From 3941a6baa0c8ed64b73c687d8ca77299d2ab933d Mon Sep 17 00:00:00 2001 From: David Braslow Date: Thu, 11 Jun 2020 10:55:29 -0400 Subject: [PATCH 1/5] license --- CONTRIBUTING.md | 37 +++++++++++++++++++++++++++++++++++++ LICENSE.md | 7 +++++++ 2 files changed, 44 insertions(+) create mode 100644 CONTRIBUTING.md create mode 100644 LICENSE.md diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md new file mode 100644 index 00000000..dd12a2a4 --- /dev/null +++ b/CONTRIBUTING.md @@ -0,0 +1,37 @@ +# Contributing to Learn.co Curriculum + +We're really exited that you're about to contribute to the [open curriculum](https://learn.co/content-license) on [Learn.co](https://learn.co). If this is your first time contributing, please continue reading to learn how to make the most meaningful and useful impact possible. + +## Raising an Issue to Encourage a Contribution + +If you notice a problem with the curriculum that you believe needs improvement +but you're unable to make the change yourself, you should raise a Github issue +containing a clear description of the problem. Include relevant snippets of +the content and/or screenshots if applicable. Curriculum owners regularly review +issue lists and your issue will be prioritized and addressed as appropriate. + +## Submitting a Pull Request to Suggest an Improvement + +If you see an opportunity for improvement and can make the change yourself go +ahead and use a typical git workflow to make it happen: + +* Fork this curriculum repository +* Make the change on your fork, with descriptive commits in the standard format +* Open a Pull Request against this repo + +A curriculum owner will review your change and approve or comment on it in due +course. + +# Why Contribute? + +Curriculum on Learn is publicly and freely available under Learn's +[Educational Content License](https://learn.co/content-license). By +embracing an open-source contribution model, our goal is for the curriculum +on Learn to become, in time, the best educational content the world has +ever seen. + +We need help from the community of Learners to maintain and improve the +educational content. Everything from fixing typos, to correcting +out-dated information, to improving exposition, to adding better examples, +to fixing tests—all contributions to making the curriculum more effective are +welcome. diff --git a/LICENSE.md b/LICENSE.md new file mode 100644 index 00000000..6802f2b8 --- /dev/null +++ b/LICENSE.md @@ -0,0 +1,7 @@ +#Learn.co Educational Content License + +Copyright (c) 2015 Flatiron School, Inc + +The Flatiron School, Inc. owns this Educational Content. However, the Flatiron School supports the development and availability of educational materials in the public domain. Therefore, the Flatiron School grants Users of the Flatiron Educational Content set forth in this repository certain rights to reuse, build upon and share such Educational Content subject to the terms of the Educational Content License set forth [here](http://learn.co/content-license) (http://learn.co/content-license). You must read carefully the terms and conditions contained in the Educational Content License as such terms govern access to and use of the Educational Content. + +Flatiron School is willing to allow you access to and use of the Educational Content only on the condition that you accept all of the terms and conditions contained in the Educational Content License set forth [here](http://learn.co/content-license) (http://learn.co/content-license). By accessing and/or using the Educational Content, you are agreeing to all of the terms and conditions contained in the Educational Content License. If you do not agree to any or all of the terms of the Educational Content License, you are prohibited from accessing, reviewing or using in any way the Educational Content. From 801189153bed3dbb81ac48a2083c2e5cfc9a411e Mon Sep 17 00:00:00 2001 From: David Braslow Date: Thu, 11 Jun 2020 13:48:00 -0400 Subject: [PATCH 2/5] Refactor master to describe branches --- README.md | 66 +------- SampleProjectSlides.pdf | Bin 1468331 -> 0 bytes TEMPLATE_README.md | 71 --------- __init__.py | 1 - code/__init__.py | 0 code/data_cleaning.py | 45 ------ code/visualizations.py | 156 ------------------ dsc-mod1-project-template.ipynb | 271 -------------------------------- images/DC_Gray _Logo.png | Bin 11233 -> 0 bytes images/blueprint.png | Bin 211184 -> 0 bytes