Filling an area between two curvesHow to draw a decorated rectangle with rounded corners?TikZ: Cropping the...

What is it called when one voice type sings a 'solo'?

Can a planet have a different gravitational pull depending on its location in orbit around its sun?

A poker game description that does not feel gimmicky

What happens when a metallic dragon and a chromatic dragon mate?

Is every set a filtered colimit of finite sets?

Pristine Bit Checking

Are objects structures and/or vice versa?

"listening to me about as much as you're listening to this pole here"

map list to bin numbers

Was there ever an axiom rendered a theorem?

Copycat chess is back

Lied on resume at previous job

Are white and non-white police officers equally likely to kill black suspects?

What is GPS' 19 year rollover and does it present a cybersecurity issue?

Why was the "bread communication" in the arena of Catching Fire left out in the movie?

Landlord wants to switch my lease to a "Land contract" to "get back at the city"

Why did the Germans forbid the possession of pet pigeons in Rostov-on-Don in 1941?

What are the advantages and disadvantages of running one shots compared to campaigns?

Is it legal to have the "// (c) 2019 John Smith" header in all files when there are hundreds of contributors?

Calculate Levenshtein distance between two strings in Python

How to make payment on the internet without leaving a money trail?

Need help identifying/translating a plaque in Tangier, Morocco

Is this food a bread or a loaf?

Could a US political party gain complete control over the government by removing checks & balances?



Filling an area between two curves


How to draw a decorated rectangle with rounded corners?TikZ: Cropping the Bounding BoxRotate a node but not its content: the case of the ellipse decorationHow to define the default vertical distance between nodes?Area between curves tikzGraphics: Area between curvesFilling an area between curvesFill area between two curvesFilling the area between two circlesFilling Area between two Bezier Curves with tikzFill the area between two curves













3















I would like to draw the following figure:
enter image description here



To do this I have used the following codes : 



documentclass[10pt]{article}

usepackage{pgf,tikz}

usetikzlibrary{arrows}

pagestyle{empty}

begin{document}



begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]

draw [rotate around={15.05:(6.07,0.75)}] (6.07,0.75) ellipse (1.11cm and 0.56cm);

draw [rotate around={-13.74:(8.9,0.78)}] (8.9,0.78) ellipse (1.07cm and 0.53cm);

draw  (4.58,2.02)-- (11,2);

draw  (11,2)-- (10.48,-1);

draw  (10.48,-1)-- (4,-1);

draw  (4,-1)-- (4.58,2.02);

draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});

draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});

draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);

draw [rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);

draw [rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);

draw [->] (8.96,6.46) -- (8.8,1.62);

draw [->] (6.7,6.38) -- (6.46,1.62);

draw [->] (7.3,0.98) -- (7.76,0.98);





draw (9.54,9.82) node {$M$};

draw (6.8,7.3) node {$U_i$};

draw (8.8,7.3) node {$U_j$};

draw (6.24,4.34) node {$psi_i$};

draw (9.52,4.2) node {$psi_j$};

draw (8.94,-1.3) node {$mathbf{R}^n$};

draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};



end{tikzpicture}

end{document}


It produces:
enter image description here



How can I shade this figure?






tikz-pgf tikz-3dplot







share|improve this question





























    3















    I would like to draw the following figure:
    enter image description here



    To do this I have used the following codes : 



    documentclass[10pt]{article}
    
usepackage{pgf,tikz}
    
usetikzlibrary{arrows}
    
pagestyle{empty}
    
begin{document}
    

    
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
    
draw [rotate around={15.05:(6.07,0.75)}] (6.07,0.75) ellipse (1.11cm and 0.56cm);
    
draw [rotate around={-13.74:(8.9,0.78)}] (8.9,0.78) ellipse (1.07cm and 0.53cm);
    
draw  (4.58,2.02)-- (11,2);
    
draw  (11,2)-- (10.48,-1);
    
draw  (10.48,-1)-- (4,-1);
    
draw  (4,-1)-- (4.58,2.02);
    
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
    
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
    
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
    
draw [rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
    
draw [rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
    
draw [->] (8.96,6.46) -- (8.8,1.62);
    
draw [->] (6.7,6.38) -- (6.46,1.62);
    
draw [->] (7.3,0.98) -- (7.76,0.98);
    

    

    
draw (9.54,9.82) node {$M$};
    
draw (6.8,7.3) node {$U_i$};
    
draw (8.8,7.3) node {$U_j$};
    
draw (6.24,4.34) node {$psi_i$};
    
draw (9.52,4.2) node {$psi_j$};
    
draw (8.94,-1.3) node {$mathbf{R}^n$};
    
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
    

    
end{tikzpicture}
    
end{document}


    It produces:
    enter image description here



    How can I shade this figure?






