TeX - LaTeX Asked on December 24, 2020
I made the following table with MS Word and I would like to find a tool (online or by command line) on MacOS or Linux to convert it to a LaTeX table:
As you can see, it is pretty complicated to make this table in LaTeX from scratch. That’s why I wonder if someon knows existing tools (online or from the command line) to produce the same table but with a LaTeX source that I could compile to get the same rendering? For the moment, I tried a few online ones on the web but the rendering is very bad.
UPDATE 1: Thanks all for your different answers. My issue seems to be more difficult than I thought. I tried to use the converter online:
The rendering is pretty good after a call to PdfLaTeX but the LaTeX source itself can’t be processed, there are too many fine-tuned functions and the content itself (made of number of numbers) as well as the text is simply inexploitable, i.e. I can’t modify it whitout changing all the format and the rendering of the table.
Here is an example of the beginning of the LaTeX source generated by this online converter:
documentclass{article}
usepackage{amsmath}
usepackage{color,pxfonts,fix-cm}
usepackage{latexsym}
usepackage[mathletters]{ucs}
DeclareUnicodeCharacter{32}{$ $}
DeclareUnicodeCharacter{8801}{$equiv$}
DeclareUnicodeCharacter{58}{$colon$}
DeclareUnicodeCharacter{963}{$sigma$}
DeclareUnicodeCharacter{46}{textperiodcentered}
DeclareUnicodeCharacter{60}{textless}
DeclareUnicodeCharacter{8226}{$bullet$}
DeclareUnicodeCharacter{171}{guillemotleft}
DeclareUnicodeCharacter{187}{guillemotright}
usepackage[T1]{fontenc}
usepackage[utf8x]{inputenc}
usepackage{pict2e}
usepackage{wasysym}
usepackage[english]{babel}
usepackage{tikz}
pagestyle{empty}
usepackage[margin=0in,paperwidth=595pt,paperheight=841pt]{geometry}
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definecolor{color_274846}{rgb}{1,0,0}
definecolor{color_283006}{rgb}{1,1,1}
definecolor{color_282974}{rgb}{1,0.996078,0.996078}
definecolor{color_280637}{rgb}{1,0.701961,0.94902}
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I can’t simply process this kind of source. You could tell to produce the LaTeX myself from scratch but it would be a huge amount of work.
Do you think that commercial products of Aspose are really efficient or other commercial PDF -> LaTeX converter products?
I am working on MacOS Catalina 10.15 and I am looking for a very accurate OCR to produce an easy modifiable LaTeX source (I tried Mathpix too without success). I am ready to pay a commercial product but I don’t want an expensive product also.
I have tried pandoc
but the result is catastrophic in my case.
UPDATE 2: I have put online the files PDF and docx in order someone to be able to test the best way to convert the PDF or docx file to Latex source:
Any advise/suggestion/help is welcome.
I updated my answer above to deal with the new table. On the top of the conversion procedure already outlined I added (in the Excel table) blank lines at the top and bottom of each row to improve the separation between the text and the horizontal lines, I also replaced in the generated code all the p {xx }| columns with l| columns and finally change all midline
to hhline{}
. I didn't touch the original content except for the inclusion of the gamma symbols in some places.
To deal with the white lines getting into colored cells, I used the technique explained by https://tex.stackexchange.com/users/2388/ulrike-fischer in hhline and cell color problems revisited
I found it much easier to create complicated tables in Excel (not MS Word!) and then export them to LaTeX. The code obtained is much easier to edit to get to the desired final format.
documentclass[a4paper,10pt]{article}
usepackage{colortbl}
usepackage{multirow}
usepackage{hhline}
setlengtharrayrulewidth{0.6pt}arrayrulecolor{black}
usepackage[margin=.2in]{geometry}
begin{document}
% Table generated by Excel2LaTeX from sheet 'Sheet1'
begin{table}[htbp]
footnotesize %% added
centering
caption{Add caption}
begin{tabular}{|l|l|l|l|}
% cmidrule{2-4}
hhline{~---}
multicolumn{1}{r|}{multirow{16}[3]{*}{}} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}} [-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}
textbf{General Output Format : (a/b) (c/d) [e,f]}} [-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}
textbf{1) First couple of values : Without (a / b) } }[-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}
textbf{2)Second couple of values : With (c / d) }} [-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}
textbf{3) Inside each couple of values : (a1 / b1) = (FoM(10 bins ) / FoM(11bins))}} [-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}
textbf{4) Inside a couple of values for GCsp: (a2 / b2) = FoM(4 bins) /FoM(5 bins)}} [-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{l|}{cellcolor[rgb]{ .682, .667, .667}
textbf{5) Standard deviation for each $gamma$ case (within brackets) : σ on (c,d) $gamma$ cases [e, f] = [σc, σd]}} [-0.5pt]
multicolumn{1}{r|}{} & multicolumn{3}{c|}{cellcolor[rgb]{ .682, .667, .667}} [-0.5pt]
% cmidrule{2-4}
hhline{~---}
multicolumn{1}{r|}{} & cellcolor[rgb]{ .816, .808, .808} & cellcolor[rgb]{ .816, .808, .808} & cellcolor[rgb]{ .816, .808, .808}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}textcolor[rgb]{ .267, .447, .769}{textbf{Pessimistic (IST case):}}} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}textbf{Semi - Pessimistic:}} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}textcolor[rgb]{ .267, .447, .769}{textbf{Optimistic (IST case):}}}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}kmax = 0.25 h.Mpc-1} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}kmax = 0.25 h.Mpc-1} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}kmax = 0.3 h.Mpc-1}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(WL) = 1500} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(WL) = 1500} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(WL) = 5000}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(GCph) = 750} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(GCph) = 750} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(GCph) = 3000}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(XC) = 750} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(XC) = 750} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}lmax(XC) = 3000}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}sig_p, sig_v to estimate} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}sig_p, sig_v to estimate} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}sig_p, sig_v fixed}[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}Zcut for GCsp combined with GCph} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}No Zcut for GCsp combined } & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}No Zcut for GCsp combined }[-0,5pt]
multicolumn{1}{l|}{} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}with GCph } & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}with GCph} & multicolumn{1}{l|}{cellcolor[rgb]{ .816, .808, .808}with GCph}[-0,5pt]
multicolumn{1}{l|}{} & cellcolor[rgb]{ .816, .808, .808} & cellcolor[rgb]{ .816, .808, .808} & cellcolor[rgb]{ .816, .808, .808}[-0,5pt]
% cmidrule{2-4}
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{GCsp - No $gamma$ (4/5 bias)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(14.18 / 13.81)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(14.18 / 13.81)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(56.14 / 52.61)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{ GCsp - $gamma$ (4/5 bias) } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(7.39 / 6.84)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(7.39 / 6.84)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (37.73 / 34.48)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.182 , 0.181]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.182 , 0.181 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.136 , 0.133 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .816, .808, .808} & & & [-0,5pt]
