diff --git a/Dockerfile b/Dockerfile index be568ac..b76fe01 100644 --- a/Dockerfile +++ b/Dockerfile @@ -1,4 +1,4 @@ -FROM alpine:3.5 +FROM alpine:3.15 MAINTAINER dwhitena # Add gophernotes @@ -9,30 +9,32 @@ RUN set -x \ # install python and dependencies && apk update \ && apk --no-cache \ - --repository http://dl-4.alpinelinux.org/alpine/v3.7/community \ - --repository http://dl-4.alpinelinux.org/alpine/v3.7/main \ + --repository http://dl-4.alpinelinux.org/alpine/v3.15/community \ + --repository http://dl-4.alpinelinux.org/alpine/v3.15/main \ --arch=x86_64 add \ ca-certificates \ - python3 \ - su-exec \ + g++ \ gcc \ git \ - py3-zmq \ + libffi-dev \ pkgconfig \ - zeromq-dev \ + python3 python3-dev \ + py3-pip \ + py3-pyzmq \ + mercurial \ + mesa-dev \ musl-dev \ - && pip3 install --upgrade pip==9.0.3 \ - && ln -s /usr/bin/python3.6 /usr/bin/python \ + su-exec \ + zeromq-dev \ + && pip3 install --upgrade pip==21.3.1 \ + && ln -s /usr/bin/python3.9 /usr/bin/python \ ## install Go - && apk --update-cache --allow-untrusted \ - --repository http://dl-4.alpinelinux.org/alpine/edge/community \ + && apk --update-cache \ --arch=x86_64 add \ go \ ## jupyter notebook && ln -s /usr/include/locale.h /usr/include/xlocale.h \ - ### fix pyzmq to v16.0.2 as that is what is distributed with py3-zmq - ### pin down the tornado and ipykernel to compatible versions - && pip3 install jupyter notebook pyzmq==16.0.2 tornado==4.5.3 ipykernel==4.8.1 \ + && pip3 install jupyter notebook pyzmq tornado ipykernel \ ## install gophernotes && cd /go/src/github.com/gopherdata/gophernotes \ && GOPATH=/go GO111MODULE=on go install . \ @@ -41,7 +43,7 @@ RUN set -x \ && cp -r ./kernel/* ~/.local/share/jupyter/kernels/gophernotes \ && cd - \ ## clean - && find /usr/lib/python3.6 -name __pycache__ | xargs rm -r \ + && find /usr/lib/python3.9 -name __pycache__ | xargs rm -r \ && rm -rf \ /root/.[acpw]* \ ipaexg00301* \ diff --git a/Dockerfile.DS b/Dockerfile.DS index f6c690d..f04651a 100644 --- a/Dockerfile.DS +++ b/Dockerfile.DS @@ -1,4 +1,4 @@ -FROM alpine:3.5 +FROM alpine:3.15 MAINTAINER dwhitena # Add gophernotes @@ -9,31 +9,32 @@ RUN set -x \ # install python and dependencies && apk update \ && apk --no-cache \ - --repository http://dl-4.alpinelinux.org/alpine/v3.7/community \ - --repository http://dl-4.alpinelinux.org/alpine/v3.7/main \ + --repository http://dl-4.alpinelinux.org/alpine/v3.15/community \ + --repository http://dl-4.alpinelinux.org/alpine/v3.15/main \ --arch=x86_64 add \ - python3 \ - su-exec \ - gcc \ + ca-certificates \ g++ \ + gcc \ git \ - py3-zmq \ + libffi-dev \ pkgconfig \ - zeromq-dev \ - musl-dev \ + python3 python3-dev \ + py3-pip \ + py3-pyzmq \ mercurial \ - && pip3 install --upgrade pip==9.0.3 \ - && cp /usr/bin/python3.6 /usr/bin/python \ + mesa-dev \ + musl-dev \ + su-exec \ + zeromq-dev \ + && pip3 install --upgrade pip==21.3.1 \ + && cp /usr/bin/python3.9 /usr/bin/python \ ## install Go - && apk --update-cache --allow-untrusted \ - --repository http://dl-4.alpinelinux.org/alpine/edge/community \ + && apk --update-cache \ --arch=x86_64 add \ go \ ## jupyter notebook && ln -s /usr/include/locale.h /usr/include/xlocale.h \ - ### fix pyzmq to v16.0.2 as that is what is distributed with py3-zmq - ### pin down the tornado and ipykernel to compatible versions - && pip3 install jupyter notebook pyzmq==16.0.2 tornado==4.5.3 ipykernel==4.8.1 \ + && pip3 install jupyter notebook pyzmq tornado ipykernel \ ## install gophernotes && cd /go/src/github.com/gopherdata/gophernotes \ && export GOPATH=/go \ @@ -44,14 +45,14 @@ RUN set -x \ && cp -r ./kernel/* ~/.local/share/jupyter/kernels/gophernotes \ && cd - \ ## get the relevant Go packages - && go get -insecure gonum.org/v1/plot/... \ - && go get -insecure gonum.org/v1/gonum/... \ - && go get github.com/kniren/gota/... \ + && go get gonum.org/v1/plot/... \ + && go get gonum.org/v1/gonum/... \ + && go get github.com/go-gota/gota/... \ && go get github.com/sajari/regression \ && go get github.com/sjwhitworth/golearn/... \ - && go get -insecure go-hep.org/x/hep/csvutil/... \ - && go get -insecure go-hep.org/x/hep/fit \ - && go get -insecure go-hep.org/x/hep/hbook \ + && go get go-hep.org/x/hep/csvutil/... \ + && go get go-hep.org/x/hep/fit \ + && go get go-hep.org/x/hep/hbook \ && go get github.com/montanaflynn/stats \ && go get github.com/boltdb/bolt \ && go get github.com/patrickmn/go-cache \ @@ -64,7 +65,7 @@ RUN set -x \ && go get github.com/pkg/errors \ && go get github.com/stretchr/testify/assert \ ## clean - && find /usr/lib/python3.6 -name __pycache__ | xargs rm -r \ + && find /usr/lib/python3.9 -name __pycache__ | xargs rm -r \ && rm -rf \ /root/.[acpw]* \ ipaexg00301* \ diff --git a/README.md b/README.md index 14fb7e5..7b47126 100644 --- a/README.md +++ b/README.md @@ -51,31 +51,34 @@ The instructions below should work both on Linux and on FreeBSD. Method 1: quick installation as module ```sh -$ env GO111MODULE=on go get github.com/gopherdata/gophernotes -$ mkdir -p ~/.local/share/jupyter/kernels/gophernotes -$ cd ~/.local/share/jupyter/kernels/gophernotes -$ cp "$(go env GOPATH)"/pkg/mod/github.com/gopherdata/gophernotes@v0.7.1/kernel/* "." -$ chmod +w ./kernel.json # in case copied kernel.json has no write permission -$ sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json + go install github.com/gopherdata/gophernotes@v0.7.5 + mkdir -p ~/.local/share/jupyter/kernels/gophernotes + cd ~/.local/share/jupyter/kernels/gophernotes + cp "$(go env GOPATH)"/pkg/mod/github.com/gopherdata/gophernotes@v0.7.5/kernel/* "." + chmod +w ./kernel.json # in case copied kernel.json has no write permission + sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json ``` Method 2: manual installation from GOPATH ```sh -$ env GO111MODULE=off go get -d -u github.com/gopherdata/gophernotes -$ cd "$(go env GOPATH)"/src/github.com/gopherdata/gophernotes -$ env GO111MODULE=on go install -$ mkdir -p ~/.local/share/jupyter/kernels/gophernotes -$ cp kernel/* ~/.local/share/jupyter/kernels/gophernotes -$ cd ~/.local/share/jupyter/kernels/gophernotes -$ chmod +w ./kernel.json # in case copied kernel.json has no write permission -$ sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json + mkdir -p "$(go env GOPATH)"/src/github.com/gopherdata + cd "$(go env GOPATH)"/src/github.com/gopherdata + git clone https://github.com/gopherdata/gophernotes + cd gophernotes + git checkout -f v0.7.5 + go install + mkdir -p ~/.local/share/jupyter/kernels/gophernotes + cp kernel/* ~/.local/share/jupyter/kernels/gophernotes + cd ~/.local/share/jupyter/kernels/gophernotes + chmod +w ./kernel.json # in case copied kernel.json has no write permission + sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json ``` To confirm that the `gophernotes` binary is installed in GOPATH, execute it directly: ```sh -$ "$(go env GOPATH)"/bin/gophernotes + "$(go env GOPATH)"/bin/gophernotes ``` -and you shoud see the following: +and you should see the following: ```sh 2017/09/20 10:33:12 Need a command line argument specifying the connection file. ``` @@ -83,7 +86,7 @@ and you shoud see the following: **Note** - if you have the `JUPYTER_PATH` environmental variable set or if you are using an older version of Jupyter, you may need to copy this kernel config to another directory. You can check which directories will be searched by executing: ```sh -$ jupyter --data-dir + jupyter --data-dir ``` ### Mac @@ -92,31 +95,34 @@ $ jupyter --data-dir Method 1: quick installation as module ```sh -$ env GO111MODULE=on go get github.com/gopherdata/gophernotes -$ mkdir -p ~/Library/Jupyter/kernels/gophernotes -$ cd ~/Library/Jupyter/kernels/gophernotes -$ cp "$(go env GOPATH)"/pkg/mod/github.com/gopherdata/gophernotes@v0.7.1/kernel/* "." -$ chmod +w ./kernel.json # in case copied kernel.json has no write permission -$ sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json + go install github.com/gopherdata/gophernotes@v0.7.5 + mkdir -p ~/Library/Jupyter/kernels/gophernotes + cd ~/Library/Jupyter/kernels/gophernotes + cp "$(go env GOPATH)"/pkg/mod/github.com/gopherdata/gophernotes@v0.7.5/kernel/* "." + chmod +w ./kernel.json # in case copied kernel.json has no write permission + sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json ``` Method 2: manual installation from GOPATH ```sh -$ env GO111MODULE=off go get -d -u github.com/gopherdata/gophernotes -$ cd "$(go env GOPATH)"/src/github.com/gopherdata/gophernotes -$ env GO111MODULE=on go install -$ mkdir -p ~/Library/Jupyter/kernels/gophernotes -$ cp kernel/* ~/Library/Jupyter/kernels/gophernotes -$ cd ~/Library/Jupyter/kernels/gophernotes -$ chmod +w ./kernel.json # in case copied kernel.json has no write permission -$ sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json + mkdir -p "$(go env GOPATH)"/src/github.com/gopherdata + cd "$(go env GOPATH)"/src/github.com/gopherdata + git clone https://github.com/gopherdata/gophernotes + cd gophernotes + git checkout -f v0.7.5 + go install + mkdir -p ~/Library/Jupyter/kernels/gophernotes + cp kernel/* ~/Library/Jupyter/kernels/gophernotes + cd ~/Library/Jupyter/kernels/gophernotes + chmod +w ./kernel.json # in case copied kernel.json has no write permission + sed "s|gophernotes|$(go env GOPATH)/bin/gophernotes|" < kernel.json.in > kernel.json ``` To confirm that the `gophernotes` binary is installed in GOPATH, execute it directly: ```sh -$ "$(go env GOPATH)"/bin/gophernotes + "$(go env GOPATH)"/bin/gophernotes ``` -and you shoud see the following: +and you should see the following: ```sh 2017/09/20 10:33:12 Need a command line argument specifying the connection file. ``` @@ -124,14 +130,27 @@ and you shoud see the following: **Note** - if you have the `JUPYTER_PATH` environmental variable set or if you are using an older version of Jupyter, you may need to copy this kernel config to another directory. You can check which directories will be searched by executing: ```sh -$ jupyter --data-dir + jupyter --data-dir ``` ### Windows **Important Note** - gomacro relies on the `plugin` package when importing third party libraries. This package is only supported on Linux and Mac OS X currently. Thus, if you need to utilize third party packages in your Go notebooks and you are running on Windows, you should use the [Docker](#docker) install and run gophernotes/Jupyter in Docker. -1. Copy the kernel config: +1. Download gophernotes inside GOPATH, compile and install it + + ``` + go env GOPATH > temp.txt + set /p GOPATH=\n", - "logo.svg\n", + "\n", + "Group.svg\n", "Created using Figma 0.90\n", - "\n", - "\n", + "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", + "\n", "\n", "\n", "\n", "\n", "\n", "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", "\n", "\n" ], "text/plain": [ - "\n", - "logo.svg\n", + "\n", + "Group.svg\n", "Created using Figma 0.90\n", - "\n", - "\n", + "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", "\n", "\n", "\n", - "\n", - "\n", + "\n", + "\n", + "\n", "\n", "\n", "\n", "\n", "\n", "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", - "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", + "\n", "\n", "\n" ] }, - "execution_count": 5, + "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "// download and display an SVG\n", - "resp, err := http.Get(\"http://jupyter.org/assets/nav_logo.svg\")\n", + "resp, err := http.Get(\"https://jupyter.org/assets/homepage/main-logo.svg\")\n", "bytes, err := ioutil.ReadAll(resp.Body)\n", "resp.Body.Close()\n", "display.SVG(string(bytes))" @@ -340,7 +344,7 @@ }, { "cell_type": "code", - "execution_count": 7, + "execution_count": 5, "metadata": {}, "outputs": [ { @@ -350,7 +354,7 @@ "[255 216 255 226 2 28 73 67 67 95 80 82 79 70 73 76 69 0 1 1 0 0 2 12 108 99 109 115 2 16 0 0 109 110 116 114 82 71 66 32 88 89 90 32 7 220 0 1 0 25 0 3 0 41 0 57 97 99 115 112 65 80 80 76 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 246 214 0 1 0 0 0 0 211 45 108 99 109 115 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 0 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" }, - "execution_count": 8, + "execution_count": 6, "metadata": { "image/png": { "height": 400, @@ -417,14 +421,14 @@ }, { "cell_type": "code", - "execution_count": 14, + "execution_count": 8, "metadata": {}, "outputs": [ { "data": { - "image/png": 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", + "image/png": 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1 198 155 155 121 50 41 241 53 48 197 83 64 8 177 67 67 122 222 222 206 26 26 81 67 223 175 210 115 153 143 81 136 200 19 216 129 129 72 36 9 48 22 105 72 253 179 148 119 7 166 16 162 120 60 118 56 66 100 193 112 234 121 137 29 88 127 162 1 141 29 179 29 162 97 224 46 102 16 136 36 1 198 35 17 82 224 38 133 133 86 47 164 31 17 123 52 227 96 161 16 245 251 73 113 145 213 11 145 89 119 237 16 113 13 12 196 34 73 128 177 136 180 131 84 186 16 159 207 14 247 50 155 193 48 173 194 246 171 127 117 119 132 136 107 96 32 22 89 2 76 234 18 196 12 155 76 84 97 161 176 138 41 42 253 44 125 132 136 29 24 8 79 146 0 227 17 157 14 147 183 130 35 205 38 237 16 205 96 16 109 124 251 27 209 252 199 110 198 145 192 14 12 68 34 73 128 49 189 193 6 71 136 242 183 67 228 122 3 111 239 192 14 172 191 145 128 198 91 91 21 206 143 124 7 142 16 65 40 178 4 88 125 132 200 219 134 35 195 14 59 48 51 20 34 132 208 242 50 171 23 34 57 170 5 56 99 71 183 244 229 134 65 80 133 8 226 144 34 192 162 49 222 209 33 255 14 204 6 13 233 89 48 76 74 75 20 183 