From e8dae6e143737c150d5d3eb92426cc07d0efd991 Mon Sep 17 00:00:00 2001 From: mgreminger Date: Fri, 4 Jul 2025 21:10:05 -0500 Subject: [PATCH 1/5] feat: add support for unicode fonts in pdf export --- Dockerfile | 19 ++++++++++++++++--- tests/input_with_unicode.md | 3 ++- tests/output_reference.pdf | Bin 255794 -> 258081 bytes 3 files changed, 18 insertions(+), 4 deletions(-) diff --git a/Dockerfile b/Dockerfile index ed9d481..f2acd1e 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,9 +1,22 @@ -FROM pandoc/typst:3.7.0 +FROM pandoc/typst:3.7.0.2-ubuntu ARG ENVIRONMENT=production -RUN apk add --no-cache python3 py3-pip -RUN apk add --no-cache ttf-dejavu +# Install Python 3 and pip +RUN apt-get update && \ + apt-get install -y --no-install-recommends \ + python3 \ + python3-pip \ + python3-venv + +# Install fonts: Libertinus, Unifont, NewCMMath Book +RUN apt-get install -y --no-install-recommends \ + fonts-unifont \ + texlive-fonts-recommended \ + texlive-fonts-extra \ + fontconfig && \ + fc-cache -f && \ + rm -rf /var/lib/apt/lists/* WORKDIR /code diff --git a/tests/input_with_unicode.md b/tests/input_with_unicode.md index bfd1a9d..02a1b6b 100644 --- a/tests/input_with_unicode.md +++ b/tests/input_with_unicode.md @@ -1,7 +1,8 @@ # Database Consistency Test # Introduction -This EngineeringPaper.xyz sheet shows how to calculated the maximum stress and displacement for a cantilever beam loaded by a vertical force at its end. The geometry of the beam is shown in the figure below. The beam has a rectangular cross section with height h and width b. The maximum stress in a cantilever with length much larger than its height is due to bending stress that occurs at the base of the beam. For a downward force, the maximum stress will be a tensile force at the top of the beam and a compressive stress at the bottom of the beam. For beam sections that are symmetric top to bottom, the maximum tensile and compressive stresses will have equal magnitude. μ ⍴ +This EngineeringPaper.xyz sheet shows how to calculated the maximum stress and displacement for a cantilever beam loaded by a vertical force at its end. The geometry of the beam is shown in the figure below. The beam has a rectangular cross section with height h and width b. The maximum stress in a cantilever with length much larger than its height is due to bending stress that occurs at the base of the beam. For a downward force, the maximum stress will be a tensile force at the top of the beam and a compressive stress at the bottom of the beam. For beam sections that are symmetric top to bottom, the maximum tensile and compressive stresses will have equal magnitude. μ ⍴ +你好吗?请问你想把“cats and dogs”翻译成普通话吗? # 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z?=UOUxrH#xg~}uNBchh4AS5*69xV_ep7styrCCuZtQcXQMioP`H{ts74PnGW;y=9@ zl72=s4G9DJI5?1xA80gLO63euETSj!qJmo=8$@zfV?zK8bMm}$ZcHmLC+C`4f>MT) yZKdUm;@6W`O%^jN`KhPZ{Pgs(%>PfRH$E!umI}MG!de=EFlRtGA|YW?p6Oq2z)nv9 From f307e36d6097cadd34d0460e0176eae478a4a109 Mon Sep 17 00:00:00 2001 From: mgreminger Date: Fri, 4 Jul 2025 21:16:58 -0500 Subject: [PATCH 2/5] Revert "feat: add support for unicode fonts in pdf export" This reverts commit e8dae6e143737c150d5d3eb92426cc07d0efd991. --- Dockerfile | 19 +++---------------- tests/input_with_unicode.md | 3 +-- tests/output_reference.pdf | Bin 258081 -> 255794 bytes 3 files changed, 4 insertions(+), 18 deletions(-) diff --git a/Dockerfile b/Dockerfile index f2acd1e..ed9d481 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,22 +1,9 @@ -FROM pandoc/typst:3.7.0.2-ubuntu +FROM pandoc/typst:3.7.0 ARG ENVIRONMENT=production -# Install Python 3 and pip -RUN apt-get update && \ - apt-get install -y --no-install-recommends \ - python3 \ - python3-pip \ - python3-venv - -# Install fonts: Libertinus, Unifont, NewCMMath Book -RUN apt-get install -y --no-install-recommends \ - fonts-unifont \ - texlive-fonts-recommended \ - texlive-fonts-extra \ - fontconfig && \ - fc-cache -f && \ - rm -rf /var/lib/apt/lists/* +RUN apk add --no-cache python3 py3-pip +RUN apk add --no-cache ttf-dejavu WORKDIR /code diff --git a/tests/input_with_unicode.md b/tests/input_with_unicode.md index 02a1b6b..bfd1a9d 100644 --- a/tests/input_with_unicode.md +++ b/tests/input_with_unicode.md @@ -1,8 +1,7 @@ # Database Consistency Test # Introduction -This EngineeringPaper.xyz sheet shows how to calculated the maximum stress and displacement for a cantilever beam loaded by a vertical force at its end. The geometry of the beam is shown in the figure below. The beam has a rectangular cross section with height h and width b. The maximum stress in a cantilever with length much larger than its height is due to bending stress that occurs at the base of the beam. For a downward force, the maximum stress will be a tensile force at the top of the beam and a compressive stress at the bottom of the beam. For beam sections that are symmetric top to bottom, the maximum tensile and compressive stresses will have equal magnitude. μ ⍴ -你好吗?