[img[pixelated store]]\nWelcome to the Shop! Do you want to buy or sell? \n[[Buy]] \n[[Sell]]\n [[Go home|main]]
[img[pixelated store]]\nYou can sell food in exchange for coins! Currently you have <<print $food>> food and <<print $coins>> coins. \n[[Sell 1 food!|sell1]]\n[[Sell 5 food!|sell5]]\n[[Sell 10 food!|sell10]]\n[[Sell 50 food!|sell50]]\n[[back|shop]]\n
Bought a loom!\n<<nobr>>\n<<set $loom to 1>>\n<<set $coins to $coins-100>>\n<<endnobr>>\n[[go home|main]]\n[[back|Town]]
You won!!!!!\n\nPlay again? \n\n[[Start]]
Your house has been built!<<nobr>>\n\n<<set $popmax to $popmax+5>>\n<<set $coins to $coins-50>>\n<<endnobr>>\n[[go home|main]]\n[[back|Town]]\n
Welcome to Farming Simulator. \n[[Begin|story]]\n[[credits]]\n
<<nobr>>\n<<audio "maintheme" loop play>>\n<<audio "maintheme" mute>>\n[img[pixelated dirt]]\n<<endnobr>>\nYou wake up on your farm at the break of dawn, ready to attack the day. You step outside and survey the landscape. It isn't much yet, just a house, a single field, and a traveling trader's tent.\n\nBut looking at the land, you can see the potential.\n\nget to [[work|main]]
[img[pixelated store]]\nMedicine prevents disease from taking hold, but it only works once.\n\nIt costs 25 coins. \n[[buy|medicineresult]]\n[[back|Buy]]
The year is 1928. You are a member of the Pima tribe in Arizona. You've lived on your land for generations, farming and thriving the same way for thousands of years. \n\nNow the US government has dammed the Gila River, the main source of water for your tribe, and because the water's gone your crops are dying. The government has offered you rations, but the processed foods are destroying the community's health.\n\nYou decide enough is enough. \n\nSetting out on your own, you find a new place in which to continue your traditional culture, without government assistance.\n\nCan you make it on your own?\n\n[[tutorial]]
<<nobr>>\n<<set $rot to random(1,5)>>\nYour food is rotten!! You can't eat that. Some of it can be salvaged, but you lose enough food for <<print $rot>> days. \n<<set $food to $food-($pop*$rot)>>\n<<endnobr>>\n[[go home|main]]
Thanks for playing! \n\nHere are the rules:\n\nYou need food to survive. If your food ever dips below 0, it's game over for you.\n\nFarm to make food! You have limited field space and it takes 7 days to produce \n\nYou can sell your food in exchange for coins. Coins allow you to trade with the outside world for materials, land, and other things. Most importantly, they help you build your new settlement by building new areas to settle.\n\nShopping is the way of the game, and there are many approaches and ways to win. Before you do anything, you should explore the shop and figure out a strategy.\n\nBut be careful spending too much money!! Remember, disaster could strike at any moment and you need to be prepared\n\nYou win, when you have a 30 person village and enough food for a year. \n\n[[start|intro]]
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
You work in the field all day. The food is planted. \n\n<<set $wait3 to 1>>\n[[go home|foodcheck]]
You work in the field all day. The food is planted. \n\n<<set $wait2 to 1>>\n[[go home|foodcheck]]
<<nobr>>\n<<if $coins gte 4>>\n<<set $coins to $coins-4>>\n<<set $food to $food+1>>\nYou bought food!\n<<else>>\nYou don't have enough coins!\n<<endif>>\n<<endnobr>>\n[[Buy more|buyf]]\n[[Buy something else|Buy]]\n[[Go main|main]]