219 234 133 72 142 104 254 84 92 29 125 138 104 24 24 34 10 2 145 33 192 152 158 30 101 41 241 77 96 105 118 104 72 207 66 33 181 170 210 234 85 200 143 20 23 17 85 61 122 46 51 55 12 89 7 18 129 148 36 9 48 66 9 25 18 176 122 33 253 204 43 255 125 96 102 48 140 10 142 129 64 8 241 23 31 115 7 134 35 68 16 136 12 1 198 35 13 68 211 20 42 195 215 210 131 244 53 176 168 213 171 232 79 140 177 240 167 168 224 24 24 196 239 103 71 223 203 156 76 162 136 3 4 34 195 15 125 166 235 18 15 82 233 66 124 94 110 154 74 60 110 245 66 250 11 59 88 203 13 3 59 176 129 65 53 255 209 247 50 243 100 18 247 129 129 64 164 8 176 136 252 119 49 127 222 144 94 222 58 14 22 10 19 135 131 142 28 97 245 66 108 129 4 52 126 116 59 68 148 209 131 80 100 8 48 30 137 72 95 130 120 88 128 73 219 144 222 12 134 104 121 153 244 71 193 131 4 9 4 142 110 198 129 110 244 32 22 25 126 88 176 72 131 244 109 56 62 159 105 41 239 68 21 22 10 171 232 130 56 80 168 223 127 244 125 96 216 129 129 88 196 15 48 198 120 99 163 29 142 16 21 183 155 168 170 196 149 244 44 24 198 20 149 1 67 2 26 111 110 57 162 25 7 110 100 6 177 8 31 96 188 177 137 51 102 135 34 142 244 41 162 71 218 107 96 134 193 234 234 40 230 88 14 20 26 208 184 105 242 150 214 47 188 21 59 48 16 138 240 1 214 121 23 179 244 59 48 198 140 87 94 229 70 50 241 226 203 198 203 175 42 140 89 189 160 60 99 161 48 103 76 197 14 108 160 16 127 186 25 199 17 133 136 8 48 16 138 248 1 86 31 33 94 175 226 41 176 122 33 253 137 243 232 3 191 37 69 69 106 69 185 99 250 201 196 95 28 189 239 193 99 116 98 21 153 89 19 36 30 15 25 42 255 181 204 65 130 104 126 66 9 107 250 66 33 34 198 169 128 88 132 15 48 174 235 210 55 145 74 190 241 150 227 63 166 58 102 157 154 110 198 17 117 204 156 225 60 101 154 177 117 155 213 235 202 39 84 112 12 52 74 73 209 81 205 56 48 78 5 132 34 124 128 177 72 3 149 253 215 246 228 187 187 157 167 158 146 41 68 76 188 188 57 254 236 11 169 55 110 255 167 76 155 48 51 24 162 149 232 130 56 160 200 17 247 50 51 198 25 195 14 12 4 34 124 227 78 174 235 164 180 196 234 85 244 51 135 202 13 131 184 221 174 249 243 20 66 146 255 220 153 88 191 145 39 147 201 255 249 46 45 27 169 86 150 211 138 10 181 170 146 86 85 16 77 179 122 173 125 196 66 97 231 140 233 86 175 194 94 142 156 203 108 24 169 63 81 133 8 226 16 62 192 88 68 119 86 79 180 122 21 253 203 57 235 84 227 213 191 187 190 190 80 173 158 224 169 158 160 40 74 98 253 159 73 97 17 241 122 204 154 32 171 9 38 54 255 149 215 71 56 231 164 176 80 173 40 167 21 229 169 84 171 170 84 43 43 133 184 58 200 219 219 89 99 19 106 232 7 24 9 104 252 176 118 136 60 29 96 216 129 129 64 36 8 176 136 244 215 192 212 201 147 146 187 247 198 215 62 231 60 125 174 66 136 241 143 173 138 105 186 206 93 152 250 255 55 235 212 206 15 138 199 89 248 83 51 24 98 53 33 51 24 76 190 181 157 165 43 164 233 208 161 233 45 90 57 173 172 80 43 43 105 121 153 226 24 116 3 159 88 77 40 245 101 162 134 126 96 17 191 159 5 195 159 191 158 72 239 192 16 96 32 14 193 3 172 189 157 199 226 118 40 93 115 127 99 137 249 193 191 83 209 197 185 99 250 201 234 137 227 142 250 8 55 29 51 154 142 25 221 245 6 222 210 202 66 33 51 24 78 253 185 111 127 226 229 87 121 60 78 84 149 142 24 158 222 162 85 164 254 172 170 36 165 165 10 25 232 47 231 8 102 77 144 6 52 197 231 179 120 29 54 67 3 154 113 120 51 14 236 192 64 52 98 7 24 139 52 216 226 38 176 52 245 196 177 234 137 99 179 255 120 82 92 164 78 170 86 39 85 119 190 206 57 175 143 152 161 112 38 213 140 55 222 98 7 107 185 105 18 183 59 149 100 169 45 90 185 90 81 65 171 42 137 191 184 191 190 134 110 176 16 42 56 44 64 2 129 195 171 16 51 71 136 216 129 129 64 4 15 48 93 39 14 7 9 136 90 185 48 160 8 33 165 37 142 210 18 101 250 201 157 111 73 38 217 193 90 22 12 165 82 45 24 74 188 248 10 171 143 164 126 33 40 46 166 233 83 199 84 158 85 166 246 106 74 65 255 94 72 99 193 176 58 225 196 126 253 43 224 104 196 239 231 201 36 111 107 35 133 133 10 138 56 64 64 98 7 24 215 117 50 36 160 16 171 143 192 4 229 112 208 202 10 90 89 241 249 147 32 26 77 135 89 216 12 133 88 40 156 124 253 13 214 218 150 138 180 146 97 106 250 35 211 27 181 10 90 54 82 81 243 121 33 205 12 133 157 11 230 229 241 19 66 54 104 250 55 63 222 212 156 9 48 20 113 128 112 196 14 48 86 111 139 65 42 3 199 227 81 79 28 167 158 56 174 235 103 24 111 106 234 204 179 96 56 249 222 158 196 95 94 226 137 4 81 85 58 114 68 186 202 49 93 193 95 81 126 60 119 50 112 189 129 71 163 42 230 88 14 56 162 249 9 33 188 177 73 201 124 243 81 196 1 162 17 60 192 34 186 29 6 169 88 136 104 154 170 105 234 212 201 157 175 115 206 14 213 177 96 106 127 102 6 67 198 150 109 236 96 45 103 140 20 20 164 54 103 85 21 169 60 171 44 167 149 149 164 168 48 155 207 207 62 62 144 120 109 11 33 196 38 237 152 7 23 85 37 133 62 214 216 148 217 77 115 195 32 148 98 30 27 8 68 236 0 227 122 3 157 50 201 234 85 216 9 33 116 196 112 58 98 184 146 238 12 162 100 46 164 133 15 154 193 96 38 213 18 187 222 235 108 175 156 190 144 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239 119 190 130 0 3 209 8 28 96 159 141 178 68 17 135 104 40 165 35 134 147 97 195 220 103 253 167 226 245 118 189 57 185 119 159 251 204 255 180 116 101 182 67 3 154 241 217 14 140 39 112 132 8 130 17 181 226 200 252 247 71 137 205 127 167 110 55 111 107 183 122 45 208 23 238 175 47 140 62 248 8 111 107 203 188 106 188 182 133 80 149 12 47 181 122 93 246 66 252 56 66 4 129 9 184 3 227 60 246 216 227 164 168 136 122 61 44 16 136 61 185 214 57 99 186 99 246 76 171 151 5 185 161 149 21 238 165 231 199 255 176 134 27 134 194 152 99 242 36 247 55 47 180 122 81 182 67 2 90 234 251 223 17 85 188 30 110 24 4 85 136 32 20 241 2 204 248 219 107 234 184 177 206 47 207 141 173 126 148 86 150 123 174 250 110 166 140 141 12 193 89 162 96 104 69 121 193 119 47 179 122 21 182 70 3 1 69 81 88 99 35 245 122 176 3 3 225 136 119 132 152 124 119 183 243 75 167 29 222 134 195 53 255 12 99 251 191 172 94 23 128 120 50 141 155 51 167 136 40 163 7 225 136 183 3 83 210 183 211 42 138 226 185 226 178 76 215 0 226 241 42 177 152 213 107 2 16 144 211 73 124 62 214 220 172 226 26 24 8 72 188 29 24 29 54 148 133 194 169 220 26 18 32 154 63 181 39 219 249 182 58 113 130 213 235 2 16 18 13 104 157 59 176 4 2 12 4 35 94 128 185 206 93 24 123 98 45 11 127 154 121 53 249 250 27 172 62 130 97 28 0 125 67 186 238 101 70 17 7 136 70 188 35 68 82 84 232 185 114 89 226 79 127 102 13 141 233 234 181 234 130 203 46 181 122 81 0 162 162 1 141 101 218 33 226 8 17 68 35 94 128 165 51 172 200 125 49 74 174 1 242 128 104 1 246 193 135 153 34 14 138 0 3 161 136 119 132 8 0 121 68 52 127 103 63 95 236 192 64 52 8 48 0 91 163 1 45 51 81 5 173 164 64 56 8 48 0 91 35 1 141 199 226 74 52 134 29 24 8 7 1 6 96 107 212 239 87 20 133 53 53 161 