{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# A couple of practical things\n", "\n", "## Overview\n", "\n", "As in any class, we're going to use a couple of 'technologies' in order to learn the material. Below a couple of videos to explain.\n", "\n", "* The first thing is github/Jupyter Notebooks/nbviewer. You've already worked with this (in fact, you're probably looking at this notebook file on the web), but in the video below, I provide some more examples.\n", "* The second thing is *Peergrade*, which is the system we'll be using to give you better feedback. Watch the video to learn more. (And you can, of course, also talk to me about this in person during the class)." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Github to organize things\n", "\n", "The video explains everything. You'll notice that I've made it for the class that runs in the fall (Social Graphs and Interactions), but the web-page struture is identical, so everyhting should still work." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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1uuHYDmgKmF5cVpJYBlB5W2elyh8odOjpfWiYxGv8jRYzSYnLh1V32dHGMzGU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\nhXoV4zBJivervp0w3e9zfEN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"text/html": [ "\n", " \n", " " ], "text/plain": [ "" ] }, "execution_count": 1, "metadata": {}, "output_type": "execute_result" } ], "source": [ "from IPython.display import YouTubeVideo\n", "YouTubeVideo(\"42KjmxgYYNI\",width=800, height=450)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## Why we use peer evaluations\n", "\n", "We use the system [Peergrade.io](http://peergrade.io/) to get you better feedback and make you smarter. In the video below, I explain why that is the case. There are a lot of good reasons that peer evaluations are great, so watch the video :)" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "image/jpeg": 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pgSmpV1ybfeyksbI0VdO3VWSivbqgBpkfRuVmNrBqzzFaaodYFZLaS+ZvmumJ\n9FQhCEzM6VstiZuhbqNljQFrdgqeQl5ymwLTu3poa7PSsMpWPYMw3jW6yPKLhUbG3jFjv004rbYV\n9n6upYDbOeZ8tsjiL9SuMVfIpSaMTHBIDcDjcLe7BSPIOYW8LhZR6FjRGM0ZvbUWUoV3Nt+qjIPm\nW8lGC7Mob5vrgs4sSihncXkDpcSLKwm2kpreEO+68nxx8r5C5zXAcNCoAjkO4P7nLktM6tzjweyO\nxyLLmBFuFzvUTaVzZ4tPJWOw2CX5OwFrib3tY33rR1bXMgGbfl3JNJtFeRtMzooTmDe3VKq4GsVl\nh77uJ7FBxd2Z9gunYk0kYQk2mObO0XPTAcL9W5bjAKQ4ZidLVsO5+STgCx/RKqdgqMgl1uPUpe2d\ndazAbHd5lGbl0jpxSUFbPbadz5K+N5cHZqd1j1taej6S9Z2Wqxlb79V8zclW1D5Kmnp5Ll8bHgPP\njM6Oi93wOYxv33DjcLiyRpnsYcynE9Wo5gRv965iMZe0i9hZxVPg9UCAfR0U+fFGNuDvOiyKbSdn\ngfKpt+aR76T6xpimuxzBqO3MtFyX8sbZaYRyODpWNtdz7P8A4mqy232Pgruce5gLni17aryqr5Lp\nqeXnICWjM69iR0Ummlwzojskqkj2PGuUslgdGx8klvAY63+J2i7sdyjOqXczNTSQyE5QHHMHX7Wr\nPbD7IvflEhzW36kXXpuD7LU8Lmv5puYDQ21BWMYTbts3nPBGO1I0HNSRta9vU0lWEFbcC/VqmzUD\nLY8BZQ3vsbjculy29M8jZ5P5LkmzT3VVVyapx0qYIubrLJkTVG+LGolBjzrEHsU/ZeTLTl17Bznk\nk9SqNrpWs1JsBmueptl4DyxftC0kOHuw/B5TLVSxujdUNH1dOx2jzd3hSb+BSwJt8F58sYx/ZnkP\n7Ve1zcW2iqTFJzlPRgUUJBu28XRlLf4/8q8lTk0rnuLnElziXOJ1JcTckpsr0Fwj52ct0m/ZxCEJ\nkArXZb+sNVUrXZc2qGofQ0erYR4bfO1ahgWawdvTb/CtQFBqht6bKdemyrJsSQuOXSVHnqmNGpCE\nibY6TZNMmTElWC27SobJLnemwHsVcDbsVJUvsp+JSta3Ujf1qlmqGuvYgpFJ8mY22ku1npLKLR7X\nO3eks4kiZdghCEyT3fFfAi9FRBayexM/Zj8DUwVcyYdCC4JJcEsQpBhUGg27KkOIS5GWTRCVFWJu\nFFm0uf8ARTvk6YqICAhgiue6/BZXaxtnM9FaqRqy+1w1j9FApFAhCEyDe4BR00dI2WQaubcm19U/\nRbU00F2sNuB6KrqqUtoGW+7aqTZ/B31khDTYAtvp5SOhp0zeQ7cwDxt/4SmZdqaRxzO379WqBRbD\nOL7Hd5ld4tsjFT0+awvlcd3+5OMm3SKkvZDftTR24+wkM2rohu/yLEV9OTfKNAXXsr7ZzY59TEJO\nvXcdEm2+GOK28pFrNtLQu3j/AArjccot+XT0EvZ3YPnnlruBcFLxvZIU7XMDdRoDZS3Rrjx+Ru2T\nNmccpamUQgcL+CVN2/gaxgt5PFZDYakdDX2It0XW72rf7f0YlY25t0bHVUnTVkzx0nRicGi+rc70\nrKqIJmceF7LRw0rGx5A/fodUxS4exu93HrW3mjdmWPG0uTY7IU/1GYi3R1WF21qr1GUHc511v8Px\nCGODIHC+Vw3rDYzhYllLw7ebrKOROTZpljaSQ3sHivNYnSm+hkyH0XL60wypuxp45V8h0uEc3NHK\nDqx7XCx7V9L7IYuyWmiIOuVoPY5Y6iV9Hbo7Spnp2B4gALHd+SYx7G2RvF9AToSd6q4InujzM89l\ngeUPCMXq9KS3RFxmvr6Oq5Ys71G2eyYbi9K4AyTMAI16Wo/hV/DRUVUz6uRpNrmxF18Sz4TtO2bV\nzj0rFwNwwdfSWyws7QU7czHPnkzNaGxyc1Zv4t6tv5o6Fg3Luj60wzBooHXEg3dil1UgG43HnXzN\nhmI7TO0kjY3oueC6pkeTl4ZWxjpKLXYztc2RrKSMSBzXE6zZWu9G6Ty2qSopaSne6z6Rq8Vjj3nz\nrkeIMkF2n3rxHCcF2urmfvU1PS2a1xIikzH8F3ELU7EfL4yYqsdJpyhwPRf2rnlJ/JU8UYrhnpMb\nyfMnBJZMwENZv4JiScWuSobVGNcnn3LbiwpMMrqgnwKOqI18dzMrf8Tl+ehX1l+2VtQGUMNBG/p1\nNQHSNDtfk0QJN+wvyr5MXoaZfrZ42vnc69AhCF0HACEIQAK02Y/rDPOqtWezX27UAeu4KOk1acBY\nhlc2DK5xt4PFWR2tgsNeGuqk0in2XVdUtjFyoHzow7jr1XWdxfaGGWwD9OjexChw1Dd8Zvr13SeS\nK7NFib6NFVYlY2v6rrAbTYpUGchhOW/C60cl3HMd9lUSQZpCSNPMp80ReCfopJNpZ4xzYO4byU03\naeo6/encQwN8khLNATxClQbHuI1cq8kXzYngn1RR1mMTy+E/jfTRKw/Fnx3uSdLDVXM+yRG56bOy\n9h4ae+PsXjl6KTE68zEXFgNyhlWOMYWYLG9wdFWqk0+jNprsEIQgR7lie+P0G/kmuCdxLfH6DU3Z\nXPsUeEDSuPK6AiylljEyjqTUKKkP4JjBooeIyaKa3codWy4KTBMqXLK7XnpRjqate+LqWR2zbaRn\noooJMz6ELtkyDY4gz9wj/wD1sHuUvkrGV0zjwLE1jIyUEd/u4vyTnJoejP52qhx7PVdnnCVx4pW2\nkI5hwPkuCjbCHpHzuUnlII+Tu9F25PHFWzTO6pI8Z5sWmtYjNovU+TOEfJm6eK62i8jpH9Gb0rL2\njkyZekb2McoS/ZnRkX/Gh7Z2zah4/E5Q9rftf4nJ3BnfvT/Tco+1v2hP4nD3JxVyRGPhNoyuDNvi\nDd2535q45W5jHC1wNuiqTADfEG+b/Veo43smzEY2tfuytv1K8yW4yUntPm355l8tyWMXm384fct1\nyj8njKFmaPfa4F1QYTse98Wd/HXsWLSStkpt9FKMcl+8cpNPikr90h83FdxbZ0xnoG/rT2BYUWHM\n/iNylOPSNFjyNWlwdfJU78zrL0vky2mfHFzUt73dbuWYjngy5TYHdqr/AAKCnMDwXtjeHAxOvYl3\nV+K+5Vkx8GuCTi+T6H5OcbbPEATqNDrvatzLGx0RyWzDUdvYvmnk5x0w1AjebBzmtIdoWvuvoDAK\njPlbe92ricWnwelGYxTV9K52oAeDZwcLdJa3B4aFwbdkeY67v+VhtqNli5xljuD3AqrocEq26iV7\nerU2VqTS6O6DTVWexvgomnwG7uv/AJRGyAOJY1g67AXXmFBgtU82fUyHXdfRbfAsHkaBcl2ous5Z\nG+KGoxXyaanLSNNyq8ZiaDmAF/MriGDK2yp8X0BufWVnJ0uTBfs+Ckra8t0uetVmL4tlYA0nM42A\nHFR8YqmC7r6AKqwNjqmYPI6DXWaOtcUsnNHbHEqtnzt+2BSOjrMOe65L6KYk8M3OrwZfoZys8mlJ\njeFVr5GD5VR0z5aSTi3KMzmH8JcvhJ2GscSCLHs0X0OjwueNUfK6+SjldlAhWdRhEguWdMdm9V8k\nZabEEHtC0lilF8o5VJPoQhCFmMFZ7OH69nnVYrLZ77dnnQDNntF0owOxYarLmk6nf1reYoLgLMYn\nR53WA1JWG6pUzsjC8dlDnPX71t9gH5mOB1tuVL9GJrXIOouNFoNjKMxZgd9nKdTWwejveaIgdXuS\nCB1e5OP3JkLyrPaYsAdXuS2EJtKYUxUEhCYfZOSlMkosTS9Ga20tzY9ILGrZbZfZj0gsavV038Dx\ntaqmcQhC6DjPccTPTZ2NauBqTiZ6TfRCQ154LWXZMeiQAklqZc89qbzFRRVjk7bqM1iW+560wcwU\njRKLkksvp1qFI89ZTtKTca8U0MdfS2PqVBiOFfKa+CO12F3S0WqkOvqXNmwwV7S61vyVJJslmH5S\n9mBQvY5gs12h096p9lMPbO4gjUbl6/yxwRyQCxDiG39y892Lpw1+n4vzTcaZKZrMf2dEtO1t7DI0\nABM7GYFHTNla5+rzp2LXYlSGSBoDspy715VjsNZFM4Mmfa7t2qbpIIyaZ6dRRsiHQfYgqTjrYqmD\nI5+uSx1XhEuNVgfl5+TQ24K6pJK17QWzvNxffdTF1dGkpbuzUU+x8Lcwz6Odcr0TZQQU8HNlwHRs\nF5PRYZicjS7nndm7X3KtraivicWmZ99yi0nbNG5NJfB7LhUMEcxeXDwnE6pWPQU8zrhw38CvETiN\nb989dbiVcf7Z58ycZc2kJTaTR6rg2BQtqmyNOvSXptJ0GgDqXzxsNilV8tYySVxFnaFfQdKfq2+i\n1Nyt8mduqMZyuMzQ69V1k4pLUAI4MutNywyltMT+B1u5ef4bjMQoAx7ukQQG8fGTyY3OlFHTpckY\nt7n8FZTSmRpvwLhqkS1ccbTmOttBxVYalzQQ3QE7+KYh6UsYdu5xl7+TduZbR0DVSZm/6gopwSPf\n+Rr9nioxumixOuqDSUkwzwxBv10kV8oOZ32d8vUvQsX5K8JwNhlggElSWubHNOedezxXFnOeD0c2\n5fQOyFMyPC6GOMAMFFSZcos23NtWH5XoPsxbxXn+JVOlF8HPgnKeTs+TdqYnQT86w9Iuu48S9pzd\nJes8j+2Mc7WNe60gFjc26V1hds6TM5wtaxNrrBQ1U9BPzkZIs5pIB0K8u02e1tro+5KOqjlaAbHs\nVtSUcJHgN81gvnTYHlVikbaVwDw1uhFiHL1DDtuoXNBD2m7bixCTo2gmz0aCjp2nRrb+YKWC1u4A\nepeTv2/ZnIztBvbeLqfFt5D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