rowcolor[rgb]{ .816, .808, .808} & multicolumn{1}{l|}{textbf{Pessimistic:}} & multicolumn{1}{l|}{textbf{Semi- Pessimistic case =}} & multicolumn{1}{l|}{textcolor[rgb]{ .267, .447, .769}{textbf{Optimistic (IST case):}}}[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} multicolumn{1}{|l|}{textbf{Number of photo bias:}} & multicolumn{1}{l|}{textbf{(10) / Extended (11)}} & multicolumn{1}{l|}{textcolor[rgb]{ .267, .447, .769}{textbf{Pessimistic (IST case):}}} & multicolumn{1}{l|}{textbf{(10) / Extended (11)}}[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} multicolumn{1}{|l|}{textbf{(No spectro bias here)}} & multicolumn{1}{l|}{textbf{Zcut < 0.9}} & multicolumn{1}{l|}{textbf{(10) / Extended (11)}} & multicolumn{1}{l|}{textbf{No-Zcut}}[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} & & multicolumn{1}{l|}{textbf{No-Zcut}} & [-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{GCph} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(1.69 / 1.69)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(4.25 / 4.93)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(61.80 / 66.55)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (1.10 / 1.10)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (3.15 / 3.78)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (55.08 / 59.48)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.466 , 0.466 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.429 , 0.409 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.129 , 0.128 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{WL} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(24.09 / 25.72)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(24.09 / 25.72)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(46.82 / 50.65)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(7.13 / 8.01)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(7.13 / 8.01)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(13.97 / 15.61)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.191 , 0.180 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.191 , 0.180 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.09 , 0.08 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{l|}{GCph + WL + XC} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(211.52 / 213.50) } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(358.41 / 382.86)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(1006.13 / 1035.82)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(75.70 / 77.80)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (128.96 / 142.14)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(441.97 / 477.52)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.079 , 0.077 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.062 , 0.058 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.021 , 0.020 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .816, .808, .808} & & & [-0,5pt]
rowcolor[rgb]{ .816, .808, .808} multicolumn{1}{|l|} {textbf{Synthesis with simple sum }} &
multicolumn{1}{l|}{textcolor[rgb]{ .267, .447, .769}{Pessimistic (IST case): }} & multicolumn{1}{l|}{textbf{Semi-Pessimistic case:}} &
multicolumn{1}{l|}{textcolor[rgb]{ .267, .447, .769} {textbf{Optimistic (IST case):}}}[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} multicolumn{1}{|l|} {textbf{(GCsp+GCph+WL) and }} &
multicolumn{1}{l|}{textcolor[rgb]{ .267, .447, .769}} & multicolumn{1}{l|}{} &
multicolumn{1}{l|}{textcolor[rgb]{ .267, .447, .769} }[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} multicolumn{1}{|l|} {textbf{GCsp+ (GCph+WL+XC)}} & multicolumn{1}{l|}{textbf{ zcut (5 first bias for GCph)}} & multicolumn{1}{l|}{textbf{(10) / Extended (11)}} & multicolumn{1}{l|}{textbf{(10) / Extended (11)}}[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} multicolumn{1}{|l|} {} & multicolumn{1}{l|}{textbf{ zcut < 0.9}} & multicolumn{1}{l|}{textbf{No-Zcut}} & multicolumn{1}{l|}{ textbf{No-Zcut}}[-0,5pt]
rowcolor[rgb]{ .816, .808, .808} & & & [-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{a) Specifications IST :} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (121.73 / 125.30)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(151.05 / 156.16)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (351.18 / 367.42) }[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{· (4 bias spectro) : } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (99.81 / 102.38)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(119.72 /127.41)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(262.88 /279.53)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{GCsp + GCph + WL } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} [ 0.036, 0.035 ] } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.035 , 0.035 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.018 , 0.017 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{b) Specifications IST:} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (384.80 / 386.64)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(550.01 / 573.48)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(1220.39 / 1249.97) }[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{· (4 bias spectro): } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (255.84 / 257.64 ) } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(320.07 / 333.93)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(692.62 /725.96)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{GCsp + (GCph + WL + XC) } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.031, 0.031 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.029 , 0.028 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.016 , 0.015 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{c) New specifications} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(119.67 / 123.34)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(146.68 / 154.12)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(340.83 / 357.19)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{· Bias independent:} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (99.20 / 101.84 )} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(119.72 / 125.45)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(255.68 / 272.10)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{(5 bias spectro): } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.035, 0.035 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.035 , 0.035 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.018 , 0.017 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{GCsp + GCph + WL } & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{d) New specifications} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(389.00 / 386.80)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(548.22 / 571.35)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(1209.80 / 1235.09)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{· Bias independent :} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1} (259.32 / 261.08)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(320.84 / 334.05)} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(682.82 / 716.27)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{(5 bias spectro) : } & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.031, 0.030 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.029 , 0.028 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.016 , 0.015 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{GCsp + (GCph + WL + XC)} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{e) « common bias » : ( No $gamma$) ( $gamma$) } &
multicolumn{1}{c|}{multirow{1}[1]{*}{cellcolor[rgb]{ 1, 1, 1}textcolor[rgb]{ .267, .447, .769}{textbf{Not computable since }}}} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(781.09) (587.24)} &
multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}(1565.86) (1254.87)}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} multicolumn{1}{|l|}{· 5 Bias dependent :} & multicolumn{1}{c|}{multirow{1}[1]{*}{cellcolor[rgb]{ 1, 1, 1}textcolor[rgb]{ .267, .447, .769}{textbf{z_cut < 0.9}}}} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.017 ]} & multicolumn{1}{l|}{cellcolor[rgb]{ 1, 1, 1}[ 0.009 ]}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} GCsp + (GCph + WL + XC) & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
rowcolor[rgb]{ .682, .667, .667} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[-0,5pt]
% midrule
hhline{----}
end{tabular}%
label{tab:addlabel}%
end{table}%
end{document}
Correct answer by Simon Dispa on December 24, 2020
Since you already had exported your table to .png with enough resolution for medium quality printing, it might be simpler to include it as an image.
documentclass[letterpaper]{article}
RequirePackage{graphicx}
usepackage[margin=.9in]{geometry}
begin{document}
includegraphics[height=textheight]{9ph4R.png}
end{document}
Answered by Simon Dispa on December 24, 2020
You can also export a selection of a word document to pdf. After export, you need to crop the resulting pdf with pdfcrop or epspdf (command-line) or epspdftk (gui).
