOzatQsLFiwAj3ejA6ZWqwWHwwGXy0VOTg4GDhyI7OxsxMbG6veZNm0aBg4ciI0bN970HDKZDGKxGFKpFG5ubgZ+HOuTVtyIe744TeuAkD558pYBWDkz2i4WMe8tQzLEoI7QU6dO7dSSe+SRRxATE4OVK1eipaW9Qy+X27FhyePxoNPpDDmV3UgpqKfwI3228Vg+Aj0c8cDYULZLsUoGBaCrqyvi4uI6vOfs7AwvLy/ExcVBrVZj4MCBeOKJJ/Dee+/By8sLu3btwoEDB7Bnzx6jFm4LGIZBWnEj22UQK/dtchHuHxNCrcA+MOpIEIFAgH379kEikWDu3LlISEjAd999h2+//RazZ8825qlsgkKlxeErNWyXQaxcXo0cyfn1bJdhlQy6B2gO9nQPkGEYxL66Hy0qWgSJ9E9CkBi7/5XIdhkWwZAMobHALPryeAGFHzGK2wb5sl2CVaIAZNG+rEqzncvHVYjpg33B59J9IlsT5OGIxyZFsF2GVaIAZFGF1Dz9/xz4XNyeEIAvHxyJ+CAxvnl4JOh+ue1YNWsQzQjdRzQfIItiA9xwNKfWpOfYsHg4pg7yhQO//XfdC9OjMX6gN96+MwGfHc2juQitHJcDTBtMa/32FbUAWeRk4rVaw7ycMCveXx9+ADB+YPuwu7lDAtBK9x9ZE+xpnGUr7xsTQjND9wMFIEsySpvwe3aVyY4f7OmI9xcN6XY7hwMwaA/CX5dOQHyg2GS1kBu4HODNBfGYFedvlONll8uw9WwJ/siuxH9+uwRpC40PNgRdArOkRamBKTsgzYrzx4hQz263iwQ8bH1sDBx4PIR4OeH56VF4eFNqh32cHXhQUCvRqHQMEOnrgqxyKR4eHwYXIR+Z5VLE+LnC3UmAd/7IMeh4GaVNyCht0v9Z1qbGewu7/8VHOqIAZMnwUA9MiZbgiInuAWaVSVEvV8LLRYhWlRZnixogbVVjaowPnIXt3/aBPjfWkR0d7ok58f7Ym1UJdycBHhkfjqdvHQiVVofyplZUS9ug0TFY9/sVlDW2oLmN5qPrq8+O5GHzI6M7va/UaPHFsYIOs7w8cUsEFo0MhpezAy5VyPBTWhl2ni/v9ti/pJfhxZnR8HHterIS0hF1hGZRlbQNE985DLXWNN+CQHdH3DcmBP9LLUVJQwsSgsR4/Y44JAS5d/s1bWothHxuj8OqdDoGp/LrsOqXLJQ1tpqgcts2MdIb3y8Z0+W25Lw6PLUlHUqNFqtvH4zFYzqO8U0pqMeD35yFStP92PodT47DyLDuW/+2zpAMoQBk2Zv7LuPL4wV9/voYP1fMHRIAH1chTubV4deMig7b/cUiPDEpAr+cL0ekj2uP9wUNpVBqsO73y/ghpcRox7QFXA4Q5OEEtVYHhVIDhUoL7V8mvPj20dG4JUrS7dcrNVpwwOnw8Oqvzpc0YuHGrmcQ4nE5SFk1FRJXYf8/iJUy2WwwxPjmDQlAQa0cWh3T4XJY7CjAmHBP1DQrcblSBuXffuPzuBw8Pz0K948N1a8rsmBYIEoaWnC+pEm/31cPjkRcoBiJkd5IL26CMTkL+Xj9jvYb+i/uyER5U8+tQTcRHxwOx+on8nQR8hHq5YSr1c0dWu+B7o545+4EDAl2h4vwxo8WwzBQaXVoUWqh1urg49bz5enNnur+92RhtzMIzYzzs+vwMxS1AC1ATXMbnt2W0WFA+3sLh+DuEUEAgBd3XMD2c2X6bf5iEZ68ZQAeGh/W5fFqm5VQarRwduDDw9nBpLVf19ymxpv7rmDr2a5bgz6uQux5OhG1ciXmfHyyX+d6dlokSupb8Mu1e2F8LgcCHhetatM/sBHwOPjlqQmIDxJDq2Og1THQMQzyauRgGCA+yPRP029590i3/Te/XzIaEyO7b13aA2oBWhlXoQATBnpD4ipEQpA7xkV4YXDAjW/cO3cPwTt39/7SlY0WgKtIgHV3xmNWnB9W/pyJyr+Ncvnn5AHwcROBw+HAgceFUMBFc5sGXE77k1FDyFo1UGlvtIi/fXQ0RoZ5YP/FavyQUoyzhQ3G+EhdGh7ioQ85HpcD3rWhhXFm7Eb0wNhQfHDgapdP6MO8nM1Why2gFiAxuuY2NQ5ersbJ3HqotTqEeztj6ZSB+ntaCqUGPC4HeTVyXKlqxoqfLhh0/KTRwVgzLxaphY3gcm507r4ut7oZj3+fBg4HeHRCOKStaqw/cLXDfbi+WndnPJJGh/T7OP1V26zEnRtOobThxm0HLgfIe2M2uHY+3ptagIRVriIBFgwLwoJhQV1uv94NJy5QjNgAN+zJrDBoSGCEtwuEfB4SI7teTCrS1xWHn79F/yR7y5li9OX3vKOAhw/uGQIel4vShhYMDXHHsGB3g49jChJXIb55aBQWfXEajdc6P+sY4GpNM2L8qOHQWxSAhFUcDgePTYzA/KEBeHFHZq+6BG04lo97Rgf3uKj8X7vxuIoECPJwQkmDYeOe312YgJlGGrFhCpG+rtj9r0S8uCMTLde6Lw2QuLBdllWhACSsm3DtErawrgUfH8q96f4NChWuVDZjdHjv+rrNGxKAydES3L0hGVer5b2uK7WwAbcnBPR6fzYEezph6+NjodUx0Oh0EPBodKsh6G+LWIx/Th4Az14+tXYVGfa7200kwDcPj4JDFwEhdhTox0I78LhYd2c8fl06AS/OjDHoHGzicTk0KUIfUAuQWIzzJU2Q9aKPYLCnI6J9XW+63991NTxsYqQ31i8aCqVGi8S3j2D13MEW8ZCDmAcFILEYriK+voOvi5APDoBmZccxx3wuB6/MHtynJ50OfC5++McYVMnaoNXp4CoU4NYYH3C5HKi1OpxedSv8xcaZpopYBwpAYjEG+rjgiUkRGODjgruHB2FvViWe3npev93DSYA9z0xEoHvfQ6q7+4YCHpfCzw5RABKLIRLwsGr2IP2fL1bIOmx/cFxYv8KPkL+jhyDEYqUW3RjRMUDijMdp4R9iZBSAxCKlFTegsE4BAJgV54ftT4zTd6AmxFjoXxSxSA0KNd5cEIeBPq4Y6EOde4lpUAASi3TbYFrom5geXQITQuwWBSAhxG5RABJC7BYFICHEblEAEkLsFgUgIcRu9SsA33rrLXA4HDz77LMAgKKiInA4nC5fP/30kzHqJYQQo+lzAKampuKLL75AQkKC/r3g4GBUVlZ2eK1duxYuLi6YNWuWUQomhBBj6VMAyuVyLF68GF999RU8PDz07/N4PPj5+XV47dy5E4sWLYKLC/XmJ4RYlj4F4NKlSzFnzhxMmzatx/3S0tKQkZGBJUuWdLuPUqmETCbr8CKEEHMweCjctm3bkJ6ejtTU1Jvu+/XXX2PQoEEYP358t/usW7cOa9euNbQMQgjpN4NagKWlpVi2bBm2bNkCkajz9OJ/1draih9//LHH1h8ArFq1ClKpVP8qLS01pCRCCOkzg1qAaWlpqKmpwfDhw/XvabVaHD9+HJ9++imUSiV4vPaFWXbs2IGWlhY8+OCDPR5TKBRCKBT2oXRCCOkfgwJw6tSpyMrK6vDeI488gpiYGKxcuVIffkD75e+8efMgkUiMUykhhBiZQQHo6uqKuLi4Du85OzvDy8urw/t5eXk4fvw49u3bZ3BBDNO+KA49DCGE9MX17LieJT0xyXyA33zzDYKCgjB9+nSDv7a5uRlAe59CQgjpq+bmZojF4h734TC9iUkz0ul0qKiogKurKzgcw5c+BNp/AwQHB6O0tBRubm5GrpA99LmsC30udjAMg+bmZgQEBIDL7fk5r8XNCM3lchEUFGSUY7m5uVnkN6i/6HNZF/pc5nezlt91NBkCIcRuUQASQuyWTQagUCjEq6++anP9C+lzWRf6XJbP4h6CEEKIudhkC5AQQnqDApAQYrcoAAkhdosCkBBit2wqAMvLy3H//ffDy8sLjo6OiI+Px7lz59guq1+0Wi1Wr16N8PBwODo6YsCAAXjttdd6Nc7R0hw/fhxz585FQEAAOBwOdu3a1WE7wzD4v//7P/j7+8PR0RHTpk1Dbm4uO8UaoKfPpVarsXLlSsTHx8PZ2RkBAQF48MEHUVFRwV7BvXSz79dfPfnkk+BwOPjwww/NVp8x2EwANjY2YsKECRAIBPj9999x6dIlvP/++x2m7LdGb7/9NjZs2IBPP/0Uly9fxttvv4133nkHn3zyCdulGUyhUGDIkCH47LPPutz+zjvv4OOPP8bGjRtx5swZODs7Y8aMGWhrazNzpYbp6XO1tLQgPT0dq1evRnp6On755Rfk5ORg3rx5LFRqmJt9v67buXMnUlJSEBAQYKbKjIixEStXrmQSExPZLsPo5syZwzz66KMd3rvzzjuZxYsXs1SRcQBgdu7cqf+zTqdj/Pz8mHfffVf/XlNTEyMUCpmtW7eyUGHf/P1zdeXs2bMMAKa4uNg8RRlBd5+rrKyMCQwMZLKzs5nQ0FDmgw8+MHtt/WEzLcDdu3dj5MiRWLhwIXx8fDBs2DB89dVXbJfVb+PHj8ehQ4dw9epVAMCFCxdw8uRJm1tlr7CwEFVVVR3WmRGLxRgzZgxOnz7NYmXGJ5VKweFw4O7uznYp/aLT6fDAAw/ghRdeQGxsLNvl9InFTYbQVwUFBdiwYQOee+45vPzyy0hNTcUzzzwDBwcHPPTQQ2yX12cvvfQSZDIZYmJiwOPxoNVq8cYbb2Dx4sVsl2ZUVVVVAABfX98O7/v6+uq32YK2tjasXLkSSUlJFjuRQG+9/fbb4PP5eOaZZ9gupc9sJgB1Oh1GjhyJN998EwAwbNgwZGdnY+PGjVYdgNu3b8eWLVvw448/IjY2FhkZGXj22WcREBBg1Z/LHqnVaixatAgMw2DDhg1sl9MvaWlp+Oijj5Cent7naessgc1cAvv7+2Pw4MEd3hs0aBBKSkpYqsg4XnjhBbz00ku49957ER8fjwceeADLly/HunXr2C7NqPz8/AAA1dXVHd6vrq7Wb7Nm18OvuLgYBw4csPrW34kTJ1BTU4OQkBDw+Xzw+XwUFxfj+eefR1hYGNvl9ZrNBOCECROQk5PT4b2rV68iNDSUpYqMo6WlpdOkjjweDzqdjqWKTCM8PBx+fn44dOiQ/j2ZTIYzZ85g3LhxLFbWf9fDLzc3FwcPHoSXlxfbJfXbAw88gMzMTGRkZOhfAQEBeOGFF7B//362y+s1m7kEXr58OcaPH48333wTixYtwtmzZ/Hll1/iyy+/ZLu0fpk7dy7eeOMNhISEIDY2FufPn8f69evx6KOPsl2aweRyOfLy8vR/LiwsREZGBjw9PRESEoJnn30Wr7/+OiIjIxEeHo7Vq1cjICAAd9xxB3tF90JPn8vf3x9333030tPTsWfPHmi1Wv09TU9PTzg4OLBV9k3d7Pv19yAXCATw8/NDdHS0uUvtO7YfQxvTb7/9xsTFxTFCoZCJiYlhvvzyS7ZL6jeZTMYsW7aMCQkJYUQiERMREcG88sorjFKpZLs0gx05coQB0On10EMPMQzT3hVm9erVjK+vLyMUCpmpU6cyOTk57BbdCz19rsLCwi63AWCOHDnCduk9utn36++ssRsMTYdFCLFbNnMPkBBCDEUBSAixWxSAhBC7RQFICLFbFICEELtFAUgIsVsUgIQQu0UBSAixWxSAhBC7RQFICLFbFICEELtFAUgIsVv/D7Za2206K0lUAAAAAElFTkSuQmCC", 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" ] @@ -365,7 +367,9 @@ "source": [ "centroid_workflow = ge.register_workflow(\n", " ge.workflow_builder.operators.VectorExpression(\n", - " source_workflow.workflow_definition().operator,\n", + " ge.workflow_builder.operators.VectorOperator.from_workflow_dict(\n", + " source_workflow.workflow_definition().to_dict()\n", + " ),\n", " expression=\"centroid(geom)\",\n", " input_columns=[],\n", " output_column=ge.workflow_builder.operators.GeoVectorDataType.MULTI_POINT,\n", @@ -383,7 +387,7 @@ ], "metadata": { "kernelspec": { - "display_name": "env", + "display_name": ".venv", "language": "python", "name": "python3" }, diff --git a/geoengine/workflow_builder/operators.py b/geoengine/workflow_builder/operators.py index cc89e842..a7b09610 100644 --- a/geoengine/workflow_builder/operators.py +++ b/geoengine/workflow_builder/operators.py @@ -851,7 +851,10 @@ def name(self) -> str: def to_dict(self) -> dict[str, Any]: output_column_dict = None - if isinstance(self.output_column, GeoVectorDataType): + + if isinstance(self.output_column, dict): + output_column_dict = self.output_column + elif isinstance(self.output_column, GeoVectorDataType): output_column_dict = { "type": "geometry", "value": self.output_column.value, @@ -880,7 +883,7 @@ def to_dict(self) -> dict[str, Any]: @classmethod def from_operator_dict(cls, operator_dict: dict[str, Any]) -> VectorExpression: - if operator_dict["type"] != "Expression": + if operator_dict["type"] != "VectorExpression": raise ValueError("Invalid operator type") geometry_column_name = None @@ -889,7 +892,9 @@ def from_operator_dict(cls, operator_dict: dict[str, Any]) -> VectorExpression: output_measurement = None if "outputMeasurement" in operator_dict["params"]: - output_measurement = Measurement.from_response(operator_dict["params"]["outputMeasurement"]) + output_measurement = Measurement.from_response( + geoengine_openapi_client.Measurement.from_dict(operator_dict["params"]["outputMeasurement"]) + ) return VectorExpression( source=VectorOperator.from_operator_dict(operator_dict["sources"]["vector"]),