Magic ETL Scripting Tile Environments

Intro

The Python and R tiles have the Domo 1.1 environment installed by defualt. This environment contains a selection of Python and R libraries. The list of libraries can be found in the Default environment page list section below.

To request a custom environment, see Requesting Custom Environments.

Default environment page list

• _r-mutex=1.0.0=anacondar_1
• _r-xgboost-mutex=2.0=cpu_0
• asn1crypto=0.24.0=py37_0
• binutils_impl_linux-64 2.31.1=h6176602_1
• binutils_linux-64 2.31.1=h6176602_6
• blas=1.0=mkl
• blinker=1.4=py37_0
• bwidget=1.9.11 1
• bzip2 1.0.6=h14c3975_5
• ca-certificates=2019.1.23 0
• cairo=1.14.12=h8948797_3
• certifi=2019.3.9=py37_0
• cffi=1.12.2=py37h2e261b9_1
• chardet=3.0.4=py37_1
• convertdate=2.1.3=py37_0
• cookies=2.2.1=py37_1
• cryptography=2.6.1=py37h1ba5d50_0
• cudatoolkit=10.0.130 0
• cudnn=7.3.1=cuda10.0_0
• curl=7.64.0=hbc83047_2
• cycler=0.10.0=py37_0
• cython=0.29.6=py37he6710b0_0
• dbus=1.13.6=h746ee38_0
• decorator=4.4.0=py37_1
• domomagic=0.2=py37_0
• ephem=3.7.6.0=py37h14c3975_1
• expat=2.2.6=he6710b0_0
• fbprophet=0.4.post2=py37_0
• fontconfig=2.13.0=h9420a91_0
• freetype=2.9.1=h8a8886c_1
• fribidi=1.0.5=h7b6447c_0
• fuzzywuzzy=0.17.0=py_0
• gcc_impl_linux-64 7.3.0=habb00fd_1
• gcc_linux-64 7.3.0=h553295d_6
• geos=3.8.1=he6710b0_0
• gfortran_impl_linux-64 7.3.0=hdf63c60_1
• gfortran_linux-64 7.3.0=h553295d_6
• glib=2.56.2=hd408876_0
• graphite2 1.3.13=h23475e2_0
• gsl=2.4=h14c3975_4
• gst-plugins-base=1.14.0=hbbd80ab_1
• gstreamer=1.14.0=hb453b48_1
• gxx_impl_linux-64 7.3.0=hdf63c60_1
• gxx_linux-64 7.3.0=h553295d_6
• h5py=2.9.0=py37h7918eee_0
• harfbuzz=1.8.8=hffaf4a1_0
• hdf5 1.10.4=hb1b8bf9_0
• holidays=0.9.10=py37_0
• icu=58.2=h211956c_0
• idna=2.8=py37_0
• intel-openmp=2019.3 199
• joblib=0.13.2=py37_0
• jpeg=9b=habf39ab_1
• kiwisolver=1.0.1=py37hf484d3e_0
• krb5 1.16.1=h173b8e3_7
• libcurl=7.64.0=h20c2e04_2
• libedit=3.1.20181209=hc058e9b_0
• libffi=3.2.1=h4deb6c0_3
• libgcc-ng=8.2.0=hdf63c60_1
• libgfortran-ng=7.3.0=hdf63c60_0
• libgpuarray=0.7.6=h14c3975_0
• libpng=1.6.36=hbc83047_0
• libssh2 1.8.0=h1ba5d50_4
• libstdcxx-ng=8.2.0=hdf63c60_1
• libtiff=4.0.10=h2733197_2
• libuuid=1.0.3=h1bed415_2