    tikz-pgf tikz-3dplot







    share|improve this question



























      3












      3








      3








      I would like to draw the following figure:
      enter image description here



      To do this I have used the following codes : 



      documentclass[10pt]{article}
      
usepackage{pgf,tikz}
      
usetikzlibrary{arrows}
      
pagestyle{empty}
      
begin{document}
      

      
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
      
draw [rotate around={15.05:(6.07,0.75)}] (6.07,0.75) ellipse (1.11cm and 0.56cm);
      
draw [rotate around={-13.74:(8.9,0.78)}] (8.9,0.78) ellipse (1.07cm and 0.53cm);
      
draw  (4.58,2.02)-- (11,2);
      
draw  (11,2)-- (10.48,-1);
      
draw  (10.48,-1)-- (4,-1);
      
draw  (4,-1)-- (4.58,2.02);
      
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
      
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
      
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
      
draw [rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
      
draw [rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
      
draw [->] (8.96,6.46) -- (8.8,1.62);
      
draw [->] (6.7,6.38) -- (6.46,1.62);
      
draw [->] (7.3,0.98) -- (7.76,0.98);
      

      

      
draw (9.54,9.82) node {$M$};
      
draw (6.8,7.3) node {$U_i$};
      
draw (8.8,7.3) node {$U_j$};
      
draw (6.24,4.34) node {$psi_i$};
      
draw (9.52,4.2) node {$psi_j$};
      
draw (8.94,-1.3) node {$mathbf{R}^n$};
      
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
      

      
end{tikzpicture}
      
end{document}


      It produces:
      enter image description here



      How can I shade this figure?






      tikz-pgf tikz-3dplot







      share|improve this question
















      I would like to draw the following figure:
      enter image description here



      To do this I have used the following codes : 



      documentclass[10pt]{article}
      
usepackage{pgf,tikz}
      
usetikzlibrary{arrows}
      
pagestyle{empty}
      
begin{document}
      

      
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
      
draw [rotate around={15.05:(6.07,0.75)}] (6.07,0.75) ellipse (1.11cm and 0.56cm);
      
draw [rotate around={-13.74:(8.9,0.78)}] (8.9,0.78) ellipse (1.07cm and 0.53cm);
      
draw  (4.58,2.02)-- (11,2);
      
draw  (11,2)-- (10.48,-1);
      
draw  (10.48,-1)-- (4,-1);
      
draw  (4,-1)-- (4.58,2.02);
      
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
      
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
      
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
      
draw [rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
      
draw [rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
      
draw [->] (8.96,6.46) -- (8.8,1.62);
      
draw [->] (6.7,6.38) -- (6.46,1.62);
      
draw [->] (7.3,0.98) -- (7.76,0.98);
      

      

      
draw (9.54,9.82) node {$M$};
      
draw (6.8,7.3) node {$U_i$};
      
draw (8.8,7.3) node {$U_j$};
      
draw (6.24,4.34) node {$psi_i$};
      
draw (9.52,4.2) node {$psi_j$};
      
draw (8.94,-1.3) node {$mathbf{R}^n$};
      
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
      

      
end{tikzpicture}
      
end{document}


      It produces:
      enter image description here



      How can I shade this figure?






      tikz-pgf tikz-3dplot




      tikz-pgf tikz-3dplot






      share|improve this question















      share|improve this question













      share|improve this question




      share|improve this question








      edited 2 hours ago







      MKS

















      asked 3 hours ago









      MKSMKS

      834




      834






















          1 Answer
          1






          active

          oldest

          votes


















          3














          There are two basic tricks that allow you to fill the area bounded by two different curves/contours:




          1. clip against one curve and fill the other;

          2. use even odd rule.


          And there are combinations of the two and other possibilities. This answer focuses on possibility 1. Then there is the question how on could recycle curves for the fill. Out of several possibilities, this answer will utilize the use path trick in the first part and insert path in the second path.



          The first path modifies your code such as to shade the correct (?) areas.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows}
          
makeatletter % https://tex.stackexchange.com/a/38995/121799
          
tikzset{
          
  use path/.code={pgfsyssoftpath@setcurrentpath{#1}}
          
}
          
makeatother
          

          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
          
draw [rotate around={15.05:(6.07,0.75)},save path=pathA] (6.07,0.75) ellipse (1.11cm and 0.56cm);
          
draw [rotate around={-13.74:(8.9,0.78)},save path=pathB] (8.9,0.78) ellipse (1.07cm and 0.53cm);
          
draw  (4.58,2.02)-- (11,2);
          
draw  (11,2)-- (10.48,-1);
          
draw  (10.48,-1)-- (4,-1);
          
draw  (4,-1)-- (4.58,2.02);
          
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
          
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
          
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
          
draw [save path=pathC,rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
          
draw [save path=pathD,rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
          
draw [->] (8.96,6.46) -- (8.8,1.62);
          
draw [->] (6.7,6.38) -- (6.46,1.62);
          
draw [->] (7.3,0.98) -- (7.76,0.98);
          