149 20 8 7 1 6 96 107 36 160 165 103 182 53 99 7 6 194 65 128 1 216 155 203 69 188 94 222 216 136 0 3 225 32 192 0 236 142 106 126 214 216 132 94 136 32 28 4 24 128 221 17 191 159 55 55 43 104 37 5 162 65 128 1 216 29 9 104 44 162 115 198 176 3 3 177 32 192 0 236 142 6 52 86 87 159 122 9 85 136 32 20 33 91 73 1 64 30 17 191 159 71 34 169 23 176 3 147 87 109 109 237 189 247 222 27 141 70 211 3 169 72 85 85 213 228 201 147 231 207 159 79 105 79 219 152 189 123 247 174 94 189 250 206 59 239 84 85 117 0 23 155 45 236 192 0 236 46 181 3 107 109 83 210 227 193 172 94 11 244 151 17 35 70 220 114 203 45 207 63 255 124 77 77 205 178 101 203 198 141 27 183 114 229 202 243 206 59 175 163 163 163 135 71 237 222 189 123 205 154 53 45 45 45 61 127 242 142 142 14 198 88 190 151 220 59 4 24 128 221 145 64 160 243 5 4 152 212 8 33 148 210 226 226 226 234 234 234 115 206 57 231 247 191 255 253 134 13 27 94 124 241 197 30 30 114 193 5 23 132 195 225 192 103 207 144 238 92 124 241 197 117 117 117 249 94 111 239 112 132 8 96 119 153 193 176 41 14 252 64 176 145 241 227 199 43 138 178 99 199 142 243 207 63 95 81 148 237 219 183 111 216 176 161 177 177 241 164 147 78 186 228 146 75 92 46 87 125 125 253 211 79 63 173 40 202 165 151 94 234 243 249 30 126 248 225 104 52 186 120 241 226 205 155 55 111 223 190 125 202 148 41 203 150 45 51 12 227 153 103 158 89 183 110 221 204 153 51 39 76 152 176 120 241 226 79 62 249 100 245 234 213 13 13 13 85 85 85 223 250 214 183 70 140 24 145 243 202 226 9 197 229 204 76 222 239 89 30 158 175 239 188 243 206 158 61 123 84 85 157 58 117 234 196 137 19 143 120 239 182 109 219 116 93 207 188 60 98 196 136 25 51 102 28 255 223 8 0 121 68 53 173 243 37 4 152 157 132 66 33 69 81 42 42 42 20 69 121 242 201 39 127 252 227 31 63 247 220 115 35 70 140 88 181 106 213 195 15 63 188 101 203 150 146 146 146 105 211 166 205 157 59 119 209 162 69 62 159 239 204 51 207 172 172 172 60 112 224 192 244 233 211 139 139 139 175 184 226 138 64 32 176 112 225 194 88 44 198 57 159 60 121 242 232 209 163 163 209 232 105 167 157 246 203 95 254 242 107 95 251 218 93 119 221 245 254 251 239 231 20 96 201 237 255 52 254 177 149 20 22 242 142 14 90 54 210 189 248 188 158 159 147 121 120 190 94 125 245 213 55 222 120 163 207 231 187 226 138 43 206 59 239 188 107 174 185 230 240 247 222 114 203 45 93 47 207 153 51 7 1 6 48 232 120 10 50 255 197 17 162 125 52 52 52 92 115 205 53 39 156 112 194 69 23 93 164 40 202 138 21 43 150 47 95 62 121 242 100 69 81 238 188 243 206 210 210 210 231 159 127 126 233 210 165 62 159 175 235 33 30 143 71 81 148 165 75 151 206 154 53 75 81 148 117 235 214 237 220 185 115 233 210 165 39 159 124 178 162 40 179 102 205 26 62 124 248 158 61 123 14 30 60 56 123 246 108 159 207 183 98 197 10 195 48 178 95 82 242 95 111 155 251 63 244 92 253 253 204 222 203 220 187 47 246 251 39 11 254 231 146 30 30 146 135 0 187 254 250 235 191 250 213 175 102 146 236 250 235 175 63 34 192 42 42 42 126 243 155 223 28 255 223 2 0 253 14 1 102 3 175 188 242 202 89 103 157 69 8 153 62 125 250 234 213 171 253 126 127 36 18 9 133 66 227 198 141 203 124 64 81 81 81 69 69 197 174 93 187 150 46 93 218 195 231 25 54 108 216 209 249 52 110 220 184 177 99 199 206 156 57 243 234 171 175 254 230 55 191 57 114 228 200 47 188 59 145 80 146 102 119 159 208 216 252 87 207 247 46 87 162 177 204 171 234 168 81 201 183 254 201 14 212 208 210 146 238 30 146 135 0 59 243 204 51 51 47 124 248 225 135 67 134 12 57 254 79 8 0 3 137 29 172 205 188 96 188 249 150 243 180 217 74 143 117 213 32 186 5 11 22 60 250 232 163 135 191 165 181 181 85 81 148 130 130 130 174 183 20 20 20 196 98 177 62 124 114 151 203 245 230 155 111 222 127 255 253 15 60 240 192 205 55 223 188 110 221 186 5 11 22 116 189 55 250 192 111 141 183 118 244 240 112 227 138 171 142 120 75 252 165 87 122 248 248 252 28 121 191 250 234 171 155 54 109 170 175 175 127 252 241 199 143 120 87 36 18 185 225 134 27 154 155 155 135 14 29 186 108 217 178 170 170 170 188 252 141 0 144 23 201 109 111 38 119 239 37 14 7 79 38 137 195 17 253 213 3 158 239 94 166 184 221 86 175 11 6 78 69 69 133 170 170 135 151 17 214 214 214 102 142 19 115 149 76 38 139 139 139 87 173 90 117 253 245 215 47 90 180 232 238 187 239 62 60 192 220 23 156 239 250 175 5 221 61 54 254 244 115 238 111 44 57 252 45 198 150 215 213 177 99 232 200 110 175 162 229 39 192 198 143 31 239 112 56 30 127 252 241 159 255 252 231 15 60 240 192 225 239 122 234 169 167 156 233 115 137 103 158 121 102 246 236 217 251 246 237 43 46 46 206 203 95 10 0 199 137 183 180 26 59 254 229 249 254 247 146 255 122 155 55 55 59 102 207 164 165 37 241 117 27 142 248 57 2 114 115 58 157 23 93 116 209 186 117 235 46 188 240 66 69 81 54 111 222 108 154 102 230 194 80 54 50 63 210 235 234 234 134 15 31 254 246 219 111 191 247 222 123 151 94 122 169 203 229 26 63 126 252 161 67 135 14 255 72 90 94 166 148 119 251 121 28 179 79 101 117 117 206 175 124 57 243 42 175 143 240 104 212 249 213 175 244 240 87 231 39 192 42 210 230 206 157 59 108 216 176 75 46 185 100 206 156 57 93 239 114 126 118 170 190 116 233 210 203 47 191 124 251 246 237 243 231 207 207 188 101 229 202 149 7 14 28 232 238 115 6 131 193 69 139 22 229 101 121 0 112 76 201 119 222 115 158 54 75 81 20 82 232 83 154 155 83 63 98 198 140 102 235 55 90 189 46 200 191 214 214 214 219 111 191 221 52 205 119 222 121 103 213 170 85 223 249 206 119 70 143 30 221 245 222 123 239 189 247 202 43 175 92 178 100 73 73 73 201 129 3 7 214 173 91 55 106 212 168 221 187 119 63 242 200 35 195 134 13 251 245 175 127 125 217 101 151 61 251 236 179 195 134 13 123 226 137 39 198 140 25 179 117 235 86 93 215 119 237 218 245 238 187 239 78 157 58 245 148 83 78 57 235 172 179 230 205 155 183 106 213 170 219 110 187 237 149 87 94 73 36 18 135 14 29 122 248 225 135 179 95 161 235 204 255 140 63 251 66 236 129 223 170 227 198 176 122 157 69 34 5 151 126 179 231 135 16 206 249 113 124 79 82 169 91 87 87 55 101 202 148 204 171 67 135 14 125 225 133 23 78 63 253 244 204 171 166 105 110 217 178 229 43 95 233 140 208 64 32 176 105 211 166 76 5 75 175 226 241 184 211 233 236 185 205 9 0 28 15 227 181 45 164 184 216 113 242 73 236 227 3 198 155 219 221 23 46 85 20 37 122 239 253 158 255 115 165 213 75 3 11 112 206 13 195 112 185 92 125 120 108 52 26 205 148 41 102 126 122 43 138 226 238 211 65 52 111 107 103 161 48 209 252 116 196 240 94 63 248 120 227 161 181 181 245 222 123 239 109 105 105 73 36 18 191 250 213 175 70 143 30 61 123 246 236 154 154 154 137 19 39 190 255 254 251 170 170 222 121 231 157 141 141 141 137 68 226 158 123 238 153 58 117 106 246 101 244 110 183 27 233 5 208 175 28 83 38 37 223 220 158 250 65 48 250 132 76 122 177 131 181 159 223 215 12 54 67 8 233 91 122 117 21 217 103 184 211 250 184 134 66 159 58 113 