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User:Greg L/Delimitnum sandbox

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All: Please feel free to edit and supplement this page as you see fit to facilitate your efforts with the {{delmitnum}} template, the in-progress pair (Template:Delimitnum/real and Template:Delimitnum/group), or the {{delmitnum}} magic word. Greg L (my talk) 23:46, 17 March 2008 (UTC)

Delimitnum sandbox

[edit]

This section can be used as a proof-checking sandbox for a {{delimitnum}} template/parser function. Various expressions and progressions of the template’s use are shown below, including special paragraphs to examine for unclosed span tags.


Hand Coded:
In the following section, wherever numeric equalities are shown in ‘concise form’ — such as 1.85487(14) × 1043 Hz, —the two digits between the parentheses denotes the uncertainty at standard deviation (68% confidence level) in the two least significant digits of the significand.
Template using {{delimitnum|1.85487|14|43|Hz}}, (comma outside):
In the following section, wherever numeric equalities are shown in ‘concise form’ — such as 1.85487(14) × 1043 Hz, —the two digits between the parentheses denotes the uncertainty at standard deviation (68% confidence level) in the two least significant digits of the significand.

Many times, paragraphs will be indented at their start if the preceding paragraph contains an unclosed span tag. Unclosed spans and weird stuff left over from templates might even make separate paragraphs glue together and other odd behavior. So if I use a bunch of template-generated numbers like this: 6.02214179(30) × 1023 and these: 1,579,800.298728 and 1.356392733 × 1050 Hz and 0.45359237 kg and 6.022461 and 6.0224613 and 1.85487(14) × 1043 Hz and finally, this one: 6.022461342, does the following paragraph line up?

Maybe this paragraph (which also begins with an nice, upright M) lines up with the above one. This paragraph was not set off from the previous one using either <br><br> or <p>. Here’s some greeked text to fill out the paragraph: Lorem ipsum dolor sit amet, maecenas eligendi tincidunt aenean, sit et hac hendrerit massa, morbi maecenas nec vel auctor. Aliquam sit, tincidunt justo arcu neque eu mi fames.

Maybe a short paragraph containing this: 6.02214179(30) × 1023

Maybe a short paragraph containing this: 1,579,800.29

Maybe a short paragraph containing this: 1.356392733 × 1050 Hz

Maybe a short paragraph containing this: 0.45359237 kg

Maybe a short paragraph containing this: 1.85487(14) × 1043 Hz

Maybe a short paragraph containing no value. Do they all left-justify?

As of this writing, everything lines up perfectly. Greg L (my talk) 23:34, 7 March 2008 (UTC)


Copied below, is some additional example text verbatim from Kilogram. This is to double check whether an unclosed span tag </span> is propogating forward and causing later paragraphs to have indented beginnings:

Template using {{delimitnum}}:

Similarly, the avoirdupois pound, used in both the Imperial system and U.S. customary units, is a unit of mass and its related unit of force is the pound-force. The avoirdupois pound is defined as exactly 0.45359237 kg, making one kilogram approximately equal to 2.205 avoirdupois pounds.

This new definition of the kilogram proposes to fix the Avogadro constant at precisely 6.02214179 × 1023 and the kilogram would be defined as “the mass equal to that of 83⅓ × 6.02214179 × 1023 atoms of carbon-12.”

Techniques to enrich the silicon until it is nearly pure silicon-28, which has an atomic mass of 27.9769271(7) g/mole. With this approach, the Avogadro constant would not only be fixed, but so too would the atomic mass of silicon-28. As such, the definition of the kilogram would be decoupled from carbon-12 and the kilogram would instead be defined as 1000/27.976927 × 6.02214179 × 1023 atoms of silicon-28 (≅35.7437397 fixed moles of silicon-28 atoms).

A variation on a carbon-12-based definition proposes to define the Avogadro constant as being precisely 84,446,8863 (≅6.02214098 × 1023) atoms.

Ultimately, the watt balance would define the kilogram in terms of the Planck constant, which is a measure that relates the energy of photons to their frequency. The Planck constant would be fixed, where h = 6.62606896 × 10–34 J·s (from the 2006 CODATA value of 6.62606896(33) × 10–34 J·s) and the kilogram would be defined as “the mass of a body at rest whose equivalent energy equals the energy of photons whose frequencies sum to 1.356392733 × 1050 Hz.”


Hand Coded:

Similarly, the avoirdupois pound, used in both the Imperial system and U.S. customary units, is a unit of mass and its related unit of force is the pound-force. The avoirdupois pound is defined as exactly 0.45359237 kg, making one kilogram approximately equal to 2.205 avoirdupois pounds.

This new definition of the kilogram proposes to fix the Avogadro constant at precisely 6.02214179 × 1023 and the kilogram would be defined as “the mass equal to that of 83⅓ × 6.02214179 × 1023 atoms of carbon-12.”

Techniques to enrich the silicon until it is nearly pure silicon-28, which has an atomic mass of 27.9769271(7) g/mol. With this approach, the Avogadro constant would not only be fixed, but so too would the atomic mass of silicon-28. As such, the definition of the kilogram would be decoupled from carbon-12 and the kilogram would instead be defined as 1000/27.9769271 × 6.02214179 × 1023 atoms of silicon-28 (≅35.7437397 fixed moles of silicon-28 atoms).

A variation on a carbon-12-based definition proposes to define the Avogadro constant as being precisely 84,446,8863 (≅6.02214098 × 1023) atoms.

Ultimately, the watt balance would define the kilogram in terms of the Planck constant, which is a measure that relates the energy of photons to their frequency. The Planck constant would be fixed, where h = 6.62606896 × 10–34 J·s (from the 2006 CODATA value of 6.62606896(33) × 10–34 J·s) and the kilogram would be defined as “the mass of a body at rest whose equivalent energy equals the energy of photons whose frequencies sum to 1.356392733 × 1050 Hz.”


Progressions of features and digits:
[edit]

{{delimitnum|6.02214179|30|23|kg}}6.02214179(30) × 1023 kg, Hand coded → 6.02214179(30) × 1023 kg
{{delimitnum|1579800.298728}}1,579,800.298728, Hand coded → 1,579,800.298728
{{delimitnum|1.356392733||50|Hz}}1.356392733 × 1050 Hz, Hand coded → 1.356392733 × 1050 Hz
{{delimitnum|0.45359237|||kg}}0.45359237 kg, Hand coded → 0.45359237 kg
{{delimitnum|6.022461}}6.022461, Hand coded → 6.022461
{{delimitnum|6.0224613}}6.0224613, Hand coded → 6.0224613
{{delimitnum|6.02246134}}6.02246134, Hand coded → 6.02246134
{{delimitnum|6.022461342}}6.022461342, Hand coded → 6.022461342
{{delimitnum|1.1200|25}}1.12(25), Hand coded → 1.1200(25)


Experiment with narrow spans alongside × sign

With <span style="margin-left:0.3em">×<span style="margin-left:0.15em">

6.022141791(30)×1023 kg
6.022141791×1023 kg
6.022141792×1023 kg
6.022141793×1023 kg
6.022141794×1023 kg
6.022141795×1023 kg
6.022141796×1023 kg
6.022141797×1023 kg
6.022141798×1023 kg
6.022141799×1023 kg

Conventional way: 6.022 141 791 × 10<sup>23</sup> kg → 6.022 141 791 × 1023 kg


{{delimitnum|1}}1
{{delimitnum|12}}12
{{delimitnum|123}}123
{{delimitnum|1234}}1,234
{{delimitnum|12345}}12,345
{{delimitnum|123456}}123,456
{{delimitnum|1234567}}1,234,567
{{delimitnum|12345678}}12,345,678
{{delimitnum|1234567891}}1,234,567,891
{{delimitnum|12345678901}}12,345,678,901
{{delimitnum|123456789012}}123,456,789,012
{{delimitnum|1234567890123}}1,234,567,890,123
{{delimitnum|12345678901234}}12,345,678,901,234
{{delimitnum|123456789012345}}123,456,789,012,340
{{delimitnum|1234567890123456}}1,234,567,890,123,500
{{delimitnum|1.1}}1.1
{{delimitnum|1.12}}1.12
{{delimitnum|1.123}}1.123
{{delimitnum|1.1234}}1.1234
{{delimitnum|1.12345}}1.12345
{{delimitnum|1.123456}}1.123456
{{delimitnum|1.1234567}}1.1234567
{{delimitnum|1.12345678}}1.12345678
{{delimitnum|1.123456789}}1.123456789
{{delimitnum|1.1234567891}}1.1234567891
{{delimitnum|1.12345678901}}1.12345678901
{{delimitnum|1.123456789012}}1.123456789012
{{delimitnum|1.1234567890123}}1.1234567890123
{{delimitnum|1.12345678901234}}1.123456789012339
{{delimitnum|1.123456789012345}}1.123456789012345
{{delimitnum|12.34}}12.34
{{delimitnum|123.456}}123.456
{{delimitnum|1234.5678}}1,234.5678
{{delimitnum|12345.67891}}12,345.67891
{{delimitnum|123456.789012}}123,456.789012
{{delimitnum|1234567.8901234}}1,234,567.8901234
{{delimitnum|12345678.90123456}}12,345,678.90123456
{{delimitnum|123456789.012345678}}123,456,789.012345664

