X-Git-Url: https://git.arvados.org/arvados.git/blobdiff_plain/78889e115e6fffd5eb82e54a541bd4858f804f91..9869b312368e2dd7a7156c7fbd53714f73a77ead:/doc/images/Crunch_dispatch.svg?ds=inline

diff --git a/doc/images/Crunch_dispatch.svg b/doc/images/Crunch_dispatch.svg
index aa63962edb..69c21930bb 100644
--- a/doc/images/Crunch_dispatch.svg
+++ b/doc/images/Crunch_dispatch.svg
@@ -1,4 +1,7 @@
 <?xml version="1.0" standalone="yes"?>
+<!-- Copyright (C) The Arvados Authors. All rights reserved.
+
+SPDX-License-Identifier: CC-BY-SA-3.0 -->
 
 <svg version="1.1" viewBox="0.0 0.0 960.0 540.0" fill="none" stroke="none" stroke-linecap="square" stroke-miterlimit="10" xmlns="http://www.w3.org/2000/svg" xmlns:xlink="http://www.w3.org/1999/xlink"><clipPath id="g115a30441b_0_35.0"><path d="m0 0l960.0 0l0 540.0l-960.0 0l0 -540.0z" clip-rule="nonzero"></path></clipPath><g clip-path="url(#g115a30441b_0_35.0)"><path fill="#ffffff" d="m0 0l960.0 0l0 540.0l-960.0 0z" fill-rule="nonzero"></path><path fill="#000000" fill-opacity="0.0" d="m32.72441 46.721786l894.55115 0l0 60.125984l-894.55115 0z" fill-rule="nonzero"></path><path fill="#000000" d="m63.47441 82.28053l3.5 0.875q-1.09375 4.328125 -3.96875 6.59375q-2.859375 2.265625 -6.984375 2.265625q-4.28125 0 -6.96875 -1.734375q-2.6875 -1.75 -4.09375 -5.046875q-1.390625 -3.3125 -1.390625 -7.109375q0 -4.140625 1.578125 -7.21875q1.578125 -3.078125 4.5 -4.671875q2.921875 -1.609375 6.421875 -1.609375q3.96875 0 6.671875 2.03125q2.71875 2.015625 3.796875 5.6875l-3.453125 0.8125q-0.921875 -2.890625 -2.6875 -4.203125q-1.75 -1.328125 -4.40625 -1.328125q-3.046875 0 -5.09375 1.46875q-2.046875 1.453125 -2.890625 3.921875q-0.828125 2.46875 -0.828125 5.09375q0 3.375 0.984375 5.890625q0.984375 2.515625 3.0625 3.765625q2.078125 1.25 4.5 1.25q2.953125 0 4.984375 -1.6875q2.046875 -1.703125 2.765625 -5.046875zm7.613434 9.28125l0 -19.1875l2.921875 0l0 2.90625q1.125 -2.03125 2.0625 -2.6875q0.953125 -0.65625 2.09375 -0.65625q1.640625 0 3.34375 1.046875l-1.125 3.015625q-1.1875 -0.703125 -2.375 -0.703125q-1.078125 0 -1.921875 0.640625q-0.84375 0.640625 -1.203125 1.78125q-0.546875 1.734375 -0.546875 3.796875l0 10.046875l-3.25 0zm25.039932 0l0 -2.8125q-2.25 3.25 -6.09375 3.25q-1.6875 0 -3.171875 -0.65625q-1.46875 -0.65625 -2.1875 -1.640625q-0.703125 -0.984375 -1.0 -2.40625q-0.203125 -0.953125 -0.203125 -3.03125l0 -11.890625l3.265625 0l0 10.640625q0 2.546875 0.1875 3.4375q0.3125 1.28125 1.296875 2.015625q1.0 0.734375 2.46875 0.734375q1.453125 0 2.734375 -0.75q1.296875 -0.75 1.828125 -2.046875q0.53125 -1.296875 0.53125 -3.75l0 -10.28125l3.25 0l0 19.1875l-2.90625 0zm8.182007 0l0 -19.1875l2.921875 0l0 2.734375q2.125 -3.171875 6.109375 -3.171875q1.734375 0 3.1875 0.625q1.453125 0.625 2.171875 1.640625q0.734375 1.015625 1.015625 2.40625q0.1875 0.890625 0.1875 3.15625l0 11.796875l-3.25 0l0 -11.671875q0 -1.984375 -0.390625 -2.96875q-0.375 -0.984375 -1.34375 -1.5625q-0.953125 -0.59375 -2.265625 -0.59375q-2.078125 0 -3.59375 1.3125q-1.5 1.3125 -1.5 5.0l0 10.484375l-3.25 0zm33.275757 -7.03125l3.203125 0.421875q-0.515625 3.296875 -2.6875 5.171875q-2.15625 1.875 -5.296875 1.875q-3.9375 0 -6.328125 -2.578125q-2.390625 -2.578125 -2.390625 -7.375q0 -3.109375 1.015625 -5.4375q1.03125 -2.34375 3.140625 -3.5q2.109375 -1.171875 4.578125 -1.171875q3.125 0 5.109375 1.59375q2.0 1.578125 2.546875 4.484375l-3.15625 0.484375q-0.453125 -1.9375 -1.609375 -2.90625q-1.140625 -0.984375 -2.765625 -0.984375q-2.453125 0 -4.0 1.765625q-1.53125 1.765625 -1.53125 5.578125q0 3.859375 1.484375 5.625q1.484375 1.75 3.875 1.75q1.90625 0 3.1875 -1.171875q1.28125 -1.1875 1.625 -3.625zm6.1484375 7.03125l0 -26.484375l3.25 0l0 9.5q2.28125 -2.640625 5.75 -2.640625q2.125 0 3.703125 0.84375q1.578125 0.84375 2.25 2.328125q0.671875 1.46875 0.671875 4.296875l0 12.15625l-3.25 0l0 -12.15625q0 -2.4375 -1.0625 -3.546875q-1.046875 -1.109375 -2.984375 -1.109375q-1.4375 0 -2.71875 0.75q-1.265625 0.734375 -1.8125 2.03125q-0.546875 1.28125 -0.546875 3.53125l0 10.5l-3.25 0zm31.552963 0l0 -26.484375l9.125 0q3.078125 0 4.703125 0.375q2.28125 0.53125 3.890625 1.90625q2.09375 1.765625 3.125 4.53125q1.046875 2.75 1.046875 6.28125q0 3.015625 -0.703125 5.359375q-0.703125 2.328125 -1.8125 3.859375q-1.09375 1.515625 -2.40625 2.390625q-1.3125 0.875 -3.171875 1.328125q-1.84375 0.453125 -4.25 0.453125l-9.546875 0zm3.5 -3.125l5.65625 0q2.625 0 4.109375 -0.484375q1.484375 -0.484375 2.375 -1.375q1.25 -1.25 1.9375 -3.34375q0.703125 -2.109375 0.703125 -5.109375q0 -4.15625 -1.375 -6.390625q-1.359375 -2.234375 -3.3125 -2.984375q-1.40625 -0.546875 -4.53125 -0.546875l-5.5625 0l0 20.234375zm23.050934 -19.625l0 -3.734375l3.25 0l0 3.734375l-3.25 0zm0 22.75l0 -19.1875l3.25 0l0 19.1875l-3.25 0zm6.9806213 -5.734375l3.21875 -0.5q0.265625 1.9375 1.5 2.96875q1.234375 1.03125 3.46875 1.03125q2.234375 0 3.3125 -0.90625q1.09375 -0.921875 1.09375 -2.15625q0 -1.09375 -0.96875 -1.734375q-0.65625 -0.4375 -3.3125 -1.09375q-3.578125 -0.90625 -4.96875 -1.5625q-1.375 -0.671875 -2.09375 -1.828125q-0.703125 -1.171875 -0.703125 -2.578125q0 -1.28125 0.578125 -2.375q0.59375 -1.09375 1.59375 -1.8125q0.765625 -0.5625 2.078125 -0.953125q1.3125 -0.390625 2.8125 -0.390625q2.25 0 3.953125 0.65625q1.71875 0.65625 2.53125 1.765625q0.8125 1.109375 1.109375 2.96875l-3.171875 0.4375q-0.21875 -1.484375 -1.265625 -2.3125q-1.03125 -0.84375 -2.921875 -0.84375q-2.25 0 -3.203125 0.75q-0.953125 0.734375 -0.953125 1.734375q0 0.625 0.390625 1.140625q0.40625 0.515625 1.25 0.859375q0.484375 0.1875 2.875 0.828125q3.453125 0.921875 4.8125 1.515625q1.359375 0.578125 2.140625 1.703125q0.78125 1.125 0.78125 2.78125q0 1.625 -0.953125 3.0625q-0.953125 1.4375 -2.75 2.234375q-1.78125 0.78125 -4.03125 0.78125q-3.75 0 -5.703125 -1.546875q-1.953125 -1.5625 -2.5 -4.625zm19.960938 13.09375l0 -26.546875l2.96875 0l0 2.5q1.046875 -1.46875 2.359375 -2.203125q1.328125 -0.734375 3.203125 -0.734375q2.453125 0 4.328125 1.265625q1.890625 1.265625 2.84375 3.578125q0.953125 2.296875 0.953125 5.046875q0 2.9375 -1.0625 5.296875q-1.046875 2.359375 -3.0625 3.625q-2.015625 1.25 -4.234375 1.25q-1.625 0 -2.921875 -0.6875q-1.296875 -0.6875 -2.125 -1.734375l0 9.34375l-3.25 0zm2.953125 -16.84375q0 3.703125 1.5 5.484375q1.5 1.765625 3.625 1.765625q2.171875 0 3.703125 -1.828125q1.546875 -1.84375 1.546875 -5.6875q0 -3.671875 -1.515625 -5.5q-1.5 -1.828125 -3.59375 -1.828125q-2.078125 0 -3.671875 1.953125q-1.59375 1.9375 -1.59375 