124 54 233 149 135 35 196 242 242 242 51 206 56 227 190 251 238 107 111 111 159 48 97 194 214 173 91 93 46 215 144 33 67 150 44 89 50 124 248 240 204 45 220 15 61 244 80 91 91 91 117 117 245 230 205 155 7 103 71 72 0 123 34 67 134 208 81 85 241 167 159 115 159 123 182 226 241 152 251 63 72 172 223 88 112 197 119 172 94 23 64 86 142 247 8 17 0 68 103 238 219 111 188 246 15 30 79 168 163 170 92 103 46 64 9 34 136 2 1 6 0 0 66 194 69 38 0 0 16 18 2 12 0 0 132 132 0 3 0 0 33 33 192 0 0 64 72 8 48 0 0 16 18 2 12 0 0 132 132 0 3 0 0 33 33 192 0 0 64 72 249 233 70 111 9 93 215 143 24 221 34 153 182 182 182 194 194 66 171 87 49 24 181 182 182 22 21 21 89 189 138 193 8 223 153 238 224 59 211 29 225 190 51 213 213 213 75 150 116 142 251 17 184 19 71 34 145 216 191 127 191 213 171 232 71 63 250 209 143 86 174 92 121 120 139 76 200 88 190 124 249 93 119 221 101 245 42 6 35 124 103 186 131 239 76 119 132 251 206 248 253 254 202 202 202 204 203 2 239 192 92 46 87 215 24 23 41 5 2 129 234 234 106 108 194 142 230 247 251 229 254 95 223 103 248 206 116 7 223 153 238 8 253 157 193 53 48 0 0 16 18 2 12 0 0 132 132 0 3 0 0 33 33 192 64 60 119 220 113 135 213 75 0 193 224 57 35 37 4 24 136 103 212 168 81 86 47 1 4 131 231 140 148 16 96 0 0 32 36 4 24 0 0 8 9 1 6 0 0 66 66 128 13 94 231 156 115 142 203 229 178 122 21 32 146 197 139 23 91 189 4 16 140 208 207 25 129 91 73 1 0 128 157 9 220 74 74 110 29 29 29 119 221 117 87 85 85 213 183 191 253 109 171 215 2 2 88 185 114 101 93 93 221 208 161 67 107 107 107 111 186 233 166 241 227 199 91 189 34 24 236 174 190 250 234 109 219 182 101 94 158 51 103 206 61 247 220 99 245 138 114 134 0 27 140 246 238 221 187 118 237 218 77 155 54 93 112 193 5 86 175 5 196 96 24 198 35 143 60 162 40 202 154 53 107 22 45 90 180 103 207 30 171 87 4 131 93 83 83 211 47 126 241 139 204 203 154 166 89 189 156 190 64 128 13 70 213 213 213 55 223 124 243 190 125 251 172 94 8 8 227 39 63 249 73 230 133 81 163 70 237 223 191 159 49 70 41 174 112 67 79 220 110 247 236 217 179 173 94 197 113 193 83 28 64 6 94 175 87 81 148 104 52 250 216 99 143 93 114 201 37 72 47 200 70 83 83 211 129 3 7 226 241 184 213 11 233 35 236 192 0 36 177 126 253 250 7 31 124 80 85 213 174 221 24 64 15 102 204 152 241 224 131 15 18 66 54 108 216 48 119 238 220 219 110 187 205 234 21 229 12 85 136 131 215 133 23 94 56 99 198 140 235 174 187 206 234 133 128 72 130 193 224 180 105 211 182 108 217 50 113 226 68 171 215 2 98 136 70 163 154 166 109 219 182 109 250 244 233 86 175 37 55 56 103 0 144 1 99 44 243 66 101 101 229 216 177 99 183 108 217 98 245 138 96 176 51 77 51 243 130 199 227 169 168 168 168 169 169 177 122 69 57 67 128 1 8 175 173 173 237 214 91 111 205 188 28 139 197 62 254 248 227 201 147 39 91 189 40 24 236 110 188 241 198 204 11 13 13 13 245 245 245 211 166 77 179 122 69 57 195 53 176 193 104 207 158 61 47 191 252 242 135 31 126 216 222 222 238 245 122 151 46 93 90 82 82 98 245 162 96 240 242 120 60 155 54 109 106 107 107 243 122 189 59 118 236 248 225 15 127 56 103 206 28 171 23 5 131 221 91 111 189 117 195 13 55 184 221 238 29 59 118 60 244 208 67 34 54 236 199 53 48 0 73 112 206 59 58 58 124 62 159 213 11 1 97 112 206 163 209 104 166 132 85 68 8 48 0 0 16 18 174 129 1 0 128 144 16 96 0 0 32 36 4 24 0 0 8 9 1 6 0 0 66 66 25 61 128 0 26 27 27 111 191 253 246 253 251 247 171 170 58 97 194 132 235 174 187 46 16 8 220 119 223 125 175 191 254 186 219 237 190 248 226 139 231 207 159 111 245 26 1 6 26 170 16 1 132 177 108 217 178 71 31 125 116 235 214 173 179 102 205 82 20 165 174 174 238 236 179 207 222 184 113 99 105 105 169 213 75 3 176 0 2 12 64 24 173 173 173 83 167 78 245 120 60 59 119 238 116 185 92 11 23 46 92 177 98 197 25 103 156 97 245 186 0 172 129 0 3 16 201 171 175 190 186 96 193 130 235 174 187 174 168 168 72 81 148 155 110 186 201 234 21 1 88 6 1 6 32 152 239 127 255 251 247 223 127 255 188 121 243 94 122 233 37 204 253 2 59 195 179 31 64 48 215 94 123 45 231 252 147 79 62 137 197 98 86 175 5 192 74 8 48 0 145 48 198 174 188 242 202 59 238 184 227 163 143 62 90 177 98 133 213 203 1 176 18 202 232 1 68 114 235 173 183 158 126 250 233 203 151 47 175 171 171 187 251 238 187 23 47 94 60 111 222 60 171 23 5 96 13 92 3 3 16 198 223 254 246 183 159 253 236 103 235 215 175 39 132 196 98 177 233 211 167 119 116 116 188 251 238 187 153 130 14 0 187 193 17 34 128 24 234 234 234 150 47 95 254 216 99 143 17 66 20 69 41 40 40 248 221 239 126 23 10 133 174 189 246 90 171 151 6 96 13 4 24 128 0 254 248 199 63 126 239 123 223 43 43 43 219 184 113 99 230 45 137 68 98 253 250 245 115 231 206 221 185 115 231 181 215 94 27 10 133 172 94 35 192 64 195 17 34 0 0 8 9 59 48 0 0 16 18 2 12 0 0 132 132 0 3 0 0 33 33 192 0 0 64 72 255 63 0 0 255 255 170 38 154 200 179 101 150 215 0 0 0 0 73 69 78 68 174 66 96 130]" ] }, "metadata": {}, @@ -466,7 +470,7 @@ " return pts\n", "}\n", "\n", - "p, err := plot.New()\n", + "p := plot.New()\n", "\n", "p.Title.Text = \"Plotutil example\"\n", "p.X.Label.Text = \"X\"\n", @@ -625,7 +629,7 @@ }, { "cell_type": "code", - "execution_count": 10, + "execution_count": 9, "metadata": {}, "outputs": [ { @@ -634,7 +638,7 @@ "

Hello again, world!

" ] }, - "execution_count": 10, + "execution_count": 9, "metadata": {}, "output_type": "execute_result" } @@ -651,7 +655,7 @@ }, { "cell_type": "code", - "execution_count": 11, + "execution_count": 10, "metadata": {}, "outputs": [ { @@ -660,7 +664,7 @@ "$\\partial_\\alpha F^{\\alpha\\beta} = \\mu_0 J^\\beta$" ] }, - "execution_count": 11, + "execution_count": 10, "metadata": {}, "output_type": "execute_result" } @@ -687,7 +691,7 @@ }, { "cell_type": "code", - "execution_count": 12, + "execution_count": 11, "metadata": {}, "outputs": [ { @@ -696,7 +700,7 @@ "$G_{\\mu\\nu} = \\frac{8 \\pi G}{c^4} T_{\\mu\\nu}$" ] }, - "execution_count": 12, + "execution_count": 11, "metadata": {}, "output_type": "execute_result" } @@ -730,7 +734,7 @@ "name": "go", "nbconvert_exporter": "", "pygments_lexer": "", - "version": "go1.15.3" + "version": "go1.18" } }, "nbformat": 4, diff --git a/go.mod b/go.mod index 4e48158..8f36c49 100644 --- a/go.mod +++ b/go.mod @@ -3,8 +3,7 @@ module github.com/gopherdata/gophernotes go 1.13 require ( - github.com/cosmos72/gomacro v0.0.0-20200719111907-b07014b02196 - github.com/go-zeromq/zmq4 v0.9.0 - github.com/gofrs/uuid v3.3.0+incompatible - golang.org/x/xerrors v0.0.0-20191204190536-9bdfabe68543 + github.com/cosmos72/gomacro v0.0.0-20231101204900-3dc08f5f8fea + github.com/go-zeromq/zmq4 v0.15.0 + github.com/gofrs/uuid v4.4.0+incompatible ) diff --git a/go.sum b/go.sum index 5529678..16f4ae8 100644 --- a/go.sum +++ b/go.sum @@ -1,35 +1,71 @@ -github.com/cosmos72/gomacro v0.0.0-20200719111907-b07014b02196 h1:rCF2GZBnIq52phJVNtu6ey4u8h39eRxb11d/+GPKo3o= -github.com/cosmos72/gomacro