{{delimitnum|1234567890.1234567891}}1,234,567,890.123456


{{delimitnum|10000000}}10,000,000, Hand coded → 10,000,000
{{delimitnum|1111111}}1,111,111, Hand coded → 1,111,111
{{delimitnum|2222222}}2,222,222, Hand coded → 2,222,222
{{delimitnum|3333333}}3,333,333, Hand coded → 3,333,333
{{delimitnum|4444444}}4,444,444, Hand coded → 4,444,444
{{delimitnum|5555555}}5,555,555, Hand coded → 5,555,555
{{delimitnum|6666666}}6,666,666, Hand coded → 6,666,666
{{delimitnum|7777777}}7,777,777, Hand coded → 7,777,777
{{delimitnum|8888888}}8,888,888, Hand coded → 8,888,888
{{delimitnum|9999999}}9,999,999, Hand coded → 9,999,999

{{delimitnum|120.120340560780}}120.12034056078, Hand coded → 120.120340560780
{{delimitnum|1.110110}}1.11011, Hand coded → 1.110110
{{delimitnum|1.111111}}1.111111, Hand coded → 1.111111
{{delimitnum|2.222222}}2.222222, Hand coded → 2.222222
{{delimitnum|3.333333}}3.333333, Hand coded → 3.333333
{{delimitnum|4.444444}}4.444444, Hand coded → 4.444444
{{delimitnum|5.555555}}5.555555, Hand coded → 5.555555
{{delimitnum|6.666666}}6.666666, Hand coded → 6.666666
{{delimitnum|7.777777}}7.777777, Hand coded → 7.777777
{{delimitnum|8.888888}}8.888888, Hand coded → 8.888888
{{delimitnum|9.999999}}9.999999, Hand coded → 9.999999
{{delimitnum|9.999999||||}}9.999999, Hand coded → 9.999999


{{delimitnum|1.01}}1.1 (I note that no one would use this template to delimit a number that doesn’t need delimiting)
{{delimitnum|1.00001}}1.00001
{{delimitnum|1.10001}}1.10001
{{delimitnum|1.11001}}1.11001
{{delimitnum|1.11201}}1.11201
{{delimitnum|1.11231}}1.11231
{{delimitnum|1.11232}}1.11232
{{delimitnum|0.29872801}}0.29872801
{{delimitnum|0.29872821}}0.29872821

{{delimitnum|0.29872800}}0.298728
{{delimitnum|0.29872801}}0.29872801
{{delimitnum|0.29872802}}0.29872802
{{delimitnum|0.29872803}}0.29872803
{{delimitnum|0.29872804}}0.29872804
{{delimitnum|0.29872805}}0.29872805
{{delimitnum|0.29872806}}0.29872806
{{delimitnum|0.29872807}}0.29872807
{{delimitnum|0.29872808}}0.29872808
{{delimitnum|0.29872809}}0.29872809
{{delimitnum|0.2987281}}0.2987281
{{delimitnum|0.29872811}}0.29872811
{{delimitnum|0.29872812}}0.29872812
{{delimitnum|0.29872813}}0.29872813
{{delimitnum|0.29872814}}0.29872814
{{delimitnum|0.29872815}}0.29872815
{{delimitnum|0.29872816}}0.29872816
{{delimitnum|0.29872817}}0.29872817
{{delimitnum|0.29872818}}0.29872818
{{delimitnum|0.29872819}}0.29872819
{{delimitnum|0.2987282}}0.2987282
{{delimitnum|0.29872821}}0.29872821
{{delimitnum|0.29872822}}0.29872822
{{delimitnum|0.29872823}}0.29872823
{{delimitnum|0.29872824}}0.29872824
{{delimitnum|0.29872825}}0.29872825
{{delimitnum|0.29872826}}0.29872826
{{delimitnum|0.29872827}}0.29872827
{{delimitnum|0.29872828}}0.29872828
{{delimitnum|0.29872829}}0.29872829
{{delimitnum|0.2987283}}0.2987283
{{delimitnum|0.29872831}}0.29872831
{{delimitnum|0.29872832}}0.29872832
{{delimitnum|0.29872833}}0.29872833
{{delimitnum|0.29872834}}0.29872834
{{delimitnum|0.29872835}}0.29872835
{{delimitnum|0.29872836}}0.29872836
{{delimitnum|0.29872837}}0.29872837
{{delimitnum|0.29872838}}0.29872838
{{delimitnum|0.29872839}}0.29872839
{{delimitnum|0.2987284}}0.2987284
{{delimitnum|0.29872841}}0.29872841
{{delimitnum|0.29872842}}0.29872842
{{delimitnum|0.29872843}}0.29872843
{{delimitnum|0.29872844}}0.29872844
{{delimitnum|0.29872845}}0.29872845
{{delimitnum|0.29872846}}0.29872846
{{delimitnum|0.29872847}}0.29872847
{{delimitnum|0.29872848}}0.29872848
{{delimitnum|0.29872849}}0.29872849
{{delimitnum|0.2987285}}0.2987285
{{delimitnum|0.29872851}}0.29872851
{{delimitnum|0.29872852}}0.29872852
{{delimitnum|0.29872853}}0.29872853
{{delimitnum|0.29872854}}0.29872854
{{delimitnum|0.29872855}}0.29872855
{{delimitnum|0.29872856}}0.29872856
{{delimitnum|0.29872857}}0.29872857
{{delimitnum|0.29872858}}0.29872858
{{delimitnum|0.29872859}}0.29872859
{{delimitnum|0.2987286}}0.2987286
{{delimitnum|0.29872861}}0.29872861
{{delimitnum|0.29872862}}0.29872862
{{delimitnum|0.29872863}}0.29872863
{{delimitnum|0.29872864}}0.29872864
{{delimitnum|0.29872865}}0.29872865
{{delimitnum|0.29872866}}0.29872866
{{delimitnum|0.29872867}}0.29872867
{{delimitnum|0.29872868}}0.29872868
{{delimitnum|0.29872869}}0.29872869
{{delimitnum|0.2987287}}0.2987287
{{delimitnum|0.29872871}}0.29872871
{{delimitnum|0.29872872}}0.29872872
{{delimitnum|0.29872873}}0.29872873
{{delimitnum|0.29872874}}0.29872874
{{delimitnum|0.29872875}}0.29872875
{{delimitnum|0.29872876}}0.29872876
{{delimitnum|0.29872877}}0.29872877
{{delimitnum|0.29872878}}0.29872878
{{delimitnum|0.29872879}}0.29872879
{{delimitnum|0.2987288}}0.2987288
{{delimitnum|0.29872881}}0.29872881
{{delimitnum|0.29872882}}0.29872882
{{delimitnum|0.29872883}}0.29872883
{{delimitnum|0.29872884}}0.29872884
{{delimitnum|0.29872885}}0.29872885
{{delimitnum|0.29872886}}0.29872886
{{delimitnum|0.29872887}}0.29872887
{{delimitnum|0.29872888}}0.29872888
{{delimitnum|0.29872889}}0.29872889
{{delimitnum|0.2987289}}0.2987289
{{delimitnum|0.29872891}}0.29872891
{{delimitnum|0.29872892}}0.29872892
{{delimitnum|0.29872893}}0.29872893
{{delimitnum|0.29872894}}0.29872894
{{delimitnum|0.29872895}}0.29872895
{{delimitnum|0.29872896}}0.29872896
{{delimitnum|0.29872897}}0.29872897
{{delimitnum|0.29872898}}0.29872898
{{delimitnum|0.29872899}}0.29872899