Answered by Siep on December 24, 2020
I tried to save the Word file as html and used the following Python script to convert html to LaTeX. It is still different from your original design, but I think you can build from here.
from bs4 import BeautifulSoup
from pylatex import Tabular, MultiColumn, TableRowSizeError, NoEscape
with open('Table_Synthesis_for_SO.htm', 'r') as infile:
htm_src = infile.read()
soup = BeautifulSoup(htm_src, 'html5lib')
table = soup.find('table')
latex_special_chars = {
'&': r'&',
'%': r'%',
'$': r'$',
'#': r'#',
'_': r'_',
'{': r'{',
'}': r'}',
'~': r'textasciitilde{}',
'^': r'^{}',
'': r'textbackslash{}',
'-': r'{-}',
'[': r'{[}',
']': r'{]}',
}
def escape_latex(s):
if isinstance(s, NoEscape):
return s
return NoEscape(''.join(latex_special_chars.get(c, c) for c in str(s)))
def extract_text(element):
res = []
for p in element.find_all('p'):
text = escape_char(escape_latex(p.text.strip()))
if len(text) > 0:
res.append(text)
ret = '\ n'.join(res)
return 'makecell{%s}' % ret
def escape_char(s):
return s.replace('?', '$gamma$').replace('σ', '$sigma$')
tabular = Tabular('m{5cm}' * 4)
trs = table.find_all('tr')
for tr in trs:
col = []
tds = tr.find_all('td')
for td in tds:
text = NoEscape(extract_text(td))
colspan = int(td.attrs.get('colspan', '1'))
if colspan > 1:
col.append(MultiColumn(colspan, align='c', data=text))
else:
col.append(text)
while True:
try:
tabular.add_row(col)
break
except TableRowSizeError:
# manually insert something in second row
col.insert(0, '')
with open('tb_src.tex', 'w', encoding='utf8') as outfile:
print(tabular.dumps())
outfile.write(tabular.dumps())
The resulting TeX source is:
documentclass[11pt]{article}
usepackage[landscape, margin=1cm]{geometry}
usepackage[T1]{fontenc}
usepackage{amsmath, amssymb}
usepackage{array}
usepackage{makecell}
usepackage{newtxtext, newtxmath}
begin{document}
{tiny
begin{tabular}{m{5cm}m{5cm}m{5cm}m{5cm}}%
makecell{}&multicolumn{3}{c}{makecell{General
Output Format : (a/b) (c/d) {[}e,f{]}
1) First
couple of values : Without $gamma$
(a / b)
2)Second
couple of values : With $gamma$
(c / d)
3) Inside
each couple of values : (a1 / b1) = (FoM(10 bins ) / FoM(11bins))
4) Inside a
couple of values for GCsp: (a2 / b2) = FoM(4 bins) /FoM(5 bins)
5) Standard deviation for each $gamma$ case (within brackets) : $sigma$ on (c,d) $gamma$ cases {[}e, f{]} = {[}$sigma$c, $sigma$d{]}}}%
&makecell{Pessimistic (IST case):
kmax = 0.25 h.Mpc{-}1
lmax(WL) = 1500
lmax(GCph) = 750
lmax(XC) = 750
sig_p, sig_v to estimate
Zcut for GCsp combined with GCph}&makecell{Semi {-} Pessimistic:
kmax = 0.25 h.Mpc{-}1
lmax(WL) = 1500
lmax(GCph) = 750
lmax(XC) = 750
sig_p, sig_v to estimate
No Zcut for GCsp combined with GCph}&makecell{Optimistic (IST case):
kmax = 0.3
h.Mpc{-}1
lmax(WL) =
5000
lmax(GCph) =
3000
lmax(XC) =
3000
sig_p, sig_v fixed
No Zcut for GCsp
combined with GCph}%
makecell{GCsp {-} No $gamma$ (4/5 bias)
GCsp
{-} $gamma$
(4/5 bias)}&makecell{(14.18 / 13.81)
(7.39 / 6.84)
{[} 0.182 , 0.181{]}}&makecell{(14.18 / 13.81)
(7.39 / 6.84)
{[} 0.182 , 0.181 {]}}&makecell{(56.14 / 52.61)
(37.73 / 34.48)
{[} 0.136 , 0.133 {]}}%
makecell{Number of photo bias :
(No spectro bias here)}&makecell{Pessimistic:
(10) / Extended (11)
Zcut < 0.9}&makecell{Semi{-} Pessimistic case =
Pessimistic (IST case):
(10) / Extended (11)
No{-}Zcut}&makecell{Optimistic (IST case):
(10) / Extended (11)
No{-}Zcut}%
makecell{GCph}&makecell{(1.69 / 1.69)
(1.10 / 1.10)
{[} 0.466 , 0.466 {]}}&makecell{(4.25 / 4.93)
(3.15 / 3.78)
{[} 0.429 , 0.409 {]}}&makecell{(61.80 / 66.55)
(55.08 / 59.48)
{[} 0.129 , 0.128 {]}}%
makecell{WL}&makecell{(24.09 / 25.72)
(7.13 / 8.01)
{[} 0.191 , 0.180 {]}}&makecell{(24.09 / 25.72)
(7.13 / 8.01)
{[} 0.191 , 0.180 {]}}&makecell{(46.82 / 50.65)
(13.97 / 15.61)
{[} 0.09 , 0.08 {]}}%
makecell{GCph + WL + XC}&makecell{(211.52 / 213.50)
(75.70 / 77.80)
{[} 0.079 , 0.077 {]}}&makecell{(358.41 / 382.86)
(128.96 / 142.14)
{[} 0.062 , 0.058 {]}}&makecell{(1006.13 / 1035.82)
(441.97 / 477.52)
{[} 0.021 , 0.020 {]}}%
makecell{Synthesis with simple sum (GCsp+GCph+WL) and
GCsp+ (GCph+WL+XC)}&makecell{Pessimistic (IST case): zcut (5 first bias for GCph) Zcut <
0.9}&makecell{Semi{-}Pessimistic
case:
(10) / Extended (11)
No{-}Zcut}&makecell{Optimistic (IST case):
(10) / Extended (11)
No{-}Zcut}%
makecell{a)
Specifications IST :
·
(4 bias spectro) :
GCsp + GCph + WL}&makecell{(121.73 /
125.30)
(99.81 / 102.38)
{[} 0.036, 0.035 {]}}&makecell{(151.05 / 156.16)
(119.72 /127.41)
{[} 0.035 , 0.035 {]}}&makecell{(351.18 / 367.42)
(262.88 /279.53)
{[} 0.018 , 0.017 {]}}%
makecell{b)
Specifications IST :
·
(4 bias spectro) :
GCsp + (GCph + WL + XC)}&makecell{(384.80 / 386.64)
(255.84 / 257.64 )
{[} 0.031, 0.031 {]}}&makecell{(550.01 / 573.48)
(320.07 / 333.93)
{[} 0.029 , 0.028 {]}}&makecell{(1220.39 / 1249.97)
(692.62 /725.96)
{[} 0.016 , 0.015 {]}}%
makecell{c)
New specifications
·
Bias independent :
(5 bias spectro) :
GCsp + GCph + WL}&makecell{(119.67 / 123.34)
(99.20 / 101.84 )
{[} 0.035, 0.035 {]}}&makecell{(146.68 / 154.12)
(119.72 / 125.45)
{[} 0.035 , 0.035 {]}}&makecell{(340.83 / 357.19)
(255.68 / 272.10)
{[} 0.018 , 0.017 {]}}%
makecell{d)
New specifications
·
Bias independent :
(5 bias spectro) :
GCsp + (GCph + WL + XC)}&makecell{(389.00 / 386.80)
(259.32 / 261.08)
{[} 0.031, 0.030 {]}}&makecell{(548.22 / 571.35)
(320.84 / 334.05)
{[} 0.029 , 0.028 {]}}&makecell{(1209.80 / 1235.09)
(682.82 / 716.27)
{[} 0.016 , 0.015 {]}}%
makecell{e)
« common
bias » : ( No $gamma$) ( $gamma$)
·
5 Bias
dependent :
GCsp + (GCph + WL + XC)}&makecell{Not computable since z_cut < 0.9}&makecell{(781.09) (587.24)
{[} 0.017 {]}}&makecell{(1565.86) (1254.87)
{[} 0.009 {]}}%
end{tabular}
}
end{document}
Answered by Alan Xiang on December 24, 2020
Please follow this steps:
This is the resulting code
documentclass[a4paper,10pt]{article}
usepackage{colortbl}
usepackage{multirow}
usepackage{hhline}
setlengtharrayrulewidth{0.3pt}arrayrulecolor{black}
usepackage[margin=.2in]{geometry}
begin{document}
