Borders
- Within
grob_layout()
, the grob_row()
and grob_col()
functions are able to put borders around their contents.
grob_layout(
grob_row(
grob_col(1),
grob_col(border = TRUE, 2)
),
grob_row(
border = TRUE,
grob_col(3),
grob_col(
border = TRUE,
grob_row(border = TRUE, grob_col(border = TRUE, 4)),
grob_row(border = TRUE, grob_col(border = TRUE, 5))
)
),
height = 100,
width = 100
) %>%
view_grob()
![](data:image/png;base64,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)
- Those borders are customizable. With the
border_aes_list
argument and the ga_list()
function, the user can adjust
- Which border sides to display (
border_sides
)
- The border width (
border_width
)
- The border color (
border_color
)
- For more information on the aesthetics above, see
?ga_list
.
grob_layout(
grob_row(
grob_col(1),
grob_col(
border = TRUE,
border_aes_list = ga_list(
border_color = "red"
),
2
)
),
grob_row(
border = TRUE,
border_aes_list = ga_list(
border_sides = "top",
border_width = 5
),
grob_col(3),
grob_col(
border = TRUE,
border_aes_list = ga_list(
border_sides = "left, bottom",
border_color = "blue",
border_width = 4
),
4
)
),
height = 100,
width = 100
) %>%
view_grob()
![](data:image/png;base64,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)
Titles
- Titles can be added to either
grob_layout()
, grob_row()
or grob_col()
.
grob_layout(
title = "grob-layout title",
grob_row(
grob_col(1),
grob_col(title = "grob-column title", 2)
),
grob_row(
title = "grob-row title",
grob_col(3),
grob_col(4)
)
) %>%
view_grob(height = 100, width = 100)
![](data:image/png;base64,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)
- The height of the title can be adjusted by either giving an explicit height in millimeters to the
title_height
argument, or changing the title height proportion with title_p
.
title_p
corresponds to the proportion of the height allotted to the grob in question which will be given to the title.
title_height
will override title_p
in all cases.
grob_layout(
title = "grob-layout title",
title_height = 20,
grob_row(
grob_col(1),
grob_col(
title = "grob-column title",
title_p = 0.5,
2
)
),
grob_row(
title = "grob-row title",
title_height = 10,
grob_col(3),
grob_col(4)
)
) %>%
view_grob(height = 100, width = 100)
![](data:image/png;base64,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)
- The aesthetics of the title can be altered as well with the
title_aes_list
argument and ga_list()
.
grob_layout(
title = "grob-layout title",
title_height = 20,
title_aes_list = ga_list(
text_color = "blue",
border_sides = "bottom"
),
grob_row(
grob_col(1),
grob_col(
title = "grob-column title",
title_p = 0.5,
title_aes_list = ga_list(
font_face = 3,
text_color = "white",
background_color = "gray40"
),
2
)
)
) %>%
view_grob(height = 100, width = 100)
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)
Captions
- Everything that applies to titles also applies to captions, as
grob_layout()
, grob_col()
and grob_row()
are all equipped with caption
, caption_aes_list
, caption_p
and caption_height
arguments.
- By default, captions are more subtle than titles, but their appearances can be altered however the user wants.
