syntaxis | valor | numeros | syntaxis | numeros reales | integrales reales | integrales | multiplicacion | division | syntaxis | resta | valor | Resta comprobacion | Integral Numero | Integral Numero INT | syntaxis | multiplicacion Real | division Real | syntaxis | resta integrales | Resta comprobacion |
betta | -212.9587735540230824 | (alma betta) | betta | -212,958773554024 | 1 | 1 | -212,958773554024 | -212,958773554024 | betta | 0 | -212,958773554023000 | 9,9475983006414E-13 | 1 | 1,000000000000000 | betta | -212,958773554023000 | -212,958773554023000 | betta | 0 | 0 |
gfon | -208.2055061782641587 | (gravedad del foton en orbitas del nucleo) | gfon | -208,205506178265 | 1 | 1 | -208,205506178265 | -208,205506178265 | gfon | 0 | -208,205506178264000 | 1,02318153949454E-12 | 1 | 1,000000000000000 | gfon | -208,205506178264000 | -208,205506178264000 | gfon | 0 | 0 |
gfoe | -43.92862492816196607 | (gravedad del foton en orbitas externas = -infinito) | gfoe | -43,9286249281621 | 1 | 1 | -43,9286249281621 | -43,9286249281621 | gfoe | 0 | -43,928624928162000 | 0 | 1 | 1,000000000000000 | gfoe | -43,928624928162000 | -43,928624928162000 | gfoe | 0 | 0 |
gme | -2.23606797749979 | (gravedad negativa -g) | gme | -2,23606797749979 | -0,962252757546838 | integral de gravedad negativa g menos $g- = -0,9617854 | 2,15166257741135 | 2,32378443185802 | gme | -0,17212185444667 | -2,236067977499790 | 0 | -0.962252757546838 | -0,962252757546838 | gme | 2,151662577411350 | 2,323784431858020 | gme | -0,172121854446664 | 0 |
s | 0.1394282716062612004 | (espacio esp) | s | 0,139428271606261 | 0,999999200175736 | integral de espacio | 0,139428160088146 | 0,139428383124465 | s | -2,23036318997005E-07 | 0,139428271606261 | 0 | 0.9999992001757366245 | 0,999999200175737 | s | 0,139428160088146 | 0,139428383124465 | s | -2,23036318303116E-07 | 0 |
t | 0.2012467475225873104 | (tiempo t) | t | 0,201246747522587 | 0,999499098102909 | integral de tiempo real $ t (real) | 0,20114594264497 | 0,201347602918864 | t | -0,000201660273894 | 0,201246747522587 | 0 | 0.999499098102909 | 0,999499098102909 | t | 0,201145942644970 | 0,201347602918864 | t | -0,000201660273894 | 0 |
pimasb | 0.507176759434027 | (pi mas mas de betta pi ++) | pimasb | 0,507176759434027 | 1,01415285286844 | Integral de pi mas mas de betta , $ pi ++ = 0,5071754 (real) | 0,514354757488589 | 0,500098932818187 | pimasb | 0,014255824670402 | 0,507176759434027 | 0 | 1.012140076029113489 | 1,012140076029110 | pimasb | 0,513333923853754 | 0,501093446891081 | pimasb | 0,012240476962673 | -0,00201277683933 |
Zpo | 0.5976553690284291953 | (epsilon positivo &+) | Zpo | 0,597655369028429 | 1,03901096708128 | integral de epsilon positivo | 0,620970482955547 | 0,575215650232569 | Zpo | 0,045754832722978 | 0,597655369028429 | 0 | 1.03901096708128 | 1,039010967081280 | Zpo | 0,620970482955547 | 0,575215650232569 | Zpo | 0,045754832722978 | 0 |
eb | 0.6817302838359060591 | (energia de betta e betta) | eb | 0,681730283835934 | 1,00674129982902 | Integral de energia de betta e betta = 24,360113 | 0,686326032081794 | 0,677165309451114 | eb | 0,00916072263068 | 0,681730283835906 | -2,79776202205539E-14 | 1.006741299829062575 | 1,006741299829060 | eb | 0,686326032081794 | 0,677165309451058 | eb | 0,009160722630736 | 3,99680288865056E-14 |
