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Cut-Out from Film Illustrating Optical Relativity. The Lighth ouso and Ship Arc Not Visible, Ono from the Other, but to an Outsider in Space Both Are Visible EINSTEIN In tho movies! Not Izzy Einstein, tho prohibition sleuth of many masquerades- but Albert Einstein, tho famous mathematician, whoso Theory of Relativity has created the greatest excitement tho scientific world has known slnco Nowton was bumpod on tho head by an npple! Only a little whllo ago they worn saying that there wero only twelve highbrows on earth who could understand the meaning of Einstein's formula. But noy, nccordlng to word that has Just como from Berlin, a successful effort has been mado by some of his fellow-sclcntlsts to Interpiet it In terms of a popular educa tional movie! "Cut-outs" from tho film havo been re ceived In America, and como of them are reproduced, for the llrst time, on this page. With tho uld of theso pictures, It is con tended, certain fundamental aspects of tho Einstein theory can bo graspod by the averago mind ovon by tho mind of a bright ten-year-old child. This articlo 1b ai offort at such a sluv pliflcation, based on tho movlo pictures. Do!;t bo afraid of It. You may not "got" It It you skim throueh It hurriedly In a mMr And Here Are the First Actual Reproductions from the Astonishing New Films Which May Make the Puzzling Einstein1 Theory as "Simple ' US A. 13. O. Rtreet car or subway, but If you read It at homo, ns you would a chapter from a book, you may find It as simple and fascinating as a fairy-tale. And whon you do "get It" you can havo tho fun of "explaining" tho Einstein theory to your less learned friends. Ho hero you go: i Relativity, to bogln wlrii, as It was under stood oven before Einstein, Is simply tho doctrine that knowledge about a particular thing Is dopondent upon the relation In which It stnnda to somo oilier thing Take, for Instance, a blado of grass. To you It ls-'a small thing that helps mako a enrpot for your feet In Summer. Hut to n crawling nnt n blade of grass Is a great, tall tower, on which It may rrawl up nnd survoy the surrounding landscape. You say tho blado of grass Is small. Tho nnt ksays tho blade of grass Is largo. A com ploto paradox. Yet you aro both right. A thing may bo laigo and small at tho same time.' That Is relativity. Tnko, now, the first picturo from thn rctnstcln movlo tho ono that roprcsunts .1 Dr. Albert Einstein, From an Etching in Tho Berlin Tage- i"- inn ' iture Sttics, Inc blatt. 32UKry EffUH-.ltey ,MMPt.t N KT '''''' fpppPfr '''-jBJlJBr mi WFJSfM marl . if 0t nufn ttirhtt HmwthI Tho Observer Believes Rifleman No. 6 Has Fired tho Shot Which Pierced Armored Car, but It Was Really Fired by Rifleman No. A. An Example of Relativity Explained in the Articlo on This Page. section of tho earth, with n ship and lighthouse. Imagine ono oh nurvur In tho llKhthuuHn tower and another out nt tho side, In spare, hh you nro tfhen you look at tho picturo. Tho obsorver In tho light Iioubo says theie Is no ship In sight, and ho Is correct, for tho ship is around a dip In tho horizon, hnd bo can't see It. You say thorn Is a ship In sight, and you also aro cor rect, for yon seo from u dlffeient nnglo. Now look at the noxt strip of film tho flat latidBcano which shows a lienrli, an armored car moving In front of it, and six riflemen, numbered 1, 2, fl, i, r, fi. , Tho unnorod ear Is moving fnuu right to loft at an Imaginary speed - exartly the fsmo speed In which bullets fly from the rllles. As it comos exactly oppostlo rltio mnn No. (middle panel) bo (Ires a bullet. The bullet penetrates the near side of tho car, as shown In tho middle panel of tho film. As tho bullet goes through the In torlnr of I ho enr tho car keepK moving nt tho same speed as tho bullet, ami nt right angles to It, with tho result that thn bullet, gooi through the far sidi- of thct car nt the point markod X, in the middle panol. At this very Instant tho ear comos to a complete stop, In tho position shown In tho bottom panel of tho film. Military observ ers go out to inspect It and decide which rifleman has hit It. They do not know that tho car kept moving uftor the bull.it penotriitod tho near sldo, They tako their Instruments and diaw a mathematical lino through tho two bullet holes ns tho car now stands. This line, indicated In white, points precisely to rifleman No fi. Here Is mathematical proof, they say, that rifle man No. G 11 rod this bullot, and It Is a woll-knnwn fact that mathematics never llo. So thoy p(n a modal on rifleman No. C. And In splto of their mathematics they aro wrong, for it waa really rifleman No. i who hit the car. Thn lower strip the ball dropping from a towor--tnkes you into n realm of rola tlvlty that Is oven more absolute, for t provos the amazing statement that a lln can bo absolutely straight, yet may also bo curved. This Is real "Einstein." Hero la a section of tho earth, revolving This Imaginary Train, 1,000,000 Miles Long, Traveling at n. Terrific. Rate