Dangerous to Go Alone

It's Week <<print $week>>, Day <<print $week15>>.\n<<Stress>>\n\n<<if $week15 is 1>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<endsilently>>\nYour Collaborative Portfolio Assessment cohort meets at one of your colleague's houses, as you have in the past. It's warm and you all sip tea and munch on fruit and cheese while you collectively decompress.\n\nYou decide to thank your colleague for sending you the story (though you don't mention not enjoying it) and that it reminded you of playing //The Legend of Zelda// with your own dad. Your colleague laughs and says they remember playing with their own son, too! And suddenly, you're not as miffed, deciding that must have been what they liked about the story. You don't confirm it, but it makes you feel better.\n<<silently>>\n<<set $rq2 = $rq2 + 2>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n\nAnd then you get to work, comparing notes with each member you exchanged portfolios with, one at a time. All but one of your 19 students are deemed passing.\n\nThe cohort member who read Katherine's doesn't think she's ready for Freshman English 2. His concerns relate mostly to a lack of development of her main ideas, as well as numerous grammar errors getting in the way of these ideas further. Discussing your own concerns, as well, you're persuaded and agree that repeating Freshman English 12 is the best thing for Katherine long term.\n\nBeyond that, in general, the cohort is interested in reading such close readings of a video games and really enjoyed reading the Twines submitted and are interested in learning more! One member, however, clarifies: "I'm very intrigued by them, but I also didn't really find them to demonstrate the depth of skill that we're looking for in the course. However, I think they could."\n\nYou think that's fair, especially given how many of your students seemed to spend more time on the extraneous details of their Twine than the assignment requirements. So you're glad that their other pieces of writing were strong enough for the cohort to deem them passing. But perhaps that says more about the students who chose to submit Twines (and passed) than it does about the cohort...\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\n[[You go home to post grades, finish end-of-semester paperwork, and get to enjoying a much needed Winter Break as soon as possible.|8_Months_Later]]\n<<endif>>

You move into the cave opening and trot down, finding an elderly man and two bonfires. In front of the man is a little brown sword, and as you step in, he speaks: “It’s dangerous to go alone! Take this.” You take the sword in hand and lift it overhead to musical fanfare.\n\n[img[Zelda_Its_Dangerous]]\n\n[[The old man disappears when you take the sword, so you walk back out, ready to face the world.|Prologue]]

It's Week <<print $week>>, Day <<print $week13>>.\nYou have class 3 days this week with 2 days off.\n<<Stress>>\n\n<<if $week13 is 1>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\n<<if $conferencesheet is 1>>\n<<silently>>\n<<set $Mosesrapport = $Mosesrapport - 1>>\n<<set $Luisrapport = $Luisrapport - 1>>\n<<set $Ellierapport = $Ellierapport - 1>>\n<<set $Gordonrapport = $Gordonrapport - 1>>\n<<set $Samrapport = $Samrapport - 1>>\n<<set $Katherinerapport = $Katherinerapport - 1>>\n<<endsilently>>\nWhen you get into class, you look for the Conference Sign-Up Sheet. It isn't there, so you have to re-do it, which is annoying. Still, they seem to keep each other honest.\n<<endif>>\nThe first day back from a long break is usually pretty tough on everyone, so you planned a film viewing for today. You almost decided to cancel or at least postpone it to discuss their Capstone's further, but you don't really know what else to tell them. They just need to keep working on it. And you could just give them more time in class, but they don't have any other work. And you don't want to hold their hands on this last project.\n\nAnd, you tell yourself, seeing how they use the course readings to interpret a new piece of media is important and it's something you do in every class you teach. You spent a lot of time trying to choose a film you think they'll like that touches on at least some of the themes you've discussed in class. Finally, you settle on <abbr title="(Cornish, 2011)">//Attack the Block//</abbr>, a sci-fi horror/comedy that takes place in London's projects and focused on a group of urban youth defending themselves from an alien invasion.\n\nYou have do a pre-analysis of the film by discussing the trailer, but this proves difficult.\n<iframe width="560" height="315" src="https://www.youtube-nocookie.com/embed/m0ntk1o4V3k?rel=0&showinfo=0" frameborder="0" allowfullscreen></iframe>\nOnce the film gets going though, they're clearly engaged - laughing and jumping at the scary parts.\n\nBefore class end, you remind them to bring everything they need to work on the Capstone and Portfolio next class and that you'll be meeting in the computer lab.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week13 is 2>>\nHow do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week13 is 3>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nYou hold another Work Day, but this time in a computer lab. You review a couple of things about their Portfolios, and they get to work.\n\nFor the most part, they have good questions about their drafts. And most of these seem to have a good sense of what they're doing.\n\nBut several are just now realizing the scope of the project. A few need help understanding how and why to narrow their theses. And a few more are realizing how much revision they need to do, beyond "add this" and "cut that." But even they aren't hopeless. If they can manage the revisions, they should at least pass, and several should earn high grades!\n\nRegardless, you're getting excited to read the results. And you remind them that next class is cancelled to wrap-up their conferences, and that next week will be a Make-Up/Bonus Peer Review for those who want additional feedback.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week13 is 4>>\n\nNow, how do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week13 is 5>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nClass is cancelled today in order to give you more time to finish meeting with everyone for their conferences.\n\nAnd the week is finally over. Everyone's stressed out - you, your students, your partner. And there's still so much work to do, papers to grade! All you want to do is go home and play video games. Your partner wants to go to the movies to see //Moana//, and you probably won't have another chance till the following weekend. But it's a late showing.\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, and you're running out of time to do it. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games, in the comfort of your own home, would be so relaxing!|Games]]\n[[You know you've been neglecting your partner for this project, and a movie would be relaxing, even if it means you have to go back out late tonight...|Movies]]\n\n<<elseif $week13 is 6>>\n[[The week is over.|Weekend_13]]\n<<endif>>

It's Week <<print $week>>, Day <<print $week12>>.\nYou have class 2 days this week with 1 day off.\n<<Stress>>\n\n<<if $week12 is 1>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\n<<if $stress gte 100>>\nYou almost doze off on your commute again today; you fell asleep almost as soon as you sat down after your last class. It's becoming a problem.\n\nThankfully, your partner has been really helpful about reminding you to let go of things once they're done. This has been easy because, at this point, you don't really need to create formal lesson plans. You let the class decide the direction of the day depending on their questions and concerns. If you get through those, you have several mini-lessons ready.\n<<endif>>\nToday, attendance is good, but not everyone brings drafts for Peer Review. You put those with drafts together into groups, and by now we've done enough Reviews that they know the drill. The others you tell to keep working on their drafts and to let you know if they have questions. Several do, and it's clear they're very stressed out<<if $stress gte 100>>, too<<endif>>.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week12 is 2>>\nHow do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week12 is 3>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nYou hold a thesis writing workshop in class today, before they submit their Capstone Essay Rough Drafts tonight. You explain you've held off on thesis statements because you wanted them to do the research first and then decide a thesis, not the other way around - otherwise they would have just ended up looking for sources that supported their point.\n\nThey seem okay with this, so you walk them through some general guidelines, given them several samples to rate using thei guidelines, and then give them time to draft their own. After a few minutes, you ask for volunteers to read aloud, and a few do, giving the class more examples to discuss. Last, you explain you expect these thesis statements to end up the drafts they submit this evening, even if everything doesn't fit together perfectly yet.\n\nFinally, since they've been asking for it for days, you give them copies of drafts of old student Capstone Essays; an old mentor got you into the habit of using a release form and asking at least a couple of students each semester if they mind you anonymously sharing their work with future students.\n\nYou explain to the class that these students' assignment was slightly different from theirs but that the Learning Objectives are the same. You read them together and have them assess why the essays were considered "Passing" (but stress that they weren't necessarily "A" papers). They have little trouble picking out not only why the essays were passing but also what could have been done better. From these latter comments, you suspect that those students, at least, feel better about their prospects.\n\nYou wish them all a good Fall Break, and remind them to spend some time revising those essay drafts to submit when you come back.\n<<if $stess gte 100>>\n<<silently>>\n<<set $conferencesheet = $conferencesheet + 1>>\n<<endsilently>>\nYou go over time a little, and students stick around to ask some questions after class. You hasten to answer them and gather your things as the next class and their professor arrive. It's only later that you realize that, in your rush, you forgot the sign-up sheet with their Conference days and times on them. You hope it'll still be in the classroom when you go back, but doubt it.\n<<endif>>\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week12 is 4>>\n[[The week is over.|Weekend_12]]\n<<endif>>

It's Week <<print $week>>, Day <<print $week11>>.\nYou have class 3 days this week with 2 days off.\n<<Stress>>\n\n<<if $week11 is 1>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nAttendance is much lower than usual. It's cold and pouring rain outside; you and several of your students are soaked. And they're quiet, not joking around or even making eye contact with you when asked what's up. You prod a bit further, asking where everyone is, and one of them mumbles something about the weather. You decide it best to leave it, and jump straight into the small group discussions you had planned.\n\nYou place them into groups based on their Capstone Essay topics to discuss the readings they plan on using and how they plan on using them to analyze their topic as it relates to <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr>. You let these discussions go on past the point they seem to be on task, and when you ask each group to add their readings and topic to a more specific version of the concept map you made previously, they seem like their usual selves.\n\nYou ask them to play a very short, simple browser based game for next class, <abbr title="(2010)">Daniel Benmergui's //Today I Die//</abbr>.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week11 is 2>>\nHow do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week11 is 3>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nWhen you walk into class, the few there are already talking about <abbr title="(Benmergui, 2010)">//Today I Die//</abbr>//Today I Die//. You've been using this game in your classes for a long time, and every time you use it, students can't wait to discuss it. It only takes about 10 minutes to play and involves changing the words to a poem written above a woman's drowning body. As you change the words (and unlock new ones through your actions), she begins to swim. With enough patience and creativity, the player can eventually completely change the meaning of the poem with just three words, so that the woman swims back to the surface.\n\nIt's frustrating in it's lack of instructions and hints, and players can easily assume they've "finished" it or played it long enough before "the end." This leaves it very open to interpretation, hence the usual urge to begin talking about it. That's half the reason you use it; it makes for a good text for analysis.\n\nSeveral of the students believe the poem is a suicide note, and changing the words to make a more uplifting poem is a metaphor for dealing with depression. This points to the importance of word choice, and the second reason you use this game, giving students a handout with several short poems on them and asking them to rewrite them change the meaning of the poem by changing a few key words. It's a simple lesson, but you look forward to reading their commentaries of it.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>\n[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]\n<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week11 is 4>>\n\nNow, how do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week11 is 5>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nToday, you look at a chapter from <abbr title="(Graff & Birkenstein, 2015)">//They Say / I Say//</abbr> on transitional language. You stress the importance of giving the reader clear directions when they're tangling with so many different texts arguing different things about the same topic.\n\n"The language and templates they provide," you explain, "will really help you finesse your point." Immediately, there's laughter and giggles around the class. You think about what you've just said but can't figure out what was funny. "What?" you ask.\n<<if $Ellierapport gte 2>>\nEllie, still giggling, asks, "Who taught you that word?!" It's almost an accusation. There's more laughter.\n\n"Which?" You think about what you said again. "Finnesse?" A fresh bout of giggling starts; even super-cool Moses has a smirk on his face as he nods his head.\n\n"Yes!" shouts Ellie. "You used it the right way an' everything!" You're taken aback and now laughing, too.\n\n"That's what it means," you say.\n\n"We know that's what it means! How do you know what it means?"\n\n"No!" You're still laughing. "I mean, that's what it's always meant - to like, do something in a skillful way."\n\n"Really?" asks Ellie.\n\n"I never heard an adult say that!" says Sam.\n<<endif>>\nThere's more laughter before you return to the chapter, at which point you read them an excerpt it includes from George Orwell's //The Road to Wigan Pier// about coal mining, asking them to call out the examples of transitional language it uses. They make quick work of it,but whether they understand the use of the language, they want to talk about coal mining, if that was what it was really like.\n\n"Yeah, like in <abbr title="(Ross, 2012)">//Hunger Games//</abbr>," Sam calls out.\n\n"Yo, that's right!" says another. "Katniss' dad dies in the mines." There's collective assent around the room.\n\n"I have a question," says Ellie, raising her hand. You point at her and nod. "Is Clementine supposed to be like Rue?" she asks, referring to the young black girl thrown into the Games with Katniss. There's a low murmur of "Oh!" around the room.\n\n"They do be lookin' alike," says Sam. You turn it back on them.\n\n"What do you mean 'supposed to be like' her?"\n\n"Well, they both gotta be taken care of," offers Ellie.\n\n"That's true," Luis says, joining the conversation. "We care about little kids."\n\n"Yeah, they're both so cute!" says Ellie.\n\n"Is that the only reason they're there?" you ask. "To make us care?" The class is quiet as they think about it, and you realize you're out of time. "You don't have to answer that right now, but keep thinking about it."\n<<silently>>\n<<set $rq1 = $rq1 + 2>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n\nYou remind them to bring drafts of their Capstone for Peer Review next class and call it a day.\n\nHow do you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week11 is 6>>\n[[The week is over.|Weekend_11]]\n<<endif>>