• libxcb=1.13=h1bed415_1
• libxgboost=0.80=he6710b0_0
• libxml2 2.9.9=he19cac6_0
• lunardate=0.2.0=py37_0
• make=4.2.1=h1bed415_1
• mako=1.0.7=py_1
• markupsafe=1.1.1=py37h7b6447c_0
• matplotlib=3.0.3=py37h5429711_0
• mkl=2019.3 199
• mkl-service=1.1.2=py37he904b0f_5
• mkl_fft=1.0.10=py37ha843d7b_0
• mkl_random=1.0.2=py37hd81dba3_0
• ncurses=6.1=he6710b0_1
• ninja=1.9.0=py37hfd86e86_0
• nltk=3.4=py37_1
• nltk_data=2017.10.22=py_0
• numpy=1.16.2=py37h7e9f1db_0
• numpy-base=1.16.2=py37hde5b4d6_0
• oauthlib=3.0.1=py_0
• openssl=1.1.1h=h7b6447c_0
• pandas=0.24.2=py37he6710b0_0
• pango=1.42.4=h049681c_0
• patsy=0.5.1=py37_0
• pcre=8.43=he6710b0_0
• pip=19.0.3=py37_0
• pixman=0.38.0=h7b6447c_0
• pycparser=2.19=py37_0
• pygpu=0.7.6=py37h035aef0_0
• pyjwt=1.7.1=py37_0
• pyopenssl=19.0.0=py37_0
• pyparsing=2.3.1=py37_0
• pyqt=5.9.2=py37h22d08a2_1
• pysocks=1.6.8=py37_0
• pystan=2.18.0.0=py37h962f231_0
• python=3.7.3=h0371630_0
• python-dateutil=2.8.0=py37_0
• python-levenshtein=0.12.0=py37h14c3975_1000
• pytorch=1.0.1=cuda100py37he554f03_0
• pytz=2018.9=py37_0
• pyyaml=5.1=py37h7b6447c_0
• qt=5.9.7=h5867ecd_1
• r=3.5.1=r351_0
• r-abind=1.4_5=r351h6115d3f_0
• r-acepack=1.4.1=r351ha65eedd_0
• r-aer=1.2_5=r351h6115d3f_0
• r-arm=1.10_1=r351h6115d3f_1000
• r-arules=1.6_2=r351h96ca727_1000
• r-assertthat=0.2.0=r351h6115d3f_0
• r-backports=1.1.2=r351h96ca727_0
• r-base=3.5.1=h1e0a451_2
• r-base64enc=0.1_3=r351h96ca727_4
• r-bayestree=0.3_1.4=r351hf484d3e_0
• r-bh=1.66.0_1=r351h6115d3f_0
• r-bibtex=0.4.2=r351h14c3975_1
• r-bindr=0.1.1=r351h6115d3f_0
• r-bindrcpp=0.2.2=r351h29659fb_0
• r-bit=1.1_14=r351hd10c6a6_0
• r-bit64 0.9_7=r351hd10c6a6_0
• r-bitops=1.0_6=r351h96ca727_4
• r-blob=1.1.1=r351hf348343_0
• r-boot=1.3_20=r351hf348343_0
• r-boruta=6.0.0=r351h6115d3f_0
• r-brew=1.0_6=r351h6115d3f_4
• r-broom=0.5.0=r351h6115d3f_0
• r-car=3.0_0=r351h6115d3f_0
• r-cardata=3.0_1=r351h6115d3f_0
• r-caret=6.0_80=r351h96ca727_0
• r-catools=1.17.1.1=r351h29659fb_0
• r-cellranger=1.1.0=r351h6115d3f_0
• r-ceriolioutlierdetection=1.1.9=r351_0
• r-checkmate=1.8.5=r351h96ca727_0
• r-chron=2.3_52=r351h96ca727_0
• r-class=7.3_14=r351hd10c6a6_4
• r-cli=1.0.0=r351h6115d3f_1
• r-cluster=2.0.7_1=r351hac1494b_0
• r-coda=0.19_1=r351h6115d3f_0