images/director_shot.jpeg | Bin 26082 -> 0 bytes images/viz1.png | Bin 72691 -> 0 bytes images/viz2.png | Bin 58102 -> 0 bytes project_slide_template.pdf | Bin 151739 -> 0 bytes 14 files changed, 6 insertions(+), 604 deletions(-) delete mode 100644 SampleProjectSlides.pdf delete mode 100644 TEMPLATE_README.md delete mode 100644 __init__.py delete mode 100644 code/__init__.py delete mode 100644 code/data_cleaning.py delete mode 100644 code/visualizations.py delete mode 100644 dsc-mod1-project-template.ipynb delete mode 100644 images/DC_Gray _Logo.png delete mode 100644 images/blueprint.png delete mode 100644 images/director_shot.jpeg delete mode 100644 images/viz1.png delete mode 100644 images/viz2.png delete mode 100644 project_slide_template.pdf diff --git a/README.md b/README.md index fd6769c8..729b3119 100644 --- a/README.md +++ b/README.md @@ -1,62 +1,8 @@ -# Module 1 project template - Above and Beyond +# Module 1 Project Templates and Examples -![bluebrint2](images/blueprint.png) +This repo contains templates and examples to help you get started with your Mod 1 Project. Each of these is in a separate branch, as follows: -A blueprint provides guidance and structure before something in created. This repoistory provides similar sturcture and guidance for your first data science project. How analysis is structured is will provide the foundation for your work. This guidance also alllows to students to focus on the _foundational skills_ what will be built upon lter in the course. - -Student repositories are useful in the job search, as employers can see the qualitiy of student work _before_ the interview. To set students up for success, the module 1 project is expected to mirror the structure of this repository. All content is in draft form, to guide students in creating project repositories. Repository structure will mature further with later projects. - -This repo contains: -- TEMPLATE_README: An example of a Readme for your project - - This should be an abstract of your complete analysis -- `dsc-mod1-project-template.ipynb`: A starter jupyter notebook - - inside the notebook there is some text and `| guiding questions within lined sections |` that should be answered in narrative form - - sample visualizations. Their code is in the `visualizations.py` file as a reference. -- `__init__.py` :python helper file, tells python there are packages -- presentation pdf: - - PDF of slide deck used in class presentation, [online version also provided](https://docs.google.com/presentation/d/1PnqhxdN1P1tY3MKCXKmShO0sYLRQF2DSMzMN_tnk5xo/edit?usp=sharing) in readme. - - The online editable version of this file can be found [here](https://docs.google.com/presentation/d/1iS5kCJVBiieuUEokWLOSjuAxlz9oX-tPV2xr0i9RYdA/edit?usp=sharing) - - Please make a copy of the file before editing -- code folder: - - `__init__.py` :python helper file, tells python there are packages - - contains sample `data_cleaning.py` script to clean data and prepare it for analysis and visualization - - contains sample `visualizations.py` to produce visualizations - - You may find it helpful to have a notebook here for messy EDA or data preparation -- images folder: - - contains images used in jupyter notebook markdown -- hidden `.gitignore` file that tells git to not track certain files and folders - -*** -## Student instructions - -1. Through github, fork this repository to you own account - -**If in a group project, have only one team member do steps one through five** - -2. In github, on the forked repo, click "Settings" -3. On the Setting page, the first tab is "Options". On that page there "Repository Name" with a text field, and a button "Rename" -4. Change the name of the forked repo to a _decriptive_ project repo name of your choosing. "Microsoft-Movie-Analsis" is a **better** repo name than "Mod-Project-1" -5. If you are part of a group project(if not, proceed to step 6): - - Go to the "Manage Access" tab within "settings" - - Add your project team members as collaborators - - copy the link to clone the repository and share it with teammates - - -6. Through the terminal on your local machine, `git clone` the project to your local computer -7. Move the data from the project description into the `data` folder on your local machine -8. You are now ready to start using these materials! - -**To use the slide template** -1. Go to [this