It's Week <<print $week>>, Day <<print $week10>>.\nYou have class 3 days this week with 2 days off.\n<<Stress>>\n\n<<if $week10 is 1>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nIt's Election Day.\n\nYou oversleep and don't have time to go vote before class, but you'll be able to later. On your commute to campus, you sit near someone listening to the same //Overwatch// podcast you like; they discuss the new character about to be released, a Latina hacktivist.\n\nYou get to campus to find your classroom locked again and make small talk with your students while waiting for Campus Security to come unlock it. As soon as you're in, one student asks if you voted yet, and you let them know your plan to do so this evening.\n\nToday, you have them write another Self-Reflection of their progress in Freshman English 1, this time focused on Writing Project #2. You answer a few more questions about their Capstone Essay, and then they ask <<if $Mosesrapport + $Luisrapport + $Ellierapport + $Gordonrapport + $Samrapport + $Katherinerapport gte 12>>again<<endif>> about whether you're teaching Freshman English 2 next semester. You explain you need to concentrate on finishing up school so you can graduate, and they want to know what you're plan is after graduation. And you're honest; you tell them you have a job waiting for you back in New Mexico.\n\n"You like them more than us?" Sam ask mockingly. There are a few chuckles.\n\n"No," you explain. "But good jobs are hard to find for College English teachers; I gotta go where the job is." They seem to accept that - a few, including Moses, nodding along. You don't tell them you've been offered a Freshman English 2 course for the 8-week Winter intersession because you weren't planning on taking it. Now, you're not so sure...\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week10 is 2>>\n[[The Election results occupy all of your attention today...|Election]]\n<<silently>>\nHow do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n<<endsilently>>\n<<elseif $week10 is 3>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nYou read about another institution in the city that was vandalized with hateful graffiti directed at Muslim students. You have two Muslim students (that you know of), and your college has a Muslim student center and prayer room near your class. You get to campus early and go there first, heart pounding. You're relieved to see it looks the same as always.\n\nYour students enter class quietly; they sit down and stare at their phones. There's not joking or jeering as they wait for class to start.\n\nOnce it does, you ask how they are all doing; you don't have to say in reference to what. A student immediately asks what you think it going to happen now. You say you expect attempts to keep those campaign promises, but that that doesn't mean they'll happen.\n\nThose who've expressed frustration with, what they refer to as, "everday life" seem unphased. You wonder if maybe they didn't expect any tangible change regardless; maybe they think this changes nothing for them. Either way, they were the knots in your stomach as you tried to sleep last night.\n\nBut you keep that to yourself.\n\nWoah. You should journal about this...\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week10 is 4>>\n\nNow, how do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week10 is 5>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nYou're locked out of your classroom and start late. Again.\n\nThankfully, you have only a very casual crash course in MLA Format and Style planned. Some are already familiar with the basics, so you walk them through the major changes online, as well as how to format a Microsoft Word document in MLA. In the age of the internet, it seems silly to you now that you used to require student buy a handbook for this, especially since students don't seem to make any more or fewer mistakes without one.\n\nIt's boring, and yet they seem more focused today. More than usual are taking notes, and a few are even using their laptops or tablets to follow the steps you show them for formatting their document.\n<<if $Mosesrapport + $Luisrapport + $Ellierapport + $Gordonrapport + $Samrapport + $Katherinerapport gte 12>>\nOne of your students comes to class today to tell you they are dropping. You're always disappointed when students drop (not in the student, usually, but yourself). But the fact that they came to tell you in person (at all, even, says a lot).\n\nBut you've had very few students drop this semester. Granted, not everyone will pass. Many of them have talked to or exchanged e-mails with you, and at least know it's a real possibility. But so many have stuck around anyway, and they've continued to contribute to the class. They just haven't done the work, and that's frustrating.\n\nYou try to stress that all the work can still be submitted, tell them to e-mail you, tell them to visit you during office hours, and some have said they will. But many have not and will not, and you don't know what to do about them or if you can do anything. You want them all to succeed, but you know that not all of them will...\n<<endif>>\nHow do you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week10 is 6>>\n[[The week is over.|Weekend_10]]\n<<endif>>

"It's Dangerous to Go Alone"

This project would not have been possible without the support and teaching of my advisory committee. I want to thank Dr. Ernest Morrell for knowing I was going to study video games before I did and encouraging me every step of the way; Dr. Janet Miller for helping me to adapt my creative writing background to be used for research and believing narrative research could be represented as a game; and Dr. Joey Lee for showing me not only how games work but how they can be used for good and social change.\n\nOf course, this research would not have been possible without my student-participants. I am so thankful to you for being open to my research and allowing me to share your stories. I suspect I learned more from you than you from me, and for that I cannot repay you.\n\nI am also grateful to all of my early readers for your feedback. You helped make this a better, more empathetic text and working game.\n\nSpecial thanks goes out to Santa Claus, who brought me a Nintendo Entertainment System on my 6th Christmas, even after my parents said I couldn't have one. But thanks also to my parents, who seemed to adjust with ease - to my dad for so quickly thinking of a game he wanted to play and taking me out to buy it; to my mom, for not letting me play every day and making me find something else to do. You both set me on a path to not only finding my passion but using it for others.\n\nLast, and most importantly, I want to thank my partner Veronica Black. Without your support and encouragement, I would not have even applied to graduate school, let alone had the wherewithal to complete a doctoral program. You never stopped believing in me or this project, especially when I doubted myself and it.\n\nI hope this project and I make you all proud.\n\n[[Back|previous()]]

Week <<print $week>>, Day <<print $week1>>\n\n<<if $week is 1>>\n<<Week_1>>\n<<elseif $week is 2>>\n<<Week_2>>\n<<elseif $week is 3>>\n<<Week_3>>\n<<elseif $week is 4>>\n<<Week_4>>\n<<elseif $week is 5>>\n<<Week_5>>\n<<elseif $week is 6>>\n<<Week_6>>\n<<elseif $week is 7>>\n<<Week_7>>\n<<elseif $week is 8>>\n<<Week_8>>\n<<elseif $week is 9>>\n<<Week_9>>\n<<elseif $week is 10>>\n<<Week_10>>\n<<elseif $week is 11>>\n<<Week_11>>\n<<elseif $week is 12>>\n<<Week_12>>\n<<elseif $week is 13>>\n<<Week_13>>\n<<elseif $week is 14>>\n<<Week_14>>\n<<endif>>

<<if visited() gte 2>>\nSummer break comes to a close, and your class is about to start. You've made a lot of choices about the course design, including the major writing projects you're going to assign - a Literacy Narrative to get a sense of them as readers and writers, a Dialog to have them perform a close analysis of two texts' views on a topic, the broader Research Paper on the same topic as the Position Paper, and a Self-Assessment Essay in which they reflect on what they have and have not learned this semester - the weekly readings, and of course, the game you're going to ask students to play - <abbr title="(2012)">Telltale Games' //The Walking Dead//</abbr>.\n\nAll that's left to do is teach the class, day by day, week by week, keeping track of your observations of students' work as they relate to your research questions, without completely stressing yourself out. Do that, and you should have the data and wherewithal to write the dissertation and graduate! Fail, and you'll have incomplete data that won't amount to much, and your committee may require you to re-perform the study. *shudder*\n\nSo you review the evidence you're looking for before moving on:\n\n1) Evidence of students engaging with a video game as a class text\n2) Evidence of how students use a video game to make meaning of other texts\n3) Evidence of how students make meaning of video games as texts\n\nThe last thing, you remind yourself, is that you are a part of this study, too. You need to keep a journal, looking for this same evidence in your own experiences. This will not only help you understand how your experiences shape your understanding of your observations but how those experiences have shaped you as a teacher who asks students to study games as texts.\n\nOkay, you're ready to go!\n\n[[Go to class on Week 1|Week_1]]\n<<else>>\n26 years later...\n\nWell, you've finally done it! You proposed your dissertation research to study a College English course using a video game as the central text! It was approved by your committee, you submitted your study design to the Institutional Review Board to check the ethics of your research, they accepted it with minor changes, and now you're ready to start studying your students!\n\nYou plan to start immediately with your summer class. It's a shorter semester, but you'll get to spend more time daily with your students. The week before the class begins, though, your class is cancelled! You're start redesigning your study to work for your Fall class, which is different from the Summer one, but at the last minute - a few days before it starts - you're offered a completely different Summer class.\n\nThe decision causes you so much anxiety that your partner asks, "Is this how you're going to spend the Summer?" And you think about it - hurriedly designing a new class, teaching it and collecting data, completely uncertain with the design, and consequently strung out and unsatisfied with the results...\n\n[[Go back and redesign the study again?|Present]]\n[[Decline the course, relax, prep for the Fall, and spend the rest of the Summer playing video games?|Skyrim]]\n<<endif>>

<<silently>>\n<<if $assignments gt 3>>\n<<set $stress = $stress + 20>>\n<<endif>>\n<<endsilently>>\nYou have <<print $assignments>> assignments to grade.\nStress level is <<print $stress>>.