% Table generated by Excel2LaTeX from sheet 'Sheet1'
begin{table}[htbp]
footnotesize %% added
centering
caption{Add caption}
% begin{tabular}{|p{18.215em}|r|p{16.215em}|r|}
begin{tabular}{|p{18.215em}|r|p{15.785em}|p{15.785em}|} % changed
%% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{3}{p{50.5em}|}{cellcolor[rgb]{ .706, .776, .906}textbf{General Output Format : (a/b) (c/d) [e,f]}}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{3}{p{50.5em}|}{cellcolor[rgb]{ .706, .776, .906}1) First couple of values : Without ? (a / b)}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{3}{p{50.5em}|}{cellcolor[rgb]{ .706, .776, .906}textbf{2)Second couple of values : With ? (c / d) }}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{3}{p{50.5em}|}{cellcolor[rgb]{ .706, .776, .906}textbf{3) Inside each couple of values : (a1 / b1) = (FoM(10 bins ) / FoM(11bins))}}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{3}{p{50.5em}|}{cellcolor[rgb]{ .706, .776, .906}textbf{4) Inside a couple of values for GCsp: (a2 / b2) = FoM(4 bins) /FoM(5 bins)}}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{3}{p{50.5em}|}{cellcolor[rgb]{ .706, .776, .906}textbf{5) Standard deviation for each ? case (within brackets) : σ on (c,d) ? cases [e, f] = [σc, σd]}}
hhline{~---} rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}textcolor[rgb]{ 1, 0, 0}{textbf{Pessimistic (IST case):}}} & cellcolor[rgb]{ .706, .776, .906}textbf{Semi - Pessimistic:} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}textcolor[rgb]{ 1, 0, 0}{textbf{Optimistic (IST case):}}}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}kmax = 0.25 h.Mpc-1} & cellcolor[rgb]{ .706, .776, .906}kmax = 0.25 h.Mpc-1 & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}kmax = 0.3 h.Mpc-1}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}lmax(WL) = 1500} & cellcolor[rgb]{ .706, .776, .906}lmax(WL) = 1500 & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}lmax(WL) = 5000}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}lmax(GCph) = 750} & cellcolor[rgb]{ .706, .776, .906}lmax(GCph) = 750 & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}lmax(GCph) = 3000}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}lmax(XC) = 750} & cellcolor[rgb]{ .706, .776, .906}lmax(XC) = 750 & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}lmax(XC) = 3000}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}sig_p, sig_v to estimate} & cellcolor[rgb]{ .706, .776, .906}sig_p, sig_v to estimate & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}sig_p, sig_v fixed}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}Zcut for GCsp combined with GCph} & cellcolor[rgb]{ .706, .776, .906}No Zcut for GCsp combined with GCph & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ .706, .776, .906}No Zcut for GCsp combined with GCph}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|c|}{} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}(14.18 / 13.81) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(56.14 / 52.61)}
rowcolor[rgb]{ .706, .776, .906} GCsp - No ? (4/5 bias) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(14.18 / 13.81)} & cellcolor[rgb]{ 1, 1, 1}(7.39 / 6.84) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (37.73 / 34.48)}
rowcolor[rgb]{ .706, .776, .906} GCsp - ? (4/5 bias) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(7.39 / 6.84)} & cellcolor[rgb]{ 1, 1, 1}[ 0.182 , 0.181 ] & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.136 , 0.133 ]}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|c|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.182 , 0.181]} & multicolumn{1}{r|}{cellcolor[rgb]{ 1, 1, 1}} & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|c|}{} & multicolumn{1}{p{15.785em}|}{textbf{Pessimistic:}} & textbf{Semi- Pessimistic case =} & multicolumn{1}{p{15.785em}|}{textcolor[rgb]{ 1, 0, 0}{textbf{Optimistic (IST case):}}}
rowcolor[rgb]{ 1, .706, .953} textbf{Number of photo bias :} & multicolumn{1}{p{15.785em}|}{textbf{(10) / Extended (11)}} & textcolor[rgb]{ 1, 0, 0}{textbf{Pessimistic (IST case):}} & multicolumn{1}{p{15.785em}|}{textbf{(10) / Extended (11)}}
rowcolor[rgb]{ 1, .706, .953} textbf{(No spectro bias here)} & multicolumn{1}{p{15.785em}|}{textbf{Zcut < 0.9}} & textbf{(10) / Extended (11)} & multicolumn{1}{p{15.785em}|}{textbf{No-Zcut}}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|c|}{} & & textbf{No-Zcut} &
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|c|}{} & cellcolor[rgb]{ 1, 1, 1} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(61.80 / 66.55)}
rowcolor[rgb]{ .706, .776, .906} GCph & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(1.69 / 1.69)} & cellcolor[rgb]{ 1, 1, 1}(4.25 / 4.93) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (55.08 / 59.48)}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|c|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (1.10 / 1.10)} & cellcolor[rgb]{ 1, 1, 1} (3.15 / 3.78) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.129 , 0.128 ]}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.466 , 0.466 ]} & cellcolor[rgb]{ 1, 1, 1}[ 0.429 , 0.409 ] & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} WL & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}(24.09 / 25.72) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(46.82 / 50.65)}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(24.09 / 25.72)} & cellcolor[rgb]{ 1, 1, 1}(7.13 / 8.01) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(13.97 / 15.61)}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(7.13 / 8.01)} & cellcolor[rgb]{ 1, 1, 1}[ 0.191 , 0.180 ] & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.09 , 0.08 ]}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.191 , 0.180 ]} & multicolumn{1}{r|}{cellcolor[rgb]{ 1, 1, 1}} & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|c|}{} & cellcolor[rgb]{ 1, 1, 1} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(1006.13 / 1035.82)}