v0.0.0-20200719111907-b07014b02196/go.mod h1:85N5Kegk4D0TXob/uG3Is9RHvZ66IV6wm92vqu5BrOg= +github.com/cosmos72/gomacro v0.0.0-20231101204900-3dc08f5f8fea h1:UaXbB+Mv9i2roIj0Ka1ATyHrC8JFnycDdj9dZ9RK/sg= +github.com/cosmos72/gomacro v0.0.0-20231101204900-3dc08f5f8fea/go.mod h1:5e35wR9cfXppxd99a3QlRkj0E5qVg2nSA8z5XG0biTc= github.com/go-zeromq/goczmq/v4 v4.2.2 h1:HAJN+i+3NW55ijMJJhk7oWxHKXgAuSBkoFfvr8bYj4U= github.com/go-zeromq/goczmq/v4 v4.2.2/go.mod h1:Sm/lxrfxP/Oxqs0tnHD6WAhwkWrx+S+1MRrKzcxoaYE= -github.com/go-zeromq/zmq4 v0.9.0 h1:aFkxnxJvYhXCrE7UhoRR6oP6wqanjkuO2nA0nMsnm0g= -github.com/go-zeromq/zmq4 v0.9.0/go.mod h1:hCJ0OxYnL3Y3erSLQ025VLGi/W63zJjvr9i17oU2P24= -github.com/gofrs/uuid v3.3.0+incompatible h1:8K4tyRfvU1CYPgJsveYFQMhpFd/wXNM7iK6rR7UHz84= -github.com/gofrs/uuid v3.3.0+incompatible/go.mod h1:b2aQJv3Z4Fp6yNu3cdSllBxTCLRxnplIgP/c0N/04lM= +github.com/go-zeromq/zmq4 v0.15.0 h1:SLqukpmLTx0JsLaOaCCjwy5eBdfJ+ouJX/677HoFbJM= +github.com/go-zeromq/zmq4 v0.15.0/go.mod h1:sD47DcXifeUFsVTB2ps8ijqTpEuTAlYgfuLoiWEXdCE= +github.com/gofrs/uuid v4.4.0+incompatible h1:3qXRTX8/NbyulANqlc0lchS1gqAVxRgsuW1YrTJupqA= +github.com/gofrs/uuid v4.4.0+incompatible/go.mod h1:b2aQJv3Z4Fp6yNu3cdSllBxTCLRxnplIgP/c0N/04lM= github.com/mattn/go-runewidth v0.0.3/go.mod h1:LwmH8dsx7+W8Uxz3IHJYH5QSwggIsqBzpuz5H//U1FU= -github.com/mattn/go-runewidth v0.0.9 h1:Lm995f3rfxdpd6TSmuVCHVb/QhupuXlYr8sCI/QdE+0= -github.com/mattn/go-runewidth v0.0.9/go.mod h1:H031xJmbD/WCDINGzjvQ9THkh0rPKHF+m2gUSrubnMI= -github.com/peterh/liner v1.2.0 h1:w/UPXyl5GfahFxcTOz2j9wCIHNI+pUPr2laqpojKNCg= -github.com/peterh/liner v1.2.0/go.mod h1:CRroGNssyjTd/qIG2FyxByd2S8JEAZXBl4qUrZf8GS0= -github.com/yuin/goldmark v1.1.27/go.mod h1:3hX8gzYuyVAZsxl0MRgGTJEmQBFcNTphYh9decYSb74= +github.com/mattn/go-runewidth v0.0.15 h1:UNAjwbU9l54TA3KzvqLGxwWjHmMgBUVhBiTjelZgg3U= +github.com/mattn/go-runewidth v0.0.15/go.mod h1:Jdepj2loyihRzMpdS35Xk/zdY8IAYHsh153qUoGf23w= +github.com/peterh/liner v1.2.2 h1:aJ4AOodmL+JxOZZEL2u9iJf8omNRpqHc/EbrK+3mAXw= +github.com/peterh/liner v1.2.2/go.mod h1:xFwJyiKIXJZUKItq5dGHZSTBRAuG/CpeNpWLyiNRNwI= +github.com/rivo/uniseg v0.2.0 h1:S1pD9weZBuJdFmowNwbpi7BJ8TNftyUImj/0WQi72jY= +github.com/rivo/uniseg v0.2.0/go.mod h1:J6wj4VEh+S6ZtnVlnTBMWIodfgj8LQOQFoIToxlJtxc= +github.com/yuin/goldmark v1.4.13/go.mod h1:6yULJ656Px+3vBD8DxQVa3kxgyrAnzto9xy5taEt/CY= golang.org/x/crypto v0.0.0-20190308221718-c2843e01d9a2/go.mod h1:djNgcEr1/C05ACkg1iLfiJU5Ep61QUkGW8qpdssI0+w= -golang.org/x/crypto v0.0.0-20191011191535-87dc89f01550/go.mod h1:yigFU9vqHzYiE8UmvKecakEJjdnWj3jj499lnFckfCI= -golang.org/x/mod v0.2.0 h1:KU7oHjnv3XNWfa5COkzUifxZmxp1TyI7ImMXqFxLwvQ= -golang.org/x/mod v0.2.0/go.mod h1:s0Qsj1ACt9ePp/hMypM3fl4fZqREWJwdYDEqhRiZZUA= -golang.org/x/net v0.0.0-20190404232315-eb5bcb51f2a3/go.mod h1:t9HGtf8HONx5eT2rtn7q6eTqICYqUVnKs3thJo3Qplg= +golang.org/x/crypto v0.0.0-20210921155107-089bfa567519/go.mod h1:GvvjBRRGRdwPK5ydBHafDWAxML/pGHZbMvKqRZ5+Abc= +golang.org/x/crypto v0.13.0/go.mod h1:y6Z2r+Rw4iayiXXAIxJIDAJ1zMW4yaTpebo8fPOliYc= +golang.org/x/crypto v0.14.0/go.mod h1:MVFd36DqK4CsrnJYDkBA3VC4m2GkXAM0PvzMCn4JQf4= +golang.org/x/mod v0.6.0-dev.0.20220419223038-86c51ed26bb4/go.mod h1:jJ57K6gSWd91VN4djpZkiMVwK6gcyfeH4XE8wZrZaV4= +golang.org/x/mod v0.8.0/go.mod h1:iBbtSCu2XBx23ZKBPSOrRkjjQPZFPuis4dIYUhu/chs= +golang.org/x/mod v0.12.0/go.mod h1:iBbtSCu2XBx23ZKBPSOrRkjjQPZFPuis4dIYUhu/chs= +golang.org/x/mod v0.13.0 h1:I/DsJXRlw/8l/0c24sM9yb0T4z9liZTduXvdAWYiysY= +golang.org/x/mod v0.13.0/go.mod h1:hTbmBsO62+eylJbnUtE2MGJUyE7QWk4xUqPFrRgJ+7c= golang.org/x/net v0.0.0-20190620200207-3b0461eec859/go.mod h1:z5CRVTTTmAJ677TzLLGU+0bjPO0LkuOLi4/5GtJWs/s= -golang.org/x/net v0.0.0-20200226121028-0de0cce0169b/go.mod h1:z5CRVTTTmAJ677TzLLGU+0bjPO0LkuOLi4/5GtJWs/s= -golang.org/x/sync v0.0.0-20190423024810-112230192c58 h1:8gQV6CLnAEikrhgkHFbMAEhagSSnXWGV915qUMm9mrU= +golang.org/x/net v0.0.0-20210226172049-e18ecbb05110/go.mod h1:m0MpNAwzfU5UDzcl9v0D8zg8gWTRqZa9RBIspLL5mdg= +golang.org/x/net v0.0.0-20220722155237-a158d28d115b/go.mod h1:XRhObCWvk6IyKnWLug+ECip1KBveYUHfp+8e9klMJ9c= +golang.org/x/net v0.6.0/go.mod h1:2Tu9+aMcznHK/AK1HMvgo6xiTLG5rD5rZLDS+rp2Bjs= +golang.org/x/net v0.10.0/go.mod h1:0qNGK6F8kojg2nk9dLZ2mShWaEBan6FAoqfSigmmuDg= +golang.org/x/net v0.15.0/go.mod h1:idbUs1IY1+zTqbi8yxTbhexhEEk5ur9LInksu6HrEpk= +golang.org/x/net v0.16.0/go.mod h1:NxSsAGuq816PNPmqtQdLE42eU2Fs7NoRIZrHJAlaCOE= golang.org/x/sync v0.0.0-20190423024810-112230192c58/go.mod h1:RxMgew5VJxzue5/jJTE5uejpjVlOe/izrB70Jof72aM= -golang.org/x/sync v0.0.0-20190911185100-cd5d95a43a6e h1:vcxGaoTs7kV8m5Np9uUNQin4BrLOthgV7252N8V+FwY= -golang.org/x/sync v0.0.0-20190911185100-cd5d95a43a6e/go.mod h1:RxMgew5VJxzue5/jJTE5uejpjVlOe/izrB70Jof72aM= +golang.org/x/sync v0.0.0-20220601150217-0de741cfad7f/go.mod h1:RxMgew5VJxzue5/jJTE5uejpjVlOe/izrB70Jof72aM= +golang.org/x/sync v0.0.0-20220722155255-886fb9371eb4/go.mod h1:RxMgew5VJxzue5/jJTE5uejpjVlOe/izrB70Jof72aM= +golang.org/x/sync v0.1.0/go.mod h1:RxMgew5VJxzue5/jJTE5uejpjVlOe/izrB70Jof72aM= +golang.org/x/sync v0.3.0/go.mod h1:FU7BRWz2tNW+3quACPkgCx/L+uEAv1htQ0V83Z9Rj+Y= +golang.org/x/sync v0.4.0 h1:zxkM55ReGkDlKSM+Fu41A+zmbZuaPVbGMzvvdUPznYQ= +golang.org/x/sync v0.4.0/go.mod h1:FU7BRWz2tNW+3quACPkgCx/L+uEAv1htQ0V83Z9Rj+Y= golang.org/x/sys v0.0.0-20190215142949-d0b11bdaac8a/go.mod h1:STP8DvDyc/dI5b8T5hshtkjS+E42TnysNCUPdjciGhY= -golang.org/x/sys v0.0.0-20190412213103-97732733099d/go.mod h1:h1NjWce9XRLGQEsW7wpKNCjG9DtNlClVuFLEZdDNbEs= +golang.org/x/sys v0.0.0-20201119102817-f84b799fce68/go.mod h1:h1NjWce9XRLGQEsW7wpKNCjG9DtNlClVuFLEZdDNbEs= +golang.org/x/sys v0.0.0-20210615035016-665e8c7367d1/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.0.0-20211117180635-dee7805ff2e1/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.0.0-20220520151302-bc2c85ada10a/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.0.0-20220722155257-8c9f86f7a55f/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.5.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.8.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.12.