link](https://docs.google.com/presentation/d/1eYnFN5ojOD7RNXDv9dj-ZBwrASru0pnlnwTg3NVXdoU/edit?usp=sharing) -2. The google slides will show that they are "view only" -3. Go to "File" and select "Make a Copy" -4. Google will then create an **editable** copy of the slide deck in your own account. - -*** -## Please note -- The code within `visualizations.py` and `data_cleaning.py` is an example of well documented code. -- The visualizations in the notebook, generated from `visualizations.py` have clear axes, titles, and appropriate number formatting. Please use as a reference. -- The `dsc-mod1-project-template.ipynb`is intented to be the _final version_ of your project. - - The first noteook you create will not look like this. - - You are encouraged to start with a very disorderly notebook and clean it as you go. -- Before you finish this project, delete **this** readme from the repo using `git rm README.md`, followed by `git mv TEMPLATE_README.md README.md` +- The **template-mvp** branch is the template you should use to start your project to create your Minimum Viable Product (MVP). +- The **example-mvp** branch is an example project using the MVP template. +- The **template-aab** branch is the template you should use to improve your project after you've finished your MVP, to go Above and Beyond (AAB). +- The **example-aab** branch is an example project using the AAB template. diff --git a/SampleProjectSlides.pdf b/SampleProjectSlides.pdf deleted file mode 100644 index e9fb4234cfc9ec2526bcc5a1ea091c428303f077..0000000000000000000000000000000000000000 GIT binary patch literal 0 HcmV?d00001 literal 1468331 zcmeFa1yo$iw(s3|aCdiiCuj%`L4s>=cXv&Y;2u0ku;A`)0fH0UEd;kfu-CAYv-jQm z-t*2q_l)trbHDB$3+V2mR#mUxf7Yy7v$`o2o{KZGGI79BlB}(dOu%u#vB23HSite~ z!!awn+Zn?#i|RY+TiKezF~88aHgXr9P@MFPbWCmhoU-<<>j57tjukIHL^Wc@%aCazyd$(Gqy2$ zXa^_o@vruXIvDFa**d_{+}#5t0JgxpDZmO~O#4vX&*EHvDE?dXADZ>hI0s{!htogQ z&MaqaWUl|r*6p!a0Sh|9asO6Q$=K1>*})LlN}k`I5V5hb z1-{J6^4miR2U};mUtLso(6@24dpMJ!JFu#UP8++J8yYJ~JbP&3@2z~O{8y*M&8?h_ z9pIS7t@NFYpBo$68UdRtYiwicWCq9kcoN|MIXVHmZVl&_R`PP#27?tLL($gfZOgv$ zoYh*ly#u63-UT#Xp=5}(%KN5gRg5pA=U`TNc^p>y(T`C0;Z4(qKFb%Y#MIKHgx*qC z++O8F<#6QI>_FyAUA#rC&Ptf3`XM~GiI42u5MPU^F2CpOvlI?zVUQFAO+@px?aj-2 zG-^hMOwP>dZ9LV?p1`W0FpCb^>#`vdB=@NahbAM81RD&K&^>m0nRi|Ia z*3F_hn2L#qg%?xKg;kM?DZ^&>j3wXXnGynpAQv6>b5^9W3N%lpz|G?=uXC`~9%m$y z*RT4;h=V&locvV~3?KtXLg5xjyFBMxY>9_s*8N`Of#ZyGRpPxj395|=J8wm5abcE` z=dK+_hZCXbY0evzOi2(`mxR|>*b^YJu#^Lb>9rY}F-%{j*@}_G%qA#x#t5NSV1GvS zJfGL_whNZyNFK?0N5VG#WZ_(T4)K#LB$<5YBK@@P8{7IRU$m`LP2EZEa{k8FAJ0}^ z;(Z&up0FOEml)?mdl~(nET}Pc^@l+7Yj=CCW?GY;s5Q&um#yn?SfTCBmn!~J5j;XX zMJt4p)JK&|)PSw5=z+r%p|Y&I`h1<7p0sl-FoAuli+uiKfHj%o=di#vXLmK9;&x-< zpk%0yjlJ4t^v=bx!;{>!gynnWeZn!s>iaRQ#bZ5*aO|W9(tqOcllccq9;L#{^-Bhi zcs@L*1%&!%G1fm)_dn7G>rXBGE)Le;NM-)14z`~<`{&g0Sp7dD51?#+8jIicp)zlS z$BI&;oU!#(GgQpr*x1X{N<~3ZGa(vt6h0xl7EC2NJ~wj|`EbT$c60nWWk2{xcptmz zXSaRKkTg-8eF~B<9KKqeaBiO)j(W`_#|+h|^H~^0aIF!e=CKpV8ftNZp!R51eUS|7 z^C;+dnsskd^c<4~o-=G7`nV{c@h()a#P$|pX$P$o%EHmtbM^*tOg|YiMCz%rWjshR65-xw_En1##L^;}Pid6m!VZscQ>^-Vv?`6E$=o<+GqGys8#F_mwrigs&g1byPTIA9>2sbH}q%jyfeAHYLmUH5J zqMIzF>q+4^RQg);Vy9;tK^BdO^)WvbN=CAjKOBxH`z|0yn4dHz( zVCRbbC>N3s%b3qTqhs5Ut4qOnZkz_rA6!CBS8h`rK;(Gkzz9_@QS+raGZSy18=CM{Srx4)9pHbq-C)=C{NWBE()2|rpHv%Oj%pO zykhH9UI~Y^$7p@=evSvHn(NM{FPX=Hg=cCC*31{7JBE ze;oV%M}lR07#4x!-tU5C`#HY-66{a?{&RwTto|Po>~DtSj{{nbs*ddh3r0=1?h&%T z%ec0$wy(euAbXzAKZ_wdeTInYRjNW$MF;$ShGCuDcy2q_xTg7DD$n+kV^o>+zuzZ=*`)UjGddHGF8Sbp*kR`5bH#b`g&Wsnfr4ez&Y83bPY(XR zIi$jg1$q37GYTV7Qmv-~cD!7yz3LAR_s=bks#6SA<7hedOj?O?bfU2FS+eSdmAl4L zrO;nX6G)^|=>0BN3O#aq+l#?%v0c5&eI0Mnwb6!pdK!1gnR1|%br>*oyjC;aqV~@k zr0>4ZpvLWCKiyA&=I2}QK_$kD0#l}g%ZqoM?1XxL%;| z?@O?P32_PM3Q$FMd?B;wvYXJOn@tfv=U@%Lif@R&Dig%n%UKd!pDRLsIq@>tHM#FT z1T$Siej{is*Ll9iIw;C`l0gluk%(-^HRMDr6Tjx;B()4$hN(1~0L;5kf$+!~`|YW> zb~o>}TT*mw0%5a-CS&ert_M~)U`1fE#3huUMyk~A3Y%D0)69JCtWD8m7x4NbG1e!N z4#+Nt!TTD|Sm(|5$t_|Xa%Ma+TQ=VdKQ}a5_j)Jy1l7r~Cs??1Zt2H{Iipbe3M3j) zzJ3eX-jccWKKH1XKgWM!K^}DUAUGbN*ZOmKXZz&_{9(vve;9{<3G;tsLD+vf>AzbL z_TN1JUqe3ogRugdn19ZKJXZg!p?}XKW`CHUJkB@%Hssf+4BJcyqv%eiZS|v**oV?P zH&xwZQKP)B^~)-ms#X?I7SJ&GOX=M_|_z?LUber`bWA+8Mv#q3TM#L z10oCOK15g?v&`;beHQ56581|vVj%*Q-A2?waKLUR&dBS%f^agB*u&&l7`FuIv8{~P z0S-x2m{Hxa3%_mHqtotzk;JxOu~)7Ku+cZJ9gH7oOpjZ6?iO3L|;}i4cQ=2^yS+(KVBsldpM* zQ=t)Vz;{ONb*0<9l7;D&kH>`(4Iu~W9+qQkD4&kwOEY$~zjDMQHO5$qa!SM*niFb4 z>IWmxjMyw}eiXr<`kX&xZYq;U+E5@{=u96Rsh+>i-sD&wUh%F0(_++%)jnWDsjG(2 z3e4EytcU0RDC}Pb;P+|zKRM53|2gviE^LmUQ`?