Have been thinking about a perpetual siphon. Maybe I'm crazy.
What if the volume in a long downward tube exceeded the container from which the liquid is being siphoned and the end tube was raised above the original container's surface level? Once the syphoning has begun, at some point would not the pressure created from the vacuum of the increased volume in the exit tube be of sufficient length and capacity to compensate for atmospheric pressure and the resistance of the volume of the container being siphoned as well as all other resistances. Unlike the chain on the pulley example, we have introduced vacuum as a force for the unimpeded continuance of flow.
I am a complete ameteur at this, but I can't get this model out of my head and I think it will work. I should add that the flow from the end of the tube reenters the source tank. A spiral tube should accomplish the length aspect of this task, while limiting the volume of the source tank.
In other words, can the vacuum force in the tube overcome all other forces if the volume be of sufficient girth? The key is the volume of liquid inside the depository tube.