[img[pixelated store]]\nWhat do you want to buy?\n\n[[Food]]\n[[Medicine]]\n[[Techniques]]\n[[Farm Land]]\n[[Town]]\n[[back|shop]]
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You work in the field all day. The food is planted. \n\n<<set $wait5 to 1>>\n[[go home|foodcheck]]
You work in the field all day. The food is planted. \n\n<<set $wait4 to 1>>\n[[go home|foodcheck]]
[img[pixelated store]]\nIn a pinch, you can buy food. But it's just not as good.\n\nBuy 1 food for 4 coins?\n[[Yes|buyf]]\n[[no|Buy]]
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[img[pixelated store]]\nYou can buy more land to farm. More land means more food!\n<<nobr>>\n<<if $field5== 1>>\nyou already own all the land you can!\n<<elseif $field4==1>>\nBuy extra field #5 for 250 coins?\n[[buy|farmresult5]]\n\n<<elseif $field3==1>> \nBuy extra field #4 for 200 coins?\n[[buy|farmresult4]]\n\n<<elseif $field2==1>>\nBuy field #3 for 150 coins?\n[[buy|farmresult3]]\n\n<<elseif $field1==1>>\nBuy extra field #2 for 100 coins?\n[[buy|farmresult2]]\n\n<<else>>\nBuy your first extra field for 50 coins?\n[[buy|farmresult1]]\n<<endif>>\n<<endnobr>>\n[[back|Buy]]
You've been struck by fire!!!\n<<nobr>>\n<<if $pop gte 6>>\nYou've lost one of your buildings and all the people inside it!\n<<set $pop to $pop-5>>\n<<set $popmax to $popmax-5>>\n<<else>>\n. . . But you don't have any buildings to burn.\n<<endif>>\n<<endnobr>>\n[[go home|main]]\n
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
<<if $coins gte 100 >>\n\t<<set $weaver to 1>>\n\t<<set $coins to $coins-100>>\n\tdone!\n<<else>>\n\tYou don't have enough coins!\n<<endif>>\n[[go home|main]]\n[[shop]]
Farming on the Gila
<<nobr>>\n<<audio "maintheme" unmute>>\n<<if $popmax lte 5>>\n[img[pixelated dirt]]\n<<elseif $popmax gte 5 and $popmax lt 10>>\n[img[small village]]\n<<elseif $popmax gte 10>>\n[img[medium village]]\n<<else>>\n[img[large village]]\n<<endif>>\n<<set $foodread to $food/$pop>>\n<<set $remainder to (1%$foodread)-1>>\n<<set $foodread2 to $foodread-$remainder>>\n<<endnobr>>\ngood morning! You've been farming for <<print $days>> days. You have <<print $pop>> people and <<print $food>> units of food. You have <<print $coins>> coins and enough food for <<print $foodread2>> days. \n\nWhat would you like to do? \n[[farm]] \n[[shop]] \n[[wait]]\n[[tutorial]]
Pima people have grown a variety of crops through history. Utilizing crops like squashes, corns, beans, and mesquite makes your fields more productive, and it makes you healthier too.\n<<nobr>>\n\t<<if $product ==1 & $coins gte 50>>\n\t<<set $coins to $coins-50>>\n\t<<set $product to 2>>\n\t<<set $tracker to $tracker +1>>\n\tDone!\n\t<<elseif $product ==2 && $coins gte 100>>\n\t<<set $coins to $coins-100>>\n\t<<set $product to 4>>\n\t<<set $tracker to $tracker +1>>\n\tDone!\n\t<<elseif $product ==4 && $coins gte 150>>\n\t<<set $coins to $coins - 150>>\n\t<<set $product to 8>>\n\t<<set $tracker to $tracker +1>>\n\tDone!\n\t<<elseif $product ==8 && $coins gte 200>>\n\t<<set $coins to $coins -200>>\n\t<<set $product to 16>>\n\t<<set $tracker to $tracker +1>>\n\t<<else>>\nEither you don't have enough coins or the land is full. We \tall have limits you know.\n\t<<endif>>\n<<endnobr>>\n[[Go home|main]]