`e z0mo0}|C7T0WtAQp`uBv*@wbWp--O+wZf!fyg@RQMfT&+qBw<2%-M4@4>z3{RJ)}Hy|8Y{y^hcectZq8zq) z_H@m@WInJ_I99ti^kU#r)qOjNPLA8mz-YVD#9A2xLLp#n)YCYoQs#pBt9e1q9G)29 zxMQ9z+hC;$N}O4+c%n+4_#Qk7Yquv@Ezr!iY* zn}lA+RCgLT#;M%7({J;I!(&^tI<-9ockX5O*<(vs|`! zAeSCJ4dA{(SWfPeSL(i1msrZB*T0lJLlR`u{H$N^e5Y8y7$DU!G&CvIAG#-11^GU7 z!PHGx*dsA+US?r=<;vrO7ZHzyQ)~MzLuRkT$;aTzQqGJL!czyoor1Dr!GdX7?7R5QOh*#NVL313+ zZF%E4^J-jIQ-qh0EQLC5m;X3u2||LCrb$}r4TQ8Hq?+20rSWjT$OpZuXT9d)AxiS_ zV*X#Uj286O+$ube11@?to!HYT;>uU0r!ZBreWwl(-iWE3vVN_$B#M2S1)=_Zl6uqG zNLe!4Te6)@7J+x$;&NGhexbPN19G}>IlYRlx-us0#ET}WPG~5@z-NB*!GO1|Mh`v6trDQU!SARx~EVayS z=u#aWKYy$vm6$wNK1S$uE|)M!-2pouJHbL2xSu{gagLn4_FDR{R`AglJXkzd78cfD z{>`Hu`jZ*t_?MYMj=z{e&i`lzIsZpy@Ui-b#{b{UAm?ArU=1YVkHRS_ho8ni zG0w`5&%ZyOekx39o_o9=mJJ@Isk5ltF*Y&yc0^OA%+AxN>T8bRM!1XfytC6amTsrd zdGno;Zz|yH_N`I36^-h?+zMuO-%)N0yyIu-q=xlmfXj5*kNQ?U-(@hv>Tls? 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zesy^NHkZ@U*<|CqetG-B?{$A+Th=8|?Z2!`9jz_x0o8Q2*Z~jQWcNIW$XkP(WX0P> zH9)`13aAd!)&c%*yFhgwXS4R^a$unLrm^tKX@LJ5w#lFJ%4uq9{ccykFzw&vyn$%} zH?2z$&xSUyHy#GsQjVvPE#-I%bCbUZf;ODz?{@VI)7&Hj5YL-#mH`jb-n3ux>VmX4 z>Gv0=`MYiKqA3lq=H`BR*cKnArVie;ws>}?4&Jf{@Gy-{^5gBHz|At?VLXTbo1OC7 z6n@j}kcm?uw z$ro?*p}uKf{e^9@175lRj3a^qTzK~$0fHNm_~l#S9)diJ5>&n9=NBZnaqGZi<3Hzn h!%y&EVKy&{4h(V$2>KO6Z#2)-nxKM$$purv{|nYt8_56w diff --git a/TEMPLATE_README.md b/TEMPLATE_README.md deleted file mode 100644 index f6f0e670..00000000 --- a/TEMPLATE_README.md +++ /dev/null @@ -1,71 +0,0 @@ -# Titlle that recommends an action -## Subtitle describing the analysis - -**Authors**: Student1, StudentQ, Student_Other - -The contents of this repository detail an analysis of the module one project. This analysis is detailed in hopes of making the work accessible and replicable. - - -### Business problem: - -Here is where you state the business problem you were trying to solve - - -### Data -Data can include source and high-level description (e.g. # obs) - - -## Methods -- descriptive analysis -- choices made -- key relevant findings from exploritory data analysis for mod 1, will be more involved in future mod - -## Results - -### Here are examples of how to embed images from your sub-folder - - -#### Visual 1 -![graph1](./images/viz1.png) - -#### Visual 2 -![graph1](./images/viz2.png) - - - -## Recommendations: - -More of your own text here - - -## Limitations & Next Steps - -More of your own text here - - -### For further information -Please review the narrative of our analysis in [our jupyter notebook](./dsc-mod1-project-template.ipynb) or review our [presentation](./SampleProjectSlides.pdf) - -For any additional questions, please contact **email, email, email) - - -##### Repository Structure: - -Here is where you would describe the structure of your repoistory and its contents, for exampe: - -``` - -├── __init__.py <- .py file that signals to python these folders contain packages. -├── README.md <- The top-level README for reviewers of this project. -├── dsc-mod1-project-template.ipynb <- narrative documentation of analysis in jupyter notebook -├── presentation.pdf <- pdf version of project presentation -├── code -│ ├── __init__.py <- .py file that signals to python these folders contain packages. -│ ├── visualizations.py <- .py script to create finalized versions of visuals for project -│ └── data_cleaning.py <- .py script used to pre-process and clean data -└── images_and_code - └── images <- both sourced externally and generated from code - -``` - - diff --git a/__init__.py b/__init__.py deleted file mode 100644 index 027dc0cc..00000000 --- a/__init__.py +++ /dev/null @@ -1 +0,0 @@ -# This file tells python that there are packages, or folders that contain packages, in this directory \ No newline at end of file diff --git a/code/__init__.py b/code/__init__.py deleted file mode 100644 index e69de29b..00000000 diff --git a/code/data_cleaning.py b/code/data_cleaning.py deleted file mode 100644 index e4bca3c8..00000000 --- a/code/data_cleaning.py +++ /dev/null @@ -1,45 +0,0 @@ -""" -This module is for your data cleaning. -It should be repeatable. -If you are combining different data sources you might need a few different functions - - -## Data links: - - -## SUPPORT FUNCTIONS -There can be an unlimited amount of support functions. -Each support function should have an informative name and return the partially cleaned bit of the dataset. -""" -import pandas as pd - -def support_function_one(example): - """This