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/sys v0.13.0 h1:Af8nKPmuFypiUBjVoU9V20FiaFXOcuZI21p0ycVYYGE= +golang.org/x/sys v0.13.0/go.mod h1:oPkhp1MJrh7nUepCBck5+mAzfO9JrbApNNgaTdGDITg= +golang.org/x/term v0.0.0-20201126162022-7de9c90e9dd1/go.mod h1:bj7SfCRtBDWHUb9snDiAeCFNEtKQo2Wmx5Cou7ajbmo= +golang.org/x/term v0.0.0-20210927222741-03fcf44c2211/go.mod h1:jbD1KX2456YbFQfuXm/mYQcufACuNUgVhRMnK/tPxf8= +golang.org/x/term v0.5.0/go.mod h1:jMB1sMXY+tzblOD4FWmEbocvup2/aLOaQEp7JmGp78k= +golang.org/x/term v0.8.0/go.mod h1:xPskH00ivmX89bAKVGSKKtLOWNx2+17Eiy94tnKShWo= +golang.org/x/term v0.12.0/go.mod h1:owVbMEjm3cBLCHdkQu9b1opXd4ETQWc3BhuQGKgXgvU= +golang.org/x/term v0.13.0/go.mod h1:LTmsnFJwVN6bCy1rVCoS+qHT1HhALEFxKncY3WNNh4U= golang.org/x/text v0.3.0/go.mod h1:NqM8EUOU14njkJ3fqMW+pc6Ldnwhi/IjpwHt7yyuwOQ= +golang.org/x/text v0.3.3/go.mod h1:5Zoc/QRtKVWzQhOtBMvqHzDpF6irO9z98xDceosuGiQ= +golang.org/x/text v0.3.7/go.mod h1:u+2+/6zg+i71rQMx5EYifcz6MCKuco9NR6JIITiCfzQ= +golang.org/x/text v0.7.0/go.mod h1:mrYo+phRRbMaCq/xk9113O4dZlRixOauAjOtrjsXDZ8= +golang.org/x/text v0.9.0/go.mod h1:e1OnstbJyHTd6l/uOt8jFFHp6TRDWZR/bV3emEE/zU8= +golang.org/x/text v0.13.0 h1:ablQoSUd0tRdKxZewP80B+BaqeKJuVhuRxj/dkrun3k= +golang.org/x/text v0.13.0/go.mod h1:TvPlkZtksWOMsz7fbANvkp4WM8x/WCo/om8BMLbz+aE= +golang.org/x/tools v0.0.0-20180917221912-90fa682c2a6e/go.mod h1:n7NCudcB/nEzxVGmLbDWY5pfWTLqBcC2KZ6jyYvM4mQ= golang.org/x/tools v0.0.0-20191119224855-298f0cb1881e/go.mod h1:b+2E5dAYhXwXZwtnZ6UAqBI28+e2cm9otk0dWdXHAEo= -golang.org/x/tools v0.0.0-20200522201501-cb1345f3a375 h1:SjQ2+AKWgZLc1xej6WSzL+Dfs5Uyd5xcZH1mGC411IA= -golang.org/x/tools v0.0.0-20200522201501-cb1345f3a375/go.mod h1:EkVYQZoAsY45+roYkvgYkIh4xh/qjgUK9TdY2XT94GE= +golang.org/x/tools v0.1.12/go.mod h1:hNGJHUnrk76NpqgfD5Aqm5Crs+Hm0VOH/i9J2+nxYbc= +golang.org/x/tools v0.6.0/go.mod h1:Xwgl3UAJ/d3gWutnCtw505GrjyAbvKui8lOU390QaIU= +golang.org/x/tools v0.13.0/go.mod h1:HvlwmtVNQAhOuCjW7xxvovg8wbNq7LwfXh/k7wXUl58= +golang.org/x/tools v0.14.0 h1:jvNa2pY0M4r62jkRQ6RwEZZyPcymeL9XZMLBbV7U2nc= +golang.org/x/tools v0.14.0/go.mod h1:uYBEerGOWcJyEORxN+Ek8+TT266gXkNlHdJBwexUsBg= golang.org/x/xerrors v0.0.0-20190717185122-a985d3407aa7/go.mod h1:I/5z698sn9Ka8TeJc9MKroUUfqBBauWjQqLJ2OPfmY0= -golang.org/x/xerrors v0.0.0-20191011141410-1b5146add898/go.mod h1:I/5z698sn9Ka8TeJc9MKroUUfqBBauWjQqLJ2OPfmY0= -golang.org/x/xerrors v0.0.0-20191204190536-9bdfabe68543 h1:E7g+9GITq07hpfrRu66IVDexMakfv52eLZ2CXBWiKr4= -golang.org/x/xerrors v0.0.0-20191204190536-9bdfabe68543/go.mod h1:I/5z698sn9Ka8TeJc9MKroUUfqBBauWjQqLJ2OPfmY0= diff --git a/kernel.go b/kernel.go index 2deff5d..4672e54 100644 --- a/kernel.go +++ b/kernel.go @@ -1,11 +1,11 @@ package main import ( + "bufio" "context" "encoding/json" "errors" "fmt" - "go/ast" "io" "io/ioutil" "log" @@ -17,12 +17,12 @@ import ( "time" "github.com/go-zeromq/zmq4" - "golang.org/x/xerrors" "github.com/cosmos72/gomacro/ast2" "github.com/cosmos72/gomacro/base" basereflect "github.com/cosmos72/gomacro/base/reflect" interp "github.com/cosmos72/gomacro/fast" + mp "github.com/cosmos72/gomacro/go/parser" "github.com/cosmos72/gomacro/xreflect" // compile and link files generated in imports/ @@ -95,6 +95,12 @@ type shutdownReply struct { Restart bool `json:"restart"` } +// isCompleteReply holds information about the statement is complete or not, for is_complete_reply messages. +type isCompleteReply struct { + Status string `json:"status"` + Indent string `json:"indent"` +} + const ( kernelStarting = "starting" kernelBusy = "busy" @@ -128,10 +134,7 @@ func runKernel(connectionFile string) { // Inject the "display" package to render HTML, JSON, PNG, JPEG, SVG... from interpreted code // maybe a dot-import is easier to use? - display, err := ir.Comp.ImportPackageOrError("display", "display") - if err != nil { - log.Print(err) - } + display := importPackage(ir, "display", "display") // Inject the stub "Display" function. declare a variable // instead of a function, because we want to later change @@ -238,6 +241,17 @@ func runKernel(connectionFile string) { } } +func importPackage(ir *interp.Interp, path string, alias string) *interp.Import { + packages, err := ir.ImportPackagesOrError( + map[string]interp.PackageName{ + path: interp.PackageName(alias), + }) + if err != nil { + log.Print(err) + } + return packages[path] +} + // prepareSockets sets up the ZMQ sockets through which the kernel // will communicate. func prepareSockets(connInfo ConnectionInfo) (SocketGroup, error) { @@ -277,27 +291,27 @@ func prepareSockets(connInfo ConnectionInfo) (SocketGroup, error) { address := fmt.Sprintf("%v://%v:%%v", connInfo.Transport, connInfo.IP) err = sg.ShellSocket.Socket.Listen(fmt.Sprintf(address, connInfo.ShellPort)) if err != nil { - return sg, xerrors.Errorf("could not listen on shell-socket: %w", err) + return sg, fmt.Errorf("could not listen on shell-socket: %w", err) } err = sg.ControlSocket.Socket.Listen(fmt.Sprintf(address, connInfo.ControlPort)) if err != nil { - return sg, xerrors.Errorf("could not listen on control-socket: %w", err) + return sg, fmt.Errorf("could not listen on control-socket: %w", err) } err = sg.StdinSocket.Socket.Listen(fmt.Sprintf(address, connInfo.StdinPort)) if err != nil { - return sg, xerrors.Errorf("could not listen on stdin-socket: %w", err) + return sg, fmt.Errorf("could not listen on stdin-socket: %w", err) } err = sg.IOPubSocket.Socket.Listen(fmt.Sprintf(address, connInfo.IOPubPort)) if err != nil { - return sg, xerrors.Errorf("could not listen on iopub-socket: %w", err) + return sg, fmt.Errorf("could not listen on iopub-socket: %w", err) } err = sg.HBSocket.Socket.Listen(fmt.Sprintf(address, connInfo.HBPort)) if err != nil { - return sg, xerrors.Errorf("could not listen on hbeat-socket: %w", err) + return sg, fmt.Errorf("could not listen on hbeat-socket: %w", err) } // Set the message signing key. @@ -326,6 +340,10 @@ func (kernel *Kernel) handleShellMsg(receipt msgReceipt) { if err := sendKernelInfo(receipt); err != nil { log.Fatal(err) } + case "is_complete_request": + if err := kernel.handleIsCompleteRequest(receipt); err != nil { + log.Fatal(err) + } case "complete_request": if err := handleCompleteRequest(ir, receipt); err != nil { log.Fatal(err) @@ -362,6 +380,55 @@ func sendKernelInfo(receipt msgReceipt) error { ) } +// checkComplete checks whether the `code` is complete or not. +func checkComplete(code string, ir *interp.Interp) (status, indent string) { + status, indent = "unknown", "" + + if len(code) == 0 { + return status, indent + } + readline := base.MakeBufReadline(bufio.NewReader(strings.NewReader(code))) + for { + _, _, err := base.ReadMultiline(readline, base.ReadOptions(0), "") + if err == io.EOF { + return "complete", indent + } else if err == io.ErrUnexpectedEOF { + return "incomplete", indent + } else if err != nil { + return "invalid", indent + } + } + + var parser mp.Parser + g := ir.Comp + parser.Configure(g.ParserMode, g.MacroChar) + parser.Init(g.Fileset, g.Filepath, g.Line, []byte(code)) + + _, err := parser.Parse() + if err != nil { + status = "invalid" + } else { + status = "complete" + } + return status, indent +} + +// handleIsCompleteRequest sends a is_complete_reply message. +func (kernel *Kernel) handleIsCompleteRequest(receipt msgReceipt) error { + + // Extract the data from the request. + reqcontent := receipt.Msg.Content.