grob_layout(
caption = "grob-layout caption",
grob_row(
grob_col(1),
grob_col(caption = "grob-column caption", 2)
),
grob_row(
caption = "grob-row caption",
grob_col(3),
grob_col(4)
)
) %>%
view_grob(height = 100, width = 100)
![](data:image/png;base64,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)
grob_layout(
caption = "grob-layout caption",
caption_height = 20,
grob_row(
grob_col(1),
grob_col(
caption = "grob-column caption",
caption_p = 0.5,
2
)
),
grob_row(
caption = "grob-row caption",
caption_height = 10,
grob_col(3),
grob_col(4)
)
) %>%
view_grob(height = 100, width = 100)
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYAAAAGACAMAAACTGUWNAAAC1lBMVEUAAAABAQECAgIDAwMEBAQFBQUGBgYHBwcICAgJCQkKCgoLCwsMDAwNDQ0QEBARERESEhITExMUFBQVFRUWFhYXFxcYGBgZGRkaGhobGxscHBwdHR0eHh4fHx8gICAhISEiIiIjIyMkJCQlJSUmJiYnJycoKCgpKSkqKiorKyssLCwuLi4vLy8wMDAxMTEzMzM1NTU2NjY3Nzc4ODg5OTk6Ojo7Ozs8PDw9PT0+Pj5AQEBBQUFDQ0NERERFRUVISEhJSUlKSkpLS0tMTExNTU1OTk5PT09RUVFTU1NUVFRVVVVXV1dYWFhZWVlaWlpcXFxdXV1eXl5fX19gYGBhYWFiYmJjY2NkZGRmZmZnZ2doaGhpaWlqampra2tsbGxtbW1ubm5vb29wcHBxcXFycnJzc3N0dHR1dXV2dnZ3d3d4eHh5eXl6enp7e3t8fHx9fX1+fn5/f3+AgICBgYGCgoKDg4OEhISFhYWGhoaHh4eIiIiJiYmKioqLi4uMjIyNjY2Ojo6Pj4+QkJCRkZGSkpKTk5OUlJSVlZWWlpaXl5eYmJiZmZmampqbm5ucnJydnZ2enp6fn5+goKChoaGioqKjo6OkpKSlpaWmpqanp6eoqKipqamqqqqrq6usrKytra2urq6vr6+wsLCxsbGysrKzs7O0tLS1tbW2tra3t7e4uLi5ubm6urq7u7u8vLy9vb2+vr6/v7/AwMDBwcHCwsLDw8PExMTFxcXGxsbHx8fIyMjJycnKysrLy8vMzMzNzc3Ozs7Pz8/Q0NDR0dHS0tLT09PU1NTV1dXW1tbX19fY2NjZ2dna2trb29vc3Nzd3d3e3t7f39/g4ODh4eHi4uLj4+Pk5OTl5eXm5ubn5+fo6Ojp6enq6urr6+vs7Ozt7e3u7u7v7+/w8PDx8fHy8vLz8/P09PT19fX29vb39/f4+Pj5+fn6+vr7+/v8/Pz9/f3+/v7///80kvyrAAAACXBIWXMAAA7DAAAOwwHHb6hkAAAcqklEQVR4nO2d+0NU2X3A2Wx2s2k23d00Sdu0SdtN0myapk3TNmnapmnTps+kTdOm+c4ww+AMIMhLRhTFBVERFV3fsiqoCz7XRReVldVVccH3W0RxURQUeY/M+Q/6PefembkDM4DDcL8w+/38wMzcx/meez/3nsed4Zw4wZASR52BjzssgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFGOgq/+l3fuf5X/+DnxQ2mxaTBfgZyPl0nI/n/ve+SVFZgI9r34oz8qVj5oRlAToPv6Fd+l/9qy9qBl66YEpcFqDzY3XSF7Tj29bFL8oPXxswIy4L0HhbnvLXruufbn5Xfiw2IzAL0Ph7POGfuej/2PRZ/PwVMwKzAEXn83jC0wwLlstboNGEyCxA8Z483/WGBY8/hQtKTYhssoC+11599dUqc2OOhVI83S8HLfkmLskxIbLJAvbKK63M3JhjYRZm68+DlnwHl8wwIbLJAiyTVIALs/XPQUtewSWrTYhsroDelyepgI7bt28/MC64JjP6ngmRzRVQFjdJBQzDJpulD00IZKqAgdemioATL2A+U8yIZKqAvLgpIuD6FzCbL3xkRigzBax+ZooI2PE5mc0lpsQyT0Dzf/qe9E5yAW3/p3KZYU40cwQ8Ob38b5+NmxICnpS8pDJpMynexAs4mfeLv/hM0Hcdk1lA7R+rLL6y1ayAEy8gJW4ok1dA2/9oOfyHO6aFZAEGNr+i8vf1XSbGZAF+ei1a6VPsMTMqC/DR+QOZt2cS2s0NO/ECPtziZ/UkFtCjvoX88kGz45raE344iQX8UubsnzpNj8sCNNQXFT8ztfTXYAEK759gvv5skCAyC1DUYbaebaCIzAIUSZit75FEZgGKb2O2HE1D6TYhMguQDDw/rLMi2WJCaBYguRDy/LMA0zjEAmipYAEfW1gAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGB41kRgWQAwLIIYFEBPDApYtG3F1ddK4I7Qd84o9qeNLI4YFpO4bcfXK8Q+OXpUlxN6d40sj1gR4/P9s3Q6XRtwyffyD0hRFYWTXWBDwcF2Ga/lbReIONJUmebrLZztebxLilPV0aVKO/5+vOzbkJC5qE8K3uhPOiusgB0ZcsEY8gMulydmN7SuTp5/CkgWur82YVuYdsufd1Wm2rHeFOOi6UpqU9b7oAIDUG3AnkOaQHcdEDAi4nfp67WGnbbs4Gu/eeeH+zNkHTsxO7hLb7ak76xdab2kbNU3Pr61JzRP+1Y3QJWoS8Vx5p9WIU5B7rCHd5T5yOiNNiBOQXn2hFAUF7dmZmn/0aD7cEGuSM/bWF1qaPBegsfOQwxtIM3jHsREDAgoKPUJUQL3YYrkoRPHsXoH3wklRmNgsRK9DG6rdO7twQIj90OdfXZUpxOoiXHUXropK210htlpbhKjEOnWb9YoswY4F79m4sEeIK9Assp3yorftFHXWAbG+wBAyaMcxMvUFnJOFgDgGD8T8RULcgsv4qR+OeRMr5drs8oGWlpb7jYAlhPB0+VeLRatw5Vv44bi1XyyUMwWU4u5ixWIsk2T1fANuq+R9e8o/9y8XOwa7LaranbFNvDlHiNyKQMjgHcfI1Bew3S3/7kkWgwk1QryjGpd3oLlFnTiv4+iHWFRv3J6ubexf7XUeEN0WLPDFVtzfVY1v0nbjn/QqVSZhSe/QqnPfnuLkPGtKUVahOK+ED8bXibwyMWA9ZkgzaMcxMvUFFJfIv/OWiBYsn8W6ufLT7umeIyAv2jOWu2qjElnYiMsd/tWtcA1PZQd+mLUOK0+8hh/JsvsxNAq5ChMqEEF71tpru4VwV4o9IGdXarDcGUAH16FVBKUZ2HGMxICANKxJ62GXeD8e64L1qXj9tTj3izI4I0RXjv7kdYULFx+GJv/qY/EDYq9tUNa4NeKEpVeoWlmchUfiA6s8w+6twXvmbhSyCmgQJYBVRY97lbiGt8JBrMb9aQbvOEamvoDDsPPKriS8fDdjkYw1whuNu6eXesRsR+6pGndGj7bRh7DxzN6EssDqzXlC7IJtV/dMx8t2W47QelViNzaCKnLxTZ/lRPCe7qwzl6uS4ag3JT33ZG1e1gNRBxc61xUaQgbvOEamvgDvjtTpaw/E94l8eY2KozMTC/Z5sXA+t9KVtbnHt9XBzMT82sBqMe9NLHRwi00f4mWLPQEhFr2Bf5Yux1bVenxzGdqC97yck5C75V5W1gM4vzE5+00sjtrdjluzKgxpDtlxbEx5Aa2qq1VkxoRHipOyuIoiU15ALdT1tG92mjba5zZ3dNOb8gL6lwJYip6q6T0uVDkTRaa8AGzqtJoy66ZOe8/o2zwNMSBgasMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLCMX+kpLtJoUyTcDlwh9/9eXnPve1f1ts3uhWkXL2hbi475sUyyQB1//jE3E+nvt5qzlBI6XvW3GxJuDgK3FGvnDIlKiRkhQXawJOf1o78Z/6bf0++GyjGWEjZP8zsSag/+vyiH5zXpMQvQ0Zz8sP33hiQtzIePBbcbEmYK08oL+5p386/xX5cY0JcSPjX+NiTsC38Xi+FBhZtVoe3w9NiBsRq+NiTkCrPB7jlFI/ltVBlIffjBZXXsQa6nuxJWArHs4zdwwLcqWRKxMfOAI838Wsrf2v2BIwR5ZAxgXbpIC6iQ8cAdmYs38RMSZgGh7OnxoXvC0FNITbnJK6Z7GT0hZrAjYkJCQsNC54Qwp4OPGBn5rO38OM7RGxJmAYP8Hj+12CuKPy35gxq4h5AfvxPo97upluzKEc8/VVOfVPTAt4svSzeHhfnoQl0K2X4uKeVZOwxaqAqrKlM//9N2QF8MVJ2Agd/GvMWI56G6sCXtQ7mc/87KaJUcfKfMzZdzzqbawL+MENE4OOlVPPx8X9mj4BbqwLiPvkL+6NvrW59Pyh4XlJrArYtmXDnF/+pVLwjRYT446FeMzUj3wfYlWAxpHvSwOv9pkeeCR2Y5Ze8T+vim0BQvxIGlhFEDgsdz+POdrm/xjrAlqwwR33GkHgsMjHVb8IfIx1AarAjeukiByGX2F+XnjRzyfx4yfUu4n/5pREQIkUcJ4ichh+FReGWBDwgRPxBC06KI+tesIjj52YFiAbGHHBXd9auWgy/TYopgWckQeyP2jRFrnowoRHjpjYqoQ9n8LDSQ9aJCvh57snPHLExJYA1ez/knHC02b5TOLvJj5wxMSYAFXgzDEs+Ee5wLQpsCMgxgT0fQ6P59k83z3QAfL8/76ZcwA/LTEmQGzXnr9tOt0tHn1Q8kX54RN7TIgbMbEmQNj0Rt0zL/uadwtH34mQmBMwkPpMUOv6MxvMiBo5MSdAiP3fDJz+T/78sjlBIyYGBQhxOv2Hf/TKc59/7aelt8wKOSXg/5IkhgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyAmCgLOworxJzJGPDan17RgphAFAbth7/gTGZ2z9R4hrsNiM2KZSBQElMDZ8ScyKp54J/69e+SaCbHMJAoCksGMwa+uxdy1rxGJgP6gYvg+pI5tw/FxAHZEL7FJxBgEPNiUYc9Z1+3IF8Kb6B7cl5EiREel25Fa3CRXn4SS9vJMx9wjxn1CbHgZsuWaMgA5QPkRWOrfuLU8OyGttE29v1c+2+XI2SkHtayH8o6KzITcfYNCnAbJ8YH4JLmRIbrXmSWOLEt3Fk/y2fnCMrqA8y5IdttgAVQIcQeWF1vdb4lT08CZ6wSLnI9tG5QkxeekglzvJ8SGd9Sd8sgO0CHEYJal2bftARvY3ImQeB/fn7ZBohs3KcL3FbDJZXenAKwR4mJ5Amwub78KxbjCGL0V8hbFz15oh8zgUdGmDKMKOGlJafSKh7kAJ4SoA9vCu+gk3lE3KAYrIeWJEAUAJY/werVYDP+BHWLDRzANV7wFSYDX+gew3LfpIbAfGxD9pbBeiC67/ahXDB5Xd8l8sG7qFuJ9ALzWH0Mmbrsfdg2JfhSgENNrsUHz8LxPBUYT0OlMUKMMnwJol+XHrH4hBmZY1Hhj3jQ86kEHLFUjq60Ew7hkoTa0WIXonZa5AT4SXrff1n277ap8vQzz8NwuPijfe6zTvMJjh41qiyVQI0SDvA8wxtngRMVmcKsxeHNhiv4D/mgCqkAbUPYmTMe/s+EU/n0PVmorC+C8uAV2rRG0x1gGhdhQOGFA7IPacjxvp3wrZEGjjdzhudfhWzSwTZY0N8DRpT6+BVVCbIdafJuOd0ZwonNVIKxz7DFaBKVbHqjXU7LMGLAmysMsBH20jXRoxfOxVvuwGapFpawq4z0hNxSZ8NiTkuLZDtfFbIt/nOY0ME4x1lS1fF6aFWTX7gCUacvWyTvgdcAb8RFkDUnUY5s2KN/fhvmRnwNSRhHQ5mtj7oB3hLiq2uJPbBZtuKtHFmzmbISD2hbzsajeV4qUh95QzIP7hzGVnXD5NPhHjm4HR6Ct+jAPkosrai4thitCvAHva0tzMWGPXT6CaIDVQxK9DtrIQ7UQGPl5ajGKgEv6lTWYJs/Jftgp5DlL1lbukoVOLmhT0zZprUyNUBtiWd6c6ewVe+FcvtXfaLwOs9Sr5/2Toj/DelBdz0k2j7zAL6o112CmF//I5k8l3gvBib4riych75JTEZ4AakYR0ATagJN7wTqg1YFYkVosasjJNqfjgei3anWvJx/qA7uF2FCINVAuT9d+2AKBuVTbwKnO+dvYCGrUm0bHoQDvBoDD8sNgAZwTohrkGGdFcGNIoqt0/TnQIaYmowgYSIRDeBL2AuQJrQ5E5sAqtHEhDbDvdQVgOhbidwthnWG3EBvK6tYm6+uDYLPe9W/pnQkVg+LJAUtiG17OsuDqq7bJaxubXalY7HcsBTm+Yqk06k2Ud0ZQolnaY5Buy4zonRJzGa0SrgWYU5LmWgZbsUkq60CkyQ7T5qSCDetGvJ7XW63ubItli6EVEmpDeRfBZiH7wLLF7+eiHVxznJBxTYiPbJBSPN+RUgpJe7F/ty3eOtNtBZVwCWSXdN+BuUMS7YIMlcjZQKtqqjFqR6whP9Fd1rEMzggsIlZry+6uTLdnvqlaLyuhs3GJK2vVJeM+oTaULq2ys3sMrG3GjZsXT3cVVfbKt+fzHTOKdz9+kG+vxkbm3fN5dtdirYi5scA+F3t3m4ckehbeUKt3wYGIjn4SMLaHcT0JLpOb2YN2l7kBqRhZwBWrNuXgBr2xYR5NMfr0eRgjC+gEy4HHfc1vwCyz59ypUQ3ZjwGjFEF71GNgyzrT5xtZJSudjwOj1QG3d6zZcojgOVf94V7zg1LAP0shhgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADHRF7AP9LHewuB1qOHnpgR9VrBM8L+oR19AKcgRbsLTApAS9aATxCXQx5OaOKIvIA1gxPGdj4BhzNZocePSpSj+Y7c/tX3BQ+tMBFEX8AjA0j/SBmUQ/dHWBxMgigNYB1LbkZ9/MmrJhibqAhoAckbcYA7I4SajSzPoQ6tNwtRGIeoCqiAwJGIoBuJBG/QtmhyCaA6ZFd3URiHqAhaBHOAyPNfAOLxilFgLxmF7J1dqoxC5gLaQS71OgAsj7fYu+MYziyLZAFcna2qjMOrY0TVFM+wZi3b2iyRtJL63ZBHetdttL1LrPfUrcp2u1zfe1re/C3Lg7ZbNc12Jee88CZHgaoAa/W3/4ZX5qbb0gl1qyMn7uKd/EN2eZL2mGJq+WAW+kWJVI6VMjvCqM7RqeVxbnO1IKSwPVM/BEVVMPKg7FXmu5IWVWsFoTG11INawfOwCaBQDR1dkOZIKtNFOI2NkAZ49dj07hXdBG+1zAcCjq9jUhEr56ZhLX2/drg0qdwwrsF7fQeSFGNQ/29dK9VY5fcdqlR2HQSsE5kKpAG0M0WHpiwwIjJO+HKBODomsMaRqGdhp01e4ToiQEeUIpVDau0ZflqoEGlPLArih7To8H8UA9z5I05fOD3WpjY0RBXTPU/mfYcG/xVr/ypsIyedsYE0vxLvUs1yut2coS9vVLuUAC/Ix+6nJctn0nmFJWiBeDT3sVcdty0xSRyCHx8JT+56+VWs82NpCpv8QwOG/3lLlPeOtrsaLorC6Orj715Ejd3JmSAvxTaEjii2YLG5nTVdm7PdFUGpduLU63SHyIVwQvwmPc+bS2XLhrqc9735GEtCHLUbHznYsELZJBerKw35sst22VV1s3hWYg/W41HstD99dkcvy5YYpNdiP6VgP4Bt/O8B5bQhYOQwxWDe2erEYwLOgRn0tAv84cUtAjhIYKv1T2uQOinaARDXwNF4cR4fE6cCr11Ypz2h9ih