one might read in the data from imdb and clean it""" - pass - -def support_function_two(example): - """This function might read in and clean a different data source""" - pass - -def support_function_three(example): - """This one might merge the above two sources and create a few new variables""" - pass - -def full_clean(): - """ - This is the one function called that will run all the support functions. - Assumption: - - Your data files will be saved in a data folder and named "dirty_data.csv" - - OR you might read directly from a few urls - - this code is guidance, not rules - - :return: cleaned dataset to be passed to hypothesis testing and visualization modules. - """ - dirty_data = pd.read_csv("./data/dirty_data.csv") - - cleaning_data1 = support_function_one(dirty_data) - cleaning_data2 = support_function_two(cleaning_data1) - cleaned_data= support_function_three(cleaning_data2) - cleaned_data.to_csv('./data/cleaned_for_testing.csv') - - return cleaned_data \ No newline at end of file diff --git a/code/visualizations.py b/code/visualizations.py deleted file mode 100644 index 609a1678..00000000 --- a/code/visualizations.py +++ /dev/null @@ -1,156 +0,0 @@ -""" -This module is for your final visualization code. -After you have done your EDA and wish to create some visualizations for you final jupyter notebook -A framework for each type of visualization is provided. -""" -# visualization packages -import matplotlib.pyplot as plt -from matplotlib.axes._axes import _log as matplotlib_axes_logger -from matplotlib.ticker import FuncFormatter -import seaborn as sns - -# Standard data manipulation packages -import pandas as pd -import numpy as np - -# System and Image manipulation packages -import PIL -from PIL import Image - - - -matplotlib_axes_logger.setLevel('ERROR') - -# Set specific parameters for the visualizations -large = 22; med = 16; small = 12 -params = {'axes.titlesize': large, - 'legend.fontsize': med, - 'figure.figsize': (16, 10), - 'axes.labelsize': med, - 'xtick.labelsize': med, - 'ytick.labelsize': med, - 'figure.titlesize': large} -plt.rcParams.update(params) -plt.style.use('seaborn-whitegrid') -sns.set_style("white") - - -def sample_plot_1(): - """ - This is a sample visualization function to show what one looks like. - The code is borrowed from https://www.machinelearningplus.com/plots/top-50-matplotlib-visualizations-the-master-plots-python/ - - This function takes no arguments and shows a nice visualization without having all your code in the notebook itself. - """ - - # Set size of figure - fig = plt.figure(figsize=(16, 10), dpi=80) - - - # Import dataset - midwest = pd.read_csv("https://raw.githubusercontent.com/selva86/datasets/master/midwest_filter.csv") - - # Prepare Data - # Create as many colors as there are unique midwest['category'] - categories = np.unique(midwest['category']) - colors = [plt.cm.tab10(i/float(len(categories)-1)) for i in range(len(categories))] - - # create ax element - fig, ax = plt.subplots(figsize=(16, 10), dpi= 80, facecolor='w', edgecolor='k') - - # Draw Plot for Each Category - for i, category in enumerate(categories): - plt.scatter('area', 'poptotal', - data=midwest.loc[midwest.category==category, :], - s=20, c=colors[i], label=str(category)) - - # Decorations - plt.gca().set(xlim=(0.0, 0.1), ylim=(0, 90000), - xlabel='Area', ylabel='Population') - - plt.xticks(fontsize=12); plt.yticks(fontsize=12) - ax.yaxis.set_major_formatter(FuncFormatter(lambda x, p: format(int(x), ','))) - - plt.title("Scatterplot of Midwest Area vs Population", fontsize=22) - plt.legend(fontsize=12) - plt.savefig('./images_and_code/viz1.png', transparent = True) - - plt.show() - - # little resizing - im = Image.open("./images_and_code/viz1.png") - resized = im.resize((768,480), PIL.Image.ANTIALIAS) - resized.save('./images_and_code/viz1.png') - - pass - -def sample_plot2(): - """ - This is a sample visualization function to show what one looks like. - The code is borrowed from https://www.machinelearningplus.com/plots/top-50-matplotlib-visualizations-the-master-plots-python/ - - This function takes no arguments and shows a nice visualization without having all your code in the notebook itself. - """ - - plt.figure(figsize=(16, 10), dpi=80) - # Import Data - df = pd.read_csv("https://github.com/selva86/datasets/raw/master/mpg_ggplot2.csv") - - # Draw Plot - plt.figure(figsize=(16,10), dpi= 