From 3d1d3a3ccf3c8cca6fd851261515381ec63974ad Mon Sep 17 00:00:00 2001 From: Svetlana Iarovenko Date: Fri, 8 Sep 2023 16:32:39 +0200 Subject: [PATCH] Recreated the error when calling a widget --- test.ipynb | 97 ++++++++++++++++++++++++++++++++++++++++++++++++++---- 1 file changed, 91 insertions(+), 6 deletions(-) diff --git a/test.ipynb b/test.ipynb index 74f33b3..556d622 100644 --- a/test.ipynb +++ b/test.ipynb @@ -6,7 +6,13 @@ "metadata": {}, "outputs": [], "source": [ - "from napari_flim_phasor_plotter import _widget" + "from skimage import morphology\n", + "import napari\n", + "from napari.utils import nbscreenshot\n", + "import numpy as np\n", + "import napari_flim_phasor_plotter as flim_plot\n", + "import napari_clusters_plotter as ncp\n", + "from skimage.measure import label, regionprops_table" ] }, { @@ -16,8 +22,12 @@ "outputs": [ { "data": { + "image/png": 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+ "text/html": [ + "\"\"" + ], "text/plain": [ - "" + "" ] }, "execution_count": 2, @@ -26,15 +36,90 @@ } ], "source": [ - "_widget" + "viewer = napari.Viewer()\n", + "list_layerdatatuple = flim_plot._sample_data.load_seminal_receptacle_image()\n", + "image_layer = viewer.add_image(list_layerdatatuple[0][0], **list_layerdatatuple[0][1])\n", + "nbscreenshot(viewer)" ] }, { "cell_type": "code", - "execution_count": null, + "execution_count": 3, "metadata": {}, - "outputs": [], - "source": [] + "outputs": [ + { + "data": { + "text/plain": [ + "MagicFactory(function=, param_options={'laser_frequency': {'step': 0.001, 'tooltip': 'If loaded image has metadata, laser frequency will get automatically updated after run. Otherwise, manually insert laser frequency here.'}})" + ] + }, + "execution_count": 3, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "flim_plot._widget.make_flim_phasor_plot" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + ", laser_frequency: float = 40.0, harmonic: int = 1, threshold: int = 10, apply_median: bool = False, median_n: int = 1, napari_viewer: napari.viewer.Viewer = Viewer(axes=Axes(visible=False, labels=True, colored=True, dashed=False, arrows=True), camera=Camera(center=(0.0, 255.5, 255.5), zoom=1.12626953125, angles=(0.0, 0.0, 90.0), perspective=0.0, interactive=True), cursor=Cursor(position=(128.0, 0.0, 0.0, 188.46452721332741, -236.83328898454397), scaled=True, size=1, style=), dims=Dims(ndim=5, ndisplay=2, last_used=0, range=((0.0, 256.0, 1.0), (0.0, 1.0, 1.0), (0.0, 1.0, 1.0), (0.0, 512.0, 1.0), (0.0, 512.0, 1.0)), current_step=(128, 0, 0, 256, 256), order=(0, 1, 2, 3, 4), axis_labels=('0', '1', '2', '3', '4')), grid=GridCanvas(stride=1, shape=(-1, -1), enabled=False), layers=[], scale_bar=ScaleBar(visible=False, colored=False, color=array([1., 0., 1., 1.], dtype=float32), ticks=True, position=, font_size=10.0, box=False, box_color=array([0. , 0. , 0. , 0.6], dtype=float32), unit=None), text_overlay=TextOverlay(visible=False, color=array([0.5, 0.5, 0.5, 