It's Week <<print $week>>, Day <<print $week14>>.\nYou have class 3 days this week with 2 days off.\n<<Stress>>\n\n<<if $week14 is 1>>\n<<silently>>\n<<set $stress = $stress + 5>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nYou arrive with a few mini-lessons as back-up, in case no one shows up prepared for the Make-Up/Bonus Peer Review. But to your surprise and pleasure, almost everyone brings on of their Projects to discuss. You answer a few questions, but they go straight to work.\n\nYou remind them that next class is your last one, and they need to bring all their work with them digitally to the lab, where you'll be submitting their Portfolios together.\n<<if $Samrapport gte 3>>\nAt the end of class, Sam comes up to give you their Peer Review worksheet.\n\n"I'm not collecting those," you say.\n\n"Yeah, you said you were!"\n\n"No, you're using that to revise."\n\n"Sometimes," Sam says with a smirk," I feel like you be sayin' different things."\n\n"Sometimes, I feel like y'all don't listen," you shoot back with a smile.\n\n"How we lookin' right at you and not listenin'?"\n\nYou laugh, "I been askin' myself that all semester!"\n\n"Oh!" a few students still lingering shout, and Sam laughs.\n\n"Professor throwin' subs!" Ellie says walking out.\n<<endif>>\n\nAfter class, four students are waiting to meet with you during your office hours, which is more than the rest of the semester combined. You might with them all individually, and all of their concerns are valid. But you also think all of them will be fine, and you tell them so.\n\nRegardless, it's clear they're invested, and very few (if they stick it to the end) will fail.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week14 is 2>>\nHow do you spend your day off?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week14 is 3>>\n<<silently>>\n<<set $stress = $stress + 10>>\n<<set $assignments = $assignments + 1>>\n<<endsilently>>\nThis is it - the last day of class. You've accepted digital Portfolios before, but this is the first time you've had students submit them via the college's classroom management software, primarily because that's what the rest of the CPA cohort is doing and seemed the easiest way to share. This was a mistake.\n\nYou had hoped this would cut down on your work, but instead, it made the last day so much more stressful for everyone. You have to walk them through the submission process over and over again before everyone is on the same page. It's ridiculous, and you realize immediately that you should have had them submitting their work in this way all semester.\n\nTo top it off, the software tries to make each file readable without the need to download them individually, and in doing so corrupts the Twines that some of your students chose to include, meaning they have to submit those separately anyway.\n\nBy the time class is over, they're stressed and in a hurry to leave, and you're still trying to help a handful who haven't finished submitting because of technical difficulties or because they didn't bring everything with them.\n\nAnd just like that, the semester ends unceremoniously. Before they file out, you remind them of day during finals week they can come discuss the CPA's decision regarding their portfolio, and knowing most of them won't, try to thank them for a good semester and wish them well, as the next professor and his students begin to file in.\n\nHow should you spend your evening?\n\n<<if $assignments gte 1>>[[Grading homework stresses you out, more so if you let it pile up. Plus, that's your data!|Grade]]<<endif>>\n[[Playing video games relieves lots of stress, especially if you've finished replaying //The Walking Dead//.|Games]]\n[[Watching movies with your partner relieves some stress on both of you.|Movies]]\n<<silently>>[[Cleaning up your apartment relieves some stress.|Clean]]<<endsilently>>\n[[Reflecting on your own video game literacy will relieve a little stress and may help you interpret your students' reactions.|Journal]]\n\n<<elseif $week14 is 4>>\n[[The week is over.|Weekend_14]]\n<<endif>>

<<silently>>\n<<set $Luis = $Luis + 1>>\n<<endsilently>>\nOvernight, you receive an e-mail from a student, Luis, applauding you on your choice of a video game as a class text. He loves and plays lots of video games, he explains, but never played one for a class!\n\nBut he has a suggestion; //The Walking Dead// isn't really the game he woulda gone with. He feels the choices aren't as deep or as relevant to the player as other games. For example, he suggests, instead, we play <abbr title="Dontnod Entertainment, 2015">//Life is Strange//</abbr>, a newer game similar in design to //The Walking Dead//.\n<iframe width="560" height="315" src="https://www.youtube-nocookie.com/embed/z44UF9_NiP0?rel=0&controls=0&showinfo=0" frameborder="0" allowfullscreen></iframe>\nHe argues the choices the player makes are more meaningful and that it would make a better game to play and discuss as a class.\n\nYou're taken aback, for several reasons. First, you're aware of //Life of Strange//; you got to play it at Comic-Con before it was released, and you briefly considered it for this class but decided that it wasn't widely available enough at the time to make it a good choice for students with varying access to the technology needed to play such a new game.\n\nSecond, it's not a game you'd expect a young, self-described "gamer" to suggest; as an indie-game, it hasn't had as much press as other titles. It's also often criticized by as a "walking simulator" (a dismissive designation for a returning genre of game that emphasizes narrative and exploration over action and violence). The genre has become anecdotally popular among young women, which is part of your surprise.\n\nFinally, you're kind of shocked at the audacity of this student. You've had plenty of students complain about an assigned text, before. But never has one tried to convince you that your choice was poor and that they, in their expertise, have a better suggestion.\n\nNow, how to best respond.\n\n[[Explain your reasons for not choosing //Life is Strange//, that everyone in the class may not have access to the newest consoles or computers powerful enough to play it.|Luis_Win]]\n[[Thank him for his suggestion but say that the course is already planned around //The Walking Dead//, so you have to go forward with that.|Luis_Win]]\n[[Tell him you've thought about this a lot, and //Life is Strange// probably won't work.|Luis_Fail]]

Ellie's Final Portfolio is strong.\n\nBut her Self-Assessment feels rushed and sloppier than her usual work; there are lots of typographical errors she isn't usually prone to making, and you suspect she completed this essay as an after-thought to the rest of the Portfolio. Still, she has a clear understanding of the problems with her early drafts.\n\nFor example, she writes of her Capstone Essay:\n\n"[My] thesis statement was too broad and it opened up room for me to argue each and every video game ever made into my essay. Which would make my essay inadequate enough to prove my statement. However, by closing off some of the 'open' areas of my previous thesis, I was able to make it more direct, so that the rest of my essay would act as an enforcer to the specific point I was trying to make."\n\nIt's a little messy, but you take her meaning - her original thesis was broader than intended, so she narrowed it to make the point she meant.\n\nHer Capstone is fairly well-developed, though you find places where, despite her narrow thesis, she tries to argue too much. Still, she does a nice job of tying demonstrating the way games like <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr> foster empathy in their players. Like many of her peers, she redirects this at <abbr title="(2010)">Roger Ebert</abbr>:\n\n"Art shouldn't be limited to things such as books, films, and paintings, or anything, tha Ebert says 'we can't win'. Not all video games necessarily are about 'winning' or 'losing', but more about telling a story while engaging the player completely to the point where they can get drawn into a game feel as if they've literally become the character. Perhaps if Ebert was able to have gotten a hold of a game that he found interesting, he too would consider video games for what they already are. Art."\n\nEllie gets off her initial point her, but you chalk this up to also wanting to accomplish too much.\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nEllie revised her Twine from Writing Project #2 for her Portfolio, and it's clear she spent a lot of time on it beyond the requirements of the assignment. Several students wanted and tried to add or change features of the Twine, but none went as far as Ellie, which surprises you, as she was not one of those who asked for help with this in class.\n\nShe changes the default colours and peppers her story with embedded YouTube clips of various scenes from //The Walking Dead// as examples of what her chosen authors (Toni Morrison and Sean Vanaman) discuss concerning the game's depiction of race and racism on a talk show. She has a pretty clear understanding of <abbr title="(1992)">Morrison's "Romancing the Shadow"</abbr> (about the influence of the negative tropes of the Africanist presence in early-American literature) and uses it to imagine Morrison interrogating Vanaman's choices. However, she comes to the conclusion that Morrison would praise //The Walking Dead// and its portrayal of Lee. In her Twine, Morrison states:\n\n"Although Lee had died at the end, the circumstances of his death meet the criteria I've laid out in my chapter. Like Vanaman mentions, The Walking Dead doesn't portray Lee's character as a shadow, but instead focuses on the idea of survival. Lee is in control and his story reaches a natural concluson, on his own terms...Lee's character also wasn't portrayed as falling into any negative stereotypes that Afrian Americans are associated with, even though there were a few funny harmless jokes made! According to Kenny, Lee was..."'I don't know...Urban?'"\n\nShe follows this with a clip of Kenny assuming Lee knows how to pick a lock because he's "Urban." Here she touches on two of Morrison's critiques of the Africanist presense in American literature - the tendecy to be there to merely serve the white characters' progression through the plot or development as protagonists ("Lee is in control") and the ways in which the Africanist presense is portrayed as less intelligent and/or less moral (an idea criticized in the lock-picking scene).\n<<silently>>\n<<set $rq2 = $rq2 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n\nThe writing in this last revision, however, is still fairly rough, but you're hoping the CPA cohort will see past that, especially given the risks she takes with her constructed narrative, which humourously ends with Toni Morrison giving everyone in the audience a car, including a clip from Oprah Winfrey's iconic giveaway.\n\n<<Weekend_14>>

<<silently>>\n<<set $rq2 = $rq2 + 1>>\n<<endsilently>>\n\nWeek <<print $week>>, Day <<print $week1>>\n\n"Like the <abbr title="(Meginnis, 2012)">Navigators</abbr>, Dad and I played an 8-bit fantasy video game together - //The Legend of Zelda//. Like the Navigators, we struggled to solve puzzles, decipher strange riddles, and keep out little sprite alive. Like the Navigators, we used maps on graph paper to chart our progress.\n\n"Unlike the Navigators, I wasn't allowed to stay up and watch my father play. Instead, I listened from my bedroom, the faint music that played in the game's dungeons echoing lightly down the hall and into my room. As I dozed off, the music ceased to sound like chip-tunes and instead took on an orchestral quality, like that in movies.\n\n"When Dad got home from work, we'd compare notes. He'd walk in and I'd come running from the other room.\n\n"'Dad, I found the white sword But you gotta beat a blue horse-guy to get it.'\n\n"He'd get changed out of his uniform, we'd eat dinner, and I'd show him.\n\n"Unlike the Navigators, we never beat //The Legend of Zelda//, not together anyway. Deep down, I think I knew that if I beat it, it would end. Dad's focus shifted back to other things, but it wouldn't be the last game we'd share, especially as my brother got old enough to play.\n\n"This is why that 'Navigators' story kinda pissed me off. It presented the game as meaningless; the time spent on it as time wasted. And maybe it wasn't the best way for that father and son to bond after their loss, but they bonded. I think I have such a visceral reaction to it because it reminds me of my father and I."\n\nWoah! You just found some evidence of engagement with a video game AND a traditional text!\n\n<<if $week is 1>>\n<<Week_1>>\n<<elseif $week is 2>>\n<<Week_2>>\n<<elseif $week is 3>>\n<<Week_3>>\n<<elseif $week is 4>>\n<<Week_4>>\n<<elseif $week is 5>>\n<<Week_5>>\n<<elseif $week is 6>>\n<<Week_6>>\n<<elseif $week is 7>>\n<<Week_7>>\n<<elseif $week is 8>>\n<<Week_8>>\n<<elseif $week is 9>>\n<<Week_9>>\n<<elseif $week is 10>>\n<<Week_10>>\n<<elseif $week is 11>>\n<<Week_11>>\n<<elseif $week is 12>>\n<<Week_12>>\n<<elseif $week is 13>>\n<<Week_13>>\n<<elseif $week is 14>>\n<<Week_14>>\n<<endif>>