rowcolor[rgb]{ .706, .776, .906} GCph + WL + XC & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(211.52 / 213.50) } & cellcolor[rgb]{ 1, 1, 1}(358.41 / 382.86) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(441.97 / 477.52)}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|c|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(75.70 / 77.80)} & cellcolor[rgb]{ 1, 1, 1} (128.96 / 142.14) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.021 , 0.020 ]}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.079 , 0.077 ]} & cellcolor[rgb]{ 1, 1, 1}[ 0.062 , 0.058 ] & cellcolor[rgb]{ 1, 1, 1}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & cellcolor[rgb]{ 1, 1, 1} & multicolumn{1}{r|}{cellcolor[rgb]{ 1, 1, 1}} & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|c|}{} & & multicolumn{1}{r|}{} &
rowcolor[rgb]{ 1, .706, .953} textbf{Synthesis with simple sum (GCsp+GCph+WL) and } & multicolumn{1}{p{15.785em}|}{textbf{Pessimistic (IST case): zcut (5 first bias for GCph) Zcut < 0.9}} & textbf{Semi-Pessimistic case:} & multicolumn{1}{p{15.785em}|}{textcolor[rgb]{ 1, 0, 0}{textbf{Optimistic (IST case):}}}
rowcolor[rgb]{ 1, .706, .953} textbf{GCsp+ (GCph+WL+XC)} & & textbf{(10) / Extended (11)} & multicolumn{1}{p{15.785em}|}{(10) / Extended (11)}
rowcolor[rgb]{ 1, .706, .953} multicolumn{1}{|c|}{} & & textbf{No-Zcut} & multicolumn{1}{p{15.785em}|}{textbf{No-Zcut}}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} a) Specifications IST : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (121.73 / 125.30)} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (351.18 / 367.42) }
rowcolor[rgb]{ .706, .776, .906} · (4 bias spectro) : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (99.81 / 102.38)} & cellcolor[rgb]{ 1, 1, 1}(151.05 / 156.16) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(262.88 /279.53)}
rowcolor[rgb]{ .706, .776, .906} GCsp + GCph + WL & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} [ 0.036, 0.035 ] } & cellcolor[rgb]{ 1, 1, 1}(119.72 /127.41) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.018 , 0.017 ]}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[ 0.035 , 0.035 ] & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} b) Specifications IST : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (384.80 / 386.64)} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(1220.39 / 1249.97) }
rowcolor[rgb]{ .706, .776, .906} · (4 bias spectro) : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (255.84 / 257.64 ) } & cellcolor[rgb]{ 1, 1, 1}(550.01 / 573.48) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(692.62 /725.96)}
rowcolor[rgb]{ .706, .776, .906} GCsp + (GCph + WL + XC) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.031, 0.031 ]} & cellcolor[rgb]{ 1, 1, 1}(320.07 / 333.93) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.016 , 0.015 ]}
rowcolor[rgb]{ .706, .776, .906} multicolumn{1}{|r|}{} & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[ 0.029 , 0.028 ] & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} c) New specifications & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(119.67 / 123.34)} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(340.83 / 357.19)}
rowcolor[rgb]{ .706, .776, .906} · Bias independent : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (99.20 / 101.84 )} & cellcolor[rgb]{ 1, 1, 1}(146.68 / 154.12) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(255.68 / 272.10)}
rowcolor[rgb]{ .706, .776, .906} (5 bias spectro) : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.035, 0.035 ]} & cellcolor[rgb]{ 1, 1, 1}(119.72 / 125.45) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.018 , 0.017 ]}
rowcolor[rgb]{ .706, .776, .906} GCsp + GCph + WL & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[ 0.035 , 0.035 ] & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} d) New specifications & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(389.00 / 386.80)} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & cellcolor[rgb]{ 1, 1, 1}
rowcolor[rgb]{ .706, .776, .906} · Bias independent : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1} (259.32 / 261.08)} & cellcolor[rgb]{ 1, 1, 1}(548.22 / 571.35) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(1209.80 / 1235.09)}
rowcolor[rgb]{ .706, .776, .906} (5 bias spectro) : & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.031, 0.030 ]} & cellcolor[rgb]{ 1, 1, 1}(320.84 / 334.05) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(682.82 / 716.27)}
rowcolor[rgb]{ .706, .776, .906} GCsp + (GCph + WL + XC) & cellcolor[rgb]{ 1, 1, 1} & cellcolor[rgb]{ 1, 1, 1}[ 0.029 , 0.028 ] & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.016 , 0.015 ]}
% midrule
hhline{~---} %replace midrule
rowcolor[rgb]{ .706, .776, .906} e) « common bias » : ( No ?) ( ?) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}textcolor[rgb]{ 1, 0, 0}{textbf{Not computable since z_cut < 0.9}}} & multicolumn{1}{c|}{cellcolor[rgb]{ 1, 1, 1}} & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}(1565.86) (1254.87)}
rowcolor[rgb]{ .706, .776, .906} · 5 Bias dependent : & cellcolor[rgb]{ 1, 1, 1}textcolor[rgb]{ 1, 0, 0}{} & cellcolor[rgb]{ 1, 1, 1}(781.09) (587.24) & multicolumn{1}{p{15.785em}|}{cellcolor[rgb]{ 1, 1, 1}[ 0.009 ]}
rowcolor[rgb]{ .706, .776, .906} GCsp + (GCph + WL + XC) & cellcolor[rgb]{ 1, 1, 1}textcolor[rgb]{ 1, 0, 0}{} & cellcolor[rgb]{ 1, 1, 1}[ 0.017 ] & cellcolor[rgb]{ 1, 1, 1}
% midrule
hhline{~---} %replace midrule
end{tabular}%
label{tab:addlabel}%
end{table}%
end{document}
While the solution might answer the question (going from word to editable LaTex code) the final result, as it is, is far from satisfactory, mostly because the white lines that appear in the multirow colored cells. This is a known problem. See Colored tables and cline/hhline
Perhaps the result would be better if only the color is used to differentiate the cells.
Answered by Simon Dispa on December 24, 2020
Well, this might be so simple a solution that you've already thought of it.