<<nobr>>\n<<set $disaster to random(1,5)>>\n<<if $disaster is 1>>\nAssess the [[damage|drought]]\n<<elseif $disaster is 2>>\nAssess the [[damage|plague]]\n<<elseif $disaster is 3>>\nAssess the [[damage|fire]]\n<<elseif $disaster is 4>>\nAssess the [[damage|grab]]\n<<else>>\nAssess the [[damage|rot]]\n<<endif>>\n<<endnobr>>\n\n\n\n\n
[img[pixelated store]]\n<<nobr>>\n\n/% This grows the capacity of your town. After, there is more capability for growth but not imediately new people. They will grow one person at a time per day until it reaches capacity%/\n\nHere you can buy improvements for your town!\n<<endnobr>>\n<<nobr>>\n<<if $coins gte 50>>\nbuy [[Housing]] for 50 coins. Change population maximum by 5!:\n<<else>> \n\tYou don't have enough coins to buy improvments!\n<<endif>>\n<<endnobr>>\n<<if $coins gte 100>>\nFor generations, hunting of rabbits and other small animals has helped sustain the Pima tribe. Building a hunting cabin allows you to develop hunters which gather additional food!\n[[Hunters]]:\nPima basket weaving is well known across the country. Buying a loom allows you to develop weaving technology in your village.\n[[Weaving]]\n[[Hospital]]: No more medicine for you!\n<<endif>>\n[[back|shop]]
<<nobr>>\n<<if $coins lt 200>>\nYou don't have enough coins to buy this field!\n\n\n<<else>> \nBought!\n<<set $coins to $coins-200>>\n<<set $field4 to 1>>\n<<endif>>\n<<endnobr>>\n[[back|Buy]]\n[[go home|main]]
<<nobr>>\n<<if $coins lt 250>>\nYou don't have enough coins to buy this field!\n<<else>> \nBought!\n<<set $coins to $coins-250>>\n<<set $field5 to 1>>\n<<endif>>\n<<endnobr>>\n[[back|Buy]]\n[[go home|main]]
<<nobr>>\n<<if $coins lt 100>>\n\nYou don't have enough coins to buy this field\n\n<<else>> \nBought!\n<<set $coins to $coins-100>>\n<<set $field2 to 1>>\n\n<<endif>>\n<<endnobr>>\n[[back|Buy]]\n[[go home|main]]
<<nobr>>\n<<if $coins lt 150>>\nYou don't have enough coins to buy this field!\n\n<<else>> \nBought!\n<<set $coins to $coins-150>>\n<<set $field3 to 1>>\n\n<<endif>>\n<<endnobr>>\n[[back|Buy]]\n[[go home|main]]
<<nobr>>\n<<if $coins lt 50>>\nYou don't have enough coins to buy this field!\n<<else>> \nBought!\n<<set $coins to $coins-50>>\n<<set $field1 to 1>>\n<<endif>>\n<<endnobr>>\n[[back|Buy]]\n[[go home|main]]
[img[pixelated field]]\nPlant the food that your tribe has grown for generations. It's healthy and sustains you.\n<<nobr>>\n<<if $field1 is 1 & $wait1 is 0>>\n[[plant field 2|plant1]]\n<<elseif $field1 is 0>> \n<<else>> \nField two has been planted for <<print $wait1>> days.\n<<endif>>\n<<endnobr>>\n<<nobr>>\n<<if $field2 is 1 & $wait2 is 0>>\n[[plant field 3|plant2]]\n<<elseif $field2 is 0>> \n<<else>>\nField three has been planted for <<print $wait2>> days.\n<<endif>>\n<<endnobr>>\n<<nobr>>\n<<if $field3 is 1 & $wait3 is 0>>\n[[plant field 4|plant3]]\n<<elseif $field3 is 0>>\n<<else>>\nField four has been planted for <<print $wait3>> days.\n<<endif>>\n<<endnobr>>\n<<nobr>>\n<<if $field4 is 1 & $wait4 is 0>>\n[[plant field 5|plant4]]\n<<elseif $field4 is 0>> \n<<else>> \nField five has been planted for <<print $wait4>> days.\n<<endif>>\n<<endnobr>>\n<<nobr>>\n<<if $field5 is 1 & $wait5 is 0>>\n[[plant field 6|plant5]]\n<<elseif $field5 is 0>> \n<<else>> \nField six has been planted for <<print $wait5>> days.\n<<endif>>\n<<endnobr>>\n<<nobr>>\n<<if $wait is 0>>\n[[plant field 1|plant0]]\n<<else>> \nField one has been planted for <<print $wait>> days.\n<<endif>>\n<<endnobr>>\n[[go home|main]]