{{delimitnum|0.298728000}}0.298728
{{delimitnum|0.298728001}}0.298728001
{{delimitnum|0.298728002}}0.298728002
{{delimitnum|0.298728003}}0.298728003
{{delimitnum|0.298728004}}0.298728004
{{delimitnum|0.298728005}}0.298728005
{{delimitnum|0.298728006}}0.298728006
{{delimitnum|0.298728007}}0.298728007
{{delimitnum|0.298728008}}0.298728008
{{delimitnum|0.298728009}}0.298728009
{{delimitnum|0.29872801}}0.29872801
{{delimitnum|0.298728011}}0.298728011
{{delimitnum|0.298728012}}0.298728012
{{delimitnum|0.298728013}}0.298728013
{{delimitnum|0.298728014}}0.298728014
{{delimitnum|0.298728015}}0.298728015
{{delimitnum|0.298728016}}0.298728016
{{delimitnum|0.298728017}}0.298728017
{{delimitnum|0.298728018}}0.298728018
{{delimitnum|0.298728019}}0.298728019
{{delimitnum|0.29872802}}0.29872802
{{delimitnum|0.298728021}}0.298728021
{{delimitnum|0.298728022}}0.298728022
{{delimitnum|0.298728023}}0.298728023
{{delimitnum|0.298728024}}0.298728024
{{delimitnum|0.298728025}}0.298728025
{{delimitnum|0.298728026}}0.298728026
{{delimitnum|0.298728027}}0.298728027
{{delimitnum|0.298728028}}0.298728028
{{delimitnum|0.298728029}}0.298728029
{{delimitnum|0.29872803}}0.29872803
{{delimitnum|0.298728031}}0.298728031
{{delimitnum|0.298728032}}0.298728032
{{delimitnum|0.298728033}}0.298728033
{{delimitnum|0.298728034}}0.298728034
{{delimitnum|0.298728035}}0.298728035
{{delimitnum|0.298728036}}0.298728036
{{delimitnum|0.298728037}}0.298728037
{{delimitnum|0.298728038}}0.298728038
{{delimitnum|0.298728039}}0.298728039
{{delimitnum|0.29872804}}0.29872804
{{delimitnum|0.298728041}}0.298728041
{{delimitnum|0.298728042}}0.298728042
{{delimitnum|0.298728043}}0.298728043
{{delimitnum|0.298728044}}0.298728044
{{delimitnum|0.298728045}}0.298728045
{{delimitnum|0.298728046}}0.298728046
{{delimitnum|0.298728047}}0.298728047
{{delimitnum|0.298728048}}0.298728048
{{delimitnum|0.298728049}}0.298728049
{{delimitnum|0.29872805}}0.29872805
{{delimitnum|0.298728051}}0.298728051
{{delimitnum|0.298728052}}0.298728052
{{delimitnum|0.298728053}}0.298728053
{{delimitnum|0.298728054}}0.298728054
{{delimitnum|0.298728055}}0.298728055
{{delimitnum|0.298728056}}0.298728056
{{delimitnum|0.298728057}}0.298728057
{{delimitnum|0.298728058}}0.298728058
{{delimitnum|0.298728059}}0.298728059
{{delimitnum|0.29872806}}0.29872806
{{delimitnum|0.298728061}}0.298728061
{{delimitnum|0.298728062}}0.298728062
{{delimitnum|0.298728063}}0.298728063
{{delimitnum|0.298728064}}0.298728064
{{delimitnum|0.298728065}}0.298728065
{{delimitnum|0.298728066}}0.298728066
{{delimitnum|0.298728067}}0.298728067
{{delimitnum|0.298728068}}0.298728068
{{delimitnum|0.298728069}}0.298728069
{{delimitnum|0.29872807}}0.29872807
{{delimitnum|0.298728071}}0.298728071
{{delimitnum|0.298728072}}0.298728072
{{delimitnum|0.298728073}}0.298728073
{{delimitnum|0.298728074}}0.298728074
{{delimitnum|0.298728075}}0.298728075
{{delimitnum|0.298728076}}0.298728076
{{delimitnum|0.298728077}}0.298728077
{{delimitnum|0.298728078}}0.298728078
{{delimitnum|0.298728079}}0.298728079
{{delimitnum|0.29872808}}0.29872808
{{delimitnum|0.298728081}}0.298728081
{{delimitnum|0.298728082}}0.298728082
{{delimitnum|0.298728083}}0.298728083
{{delimitnum|0.298728084}}0.298728084
{{delimitnum|0.298728085}}0.298728085
{{delimitnum|0.298728086}}0.298728086
{{delimitnum|0.298728087}}0.298728087
{{delimitnum|0.298728088}}0.298728088
{{delimitnum|0.298728089}}0.298728089
{{delimitnum|0.29872809}}0.29872809
{{delimitnum|0.298728091}}0.298728091
{{delimitnum|0.298728092}}0.298728092
{{delimitnum|0.298728093}}0.298728093
{{delimitnum|0.298728094}}0.298728094
{{delimitnum|0.298728095}}0.298728095
{{delimitnum|0.298728096}}0.298728096
{{delimitnum|0.298728097}}0.298728097
{{delimitnum|0.298728098}}0.298728098
{{delimitnum|0.298728099}}0.298728099


3960-count progression
[edit]
TWO-DIGIT GROUPS FOLLOWING ALL TEN POSSIBLE DIGITS (10 × 100)
[edit]

{{delimitnum|0.55001}}0.55001
{{delimitnum|0.55002}}0.55002
{{delimitnum|0.55003}}0.55003
{{delimitnum|0.55004}}0.55004
{{delimitnum|0.55005}}0.55005
{{delimitnum|0.55006}}0.55006
{{delimitnum|0.55007}}0.55007
{{delimitnum|0.55008}}0.55008
{{delimitnum|0.55009}}0.55009
{{delimitnum|0.5501}}0.5501
{{delimitnum|0.55011}}0.55011
{{delimitnum|0.55012}}0.55012
{{delimitnum|0.55013}}0.55013
{{delimitnum|0.55014}}0.55014
{{delimitnum|0.55015}}0.55015
{{delimitnum|0.55016}}0.55016
{{delimitnum|0.55017}}0.55017
{{delimitnum|0.55018}}0.55018
{{delimitnum|0.55019}}0.55019
{{delimitnum|0.5502}}0.5502
{{delimitnum|0.55021}}0.55021
{{delimitnum|0.55022}}0.55022
{{delimitnum|0.55023}}0.55023
{{delimitnum|0.55024}}0.55024
{{delimitnum|0.55025}}0.55025
{{delimitnum|0.55026}}0.55026
{{delimitnum|0.55027}}0.55027
{{delimitnum|0.55028}}0.55028
{{delimitnum|0.55029}}0.55029
{{delimitnum|0.5503}}0.5503
{{delimitnum|0.55031}}0.55031
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{{delimitnum|0.55546}}0.55546
{{delimitnum|0.55547}}0.55547
{{delimitnum|0.55548}}0.55548
{{delimitnum|0.55549}}0.55549
{{delimitnum|0.5555}}0.5555
{{delimitnum|0.55551}}0.55551
{{delimitnum|0.55552}}0.55552
{{delimitnum|0.55553}}0.55553
{{delimitnum|0.55554}}0.55554
{{delimitnum|0.55555}}0.55555
{{delimitnum|0.55556}}0.55556
{{delimitnum|0.55557}}0.55557
{{delimitnum|0.55558}}0.55558
{{delimitnum|0.55559}}0.55559
{{delimitnum|0.5556}}0.5556
{{delimitnum|0.55561}}0.55561
{{delimitnum|0.55562}}0.55562
{{delimitnum|0.55563}}0.55563
{{delimitnum|0.55564}}0.55564
{{delimitnum|0.55565}}0.55565
{{delimitnum|0.55566}}0.55566
{{delimitnum|0.55567}}0.55567
{{delimitnum|0.55568}}0.55568
{{delimitnum|0.55569}}0.55569
{{delimitnum|0.5557}}0.5557
{{delimitnum|0.55571}}0.55571
{{delimitnum|0.55572}}0.55572
{{delimitnum|0.55573}}0.55573
{{delimitnum|0.55574}}0.55574
{{delimitnum|0.55575}}0.55575
{{delimitnum|0.55576}}0.55576
{{delimitnum|0.55577}}0.55577
{{delimitnum|0.55578}}0.55578
{{delimitnum|0.55579}}0.55579
{{delimitnum|0.5558}}0.5558
{{delimitnum|0.55581}}0.55581
{{delimitnum|0.55582}}0.55582
{{delimitnum|0.55583}}0.55583
{{delimitnum|0.55584}}0.55584
{{delimitnum|0.55585}}0.55585
{{delimitnum|0.55586}}0.55586
{{delimitnum|0.55587}}0.55587
{{delimitnum|0.55588}}0.55588
{{delimitnum|0.55589}}0.55589
{{delimitnum|0.5559}}0.5559
{{delimitnum|0.55591}}0.55591
{{delimitnum|0.55592}}0.55592
{{delimitnum|0.55593}}0.55593
{{delimitnum|0.55594}}0.55594
{{delimitnum|0.55595}}0.55595
{{delimitnum|0.55596}}0.55596
{{delimitnum|0.55597}}0.55597
{{delimitnum|0.55598}}0.55598
{{delimitnum|0.55599}}0.55599