/% Place your story's setup code in this passage.\nAny macros in this passage will be run before the Start passage (or any passage you wish to Test Play) is run. %/\n<<set $stress = 50>>\n<<set $week = 1>>\n<<set $week1 = 1>>\n<<set $week2 = 1>>\n<<set $week3 = 1>>\n<<set $week4 = 1>>\n<<set $week5 = 1>>\n<<set $week6 = 1>>\n<<set $week7 = 1>>\n<<set $week8 = 1>>\n\n<<set $assignments = 0>>\n<<set $journal = 0>>\n<<set $grade = 0>>\n<<set $Moses = 0>>\n<<set $Luis = 0>>\n<<set $Partner = 0>>\n<<set $SpikeLee = 0>>\n<<set $ClaimEvidenceAnalysis = 0>>\n<<set $conferencesheet = 0>>\n\n<<set $Mosesrapport = 0>>\n<<set $Luisrapport = 0>>\n<<set $Ellierapport = 0>>\n<<set $Gordonrapport = 0>>\n<<set $Samrapport = 0>>\n<<set $Katherinerapport = 0>>\n<<set $Partnerrapport = 9000>>\n\n<<set $rq1 = 0>>\n<<set $rq2 = 0>>\n<<set $rq3 = 0>>

Week <<print $week>>, Day <<print $week1>>\n\n"It is clear to me now that I became an English teacher as a direct result of video games. By kindergarten, I already enjoyed reading. But things changed when, that Christmas, Santa Claus brought me a Nintendo Entertainment System and Dad took me to buy <abbr title="(1986)">//The Legend of Zelda//</abbr> the next day.\n\n"I played during the day, searching dungeons for the pieces of the Triforce that Princess Zelda had hidden, and my dad played at night when he got home from work. I’d fall asleep hearing the music from the other room and my dreams were consumed with fighting monsters. But soon Christmas break ended, and I went back to school. My parents established a firm rule that whenever school was in session, I would only be allowed to play video games on the weekends, if I maintained my grades. But the desire to return to that world consumed me, and pretty soon, I turned back to those fairy tales and other stories, discovering that reading could fill my imagination in the space between games.\n\n"However, where stories had clear plots, lots of characters, and a moral at the end, //The Legend of Zelda//’s plot was up to me, I was alone in this world, and the moral was basically the usual good overcoming evil. Given this contrast, much as I loved playing the game, the story left a lot to be desired. By the first grade, I was making up my own stories to fill in the blanks, and I’d start the game over and over, trying out new details: in one, Link and the Princess had been very good friends; in another, they didn’t even know each other but Link’s village had been destroyed by Ganon; regardless, they were destined lovers.\n\n"Soon, short stories were my favorite classroom assignment, and the subjects began to vary from Link saving Princess Zelda. And so, too, did my reading interests broaden. While adventure was the general theme, I’d read pretty much anything: Jean Craighead George’s //My Side of the Mountain//, Twain’s //The Adventures of Tom Sawyer// and //Huckleberry Finn//, the //Goosebumps// series, //The Hardy Boys//, //Johnny Tremain//, //Number the Stars//, and on and on; I’d sneak a peek at random copies of //The Baby-Sitters Club// because a friend so loved them, even though they were supposed to be 'girls books'.\n\n"At first, my stories were merely acted out in play other than the occasional creative writing assignment. But by high school, I’d decided writing would be my thing, and I looked up most to my English teachers, who lived lives that seemed brilliant to me, spending all their time reading, writing, and teaching both.\n\n"There were other things that pushed me to love books and writing: my dad’s summer deal - a book report for a gift I wanted; writing fan fiction with my best friend; teachers encouraging my analyses of texts and the way I expressed those analyses. But it began with games, and games were always there, at the heart of all my interests and passions. Because it’s dangerous to go alone, I took games."\n\n Woah! That gives you an idea of something to write about in your next entry!\n\n<<if $week is 1>>\n<<Week_1>>\n<<elseif $week is 2>>\n<<Week_2>>\n<<elseif $week is 3>>\n<<Week_3>>\n<<elseif $week is 4>>\n<<Week_4>>\n<<elseif $week is 5>>\n<<Week_5>>\n<<elseif $week is 6>>\n<<Week_6>>\n<<elseif $week is 7>>\n<<Week_7>>\n<<elseif $week is 8>>\n<<Week_8>>\n<<elseif $week is 9>>\n<<Week_9>>\n<<elseif $week is 10>>\n<<Week_10>>\n<<elseif $week is 11>>\n<<Week_11>>\n<<elseif $week is 12>>\n<<Week_12>>\n<<elseif $week is 13>>\n<<Week_13>>\n<<elseif $week is 14>>\n<<Week_14>>\n<<endif>>

You enter a new area and are quickly swarmed with jumping spider monsters! All you have is your shield, which doesn't even protect you, and you let out a little chirp when they touch you, the red hearts marking your life in the top-left corner disappearing with each touch.\n\n[[You have to run back!|Prologue]]

You're a little worried about Katherine's Final Portfolio. Aside from her admission to not actually playing //The Walking Dead// and only watching YouTube videos of other players' games, she did the work - though she claims in her Self-Assessment she did eventually play the game. However, her revisions almost never addressed the comments you made on earlier drafts. You know she went to the campus writing center, but they seemed to have mostly helped her with surface details. Consequently a lot of her writing is still very rough.\n\nShe seems aware of this, though, as she begins her Self-Assessment by explaining that she's returning to school after 26 years and disliked writing then. Still, her essay, while it addresses the prompt to explain how she did or tried to meet the course Learning Objectives in her Portfolio, she provides very little evidence for any of it. Instead, she simply makes short direct claims like "I did an excellent work summarizing" and "I met the requirement of the assignment and show development and growth."\n\nThe one redeeming point is when she argues her Capstone achieved the Learning Objective of having a point and provides her thesis statement from that essay: "We're at the age where gaming is huge in society; we neglect to think about just how much video games influence, shape, and impact our society and the way of life." It's a decent thesis, and you hope she provides more evidence of it in her Capstone than she does here for her other points.\n<<silently>>\n<<set $rq2 = $rq2 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n\nOn the other hand, Katherine's Writing Project #2 Revision is easily her strongest piece of writing. She writes it as a simple dialog between <abbr title="(1992)">Toni Morrison</abbr> and Sean Vanaman, in which Vanaman tries to convince Morrison to play his game. And though it still has some typographical errors and missing citations, she clearly understands Morrison's ideas:\n\n"I understand everyone has to make money but I don't appreciate how the Africanist is treated, it shows that white still dominate African American, The way in which artist produce their work, I realize that 'The frame in which literature display by the young society is one way it engrave its transaction with these fear, force and hopes."\n\nShe imagiens Vanaman going on to address Morrison's concerns by summarizing the way <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr> eschews her criticisms of early-American literature. It's rough but essentially accomplishes the goal of the assignment and meets its associated Learning Objectives.\n\nYou don't know that this will convince the CPA cohort she's ready for Freshman English 2, and you're sure you're convinced either.\n\n<<Weekend_14>>