After the researchers completed their investigation, you learned that dietary changes were responsible for the explosion of type-2 diabetes; though members of your tribe have a genetic susceptibility to type-2 diabetes, traditional Pima cuisines never triggered an outbreak of the disease because genetic factors interact with environmental influences to produce disease; Westernized diets activated your tribe’s underlying susceptibility, which explains the sudden onset of symptoms.\n\nAs your tribe grappled with this sudden health crisis and the loss of important tribal traditions, you began to consider the role of government policy in precipitating this course of events. You concluded that the government’s damming of the Gila River in the 1920s was detrimental for your community because the government did not consider how its proposed policies would affect Indigenous peoples’ health, ways of life, cultural practices, participation in the economy, and psychosocial wellbeing.\n\n[[next|next4]]
You work in the field all day. The food is planted. \n\n<<set $wait1 to 1>>\n[[go home|foodcheck]]
<<nobr>>\n<<set $medicine to 1>>\nYou're safe!\n<<set $coins to $coins - 25>>\n<<endnobr>>\n[[shop]]\n[[go home|main]]\n
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
Programming by Kellen Appleton.\nArt edited by Carson Spahr. \nStory line and historical information written by Julian Nathan.\n\nBackground Music by PlayOnLoop.com\nLicensed under Creative Commons By Attribution 4.0\n\nOriginal Photo Credits:\n\nHouse Icon:\nhttp://www.clker.com/clipart-3518.html, Creative Commons\n\nBarn icon:\nhttp://cliparts.co/clipart/2435156, Creative Commons.\n\nHistorical Sources:\n\nBlackhawk N (2006) “Introduction: The Indigenous Body in Pain” in Violence over the Land: Indians and Empires in the Early American West. Cambridge: Harvard University Press.\n\nBlaser M (2004) “Life Projects: Indigenous Peoples’ Agency and Development” in Blaser, Feit, and McRae, eds. In the Way of Development. Zed Books.\n\nBrody, Jane E. To Preserve Their Health and Heritage, Arizona Indians Reclaim Ancient Foods. The New York Times, 21 May 1991, www.nytimes.com/1991/05/21/science/to-preserve-their-health-and- heritage-arizona-indians-reclaim-ancient-foods.html?pagewanted=all.\n \nMcgregor, Deborah. “Linking Traditional Knowledge and Environmental Practice in Ontario.” Journal of Canadian Studies, vol. 43, no. 3, 2009, pp. 69–100., doi:10.3138/jcs.43.3.69.\n \nSavage, P. J., et al. “High Prevalence of Diabetes in Young Pima Indians: Evidence of Phenotypic Variation in a Genetically Isolated Population.” Diabetes, vol. 28, no. 10, Jan. 1979, pp. 937–942., doi:10.2337/diab.28.10.937.\n \nSchulz, L. O., et al. “Effects of Traditional and Western Environments on Prevalence of Type 2 Diabetes in Pima Indians in Mexico and the U.S.” Diabetes Care, vol. 29, no. 8, 2006, pp. 1866–1871., doi:10.2337/dc06-0138.\n \nSimpson, Leanne R. “Anticolonial Strategies for the Recovery and Maintenance of Indigenous Knowledge.” The American Indian Quarterly, vol. 28, no. 3, 2004, pp. 373–384., doi:10.1353/aiq.2004.0107.\n\n\n[[Start]]
You work in the field all day. The food is planted. \n\n<<set $wait to 1>>\n[[go home|foodcheck]]