80) - sns.kdeplot(df.loc[df['cyl'] == 4, "cty"], shade=True, color="g", label="Cyl=4", alpha=.7) - sns.kdeplot(df.loc[df['cyl'] == 5, "cty"], shade=True, color="deeppink", label="Cyl=5", alpha=.7) - sns.kdeplot(df.loc[df['cyl'] == 6, "cty"], shade=True, color="dodgerblue", label="Cyl=6", alpha=.7) - sns.kdeplot(df.loc[df['cyl'] == 8, "cty"], shade=True, color="orange", label="Cyl=8", alpha=.7) - - # Decoration - plt.title('Density Plot of City Mileage by n_Cylinders', fontsize=22) - plt.gca().set(xlabel='Mileage per Gallon in the City', ylabel='Kernel Denisty') - plt.legend() - plt.savefig('./images_and_code/viz2.png', transparent = True) - plt.show() - - # little resizing - im = Image.open("./images_and_code/viz2.png") - resized = im.resize((768,480), PIL.Image.ANTIALIAS) - resized.save('./images_and_code/viz2.png') - - pass - - -def visualization_one(target_var = None, input_vars= None, output_image_name=None): - """ - The visualization functions are what is used to create each individual image. - The function should be repeatable if not generalizable - The function will call either the boxplot or density plot functions you wrote above - - :param target_var: - :param input_vars: - :param output_image_name: the desired name for the image saved - :return: outputs a saved png file and returns a fig object for testing - """ - ### - # Main chunk of code here - ### - - # Starter code for labeling the image - plt.xlabel(None, figure = fig) - plt.ylabel(None, figure = fig) - plt.title(None, figure= fig) - plt.legend() - - # exporting the image to the img folder - plt.savefig(f'images_and_code/{output_image_name}.png', transparent = True, figure = fig) - return fig - - -# please fully flesh out this function to meet same specifications of visualization one - -def visualization_two(output_image_name): - pass - -def visualization_three(output_image_name): - pass - -def visualization_four(output_image_name): - pass \ No newline at end of file diff --git a/dsc-mod1-project-template.ipynb b/dsc-mod1-project-template.ipynb deleted file mode 100644 index 9d6233fa..00000000 --- a/dsc-mod1-project-template.ipynb +++ /dev/null @@ -1,271 +0,0 @@ -{ - "cells": [ - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "![example](images_and_code/director_shot.jpeg)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "# Module 1 Project \n", - "## What movies should Microsoft make?\n", - "\n", - "**Authors:**
      \n", - "\n", - "***\n", - "Student 1\n", - "\n", - "Student 2\n", - "\n", - "Student 3\n", - "***" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Recommendations\n", - "\n", - "Based on our anaylsis and findings, we advise Microsoft to:\n", - "\n", - "***\n", - "Example: genre choice, season, ROI, percent ROI, actor type, studio type...\n", - "***" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Analysis and Approach" - ] - }, - { - "cell_type": "code", - "execution_count": 16, - "metadata": {}, - "outputs": [], - "source": [ - "# Import standard packages\n", - "import pandas as pd\n", - "import numpy as np\n", - "import matplotlib.pyplot as plt\n", - "import seaborn as sns\n", - "\n", - "%matplotlib inline\n", - "\n", - "# Packages we created\n", - "import images_and_code.visualizations as viz\n", - "import data_cleaning_code.data_cleaning as dc" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Data\n", - "\n", - "***\n", - "Choices made:\n", - "- How did you address missing values?\n", - "- Were there new variables you creates?\n", - "- How did you decide on the data cleaning options you performed?\n", - "- Did any variables seem unreliable?\n", - "***\n", - "\n", - "(for details of our specific cleaning code, please look at your scripts in the [data_cleaning_code] folder)" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Methods\n", - "\n", - "***\n", - "* \"How did you pick the question(s) that you did?\"\n", - "* \"Why are these questions important from a business perspective?\"\n", - "* \"Why did you pick those features?\"\n", - "***" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [ - "# here you run your code to clean the data\n", - "\n", - "full_dataset = dc.full_clean()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Analysis" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "#### Results\n", - "\n", - "***\n", - "Here is where you would answer the following questions and include your visualizations\n", - "\n", - "Answer:\n", - "* \"Why did you select those visualizations and what did you learn from each of them?