          

          
draw (9.54,9.82) node {$M$};
          
draw (6.8,7.3) node {$U_i$};
          
draw (8.8,7.3) node {$U_j$};
          
draw (6.24,4.34) node {$psi_i$};
          
draw (9.52,4.2) node {$psi_j$};
          
draw (8.94,-1.3) node {$mathbf{R}^n$};
          
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
          
begin{scope}
          
clip[use path=pathA];
          
path[fill=blue,shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)})
          
-- ++ (1,0) |- cycle;
          
end{scope}
          
begin{scope}
          
clip[use path=pathB];
          
path[fill=blue,shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)})
          
-- ++ (-1,0) |- cycle;
          
end{scope}
          
clip[use path=pathC];
          
fill[blue,use path=pathD];
          
end{tikzpicture}
          
end{document}


          enter image description here



          However, I am wondering if you are willing to consider an arguably simpler code yielding a similar picture. Advantages include more relative positioning such that you can move complete parts around without having to redo all coordinates.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows,patterns}
          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle
          
45,x=1.0cm,y=1.0cm,standard ellipse around/.style args={#1 rotated by #2}{%
          
insert path={[rotate around={#2:#1}] #1 circle[x radius=1.2cm,y radius=0.6cm]}}]
          
  begin{scope}[yshift=6.5cm]
          
    draw (0,0) circle[x radius=3.5cm,y radius=1.9cm];
          
    node at (2,2.3) {$M$};
          
    draw (-0.7,-0.2) node[left] (Ui) {$U_i$}
          
     [standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
    draw (0.7,-0.2) node[right] (Uj) {$U_i$}
          
     [standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    clip[standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    path[pattern=north east lines, 
          
     standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
  end{scope}
          
  begin{scope}[local bounding box=b]
          
    begin{scope}[xshift=-4mm,local bounding box=bl]
          
      draw[clip,standard ellipse around={(-1.2,0) rotated by 15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by -15}];
          
    end{scope}
          
    begin{scope}[xshift=4mm,local bounding box=br]
          
      draw[clip,standard ellipse around={(1.2,0) rotated by -15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by 15}];
          
    end{scope}
          
    draw [->] (bl) -- (br) node[midway,below=8mm]{$psi_jcirc psi_i^{-1}$};
          
  end{scope}
          
  draw[->] ([yshift=-0.5cm]Ui.south) -- ([yshift=2mm]bl.north-|Ui.south)
          
   node[midway,left]{$psi_i$};
          
  draw[->] ([yshift=-0.5cm]Uj.south) -- ([yshift=2mm]br.north-|Uj.south)
          
   node[midway,right]{$psi_j$};
          
  draw ([xshift=-1.5cm,yshift=-1cm]b.south west)
          
   -- ([xshift=-1cm,yshift=1cm]b.north west)
          
   -- ([xshift=1.5cm,yshift=1cm]b.north east)
          
   -- ([xshift=1cm,yshift=-1cm]b.south east) -- cycle;
          
end{tikzpicture}
          
end{document}


          enter image description here






          share|improve this answer


























          • Thank you very much for your answer@marmot

            – MKS
            16 mins ago













          • @MKS You're welcome!

            – marmot
            14 mins ago












          Your Answer








          StackExchange.ready(function() {
          var channelOptions = {
          tags: "".split(" "),
          id: "85"
          };
          initTagRenderer("".split(" "), "".split(" "), channelOptions);

          StackExchange.using("externalEditor", function() {
          // Have to fire editor after snippets, if snippets enabled
          if (StackExchange.settings.snippets.snippetsEnabled) {
          StackExchange.using("snippets", function() {
          createEditor();
          });
          }
          else {
          createEditor();
          }
          });

          function createEditor() {
          StackExchange.prepareEditor({
          heartbeatType: 'answer',
          autoActivateHeartbeat: false,
          convertImagesToLinks: false,
          noModals: true,
          showLowRepImageUploadWarning: true,
          reputationToPostImages: null,
          bindNavPrevention: true,
          postfix: "",
          imageUploader: {
          brandingHtml: "Powered by u003ca class="icon-imgur-white" href="https://imgur.com/"u003eu003c/au003e",
          contentPolicyHtml: "User contributions licensed under u003ca href="https://creativecommons.org/licenses/by-sa/3.0/"u003ecc by-sa 3.0 with attribution requiredu003c/au003e u003ca href="https://stackoverflow.com/legal/content-policy"u003e(content policy)u003c/au003e",
          allowUrls: true
          },
          onDemand: true,
          discardSelector: ".discard-answer"
          ,immediatelyShowMarkdownHelp:true
          });


          }
          });














          draft saved

          draft discarded


















          StackExchange.ready(
          function () {
          StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2ftex.stackexchange.com%2fquestions%2f483892%2ffilling-an-area-between-two-curves%23new-answer', 'question_page');
          }
          );

          Post as a guest















          Required, but never shown

























          1 Answer
          1






          active

          oldest

          votes








          1 Answer
          1






          active

          oldest

          votes









          active

          oldest

          votes






          active

          oldest

          votes









          3














          There are two basic tricks that allow you to fill the area bounded by two different curves/contours:




          1. clip against one curve and fill the other;

          2. use even odd rule.