<<if $hospital is 1 || $medicine is 1>>\nSickness tried to hit, but you were prepared! Good thinking.\n<<set $medicine to 0>>\n<<else>>\n\t<<if $pop gt 1>>\nSickness has struck your town! You do your best to save them but many still die.\n\t<<set $pop to ($pop*.75+(1%$pop))>>\n\t<<else>> Sickness tried to hit, but you're all alone. Who's going to infect you?\n\t<<endif>>\n<<endif>>\n[[go home|main]]
No more medicine for you!\n<<nobr>>\n<<set $hosptial to 1>>\n<<set $coins to $coins-100>>\n<<endnobr>>\n[[go home|main]]\n[[back|Town]]
<<if $food lte 1>> You don't have any food to sell!\n<<else>>\n\t<<set $food to $food-1>>\n\t<<set $coins to $coins +2>>\n\tYou sold food! You now have <<print $food>> food and <<print $coins>> \tcoins.\n<<endif>>\n[[back to store|shop]]\n[[sell more|Sell]]\n[[go home|main]] \n
Your settlement has been hit with a drought. The rains don't come, the river stops, and crops wither. All your planted fields die.\n<<nobr>>\n<<set $wait to 0>>\n<<set $wait1 to 0>>\n<<set $wait2 to 0>>\n<<set $wait3 to 0>>\n<<set $wait4 to 0>>\n<<set $wait5 to 0>>\n<<endnobr>>\n[[go home|main]]
<<nobr>>\n<<if $food lte 5>> \nYou don't have that much food to sell!\n<<else>>\n\t<<set $food to $food-5>>\n\t<<set $coins to $coins +10>>\n\tYou sold food! You now have <<print $food>> food and <<print $coins>> coins.\n<<endif>>\n<<endnobr>>\n[[back to store|shop]]\n[[sell more|Sell]]\t\n[[go home|main]] \n
<<nobr>>\n/%This section is some nonsense it is the main driver of the game. It decides if you've won, it decides if you've lost, it decides how much food how many coins, and howmany people you have. It's inconveinect but it's teh only way I've found to doit. %/\n<<if $popmax gt $pop>>\n<<set $pop to $pop+1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $pop gte 30 && ($food/$pop) gte 365>>\n[[You've done it!!!!|win]]\n<<else>>\nIt's a new day! \n<<set $days = $days +1>> \n<<set $food = ($food - $pop)>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if ($food) lte 0>>\n<<set $lose to 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $wait is 7>>\n\tField 0 is ready to harvest! You have more food.\n\t<<set $wait to 0>>\n\t<<set $food to $food+(15*$product)>>\n<<elseif $wait gte 1 & $wait lte 6>>\n\tField 0 isn't ready yet.\n\t<<set $wait to $wait + 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $wait1 is 7>>\n\tField 1 is ready to harvest! You have more food.\n\t<<set $wait1 to 0>>\n\t<<set $food to $food+(15*$product)>>\n<<elseif $wait1 gte 1 & $wait1 lte 6>>\n\tField 1 isn't ready yet.\n\t<<set $wait1 to $wait1 + 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $wait2 is 7>>\n\tField 2 is ready to harvest! You have more food.\n\t<<set $wait2 to 0>>\n\t<<set $food to $food+(10*$product)>>\n<<elseif $wait2 gte 1 & $wait2 lte 6>>\n\tField 2 isn't ready yet.\n\t<<set $wait2 to $wait2 + 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $wait3 is 7>>\n\tField 3 is ready to harvest! You have more food.\n\t<<set $wait3 to 0>>\n\t<<set $food to $food+(15*$product)>>\n<<elseif $wait3 gte 1 & $wait3 lte 6>>\n\tField 3 isn't ready yet.\n\t<<set $wait3 to $wait3 + 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $wait4 is 7>>\n\tField 4 is ready to harvest! You have more food.\n\t<<set $wait4 to 0>>\n\t<<set $food to $food+(15*$product)>>\n<<elseif $wait4 gte 1 & $wait4 lte 6>>\n\tField 4 isn't ready yet.\n\t<<set $wait4 to $wait4 + 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $wait5 is 7>>\n\tField 5 is ready to harvest! You have more food.