5.640625zm30.322617 7.125q-1.796875 1.53125 -3.46875 2.171875q-1.671875 0.625 -3.5937347 0.625q-3.15625 0 -4.859375 -1.546875q-1.6875 -1.546875 -1.6875 -3.953125q0 -1.40625 0.640625 -2.5625q0.640625 -1.171875 1.671875 -1.875q1.046875 -0.703125 2.34375 -1.0625q0.953125 -0.265625 2.890625 -0.5q3.9374847 -0.46875 5.7968597 -1.109375q0.015625 -0.671875 0.015625 -0.859375q0 -1.984375 -0.921875 -2.796875q-1.25 -1.09375 -3.703125 -1.09375q-2.2968597 0 -3.3906097 0.796875q-1.09375 0.796875 -1.609375 2.84375l-3.1875 -0.4375q0.4375 -2.03125 1.421875 -3.28125q1.0 -1.265625 2.875 -1.9375q1.890625 -0.6875 4.3593597 -0.6875q2.46875 0 4.0 0.578125q1.53125 0.578125 2.25 1.453125q0.734375 0.875 1.015625 2.21875q0.15625 0.828125 0.15625 3.0l0 4.328125q0 4.546875 0.203125 5.75q0.21875 1.1875 0.828125 2.296875l-3.390625 0q-0.5 -1.015625 -0.65625 -2.359375zm-0.265625 -7.265625q-1.765625 0.71875 -5.3125 1.21875q-1.9999847 0.296875 -2.8437347 0.65625q-0.828125 0.359375 -1.28125 1.0625q-0.4375 0.6875 -0.4375 1.53125q0 1.3125 0.984375 2.1875q0.984375 0.859375 2.875 0.859375q1.8749847 0 3.3437347 -0.828125q1.46875 -0.828125 2.15625 -2.25q0.515625 -1.09375 0.515625 -3.25l0 -1.1875zm15.619507 6.71875l0.46875 2.875q-1.375 0.28125 -2.46875 0.28125q-1.765625 0 -2.75 -0.5625q-0.96875 -0.5625 -1.375 -1.46875q-0.390625 -0.90625 -0.390625 -3.84375l0 -11.03125l-2.375 0l0 -2.53125l2.375 0l0 -4.75l3.234375 -1.953125l0 6.703125l3.28125 0l0 2.53125l-3.28125 0l0 11.21875q0 1.390625 0.171875 1.796875q0.171875 0.390625 0.5625 0.625q0.390625 0.234375 1.109375 0.234375q0.546875 0 1.4375 -0.125zm15.777191 -4.125l3.203125 0.421875q-0.515625 3.296875 -2.6875 5.171875q-2.15625 1.875 -5.2968445 1.875q-3.9375 0 -6.328125 -2.578125q-2.390625 -2.578125 -2.390625 -7.375q0 -3.109375 1.015625 -5.4375q1.03125 -2.34375 3.140625 -3.5q2.109375 -1.171875 4.578125 -1.171875q3.1249695 0 5.1093445 1.59375q2.0 1.578125 2.546875 4.484375l-3.15625 0.484375q-0.453125 -1.9375 -1.609375 -2.90625q-1.140625 -0.984375 -2.7655945 -0.984375q-2.453125 0 -4.0 1.765625q-1.53125 1.765625 -1.53125 5.578125q0 3.859375 1.484375 5.625q1.484375 1.75 3.875 1.75q1.9062195 0 3.1874695 -1.171875q1.28125 -1.1875 1.625 -3.625zm6.1484375 7.03125l0 -26.484375l3.25 0l0 9.5q2.28125 -2.640625 5.75 -2.640625q2.125 0 3.703125 0.84375q1.578125 0.84375 2.25 2.328125q0.671875 1.46875 0.671875 4.296875l0 12.15625l-3.25 0l0 -12.15625q0 -2.4375 -1.0625 -3.546875q-1.046875 -1.109375 -2.984375 -1.109375q-1.4375 0 -2.71875 0.75q-1.265625 0.734375 -1.8125 2.03125q-0.546875 1.28125 -0.546875 3.53125l0 10.5l-3.25 0z" fill-rule="nonzero"></path><path fill="#000000" fill-opacity="0.0" d="m145.72684 103.48555l673.67993 0l0 505.26257l-673.67993 0z" fill-rule="nonzero"></path><g transform="matrix(0.7017498687664041 0.0 0.0 0.7017535433070867 145.72683779527557 103.48555144356955)"><clipPath id="g115a30441b_0_35.1"><path d="m-2.842171E-14 0l960.0 0l0 720.0l-960.0 0z" clip-rule="nonzero"></path></clipPath><image clip-path="url(#g115a30441b_0_35.1)" fill="#000" width="960.0" height="720.0" x="0.0" y="0.0" preserveAspectRatio="none" xlink:href="data:image/png;base64,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"></image></g></g></svg>