          And there are combinations of the two and other possibilities. This answer focuses on possibility 1. Then there is the question how on could recycle curves for the fill. Out of several possibilities, this answer will utilize the use path trick in the first part and insert path in the second path.



          The first path modifies your code such as to shade the correct (?) areas.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows}
          
makeatletter % https://tex.stackexchange.com/a/38995/121799
          
tikzset{
          
  use path/.code={pgfsyssoftpath@setcurrentpath{#1}}
          
}
          
makeatother
          

          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
          
draw [rotate around={15.05:(6.07,0.75)},save path=pathA] (6.07,0.75) ellipse (1.11cm and 0.56cm);
          
draw [rotate around={-13.74:(8.9,0.78)},save path=pathB] (8.9,0.78) ellipse (1.07cm and 0.53cm);
          
draw  (4.58,2.02)-- (11,2);
          
draw  (11,2)-- (10.48,-1);
          
draw  (10.48,-1)-- (4,-1);
          
draw  (4,-1)-- (4.58,2.02);
          
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
          
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
          
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
          
draw [save path=pathC,rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
          
draw [save path=pathD,rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
          
draw [->] (8.96,6.46) -- (8.8,1.62);
          
draw [->] (6.7,6.38) -- (6.46,1.62);
          
draw [->] (7.3,0.98) -- (7.76,0.98);
          

          

          
draw (9.54,9.82) node {$M$};
          
draw (6.8,7.3) node {$U_i$};
          
draw (8.8,7.3) node {$U_j$};
          
draw (6.24,4.34) node {$psi_i$};
          
draw (9.52,4.2) node {$psi_j$};
          
draw (8.94,-1.3) node {$mathbf{R}^n$};
          
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
          
begin{scope}
          
clip[use path=pathA];
          
path[fill=blue,shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)})
          
-- ++ (1,0) |- cycle;
          
end{scope}
          
begin{scope}
          
clip[use path=pathB];
          
path[fill=blue,shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)})
          
-- ++ (-1,0) |- cycle;
          
end{scope}
          
clip[use path=pathC];
          
fill[blue,use path=pathD];
          
end{tikzpicture}
          
end{document}


          enter image description here



          However, I am wondering if you are willing to consider an arguably simpler code yielding a similar picture. Advantages include more relative positioning such that you can move complete parts around without having to redo all coordinates.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows,patterns}
          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle
          
45,x=1.0cm,y=1.0cm,standard ellipse around/.style args={#1 rotated by #2}{%
          
insert path={[rotate around={#2:#1}] #1 circle[x radius=1.2cm,y radius=0.6cm]}}]
          
  begin{scope}[yshift=6.5cm]
          
    draw (0,0) circle[x radius=3.5cm,y radius=1.9cm];
          
    node at (2,2.3) {$M$};
          
    draw (-0.7,-0.2) node[left] (Ui) {$U_i$}
          
     [standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
    draw (0.7,-0.2) node[right] (Uj) {$U_i$}
          
     [standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    clip[standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    path[pattern=north east lines, 
          
     standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
  end{scope}
          
  begin{scope}[local bounding box=b]
          
    begin{scope}[xshift=-4mm,local bounding box=bl]
          
      draw[clip,standard ellipse around={(-1.2,0) rotated by 15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by -15}];
          
    end{scope}
          
    begin{scope}[xshift=4mm,local bounding box=br]
          
      draw[clip,standard ellipse around={(1.2,0) rotated by -15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by 15}];
          
    end{scope}
          
    draw [->] (bl) -- (br) node[midway,below=8mm]{$psi_jcirc psi_i^{-1}$};
          
  end{scope}
          
  draw[->] ([yshift=-0.5cm]Ui.south) -- ([yshift=2mm]bl.north-|Ui.south)
          
   node[midway,left]{$psi_i$};
          
  draw[->] ([yshift=-0.5cm]Uj.south) -- ([yshift=2mm]br.north-|Uj.south)
          
   node[midway,right]{$psi_j$};
          
  draw ([xshift=-1.5cm,yshift=-1cm]b.south west)
          
   -- ([xshift=-1cm,yshift=1cm]b.north west)
          
   -- ([xshift=1.5cm,yshift=1cm]b.north east)
          
   -- ([xshift=1cm,yshift=-1cm]b.south east) -- cycle;
          
end{tikzpicture}
          
end{document}


          enter image description here






          share|improve this answer


























          • Thank you very much for your answer@marmot

            – MKS
            16 mins ago













          • @MKS You're welcome!

            – marmot
            14 mins ago
















          3














          There are two basic tricks that allow you to fill the area bounded by two different curves/contours:




          1. clip against one curve and fill the other;

          2. use even odd rule.