<<if visited() is 3>>\nThere's some interesting ideas in their first responses to <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr>.\n\nOne student, Sam, likens the moral choices to those faced by Hamlet.\n\nAnother, Katherine, ties Clementine's story directly to the experience of a young girl in her home town who was left home alone while her mother ran to the store. But the girl's mother was struck by a car and killed on her way home, leaving the young girl forever waiting for her to return.\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nFinally, you're most struck by Moses's response, which ends up being a closer analysis of the game's design than narrative.\n\n"My issue with the game is its claim to give the player a customizable experience, as if everything you decide is exactly how you would handle given situations. I mean even before the episode starts the player is greeted by a screen that states 'The game series adapts to the choices you make. The story is tailored to how you play'. There's something in me that completely questions this statement's validity. Do we really have the ability to mold this tightly woven narrative, or are we subject to a preconceived context drawn up by the developers of this game? are these choices 'our' choices?"\n\nMoses questions whether the game actually gives the player choices or just the illusion of choice, that the choices given him as a player aren't realistic.\n\nThen he goes deeper, suggesting that maybe these limited choices are created to force the player into the shoes of people with different experiences from themself.\n\n"However, this might be exactly what the format of any regular video game is, which is a limited world contrived from the minds of people with difference experiences from you."\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n\n<<elseif visited() is 6>>\nTheir feeder assignments for their Personal Narrative Writing Project show some serious reflection, and you're happy they seem so comfortable sharing with one another on the class discussion board. This assignment asked them to respond to a quote of their choice in one of the personal narratives we've read as a class.\n\nBut here again, player choice becomes a major point of discussion, lead by Gordon's post responding to <abbr title="(2011)">Tom Bissell</abbr> stating that when you play a video game "You get control and are controlled." Gordon (one of the only white students in the class) writes:\n\n"In Star Wars Kotor (Knights of the Old Republic) I get the freedom to choose who i want to be, a herp, a villian, a savior or a destroy. I get to choose what planets i want to explorer who gets to come with me. In the movies I dont get to choose whats going to happen...I like this quote because it relates to me because I like having a say in things, even if its not full control, I like being able to steer the ship in some shape or form."\n\nLuis responds that Gordon's post "reminded me of <abbr title="(Dontnod Entertainment, 2015)">Life is a Strange</abbr>, a game I wished the class could play, since your choices do impact the game extremeely by a lot....Video games exercise a little more of that choosing your own actions and whatnot."\n<<silently>>\n<<set $rq2 = $rq2 + 2>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n<<if $Mosesrapport gte 1>>\nFinally, Moses adds, "Being able to steer the ship is a good analogy...The [film] director basically shows you what needs to be shown. In video games now a days you have different ways to mold a story."\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n<<endif>>\n\n<<elseif visited() is 9>>\nYou're excited to look at their Literacy Narrative Drafts. You've seen their feeder assignments in preparation, but this is their first writing project drafts!\n<<if visited ("Moses_Win")>>\nYou start with Moses' draft, and you aren't disappointed. He begins his Literacy Narrative with his family's first computer, on which he used websites like Rap Genius to look for double and triple meanings in rap lyrics. Later, in high school, he began to realize his teachers were asking his to do the same thing with course texts.\n\n"After the readings [of Joseph Conrad's //Heart of Darkness//] the class would have to analyze the text, but the teacher would give us very little help. All she used to say was 'Think about the darkness. The setting is too crucial to this plot'. I took that for exactly what she said and did a little research on my own. Just like when I went on Rap Genius and found hidden meanings that I might have missed, I was finding all kinds of symbolism that literally went over my head. The darkness placed in the setting is actually a representation of the darkness in all of us. The river symbolizes the personal journey that Marlow takes as well as ours. Kurtz’s transformation is this scary reality that can happen to all of us when pushed a little too far."\n\nAnd Moses began to appreciate this kind of textual analysis of different media, but what it really showed him is how much those media have in common, despite arguments to the contrary:\n\n"I know people who would pull the trigger on every single rapper out now if they had the chance. I know others who live and die by the turn up and dare an older listener to question the abilities of their party god. Fortunately, I can switch between those two sides and see each argument clearly, because of some book I read in my senior year AP English class."\n\nYou feel like you have a much better picture of Moses now (and why he challenged you that first week); it's also clear he's adept at the critical reading skills you're asking students to do of <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr> this semester.\n<<endif>>\n"Before I could read," begins Ellie's reflection of her literacy, "I was read to. By my aunt, my mom, my teachers, even on TV! In fact, I still remember a majority of the books I used to be read. The animated personalities created by the reader while I listened put me in a trance, I was intrigued into the story as I listened to every word and inspected every picture. This started my love for reading."\n\nShe likens this early encouragement to love books to <abbr title="(1998)">Sherman Alexie's</abbr> narrative in "Superman and Me."\n\n"My first books that I read were mainly series. It all started when my mom’s friend gave her a whole bag full of 'The Babysitter’s Club' books to give to me. From there, I read various other series. I read everywhere, any place, and any time. In fact, on several occasions I would get in trouble for reading too much. My mom would have to take my book away from me because I would just be reading at the most inappropriate times, such as at the dinner table or while I was suppose to be asleep. And I found myself constantly lost during class lessons because I was too busy secretly reading under my desk. It was easiest to hide my book during music class, when I would just put it on my music stand whenever I wasn’t playing my instrument. While others may have gotten scolded for talking or being on their phones during class, I got in trouble for reading."\n\nEllie goes on to dicuss that her love for reading and later writing gave way to other interests, and she ends lamenting this turn.\n\nLuis clearly loves video games and has a tendency to wax over-long on just about any topic. His Literacy Narrative is no different, and it reads like one trying to grasp on not just any straw but every straw, except literacy.\n\nGordon responds to Sherman Alexie's essay, as well, but focusing on Alexie's (and his own) relationship with his father.\n\n"The first movie that my father showed me that made me really appreciate movies and even music as an art, was Star Wars. It was one of my fathers favorites, (and its just universal law to show you kids Star Wars) and that movie has had a very lasting impact on me as a person...When it comes to music, I talked about how Star Wars was a big influence on me, but it was just the start. My parents were always taking me and showing me plays and musicals. Wether that was going to see Little Shop of Horrors or Lion king on broadway, our sitting on the couch and watching West Side Story or Sweeney Todd (Johnny Depp version is so bad, they took out all the fun). Watching those plays really made me fall in love with classical music and is the reason why I learned violin."\n\nHe ends by attributing his deceased father's love of different media of art to his own appreciation of music, including the music in video games: "If there wasn't music or bad music in the game or in certain movies, like Star Wars, they wouldn't have the same impact on me as they did."\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n\nBut with Sam's draft, you hit the motherlode. She writes specifically about her early experiences with video games, watching her uncles play and learning to recognize words common words spoken by the characters and spelled out in subtitles: "annihilate, decapitate, or fatality."\n\nAt first, you're worried Sam is just trying to write what they think you want based on you research interests. But then she goes on to discuss an afterschool program she was placed in "for kids who weren't doing so good in classes":\n\n"In this program we would play video games on the Wii or the computer (any game we want) then we would discuss them later as a group. We would point out key Ideas, things we learned and new words we learned. At the end of the program the teacher said that the same way we enjoy a video game because it's fun and we want to know what happens, it's the same way we couldwe could love a book, she wanted us to pick up a book and read to enjoy the story not to get through it. In this program we all began to like englishEnglish just a little more and develop a love of reading that was lasting."\n\nAs if that weren't enough, Sam goes on explain that not only did the program work, making her an avid reader, but that she could also play a video "game for hours on end" if the story was compelling.\n<<silently>>\n<<set $rq2 = $rq2 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n\n<<elseif visited() is 12>>\nYou look at their recent Commentaries of <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr>. Their early responses to the game are somewhat surface interpretations or personal responses to events in the game.\n\nFor example, Luis begins his Commentary of Episode 2 with a critique of the horror genre: "The second episode of the Walking Dead, "Starved for Help", yes where the Black guy FINALLY doesn't die first, was so much more intense than the first one, "A New Day".\n\nAnd Gordon relates to the deaths of a character's (Kenny's) family in Episode 3 to the his own father's death: "This chapter also hit me on a personal level when it came to Kenny and losing his family. Why I lost my father he was also very sick and I blamed myself, that I could of maybe stopped him from dying if I was there."\n\nThese are not minor observations, though, and still tell you something about how they're interpreting the game.\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n\nBy Episode 4, however, their Commentaries are much more critical in terms of the choices they make and those made by the other characters, which you think constitutes a kind of character analysis. Ellie's commentary, in particular, seems to capture the class' general feelings. She titles it "RANT":\n\n"First off, let me just say that the jump scare NEED TO STOP. I don't know how many times I jumped, dropped my phone, or shrieked because some random zombie came out of no where! Also saving Ben was my instinct. Even though Ben really pissed me off this whole episode, ESPECIALLY when he lost Clementine, I still decided to the do the right thing. Vernon had some nerve to rake away my child but I guess he just wanted the best for her but still, he was really sus (this means suspicious [Professor]) and I didn't trust him."\n\nEllie's always trying to teach you new words. But once her immediate response is out of the way, she goes a little deeper:\n\n"WHAT THE HECK KENNY?! Like I literally sided with him NUMEROUS times. And apparently 18% of players got the chance for him to side with them but no me? According to him I was 'think about myself' excuse me? WHAT???? I literally killed a girl's father, compltely out of my character, just for him to say that? This chapter definitely left me in my feelings. I even started to tear up a little bit when Clementince was crying :( Very upset and confused right now. Did anyone else get Kenny to side with him? If so what were the main decisions you did to do that? Lastly, I decided to tell the group about the bite from the start. Which I'm super upset about. All of that mess I went through, just be bitten by a zombie hiding under a piece of wood? All of that? How did that even happen? Amateur! I guess it's RIP to Lee. *whistles mockingjay call* But if there is something I realized in myself, is that I'm more honest with everyone in my group and everyone I encounter, sometimes it ends up being beneficial and it also helps build trust with other characters.One last thought, but I think that Ben is going to die in the next episode, (if you chose to save him) I've noticed that every time you get the choice to save any character they end up dying."\n\nYou take a lot from this, particularly that she uses "I" interchangably to mean herself but also Lee, suggesting at least a surface level of engagement.\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nBut in her "rant" she also offers some interesting observations and critiques of the game's design, such as the way the game subtly rewards honesty ("it also helps build trust with other characters") as well as how your choices to save certain characters over others are balanced out eventually ("every time you get the choice to save any character they end up dying").\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n\nYou also note her //Hunger Games// reference (the mockingjay call). And her irritation with Kenny is shared by almost everyone in the class. Gordon comments on her commentary, "To get kenny to come with you, you got to guilt trip him and say that clem is your family, its stupid."\n\nCuriously, Katherine (one of the only parents in the class) sees Kenny as a potential guardian for Clementine, though she also call him "a bastard." Aside from this, her commentaries remain frustratingly surface readings of the game, though you keep encouraging her to dig a little deeper in her reactions.\n\n<<elseif visited() is 15>>\nYou look at their Feeder assignment for their Dialog Writing Project, asking them to think of 5 questions they'd like to ask the writer(s) of one episode of //The Walking Dead// and then to imagine how they think the writer(s) would respond. The goal, you told them, was to both put themselves in the shoes of the writer(s) - what Peter Elbow (who they read about in <abbr title="(Graff & Birkenstein, 2015)">//They Say / I Say//</abbr>) calls "the believing game" - and use examples from the game to support how they think the writer(s) would answer.\n\nCuriously, they all have a lot of questions about Kenny. Sam asks of game writer Sean Vanaman: "I know you chose to 'Kill' Kenny off with Lee but do you think he could have survived with out Lee and not in a sense of just being 'alive' but with his humanity and decency intact?"\n\nShe imagines Vanaman answering:\n\n"The way things were going for Kenny he was a man without a cause after [his family] died. Even his actions up until the sacrifice said so. He wanted to get to the boat and just live there and then he wanted Lee to just leave Ben because it was dangerous (and the residual hate after what Ben had did). For the most part it was Kenny connection with Lee that made Kenny still care to save Clementine. So no I don't think Kenny would have 'survived' wuthout Lee at least not with his morality intact."\n\nAlmost every other feeder mentions Kenny, and many feature a similar analysis. Even Katherine, who still writes very surface interpretations of texts infers that "Ken has built a wall around his family as well as himself; to Ken, no one matters but his family." In many ways, the class has come to view him as a kind of tragic hero - a victim of his own desire to protect his family. You suspect that with a little digging, most of the class might come to the conclusion that they're less angry with and more sorry for him.\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n\nOn the other hand, most of Moses' questions are almost accusatory - "Why was Ben put into the narrative?" But he also shows some inference asking about the town of Crawford - a community of survivalists who went to extreme efforts to survive:\n\n"The town of Crawford shows that no one is immune to their inevitable death. When the group arrives inside the town, they find that it's infested with walkers. This is the same town that took many drastic precautions like killing children and the elderly. Even they succumbed to the world's fate. This idea is also in play at the end of the episode, when even the game's main protagonist is basically written off."\n\nYou sense some animosity in his response, as if he thinks the author callously made the decision to have Lee die in the end ("basicaly written off").\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nSimilarly, though with perhaps more compassion, Ellie also focuses on Lee, starting with Lee's backstory as a criminal.\n\n"Making Lee's past of being a convicted murdered is significant beause it gives him a more questionable persona. This becomes on of the main stepping stores that creates different relationships between him and various characters. For example, Larry does not trust him because of his past and judges Lee for it, Larry cannot see past his past. Meanwhile other characters, (such as Clementine and Kenny) still create a trust in Lee despite Lee's past and doesn't hold it against him."\n\nMost of Ellie's answers focus on Lee's redemptive qualities, and she suspects this says more about how she feels about Lee than the writers. You see this when she goes on to ask about if Clementine changes the way other characters see Lee:\n\n"Definitely! Especially when characters learn that Lee isn't even really her father. Although it does raise some suspicion at first, it is later clear and understood of Lee's strong intentions and main goal to protect Clementine andkep her safe at all costs. This displays Lee as a compassionate, selfless, and caring individual (despite his past)."\n\nIn contrast, Gordon focuses his questions to Gary Whitta on the game's seemingly minor characters, like the transient Chuck who's introduced at the end of one episode only to die at the beginning of the next. He writes Whitta's response:\n\n"Yeah we killed, Chuck, because he couldn't see another kid die, and he says so himself. When we meet Chuck, we the player get a sense that Chuck has seen a lot of bad things in his life. And so when he sacrifices himself so Clem will survive, its because if he let Clem die, he would die as a person, as a human. He would lose his soul. So instead of becoming a husk, he decides to do the noble thing and sacrifice himself."\n\nThis comes after your class discussion of <abbr title="(2006)">John Donne's "For Whom the Bell Tolls,"</abbr> and Chuck actually recites the final lines of the poem just before his sacrifice. Gordon doesn't dwell on that, moving on to why the player is given the choice to save Ben or not in the same episode.\n\n"So that plays into your morals as a person. Ben is a screw-up and never does anything right and it's his fault that a lot of bad things happen. And so if you save him then, even though hes a screw-up, thats no reason to let someone die, you know if someone dies then you're lessened by it even if the person wasn't all that helpful."\n\nAnd not you're almost certain he's channeling that John Donne lesson. Donne writes, "If a clod be washed away by the sea, Europe is the less, as well as if a promontory were, as well as if a manor of thy friend's or of thine own were." And it's his use of the word "lessened" that convinces you.\n<<silently>>\n<<set $rq2 = $rq2 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of students using a video game to make meaning of other texts!\n\nYou're really happy with their Feeders as a whole and definitely think they're on the right track.\n<<elseif visited() is 18>>\nYou read their Commentaries on the ending of <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr>.\n\nAlmost all of them are filled with emotional responses to the game's ending except Katherine's. It's mostly a summary of events with some surface responses of the episode. You're constantly pushing her to dig a little deeper into her interpretations of what's happening, to no avail.\n\nSam on the other hand writes:\n\n"I never thought I'd feel this much for characters in a game by watching Lee slowly die and have to tell Clem how to through without him was hard. This moment in the game though is perfect because watching Lee have to verbally guide Clem through basic things is heart wrenching. It's here you truly see how much Clem needed Lee."\n\nSimilarly, Ellie states about the ending, "I'll admit, it even left me crying...I really did enjoy the game way more than I thought."\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nLuis' commentary is a stream of conscious exploration of the last episode, relating parts of it to film (//World War Z//), including music references (Linkin Park), and //The Walking Dead// television show. He also spends several paragraphs venting about Kenny. However, he also acknowledges in his summary that he's writing in the first person: "I'm placing myself in the perspective of Lee, so everytime I say 'I', I mean Lee." He's not the first student to use "I" when writing about playing the game as Lee, but he is the first to point it out.\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n<<elseif visited() is 24>>\n\n<<elseif visited() is 27>>\n\n<<elseif visited() is 30>>\n<<silently>>WP #2 Drafts<<endsilently>>\n<<elseif visited() is 33>>\nYou read their commentaries about the short game/interactive-poem <abbr title="(2010)">Daniel Benmergui's //Today I Die//</abbr>. Gordon writes a good summary and interpretation of the game:\n\n"In the interactive poem you have a girl whos committed or is trying to commit suicide, so from that we can tell shes in a dark place, with not much hope for anything. So its up to us to help her, to guide her, to show her the light. And we do this by changing only three words in the poem, and each time we change a word, we're presented with a new challenge."\n\nLuis takes this a step further, looking at the potential lessons of the game (or "feels"):\n\n"You realize that you cannot drown your demons because hey know how to swim. You have to embrace the darkness and use it to find the light. The light then becomes your source of power, your resolve, the last bit of integrity that is left in your heart...Hope. Hope is what gets you through."\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nBut Moses digs a litle deeper, analyzing even the visuals of the game:\n\n"Take, for instance, when you reach the 'dark' setting. You have a bunch of clouds that seem to be covering something, maybe even trapping it. Once you shine your 'light' on them, they scatter and you see a statue. If you look close, the statue is that same woman trapped in between two of those in creatures that can be found in the 'painful' setting. This might be to show that whatever was inflicting her mind made her feel stuck and surrounded by pain and darkness.<<if $Mosesrapport gte 2>> I think anyone can relate, even if they aren't clinically depressed. I know for me creative barriers can often cause frustration and feelings of being stuck to a lesser degree. Or sometimes a bus ride home by myself I'll often feel alone like most others do.<<endif>>"\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as texts!\n<<elseif visited() is 36>>\n<<silently>>Attack the Block Commentary<<endsilently>>\n\n<<endif>>