v | 0.6928203230275509217 | (velocidad v) | v | 0,692820323027551 | 0,999488369163996 | integral de velocidad (real) $v = 0,9999685 | 0,69246585478648 | 0,69317497271834 | v | -0,00070911793186 | 0,692820323027551 | 0 | 0.9994883691639959711 | 0,999488369163996 | v | 0,692465854786480 | 0,693174972718340 | v | -0,00070911793186 | 0 |
c | 0.7745966692414834043 | (velocidad luz c) | c | 0,774596669241483 | 0,999997680086264 | integral de velocidad luz c $c = 0,9999975 | 0,77459487224403 | 0,774598466243105 | c | -3,59399907501334E-06 | 0,774596669241483 | 0 | 0.9999976800862648840 | 0,999997680086265 | c | 0,774594872244031 | 0,774598466243104 | c | -3,5939990727929E-06 | 0 |
m * c | (masa con integral de luz c ->m*c) | m * c | 0,880112757686823 | 0,999996159999103 | multiplicacion | 0,880109378053044 | 0,88011613733358 | m * c | -6,75928053583963E-06 | 0,880112757686823 | 0 | #¡VALOR! | 0,999996159999104 | m * c | 0,880109378053045 | 0,880116137333579 | m * c | -6,75928053439634E-06 | 0 | |
m | 1.136220684435249817 | (masa m) | m | 1,13622068443525 | 0,999998479909312 | integral de masa $m = 0.9997584 | 1,13621895727677 | 1,13622241159636 | m | -3,45431958992393E-06 | 1,136220684435250 | 0 | 0.9999984799093121213 | 0,999998479909312 | m | 1,136218957276770 | 1,136222411596360 | m | -3,45431958903575E-06 | 0 |
e | 1.893707048591739772 | (energia e) | e | 1,89370704859174 | 0,999998479909312 | integral de energia $e = 0,9997584 = $m | 1,89370416998529 | 1,89370992720257 | e | -5,75721728024448E-06 | 1,893707048591740 | 0 | 0.9999984799093121213 | 0,999998479909312 | e | 1,893704169985290 | 1,893709927202570 | e | -5,75721727602563E-06 | 0 |
Pimm | 710/226 | (Pi ++ ->710/226) | Pimm | 3,14159292035398 | 1,06725268368853 | Integral de Pi ++ (710/226) $ PI ++ | 3,35287347530467 | 2,94362616123515 | Pimm | 0,40924731406952 | 3,141592920353980 | 0 | 1.06725268368853 | 1,067252683688530 | Pimm | 3,352873475304670 | 2,943626161235150 | Pimm | 0,409247314069522 | 0 |
eo | 4.000021758688922624 | (energia de la orbita eo) | eo | 4,00002175868892 | 1,00495111061731 | Integral de energia de la orbita real $eo= 4,0000204 | 4,01982630888785 | 3,9803147799218 | eo | 0,03951152896605 | 4,000021758688920 | 0 | 1.00495111061731 | 1,004951110617310 | eo | 4,019826308887840 | 3,980314779921810 | eo | 0,039511528966022 | 0 |
Z | 4.472135954999579610 | (epsilon &) | Z | 4,47213595499958 | 0,999996880263856 | integral epsilon $& = 0,99999482 | 4,4721220031154 | 4,47214990692729 | Z | -2,79038118895514E-05 | 4,472135954999580 | 0 | 0.9999968802638570242 | 0,999996880263857 | Z | 4,472122003115400 | 4,472149906927280 | Z | -2,79038118762287E-05 | 0 |
gb | 4.538722287164087099 | (gravedad de betta g betta) | gb | 4,53872228716409 | 0,998752147654993 | Integral de gravedad de betta $ g betta = 4,5387228 (real) | 4,53305863191472 | 4,54439301864904 | gb | -0,01133438673432 | 4,538722287164090 | 0 | 0.998752147654993 | 0,998752147654993 | gb | 4,533058631914720 | 4,544393018649040 | gb | -0,011334386734327 | 0 |
ele | 4.7532673757589 | (energia de la luz en el exterior) | ele | 4,7532673757589 | 1 | 1 | 4,7532673757589 | 4,7532673757589 | ele | 0 | 4,753267375758900 | 0 | 1 | 1,000000000000000 | ele | 4,753267375758900 | 4,753267375758900 | ele | 0 | 0 |