          And there are combinations of the two and other possibilities. This answer focuses on possibility 1. Then there is the question how on could recycle curves for the fill. Out of several possibilities, this answer will utilize the use path trick in the first part and insert path in the second path.



          The first path modifies your code such as to shade the correct (?) areas.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows}
          
makeatletter % https://tex.stackexchange.com/a/38995/121799
          
tikzset{
          
  use path/.code={pgfsyssoftpath@setcurrentpath{#1}}
          
}
          
makeatother
          

          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
          
draw [rotate around={15.05:(6.07,0.75)},save path=pathA] (6.07,0.75) ellipse (1.11cm and 0.56cm);
          
draw [rotate around={-13.74:(8.9,0.78)},save path=pathB] (8.9,0.78) ellipse (1.07cm and 0.53cm);
          
draw  (4.58,2.02)-- (11,2);
          
draw  (11,2)-- (10.48,-1);
          
draw  (10.48,-1)-- (4,-1);
          
draw  (4,-1)-- (4.58,2.02);
          
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
          
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
          
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
          
draw [save path=pathC,rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
          
draw [save path=pathD,rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
          
draw [->] (8.96,6.46) -- (8.8,1.62);
          
draw [->] (6.7,6.38) -- (6.46,1.62);
          
draw [->] (7.3,0.98) -- (7.76,0.98);
          

          

          
draw (9.54,9.82) node {$M$};
          
draw (6.8,7.3) node {$U_i$};
          
draw (8.8,7.3) node {$U_j$};
          
draw (6.24,4.34) node {$psi_i$};
          
draw (9.52,4.2) node {$psi_j$};
          
draw (8.94,-1.3) node {$mathbf{R}^n$};
          
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
          
begin{scope}
          
clip[use path=pathA];
          
path[fill=blue,shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)})
          
-- ++ (1,0) |- cycle;
          
end{scope}
          
begin{scope}
          
clip[use path=pathB];
          
path[fill=blue,shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)})
          
-- ++ (-1,0) |- cycle;
          
end{scope}
          
clip[use path=pathC];
          
fill[blue,use path=pathD];
          
end{tikzpicture}
          
end{document}


          enter image description here



          However, I am wondering if you are willing to consider an arguably simpler code yielding a similar picture. Advantages include more relative positioning such that you can move complete parts around without having to redo all coordinates.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows,patterns}
          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle
          
45,x=1.0cm,y=1.0cm,standard ellipse around/.style args={#1 rotated by #2}{%
          
insert path={[rotate around={#2:#1}] #1 circle[x radius=1.2cm,y radius=0.6cm]}}]
          
  begin{scope}[yshift=6.5cm]
          
    draw (0,0) circle[x radius=3.5cm,y radius=1.9cm];
          
    node at (2,2.3) {$M$};
          
    draw (-0.7,-0.2) node[left] (Ui) {$U_i$}
          
     [standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
    draw (0.7,-0.2) node[right] (Uj) {$U_i$}
          
     [standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    clip[standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    path[pattern=north east lines, 
          
     standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
  end{scope}
          
  begin{scope}[local bounding box=b]
          
    begin{scope}[xshift=-4mm,local bounding box=bl]
          
      draw[clip,standard ellipse around={(-1.2,0) rotated by 15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by -15}];
          
    end{scope}
          
    begin{scope}[xshift=4mm,local bounding box=br]
          
      draw[clip,standard ellipse around={(1.2,0) rotated by -15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by 15}];
          
    end{scope}
          
    draw [->] (bl) -- (br) node[midway,below=8mm]{$psi_jcirc psi_i^{-1}$};
          
  end{scope}
          
  draw[->] ([yshift=-0.5cm]Ui.south) -- ([yshift=2mm]bl.north-|Ui.south)
          
   node[midway,left]{$psi_i$};
          
  draw[->] ([yshift=-0.5cm]Uj.south) -- ([yshift=2mm]br.north-|Uj.south)
          
   node[midway,right]{$psi_j$};
          
  draw ([xshift=-1.5cm,yshift=-1cm]b.south west)
          
   -- ([xshift=-1cm,yshift=1cm]b.north west)
          
   -- ([xshift=1.5cm,yshift=1cm]b.north east)
          
   -- ([xshift=1cm,yshift=-1cm]b.south east) -- cycle;
          
end{tikzpicture}
          
end{document}


          enter image description here






          share|improve this answer


























          • Thank you very much for your answer@marmot

            – MKS
            16 mins ago













          • @MKS You're welcome!

            – marmot
            14 mins ago














          3












          3








          3







          There are two basic tricks that allow you to fill the area bounded by two different curves/contours:




          1. clip against one curve and fill the other;

          2. use even odd rule.


          And there are combinations of the two and other possibilities. This answer focuses on possibility 1. Then there is the question how on could recycle curves for the fill. Out of several possibilities, this answer will utilize the use path trick in the first part and insert path in the second path.