In this answer I'll present several options:
In order to get as close to the original as possible, I would recommend using the following solution:
Table_Synthesis_for_SO.docx
to Table_Synthesis_for_SO.odt
.US ASCII
to UTF-8
):
% This file was converted to LaTeX by Writer2LaTeX ver. 1.6.1
% see http://writer2latex.sourceforge.net for more info
documentclass[a4paper,12pt]{article}
usepackage[ascii]{inputenc}
usepackage[noenc]{tipa}
usepackage{tipx}
usepackage[geometry,weather,misc,clock]{ifsym}
usepackage{pifont}
usepackage{eurosym}
usepackage{amsmath}
usepackage{wasysym}
usepackage{amssymb,amsfonts,textcomp}
usepackage[T3,T1]{fontenc}
usepackage[varg]{txfonts}usepackage[english,french]{babel}
usepackage{color}
usepackage{fancyhdr}
usepackage[top=2.501cm,bottom=1cm,left=2.501cm,right=2.501cm,nohead,nofoot]{geometry}
usepackage{array}
usepackage{supertabular}
usepackage{hhline}
usepackage{colortbl}
usepackage{hyperref}
hypersetup{pdftex, colorlinks=true, linkcolor=blue, citecolor=blue, filecolor=blue, urlcolor=blue, pdftitle=}
providecommandtextsubscript[1]{ensuremath{{}_{text{#1}}}}
makeatletter
newcommandarraybslash{let@arraycr}
makeatother
raggedbottom
% Paragraph styles
renewcommandfamilydefault{rmdefault}
newenvironment{stylePxxxiv}{clearpagesetcounter{page}{1}pagestyle{Standard}
setlengthleftskip{0cm}setlengthrightskip{0cm plus 1fil}setlengthparindent{0cm}setlengthparfillskip{0pt plus 1fil}setlengthparskip{0cm plus 1pt}writerlistparindentwriterlistleftskipselectlanguage{english}leavevmodenormalfontnormalsizenormalcolorwriterlistlabelignorespaces}{unskipvspace{0cm plus 1pt}par}
% Footnote rule
setlength{skipfootins}{0.119cm}
renewcommandfootnoterule{vspace*{-0.018cm}setlengthleftskip{0pt}setlengthrightskip{0pt plus 1fil}noindenttextcolor{black}{rule{0.25columnwidth}{0.018cm}}vspace*{0.101cm}}
% Pages styles
fancypagestyle{Standard}{fancyhf{}
fancyhead[L]{}
fancyfoot[L]{}
renewcommandheadrulewidth{0pt}
renewcommandfootrulewidth{0pt}
renewcommandthepage{arabic{page}}
}
pagestyle{Standard}
setlengthtabcolsep{1mm}
renewcommandarraystretch{1.3}
% List styles
newcommandwriterlistleftskip{}
newcommandwriterlistparindent{}
newcommandwriterlistlabel{}
newcommandwriterlistremovelabel{aftergroupletaftergroupwriterlistparindentaftergrouprelaxaftergroupletaftergroupwriterlistlabelaftergrouprelax}
newcommandliststyleWWNumv{%
renewcommandtheenumi{alph{enumi}}
renewcommandtheenumii{alph{enumi}.alph{enumii}}
renewcommandtheenumiii{alph{enumii}.roman{enumiii}}
renewcommandtheenumiv{roman{enumiii}.arabic{enumiv}}
renewcommandlabelenumi{theenumi}
renewcommandlabelenumii{theenumii}
renewcommandlabelenumiii{theenumiii}
renewcommandlabelenumiv{theenumiv}
}
newcommandliststyleWWNumvi{%
renewcommandlabelitemi{[F0B7?]}
renewcommandlabelitemii{o}
renewcommandlabelitemiii{[F0A7?]}
renewcommandlabelitemiv{[F0B7?]}
}
sloppy
title{}
begin{document}
begin{stylePxxxiv}
end{stylePxxxiv}
begin{center}
begin{minipage}{0.041cm}
begin{center}
tablefirsthead{}
tablehead{}
tabletail{}
tablelasttail{}
begin{supertabular}{|m{3.307cm}|m{2.915cm}|m{2.9659998cm}|m{2.97cm}|}
hline
cellcolor[rgb]{1.0,0.7058824,0.9529412}~
&
multicolumn{3}{m{9.251cm}|}{cellcolor[rgb]{0.7058824,0.7764706,0.90588236}~
{selectlanguage{english}fontsize{7.5pt}{9.0pt}selectfontbfseriescolor{black} General Output Format : (a/b) (c/d) [e,f]}
~
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{1) First couple of values : Without }}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{[D835?][DEFE?]}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{ }}} ${equiv}$ foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{ (a / b) }}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{2)Second couple of values : With }}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{[D835?][DEFE?]}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{ }}}} ${equiv}$ foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{ (c / d) }}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{3) Inside each couple of values : (a1 / b1) = (FoM(10 bins ) / FoM(11bins))}}}}}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} 4) Inside a couple of values for GCsp: (a2 / b2) = FoM(4 bins) /FoM(5 bins)}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{5) Standard deviation for each }}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{[D835?][DEFE?]}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{ case~(within brackets) : }}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{$sigma $}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{ on (c,d) }}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{[D835?][DEFE?]}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{ cases [e, f] = [}}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{$sigma $}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{textsubscript{c, }}}}}{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{$sigma $}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{textsubscript{d}}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{]}}}}}
~
}hline
&
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{red} Pessimistic (IST case):par}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{k}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max }}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{= 0.25 h.Mpc}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsuperscript{{}-1}}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(WL) = 1500}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(GCph) = 750}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(XC) = 750}}}}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} sig_p, sig_v to estimate}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} Zcut for GCsp combined with GCph} &
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}{fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Semi - Pessimistic:}
{color{black} {fontsize{8pt}{9.6pt}selectfont textcolor{black}{k}}{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max }}}{fontsize{8pt}{9.6pt}selectfont textcolor{black}{= 0.25 h.Mpc}}{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsuperscript{{}-1}}}}
{color{black} {fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(WL) = 1500}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(GCph) = 750}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(XC) = 750}}}}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} sig_p, sig_v to estimate}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} No Zcut for GCsp combined with GCph} &
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{red} Optimistic (IST case):}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{k}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max }}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{= 0.3 h.Mpc}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsuperscript{{}-1}}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(WL) = 5000}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(GCph) = 3000}}}}
{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{l}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{textsubscript{max}}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(XC) = 3000}}}}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} sig_p, sig_v fixed}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} No Zcut for GCsp combined with GCph}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}~
{centeringcolor{black} foreignlanguage{english}{{fontsize{7.5pt}{9.0pt}selectfont textcolor{black}{GCsp - No }}}foreignlanguage{english}{{fontsize{7.5pt}{9.0pt}selectfont textit{textcolor{black}{$gamma $}}}}foreignlanguage{english}{{fontsize{7.5pt}{9.0pt}selectfont textcolor{black}{ (4/5 bias)}}}par}
{color{black} foreignlanguage{english}{{fontsize{7.5pt}{9.0pt}selectfont textcolor{black}{ GCsp - }}}{fontsize{7.5pt}{9.0pt}selectfont textcolor{black}{[D835?][DEFE?]}}foreignlanguage{english}{{fontsize{7.5pt}{9.0pt}selectfont textcolor{black}{ (4/5 bias) }}}}
~
&
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (14.18 / 13.81)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (7.39 / 6.84)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.182 , 0.181]par}
~
&
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (14.18 / 13.81)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (7.39 / 6.84)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.182 , 0.181 ]} &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (56.14 / 52.61)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (37.73 / 34.48)par}
centeringarraybslash{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.136 , 0.133 ]}}}}hline
cellcolor[rgb]{1.0,0.7058824,0.9529412}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Number of photo bias :par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} (No spectro bias here)par}
~
&
cellcolor[rgb]{1.0,0.7058824,0.9529412}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Pessimistic:par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} (10) / Extended (11)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Zcut {textless} 0.9} &
cellcolor[rgb]{1.0,0.7058824,0.9529412}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Semi- Pessimistic case =par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{red} Pessimistic (IST case):par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} (10) / Extended (11)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} No-Zcut} &
cellcolor[rgb]{1.0,0.7058824,0.9529412}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{red} Optimistic (IST case):par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} (10) / Extended (11)par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} No-Zcut}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} GCphpar}
~
&