<<silently>>\n<<set $Mosesrapport = $Mosesrapport - 1>>\n<<set $Luisrapport = $Luisrapport - 1>>\n<<set $Ellierapport = $Ellierapport - 1>>\n<<set $Gordonrapport = $Gordonrapport - 1>>\n<<set $Samrapport = $Samrapport - 1>>\n<<set $Katherinerapport = $Katherinerapport - 1>>\n<<endsilently>>\n<<Week_7>>

Video games have had a profound effect on you and on who you are as a teacher.\n\nYou more or less knew this already; you're fond saying you became an English teacher because of video games. But this research and your reflection have shown you all the seemingly small ways games have influenced and nudged you in this direction. And one of the things that makes you realize this is teaching with <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr> again, with new students at a new institution.\n\nYou love it, but you don't think you can teach with //The Walking Dead// any more; it's too emotional for you. As you discuss it with a new group of students, you realize how much your experience with the game is tied to your experience playing it with the students who participated in your study, which is tied to the experiences they brought to the class.\n\nWhether they wrote about <abbr title="(1992)">Toni Morrison's "Romancing the Shadow"</abbr> or not, your discussion of that text heavily influenced the way you discussed //The Walking Dead//. And with the vast majority of the class being students of colour (and predominately black), they brought their experiences of racism and prejudice to the class discussion, as well. You think this is one of the reasons the class so empathized with Lee and Clementine. One student in particular expressed a great deal of concern for Clem throughout her reading of the game, and one day another student suggested she even looked like Clem - same hair, same eyes. She disagreed, but it stuck and has stayed with you all this time.\n\nWhen you realized how much these characters meant to the class, you had hoped that the game would serve as a hopeful and positive example of representation, particularly in your reading of <abbr title="(2006)">John Donne's "For Whom the Bell Tolls"</abbr> and his message of empathy. But looking back over your notes now, you worry the results of the election tarnished that, and instead, suggested to them that things cannot and will not change. And that breaks your heart.\n\nNow, discussing the game with new students, you realize how much meaning you've assigned the events in the game, so much so that you can't bring yourself to replay it. One of your new students even asks if you assigned them this game because Lee is a professor, an idea that had never occured to you. But then you can't un-see the connection, nor that one of your students from last year looked like Clem. And you realize that you taught the class the way you played Lee, trying to show your students the good amidst the horror. But like Lee, you also left them in the end, to make their own choices.\n\nFor this reason, just as the end of the game makes the player rethink the choices they've made, looking back at your class makes you doubt your decisions. Rereading your notes and writing about the class becomes an emotionally taxing project, as you find yourself worring about them, where they are now, if they're okay.\n\nTeaching with the game has become just as difficult. You can't discuss it without remembering something one of your students said, wrote, felt, remembered - so much of it tragic in its own way. Maybe you'll come back to it one day, when you can write about it without tearing up, when you can look at Clementine and not see their faces.\n\nAnd this is all the evidence you need that games have made you who you are, made you the teacher you are. And you know you must explore this further, because games are influencing your students in big and small ways, too.\n\nThe End

Sam's Final Portfolio isn't one you're particularly worried about and includes a revision of the Twine she wrote for Writing Project #2 in addition to their Capstone Essay.\n\nYou start with their Self-Assessment, which is uncharacteristically straightforward. Sam diagnoses an issue in an earlier draft, describes how they tried to address it in their portfolio, and moves on to the next point. That doesn't make it less critical, though:\n\n"My Twine has a creative story but didn’t really have enough information to say it was influenced by my readings. It had shallow points which I was seeking to prove through having the reader play and learn through the choices they would inevitably make. But this caused my ideas not to be present enough so I put those ideas directly into the text but not in a way that would ruin the integrity of the story."\n\nThe story itself is very creative. Sam's Twine imagines Stephen King and Sean Vanaman trapped together during the zombie apocalypse, trying to survive moral dilemmas similar to those in //The Walking Dead// while King espouses his beliefs about human nature in horrific situations. Risk-taking is one of the additional conditions considered by the English Department as valuable, even if not all other Learning Objectives are met, and you hope they appreciate Sam's.\n\nSam's Capstone is an extension of this topic, essentially arguing that //The Walking Dead//'s violence and horror are important, as they force society to confront difficult choices while possibly revealing things about them to interrogate.\n\nBeyond that, Sam shows the same clear understanding of the texts you've seen all semester. You see no reason the CPA shouldn't deem Sam's Final Portfolio Passing.\n\n<<Weekend_14>>

<<silently>>\n<<set $week = $week + 1>>\n<<set $week4 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\n[[The weekend is over.|Week_4]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week3 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\n[[The weekend is over.|Week_3]]

<<silently>>\n<<set $week = $week + 1>>\n<<set &week2 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with the game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of the game as text found: <<print $rq3>>\n\n[[The weekend is over.|Week_2]]

<<if visited() is 1>>\n<<silently>>\n<<set $week = $week + 1>>\n<<set $week8 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nAs soon as you start receive them, you read the simple Twines your class made. Whenever you introduce Twine to a group of students, you think it's the closest you ever see them at play while writing. They seem to enjoy learning it, making fun of the example you use from the <abbr title="(n.d.)">Twine 2 wiki</abbr>, and often can't believe this is something we're doing in class.\n\n[[The weekend is over.|Week_8]]\n<<endif>>