请问你想把“cats and dogs”翻译成普通话吗? +This EngineeringPaper.xyz sheet shows how to calculated the maximum stress and displacement for a cantilever beam loaded by a vertical force at its end. The geometry of the beam is shown in the figure below. The beam has a rectangular cross section with height h and width b. The maximum stress in a cantilever with length much larger than its height is due to bending stress that occurs at the base of the beam. For a downward force, the maximum stress will be a tensile force at the top of the beam and a compressive stress at the bottom of the beam. For beam sections that are symmetric top to bottom, the maximum tensile and compressive stresses will have equal magnitude. μ ⍴ # 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From b0b9d9a6c4eec72920a00686df38521030cb2331 Mon Sep 17 00:00:00 2001 From: mgreminger Date: Fri, 4 Jul 2025 21:36:38 -0500 Subject: [PATCH 3/5] refactor: use alpine with unifont The other fonts are already there and unifont is an available package in alpine --- Dockerfile | 3 ++- tests/input_with_unicode.md | 1 + tests/output_reference.pdf | Bin 255794 -> 258079 bytes 3 files changed, 3 insertions(+), 1 deletion(-) diff --git a/Dockerfile b/Dockerfile index ed9d481..54b4530 100644 --- a/Dockerfile +++ b/Dockerfile @@ -3,7 +3,8 @@ FROM pandoc/typst:3.7.0 ARG ENVIRONMENT=production RUN apk add --no-cache python3 py3-pip -RUN apk add --no-cache ttf-dejavu +RUN apk add --no-cache font-unifont ttf-dejavu fontconfig \ + && fc-cache -f WORKDIR /code diff --git a/tests/input_with_unicode.md b/tests/input_with_unicode.md index bfd1a9d..d46a2e7 100644 --- a/tests/input_with_unicode.md +++ b/tests/input_with_unicode.md @@ -2,6 +2,7 @@ # Database Consistency Test # Introduction This EngineeringPaper.xyz sheet shows how to calculated the maximum stress and displacement for a cantilever beam loaded by a vertical force at its end. The geometry of the beam is shown in the figure below. The beam has a rectangular cross section with height h and width b. The maximum stress in a cantilever with length much larger than its height is due to bending stress that occurs at the base of the beam. For a downward force, the maximum stress will be a tensile force at the top of the beam and a compressive stress at the bottom of the beam. For beam sections that are symmetric top to bottom, the maximum tensile and compressive stresses will have equal magnitude. μ ⍴ +你好吗?请问你想把“cats and dogs”翻译成普通话吗? # 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b/Dockerfile @@ -3,7 +3,7 @@ FROM pandoc/typst:3.7.0 ARG ENVIRONMENT=production RUN apk add --no-cache python3 py3-pip -RUN apk add --no-cache font-unifont ttf-dejavu fontconfig \ +RUN apk add --no-cache font-noto-cjk font-noto-all font-noto-emoji ttf-dejavu fontconfig \ && fc-cache -f WORKDIR /code diff --git a/tests/input_with_unicode.md b/tests/input_with_unicode.md index d46a2e7..fc78597 100644 --- a/tests/input_with_unicode.md +++ b/tests/input_with_unicode.md @@ -3,6 +3,7 @@ # Introduction This EngineeringPaper.xyz sheet shows how to calculated the maximum stress and displacement for a cantilever beam loaded by a vertical force at its end. The geometry of the beam is shown in the figure below. The beam has a rectangular cross section with height h and width b. The maximum stress in a cantilever with length much larger than its height is due to bending stress that occurs at the base of the beam. For a downward force, the maximum stress will be a tensile force at the top of the beam and a compressive stress at the bottom of the beam. For beam sections that are symmetric top to bottom, the maximum tensile and compressive stresses will have equal magnitude. μ ⍴ 你好吗?请问你想把“cats and dogs”翻译成普通话吗? +🤣😂😊🌴🌳🌲 # 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