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (1.69 / 1.69)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (1.10 / 1.10)par}
{centeringcolor{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.466 , 0.466 ]}}}par}
~
&
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (4.25 / 4.93)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (3.15 / 3.78)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.429 , 0.409 ]} &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (61.80 / 66.55)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (55.08 / 59.48)par}
centeringarraybslash{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.129 , 0.128 ]}}}}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} WL} &
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (24.09 / 25.72)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (7.13 / 8.01)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.191 , 0.180 ]par}
~
&
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (24.09 / 25.72)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (7.13 / 8.01)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.191 , 0.180 ]} &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (46.82 / 50.65)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (13.97 / 15.61)par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.09 , 0.08 ]}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}~
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} GCph + WL + XCpar}
~
&
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (211.52 / 213.50) par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (75.70 / 77.80)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.079 , 0.077 ]par}
~
&
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (358.41 / 382.86)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (128.96 / 142.14)par}
centering{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.062 , 0.058 ]}}}} &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (1006.13 / 1035.82)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (441.97 / 477.52)par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.021 , 0.020 ]}hline
cellcolor[rgb]{1.0,0.7058824,0.9529412}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Synthesis with simple sum (GCsp+GCph+WL) and par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} GCsp+ (GCph+WL+XC)par}
~
&
cellcolor[rgb]{1.0,0.7058824,0.9529412}~
centering{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{red}{Pessimistic (IST case): }}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{zcut (5 first bias for GCph) Zcut {textless} 0.9}}}}} &
cellcolor[rgb]{1.0,0.7058824,0.9529412}~
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} Semi-Pessimistic case:}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} (10) / Extended (11)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} No-Zcut} &
cellcolor[rgb]{1.0,0.7058824,0.9529412}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{red} Optimistic (IST case):par}
{centeringcolor{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{(}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textbf{textcolor{black}{10) / Extended (11)}}}}par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{black} No-Zcut}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}liststyleWWNumv
begin{enumerate}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} Specifications IST :}
end{enumerate}
liststyleWWNumvi
begin{itemize}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (4 bias spectro) : }
end{itemize}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} GCsp + GCph + WL } &
cellcolor{white}{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (121.73 / 125.30)}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (99.81 / 102.38)par}
centering{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{ [}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.036, 0.035 ] }}}} &
cellcolor{white}~
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (151.05 / 156.16)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (119.72 /127.41)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.035 , 0.035 ]par}
~
&
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (351.18 / 367.42) par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (262.88 /279.53)par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.018 , 0.017 ]}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}liststyleWWNumv
begin{enumerate}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} Specifications IST :}
end{enumerate}
liststyleWWNumvi
begin{itemize}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (4 bias spectro) : }
end{itemize}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} GCsp + (GCph + WL + XC) } &
cellcolor{white}{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (384.80 / 386.64)}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (255.84 / 257.64 ) par}
centering{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.031, 0.031 ]}}}} &
cellcolor{white}~
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (550.01 / 573.48)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (320.07 / 333.93)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.029 , 0.028 ]par}
~
&
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (1220.39 / 1249.97) par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (692.62 /725.96)par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.016 , 0.015 ]}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}liststyleWWNumv
begin{enumerate}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} New specifications}
end{enumerate}
liststyleWWNumvi
begin{itemize}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} Bias independent :}
end{itemize}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (5 bias spectro) : }
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} GCsp + GCph + WL } &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (119.67 / 123.34)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (99.20 / 101.84 )par}
centering{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} {fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.035, }}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.035 ]}}}} &
cellcolor{white}~
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (146.68 / 154.12)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (119.72 / 125.45)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.035 , 0.035 ]par}
~
&
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (340.83 / 357.19)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (255.68 / 272.10)par}
centeringarraybslash{color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.018 , 0.017 ]}}}}hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}liststyleWWNumv
begin{enumerate}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} New specifications}
end{enumerate}
liststyleWWNumvi
begin{itemize}
item {selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} Bias independent :}
end{itemize}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (5 bias spectro) : }
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} GCsp + (GCph + WL + XC)} &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (389.00 / 386.80)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (259.32 / 261.08)par}
centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.031, 0.030 ]} &
cellcolor{white}~
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (548.22 / 571.35)par}
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (320.84 / 334.05)par}
centering{fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.029 , 0.028 ]} &
cellcolor{white}~
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (1209.80 / 1235.09)par}
{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (682.82 / 716.27)par}
{centeringcolor{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{[}}} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{0.016 , 0.015 ]}}}par}
~
hline
cellcolor[rgb]{0.7058824,0.7764706,0.90588236}liststyleWWNumv
begin{enumerate}
item {color{black} foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{{guillemotleft}~common bias~{guillemotright} : ( }}}foreignlanguage{english}{{fontsize{9pt}{10.8pt}selectfont textcolor{black}{No }}}{fontsize{9pt}{10.8pt}selectfont textcolor{black}{[D835?][DEFE?]}}foreignlanguage{english}{{fontsize{9pt}{10.8pt}selectfont textcolor{black}{) ( }}}{fontsize{9pt}{10.8pt}selectfont textcolor{black}{[D835?][DEFE?]}}foreignlanguage{english}{{fontsize{9pt}{10.8pt}selectfont textcolor{black}{)}}}foreignlanguage{english}{{fontsize{8pt}{9.6pt}selectfont textcolor{black}{ }}}}
end{enumerate}
liststyleWWNumvi
begin{itemize}
item {fontsize{8pt}{9.6pt}selectfontcolor{black} 5 Bias dependent :}
end{itemize}
{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} GCsp + (GCph + WL + XC)} &
cellcolor{white}centering{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontbfseriescolor{red} Not computable since z_cut {textless} 0.9} &
cellcolor{white}~
{centeringfontsize{8pt}{9.6pt}selectfontcolor{black} (781.09) (587.24)par}
centering{fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.017 ]} &
cellcolor{white}{centeringselectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} (1565.86) (1254.87)par}
centeringarraybslash{selectlanguage{english}fontsize{8pt}{9.6pt}selectfontcolor{black} [ 0.009 ]}hline
end{supertabular}
end{center}
end{minipage}
end{center}
end{document}
I would strongly recommend removing or at least commenting the following lines:
%begin{center}
%begin{minipage}{0.041cm}
%begin{center}
…
%end{center}
%end{minipage}
%end{center}
This will vastly improve the output and give you something like this:
This is what I would recommend to you. It gives you an excellent base for your own alterations, preserves the table and is actually quite clean codewise.