\"\n", - "* \"How would you interpret the results?\"\n", - "***" - ] - }, - { - "cell_type": "code", - "execution_count": 18, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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- "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - } - ], - "source": [ - "# These sample functions take no arguments currently, but you pass full_dataset to them for your project\n", - "viz.sample_plot_1()" - ] - }, - { - "cell_type": "code", - "execution_count": 19, - "metadata": {}, - "outputs": [ - { - "data": { - "text/plain": [ - "
      " - ] - }, - "metadata": {}, - "output_type": "display_data" - }, - { - "data": { - "image/png": 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      " - ] - }, - "metadata": { - "needs_background": "light" - }, - "output_type": "display_data" - } - ], - "source": [ - "# These sample functions take no arguments currently, but you pass full_dataset to them for your project\n", - "viz.sample_plot2()" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Recommendations\n", - "\n", - "Based on the results, here are the recommendations for the business problem" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Limitations \n", - "\n", - "***\n", - "Here is where you would wrtie your response to:\n", - "\n", - "* \"How confident are you in the quality of the results?\"\n", - "* \"What are some of the things that could cause the results to be wrong or not represetative?\"\n", - " - large variance?\n", - " - need more granularity?\n", - " - be specific in your reasoning\n", - "***" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Next Steps\n", - "\n", - "\n", - "***\n", - "\n", - "Here is where you would write your response to:\n", - "\n", - "- If you could ask for more information, what would you want?\n", - "- What variable would you explore next?\n", - "- Does one of your current variables need a deeper dive?\n", - "***" - ] - }, - { - "cell_type": "markdown", - "metadata": {}, - "source": [ - "## Thank you!" - ] - }, - { - "cell_type": "code", - "execution_count": null, - "metadata": {}, - "outputs": [], - "source": [] - } - ], - "metadata": { - "kernelspec": { - "display_name": "Python 3", - "language": "python", - "name": "python3" - }, - "language_info": { - "codemirror_mode": { - "name": "ipython", - "version": 3 - }, - "file_extension": ".py", - "mimetype": "text/x-python", - "name": "python", - "nbconvert_exporter": "python", - "pygments_lexer": "ipython3", - "version": "3.7.4" - } - }, - "nbformat": 4, - "nbformat_minor": 4 -} diff --git a/images/DC_Gray _Logo.png b/images/DC_Gray _Logo.png deleted file mode 100644 index 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zbYeEv_D^&?He?oIJv*bPU1Sy+Wie$9b%sCklYba@GD`oKICuZzP5m#NyZ=?f6QXem zVXJ{5gqUJzE@ zAC}&KYJC0?2!%9UPmWvwWC%qM1fleCu|rsKPskJX?q319xRAk5^gHnX9O^%aa8HAI zJ_G+N5$->e{$H7JAc$ls6FY<}^>5)%z!Nd>|DW(D$A1_8{KLcg4<_6{>ZNR8;8UeN zofPL&_MbL50G$5=J`n?-Kz2y3|84jukADoo5bonY;8WiI7(&EL|H1wdt^|NMAxy)6 z(0}Tf9Wt-~VE-`lKx}~j0sl!i8<_q7HT;KB24H7}5F!8V{!eUPUSyVkkx}34nHbq2 zv%E7iw0kNP$k-H+AxD1d{z$$;x_`;dvOkSc0U1JqeCi-{%s<^zDioe(LBz%ZvVypf zAhn~nbv>(u)PFvaIkZ{G=BL90|3EX0Km&Xzk6x@FYM0_`@gY& z+x^S=IR*ed^96udpJ8mQoX;?J&VOS36Bi6*2R<7MfE57z+ZVvf{YeGdm6d+u!v9=HOy|ZpX>~tadp#pVu=7C+BlJF!1l%0E1YcVUYC!c;*WN zKZ^?nadG`^2jT)es~0ek?b-T(tlz(509YZ6?q}nJ+cxAr{Z|#3u5~( z81U~rLwrI11>^c_-XLR!XaYQo!TI+!?8)x$I(@=G&vU@}|E)=TTRk&NBU|LBJE)?W ztI^X_5sQM2jXgwJ{pnW7B57@G1Cc{`+Ww;gu4ili=S~PY_|sDW6_u!*81nxE#NcEu From de219fc0cc9dcd70da4235e10181601101e6ed44 Mon Sep 17 00:00:00 2001 From: David Braslow Date: Tue, 28 Jul 2020 11:10:07 -0400 Subject: [PATCH 3/5] Update README.md --- README.md | 4 ++-- 1 file changed, 2 insertions(+), 2 deletions(-) diff --git a/README.md b/README.md index 729b3119..3eeca312 100644 --- a/README.md +++ b/README.md @@ -1,6 +1,6 @@ -# Module 1 Project Templates and Examples +# Phase 1 Project Templates and Examples -This repo contains templates and examples to help you get started with your Mod 1 Project. Each of these is in a separate branch, as follows: +This repo contains templates and examples to help you get started with your Phase 1 Project. Each of these is in a separate branch, as follows: - The **template-mvp** branch is the template you should use to start your project to create