pi | 4.753267375758936986 | (numero de pi pi) | pi | 4,75326737575894 | 0,997503386639023 | Integral de numero de pi $ pi = 4,7532652 (real) | 4,74140030492032 | 4,76516414823868 | pi | -0,023763843318361 | 4,753267375758940 | 0 | 0.997503386639023 | 0,997503386639023 | pi | 4,741400304920320 | 4,765164148238680 | pi | -0,023763843318356 | 0 |
cm | 5.246732624241063014 | (velocidad luz c mas c+) | cm | 5,24673262424106 | 0,997018037040436 | Integral de velocidad luz c mas $ c+ (real) | 5,23108706189684 | 5,26242498061073 | cm | -0,03133791871389 | 5,246732624241060 | 0 | 0.999995263604032 | 0,999995263604032 | cm | 5,246707773637810 | 5,246757474962010 | cm | -4,97013241949063E-05 | 0,002977226563596 |
gpo | 7.48280060174085 | (gravedad positiva + g++) | gpo | 7,48280060174085 | 0,996089253415145 | integral de gravedad positiva $g++ = 0,9956055 | 7,45353726484244 | 7,51217882944291 | gpo | -0,05864156460047 | 7,482800601740850 | 0 | 0.9960892534151468691 | 0,996089253415147 | gpo | 7,453537264842460 | 7,512178829442900 | gpo | -0,058641564600441 | 0 |
PIU | 9.26490532397694 | (PI universal) | PIU | 9,26490532397694 | 0,99495371149005 | integral de PI UNIVERSAL (real ) $ PI UNIVERSAL (real ) | 9,21815193869478 | 9,31189583694477 | PIU | -0,09374389824999 | 9,264905323976940 | 0 | 0.9969323109291178264 | 0,996932310929118 | PIU | 9,236483475171820 | 9,293414630470010 | PIU | -0,056931155298187 | 0,001978599439068 |
cpo | 10 | (velocidad luz positiva c++) | cpo | 10 | 0,999993760537445 | integral de luz C++ | 9,99993760537445 | 10,0000623950149 | cpo | -0,00012478964045 | 10,000000000000000 | 0 | 0.9999937605374469296 | 0,999993760537447 | cpo | 9,999937605374470 | 10,000062395014800 | cpo | -0,00012478964037 | 0 |
maxZUm | 15.030521240996 | (maximo epsilon & del universo de materia) | maxZUm | 15,030521240996 | 1 | 1 | 15,030521240996 | 15,030521240996 | maxZUm | 0 | 15,030521240996000 | 0 | 1 | 1,000000000000000 | maxZUm | 15,030521240996000 | 15,030521240996000 | maxZUm | 0 | 0 |
CR | 20.60659 | (20,606600 CR codo real.) | CR | 20,60659 | 0,99801401535648 | integral de codo real $cr(real) = 0,9996799 | 20,5656656287047 | 20,6475958082007 | CR | -0,081930179495998 | 20,606590000000000 | 0 | 0.99801401535648 | 0,998014015356480 | CR | 20,565665628704700 | 20,647595808200700 | CR | -0,081930179496006 | 0 |
mb | 40.60012666168256601 | (masa de betta m betta) | mb | 40,6001266616826 | 1,0017340200526 | Integral de masa de betta $ m betta = 40,600216 (real) | 40,670528095452 | 40,5298470940927 | mb | 0,140681001359297 | 40,600126661682600 | 0 | 1.003726103048305118 | 1,003726103048310 | mb | 40,751406917398500 | 40,449407999234300 | mb | 0,301998918164152 | 0,00199208299571 |
epb | 41.20000000000000995 | (energia en un punto de betta e p betta) | epb | 41,2 | 1,0005995173082 | Integral de energia en un punto de betta $ e p betta = 41,200008 (real) | 41,2247001130978 | 41,1753146861751 | epb | 0,049385426922704 | 41,200000000000000 | 0 | 1.002589344192420295 | 1,002589344192420 | epb | 41,306680980727700 | 41,093594539633100 | epb | 0,213086441094575 | 0,00198982688422 |
inf | 43.92862492816196607 | (infinito @) | inf | 43,9286249281622 | 0,990926911738881 | Integral de infinito (real) | 43,5300566369994 | 44,3308425755398 | inf | -0,8007859385404 | 43,928624928162000 | -1,98951966012828E-13 | 0.990926911738881 | 0,990926911738881 | inf | 43,530056636999200 | 44,330842575539600 | inf | -0,800785938540443 | 0 |