(map[string]interface{}) + code := reqcontent["code"].(string) + status, indent := checkComplete(code, kernel.ir) + + return receipt.Reply("is_complete_reply", + isCompleteReply{ + Status: status, + Indent: indent, + }, + ) +} + // handleExecuteRequest runs code from an execute_request method, // and sends the various reply messages. func (kernel *Kernel) handleExecuteRequest(receipt msgReceipt) error { @@ -507,45 +574,19 @@ func doEval(ir *interp.Interp, outerr OutErr, code string) (val []interface{}, t return nil, nil, nil } - // Check if the last node is an expression. If the last node is not an expression then nothing - // is returned as a value. For example evaluating a function declaration shouldn't return a value but - // just have the side effect of declaring the function. - // - // This is actually needed only for gomacro classic interpreter - // (the fast interpreter already returns values only for expressions) - // but retained for compatibility. - var srcEndsWithExpr bool - if len(nodes) > 0 { - _, srcEndsWithExpr = nodes[len(nodes)-1].(ast.Expr) - } - // Compile the ast. compiledSrc := ir.CompileAst(srcAst) // Evaluate the code. results, types := ir.RunExpr(compiledSrc) - // If the source ends with an expression, then the result of the execution is the value of the expression. In the - // event that all return values are nil, the result is also nil. - if srcEndsWithExpr { - - // Count the number of non-nil values in the output. If they are all nil then the output is skipped. - nonNilCount := 0 - values := make([]interface{}, len(results)) - for i, result := range results { - val := basereflect.ValueInterface(result) - if val != nil { - nonNilCount++ - } - values[i] = val - } - - if nonNilCount > 0 { - return values, types, nil - } + // Convert results from xreflect.Value to interface{} + values := make([]interface{}, len(results)) + for i, result := range results { + values[i] = basereflect.ValueInterface(result) } - return nil, nil, nil + return values, types, nil } // handleShutdownRequest sends a "shutdown" message. @@ -658,8 +699,9 @@ func evalSpecialCommands(ir *interp.Interp, outerr OutErr, code string) string { func evalSpecialCommand(ir *interp.Interp, outerr OutErr, line string) { const help string = ` available special commands (%): -%help +%cd [path] %go111module {on|off} +%help execute shell commands ($): $command [args...] example: @@ -673,7 +715,18 @@ $ls -l arg = args[1] } switch cmd { - + case "%cd": + if arg == "" { + home, err := os.UserHomeDir() + if err != nil { + panic(fmt.Errorf("error getting user home directory: %v", err)) + } + arg = home + } + err := os.Chdir(arg) + if err != nil { + panic(fmt.Errorf("error setting current directory to %q: %v", arg, err)) + } case "%go111module": if arg == "on" { ir.Comp.CompGlobals.Options |= base.OptModuleImport @@ -683,7 +736,7 @@ $ls -l panic(fmt.Errorf("special command %s: expecting a single argument 'on' or 'off', found: %q", cmd, arg)) } case "%help": - fmt.Fprint(outerr.out, help) + outerr.out.Write([]byte(help)) default: panic(fmt.Errorf("unknown special command: %q\n%s", line, help)) } diff --git a/x_package.go b/x_package.go index 1aabbf0..25fb89c 100644 --- a/x_package.go +++ b/x_package.go @@ -80,6 +80,9 @@ func (P *proxy_HTMLer) HTML() string { return P.HTML_(P.Object) } +// compile-time check that *proxy_HTMLer implements HTMLer +var _ HTMLer = (*proxy_HTMLer)(nil) + // --------------- proxy for display.JPEGer --------------- type proxy_JPEGer struct { Object interface{} @@ -90,16 +93,22 @@ func (P *proxy_JPEGer) JPEG() []byte { return P.JPEG_(P.Object) } +// compile-time check that *proxy_JPEGer implements JPEGer +var _ JPEGer = (*proxy_JPEGer)(nil) + // --------------- proxy for display.JSONer --------------- type proxy_JSONer struct { Object interface{} - JSON_ func(interface{}) string + JSON_ func(interface{}) map[string]interface{} } -func (P *proxy_JSONer) JSON() string { +func (P *proxy_JSONer) JSON() map[string]interface{} { return P.JSON_(P.Object) } +// compile-time check that *proxy_JSONer implements JSONer +var _ JSONer = (*proxy_JSONer)(nil) + // --------------- proxy for display.Latexer --------------- type proxy_Latexer struct { Object interface{} @@ -110,6 +119,9 @@ func (P *proxy_Latexer) Latex() string { return P.Latex_(P.Object) } +// compile-time check that *proxy_Latexer implements Latexer +var _ Latexer = (*proxy_Latexer)(nil) + // --------------- proxy for display.Markdowner --------------- type proxy_Markdowner struct { Object interface{} @@ -120,6 +132,9 @@ func (P *proxy_Markdowner) Markdown() string { return P.Markdown_(P.Object) } +// compile-time check that *proxy_Markdowner implements Markdowner +var _ Markdowner = (*proxy_Markdowner)(nil) + // --------------- proxy for display.PNGer --------------- type proxy_PNGer struct { Object interface{} @@ -130,6 +145,9 @@ func (P *proxy_PNGer) PNG() []byte { return P.PNG_(P.Object) } +// compile-time check that *proxy_PNGer implements PNGer +var _ PNGer = (*proxy_PNGer)(nil) + // --------------- proxy for display.PDFer --------------- type proxy_PDFer struct { Object interface{} @@ -140,6 +158,9 @@ func (P *proxy_PDFer) PDF() []byte { return P.PDF_(P.Object) } +// compile-time check that *proxy_PNGer implements PNGer +var _ PNGer = (*proxy_PNGer)(nil) + // --------------- proxy for display.Renderer --------------- type proxy_Renderer struct { Object interface{} @@ -150,6 +171,9 @@ func (P *proxy_Renderer) Render() Data { return P.Render_(P.Object) } +// compile-time check that *proxy_Renderer implements Renderer +var _ Renderer = (*proxy_Renderer)(nil) + // --------------- proxy for display.SimpleRenderer --------------- type proxy_SimpleRenderer struct { Object interface{} @@ -160,6 +184,9 @@ func (P *proxy_SimpleRenderer) SimpleRender() MIMEMap { return P.SimpleRender_(P.Object) } +// compile-time check that *proxy_SimpleRenderer implements SimpleRenderer +var _ SimpleRenderer = (*proxy_SimpleRenderer)(nil) + // --------------- proxy for display.SVGer --------------- type proxy_SVGer struct { Object interface{} @@ -170,6 +197,9 @@ func (P *proxy_SVGer) SVG() string { return P.SVG_(P.Object) } +// compile-time check that *proxy_SVGer implements SVGer +var _ SVGer = (*proxy_SVGer)(nil) + // --------------- proxy for image.Image --------------- type proxy_image_Image struct { Object interface{} @@ -188,6 +218,9 @@ func (P *proxy_image_Image) ColorModel() color.Model { return P.ColorModel_(P.Object) } +// compile-time check that *proxy_image_Image implements image.Image +var _ image.Image = (*proxy_image_Image)(nil) + // -------------------------------------------------------- // allow importing "display" and "github.com/gopherdata/gophernotes" packages func init() {