{{delimitnum|0.55601}}0.55601
{{delimitnum|0.55602}}0.55602
{{delimitnum|0.55603}}0.55603
{{delimitnum|0.55604}}0.55604
{{delimitnum|0.55605}}0.55605
{{delimitnum|0.55606}}0.55606
{{delimitnum|0.55607}}0.55607
{{delimitnum|0.55608}}0.55608
{{delimitnum|0.55609}}0.55609
{{delimitnum|0.5561}}0.5561
{{delimitnum|0.55611}}0.55611
{{delimitnum|0.55612}}0.55612
{{delimitnum|0.55613}}0.55613
{{delimitnum|0.55614}}0.55614
{{delimitnum|0.55615}}0.55615
{{delimitnum|0.55616}}0.55616
{{delimitnum|0.55617}}0.55617
{{delimitnum|0.55618}}0.55618
{{delimitnum|0.55619}}0.55619
{{delimitnum|0.5562}}0.5562
{{delimitnum|0.55621}}0.55621
{{delimitnum|0.55622}}0.55622
{{delimitnum|0.55623}}0.55623
{{delimitnum|0.55624}}0.55624
{{delimitnum|0.55625}}0.55625
{{delimitnum|0.55626}}0.55626
{{delimitnum|0.55627}}0.55627
{{delimitnum|0.55628}}0.55628
{{delimitnum|0.55629}}0.55629
{{delimitnum|0.5563}}0.5563
{{delimitnum|0.55631}}0.55631
{{delimitnum|0.55632}}0.55632
{{delimitnum|0.55633}}0.55633
{{delimitnum|0.55634}}0.55634
{{delimitnum|0.55635}}0.55635
{{delimitnum|0.55636}}0.55636
{{delimitnum|0.55637}}0.55637
{{delimitnum|0.55638}}0.55638
{{delimitnum|0.55639}}0.55639
{{delimitnum|0.5564}}0.5564
{{delimitnum|0.55641}}0.55641
{{delimitnum|0.55642}}0.55642
{{delimitnum|0.55643}}0.55643
{{delimitnum|0.55644}}0.55644
{{delimitnum|0.55645}}0.55645
{{delimitnum|0.55646}}0.55646
{{delimitnum|0.55647}}0.55647
{{delimitnum|0.55648}}0.55648
{{delimitnum|0.55649}}0.55649
{{delimitnum|0.5565}}0.5565
{{delimitnum|0.55651}}0.55651
{{delimitnum|0.55652}}0.55652
{{delimitnum|0.55653}}0.55653
{{delimitnum|0.55654}}0.55654
{{delimitnum|0.55655}}0.55655
{{delimitnum|0.55656}}0.55656
{{delimitnum|0.55657}}0.55657
{{delimitnum|0.55658}}0.55658
{{delimitnum|0.55659}}0.55659
{{delimitnum|0.5566}}0.5566
{{delimitnum|0.55661}}0.55661
{{delimitnum|0.55662}}0.55662
{{delimitnum|0.55663}}0.55663
{{delimitnum|0.55664}}0.55664
{{delimitnum|0.55665}}0.55665
{{delimitnum|0.55666}}0.55666
{{delimitnum|0.55667}}0.55667
{{delimitnum|0.55668}}0.55668
{{delimitnum|0.55669}}0.55669
{{delimitnum|0.5567}}0.5567
{{delimitnum|0.55671}}0.55671
{{delimitnum|0.55672}}0.55672
{{delimitnum|0.55673}}0.55673
{{delimitnum|0.55674}}0.55674
{{delimitnum|0.55675}}0.55675
{{delimitnum|0.55676}}0.55676
{{delimitnum|0.55677}}0.55677
{{delimitnum|0.55678}}0.55678
{{delimitnum|0.55679}}0.55679
{{delimitnum|0.5568}}0.5568
{{delimitnum|0.55681}}0.55681
{{delimitnum|0.55682}}0.55682
{{delimitnum|0.55683}}0.55683
{{delimitnum|0.55684}}0.55684
{{delimitnum|0.55685}}0.55685
{{delimitnum|0.55686}}0.55686
{{delimitnum|0.55687}}0.55687
{{delimitnum|0.55688}}0.55688
{{delimitnum|0.55689}}0.55689
{{delimitnum|0.5569}}0.5569
{{delimitnum|0.55691}}0.55691
{{delimitnum|0.55692}}0.55692
{{delimitnum|0.55693}}0.55693
{{delimitnum|0.55694}}0.55694
{{delimitnum|0.55695}}0.55695
{{delimitnum|0.55696}}0.55696
{{delimitnum|0.55697}}0.55697
{{delimitnum|0.55698}}0.55698
{{delimitnum|0.55699}}0.55699


{{delimitnum|0.55701}}0.55701
{{delimitnum|0.55702}}0.55702
{{delimitnum|0.55703}}0.55703
{{delimitnum|0.55704}}0.55704
{{delimitnum|0.55705}}0.55705
{{delimitnum|0.55706}}0.55706
{{delimitnum|0.55707}}0.55707
{{delimitnum|0.55708}}0.55708
{{delimitnum|0.55709}}0.55709
{{delimitnum|0.5571}}0.5571
{{delimitnum|0.55711}}0.55711
{{delimitnum|0.55712}}0.55712
{{delimitnum|0.55713}}0.55713
{{delimitnum|0.55714}}0.55714
{{delimitnum|0.55715}}0.55715
{{delimitnum|0.55716}}0.55716
{{delimitnum|0.55717}}0.55717
{{delimitnum|0.55718}}0.55718
{{delimitnum|0.55719}}0.55719
{{delimitnum|0.5572}}0.5572
{{delimitnum|0.55721}}0.55721
{{delimitnum|0.55722}}0.55722
{{delimitnum|0.55723}}0.55723
{{delimitnum|0.55724}}0.55724
{{delimitnum|0.55725}}0.55725
{{delimitnum|0.55726}}0.55726
{{delimitnum|0.55727}}0.55727
{{delimitnum|0.55728}}0.55728
{{delimitnum|0.55729}}0.55729
{{delimitnum|0.5573}}0.5573
{{delimitnum|0.55731}}0.55731
{{delimitnum|0.55732}}0.55732
{{delimitnum|0.55733}}0.55733
{{delimitnum|0.55734}}0.55734
{{delimitnum|0.55735}}0.55735
{{delimitnum|0.55736}}0.55736
{{delimitnum|0.55737}}0.55737
{{delimitnum|0.55738}}0.55738
{{delimitnum|0.55739}}0.55739
{{delimitnum|0.5574}}0.5574
{{delimitnum|0.55741}}0.55741
{{delimitnum|0.55742}}0.55742
{{delimitnum|0.55743}}0.55743
{{delimitnum|0.55744}}0.55744
{{delimitnum|0.55745}}0.55745
{{delimitnum|0.55746}}0.55746
{{delimitnum|0.55747}}0.55747
{{delimitnum|0.55748}}0.55748
{{delimitnum|0.55749}}0.55749
{{delimitnum|0.5575}}0.5575
{{delimitnum|0.55751}}0.55751
{{delimitnum|0.55752}}0.55752
{{delimitnum|0.55753}}0.55753
{{delimitnum|0.55754}}0.55754
{{delimitnum|0.55755}}0.55755
{{delimitnum|0.55756}}0.55756
{{delimitnum|0.55757}}0.55757
{{delimitnum|0.55758}}0.55758
{{delimitnum|0.55759}}0.55759
{{delimitnum|0.5576}}0.5576
{{delimitnum|0.55761}}0.55761
{{delimitnum|0.55762}}0.55762
{{delimitnum|0.55763}}0.55763
{{delimitnum|0.55764}}0.55764
{{delimitnum|0.55765}}0.55765
{{delimitnum|0.55766}}0.55766
{{delimitnum|0.55767}}0.55767
{{delimitnum|0.55768}}0.55768
{{delimitnum|0.55769}}0.55769
{{delimitnum|0.5577}}0.5577
{{delimitnum|0.55771}}0.55771
{{delimitnum|0.55772}}0.55772
{{delimitnum|0.55773}}0.55773
{{delimitnum|0.55774}}0.55774
{{delimitnum|0.55775}}0.55775
{{delimitnum|0.55776}}0.55776
{{delimitnum|0.55777}}0.55777
{{delimitnum|0.55778}}0.55778
{{delimitnum|0.55779}}0.55779
{{delimitnum|0.5578}}0.5578
{{delimitnum|0.55781}}0.55781
{{delimitnum|0.55782}}0.55782
{{delimitnum|0.55783}}0.55783
{{delimitnum|0.55784}}0.55784
{{delimitnum|0.55785}}0.55785
{{delimitnum|0.55786}}0.55786
{{delimitnum|0.55787}}0.55787
{{delimitnum|0.55788}}0.55788
{{delimitnum|0.55789}}0.55789
{{delimitnum|0.5579}}0.5579
{{delimitnum|0.55791}}0.55791
{{delimitnum|0.55792}}0.55792
{{delimitnum|0.55793}}0.55793
{{delimitnum|0.55794}}0.55794
{{delimitnum|0.55795}}0.55795
{{delimitnum|0.55796}}0.55796
{{delimitnum|0.55797}}0.55797
{{delimitnum|0.55798}}0.55798
{{delimitnum|0.55799}}0.55799


