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The Distance to Distance relationship between the Earth’s Equatorial

Circumferential Distance and the distance Piece Dial Circumferential Distance

i.e.   between  EECD  and  DPDCD.

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Example 5 :One Length i.e. a journey of one complete earth’s equatorial revolution of  Saroj    See Figure 19 on Page  35.

Equatorial Revolution starts at 0000 Chkm i.e. we call it Station ‘a’. Saroj Bala is asleep at this Station. She wakes up when the Equator has taken her forward by 14400 Chkm (4B) to Station ‘b’.

While she travels along with the Earth’s Equatorial Revolution attending to her household chores and her baby etc., she is carried forward 7200 Chkm and reaches Station ‘c’ at 21600 Chkm. At 21600 Chkm  (6B) she boards the Train at Rewari for Delhi.

This means that the new Revolution starting from 0000 Chkm at Station ‘a’, when Saroj was asleep till her boarding on the Train at Station ‘c’, i.e. Station ‘a’ to Station ‘c’, the Earth’s circumference has rotated 21600 Chkm (0 to 6B). On completion of her journey she reaches her work place at 36000 Chkm (10 B) at station‘d’. Here, she has been transported 14400 Chkm since boarding the Train.

Saroj leaves office at 61200 Chkm (17 B), reaches Station ‘e’, after having travelled on the Equator 25200 Chkm from Station‘d’. Saroj arrives home at 76800 Chkm (21B .20 R) Station ‘f’, after having been transported 15600 Chkm by the Equatorial Revolution from Station ‘e’ to Station ‘f’. Saroj has her dinner at 77400 Chkm (21B.30R). This is station ‘g’. She goes to sleep at 79200 Chkm (22 B). This is station ‘h’.

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One Length i.e Journey of one complete Earth’s Equatorial Revolution of Saroj

            Chkm              Km

             Chkm                     Km
1.            3600   — 1669.7916 13.           46800 — 21707.29
2.            7200   — 3339.5832 14.           50400 — 23377.082
3.            10800 — 5009.3748 15.           54000 — 25046.874
4.            14400 — 6679.1664 16.           57600 — 26716.665
5.            18000 — 8348.958 17.           61200 — 28386.457
6.            21600 — 10018.749 18.           64800 — 30056.248
7.            25200 — 11688.541 19.           68400 — 31726.04
8.            28800 — 13358.332 20.           72000 — 33395.832
9.            32400 — 15028.124 21.           75600 — 35065.623
10.        36000 — 16697.916 22.           79200 —36735.415
11.        39600 — 18367.707 23.           82800 — 38405.206
12.        43200 — 20037.499 24.           86400 — 40074.998
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Example 4: Sohinder & Fateh Nabha’s Journey to Hardwar

See Figure 18 page 33

            Stations                                                        Normal Km

1)      Delhi to Ghaziabad                                        19 Km

2)      Ghaziabad to Meerut                                     46 Km

3)      Meerut to Muzaffarnagar                               51 Km

4)      Muzaffarnagar to HARDWAR                       78 Km   

                                                      Total Distance   194 Km

The distances being travelled from Delhi to Hardwar are taken in standard Km – The events are taken in Chkm in keeping with the Distance Piece- See Fig.18, Page. 33

  1. They wake up at 5 Basics & 30 Ranges
  2. After having bed tea and getting ready they leave Delhi at 7 Basics
  3. Arrive in Meerut at 8 Basics and 30 Ranges; here they stop for a short break of 30 Ranges.
  4. Then at 9 Basics they leave for Muzaffarnagar,
  5. They reach Muzaffarnagar at 10 Basics and have Breakfast.
  6. They then leave for Hardwar at 10 Basics and 45 Ranges
  7. Reach Hardwar at 13 Basics and 49 Ranges
  8. They then had their Lunch, which lasts till 14 Basics and 37 Ranges.