• r-codetools=0.2_15=r351h6115d3f_0
• r-coin=1.2_2=r351h96ca727_0
• r-colorspace=1.3_2=r351h96ca727_0
• r-commonmark=1.5=r351h96ca727_0
• r-corpcor=1.6.9=r351h6115d3f_1001
• r-crayon=1.3.4=r351h6115d3f_0
• r-cubist=0.2.2=r351h96ca727_1000
• r-curl=3.2=r351hadc6856_1
• r-cvst=0.2_2=r351h6115d3f_0
• r-cvtools=0.3.2=r351h6115d3f_0
• r-data.table=1.11.4=r351h96ca727_0
• r-dbi=1.0.0=r351h6115d3f_0
• r-ddalpha=1.3.4=r351h80f5a37_0
• r-deoptimr=1.0_8=r351h6115d3f_0
• r-deriv=3.8.5=r351h6115d3f_1001
• r-desc=1.2.0=r351h6115d3f_0
• r-dichromat=2.0_0=r351h6115d3f_4
• r-digest=0.6.15=r351h96ca727_0
• r-dimred=0.1.0=r351h6115d3f_0
• r-diptest=0.75_7=r351h96ca727_1001
• r-dmwr=0.4.1=r351h6115d3f_1001
• r-domomagic=0.1=r351_0
• r-doparallel=1.0.11=r351h6115d3f_0
• r-dplyr=0.7.6=r351h29659fb_0
• r-drr=0.0.3=r351h6115d3f_0
• r-dummies=1.5.6=r351_0
• r-e1071 1.7_0=r351h29659fb_0
• r-evaluate=0.11=r351h6115d3f_0
• r-fansi=0.2.3=r351h96ca727_0
• r-flexclust=1.3_4=r351h14c3975_1002
• r-flexmix=2.3_15=r351h6115d3f_0
• r-forcats=0.3.0=r351h6115d3f_0
• r-foreach=1.4.4=r351h6115d3f_0
• r-forecast=8.4=r351h29659fb_0
• r-foreign=0.8_71=r351h96ca727_0
• r-formula=1.2_3=r351h6115d3f_0
• r-fpc=2.1_11.1=r351h6115d3f_1001
• r-fracdiff=1.4_2=r351h96ca727_4
• r-gains=1.2=r351_0
• r-gbm=2.1.5=r351h29659fb_0
• r-gbrd=0.4_11=r351h6115d3f_1000
• r-gdata=2.18.0=r351h6115d3f_0
• r-geometry=0.3_6=r351h96ca727_0
• r-ggally=1.4.0=r351h6115d3f_1000
• r-ggplot2 3.0.0=r351h6115d3f_0
• r-git2r=0.23.0=r351h96ca727_1
• r-glmnet=2.0_16=r351ha65eedd_0
• r-glue=1.3.0=r351h96ca727_0
• r-gmedian=1.2.4=r351hf484d3e_0
• r-gower=0.1.2=r351h96ca727_0
• r-gplots=3.0.1=r351h6115d3f_0
• r-gridextra=2.3=r351h6115d3f_0
• r-gtable=0.2.0=r351h6115d3f_0
• r-gtools=3.8.1=r351h96ca727_0
• r-haven=1.1.2=r351h29659fb_0
• r-highr=0.7=r351h6115d3f_0
• r-hmisc=4.1_1=r351ha65eedd_0
• r-hms=0.4.2=r351h6115d3f_0
• r-htmltable=1.12=r351h6115d3f_0
• r-htmltools=0.3.6=r351h29659fb_0
• r-htmlwidgets=1.2=r351h6115d3f_0
• r-httr=1.3.1=r351h6115d3f_1
• r-hunspell=2.9=r351h29659fb_0
• r-ipred=0.9_6=r351h96ca727_0
• r-isocodes=2018.06.29=r351h6115d3f_0
• r-iterators=1.0.10=r351h6115d3f_0
• r-janeaustenr=0.1.5=r351h6115d3f_0
• r-jomo=2.6_2=r351h96ca727_1000
• r-jsonlite=1.5=r351h96ca727_0