{{delimitnum|0.55801}}0.55801
{{delimitnum|0.55802}}0.55802
{{delimitnum|0.55803}}0.55803
{{delimitnum|0.55804}}0.55804
{{delimitnum|0.55805}}0.55805
{{delimitnum|0.55806}}0.55806
{{delimitnum|0.55807}}0.55807
{{delimitnum|0.55808}}0.55808
{{delimitnum|0.55809}}0.55809
{{delimitnum|0.5581}}0.5581
{{delimitnum|0.55811}}0.55811
{{delimitnum|0.55812}}0.55812
{{delimitnum|0.55813}}0.55813
{{delimitnum|0.55814}}0.55814
{{delimitnum|0.55815}}0.55815
{{delimitnum|0.55816}}0.55816
{{delimitnum|0.55817}}0.55817
{{delimitnum|0.55818}}0.55818
{{delimitnum|0.55819}}0.55819
{{delimitnum|0.5582}}0.5582
{{delimitnum|0.55821}}0.55821
{{delimitnum|0.55822}}0.55822
{{delimitnum|0.55823}}0.55823
{{delimitnum|0.55824}}0.55824
{{delimitnum|0.55825}}0.55825
{{delimitnum|0.55826}}0.55826
{{delimitnum|0.55827}}0.55827
{{delimitnum|0.55828}}0.55828
{{delimitnum|0.55829}}0.55829
{{delimitnum|0.5583}}0.5583
{{delimitnum|0.55831}}0.55831
{{delimitnum|0.55832}}0.55832
{{delimitnum|0.55833}}0.55833
{{delimitnum|0.55834}}0.55834
{{delimitnum|0.55835}}0.55835
{{delimitnum|0.55836}}0.55836
{{delimitnum|0.55837}}0.55837
{{delimitnum|0.55838}}0.55838
{{delimitnum|0.55839}}0.55839
{{delimitnum|0.5584}}0.5584
{{delimitnum|0.55841}}0.55841
{{delimitnum|0.55842}}0.55842
{{delimitnum|0.55843}}0.55843
{{delimitnum|0.55844}}0.55844
{{delimitnum|0.55845}}0.55845
{{delimitnum|0.55846}}0.55846
{{delimitnum|0.55847}}0.55847
{{delimitnum|0.55848}}0.55848
{{delimitnum|0.55849}}0.55849
{{delimitnum|0.5585}}0.5585
{{delimitnum|0.55851}}0.55851
{{delimitnum|0.55852}}0.55852
{{delimitnum|0.55853}}0.55853
{{delimitnum|0.55854}}0.55854
{{delimitnum|0.55855}}0.55855
{{delimitnum|0.55856}}0.55856
{{delimitnum|0.55857}}0.55857
{{delimitnum|0.55858}}0.55858
{{delimitnum|0.55859}}0.55859
{{delimitnum|0.5586}}0.5586
{{delimitnum|0.55861}}0.55861
{{delimitnum|0.55862}}0.55862
{{delimitnum|0.55863}}0.55863
{{delimitnum|0.55864}}0.55864
{{delimitnum|0.55865}}0.55865
{{delimitnum|0.55866}}0.55866
{{delimitnum|0.55867}}0.55867
{{delimitnum|0.55868}}0.55868
{{delimitnum|0.55869}}0.55869
{{delimitnum|0.5587}}0.5587
{{delimitnum|0.55871}}0.55871
{{delimitnum|0.55872}}0.55872
{{delimitnum|0.55873}}0.55873
{{delimitnum|0.55874}}0.55874
{{delimitnum|0.55875}}0.55875
{{delimitnum|0.55876}}0.55876
{{delimitnum|0.55877}}0.55877
{{delimitnum|0.55878}}0.55878
{{delimitnum|0.55879}}0.55879
{{delimitnum|0.5588}}0.5588
{{delimitnum|0.55881}}0.55881
{{delimitnum|0.55882}}0.55882
{{delimitnum|0.55883}}0.55883
{{delimitnum|0.55884}}0.55884
{{delimitnum|0.55885}}0.55885
{{delimitnum|0.55886}}0.55886
{{delimitnum|0.55887}}0.55887
{{delimitnum|0.55888}}0.55888
{{delimitnum|0.55889}}0.55889
{{delimitnum|0.5589}}0.5589
{{delimitnum|0.55891}}0.55891
{{delimitnum|0.55892}}0.55892
{{delimitnum|0.55893}}0.55893
{{delimitnum|0.55894}}0.55894
{{delimitnum|0.55895}}0.55895
{{delimitnum|0.55896}}0.55896
{{delimitnum|0.55897}}0.55897
{{delimitnum|0.55898}}0.55898
{{delimitnum|0.55899}}0.55899


{{delimitnum|0.55901}}0.55901
{{delimitnum|0.55902}}0.55902
{{delimitnum|0.55903}}0.55903
{{delimitnum|0.55904}}0.55904
{{delimitnum|0.55905}}0.55905
{{delimitnum|0.55906}}0.55906
{{delimitnum|0.55907}}0.55907
{{delimitnum|0.55908}}0.55908
{{delimitnum|0.55909}}0.55909
{{delimitnum|0.5591}}0.5591
{{delimitnum|0.55911}}0.55911
{{delimitnum|0.55912}}0.55912
{{delimitnum|0.55913}}0.55913
{{delimitnum|0.55914}}0.55914
{{delimitnum|0.55915}}0.55915
{{delimitnum|0.55916}}0.55916
{{delimitnum|0.55917}}0.55917
{{delimitnum|0.55918}}0.55918
{{delimitnum|0.55919}}0.55919
{{delimitnum|0.5592}}0.5592
{{delimitnum|0.55921}}0.55921
{{delimitnum|0.55922}}0.55922
{{delimitnum|0.55923}}0.55923
{{delimitnum|0.55924}}0.55924
{{delimitnum|0.55925}}0.55925
{{delimitnum|0.55926}}0.55926
{{delimitnum|0.55927}}0.55927
{{delimitnum|0.55928}}0.55928
{{delimitnum|0.55929}}0.55929
{{delimitnum|0.5593}}0.5593
{{delimitnum|0.55931}}0.55931
{{delimitnum|0.55932}}0.55932
{{delimitnum|0.55933}}0.55933
{{delimitnum|0.55934}}0.55934
{{delimitnum|0.55935}}0.55935
{{delimitnum|0.55936}}0.55936
{{delimitnum|0.55937}}0.55937
{{delimitnum|0.55938}}0.55938
{{delimitnum|0.55939}}0.55939
{{delimitnum|0.5594}}0.5594
{{delimitnum|0.55941}}0.55941
{{delimitnum|0.55942}}0.55942
{{delimitnum|0.55943}}0.55943
{{delimitnum|0.55944}}0.55944
{{delimitnum|0.55945}}0.55945
{{delimitnum|0.55946}}0.55946
{{delimitnum|0.55947}}0.55947
{{delimitnum|0.55948}}0.55948
{{delimitnum|0.55949}}0.55949
{{delimitnum|0.5595}}0.5595
{{delimitnum|0.55951}}0.55951
{{delimitnum|0.55952}}0.55952
{{delimitnum|0.55953}}0.55953
{{delimitnum|0.55954}}0.55954
{{delimitnum|0.55955}}0.55955
{{delimitnum|0.55956}}0.55956
{{delimitnum|0.55957}}0.55957
{{delimitnum|0.55958}}0.55958
{{delimitnum|0.55959}}0.55959
{{delimitnum|0.5596}}0.5596
{{delimitnum|0.55961}}0.55961
{{delimitnum|0.55962}}0.55962
{{delimitnum|0.55963}}0.55963
{{delimitnum|0.55964}}0.55964
{{delimitnum|0.55965}}0.55965
{{delimitnum|0.55966}}0.55966
{{delimitnum|0.55967}}0.55967
{{delimitnum|0.55968}}0.55968
{{delimitnum|0.55969}}0.55969
{{delimitnum|0.5597}}0.5597
{{delimitnum|0.55971}}0.55971
{{delimitnum|0.55972}}0.55972
{{delimitnum|0.55973}}0.55973
{{delimitnum|0.55974}}0.55974
{{delimitnum|0.55975}}0.55975
{{delimitnum|0.55976}}0.55976
{{delimitnum|0.55977}}0.55977
{{delimitnum|0.55978}}0.55978
{{delimitnum|0.55979}}0.55979
{{delimitnum|0.5598}}0.5598
{{delimitnum|0.55981}}0.55981
{{delimitnum|0.55982}}0.55982
{{delimitnum|0.55983}}0.55983
{{delimitnum|0.55984}}0.55984
{{delimitnum|0.55985}}0.55985
{{delimitnum|0.55986}}0.55986
{{delimitnum|0.55987}}0.55987
{{delimitnum|0.55988}}0.55988
{{delimitnum|0.55989}}0.55989
{{delimitnum|0.5599}}0.5599
{{delimitnum|0.55991}}0.55991
{{delimitnum|0.55992}}0.55992
{{delimitnum|0.55993}}0.55993
{{delimitnum|0.55994}}0.55994
{{delimitnum|0.55995}}0.55995
{{delimitnum|0.55996}}0.55996
{{delimitnum|0.55997}}0.55997
{{delimitnum|0.55998}}0.55998
{{delimitnum|0.55999}}0.55999


THREE-DIGIT GROUPS (1 × 1000)=
[edit]