                                    Stations                                         Chkm   

                                          a                                              19800

                                          b                                              25200

                                          c                                              30600

                                          d                                              32400

                                          e                                              36000

                                          f                                               38700

                                          g                                              49740

                                          h                                              52620

Total Number of Chotu Kilometers which S. & F. Nabhas Have been carried forward by the Earth’s Equatorial Revolution from Station at a = 19800 Chkm to Station at h = 52620 Chkm including stops, that is, 52620 – 19800 = 32820 Chkm.  i.e. 9 B & 7 R or 32820 x 0.463831 » 15223 normal Km. corresponds to the distance of 194 normal kms. travelled by road from Delhi to Hardwar.

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SOHINDER & FATEH NABHA’S   JOURNEY TO HARDWAR

     Chkm              Km             Chkm          Km
1.            3600   — 1669.7916 13.           46800 — 21707.29
2.            7200   — 3339.5832 14.           50400 — 23377.082
3.            10800 — 5009.3748 15.           54000 — 25046.874
4.            14400 — 6679.1664 16.           57600 — 26716.665
5.            18000 — 8348.958 17.           61200 — 28386.457
6.            21600 — 10018.749 18.           64800 — 30056.248
7.            25200 — 11688.541 19.           68400 — 31726.04
8.            28800 — 13358.332 20.           72000 — 33395.832
9.            32400 — 15028.124 21.           75600 — 35065.623
10.        36000 — 16697.916 22.           79200 —36735.415
11.        39600 — 18367.707 23.           82800 — 38405.206
12.        43200 — 20037.499 24.           86400 — 40074.998
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The school closes at 15 Basics (B), then Sunita returns home on foot and reaches home at 15 Basics and 5 Ranges (R). Thereafter, she puts away her books, washes up and has her evening tea. After this, she goes to play with her friends till about 18 Basics (B).  Then Sunita takes her books and sits down to do her homework till 19 Basics. From 19 Basics to 20 Basics she sits and watches television, after which she sits down for dinner, which lasts till about 20 Basics and 45 Ranges. After dinner she is free to do whatever she likes, but she also has to prepare her books and clothes for the next school Length (L)(Day). Then finally she goes to bed at 21 Basics and 30 Ranges and sleeps till she wakes up at 7 Basics after the start of the new rotation (Length L) of earth around its axis. Thereafter she has her breakfast and prepares herself to reach school at 9 Basics.

Note: 8 Basic (B), Range (R), Portions (P) of Sunita’s activities which are all given as distance measured from the completion of one revolution of the earth (One Length L) or the beginning of the new rotation (Length L) of the earth on its own axis, which is at a position with reference (relative) to the Sun.

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Remark:-

There is no such thing as time and our lifespan depends upon the distance we travel due to the rotation of the Earth in front of the Sun and also the number of Orbits the Earth makes around the Sun; these revolutions in their given directions make us older. It may therefore be possible to make a Flying Machine which would fly in the opposite direction and faster than the Earth’s rotation on its own axis and the Earth’s Orbit around the sun; and this travel in the opposite direction should theoretically make a Passenger travelling on this flying machine younger. Whereas another passenger travelling faster in the same direction of the Earth’s rotation on its axis and the same direction of the Earth’s Orbit would become older, much faster.

GROW UP , RIPEN,  AGEING,  SCHRIVELING  UP

The whole world is like  a rotisserie  on which chickens are roasted in front of Gas, except that  here it is  a slow roasting process in front of the  Sun. The  rotisserie is the earth’s globe on which we are riding and rotating in front of the  Sun. Plants grow up, Fruits & vegetables ripen. Also animals & humans grow up (in other words we also ripen), become aged and  schrivel up  due to  our  repeated exposures to the Sun, as  we travel in front of it on the globe.

EXAMPLE 2

Returning from a Function this evening I asked my wife in how much Km would we reach Home. She estimated the DISTANCE as about 7-8 Km. Sure enough we reached home in 6 Km maintaining the correct course (right route – keeping correct Directions). I also asked her in how much time would we reach home – she estimated 10-12 minutes. We, however, reached home in 8 minutes as there was not much traffic at that time on that Route.

It is interesting to observe that whatever the Traffic conditions the DISTANCE of the Destination on this Route is always 6 Km and is constant (fixed), whereas the Time would vary due to several factors at different commuting times of the Day – traffic conditions – road conditions – driving speed – traffic lights etc.

It is clear that the DISTANCE of the Destination is fixed in Km and direction – whereas the arrival time at the Destination is not fixed and would vary due to many reasons.

EXAMPLE 3 : A Length (L) (Day) in Sunita’s Life

Sunita is little girl of 15 Orbits (O) see Page 6 Fig.1 & Page 13. She studies in Hari Vatika Public School, Rewari. I, Saroj, am her English teacher. I teach her English. Our School starts at 9 Basics (B) (see Page 32 Fig 17). I don’t tolerate children being late for school. If they are later than five Ranges (R), then I make them standup on the bench with there hands above their head for about 1½ or 2 Ranges (R) as punishment for being late. The length of my lecture is 45 Ranges(R). Sunita has to attend 5 periods of 45 Ranges (R) each. At 11 Basics and 15 Ranges (R) there is a lunch break for the children of the school which lasts upto 20 Ranges (R) i.e. 11 Basics (B) and 15 Ranges to 11 Basics and 35 Ranges.

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These 28-29-30-31 complete revolutions of the Earth’s Equator around its Axis taking it as EECD x 1 Km would give us the DISTANCES causing the Calendar Months which are due to the simultaneous waxing and waning of the Moon at regular intervals while revolving once around the earth, which can be expressed by EECD x 28 Km, EECD x 29 Km, EECD x 30 Km and EECD x 31 Km.

The Earth’s complete ORBITAL DISTANCE around the Sun, EOD – S x 1 = 960 million Km would cause the four seasons spring, summer, autumn and winter and the 12 months of one year and the DISTANCE traveled by a person on the Earth’s Equator can be expressed by EECD x 365.25 + EOD – S x 1 Km. See Fig. 1 Page 6

The opposite of it would be: In case the Earth stops revolving around itself in front of the Sun then its equatorial Circumferential distance (EECD = 40,075 Km) does not move in front of the Sun as such the Sun would be falling only on one side and the other side would be in dark forever. Thereby there would be no repeated sunrises, as a result no 24 hours, 12 hours, 60 minutes or 60 seconds. In short there would be no time only DISTANCE.[See Page 8,Fig. 3]

EXAMPLE 1

Taking Birth as a starting point of DISTANCE traveled = 0 Km till Death, the last point, can be given as a DISTANCE traveled in Km, instead of time in years, months, days etc.

In one Rotation of the Earth about its Axis a baby born on the Equator would travel EECD x 1 Km to which the Orbital DISTANCE in Km of the Earth traveling around the Sun for one revolution of the Earth is to be added i.e. the baby’s age would be –

(EECD   x   1 Km) + [(EOD – S    x   1 Km) ¸ 365.25] which represents the baby’s age in KM DISTANCE instead of a DAY in hours. Similarly the baby’s age would be (EECD   x   30 Km) + [(EOD – S    x   1 Km) ¸ 12]   (Assuming 30 revolutions of the Earth about its Axis as one waxing and waning of the Moon on an average) would be the baby’s age in Km DISTANCE instead of a month in days.

Finally a baby traveling 365.25 Revolutions of the Earth round its Axis would be EECD x 365.25 Km. Simultaneously the Earth has also completed one Orbit around the Sun. Hence the DISTANCE the baby travels is EOD – S    x   1 Km  which would be added to the above, so that the baby’s age would be (EECD x 365.25)+ (EOD – S    x   1) x 1 Km which would cause the baby’s age to be 1 year and for an old man like me, at the age of 61 years, my age would be given as [(EECD x 365.25)+ (EOD – S    x   1)] x 61 Km = (40,075 x 365.25 Rev. + 960 million) x 61 Km = (14,637,393.75 + 960,000,000) x 61 Km = (974637393.75) x 61 Km, approximately equal to (9.75 hundred million ) x 61 Km, that is approximately One Billion x 61 Km, which means I have traveled in my 61 Orbits around the Sun for about 61 Billion Km, which represents my age in billions of Km instead of years. As such Time does not exist and age is given by DISTANCE in Km.