• r-kernlab=0.9_26=r351h80f5a37_0
• r-kernsmooth=2.23_15=r351hac1494b_4
• r-kfksds=1.6=r351hf484d3e_0
• r-kmsurv=0.1_5=r351h6115d3f_1001
• r-knitr=1.20=r351h6115d3f_0
• r-labeling=0.3=r351h6115d3f_4
• r-laeken=0.5.0=r351h6115d3f_0
• r-lattice=0.20_35=r351h96ca727_0
• r-latticeextra=0.6_28=r351h6115d3f_0
• r-lava=1.6.2=r351h6115d3f_0
• r-lazyeval=0.2.1=r351h96ca727_0
• r-leaps=3.0=r351ha65eedd_0
• r-littler=0.3.7=r351h14c3975_0
• r-lme4 1.1_17=r351h29659fb_0
• r-lmtest=0.9_36=r351ha65eedd_0
• r-lubridate=1.7.4=r351h29659fb_0
• r-magic=1.5_8=r351h6115d3f_0
• r-magrittr=1.5=r351h6115d3f_4
• r-maptools=0.9_3=r351h96ca727_0
• r-markdown=0.8=r351h96ca727_0
• r-mass=7.3_50=r351h96ca727_0
• r-matrix=1.2_14=r351h96ca727_0
• r-matrixcalc=1.0_3=r351h6115d3f_1001
• r-matrixmodels=0.4_1=r351h6115d3f_4
• r-maxlik=1.3_4=r351h6115d3f_0
• r-mclust=5.4.3=r351h9bbef5b_0
• r-mcmc=0.9_6=r351h14c3975_0
• r-mcmcpack=1.4_0=r351hf484d3e_1002
• r-memoise=1.1.0=r351h6115d3f_0
• r-mgcv=1.8_24=r351h96ca727_0
• r-mi=1.0=r351h6115d3f_1001
• r-mice=3.4.0=r351h29659fb_0
• r-mime=0.5=r351h96ca727_0
• r-minqa=1.2.4=r351h80f5a37_4
• r-misctools=0.6_22=r351h6115d3f_0
• r-mitml=0.3_7=r351h6115d3f_0
• r-mitools=2.3=r351_1000
• r-mlbench=2.1_1=r351h14c3975_1002
• r-mlogit=0.4_1=r351h6115d3f_0
• r-mnormt=1.5_5=r351ha65eedd_0
• r-mnp=3.1_0=r351h14c3975_0
• r-modelmetrics=1.1.0=r351h29659fb_0
• r-modeltools=0.2_22=r351h6115d3f_0
• r-moments=0.14=r351_1001
• r-multcomp=1.4_8=r351h6115d3f_0
• r-munsell=0.5.0=r351h6115d3f_0
• r-mvoutlier=2.0.9=r351_1001
• r-mvtnorm=1.0_8=r351ha65eedd_0
• r-nada=1.6_1=r351h6115d3f_1000
• r-naivebayes=0.9.5=r351_0
• r-neuralnet=1.44.2=r351h6115d3f_0
• r-nlme=3.1_137=r351ha65eedd_0
• r-nloptr=1.0.4=r351h29659fb_4
• r-nlp=0.1_11=r351h6115d3f_0
• r-nnet=7.3_12=r351h96ca727_0
• r-numderiv=2016.8_1=r351h6115d3f_0
• r-openssl=1.0.2=r351h96ca727_1
• r-openxlsx=4.1.0=r351h29659fb_0
• r-outliers=0.14=r351_2001
• r-pan=1.6=r351ha65eedd_0
• r-party=1.3_3=r351h14c3975_0
• r-pbkrtest=0.4_7=r351h6115d3f_0
• r-pcapp=1.9_73=r351h29659fb_0
• r-penalized=0.9_51=r351h29659fb_1002
• r-pillar=1.3.0=r351h6115d3f_0
• r-pkgconfig=2.0.1=r351h6115d3f_0
• r-pkgkitten=0.1.4=r351_0
• r-plogr=0.2.0=r351h6115d3f_0