{{delimitnum|0.125001}}0.125001
{{delimitnum|0.125002}}0.125002
{{delimitnum|0.125003}}0.125003
{{delimitnum|0.125004}}0.125004
{{delimitnum|0.125005}}0.125005
{{delimitnum|0.125006}}0.125006
{{delimitnum|0.125007}}0.125007
{{delimitnum|0.125008}}0.125008
{{delimitnum|0.125009}}0.125009
{{delimitnum|0.12501}}0.12501
{{delimitnum|0.125011}}0.125011
{{delimitnum|0.125012}}0.125012
{{delimitnum|0.125013}}0.125013
{{delimitnum|0.125014}}0.125013
{{delimitnum|0.125015}}0.125014
{{delimitnum|0.125016}}0.125015
{{delimitnum|0.125017}}0.125016
{{delimitnum|0.125018}}0.125017
{{delimitnum|0.125019}}0.125018
{{delimitnum|0.12502}}0.125019
{{delimitnum|0.125021}}0.125021
{{delimitnum|0.125022}}0.125022
{{delimitnum|0.125023}}0.125023
{{delimitnum|0.125024}}0.125024
{{delimitnum|0.125025}}0.125025
{{delimitnum|0.125026}}0.125026
{{delimitnum|0.125027}}0.125027
{{delimitnum|0.125028}}0.125028
{{delimitnum|0.125029}}0.125029
{{delimitnum|0.12503}}0.12503
{{delimitnum|0.125031}}0.125031
{{delimitnum|0.125032}}0.125032
{{delimitnum|0.125033}}0.125033
{{delimitnum|0.125034}}0.125034
{{delimitnum|0.125035}}0.125035
{{delimitnum|0.125036}}0.125036
{{delimitnum|0.125037}}0.125037
{{delimitnum|0.125038}}0.125038
{{delimitnum|0.125039}}0.125039
{{delimitnum|0.12504}}0.12504
{{delimitnum|0.125041}}0.125041
{{delimitnum|0.125042}}0.125041
{{delimitnum|0.125043}}0.125042
{{delimitnum|0.125044}}0.125043
{{delimitnum|0.125045}}0.125044
{{delimitnum|0.125046}}0.125045
{{delimitnum|0.125047}}0.125046
{{delimitnum|0.125048}}0.125047
{{delimitnum|0.125049}}0.125049
{{delimitnum|0.12505}}0.12505
{{delimitnum|0.125051}}0.125051
{{delimitnum|0.125052}}0.125052
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{{delimitnum|0.12555}}0.12555
{{delimitnum|0.125551}}0.125551
{{delimitnum|0.125552}}0.125552
{{delimitnum|0.125553}}0.125553
{{delimitnum|0.125554}}0.125554
{{delimitnum|0.125555}}0.125555
{{delimitnum|0.125556}}0.125556
{{delimitnum|0.125557}}0.125557
{{delimitnum|0.125558}}0.125558
{{delimitnum|0.125559}}0.125559
{{delimitnum|0.12556}}0.12556
{{delimitnum|0.125561}}0.125561
{{delimitnum|0.125562}}0.125562
{{delimitnum|0.125563}}0.125563
{{delimitnum|0.125564}}0.125564
{{delimitnum|0.125565}}0.125565
{{delimitnum|0.125566}}0.125566
{{delimitnum|0.125567}}0.125567
{{delimitnum|0.125568}}0.125568
{{delimitnum|0.125569}}0.125568
{{delimitnum|0.12557}}0.125569
{{delimitnum|0.125571}}0.12557
{{delimitnum|0.125572}}0.125571
{{delimitnum|0.125573}}0.125572
{{delimitnum|0.125574}}0.125573
{{delimitnum|0.125575}}0.125574
{{delimitnum|0.125576}}0.125576
{{delimitnum|0.125577}}0.125577
{{delimitnum|0.125578}}0.125578
{{delimitnum|0.125579}}0.125579
{{delimitnum|0.12558}}0.12558
{{delimitnum|0.125581}}0.125581
{{delimitnum|0.125582}}0.125582
{{delimitnum|0.125583}}0.125583
{{delimitnum|0.125584}}0.125584
{{delimitnum|0.125585}}0.125585
{{delimitnum|0.125586}}0.125586
{{delimitnum|0.125587}}0.125587
{{delimitnum|0.125588}}0.125588
{{delimitnum|0.125589}}0.125589
{{delimitnum|0.12559}}0.12559
{{delimitnum|0.125591}}0.125591
{{delimitnum|0.125592}}0.125592
{{delimitnum|0.125593}}0.125593
{{delimitnum|0.125594}}0.125594
{{delimitnum|0.125595}}0.125595
{{delimitnum|0.125596}}0.125596
{{delimitnum|0.125597}}0.125596
{{delimitnum|0.125598}}0.125597
{{delimitnum|0.125599}}0.125598


{{delimitnum|0.125601}}0.1256
{{delimitnum|0.125602}}0.125601
{{delimitnum|0.125603}}0.125602
{{delimitnum|0.125604}}0.125604
{{delimitnum|0.125605}}0.125605
{{delimitnum|0.125606}}0.125606
{{delimitnum|0.125607}}0.125607
{{delimitnum|0.125608}}0.125608
{{delimitnum|0.125609}}0.125609
{{delimitnum|0.12561}}0.12561
{{delimitnum|0.125611}}0.125611
{{delimitnum|0.125612}}0.125612
{{delimitnum|0.125613}}0.125613
{{delimitnum|0.125614}}0.125614
{{delimitnum|0.125615}}0.125615
{{delimitnum|0.125616}}0.125616
{{delimitnum|0.125617}}0.125617
{{delimitnum|0.125618}}0.125618
{{delimitnum|0.125619}}0.125619
{{delimitnum|0.12562}}0.12562
{{delimitnum|0.125621}}0.125621
{{delimitnum|0.125622}}0.125622
{{delimitnum|0.125623}}0.125623
{{delimitnum|0.125624}}0.125624
{{delimitnum|0.125625}}0.125624
{{delimitnum|0.125626}}0.125625
{{delimitnum|0.125627}}0.125626
{{delimitnum|0.125628}}0.125627
{{delimitnum|0.125629}}0.125628
{{delimitnum|0.12563}}0.125629
{{delimitnum|0.125631}}0.12563
{{delimitnum|0.125632}}0.125632
{{delimitnum|0.125633}}0.125633
{{delimitnum|0.125634}}0.125634
{{delimitnum|0.125635}}0.125635
{{delimitnum|0.125636}}0.125636
{{delimitnum|0.125637}}0.125637
{{delimitnum|0.125638}}0.125638
{{delimitnum|0.125639}}0.125639
{{delimitnum|0.12564}}0.12564
{{delimitnum|0.125641}}0.125641
{{delimitnum|0.125642}}0.125642
{{delimitnum|0.125643}}0.125643
{{delimitnum|0.125644}}0.125644
{{delimitnum|0.125645}}0.125645
{{delimitnum|0.125646}}0.125646
{{delimitnum|0.125647}}0.125647
{{delimitnum|0.125648}}0.125648
{{delimitnum|0.125649}}0.125649
{{delimitnum|0.12565}}0.12565
{{delimitnum|0.125651}}0.125651
{{delimitnum|0.125652}}0.125652
{{delimitnum|0.125653}}0.125652
{{delimitnum|0.125654}}0.125653
{{delimitnum|0.125655}}0.125654
{{delimitnum|0.125656}}0.125655
{{delimitnum|0.125657}}0.125656
{{delimitnum|0.125658}}0.125657
{{delimitnum|0.125659}}0.125659
{{delimitnum|0.12566}}0.12566
{{delimitnum|0.125661}}0.125661
{{delimitnum|0.125662}}0.125662
{{delimitnum|0.125663}}0.125663
{{delimitnum|0.125664}}0.125664
{{delimitnum|0.125665}}0.125665
{{delimitnum|0.125666}}0.125666
{{delimitnum|0.125667}}0.125667
{{delimitnum|0.125668}}0.125668
{{delimitnum|0.125669}}0.125669
{{delimitnum|0.12567}}0.12567
{{delimitnum|0.125671}}0.125671
{{delimitnum|0.125672}}0.125672
{{delimitnum|0.125673}}0.125673
{{delimitnum|0.125674}}0.125674
{{delimitnum|0.125675}}0.125675
{{delimitnum|0.125676}}0.125676
{{delimitnum|0.125677}}0.125677
{{delimitnum|0.125678}}0.125678
{{delimitnum|0.125679}}0.125679
{{delimitnum|0.12568}}0.125679
{{delimitnum|0.125681}}0.12568
{{delimitnum|0.125682}}0.125681
{{delimitnum|0.125683}}0.125682
{{delimitnum|0.125684}}0.125683
{{delimitnum|0.125685}}0.125684
{{delimitnum|0.125686}}0.125685
{{delimitnum|0.125687}}0.125687
{{delimitnum|0.125688}}0.125688
{{delimitnum|0.125689}}0.125689
{{delimitnum|0.12569}}0.12569
{{delimitnum|0.125691}}0.125691
{{delimitnum|0.125692}}0.125692
{{delimitnum|0.125693}}0.125693
{{delimitnum|0.125694}}0.125694
{{delimitnum|0.125695}}0.125695
{{delimitnum|0.125696}}0.125696
{{delimitnum|0.125697}}0.125697
{{delimitnum|0.125698}}0.125698
{{delimitnum|0.125699}}0.125699