gfel | 48.68189230392090394 | (gravedad del foton en espacio libre gf = b) | gfel | 48,681892303921 | 0,990531654769335 | Integral de b (real) y gravedad del foton en espacio libre (real) $gf = b = 48,682318 | 48,2209553411054 | 49,1472352948251 | gfel | -0,9262799537197 | 48,681892303920900 | 0 | 0.990531654769335 | 0,990531654769335 | gfel | 48,220955341105300 | 49,147235294825000 | gfel | -0,9262799537197 | 0 |
b | 48.68189230392090394 | (b-> b) | b | 48,6818923039211 | 0,990531654769335 | Integral de b (real) y gravedad del foton en espacio libre (real) $gf = b = 48,682318 | 48,2209553411055 | 49,1472352948252 | b | -0,9262799537197 | 48,681892303920900 | -2,06057393370429E-13 | 0.9954651998266322854 | 0,995465199826632 | b | 48,461129650261200 | 48,903660632636100 | b | -0,442530982374905 | 0,004933545057297 |
ecuoue | 87.85724985632393214 | (energia del color o de la ultima orbita del ultimo electron = infinito por dos) | ecuoue | 87,8572498563242 | 0,999191236068929 | Integral energia del color o de la ultima orbita del ultimo electron = infinito por dos = 87,858106 = integral de enegia elevado a 840 | 87,7861940815573 | 87,9283631449539 | ecuoue | -0,142169063396608 | 87,857249856323900 | 0 | 0.999191236068929 | 0,999191236068929 | ecuoue | 87,786194081557000 | 87,928363144953600 | ecuoue | -0,142169063396622 | 0 |
eln | 92.6105172320833 | (energia de la luz en el nucleo) | eln | 92,6105172320833 | 0,998393767128367 | Integral de energia de la luz en el nucleo = 92,611371 | 92,4617631750462 | 92,7595106071771 | eln | -0,297747432130905 | 92,610517232083300 | 0 | 0.998393767128367 | 0,998393767128367 | eln | 92,461763175046200 | 92,759510607177100 | eln | -0,297747432130947 | 0 |
Zepiz | 196.4547829949239599 | (zetta de pi z pi) | Zepiz | 196,454782994925 | 1 | 1 | 196,454782994925 | 196,454782994925 | Zepiz | 0 | 196,454782994924000 | -1,02318153949454E-12 | 1 | 1,000000000000000 | Zepiz | 196,454782994924000 | 196,454782994924000 | Zepiz | 0 | 0 |
g | 202.465308305541 | (gravedad g) | g | 202,465308305541 | 0,999998124816346 | integral de gravedad $g = 0,99999961 | 202,464928645904 | 202,46568796589 | g | -0,000759319986003 | 202,465308305541000 | 0 | 0.9999969598209352828 | 0,999996959820935 | g | 202,464692774749000 | 202,465923838204000 | g | -0,001231063454696 | -1,16499541102932E-06 |
gm | 206.9374442605405591 | (gravedad + g+) | gm | 206,937444260541 | 0,995636993505572 | integral de gravedad + $ g+ = 0,9954609 | 206,034574847292 | 207,844270161083 | gm | -1,809695313791 | 206,937444260541000 | 0 | 0.9954699147663182979 | 0,995469914766318 | gm | 206,000000000000000 | 207,879154548954000 | gm | -1,87915454895307 | -0,000167078739254 |
zet | 217.7120409297820061 | (zeta z) | zet | 217,712040929783 | 0,983461167262804 | Integral de zeta z = 217,71395 | 214,111337899972 | 221,373296859016 | zet | -7,26195895904399 | 217,712040929782000 | -9,9475983006414E-13 | 0.983461167262804 | 0,983461167262804 | zet | 214,111337899971000 | 221,373296859015000 | zet | -7,26195895904411 | 0 |
zeb | 227.2185756812999102 | (zeta de betta z++) | zeb | 227,2185756813 | 0,978066008420947 | Integral de zeta de betta $z++ = 227,22049 | 222,234765355702 | 232,314152342475 | zeb | -10,079386986773 | 227,218575681300000 | 0 | 0.9780660084209479299 | 0,978066008420948 | zeb | 222,234765355702000 | 232,314152342474000 | zeb | -10,0793869867722 | 0 |