<<silently>>\n<<set $week = $week + 1>>\n<<set $week7 = 1>>\n<<set $stress = $stress - 20>>\n<<set $Partnerrapport = $Partnerrapport + 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nYou and your partner go to a concert to see pop violinist Lindsey Stirling. You first became aware of her music several years ago when she realeased <abbr title="(2011)">a tribute video on YouTube to the music of //The Legend of Zelda//</abbr>, along with violin covers of other pieces of pop culture.\n<iframe width="560" height="315" src="https://www.youtube-nocookie.com/embed/b3KUyPKbR7Q?rel=0&controls=0&showinfo=0;autoplay=1" frameborder="0" allowfullscreen></iframe>\nHer popularity has grown so that she now releases and performs her own music and tours. It's exciting to see someone who used to just post to YouTube, playing and dancing to music from video games, become so successful.\n\n Woah! That gives you an idea of something to write about in your next entry!\n<<silently>><<set $Partnerrapport = $Partnerrapport + 10>><<endsilently>>\n[[The weekend is over.|Week_7]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week6 = 1>>\n<<set $stress = $stress + 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nThe professor in the CPA sent you <abbr title="(2012)">Mike Meginnis' "The Navigators,"</abbr> which you eagerly read. It's about a father and son coping with their wife/mother abandoning them by playing a game for the Nintendo Entertainment System - immediately, you think of playing //The Legend of Zelda// with your dad.\n\nBut in this game, the heroine gets weaker the further she progresses. The game consumes the father and son to the point of them not taking care of themselves; in other words, like the heroine, they also get weaker. Before you even finish, it's clear the story is meant to be an allegory for the pointlessness of video games. This is driven home when they finally beat the game and realize they've accomplished nothing but further ruining their lives.\n\nMaybe you're overly sensitive, but that seems like a pretty messed up thing to send to someone studying video games...\n\n Woah! That gives you an idea of something to reflect on in your next journal!\n\n[[The weekend is over.|Week_6]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week5 = 1>>\n<<set $stress = $stress - 20>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nYou enjoy a weekend upstate with friends, eating good food, drinking good beer, and playing board games. It's very relaxing. And when you get back, your inbox is full of revised Literacy Narratives!\n<<silently>>\n<<set $Partnerrapport = $Partnerrapport + 20>>\n<<endsilently>>\n[[The weekend is over.|Week_5]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week10 = 1>>\n<<set $stress = $stress - 10>>\n<<set $Partnerrapport = $Partnerrapport + 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nYou fall behind on work this weekend. Your partner tells you that you need to spend more time with them and your dog and that you really need some time to decompress. They're right, of course.\n\nFinding a balance has been hard, and it's getting harder the longer the semester goes on. You have so few down days when you need those to recharge. Not finding time to relax is stressing you out.\n\n[[The weekend is over.|Week_10]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week9 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\n[[The weekend is over.|Week_9]]

<<silently>>\n<<if $week is 1>>\n<<set $week1 = $week1 + 1>>\n<<elseif $week is 2>>\n<<set $week2 = $week2 + 1>>\n<<elseif $week is 3>>\n<<set $week3 = $week3 + 1>>\n<<elseif $week is 4>>\n<<set $week4 = $week4 + 1>>\n<<elseif $week is 5>>\n<<set $week5 = $week5 + 1>>\n<<elseif $week is 6>>\n<<set $week6 = $week6 + 1>>\n<<elseif $week is 7>>\n<<set $week7 = $week7 + 1>>\n<<elseif $week is 8>>\n<<set $week8 = $week8 + 1>>\n<<elseif $week is 9>>\n<<set $week9 = $week9 + 1>>\n<<elseif $week is 10>>\n<<set $week10 = $week10 + 1>>\n<<elseif $week is 11>>\n<<set $week11 = $week11 + 1>>\n<<elseif $week is 12>>\n<<set $week12 = $week12 + 1>>\n<<elseif $week is 13>>\n<<set $week13 = $week13 + 1>>\n<<elseif $week is 14>>\n<<set $week14 = $week14 + 1>>\n<<endif>>\n<<endsilently>>

<<silently>>\n<<set $week = $week + 1>>\n<<set $week11 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\n[[The weekend is over.|Week_11]]

<<silently>>\n<<set $ClaimEvidenceAnalysis = $ClaimEvidenceAnalysis + 1>>\n<<endsilently>>\nToday you discuss <abbr title="(2010)">Chuck Klosterman's //New York Times//</abbr> piece "My Zombie, Myself: Why Modern Life Feels Rather Undead." You're not a big fan of this article, but it always sparks conversation. Plus, Klosterman's argument is very subtle and requires closer reading than the some of the other argumentative texts they've read this semester.\n\nThe class offers good analysis of Klosterman and whether they agree with his main point, that society enjoys zombie media because it's an escape from our everyday, zombiefied selves. But your main question relates to why he brings up vampires as a contrast to his argument. You're trying to get them to think through the rhetoric, but it's slow going with Klosterman's nuanced points. Perhaps you should spend more time on this next class?\n\n[[Take a step back and review Claim, Evidence, Analysis relationships and the Rhetorical Appeals as they relate to Writing Project #2.|ClaimEvidenceAnalysis_Win]]\n[[Advise them to check their notes and the prior readings to review because we don't have time to go over them again.|ClaimEvidenceAnalysis_Fail]]

[[About]]\n\n[[References]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week14 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\n[[The weekend is over.|Week_14]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week13 = 1>>\n<<set $stress = $stress - 20>>\n<<set $Partnerrapport = $Partnerrapport + 20>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nIt's Fall Break!!!\n\nYou spend almost every moment of it with your parnter. You eat tons of food, go to the movies, go to the Museum of Natural History, and sleep! You also plan the last two weeks of the semester.\n\n[[The weekend is over.|Week_13]]

<<silently>>\n<<set $week = $week + 1>>\n<<set $week12 = 1>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\n[[The weekend is over.|Week_12]]

<<silently>>\n<<set $Mosesrapport = $Mosesrapport + 1>>\n<<set $Luisrapport = $Luisrapport + 1>>\n<<set $Ellierapport = $Ellierapport + 1>>\n<<set $Gordonrapport = $Gordonrapport + 1>>\n<<set $Samrapport = $Samrapport + 1>>\n<<set $Katherinerapport = $Katherinerapport + 1>>\n<<endsilently>>\nYou explain that you feel you should have given more context to your discussion last class of the "mystical black character" trope and worry you upset the class by not doing so. There are a few confused looks around the room, and the class doesn't seem bothered. You take that as a cue to move on. But you feel better.\n<<Week_6>>

<<silently>>\n<<set $Luisrapport = $Luisrapport - 1>>\n<<endsilently>>\n<<Week_1>>

<<silently>>\n<<set $week = $week + 1>>\n<<set $week15 = 1>>\n<<set $assignments = 0>>\n<<set $stress = $stress - 10>>\n<<endsilently>>\n<<Stress>>\n<<if $Luisrapport gt 0 or $Luisrapport lt 0>>Rapport with Luis is <<print $Luisrapport>>.<<endif>>\n<<if $Mosesrapport gt 0 or $Mosesrapport lt 0>>Rapport with Moses is <<print $Mosesrapport>>.<<endif>>\n<<if $Ellierapport gt 0 or $Ellierapport lt 0>>Rapport with Ellie is <<print $Ellierapport>>.<<endif>>\n<<if $Gordonrapport gt 0 or $Gordonrapport lt 0>>Rapport with Gordon is <<print $Gordonrapport>>.<<endif>>\n<<if $Samrapport gt 0 or $Samrapport lt 0>>Rapport with Sam is <<print $Samrapport>>.<<endif>>\n<<if $Katherinerapport gt 0 or $Katherinerapport lt 0>>Rapport with Katherine is <<print $Katherinerapport>>.<<endif>>\nRapport with Partner is <<if $Partnerrapport gt 9000>>Over 9000!!!<<else>><<print $Partnerrapport>><<endif>>.\n\nEvidence of engagement with a video game as a class text found: <<print $rq1>>\nEvidence of how students use a video game to make meaning of other texts: <<print $rq2>>\nEvidence of meaning meaking of video games as texts found: <<print $rq3>>\n\nIt's takes a day or so, but you finally get all of your students Final Portfolios and send them to the Collaborative Portfolio Assessment cohort, receiving their students', as well.\n\nAll that's left is to read them and prepare for this week's meeting to discuss.\n<<if visited("Ellie_Portfolio", "Gordon_Portfolio", "Katherine_Portfolio", "Luis_Portfolio", "Moses_Portfolio", "Sam_Portfolio")>>\nIt's a complicated process because not every member of your cohort will read each of your students' portfolios. Instead, each of you gets a few of each other members' students. This ensures no one has to read more than a fair share of portfolios while still allowing for each members' students to be read by several different people to minimize any bias. If a concensus can't be met between two members, then another member (or two) will read the student's portfolio and weigh in.\n\nIn your experience, all of this takes place smoothly, as most professors already know which of their students are likely not ready to move on to Freshman English 2. And in doing so, it accomplishes its purpose of serving both as a barometer or student progress and teacher competency, but also a uniform of standards in the department.\n\n[[You're ready for the CPA meeting!|Week_15]]\n<<endif>>\n\n[[Read Ellie's Portfolio|Ellie_Portfolio]]\n\n[[Read Gordon's Portfolio|Gordon_Portfolio]]\n\n[[Read Katherine's Portfolio|Katherine_Portfolio]]\n\n[[Read Luis' Portfolio|Luis_Portfolio]]\n\n[[Read Moses' Portfolio|Moses_Portfolio]]\n\n[[Read Sam's Portfolio|Sam_Portfolio]]

<<silently>>\n<<set $stress = $stress + 5>>\n<<Week>>\n<<set $assignments = $assignments - 1>>\n<<set $grade = $grade + 1>>\n<<endsilently>>\nYou grade their latest assignment.\n<<if visited("Grade") % 3 is 0>>\n<<Homework>>\n<<endif>>\n<<if $week is 1>>\n<<Week_1>>\n<<elseif $week is 2>>\n<<Week_2>>\n<<elseif $week is 3>>\n<<Week_3>>\n<<elseif $week is 4>>\n<<Week_4>>\n<<elseif $week is 5>>\n<<Week_5>>\n<<elseif $week is 6>>\n<<Week_6>>\n<<elseif $week is 7>>\n<<Week_7>>\n<<elseif $week is 8>>\n<<Week_8>>\n<<elseif $week is 9>>\n<<Week_9>>\n<<elseif $week is 10>>\n<<Week_10>>\n<<elseif $week is 11>>\n<<Week_11>>\n<<elseif $week is 12>>\n<<Week_12>>\n<<elseif $week is 13>>\n<<Week_13>>\n<<elseif $week is 14>>\n<<Week_14>>\n<<endif>>

<<silently>>\n<<set $Mosesrapport = $Mosesrapport - 1>>\n<<endsilently>>\n<<Week_1>>

by Benjamin J. Villarreal\n[[Blog|http://gamesandteaching.blogspot.com/]]\n[[Twitter|https://twitter.com/BenVilla4Real]]

<<silently>>\n<<set $stress = $stress - 7>>\n<<Week>>\n<<endsilently>>\nThose dishes aren't going to do themselves!\n<<if $week is 1>>\n<<Week_1>>\n<<elseif $week is 2>>\n<<Week_2>>\n<<elseif $week is 3>>\n<<Week_3>>\n<<elseif $week is 4>>\n<<Week_4>>\n<<elseif $week is 5>>\n<<Week_5>>\n<<elseif $week is 6>>\n<<Week_6>>\n<<elseif $week is 7>>\n<<Week_7>>\n<<elseif $week is 8>>\n<<Week_8>>\n<<elseif $week is 9>>\n<<Week_9>>\n<<elseif $week is 10>>\n<<Week_10>>\n<<elseif $week is 11>>\n<<Week_11>>\n<<elseif $week is 12>>\n<<Week_12>>\n<<elseif $week is 13>>\n<<Week_13>>\n<<elseif $week is 14>>\n<<Week_14>>\n<<endif>>