1. ], dtype=float32), font_size=10.0, position=, text=''), overlays=Overlays(interaction_box=InteractionBox(points=None, show=False, show_handle=False, show_vertices=False, selection_box_drag=None, selection_box_final=None, transform_start=, transform_drag=, transform_final=, transform=, allow_new_selection=True, selected_vertex=None)), help='', status='', tooltip=Tooltip(visible=False, text=''), theme='dark', title='napari', mouse_over_canvas=False, mouse_move_callbacks=[.mouse_move at 0x7fa54bfd1940>], mouse_drag_callbacks=[.mouse_drag at 0x7fa54bfd1700>], mouse_double_click_callbacks=[], mouse_wheel_callbacks=[], _persisted_mouse_event={}, _mouse_drag_gen={}, _mouse_wheel_gen={}, keymap={'Shift': .hold_to_lock_aspect_ratio at 0x7fa54bfd15e0>, 'Control-Shift-R': , 'Control-Shift-A': })) -> None>" + ] + }, + "execution_count": 4, + "metadata": {}, + "output_type": "execute_result" + } + ], + "source": [ + "flim_plot._widget.make_flim_phasor_plot()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [ + { + "ename": "TypeError", + "evalue": "Value for parameters {, True, Viewer(axes=Axes(visible=False, labels=True, colored=True, dashed=False, arrows=True), camera=Camera(center=(0.0, 255.5, 255.5), zoom=1.12626953125, angles=(0.0, 0.0, 90.0), perspective=0.0, interactive=True), cursor=Cursor(position=(128.0, 0.0, 0.0, 188.46452721332741, -236.83328898454397), scaled=True, size=1, style=), dims=Dims(ndim=5, ndisplay=2, last_used=0, range=((0.0, 256.0, 1.0), (0.0, 1.0, 1.0), (0.0, 1.0, 1.0), (0.0, 512.0, 1.0), (0.0, 512.0, 1.0)), current_step=(128, 0, 0, 256, 256), order=(0, 1, 2, 3, 4), axis_labels=('0', '1', '2', '3', '4')), grid=GridCanvas(stride=1, shape=(-1, -1), enabled=False), layers=[], scale_bar=ScaleBar(visible=False, colored=False, color=array([1., 0., 1., 1.], dtype=float32), ticks=True, position=, font_size=10.0, box=False, box_color=array([0. , 0. , 0. , 0.6], dtype=float32), unit=None), text_overlay=TextOverlay(visible=False, color=array([0.5, 0.5, 0.5, 1. ], dtype=float32), font_size=10.0, position=, text=''), overlays=Overlays(interaction_box=InteractionBox(points=None, show=False, show_handle=False, show_vertices=False, selection_box_drag=None, selection_box_final=None, transform_start=, transform_drag=, transform_final=, transform=, allow_new_selection=True, selected_vertex=None)), help='', status='', tooltip=Tooltip(visible=False, text=''), theme='dark', title='napari', mouse_over_canvas=False, mouse_move_callbacks=[.mouse_move at 0x7fa54bfd1940>], mouse_drag_callbacks=[.mouse_drag at 0x7fa54bfd1700>], mouse_double_click_callbacks=[], mouse_wheel_callbacks=[], _persisted_mouse_event={}, _mouse_drag_gen={}, _mouse_wheel_gen={}, keymap={'Shift': .hold_to_lock_aspect_ratio at 0x7fa54bfd15e0>, 'Control-Shift-R': , 'Control-Shift-A': }), 15} must be a dict", + "output_type": "error", + "traceback": [ + "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m", + "\u001b[0;31mTypeError\u001b[0m Traceback (most recent call last)", + "Cell \u001b[0;32mIn[5], line 2\u001b[0m\n\u001b[1;32m 1\u001b[0m \u001b[39m#This does not work yet, need to expose the _widget module\u001b[39;00m\n\u001b[0;32m----> 2\u001b[0m flim_plot\u001b[39m.\u001b[39;49m_widget\u001b[39m.