your Minimum Viable Product (MVP). - The **example-mvp** branch is an example project using the MVP template. From 000b2247d1e2530fc01d5b3af897dd4b3b9ed67c Mon Sep 17 00:00:00 2001 From: David Braslow Date: Wed, 19 Aug 2020 14:04:08 -0400 Subject: [PATCH 4/5] Delete .gitignore --- .gitignore | 142 ----------------------------------------------------- 1 file changed, 142 deletions(-) delete mode 100644 .gitignore diff --git a/.gitignore b/.gitignore deleted file mode 100644 index 5bc07b1f..00000000 --- a/.gitignore +++ /dev/null @@ -1,142 +0,0 @@ -# Byte-compiled / optimized / DLL files -__pycache__/ -*.py[cod] -*$py.class - -# C extensions -*.so - -# Distribution / packaging -.Python -build/ -develop-eggs/ -dist/ -downloads/ -eggs/ -.eggs/ -lib/ -lib64/ -parts/ -sdist/ -var/ -wheels/ -pip-wheel-metadata/ -share/python-wheels/ -*.egg-info/ -.installed.cfg -*.egg -MANIFEST - -# PyInstaller -# Usually these files are written by a python script from a template -# before PyInstaller builds the exe, so as to inject date/other infos into it. -*.manifest -*.spec - -# Installer logs -pip-log.txt -pip-delete-this-directory.txt - -# Unit test / coverage reports -htmlcov/ -.tox/ -.nox/ -.coverage -.coverage.* -.cache -nosetests.xml -coverage.xml -*.cover -*.py,cover -.hypothesis/ -.pytest_cache/ -cover/ - -# Translations -*.mo -*.pot - -# Django stuff: -*.log -local_settings.py -db.sqlite3 -db.sqlite3-journal - -# Flask stuff: -instance/ -.webassets-cache - -# Scrapy stuff: -.scrapy - -# Sphinx documentation -docs/_build/ - -# PyBuilder -.pybuilder/ -target/ - -# Jupyter Notebook -.ipynb_checkpoints/* -.ipynb_checkpoints - -# IPython -profile_default/ -ipython_config.py -.ipynb_checkpoints -.DS_Store - -# pyenv -# For a library or package, you might want to ignore these files since the code is -# intended to run in multiple environments; otherwise, check them in: -# .python-version - -# pipenv -# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. -# However, in case of collaboration, if having platform-specific dependencies or dependencies -# having no cross-platform support, pipenv may install dependencies that don't work, or not -# install all needed dependencies. -#Pipfile.lock - -# PEP 582; used by e.g. github.com/David-OConnor/pyflow -__pypackages__/ - -# Celery stuff -celerybeat-schedule -celerybeat.pid - -# SageMath parsed files -*.sage.py - -# Environments -.env -.venv -env/ -venv/ -ENV/ -env.bak/ -venv.bak/ - -# Spyder project settings -.spyderproject -.spyproject - -# Rope project settings -.ropeproject - -# mkdocs documentation -/site - -# mypy -.mypy_cache/ -.dmypy.json -dmypy.json - -# Pyre type checker -.pyre/ - -# pytype static type analyzer -.pytype/ - -# Cython debug symbols -cython_debug/ From 648864e7cb06f956e2923ca5f0a9499847deb4e5 Mon Sep 17 00:00:00 2001 From: David Braslow Date: Wed, 23 Sep 2020 15:14:43 -0400 Subject: [PATCH 5/5] Update README.md --- README.md | 11 ++++++++--- 1 file changed, 8 insertions(+), 3 deletions(-) diff --git a/README.md b/README.md index 3eeca312..5bdb8dc4 100644 --- a/README.md +++ b/README.md @@ -1,8 +1,13 @@ # Phase 1 Project Templates and Examples -This repo contains templates and examples to help you get started with your Phase 1 Project. Each of these is in a separate branch, as follows: +This repo contains templates and examples to help you get started with your Phase 1 Project. Each of these is in a separate branch as explained below. + +- The **template-mvp** branch is the template you should use to for your Phase 1 Project. MVP stands for Minimum Viable Product, but this isn't meant in a negative way - if your project uses this template, it will be functional and accessible. -- The **template-mvp** branch is the template you should use to start your project to create your Minimum Viable Product (MVP). - The **example-mvp** branch is an example project using the MVP template. -- The **template-aab** branch is the template you should use to improve your project after you've finished your MVP, to go Above and Beyond (AAB). + +Once you've completed your project using the MVP template, you can improve it using the Above and Beyond (AAB) template if you have time: + +- The **template-aab** branch is the AAB template to use to keep improving your project. + - The **example-aab** branch is an example project using the AAB template.

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