{{delimitnum|0.125701}}0.125701
{{delimitnum|0.125702}}0.125702
{{delimitnum|0.125703}}0.125703
{{delimitnum|0.125704}}0.125704
{{delimitnum|0.125705}}0.125705
{{delimitnum|0.125706}}0.125706
{{delimitnum|0.125707}}0.125707
{{delimitnum|0.125708}}0.125707
{{delimitnum|0.125709}}0.125708
{{delimitnum|0.12571}}0.125709
{{delimitnum|0.125711}}0.12571
{{delimitnum|0.125712}}0.125711
{{delimitnum|0.125713}}0.125712
{{delimitnum|0.125714}}0.125713
{{delimitnum|0.125715}}0.125715
{{delimitnum|0.125716}}0.125716
{{delimitnum|0.125717}}0.125717
{{delimitnum|0.125718}}0.125718
{{delimitnum|0.125719}}0.125719
{{delimitnum|0.12572}}0.12572
{{delimitnum|0.125721}}0.125721
{{delimitnum|0.125722}}0.125722
{{delimitnum|0.125723}}0.125723
{{delimitnum|0.125724}}0.125724
{{delimitnum|0.125725}}0.125725
{{delimitnum|0.125726}}0.125726
{{delimitnum|0.125727}}0.125727
{{delimitnum|0.125728}}0.125728
{{delimitnum|0.125729}}0.125729
{{delimitnum|0.12573}}0.12573
{{delimitnum|0.125731}}0.125731
{{delimitnum|0.125732}}0.125732
{{delimitnum|0.125733}}0.125733
{{delimitnum|0.125734}}0.125734
{{delimitnum|0.125735}}0.125735
{{delimitnum|0.125736}}0.125735
{{delimitnum|0.125737}}0.125736
{{delimitnum|0.125738}}0.125737
{{delimitnum|0.125739}}0.125738
{{delimitnum|0.12574}}0.125739
{{delimitnum|0.125741}}0.12574
{{delimitnum|0.125742}}0.125741
{{delimitnum|0.125743}}0.125743
{{delimitnum|0.125744}}0.125744
{{delimitnum|0.125745}}0.125745
{{delimitnum|0.125746}}0.125746
{{delimitnum|0.125747}}0.125747
{{delimitnum|0.125748}}0.125748
{{delimitnum|0.125749}}0.125749
{{delimitnum|0.12575}}0.12575
{{delimitnum|0.125751}}0.125751
{{delimitnum|0.125752}}0.125752
{{delimitnum|0.125753}}0.125753
{{delimitnum|0.125754}}0.125754
{{delimitnum|0.125755}}0.125755
{{delimitnum|0.125756}}0.125756
{{delimitnum|0.125757}}0.125757
{{delimitnum|0.125758}}0.125758
{{delimitnum|0.125759}}0.125759
{{delimitnum|0.12576}}0.12576
{{delimitnum|0.125761}}0.125761
{{delimitnum|0.125762}}0.125762
{{delimitnum|0.125763}}0.125763
{{delimitnum|0.125764}}0.125763
{{delimitnum|0.125765}}0.125764
{{delimitnum|0.125766}}0.125765
{{delimitnum|0.125767}}0.125766
{{delimitnum|0.125768}}0.125767
{{delimitnum|0.125769}}0.125768
{{delimitnum|0.12577}}0.12577
{{delimitnum|0.125771}}0.125771
{{delimitnum|0.125772}}0.125772
{{delimitnum|0.125773}}0.125773
{{delimitnum|0.125774}}0.125774
{{delimitnum|0.125775}}0.125775
{{delimitnum|0.125776}}0.125776
{{delimitnum|0.125777}}0.125777
{{delimitnum|0.125778}}0.125778
{{delimitnum|0.125779}}0.125779
{{delimitnum|0.12578}}0.12578
{{delimitnum|0.125781}}0.125781
{{delimitnum|0.125782}}0.125782
{{delimitnum|0.125783}}0.125783
{{delimitnum|0.125784}}0.125784
{{delimitnum|0.125785}}0.125785
{{delimitnum|0.125786}}0.125786
{{delimitnum|0.125787}}0.125787
{{delimitnum|0.125788}}0.125788
{{delimitnum|0.125789}}0.125789
{{delimitnum|0.12579}}0.12579
{{delimitnum|0.125791}}0.12579
{{delimitnum|0.125792}}0.125791
{{delimitnum|0.125793}}0.125792
{{delimitnum|0.125794}}0.125793
{{delimitnum|0.125795}}0.125794
{{delimitnum|0.125796}}0.125795
{{delimitnum|0.125797}}0.125796
{{delimitnum|0.125798}}0.125798
{{delimitnum|0.125799}}0.125799


{{delimitnum|0.125801}}0.125801
{{delimitnum|0.125802}}0.125802
{{delimitnum|0.125803}}0.125803
{{delimitnum|0.125804}}0.125804
{{delimitnum|0.125805}}0.125805
{{delimitnum|0.125806}}0.125806
{{delimitnum|0.125807}}0.125807
{{delimitnum|0.125808}}0.125808
{{delimitnum|0.125809}}0.125809
{{delimitnum|0.12581}}0.12581
{{delimitnum|0.125811}}0.125811
{{delimitnum|0.125812}}0.125812
{{delimitnum|0.125813}}0.125813
{{delimitnum|0.125814}}0.125814
{{delimitnum|0.125815}}0.125815
{{delimitnum|0.125816}}0.125816
{{delimitnum|0.125817}}0.125817
{{delimitnum|0.125818}}0.125818
{{delimitnum|0.125819}}0.125818
{{delimitnum|0.12582}}0.125819
{{delimitnum|0.125821}}0.12582
{{delimitnum|0.125822}}0.125821
{{delimitnum|0.125823}}0.125822
{{delimitnum|0.125824}}0.125823
{{delimitnum|0.125825}}0.125824
{{delimitnum|0.125826}}0.125826
{{delimitnum|0.125827}}0.125827
{{delimitnum|0.125828}}0.125828
{{delimitnum|0.125829}}0.125829
{{delimitnum|0.12583}}0.12583
{{delimitnum|0.125831}}0.125831
{{delimitnum|0.125832}}0.125832
{{delimitnum|0.125833}}0.125833
{{delimitnum|0.125834}}0.125834
{{delimitnum|0.125835}}0.125835
{{delimitnum|0.125836}}0.125836
{{delimitnum|0.125837}}0.125837
{{delimitnum|0.125838}}0.125838
{{delimitnum|0.125839}}0.125839
{{delimitnum|0.12584}}0.12584
{{delimitnum|0.125841}}0.125841
{{delimitnum|0.125842}}0.125842
{{delimitnum|0.125843}}0.125843
{{delimitnum|0.125844}}0.125844
{{delimitnum|0.125845}}0.125845
{{delimitnum|0.125846}}0.125846
{{delimitnum|0.125847}}0.125846
{{delimitnum|0.125848}}0.125847
{{delimitnum|0.125849}}0.125848
{{delimitnum|0.12585}}0.125849
{{delimitnum|0.125851}}0.12585
{{delimitnum|0.125852}}0.125851
{{delimitnum|0.125853}}0.125852
{{delimitnum|0.125854}}0.125854
{{delimitnum|0.125855}}0.125855
{{delimitnum|0.125856}}0.125856
{{delimitnum|0.125857}}0.125857
{{delimitnum|0.125858}}0.125858
{{delimitnum|0.125859}}0.125859
{{delimitnum|0.12586}}0.12586
{{delimitnum|0.125861}}0.125861
{{delimitnum|0.125862}}0.125862
{{delimitnum|0.125863}}0.125863
{{delimitnum|0.125864}}0.125864
{{delimitnum|0.125865}}0.125865
{{delimitnum|0.125866}}0.125866
{{delimitnum|0.125867}}0.125867
{{delimitnum|0.125868}}0.125868
{{delimitnum|0.125869}}0.125869
{{delimitnum|0.12587}}0.12587
{{delimitnum|0.125871}}0.125871
{{delimitnum|0.125872}}0.125872
{{delimitnum|0.125873}}0.125873
{{delimitnum|0.125874}}0.125874
{{delimitnum|0.125875}}0.125874
{{delimitnum|0.125876}}0.125875
{{delimitnum|0.125877}}0.125876
{{delimitnum|0.125878}}0.125877
{{delimitnum|0.125879}}0.125878
{{delimitnum|0.12588}}0.125879
{{delimitnum|0.125881}}0.125881
{{delimitnum|0.125882}}0.125882
{{delimitnum|0.125883}}0.125883
{{delimitnum|0.125884}}0.125884
{{delimitnum|0.125885}}0.125885
{{delimitnum|0.125886}}0.125886
{{delimitnum|0.125887}}0.125887
{{delimitnum|0.125888}}0.125888
{{delimitnum|0.125889}}0.125889
{{delimitnum|0.12589}}0.12589
{{delimitnum|0.125891}}0.125891
{{delimitnum|0.125892}}0.125892
{{delimitnum|0.125893}}0.125893
{{delimitnum|0.125894}}0.125894
{{delimitnum|0.125895}}0.125895
{{delimitnum|0.125896}}0.125896
{{delimitnum|0.125897}}0.125897
{{delimitnum|0.125898}}0.125898
{{delimitnum|0.125899}}0.125899