\u001b[39;49mmake_flim_phasor_plot(image_layer \u001b[39m=\u001b[39;49m image_layer, \n\u001b[1;32m 3\u001b[0m threshold \u001b[39m=\u001b[39;49m \u001b[39m15\u001b[39;49m, \n\u001b[1;32m 4\u001b[0m apply_median \u001b[39m=\u001b[39;49m\u001b[39mTrue\u001b[39;49;00m, \n\u001b[1;32m 5\u001b[0m median_n \u001b[39m=\u001b[39;49m \u001b[39m1\u001b[39;49m, \n\u001b[1;32m 6\u001b[0m napari_viewer \u001b[39m=\u001b[39;49m viewer)\n", + "File \u001b[0;32m~/mambaforge/envs/napari-phasor-plotter-dev/lib/python3.9/site-packages/magicgui/type_map/_magicgui.py:485\u001b[0m, in \u001b[0;36mMagicFactory.__call__\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m 483\u001b[0m prm_options \u001b[39m=\u001b[39m factory_kwargs\u001b[39m.\u001b[39mpop(\u001b[39m\"\u001b[39m\u001b[39mparam_options\u001b[39m\u001b[39m\"\u001b[39m, {})\n\u001b[1;32m 484\u001b[0m prm_options\u001b[39m.\u001b[39mupdate({k: kwargs\u001b[39m.\u001b[39mpop(k) \u001b[39mfor\u001b[39;00m k \u001b[39min\u001b[39;00m \u001b[39mlist\u001b[39m(kwargs) \u001b[39mif\u001b[39;00m k \u001b[39mnot\u001b[39;00m \u001b[39min\u001b[39;00m params})\n\u001b[0;32m--> 485\u001b[0m widget \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49mfunc(param_options\u001b[39m=\u001b[39;49mprm_options, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49m{\u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mfactory_kwargs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs})\n\u001b[1;32m 486\u001b[0m \u001b[39mif\u001b[39;00m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_widget_init \u001b[39mis\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39mNone\u001b[39;00m:\n\u001b[1;32m 487\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_widget_init(widget)\n", + "File \u001b[0;32m~/mambaforge/envs/napari-phasor-plotter-dev/lib/python3.9/site-packages/magicgui/widgets/_function_gui.py:161\u001b[0m, in \u001b[0;36mFunctionGui.__init__\u001b[0;34m(self, function, call_button, layout, scrollable, labels, tooltips, app, visible, auto_call, result_widget, param_options, name, persist, raise_on_unknown, **kwargs)\u001b[0m\n\u001b[1;32m 158\u001b[0m \u001b[39melif\u001b[39;00m \u001b[39mnot\u001b[39;00m \u001b[39misinstance\u001b[39m(param_options, \u001b[39mdict\u001b[39m):\n\u001b[1;32m 159\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mTypeError\u001b[39;00m(\u001b[39m\"\u001b[39m\u001b[39m'\u001b[39m\u001b[39mparam_options\u001b[39m\u001b[39m'\u001b[39m\u001b[39m must be a dict of dicts\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[0;32m--> 161\u001b[0m sig \u001b[39m=\u001b[39m magic_signature(\n\u001b[1;32m 162\u001b[0m function, gui_options\u001b[39m=\u001b[39;49mparam_options, raise_on_unknown\u001b[39m=\u001b[39;49mraise_on_unknown\n\u001b[1;32m 163\u001b[0m )\n\u001b[1;32m 164\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_return_annotation \u001b[39m=\u001b[39m resolve_single_type(sig\u001b[39m.\u001b[39mreturn_annotation)\n\u001b[1;32m 165\u001b[0m \u001b[39mself\u001b[39m\u001b[39m.