• r-pls=2.6_0=r351h6115d3f_0
• r-plyr=1.8.4=r351h29659fb_0
• r-pmml=1.5.7=r351_0
• r-polspline=1.1.13=r351ha65eedd_0
• r-prabclus=2.2_7=r351h6115d3f_0
• r-prettyunits=1.0.2=r351hf348343_0
• r-prodlim=2018.04.18=r351h29659fb_0
• r-progress=1.2.0=r351h6115d3f_1002
• r-pryr=0.1.4=r351h29659fb_0
• r-psych=1.8.4=r351h6115d3f_0
• r-purrr=0.2.5=r351h96ca727_0
• r-quadprog=1.5_5=r351ha65eedd_4
• r-quantmod=0.4_13=r351h6115d3f_0
• r-quantreg=5.36=r351ha65eedd_0
• r-r6 2.2.2=r351h6115d3f_0
• r-randomforest=4.6_14=r351ha65eedd_0
• r-randomforestsrc=2.8.0=r351hcdcec82_0
• r-ranger=0.10.1=r351h29659fb_0
• r-rcolorbrewer=1.1_2=r351h6115d3f_0
• r-rcpp=0.12.18=r351h29659fb_0
• r-rcpparmadillo=0.8.600.0.0=r351h29659fb_0
• r-rcppeigen=0.3.3.4.0=r351h29659fb_0
• r-rcpproll=0.3.0=r351h29659fb_0
• r-rdpack=0.10_1=r351h6115d3f_1000
• r-readr=1.1.1=r351h29659fb_0
• r-readxl=1.1.0=r351h29659fb_0
• r-recipes=0.1.3=r351h6115d3f_0
• r-recommended=3.5.1=r351_0
• r-reemtree=0.90.3=r351_0
• r-relaimpo=2.2_3=r351h6115d3f_0
• r-rematch=1.0.1=r351h6115d3f_0
• r-reshape=0.8.7=r351h6115d3f_0
• r-reshape2 1.4.3=r351h29659fb_0
• r-rgeos=0.5_2=r35hb2de1b9_3
• r-rio=0.5.10=r351h6115d3f_0
• r-rjson=0.2.20=r351hebc1506_0
• r-rlang=0.2.1=r351h96ca727_0
• r-rms=5.1_2=r351ha65eedd_0
• r-robcompositions=2.0.10=r351h29659fb_0
• r-robustbase=0.93_2=r351ha65eedd_0
• r-rocr=1.0_7=r351h6115d3f_4
• r-rose=0.0_3=r351_0
• r-rpart=4.1_13=r351hd10c6a6_0
• r-rpmm=1.25=r351h6115d3f_1000
• r-rprojroot=1.3_2=r351h6115d3f_0
• r-rrcov=1.4_4=r351ha65eedd_1000
• r-rsnns=0.4_11=r351h29659fb_1000
• r-rspectra=0.13_1=r351hf484d3e_0
• r-rsqlite=2.1.1=r351h29659fb_0
• r-rstudioapi=0.7=r351h6115d3f_0
• r-sandwich=2.4_0=r351h6115d3f_0
• r-scales=0.5.0=r351h29659fb_0
• r-sem=3.1_9=r351h29659fb_1002
• r-sfsmisc=1.1_2=r351h6115d3f_0
• r-sgeostat=1.0_27=r351h9ac9557_1002
• r-slam=0.1_43=r351h96ca727_0
• r-snowballc=0.5.1=r351h96ca727_0
• r-sp=1.3_1=r351h96ca727_0
• r-sparsem=1.77=r351ha65eedd_0
• r-spatial=7.3_11=r351hd10c6a6_4
• r-squarem=2017.10_1=r351h6115d3f_0
• r-sroc=0.1_2=r351h14c3975_1002
• r-statmod=1.4.30=r351h9ac9557_1002
• r-sticky=0.5.2=r351_0
• r-stopwords=0.9.0=r351h6115d3f_0
• r-stringdist=0.9.5.1=r351h96ca727_0
• r-stringi=1.2.4=r351h29659fb_0
• r-stringr=1.3.1=r351h6115d3f_0