{{delimitnum|0.125901}}0.125901
{{delimitnum|0.125902}}0.125901
{{delimitnum|0.125903}}0.125902
{{delimitnum|0.125904}}0.125903
{{delimitnum|0.125905}}0.125904
{{delimitnum|0.125906}}0.125905
{{delimitnum|0.125907}}0.125906
{{delimitnum|0.125908}}0.125907
{{delimitnum|0.125909}}0.125909
{{delimitnum|0.12591}}0.12591
{{delimitnum|0.125911}}0.125911
{{delimitnum|0.125912}}0.125912
{{delimitnum|0.125913}}0.125913
{{delimitnum|0.125914}}0.125914
{{delimitnum|0.125915}}0.125915
{{delimitnum|0.125916}}0.125916
{{delimitnum|0.125917}}0.125917
{{delimitnum|0.125918}}0.125918
{{delimitnum|0.125919}}0.125919
{{delimitnum|0.12592}}0.12592
{{delimitnum|0.125921}}0.125921
{{delimitnum|0.125922}}0.125922
{{delimitnum|0.125923}}0.125923
{{delimitnum|0.125924}}0.125924
{{delimitnum|0.125925}}0.125925
{{delimitnum|0.125926}}0.125926
{{delimitnum|0.125927}}0.125927
{{delimitnum|0.125928}}0.125928
{{delimitnum|0.125929}}0.125929
{{delimitnum|0.12593}}0.125929
{{delimitnum|0.125931}}0.12593
{{delimitnum|0.125932}}0.125931
{{delimitnum|0.125933}}0.125932
{{delimitnum|0.125934}}0.125933
{{delimitnum|0.125935}}0.125934
{{delimitnum|0.125936}}0.125935
{{delimitnum|0.125937}}0.125937
{{delimitnum|0.125938}}0.125938
{{delimitnum|0.125939}}0.125939
{{delimitnum|0.12594}}0.12594
{{delimitnum|0.125941}}0.125941
{{delimitnum|0.125942}}0.125942
{{delimitnum|0.125943}}0.125943
{{delimitnum|0.125944}}0.125944
{{delimitnum|0.125945}}0.125945
{{delimitnum|0.125946}}0.125946
{{delimitnum|0.125947}}0.125947
{{delimitnum|0.125948}}0.125948
{{delimitnum|0.125949}}0.125949
{{delimitnum|0.12595}}0.12595
{{delimitnum|0.125951}}0.125951
{{delimitnum|0.125952}}0.125952
{{delimitnum|0.125953}}0.125953
{{delimitnum|0.125954}}0.125954
{{delimitnum|0.125955}}0.125955
{{delimitnum|0.125956}}0.125956
{{delimitnum|0.125957}}0.125957
{{delimitnum|0.125958}}0.125957
{{delimitnum|0.125959}}0.125958
{{delimitnum|0.12596}}0.125959
{{delimitnum|0.125961}}0.12596
{{delimitnum|0.125962}}0.125961
{{delimitnum|0.125963}}0.125962
{{delimitnum|0.125964}}0.125963
{{delimitnum|0.125965}}0.125965
{{delimitnum|0.125966}}0.125966
{{delimitnum|0.125967}}0.125967
{{delimitnum|0.125968}}0.125968
{{delimitnum|0.125969}}0.125969
{{delimitnum|0.12597}}0.12597
{{delimitnum|0.125971}}0.125971
{{delimitnum|0.125972}}0.125972
{{delimitnum|0.125973}}0.125973
{{delimitnum|0.125974}}0.125974
{{delimitnum|0.125975}}0.125975
{{delimitnum|0.125976}}0.125976
{{delimitnum|0.125977}}0.125977
{{delimitnum|0.125978}}0.125978
{{delimitnum|0.125979}}0.125979
{{delimitnum|0.12598}}0.12598
{{delimitnum|0.125981}}0.125981
{{delimitnum|0.125982}}0.125982
{{delimitnum|0.125983}}0.125983
{{delimitnum|0.125984}}0.125984
{{delimitnum|0.125985}}0.125985
{{delimitnum|0.125986}}0.125985
{{delimitnum|0.125987}}0.125986
{{delimitnum|0.125988}}0.125987
{{delimitnum|0.125989}}0.125988
{{delimitnum|0.12599}}0.125989
{{delimitnum|0.125991}}0.12599
{{delimitnum|0.125992}}0.125992
{{delimitnum|0.125993}}0.125993
{{delimitnum|0.125994}}0.125994
{{delimitnum|0.125995}}0.125995
{{delimitnum|0.125996}}0.125996
{{delimitnum|0.125997}}0.125997
{{delimitnum|0.125998}}0.125998
{{delimitnum|0.125999}}0.125999


FOUR-DIGIT GROUPS (1 × 1000)
[edit]

{{delimitnum|0.1235001}}0.1235001
{{delimitnum|0.1235002}}0.1235002
{{delimitnum|0.1235003}}0.1235003
{{delimitnum|0.1235004}}0.1235004
{{delimitnum|0.1235005}}0.1235005
{{delimitnum|0.1235006}}0.1235006
{{delimitnum|0.1235007}}0.1235007
{{delimitnum|0.1235008}}0.1235008
{{delimitnum|0.1235009}}0.1235009
{{delimitnum|0.123501}}0.123501
{{delimitnum|0.1235011}}0.1235011
{{delimitnum|0.1235012}}0.1235012
{{delimitnum|0.1235013}}0.1235013
{{delimitnum|0.1235014}}0.1235014
{{delimitnum|0.1235015}}0.1235015
{{delimitnum|0.1235016}}0.1235016
{{delimitnum|0.1235017}}0.1235017
{{delimitnum|0.1235018}}0.1235018
{{delimitnum|0.1235019}}0.1235019
{{delimitnum|0.123502}}0.123502
{{delimitnum|0.1235021}}0.1235021
{{delimitnum|0.1235022}}0.1235022
{{delimitnum|0.1235023}}0.1235023
{{delimitnum|0.1235024}}0.1235024
{{delimitnum|0.1235025}}0.1235025
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{{delimitnum|0.1235943}}0.1235943
{{delimitnum|0.1235944}}0.1235944
{{delimitnum|0.1235945}}0.1235945
{{delimitnum|0.1235946}}0.1235946
{{delimitnum|0.1235947}}0.1235947
{{delimitnum|0.1235948}}0.1235948
{{delimitnum|0.1235949}}0.1235949
{{delimitnum|0.123595}}0.123595
{{delimitnum|0.1235951}}0.1235951
{{delimitnum|0.1235952}}0.1235952
{{delimitnum|0.1235953}}0.1235953
{{delimitnum|0.1235954}}0.1235954
{{delimitnum|0.1235955}}0.1235955
{{delimitnum|0.1235956}}0.1235956
{{delimitnum|0.1235957}}0.1235957
{{delimitnum|0.1235958}}0.1235958
{{delimitnum|0.1235959}}0.1235959
{{delimitnum|0.123596}}0.123596
{{delimitnum|0.1235961}}0.1235961
{{delimitnum|0.1235962}}0.1235962
{{delimitnum|0.1235963}}0.1235963
{{delimitnum|0.1235964}}0.1235964
{{delimitnum|0.1235965}}0.1235965
{{delimitnum|0.1235966}}0.1235966
{{delimitnum|0.1235967}}0.1235967
{{delimitnum|0.1235968}}0.1235968
{{delimitnum|0.1235969}}0.1235969
{{delimitnum|0.123597}}0.123597
{{delimitnum|0.1235971}}0.1235971
{{delimitnum|0.1235972}}0.1235972
{{delimitnum|0.1235973}}0.1235973
{{delimitnum|0.1235974}}0.1235974
{{delimitnum|0.1235975}}0.1235975
{{delimitnum|0.1235976}}0.1235976
{{delimitnum|0.1235977}}0.1235977
{{delimitnum|0.1235978}}0.1235978
{{delimitnum|0.1235979}}0.1235979
{{delimitnum|0.123598}}0.123598
{{delimitnum|0.1235981}}0.1235981
{{delimitnum|0.1235982}}0.1235982
{{delimitnum|0.1235983}}0.1235983
{{delimitnum|0.1235984}}0.1235984
{{delimitnum|0.1235985}}0.1235985
{{delimitnum|0.1235986}}0.1235986
{{delimitnum|0.1235987}}0.1235987
{{delimitnum|0.1235988}}0.1235988
{{delimitnum|0.1235989}}0.1235989
{{delimitnum|0.123599}}0.123599
{{delimitnum|0.1235991}}0.1235991
{{delimitnum|0.1235992}}0.1235992
{{delimitnum|0.1235993}}0.1235993
{{delimitnum|0.1235994}}0.1235994
{{delimitnum|0.1235995}}0.1235995
{{delimitnum|0.1235996}}0.1235996
{{delimitnum|0.1235997}}0.1235997
{{delimitnum|0.1235998}}0.1235998
{{delimitnum|0.1235999}}0.1235999


Known bugs
[edit]
  • I created an Excel spreadsheet to help me identify breaks in the progression. Here is a more concise list:

    0.125013
    0.125021
    0.125041
    0.125048
    0.125069
    0.125075
    0.125097
    0.125101–0.125104
    0.125124
    0.125131
    0.125153
    0.125186
    0.125208
    0.125214
    0.125236
    0.125241
    0.125263–0.125271
    0.125291
    0.125298
    0.125319
    0.125325
    0.125346
    0.125353
    0.125375–0.125381
    0.125402–0.125408
    0.125431–0.125436
    0.125457
    0.125485
    0.125492
    0.125513
    0.125520
    0.125541–0.125547
    0.125568
    0.125575
    0.125596–0.125603
    0.125624–0.125631

    * For convenience, I’ve here provided a triple-view of some of the above. They parse as follows:

    input → live template return / (at time of this posting)

    0.1254020.125402 / (0.125 402) ✓ The following are all supposed to end with three-digit groups
    0.1254030.125402 / (0.125 402)
    0.1254040.125403 / (0.125 403)
    0.1254050.125404 / (0.125 404)
    0.1254060.125405 / (0.125 405)
    0.1254070.125406 / (0.125 407) ✓
    0.1254080.125407 / (0.125 407)
    0.1254310.12543 / (0.125 43)
    0.1254320.125431 / (0.125 431)
    0.1254330.125432 / (0.125 433) ✓
    0.1254340.125433 / (0.125 433)
    0.1254350.125434 / (0.125 434)
    0.1254360.125435 / (0.125 436) ✓
    0.12354360.1235436 / (0.123 543 599) This one is supposed to end with the four-digit group “5436”
    0.298728210.29872821 / (0.298 728 209) This one is supposed to end with the two-digit group “21”