\u001b[39m_tooltips \u001b[39m=\u001b[39m tooltips\n", + "File \u001b[0;32m~/mambaforge/envs/napari-phasor-plotter-dev/lib/python3.9/site-packages/magicgui/signature.py:312\u001b[0m, in \u001b[0;36mmagic_signature\u001b[0;34m(obj, gui_options, follow_wrapped, raise_on_unknown)\u001b[0m\n\u001b[1;32m 310\u001b[0m \u001b[39mif\u001b[39;00m bad:\n\u001b[1;32m 311\u001b[0m s \u001b[39m=\u001b[39m \u001b[39m\"\u001b[39m\u001b[39ms\u001b[39m\u001b[39m\"\u001b[39m \u001b[39mif\u001b[39;00m \u001b[39mlen\u001b[39m(bad) \u001b[39m>\u001b[39m \u001b[39m1\u001b[39m \u001b[39melse\u001b[39;00m \u001b[39m\"\u001b[39m\u001b[39m\"\u001b[39m\n\u001b[0;32m--> 312\u001b[0m \u001b[39mraise\u001b[39;00m \u001b[39mTypeError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mValue for parameter\u001b[39m\u001b[39m{\u001b[39;00ms\u001b[39m}\u001b[39;00m\u001b[39m \u001b[39m\u001b[39m{\u001b[39;00mbad\u001b[39m}\u001b[39;00m\u001b[39m must be a dict\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m 314\u001b[0m \u001b[39mreturn\u001b[39;00m MagicSignature\u001b[39m.\u001b[39mfrom_signature(\n\u001b[1;32m 315\u001b[0m sig, gui_options\u001b[39m=\u001b[39mgui_options, raise_on_unknown\u001b[39m=\u001b[39mraise_on_unknown\n\u001b[1;32m 316\u001b[0m )\n", + "\u001b[0;31mTypeError\u001b[0m: Value for parameters {, True, Viewer(axes=Axes(visible=False, labels=True, colored=True, dashed=False, arrows=True), camera=Camera(center=(0.0, 255.5, 255.5), zoom=1.12626953125, angles=(0.0, 0.0, 90.0), perspective=0.0, interactive=True), cursor=Cursor(position=(128.0, 0.0, 0.0, 188.46452721332741, -236.83328898454397), scaled=True, size=1, style=), dims=Dims(ndim=5, ndisplay=2, last_used=0, range=((0.0, 256.0, 1.0), (0.0, 1.0, 1.0), (0.0, 1.0, 1.0), (0.0, 512.0, 1.0), (0.0, 512.0, 1.0)), current_step=(128, 0, 0, 256, 256), order=(0, 1, 2, 3, 4), axis_labels=('0', '1', '2', '3', '4')), grid=GridCanvas(stride=1, shape=(-1, -1), enabled=False), layers=[], scale_bar=ScaleBar(visible=False, colored=False, color=array([1., 0., 1., 1.], dtype=float32), ticks=True, position=, font_size=10.0, box=False, box_color=array([0. , 0. , 0. , 0.6], dtype=float32), unit=None), text_overlay=TextOverlay(visible=False, color=array([0.5, 0.5, 0.5, 1. ], dtype=float32), font_size=10.0, position=, text=''), overlays=Overlays(interaction_box=InteractionBox(points=None, show=False, show_handle=False, show_vertices=False, selection_box_drag=None, selection_box_final=None, transform_start=, transform_drag=, transform_final=, transform=, allow_new_selection=True, selected_vertex=None)), help='', status='', tooltip=Tooltip(visible=False, text=''), theme='dark', title='napari', mouse_over_canvas=False, mouse_move_callbacks=[.mouse_move at 0x7fa54bfd1940>], mouse_drag_callbacks=[.mouse_drag at 0x7fa54bfd1700>], mouse_double_click_callbacks=[], mouse_wheel_callbacks=[], _persisted_mouse_event={}, _mouse_drag_gen={}, _mouse_wheel_gen={}, keymap={'Shift': .hold_to_lock_aspect_ratio at 0x7fa54bfd15e0>, 'Control-Shift-R': , 'Control-Shift-A': }), 15} must be a dict" + ] + } + ], + "source": [ + "#This does not work yet, need to expose the _widget module\n", + "flim_plot._widget.make_flim_phasor_plot(image_layer = image_layer, \n", + " threshold = 15, \n", + " apply_median =True, \n", + " median_n = 1, \n", + " napari_viewer = viewer)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The ERRROR:

\n", + "\"Value for parameters {...\n", + "} must be a dict\"\"" + ] } ], "metadata": {