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1) Movement of the Basic Indicator needle ‘B’

When needle B moves through 1mm, the Earth’s Equator moves 40075 km ¸ 100 = 400.75 km When ‘B’ moves 5 mm the Earth’s Equator moves 5x 400.75 =2003.75 km = 1Basic and when B moves 100mm the Earth’s Equator moves through 100 x 400.75 = 40075 Km = 1Length  (L)

2) Movement of the Range indicator needle ‘R’

When ‘B’ moves 5 mm, ‘R’ moves 100mm. The Earth’s Equator Moves 2003.75  km When R moves 1mm Earth’s Equator moves  2003.75 ¸ 100  = 20.0375 km.

3) Movement of the Portion Indicator needle ‘ P’

When ‘R’ moves 1mm ‘P’ moves 100mm. The Earth’s Equator moves 20.0375 km. When ‘P’ moves 1mm, the Earth’s Equator moves 20.0375 ¸ 100 = 0.200375 km. Converting from Km to Meters, we have 0.200375 x 1000 = 200.375 meters or 1 Acim and   40075 km  ¸ 0.200375 = 200,000 Acikm

Note: 7 The advantage of a Distance Piece having 100 Portions and 100 Ranges is that it is according to the metric System. Further 20 Basics, which represent 1L half night and half day,  each being 10 of the metric System. This dial of about 32 mm would not be too big or small to be tied on the wrist of a lady or a gentle man’s arm.

How Distance caused Time

1(a)      Earth’s Equatorial Circumferential DISTANCE i.e.   EECD = 40,075 Km

When this DISTANCE in Km travels or we can say that the EECD revolves in front of the Sun. One complete revolution would cause one Sunrise to another Sunrise. This would cause 24 Hours* on Earth.

That is EECD  = 40,075 Km DISTANCE causes 24 hours, and it can be expressed as –

EECD x 1 Km = 40,075 DISTANCE in Km causes 24 hours* (one day and one night i.e. part light & part Darkness) see Figure 1.

(EECD x 1 Km)  ¸  2  = 20037.5 DISTANCE in Km cause half a day or 12 hours* (either a day or night assuming that the days and nights are of equal lengths).

[(EECD x 1 Km) ¸  (2)]  ¸ 12 = 1669.791667 DISTANCE in Km causes 1 hour.*

[(EECD x 1 Km) ¸  (2 x 12)] ¸ 60 = 27.82986 DISTANCE in Km causes 1 Minute * and finally [(EECD x 1 Km) ¸  (2 x 12 x 60)]  ¸ 60 = 0.463831 DISTANCE in Km causes one second.* So we see that DISTANCE cause days – half days * – hours* – minutes* and seconds*

* See the footnote on Page 11.

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3) Nicku Kilometers

Remark:  It is clearly pointed out that distance moved by the E ECD   (L) is Directly represented  by the movement of the Needles on the Dial face of the Distance Piece without the interference( intrusion) of  the non existing imaginary  thing called time; as it does not exist thus can not be eliminated, converted  or substituted.

Figure: 13

Note:-6           c) Constructing a distance piece having 14 Basics.

1)      Take a Dial (DF) of 280 mm circumference (approximately 89.1 mm Diameter)

2)      Divide the circumference into 14 equal parts being 280/14 = 20 mm from each other. These are the 14 Basics.

3)      Further dividing the Basics into 5 equally spaced small divisions. As such the total number of small divisions on the dial are 5 x 14 = 70. As such we now have 1 x 70 x 70 x 14 x 2 = 1,37,200 divisions. Now dividing 40075 km by 137200 = 0.2920918 which is the size of the new NICKU km and we now have a new scale for transferring distance from EECD [(L) Earth’s equatorial circumference Distance] to the dial of the distance piece. This shows that we do not have to use a Dial face (DF) with 12 Basics as being used presently for time pieces.  The reason for using the Dial face (DF) with 12 Basics was that it will be easier for people to use such distance pieces.  This would help in the transition of the people’s thinking from the misnomer and confusion of time and Timepieces to the reality of Distance and Distance pieces.