5yeEQxF48Gco7jWb6/EpctE0GpnQXID3ec99TtsE321y46fMcUCSMJwDOY3qK93Qz6lYf9WEjUi+o9+FYb1lP04c1Ygq9P5EWS/0hbWDasWFCjt74pXz14Tzfoy5Zp+24A3+i7eORpfSHTF1shMJdMvS5DVvz3gsN40WayXlShc3gUMiI2ifHW1rvQstzsCUoNi/ktYY5TfCBPSJP/mBJHOI0jM4KAM3jX+eqcDlkNyDcb8aTqh3EPT7Z/vOgDWiZu4nYZXfqyLrxvggZ0RZaqYluIc+nppb5lKHqfdhzaxT2IpcLx0OnLO8w/mt82gLfk6x3wDejt5z28/m/o7+XTv+shI17F3Ob4HrbJRsC1oNTwVvggzHHKwsviW3gO9AF8I2EEAXONzwxceq2bG2hFrjf2Vy5g9rEmOgzGxgiW6u8OSRSL7ZYhi7yZ2pEf9/UQsKX6epj0PTbDTVUA8KF8rYXAhCh6klnG0q+qvDz4OYUvYjUmesV4iHVBqSVpt0KofAisHf06h8d/CsILuAyQEChApoEap7wfmyrntCXddnVh6VwBNUUMZjY3kES+rFa9G9dpSJt4JzmC57YauI6lr5r+4jq+yiVdTpAz/IRM/6rhQcegA7Qx09cO6/udhiHjI4eOWKoX8ho5apqcQGpt2P4Id5x4IQQutHWj9D1HJLyATXppregE7fkUWknWGyF1oMbSFv5POfji1ksYjWTZsGz1Nf3kJXlKL8nkgTW8vW7hLNVYggJfjC4tcFm49N8BfcYT5BbWFOpN1rDnrxtD9vaGRUw1lC3Ca9cKTH9qeEcWh8vHDYztv5BmjqfjFl5ApqFZLh8gyFmM5AlYqy9aHdT4qlIPbvssxi9bevBAH8iegYYcbr7S14y7vMiqLY2fPwv0gZEdqqHVYgXn4zDp6y1/Dd+d3+lrLQbAsm/YU8zhEbEVBYGvW9q0ujqQWrmWgZD5qAF92HBhaFlHRFgB8noMNC326ZdUqT6tglAHeTyw+RxVYV3CYitQwjQOb54VadectwJN2Qs21TS0eEShz7RbNVOK9K5yqPQFNin9nbt1Wk0qn78OmUCmF/N+P3hRqIgnwDgJYJ1WegZSy9e2CpkPtOIfr/1s0C3ytIQV0IzFqL/H403XO+UzAv1Qm5rfSweLJkevukEMVcDrw578e6fJe0LOiQTx+/Xmn8cOFq2/ViKDfAjgHgyXviyWfYL7nXobCxtDQyaQkaXekHsiVMSKQHko5MRPqpnhT+2JTSsRQ+Uj0J9Hduqt1cgIKwCre5tfAF7LcFOob1vs+sI+MJZ82LDehC8rjF8GYIU5rUsE0ao18e5aDMXbRYDZ2jvsbGz3ZOoP80Kmf0wrlhXY0tS+r52vN4YCNOtNekWd01kSOmK+sQ7Gm9fWYUytST0nCp2PoFJnYdAt8rSEFSCLRN9MI31YOCTIE9+g116S6YbvfvHEqGli8EbxZ6w7Sy8iDBzVujF7jWVTgTaxhlBt7FX7/M27UOm/GbjY2rE0css3skEy5NuwfkugedmXKs9PqIhyx0TfQ5y+HK3qD6R2UC91Q+XjrCE5b+Kw8u5pCCtApluuH89SXzes0nC3L8F+sv7dY0OCVm7LesPXUe3EAmju0Fkf8BrfLVQ7x9ey7sdWH+gPy1DvzET1RCZM+rJ+0L9P7sHCWPu+9qrePjCCZ1Ob3kr0YXmf7QkZ8ZrM7W59Myz+MnqDUlujxwyVj13ajaAY548MwreCsClnPSgL3POzZE5Vn7PI0G7DFiXMleXSrfUW/Zcoas5TaxUeSO8hvPDSHg5Nc55WEMjupCpCu2uy5C76zGy3VCNlZ/j0Zd/UIs+d93iK3FROrif7fvlDwsgWJJTipeo5gSpsN0NH3I+rwLoVS8kncjPHjeDUsvVHoaHyscTw8Glc3bCRBHTLY5xRsgSLlfxs7cTJuyLQypRXEiRmO+TLOlU1YnUkn8BZ0lPlw7uMj4Ym6avX7shHlHNXLsnB17W4aeoK1eOTjRdI6w+fvjadgbu0APNRhH3yW