Here are the necessary settings for Writer2LaTeX:
With all the code samples I'm close to the max. word count available, so I'll have to call it quits here.
I think, LibreOffice can really help you here, since it produces an actual table. I have also tried pandoc which would produce empty tex and pdf files.
My recommendation: Use the Ultra-clean Article and start building from there. If you have trouble guessing the colors or which packages to load, have a look at solution 1 above and use the necessary code from there. The Ultra-clean Article loads less packages, removes all the unnecessary fontsize declarations from Word/LibreOffice and gives you a really nice document.
Just remember to remove the center and minipage environments and you'll be fine.
I hope this helps.
Answered by phil-elkabat on December 24, 2020
Edit: Considered is @youpilat13 comment.
It might be worth to rewrite your table in LaTeX from scratch. For example first few rows can be formatted as follows:
documentclass{article}
usepackage[a4paper,
margin=.2in]{geometry}
usepackage[T1]{fontenc}
usepackage[frenchb]{babel}
usepackage[table]{xcolor}
usepackage{hhline,
multirow,
tabularx} % new
newcolumntype{L}{>{raggedrightarraybackslash}X}
usepackage{linegoal} % new
setlengtharrayrulewidth{0.6pt}arrayrulecolor{black}
usepackage{amsmath, amssymb}
usepackage{enumitem} % new
%---------------- show page layout. don't use in a real document!
usepackage{showframe}
renewcommandShowFrameLinethickness{0.15pt}
renewcommand*ShowFrameColor{color{red}}
%---------------------------------------------------------------%
begin{document}
begin{table}[htbp]
caption{Add caption}
label{tab:addlabel}
centering
footnotesize
setlengthextrarowheight{2pt}
setlengthtabcolsep{3pt}
begin{tabularx}{linewidth}{|>{columncolor[rgb]{.682, .667, .667}bfseries}L|
*{3}{L|} }
hhline{~|---|}
rowcolor[rgb]{.682, .667, .667}
multicolumn{1}{X|}{cellcolor{white}}
& multicolumn{3}{p{dimexpr3hsize/4-2tabcolsep-2arrayrulewidth}|}%%
{bfseries
General Output Format: (a / b) (c / d) [e, f]
begin{enumerate}[nosep,
leftmargin=*,
label=textbullet,
before=vspace{1ex},
after=vspace{-1ex},
]
item First couple of values: Without $gamma$: (a / b)
item Second couple of values: With $gamma$: (c / d)
item Inside each couple of values: (a1/b1) = (FoM(10 bins) / FoM(11bins))
item Inside a couple of values for GCsp: (a2 / b2) = FoM(4 bins) / FoM(5 bins)
item Standard deviation for each $gamma$ case (within brackets): $sigma$ on (c,d) $gamma$ cases [e, f] = [$sigma_{mathrm{c}}, sigma_{mathrm{d}}$]
end{enumerate}
}
hhline{~|---|}
rowcolor[rgb]{ .816, .808, .808}
multicolumn{1}{X|}{cellcolor{white}}
& textcolor[rgb]{ .267, .447, .769}{textbf{Pessimistic (IST case):}}newline
$k_{max} = 0.25,text{h.Mpc}-1$newline
$l_{max}(WL) = 1500$newline
$l_{max}(GCph) = 750$newline
$l_{max}(XC) = 750$newline
$sigma_{mathrm{p}}, sigma_{mathrm{v}}$ to estimate $Z_{mathrm{cut}}$ for GCsp combined with GCph
& textbf{Semi - Pessimistic:}newline
$k_{max} = 0.25,text{h.Mpc}-1$newline
$l_{max}(WL) = 1500$newline
$l_{max}(GCph) = 750$newline
$l_{max}(XC) = 750$newline
$sigma_{mathrm{p}}, sigma_{mathrm{v}}$ to estimate No-$Z_{mathrm{cut}}$ for GCsp combined with GCph
& textcolor[rgb]{.267, .447, .769}{textbf{Optimistic (IST case):}}newline
$k_{max} = 0.3,text{h.Mpc}-1$newline
$l_{max}(WL) = 1500$newline
$l_{max}(GCph) = 3000$newline
$l_{max}(XC) = 3000$newline
$sigma_{mathrm{p}}, sigma_{mathrm{v}}$ fixed Non-$Z_{mathrm{cut}}$ for GCsp combined with GCph
hhline{|----|}
GCsp - No $gamma$ (4/5 bias)
& (14.18 / 13.81)
& (14.18 / 13.81)
& (56.14 / 52.61)
hhline{|----|}
multirow{2}{=}{GCsp - $gamma$ (4/5 bias)}
& (7.39 / 6.84)newline
[ 0.182, 0.181]
& (7.39 / 6.84)newline
[ 0.182, 0.181 ]
& (37.73 / 34.48)newline
[ 0.136 , 0.133 ]
hhline{|----|}
rowcolor[rgb]{ .816, .808, .808}
Pessimistic:
& textbf{Semi- Pessimistic case}
& textcolor[rgb]{.267, .447, .769}{textbf{(Optimistic IST case):}}
& textcolor[rgb]{.267, .447, .769}{textbf{Pessimistic (IST case):}}
rowcolor[rgb]{.816, .808, .808}
Number of photo bias:
& textbf{(10) / Extended (11)}
& textbf{(10) / Extended (11)}
& textbf{(10) / Extended (11)}
rowcolor[rgb]{.816, .808, .808}
(No spectro bias here), $textbf{No-Z}_{textbf{cut}}$
& $mathbf{Z}_{mathbf{cut}} < 0.9$
& textbf{(10) / Extended (11)}
& textbf{No-Z}$_{textbf{cut}}$
rowcolor[rgb]{ .816, .808, .808}
hhline{|----|}
end{tabularx}%
end{table}%
end{document}
which gives:
I'm sorry but temporary imgur
doesn't work :-(
(red lines indicate text border)
As you can see, the table code is quite shorter and clear. It has no clutter with multcolumn
cells, coloring individual cells etc.
Answered by Zarko on December 24, 2020
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