\n\t<<set $wait5 to 0>>\n\t<<set $food to $food+(15*$product)>>\n<<elseif $wait5 gte 1 & $wait5 lte 6>>\n\tField 5 isn't ready yet.\n\t<<set $wait5 to $wait5 + 1>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $hunters == 1>>\n\t<<set $food to $food +15>>\n<<endif>>\n<<if $weavers == 1>>\n\t<<set $coins to $coins +10>>\n<<endif>>\n\n<<endnobr>>\n<<nobr>>\n\n<<if $days == 30>>\nCareful, disaster can now strike!\n<<endif>>\n<<endnobr>>\n<<nobr>>\n\n<<if $lose is 1>>\n[[You're out of food!!!!|lose]]\n<<elseif $days gte 30>>\n\t<<set $chance to random(0,100)>>\n<<else>>\n\t<<if $chance gte 40>>\n[[DISASTER HAS HIT|DISASTERS]]\n\t<<else>> \n[[go home|main]]\n<<endif>>\n<<endif>>\n\n<<endnobr>>
You wait all day.\n[[home|foodcheck]]
<<nobr>>\n<<if $food lte 10>>\n You don't have enough to sell!\n<<else>>\n\t<<set $food to $food-10>>\n\t<<set $coins to $coins +20>>\nYou sold food! You now have <<print $food>> food and <<print $coins>> coins.\n<<endif>>\n<<endnobr>>\n[[back to store|shop]]\n[[sell more|Sell]]\n[[go home|main]] \n
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
<<cacheaudio "maintheme" "https://instaud.io/_/1PYm.mp3">>\n\n<<set $days = 0>>\n<<set $popmax =1>>\n<<set $pop = 1 >>\n<<set $food = 10>>\n<<set $coins = 100>> \n<<set $field1 = 0>>\n<<set $field2 = 0>>\n<<set $field3 = 0>>\n<<set $field4 = 0>>\n<<set $field5 = 0>>\n<<set $product= 1>>\n<<set $tracker = 1>>\n<<set $wait = 0>>\n<<set $wait1 =0>>\n<<set $wait2 = 0>>\n<<set $wait3 = 0>>\n<<set $wait4 = 0>>\n<<set $wait5 = 0>>\n
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
Your cabin is built!\n<<nobr>>\n\n<<set $cabin to 1>>\n<<set $coins to $coins-100>>\n\n<<endnobr>>\n[[go home|main]]\n[[back|Town]]
Today, the future of the Pima tribe remains uncertain. While there are programs trying to revive traditional agricultural practices, the health of the tribe still remains in danger. \n\nThe plight of the Pima Tribe is not unique. Many tribes across the country face similar problems and similar futures.\n\nWhat can you do to help?\n\nPlay\n[[Start]]
<<nobr>>\n<<if $coins gte 100 & $cabin is 1>>\n\t<<set $hunters to 1>>\n\t<<set $coins to $coins-100>>\ndone!\n<<elseif $coins lt 100>>\nYou don't have enough coins!\n<<else>>\nYou don't have a cabin!\n<<endif>>\n<<endnobr>>\n[[go home|main]]\n[[shop]]
Once it became clear that your tribe would be unable to support itself with traditional agricultural practices, the federal government began providing you with food assistance. However, the food that they sent to you was practically unrecognizable. \n\nTribal elders found it especially difficult to adjust to their new diet of refined sugars, cheap starches, processed snacks, and canned meals. They especially lamented the loss of traditional Pima cuisines, which include ingredients high in soluble fiber but low in fat, such as mesquite meal, tepary beans, cholla buds, and chaparral tea.\n\n[[next|next2]]