/oJgIKVlcGRFsgNkzNkw9PeGCYidscOyKegqRnykZBT62z5U8NiXm+OhshHcnBjLPJu2IiPIm7maO1m66YuvFLk/XkH1IySOn2bLXoLP0W/LRaDtW+XvtCy5vGwFPV6DZvR/j2PyIcb4NTWuwLFUcj0xcBcfYl9x+B0rVoSbeoh8ZDvELUH6ZK5TeEipgG0nUnQF5fqF5Y/tXP+xuXwfGD9OM3YDbsiImekp6EDe4tTEt0VLfJ5orov63xPbHWayuZPc7pX1PuKepdsXVx9I92WlFd1Z1hy6ttuvftyc0W2Pcm9QT4IvlWQ4NJr1rygduHw9DFLNfkpttSCtzvk7aK3By7kO+yZQyezHXyvKDne5S476ztRwyJ2qBZZy7p0W3Le9sAUFb7U9vjbBsPzcdxfxYy3GzbG74Q3ginTRPWng9W8yTrq9QfLxIQTcLG+3j85YFciWIfVpxPAVkPbYuLBHtce86KFJZyAXMNDl40T/wM9SZMVXF2jbxYt5k/AD8QiIJwAbBcXa8Xnkx3YRDPh58wDbsPvHSaeJ/YJ+IFYBIQTgD1SKLnU2dd8LNfw3c9EMdgz2LoYYP44ft7xtNwY7SeUJhFOQL+vwSfbfHVhNooaF1QcZ9jvUCaAdyFo/lcywj+OXuN7fL56WIcq6qgOVtrt0TeMHusdjloz44VjhGbog7qd6zfvajSjoKzOSp67bzKUyObD/yNGDAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAohhAcSwAGJYADEsgBgWQAwLIIYFEMMCiGEBxLAAYlgAMSyAGBZADAsghgUQwwKIYQHEsABiWAAxLIAYFkAMCyCGBRDDAoj5f4e7r4xfO6ZoAAAAAElFTkSuQmCC)
grob_layout(
caption = "grob-layout caption",
caption_height = 20,
caption_aes_list = ga_list(
text_color = "blue",
border_sides = "bottom"
),
grob_row(
grob_col(1),
grob_col(
caption = "grob-column caption",
caption_p = 0.5,
caption_aes_list = ga_list(
font_face = 3,
text_color = "white",
background_color = "gray40"
),
2
)
)
) %>%
view_grob(height = 100, width = 100)
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)
Page Numbers
- The user can add a page number to the bottom right of the page if he/she wishes, by utilizing the
page_number
argument within grob_layout()
.
- The page number is inserted into the padding of the overall grob-layout.
- As of now, the aesthetics of the page number is restricted to the default behavior.
grob_layout(
grob_row(
grob_col(1),
grob_col(2)
),
grob_row(
grob_col(3),
grob_col(4)
),
page_number = 1
) %>%
view_grob(height = 100, width = 100)
![](data:image/png;base64,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)
- FYI - The page number allotted space is more meant for a fully-sized grob-layout (using default grob-layout size) than it is for a 100mm x 100mm sized grob.