Through Space, Is Used to Iluitrate Einstein's Extraordinary TIlsorieA About tho Speed and Properties of Light, "! A Fascinating and Corhplotc Explanation la Given on This Page In spaco from right to left. Observers In tho towor are About to drop tho ball and to calcnlatn Its oxact path as It falls, with tho finest BClontlllc Instruments. Imaglnn yourself oft In spaco, jvlth an other set of observers equipped with high powered tolo&copen and naually flno scien tific instruments tor measurement of the line tho ball makes when It falls. You ran sea tho ball fall, just ns tho people In tho towor can but what you ean also see and what tho poopln In tliii towor cannot seo Is thn rovolvlng move ment of tho earth which takqs placo whlta tho ball Is falling. In tho top panol tho observers In th towor drop tho hall. Impelled by gravita tion It falls in an absolutely straight lino to earth, along tho dotted Jltio, parallel at overy moment with tho towor Itself. Thoy havo measured Its movomont and found tho lino absolutely straight. Moanwhlle, In tho bottom panel, wo havo been making observations of tha falling ball from our position out In space. As tho ball is falling tho earth rovolves n tdiort dUtnncofrom right to left, and the tower with It. Bo also doos tho ball fall ing In a perfectly straight line with rela tion to tho towor anil for this vory reason, that It does tend to follow tho tower and fall In a straight lino with relation to It, thn ball falls In a curved linn with relation to our Instruments out In '.spaco! 8tudy tho dotted lines! H'b nmazlng, but It's truut Bo this Is relativity! And what l'rotossor Einstein has dona Is to apply this principle of relativity to tho problems 'of physics, astronomy and hhibnr mathematics. Ho tolls you that thero may bn a con ceivable condition In which two nnd two do not mako four In which a straight line may not bo tho shortest dlstanco botwoen two points In which two sldea of a tri angle may not bo longorthan Its third side! To explain this, ho supposes a "fpurth dimension" and "curved space." Do not ho afraid of tlib phrases. You know what tho throo dimensions aro length, width nnd thickness. Aud you know what space h as conceived In theso throo dimensions. Elnstoln's contention Is that spaco Itself may be "curved" or "bent" on snnin gignn tlo scnln, so that a lino which travels "straight" by Euclidian geomotry for a dlstanco npprnachlng Infinity might event ually como buck to the point from which It originally set out. HUH more extraordinary nro Elnstoln's conclusions about tho speed of light. All scientists know that light trnvcU at the rate of 180,000 miles a second. Einstein's thniry, according to some exponents, pre-tents-tho nmazlng supposition that a ray of light ylll travol past an object which Is Itsolf moving, rapidly olthor toward or avay from It at exactly the same rate It would pass It It tho object wore standing still. Tho largo black nd-whlte drawing on this page Illustrates this Idoa. It repre sents an Immense railroad bridge stretch' Ing for billions of miles through Infinite space. On it Is nn electric train speeding toward tho reader at 1,000 miles per sec ond. At each end of tho train Are two mirror relloctors, facing each other. Fastened to tho bridge Is a searchlight. As tho front end of the train passes tho searchlight, tho searchlight sends back a lay of light which strikes the rear mirror of tho moving train. This rear mirror then throws tho light forward to the front mirror. Tho front mirror, being on the moving train, Is speudlng away from the ray of light which Is chasing It. You would expect that tho rcllected ray of light the first Hash which darted from tho rear mlr inr tho Instant the searchlight first struck It -would, In order to teach the front mir ror, havo to travol tho mllllon-ralle length of tho train. I'lA'S tho dlstanco which the front mirror has been carried by the mov ing train during tho time light takes to catch It. In othor words, you would sup pose, by tho rules of physics, tho ray would ltnvo to travel farther, and, therefore, have to tako a longer time, because of tho traln'j movement, t-an if the tisln had been standing still. Hut Elnste'n's theory, and certain actual experiments, seem to prove that tho ray of light would tako exactly tho same time to make the Journey as if thn train wore Btandlng still' Trom this tho extraordinary Idea Is de duced that "the speed of light between two bodlon Is not affected by tho movements of olthor body." In othor words, two planots may be moving toward each other or away from each othor nt an enormous ratn of speed, yet tho time It takes for light to travel between them Is the ssmo as If thoy were both standing still! Ib tho Einstein theory truo? Nobody knows, llo dooen't know himself. But tho world's greatest astronomers and mathe maticians have discovered that It seems to work practically In certain cuses, ami therefore they believo It may bo truo and regard Einstein, as ono ot tho world'fl greatest llvliifT men,