          The first path modifies your code such as to shade the correct (?) areas.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows}
          
makeatletter % https://tex.stackexchange.com/a/38995/121799
          
tikzset{
          
  use path/.code={pgfsyssoftpath@setcurrentpath{#1}}
          
}
          
makeatother
          

          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
          
draw [rotate around={15.05:(6.07,0.75)},save path=pathA] (6.07,0.75) ellipse (1.11cm and 0.56cm);
          
draw [rotate around={-13.74:(8.9,0.78)},save path=pathB] (8.9,0.78) ellipse (1.07cm and 0.53cm);
          
draw  (4.58,2.02)-- (11,2);
          
draw  (11,2)-- (10.48,-1);
          
draw  (10.48,-1)-- (4,-1);
          
draw  (4,-1)-- (4.58,2.02);
          
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
          
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
          
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
          
draw [save path=pathC,rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
          
draw [save path=pathD,rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
          
draw [->] (8.96,6.46) -- (8.8,1.62);
          
draw [->] (6.7,6.38) -- (6.46,1.62);
          
draw [->] (7.3,0.98) -- (7.76,0.98);
          

          

          
draw (9.54,9.82) node {$M$};
          
draw (6.8,7.3) node {$U_i$};
          
draw (8.8,7.3) node {$U_j$};
          
draw (6.24,4.34) node {$psi_i$};
          
draw (9.52,4.2) node {$psi_j$};
          
draw (8.94,-1.3) node {$mathbf{R}^n$};
          
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
          
begin{scope}
          
clip[use path=pathA];
          
path[fill=blue,shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)})
          
-- ++ (1,0) |- cycle;
          
end{scope}
          
begin{scope}
          
clip[use path=pathB];
          
path[fill=blue,shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)})
          
-- ++ (-1,0) |- cycle;
          
end{scope}
          
clip[use path=pathC];
          
fill[blue,use path=pathD];
          
end{tikzpicture}
          
end{document}


          enter image description here



          However, I am wondering if you are willing to consider an arguably simpler code yielding a similar picture. Advantages include more relative positioning such that you can move complete parts around without having to redo all coordinates.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows,patterns}
          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle
          
45,x=1.0cm,y=1.0cm,standard ellipse around/.style args={#1 rotated by #2}{%
          
insert path={[rotate around={#2:#1}] #1 circle[x radius=1.2cm,y radius=0.6cm]}}]
          
  begin{scope}[yshift=6.5cm]
          
    draw (0,0) circle[x radius=3.5cm,y radius=1.9cm];
          
    node at (2,2.3) {$M$};
          
    draw (-0.7,-0.2) node[left] (Ui) {$U_i$}
          
     [standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
    draw (0.7,-0.2) node[right] (Uj) {$U_i$}
          
     [standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    clip[standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    path[pattern=north east lines, 
          
     standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
  end{scope}
          
  begin{scope}[local bounding box=b]
          
    begin{scope}[xshift=-4mm,local bounding box=bl]
          
      draw[clip,standard ellipse around={(-1.2,0) rotated by 15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by -15}];
          
    end{scope}
          
    begin{scope}[xshift=4mm,local bounding box=br]
          
      draw[clip,standard ellipse around={(1.2,0) rotated by -15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by 15}];
          
    end{scope}
          
    draw [->] (bl) -- (br) node[midway,below=8mm]{$psi_jcirc psi_i^{-1}$};
          
  end{scope}
          
  draw[->] ([yshift=-0.5cm]Ui.south) -- ([yshift=2mm]bl.north-|Ui.south)
          
   node[midway,left]{$psi_i$};
          
  draw[->] ([yshift=-0.5cm]Uj.south) -- ([yshift=2mm]br.north-|Uj.south)
          
   node[midway,right]{$psi_j$};
          
  draw ([xshift=-1.5cm,yshift=-1cm]b.south west)
          
   -- ([xshift=-1cm,yshift=1cm]b.north west)
          
   -- ([xshift=1.5cm,yshift=1cm]b.north east)
          
   -- ([xshift=1cm,yshift=-1cm]b.south east) -- cycle;
          
end{tikzpicture}
          
end{document}


          enter image description here






          share|improve this answer















          There are two basic tricks that allow you to fill the area bounded by two different curves/contours:




          1. clip against one curve and fill the other;

          2. use even odd rule.


          And there are combinations of the two and other possibilities. This answer focuses on possibility 1. Then there is the question how on could recycle curves for the fill. Out of several possibilities, this answer will utilize the use path trick in the first part and insert path in the second path.