You're not overly worried about Gordon's work. It's been strong all semester, but he has a quirky sense of humour and familiarity (even in his academic prose) you're not sure the CPA will appreciate.\n\nThat said, his Self-Assessment is straight to the point. He spends almost a whole page critiquing the Twine he wrote for Writing Project #2. He touches on some of the comments you'd given his earlier drafts, but also on other points that aren't really a necessary worry. For example, he spends more time discussing the organization of his game and the choices he gives the player than those aspects reflected in the Learning Objectives. But this is perhaps understandable, given how completely bonkers his Twine is.\n\nGordon's Twine begins on the set of a show called "Writers in Thought" with an interview with Stephen King and Mark Darin (one of the writers of <abbr title="(Telltale Games, 2012)">//The Walking Dead//</abbr>). The discussion he writes them having is fairly interesting, and it ends up being a clear analysis of whether the game "checks the boxes" on <abbr title="(1981)">King's</abbr> reasons for "Why We Crave Horror Movies." But then, midway through the conversation, Gordon gives the player the choice of changing the channel! There are a variety of stations with different shows and movies on, and Gordon spends time describing them all - an episode of //Doctor Who//, a Steven Seagal action flick, the cartoon //Adventure Time//, and eventually, the Food Network series //Diners, Drive-Ins and Dives// starring Guy Fieri.\n\nEach features a detailed summary of a scene, and eventually lead the player back to "Writers in Thought," where the studio is attacked by zombies. But he spends more time on Fieri's show than the others, writing parody dialog and meals for Fieri to try at his latest stop. It goes on for awhile, and soon, you start wondering if he's going to describe an entire episode, when the chef Fieri's visiting tries to kill him. Fieri is saved by the iconic car he drives every episode, and escapes. It's ridiculous, but you also find his //Diners, Drive-Ins and Dives// parody spot-on.\n\nEventually, the player finds themselves back on "Writers in Thought," where Stephen King, Mark Darin, and the rest of the cast are fighting off a zombie attack. The player is given the choice to go out and join the fight or keep watching TV. If the player does choose to fight, the final passage reads, "You walk outside and then you get eaten, get good." You're laughing pretty hard by the end; "get good" (or more accurately, "git gud") is a popular internet meme in gamer circles and essentially an insult to players who are not better at the game.\n\nYou doubt the CPA committee will get the reference, or his lengthy departure from the Writing Project topic, but you appreciate it and see clear investment. You can't imagine how much time Gordon spent on his Twine (including the numerous revisions), but it was more than what was needed to write a passing Writing Project.\n<<silently>>\n<<set $rq1 = $rq1 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of engagement with a game as a text!\n\nMore time could have spent on Gordon's Capstone Essay, in which he defends violent media and the potential good it serves in society. You've seen enough of his homework on the topic to understand the point he's trying to make (and even how he's trying to make it), but that isn't clear here. His Capstone is disorganized and doesn't contain enough evidence to support his points. Each point is followed with evidence from his research, but then he leaves it up to the reader to connect the dots - how this piece of evidence supports that point, plus how that point connects to another.\n\nFor example, Gordon's thesis reads, "Violent media is good because it lets us scratch that [violent] itch, feed those hungry gators in our mind, and lets us live out our dark fantasies." He goes on to summarize Stephen King's "Why We Crave Horror Movies," in which King argues that horror movies essentially let us blow off steam, and since traditional horror movies tend to be morally reactionary, watching them is like going to a public execution. But Gordon doesn't really explain that fully, and instead concludes his summary of King with, "That by watching horror films, a form of violent media, it allows us to free out most basic instincts and then lets us see or experience our darkest fantasies." Much of his Capstone Essay reads the same way.\n\nAgain, familiar with the topic, you see these connections, but you're not sure the CPA cohort will agree. His MLA citations are also all over the place, though his writing is fairly clean. You're now a little worried; you think you can make a case for Gordon based not only on his Portfolio work, but the cohort may outvote you. And while that's never happened before, there's a first time for everything...\n\n<<Weekend_14>>

“Once upon a time there was a boy who loved language. He loved it all: nursery rhymes, stories, comic books, plays, movies, advertising, instructions on packages, even school books. What becomes of such a boy? If he is lazy — and lucky — he becomes an English teacher. I was such a boy, and that is what became of me.” - <abbr title="(1998)">Robert Scholes, //The Rise and Fall of English//</abbr>\n\n[[About]]\n[[How to Play]]\n[[Start|Prologue]]\n\n[[Acknowledgements]]

You enter a new area and find a bunch of monsters that look like octopi crawling around. But they shoot rocks our of their mouths! The rocks bounce off your shield with a "tink" but you can't do anything back. And if they touch you, you let out a little chirp, and the red hearts marking your health in the top-left corner drops.\n\n[[You have to run back!|Prologue]]

<<silently>>\n<<set $stress = $stress + 10>>\n<<set $Partner = $Partner + 1>>\n<<set $Partnerrapport = $Partnerrapport - 10>>\n<<endsilently>>\nToday starts out rough. You're not feeling well, neither you or your parnter got enough sleep and overslept, and you're both stressed because you're supposed to go out of town for the weekend (to relax). You argue, you're late, and you couldn't make copies of the <abbr title="(2006)">John Donne</abbr> piece for today's lesson.\n\nInstead, you plan to have the class look at it online and read and discuss it together.\n<<Week_4>>

Week <<print $week>>, Day <<print $week1>>\n\n"One of the biggest takeaways from the pilot study is that assigning a video game for homework might be play but it's also still work. And students will likely treat it like any other work you assign. In the early days of the pilot, I took their enthusiasm for the game to mean they wouldn't mind playing alongside the other work I wanted them do. They quickly proved me wrong, complaining about the amount of work each week. At first, I couldn't understand their complaints; it was only a couple of readings and some writing. But then I realized they were referring to the game, too, which they stopped playing.\n\n"This made me realize that if I wanted them to treat the game I assigned like a class text, I had to consider it a class text, and not merely something fun they wouldn't mind doing in addition to everything else.\n\n"Even now, I'm not sure how I could have been so short-sighted, especially given that //The Walking Dead// isn't really 'fun.' It's stressful, emotional, and always leaves you kinda strung out, more so as the game progresses and the stakes raise. But then, it even took me awhile to realize that.\n\n"During the pilot study, I only asked my students to play the first episode before we moved on to other games. After, once I realized playing one game in its entirety might be better, I narrowed down to a handful of games that included //The Walking Dead//. With so much other work to do, I reserved playing for the evenings and weekends, but every time, given the choice to play //The Walking Dead// (or another of the games) or something more fun, I'd choose something fun! The result was that months passed, and I was no closer to choosing a game. And it was stressing me out.\n\n"At this time, I was already seeing a counselor in Student Health Services, and we had spent a lot of time discussing strategies to manage my work-life balance in an effort to manage my anxiety about both. She was very interested in my gaming habits - at first, I think, concerned that they took up too much of my attention. We both realized this was not the case around the time I couldn't seem to bring myself to finish //The Walking Dead// or any of the other games I was studying.\n\n"'Why do you think you choose to play something other than the zombie game,' that's what she called it, 'when you have time to play?'\n\n"'Probably because at the end of the day, I want to play something that'll help me relax.'\n\n"'And the zombie game doesn't?' I shook my head. 'Why not?'\n\n"'Because it's stressful; it asks you to make difficult choices.'\n\n"'So then why wait to play the game that stresses you out when you just want to relax?'\n\n"'Because...' you take a moment to consider it. 'Because I have other work I should do first.'\n\n"'But this is your research, right?'\n\n"'Yes...'\n\n"'Then shouldn't you make time for it along with the other work you do for your research?'\n\n"I was floored. Even after the pilot study, I was still viewing play as play (which, granted, it still was) instead of as work (which it also was). Shortly after, I organized all of my games into two groups: Fun and Research. Fun games I played when I wanted to relax or unwind. Research games I treated like work. Not only did I make short work playing through the Research games I was considering for my study, but I began to make time for other games I had that I simply hadn't played because they called for more focus and critical attention than the games I could simply escape to for a few hours.\n\n"For this reason, I replayed //The Walking Dead// with my students this semester during time set aside for lesson planning. This became my check on the amount of work I asked them to do; if I felt overwhelmed playing and grading and planning lessons, I assumed they felt overwhelmed keeping up, too. It wasn't perfect, but the majority of the class kept up with the game and fell behind on written work no more than any other class I've taught."\n<<silently>>\n<<set $rq3 = $rq3 + 1>>\n<<endsilently>>\nWoah! You just found some evidence of meaning making of video games as class texts!\n\n<<if $week is 1>>\n<<Week_1>>\n<<elseif $week is 2>>\n<<Week_2>>\n<<elseif $week is 3>>\n<<Week_3>>\n<<elseif $week is 4>>\n<<Week_4>>\n<<elseif $week is 5>>\n<<Week_5>>\n<<elseif $week is 6>>\n<<Week_6>>\n<<elseif $week is 7>>\n<<Week_7>>\n<<elseif $week is 8>>\n<<Week_8>>\n<<elseif $week is 9>>\n<<Week_9>>\n<<elseif $week is 10>>\n<<Week_10>>\n<<elseif $week is 11>>\n<<Week_11>>\n<<elseif $week is 12>>\n<<Week_12>>\n<<elseif $week is 13>>\n<<Week_13>>\n<<elseif $week is 14>>\n<<Week_14>>\n<<endif>>

<<silently>>\n<<set $Moses = $Moses + 1>>\n<<endsilently>>\nThe third day of class gets off to a bumpy start. To help you remember new students' names, you ask them to share their favorite music genre, band, or artist. As you come around to Moses - young, black, leaning back in his desk - he answers, "Country."\n\n"Oh, like George Strait or more like Toby Keith?" A few students laugh, and he shakes his head; you've clearly missed a joke.\n\n"No, no, no, I'm playin'," he says but not smiling.\n\n"Well what kind of music DO you like?" you ask. His demeanor shifts; he straightens his shoulders though still leaning back in his desk, and his head lowers slightly though he locks eyes with you.\n\n"What do you think?" he asks.\n\n"You want me to guess?" He shakes his head but doesn't break eye contact.\n\n"Look at me," he gestures both hands at himself. "What kind of music do YOU think I like?"\n\n"You want ME to make an assumption about YOU just by looking?" you ask with mock emphasis, trying to defuse what's becoming a tense situation.\n\n"Yeah."\n\nThe moment seems to freeze. No one says a word, as you and Moses still haven't broken eye contact. Your brain races through what you've learned about Moses in the past week, which isn't much other than that he's young, urban, and black. And you sense this is a test.\n\n[["Hip-hop? Rap?" you throw out, before moving on to the next student.|Moses_Fail]]\n[["Nah," you shake your head. "I'm not gonna do that. I'll leave it blank for now." And you move on.|Moses_Win]]

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

<<silently>>\n<<set $SpikeLee = $SpikeLee + 1>>\n<<endsilently>>\nYou struggle with whether or not to confront your blunder in the last class all the way to campus, all the way to class, all the way up to the point of class starting...\n\n[[Move on with today's lesson - they probably didn't think anything of it and it's only a big deal if you make it one.|SpikeLee_Fail]]\n[[Admit you didn't preface the conversation well enough and apologize if you offended them by dropping the "mystical black character" on them.|SpikeLee_Win]]

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