Images flash in Viewer animation

I'm trying to display weather satellite images in the Cesium Viewer. I get a white flash of the polygon when it transitions to the next image in the next interval.

Is there a simple solution?

Here is my first 2 images in .czml :

[
  {
    "id":"51197ac1-3bd2-45d3-9217-3ed15dd8ccd1",
    "availability":"2010-10-26T12:00:00Z/2010-10-26T18:00:00Z",
    "vertexPositions":{
      "cartographicRadians":[
        -1.5882496193148399,0.8377580409572782,0,-1.1519173063162575,0.8377580409572782,0,-1.1519173063162575,0.4363323129985824,0,-1.5882496193148399,0.4363323129985824,0
      ]
    },
    "polygon":{
      "show":true,
      "material":{
        "image":{
          "image":"data:image/png;base64,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"
        }
      }
    }
  },
  {
    "id":"4caa47f7-1def-46bc-9b9e-752d72e4e90f",
    "availability":"2010-10-26T18:00:00Z/2010-10-27T00:00:00Z",
    "vertexPositions":{
      "cartographicRadians":[
        -1.5882496193148399,0.8377580409572782,0,-1.1519173063162575,0.8377580409572782,0,-1.1519173063162575,0.4363323129985824,0,-1.5882496193148399,0.4363323129985824,0
      ]
    },
    "polygon":{
      "show":true,
      "material":{
        "image":{
          "image":"data:image/png;base64,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"
        }
      }
    }
  },

I may be seeing a related issue. In b19, the following CZML worked flawlessly to show an expanding filled ellipse. In b20, the polygon portion of the ellipse does not render at all when the clock is running until it reaches the end of the interpolation. If you manually scrub the timeline very slowly (with the clock stopped), you can see the polygon expand and at each step there’s a significant “flash”. Here’s the CZML (the ellipse is over Iowa):

{

“position”: {

“cartographicDegrees”: [

-93.65335,

42.02401,

0

]

},

“availability”: “2015-07-04T08:16:00Z/2015-07-04T10:31:00Z”,

“ellipse”: {

“semiMinorAxis”: {

“number”: [

0,

3000,

900,

4000,

1020,

4000

],

“epoch”: “2015-07-04T08:16:00Z”

},

“semiMajorAxis”: {

“number”: [

0,

3000,

900,

8500,

1020,

8500

],

“epoch”: “2015-07-04T08:16:00Z”

},

“bearing”: {

“number”: [

0,

0.7853981633974483,

900,

0.7853981633974483

],

“epoch”: “2015-07-04T08:16:00Z”

}

},

“polyline”: {

“show”: true,

“width”: 1,

“color”: {

“rgba”: [

255,

0,

0,

255

]

}

},

“polygon”: {

“material”: {

“solidColor”: {

“color”: {

“rgba”: [

0,

255,

0,

255

]

}

}

}

},

“id”: “3007c117-f93b-40da-a955-52a98a142e9a”

}

These are two separate problems. I submitted a fix where the polygon doesn’t render here:
https://github.com/AnalyticalGraphicsInc/cesium/pull/1122

I submitted an issue for the image flashing white here:

https://github.com/AnalyticalGraphicsInc/cesium/issues/1123

I’ve confirmed that your pull request fixes my issue. Thanks very much!