p | 230.0452711773156125 | (peso p) | p | 230,045271177316 | 0,993868951045024 | Integral de peso peso real p = 230,04716 | 228,634852357867 | 231,464390687958 | p | -2,829538330091 | 230,045271177316000 | 0 | 0.993868951045024 | 0,993868951045024 | p | 228,634852357867000 | 231,464390687958000 | p | -2,82953833009037 | 0 |
X | 286.10213 | (286,10213 numero X) | X | 286,10213 | 0,995826773212702 | integral de numero x 286,10213 $x(real) = 0,9995981 | 284,908160927181 | 287,301102657631 | X | -2,39294173045005 | 286,102130000000000 | 0 | 0.995826773212702 | 0,995826773212702 | X | 284,908160927181000 | 287,301102657631000 | X | -2,39294173045005 | 0 |
A | 365.256354166667 | (Año rotacion tierra) | A | 365,256354166667 | 1,00700700552192 | Integral Año rotacion tierra (real) | 367,815707457229 | 362,714809493663 | A | 5,10089796356601 | 365,256354166667000 | 0 | 1.00700700552192 | 1,007007005521920 | A | 367,815707457229000 | 362,714809493663000 | A | 5,10089796356647 | 0 |
du | 4300.250726369686163 | (definicion del universo) | du | 4300,25072636972 | 1 | 1 | 4300,25072636972 | 4300,25072636972 | du | 0 | 4300,250726369690000 | -3,00133251585066E-11 | 1 | 1,000000000000000 | du | 4300,250726369690000 | 4300,250726369690000 | du | 0 | 0 |
ep | 41012.80106725776568 | (energia en un punto ep) | ep | 41012,8010672581 | 1 | 1 | 41012,8010672581 | 41012,8010672581 | ep | 0 | 41012,801067257800000 | -2,9831426218152E-10 | 1 | 1,000000000000000 | ep | 41012,801067257800000 | 41012,801067257800000 | ep | 0 | 0 |
ZU | 51698.18349218076764 | (epsilon del universo) | ZU | 51698,1834921812 | 1 | 1 | 51698,1834921812 | 51698,1834921812 | ZU | 0 | 51698,183492180800000 | -4,00177668780088E-10 | 1 | 1,000000000000000 | ZU | 51698,183492180800000 | 51698,183492180800000 | ZU | 0 | 0 |
ev | 465583.4234392602812 | (energia de la vida ev) | ev | 465583,423439266 | 1 | 1 | 465583,423439266 | 465583,423439266 | ev | 0 | 465583,423439260000000 | -5,99538907408714E-09 | 1 | 1,000000000000000 | ev | 465583,423439260000000 | 465583,423439260000000 | ev | 0 | 0 |
ne | 2.71828182845904523536028747135266249775724709369995 | (numero de Euler) | ne | 2,71828182845904 | 0,98787533516669 | integral numero de Euler | 2,6853235723665 | 2,75164459693729 | ne | -0,066321024570796 | 2,718281828459040 | 0 | 0.987875335166690349 | 0,987875335166690 | ne | 2,685323572366500 | 2,751644596937290 | ne | -0,066321024570796 | 0 |
fi | 1.618033988749894848204586834365638117720309 | (numero aureo fi) | fi | 1,6180339887499 | 0,99801401535648 | integral numero aureo fi | 1,61482059809555 | 1,62125377384801 | fi | -0,006433175752461 | 1,618033988749900 | 0 | 0.998014015356480044 | 0,998014015356480 | fi | 1,614820598095550 | 1,621253773848010 | fi | -0,006433175752461 | 0 |
VL | 299.79646 | (velocidad de la Luz) | VL | 299,79646 | 0,99854189774762 | integral Velocidad dela Luz | 299,359326106418 | 300,234232210227 | VL | -0,874906103808826 | 299,796460000000000 | 0 | 0.998541897747620033 | 0,998541897747620 | VL | 299,359326106418000 | 300,234232210227000 | VL | -0,874906103808826 | 0 |
CS | 0.52360 | (Codo Sagrado) | CS | 0,5236 | 0,982844007583763 | integral Codo Sagrado | 0,514617122370858 | 0,532739677873425 | CS | -0,018122555502567 | 0,523600000000000 | 0 | 0.982844007583763335 | 0,982844007583763 | CS | 0,514617122370858 | 0,532739677873425 | CS | -0,018122555502567 | 0 |