• r-strucchange=1.5_1=r351h6115d3f_0
• r-stsm=1.9=r351hf484d3e_0
• r-survey=3.35_1=r351h6115d3f_0
• r-survival=2.42_6=r351h96ca727_0
• r-th.data=1.0_9=r351h6115d3f_0
• r-tibble=1.4.2=r351h96ca727_0
• r-tidyr=0.8.1=r351h29659fb_0
• r-tidyselect=0.2.4=r351h29659fb_0
• r-tidytext=0.1.9=r351h6115d3f_0
• r-timedate=3043.102=r351h6115d3f_0
• r-timeseries=3042.102=r351h6115d3f_0
• r-tm=0.7_5=r351h29659fb_0
• r-tokenizers=0.2.1=r351h29659fb_0
• r-tree=1.0_39=r351ha65eedd_1000
• r-trimcluster=0.1_2.1=r351h6115d3f_1000
• r-truncnorm=1.0_8=r351h96ca727_1000
• r-truncreg=0.2_5=r351_0
• r-tseries=0.10_45=r351ha65eedd_0
• r-tsoutliers=0.6_8=r351_0
• r-ttr=0.23_3=r351ha65eedd_0
• r-urca=1.3_0=r351ha65eedd_0
• r-uroot=2.0_9=r351h29659fb_0
• r-utf8 1.1.4=r351h96ca727_0
• r-vcd=1.4_4=r351h6115d3f_1001
• r-vim=4.8.0=r351h29659fb_0
• r-viridis=0.5.1=r351h6115d3f_0
• r-viridislite=0.3.0=r351h6115d3f_0
• r-vsurf=1.0.4=r351_0
• r-whisker=0.3_2=r351hf348343_4
• r-withr=2.1.2=r351h6115d3f_0
• r-xgboost=0.80=r351h895cf53_0
• r-xml=3.98_1.12=r351h96ca727_0
• r-xml2 1.2.0=r351h29659fb_0
• r-xts=0.11_0=r351h96ca727_0
• r-yaml=2.2.0=r351h96ca727_0
• r-zcompositions=1.2.0=r351h6115d3f_0
• r-zip=1.0.0=r351h96ca727_0
• r-zoo=1.8_3=r351h96ca727_0
• readline=7.0=h7b6447c_5
• requests=2.21.0=py37_0
• requests-oauthlib=1.2.0=py_0
• responses=0.10.5=py37_0
• scikit-learn=0.20.3=py37hd81dba3_0
• scipy=1.2.1=py37h7c811a0_0
• scour=0.37=py_0
• setuptools=40.8.0=py37_0
• setuptools-git=1.2=py37h28b3542_1
• sip=4.19.13=py37he6710b0_0
• six=1.12.0=py37_0
• sklearn-pandas=1.8.0=py37_0
• sqlite=3.27.2=h7b6447c_0
• statsmodels=0.9.0=py37h035aef0_0
• theano=1.0.3=py37hfd86e86_0
• tk=8.6.8=hbc83047_0
• tktable=2.10=h14c3975_0
• tornado=6.0.2=py37h7b6447c_0
• twython=3.7.0=py37_0
• urllib3 1.24.1=py37_0
• wheel=0.33.1=py37_0
• xz=5.2.4=h14c3975_4
• yaml=0.1.7=h96e3832_1
• zlib=1.2.11=h7b6447c_3
• zstd=1.3.7=h0b5b093_0
• pip:
• absl-py==0.7.1
• astor==0.7.1
• gast==0.2.2
• grpcio==1.19.0
• keras-applications==1.0.7
• keras-preprocessing==1.0.9
• markdown==3.1
• mock==2.0.0
• pbr==5.1.3
• pmdarima==1.1.1
• protobuf==3.7.1
• tensorboard==1.13.1
• tensorflow==1.13.1
• tensorflow-estimator==1.13.0
• termcolor==1.1.0
• werkzeug==0.15.1