tag:blogger.com,1999:blog-62573014049470339.post1960566613592652738..comments2017-11-17T16:53:37.802-05:00Comments on Fractal Journey: Outtake: Mandelbrot Ultra Zoom #6: 1.0E185Orson Wanghttp://www.blogger.com/profile/03336013668591821868noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-62573014049470339.post-8919912400199992152016-03-18T12:36:01.280-04:002016-03-18T12:36:01.280-04:00Arbitrary precision math: https://en.wikipedia.org...Arbitrary precision math: https://en.wikipedia.org/wiki/Arbitrary-precision_arithmeticOrson Wanghttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-30455968915436208072016-03-16T18:05:08.535-04:002016-03-16T18:05:08.535-04:00Please:
Someone could explain to me how to handle...Please:<br /><br />Someone could explain to me how to handle such a large number of digits (200 or more),<br />such as is made in the computation of the Mandelbrot set zoom.<br />The usual codes handle 16 to 28 digits maximun.<br />It is a mystery to me!<br /><br />Thank youManuel Sánchez Carrileronoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-823317477498524672012-07-10T21:18:03.958-04:002012-07-10T21:18:03.958-04:00i'm talking about this video
http://www.youtu...i'm talking about this video<br /><br />http://www.youtube.com/watch?v=0jGaio87u3A&feature=relatedmartinsimeonovgeo@yahoo.itnoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-82937773163454191652012-07-10T21:14:07.979-04:002012-07-10T21:14:07.979-04:00i noticed that the fractal answers you in base of ...i noticed that the fractal answers you in base of your chouces<br /><br />the first choices leave a more significative effect on the behavior<br /><br />for example, i first noticed that from the first branch (where was a needle) <br />you became zoming into a crossing of tho branches in 0:46<br />and in that timw you have outdated other 46 crossings on the firs branch (if we count only the bigger crossing in the screen at the time X.XX)<br /><br />afther this<br /><br />EACH OTHER CHANGE IN THE STATEMENT <br />OCCURRED ONLY afther 46 branch crossings in the whole zoom<br /><br />you chosen to change the type of part, and afther this, the fractal reproposed you all other changes agan afther 46 crossings!!!!<br />for example, from 2 to 4 branches he reproposed you 46 crosssings for all branches before duplicate the number<br /><br />if you noticed also all the points where you changed the zooming center involved different new effects that not disappeared but superimposed on the other<br /><br />i noticed that the fractal proposed you every change only past 46 crossings<br />AND that afther 46 changes you was forced to chose another way by appearing the black mandelbrot set<br /><br />between two mandelbrot sets he forced you to zoom 46 changes distanced themselves by 46 crossings on the branches <br />in thi times, the behavior is prevedible and regular, but when you are foced tho chose one direction when encounter the black set, the behavior maintans the structure, but overlaps the changed behavior on the pre-existent and create a new behavior that consider both<br /><br />in the video you encountered 4 times the black set<br /><br />i'm very curious to know what he will do when you encounter the 47° black set...<br /><br />zooming that i'm asking is excessive, but you can try to see what happens if you change fron the first branch in the first cross afther only 10 crossings (and not 47) :D<br /><br />you will see the black set 10 times very easily and you will have an idea what happens at the 11° and what was able your video to show if you zoom on the 47° black setmartinsimeovgeo@yahoo.itnoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-7358334096033348632012-04-26T10:39:09.547-04:002012-04-26T10:39:09.547-04:00What technique do you use to avoid banding in the ...What technique do you use to avoid banding in the colors?karatedoghttps://www.blogger.com/profile/00388619672880872101noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-87621446982189208562011-10-28T09:44:16.434-04:002011-10-28T09:44:16.434-04:00I did not calculate the coordinate. Prior to rende...I did not calculate the coordinate. Prior to rendering this, I spent time browsing the Mandelbrot set looking for an interesting place to zoom into. As much time as it took to render this video, I spent almost as much time browsing for an interesting point.Orsonhttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-45326853287761589332011-10-28T05:19:03.150-04:002011-10-28T05:19:03.150-04:00Hi! Just one question: I see that you zoomed on a ...Hi! Just one question: I see that you zoomed on a very particular point.. Its coordinates are very long.. only I wonder: HOW did you calculate the coordinates of such a special point?? <br />(VERY nice work!!)Matteo Montinoreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-38282810488224385922011-08-27T23:03:43.709-04:002011-08-27T23:03:43.709-04:00The YouTube version is as good as the original due...The YouTube version is as good as the original due to some upsampling. Considering this is a "blooper", I probably will not be working on version for downloading.Orsonhttps://www.blogger.com/profile/03336013668591821868noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-41331348607128787672011-08-27T12:43:37.227-04:002011-08-27T12:43:37.227-04:00Have you uploaded it to same fileshare site with b...Have you uploaded it to same fileshare site with better quality than on youtube, or youtube bitrate is enough already?Янhttps://www.blogger.com/profile/15049885994502754311noreply@blogger.comtag:blogger.com,1999:blog-62573014049470339.post-47856401562444814582011-07-12T19:25:50.575-04:002011-07-12T19:25:50.575-04:00OH MY GOD thank you so much, as i'm sure you ...OH MY GOD thank you so much, as i'm sure you know this stuff is pretty significant.<br /><br />i can't watch these without holding on to my chair.<br /><br />the quality and depth of these is astonishing and you were very to clever to do what you did.<br /><br />nice! hey check out cosmicmatrixx.blogspot.com for my music, if you like!cosmic matrixhttps://www.blogger.com/profile/17574652801019191404noreply@blogger.com