          The first path modifies your code such as to shade the correct (?) areas.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows}
          
makeatletter % https://tex.stackexchange.com/a/38995/121799
          
tikzset{
          
  use path/.code={pgfsyssoftpath@setcurrentpath{#1}}
          
}
          
makeatother
          

          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle 45,x=1.0cm,y=1.0cm]
          
draw [rotate around={15.05:(6.07,0.75)},save path=pathA] (6.07,0.75) ellipse (1.11cm and 0.56cm);
          
draw [rotate around={-13.74:(8.9,0.78)},save path=pathB] (8.9,0.78) ellipse (1.07cm and 0.53cm);
          
draw  (4.58,2.02)-- (11,2);
          
draw  (11,2)-- (10.48,-1);
          
draw  (10.48,-1)-- (4,-1);
          
draw  (4,-1)-- (4.58,2.02);
          
draw [shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)});
          
draw [shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)});
          
draw [rotate around={-3.74:(8.09,7.47)}] (8.09,7.47) ellipse (3.48cm and 1.89cm);
          
draw [save path=pathC,rotate around={13.37:(7.03,7.4)}] (7.03,7.4) ellipse (1.2cm and 0.59cm);
          
draw [save path=pathD,rotate around={-18.43:(8.48,7.38)}] (8.48,7.38) ellipse (1.23cm and 0.59cm);
          
draw [->] (8.96,6.46) -- (8.8,1.62);
          
draw [->] (6.7,6.38) -- (6.46,1.62);
          
draw [->] (7.3,0.98) -- (7.76,0.98);
          

          

          
draw (9.54,9.82) node {$M$};
          
draw (6.8,7.3) node {$U_i$};
          
draw (8.8,7.3) node {$U_j$};
          
draw (6.24,4.34) node {$psi_i$};
          
draw (9.52,4.2) node {$psi_j$};
          
draw (8.94,-1.3) node {$mathbf{R}^n$};
          
draw (7.6,0) node {$psi_jcirc psi_i^{-1}$};
          
begin{scope}
          
clip[use path=pathA];
          
path[fill=blue,shift={(6.76,0.91)}] plot[domain=1.71:4.85,variable=t]({1*0.43*cos(t r)+0*0.43*sin(t r)},{0*0.43*cos(t r)+1*0.43*sin(t r)})
          
-- ++ (1,0) |- cycle;
          
end{scope}
          
begin{scope}
          
clip[use path=pathB];
          
path[fill=blue,shift={(8.25,0.9)}] plot[domain=-1.6:1.54,variable=t]({1*0.42*cos(t r)+0*0.42*sin(t r)},{0*0.42*cos(t r)+1*0.42*sin(t r)})
          
-- ++ (-1,0) |- cycle;
          
end{scope}
          
clip[use path=pathC];
          
fill[blue,use path=pathD];
          
end{tikzpicture}
          
end{document}


          enter image description here



          However, I am wondering if you are willing to consider an arguably simpler code yielding a similar picture. Advantages include more relative positioning such that you can move complete parts around without having to redo all coordinates.



          documentclass[10pt]{article}
          
usepackage{tikz}
          
usetikzlibrary{arrows,patterns}
          
pagestyle{empty}
          
begin{document}
          

          
begin{tikzpicture}[line cap=round,line join=round,>=triangle
          
45,x=1.0cm,y=1.0cm,standard ellipse around/.style args={#1 rotated by #2}{%
          
insert path={[rotate around={#2:#1}] #1 circle[x radius=1.2cm,y radius=0.6cm]}}]
          
  begin{scope}[yshift=6.5cm]
          
    draw (0,0) circle[x radius=3.5cm,y radius=1.9cm];
          
    node at (2,2.3) {$M$};
          
    draw (-0.7,-0.2) node[left] (Ui) {$U_i$}
          
     [standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
    draw (0.7,-0.2) node[right] (Uj) {$U_i$}
          
     [standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    clip[standard ellipse around={(0.7,-0.2) rotated by -15}];
          
    path[pattern=north east lines, 
          
     standard ellipse around={(-0.7,-0.2) rotated by 15}];
          
  end{scope}
          
  begin{scope}[local bounding box=b]
          
    begin{scope}[xshift=-4mm,local bounding box=bl]
          
      draw[clip,standard ellipse around={(-1.2,0) rotated by 15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by -15}];
          
    end{scope}
          
    begin{scope}[xshift=4mm,local bounding box=br]
          
      draw[clip,standard ellipse around={(1.2,0) rotated by -15}];
          
      draw[pattern=north east lines,standard ellipse around={(0,0) rotated by 15}];
          
    end{scope}
          
    draw [->] (bl) -- (br) node[midway,below=8mm]{$psi_jcirc psi_i^{-1}$};
          
  end{scope}
          
  draw[->] ([yshift=-0.5cm]Ui.south) -- ([yshift=2mm]bl.north-|Ui.south)
          
   node[midway,left]{$psi_i$};
          
  draw[->] ([yshift=-0.5cm]Uj.south) -- ([yshift=2mm]br.north-|Uj.south)
          
   node[midway,right]{$psi_j$};
          
  draw ([xshift=-1.5cm,yshift=-1cm]b.south west)
          
   -- ([xshift=-1cm,yshift=1cm]b.north west)
          
   -- ([xshift=1.5cm,yshift=1cm]b.north east)
          
   -- ([xshift=1cm,yshift=-1cm]b.south east) -- cycle;
          
end{tikzpicture}
          
end{document}


          enter image description here







          share|improve this answer














          share|improve this answer



          share|improve this answer








          edited 50 mins ago

























          answered 2 hours ago









          marmotmarmot

          116k5147277




          116k5147277













          • Thank you very much for your answer@marmot

            – MKS
            16 mins ago













          • @MKS You're welcome!

