After rehashing this thing out, I now suppose the entire question is due to a faulty argument. There should be no way that the percentage of decrease can equal the % of increase when viewed from the opposing perspective. It all goes back to the 3 person hotel room apparent paradox, which I have previously used to show the problem associated with my observations of time constriction. To breifly restate this seeming paradox; three people go to a hotel and are charged 30 dollars by the middle man. Then the manager tells him he charged them 5 dollars too much and to return the $5 to them. The middle man then thinks he will tell them they were only charged $3 dollars too much, so he can keep the remaining $2. By using the faulty argument each person paid $10 and recieved $1 back, totalling $27. And the middle man kept $2 making the new total $29. Where did the missing dollar go? The faulty argument uses subtraction from the total, and then addition to make the correction. The same thing is happening here. The % of decrease cannot equal the % of increase when viewed from the derived quantity. What makes the golden ratio special is that these two different answers will be exactly 1 unit apart. The thing that led me to the light at the end of the tunnel was to consider the situation if we compared the time periods for a 50% contraction of time. From the viewpoint of the observer residing in the contracted time, our time would not appear to likewise be 50% greater then his, but rather it would be TWICE that of his. The "proper perspective" is to use the RECIPROCAL when we are viewing the problem in reverse.Sincerely Stupid in making this proposition; Harvey D Norris Pioneering the Applications of Interphasal Resonances http://tech.groups.yahoo.com/group/teslafy/
On Tuesday, January 12, 2016 10:00 PM, "Harvey Norris harv...@yahoo.com [jlnlabs]" <jlnl...@yahoogroups.com> wrote: Pioneering the Applications of Interphasal Resonances http://tech.groups.yahoo.com/group/teslafy/ On Tuesday, January 12, 2016 9:45 PM, "harv...@yahoo.com [teslafy]" <tesl...@yahoogroups.com> wrote: My newest facebook friend made the following comment after requesting to be friends on facebook. about some Wardencliffe stuff I posted at Nikola Tesla Club Chicago and I made a reply as follows; Jason Wagner; Truth is perspective, be careful the ones you may be fighting for may be against you and vise versa. Reply;Here is something about perspectives that initially bothered me, but may be somewhat resolved by the golden ratio. If the time on the primary system appears to be contracted by 20% as I have illustrated: and for one of our non relativistic seconds compared to the relativistic one 4/5 of a second takes place as a contraction relative to our dimension; shouldn't the same observation take place in reverse for the case of making the observation from the side containing the compressed time? That is shouldn't the observer on the other side also see our time as 20% faster, since we see their time as being 20% slower? The whole issue might be resolved by saying a faulty argument has taken place. But when we do the math we find that the slower moving time will see our time as being 25% faster then theirs and these ratios do not seem equal. Perhaps then if the ratio of compression and expansion were made at the golden ratio, then they would be equal when viewed from opposite perspectives. Please take the time to view this short video that may explain this paradox. The Media Got The Math WRONG - The Golden Ratio https://youtu.be/Yughel1X4OU It also seems very interesting regarding this mystery contained in my experimentation; that if the secondaries do not power another external load, the ratio between the primary and secondary I squared R heat losses are very close to this golden ratio of some 60% more true energy out then in. I also realize that your comment may be referring to my politics rather then my science here as I posted much politics last night on my facebook page. In any case an obstacle may appear as a mirage by our own belief in it. Thanx for making this correspondence here and I look forward to more of it. 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