            – marmot
            14 mins ago



















          • Thank you very much for your answer@marmot

            – MKS
            16 mins ago













          • @MKS You're welcome!

            – marmot
            14 mins ago

















          Thank you very much for your answer@marmot

          – MKS
          16 mins ago







          Thank you very much for your answer@marmot

          – MKS
          16 mins ago















          @MKS You're welcome!

          – marmot
          14 mins ago





          @MKS You're welcome!

          – marmot
          14 mins ago


















          draft saved

          draft discarded




















































          Thanks for contributing an answer to TeX - LaTeX Stack Exchange!


          • Please be sure to answer the question. Provide details and share your research!

          But avoid …



          • Asking for help, clarification, or responding to other answers.

          • Making statements based on opinion; back them up with references or personal experience.


          To learn more, see our tips on writing great answers.




          draft saved


          draft discarded














          StackExchange.ready(
          function () {
          StackExchange.openid.initPostLogin('.new-post-login', 'https%3a%2f%2ftex.stackexchange.com%2fquestions%2f483892%2ffilling-an-area-between-two-curves%23new-answer', 'question_page');
          }
          );

          Post as a guest















          Required, but never shown





















































          Required, but never shown














          Required, but never shown












          Required, but never shown







          Required, but never shown

































          Required, but never shown














          Required, but never shown












          Required, but never shown







          Required, but never shown







          -

          Popular posts from this blog

          What is the “three and three hundred thousand syndrome”?Who wrote the book Arena?What five creatures were...

          Image
          What happens when the centripetal force is equal and opposite to the centrifugal force? Why is "la Gestapo" feminine? Nested Dynamic SOQL Query How are passwords stolen from companies if they only store hashes? Exposing a company lying about themselves in a tightly knit industry: Is my career at risk on the long run? Can "few" be used as a subject? If so, what is the rule? Why are there no stars visible in cislunar space? categorizing a variable turns it from insignificant to significant Do I need an EFI partition for each 18.04 ubuntu I have on my HD? What are the consequences of changing the number of hours in ...
          Read more

          Gersau Kjelder | Navigasjonsmeny46°59′0″N 8°31′0″E46°59′0″N...

          Image
          Tidlegare republikkarSkipingar i 1433Kommunar i SchwyzDistrikt i SchwyzNedleggingar i 1798Stader ved Vierwaldstättersee kommunekantonenSchwyzSveitskm²VierwaldstätterseeLauerz Gersau Kommunevåpenet til Gersau Plassering Styresmakter Land   Sveits Kanton kantonen Schwyz Distrikt Gersau Språk tysk Geografi Flatevidd  - kommune 23,70 km² Innbyggjarar  - kommune (desember 2010)    - folketettleik 2 094   88,4 /km² Koordinatar 46°59′0″N 8°31′0″E  Koordinatar: 46°59′0″N 8°31′0″E  Høgd over havet 435 moh Diverse annan informasjon Postnummer 6442 Nettstad: www.gersau.ch Freistaat und Republik Gersau Fristaten og republikken Gersau By-republikk og alliert protektorat i Det gamle sveitsiske eidsforundet ←   ← 1433–1798 1814–1818 →   → Hovudstad Gersau Styreform Republikk Historisk periode Tidleg moderne tid  - Kjøpte fridom frå ...
          Read more

          Hestehale Innhaldsliste Hestehale på kvinner | Hestehale på menn | Galleri | Sjå òg |...

          Image
          Frisyrar frisyrehårhårstrikkhårklemmerøyrethesthovudverkeuropeisk motejobbtreningfletterparykkarungdomsopprørmotkulturmusikararmotorsykkelentusiastarpolitietpolitiskforretningverksemdfiskeflette Hestehale sett bakfrå. Hestehale på ein mannleg indianarleiar. Hestehale er ein frisyre der ein samlar det meste eller alt av langt hår [1] i bakhovudet med ein hårstrikk eller liknande. Avhengig av mote kan det òg vere vanleg å sette opp hestehalen med hårklemmer eller å ha hestehalen hengande på den eine sida av hovudet ved å samle håret ved øyret. Hestehale er ein vanleg frisyre for jenter og for gutar med langt hår. Han har fått namnet sitt etter likskapen med halen på ein hest. For stramme hestehaler kan føre til hårtap, [2] i nokre høve også hovudverk. [3] Innhaldsliste 1 Hestehale på kvinner 2 Hestehale på menn 3 Galleri 4 Sjå òg 5 Bakgrunnsstoff 6 Kjelder Hestehale på kvinner | Ungjente med hestehale som held håret unna ansiktet...
          Read more