Shortly after members of your tribe began eating government-supplied foods, an alarming trend emerged: type-2 diabetes. Though only 6 percent of Pima tribe members who live in Mexico have type-2 diabetes, you and your fellow members of the tribe’s American cohort experienced a staggering 38% incidence of the disease, the highest rate of any population in the world.\n\nA number of biologists and public health experts visited your community to investigate the matter, and you were pleased with how carefully they considered how their presence in the Pima community might affect tribal ways of life before they arrived. You communicated openly with the researchers and established a close rapport with them over time, and this went a long way towards ensuring that members of your tribe had a sense of agency through the research process.\n\n[[next|next3]]
<<audio "maintheme" mute>>\n[img[pixelated game over]]\n\nYou're out of food!!\n\n[[end|quit]]
Kellen Appleton \nCarson Spahr\nJullian Nathan
You didn't really think that you, a native, could just use this land, did you? The government needs one of your fields and you have to give them one.\n<<nobr>>\n\n<<if $field5 == 1>>\n\t<<set $field5 to 0>>\n\t<<set $wait5 to 0>>\n<<elseif $field4 ==1>>\n\t<<set $field4 to 0>>\n\t<<set $wait4 to 0>>\n<<elseif $field3 is 1>>\n\t<<set $field3 to 0>>\n\t<<set $wait3 to 0>>\n<<elseif $field2 is 1>>\n\t<<set $field2 to 0>>\n\t<<set $wait2 to 0>>\n<<elseif $field1 is 1>>\n\t<<set $field1 to 0>>\n\t<<set $wait1 to 0>>\n<<else>> . . . But you only have one plot of land so they'll let you keep that one.\n<<endif>>\n\n<<endnobr>>\n[[go home|main]]
<<nobr>>\n<<if $food lte 50>> \nYou don't have enough food to sell!\n<<else>>\n\t<<set $food to $food-50>>\n\t<<set $coins to $coins +100>>\nYou sold food! You now have <<print $food>> food and <<print $coins>> coins.\n<<endif>>\n<<endnobr>>\n[[back to store|shop]]\n[[sell more|Sell]]\n[[go main|main]] \n
Unfortunately, your tribe has run out of food and can no longer support itself. For the last few weeks, you’ve noticed that crop yields were significantly lower than baseline levels at the start of the 20th century. The damming of the Gila River limited the availability of water for irrigation, which made it more difficult for you to meet agricultural production goals. Although the federal government made minimal efforts to restore your water rights, their help was too little too late; by the time that your tribe regained some water rights, many community members had already long-forgotten traditional Pima agricultural practices. \n\nArizona’s public school system only exacerbated the loss of this traditional ecological knowledge (TEK) because it discouraged Pima schoolchildren from speaking O’odham in the classroom environment. As younger generations lost the ability to speak O’odham, they could no longer receive TEK from their elders; even though elders could communicate with younger generations in English, your tribe found that this foreign language was not an effective vehicle to transmit TEK.\n\n[[next|next1]]
[img[pixelated store]]\nTechniques add productivity and training to your farming!\n<<if $pop gte 5>>\nFarming Techniques:\nx2 farming (each field produces twice as much food as before)\nIt costs <<print $tracker*50>> coins.\n[[buy x2]]\n<<if $forge is 1 & $hunters is 0>>\nHunters will gather more food for you every day!\nIt takes an initial investment of 100 coins and a hunting cabin.\n\t[[buy|buyhunt]]\n<<endif>>\n<<if $loom is 1 & $weaver is 0>>\nWeavers add passive coins to your total every day!\nIt takes an initial investment of 100 coins and a loom.\n\t[[buy|buyweaver]]\n<<endif>>\n<<else>>\nYour town isn't big enough for this yet! Come back when you have at least 5 people.\n<<endif>>\n[[go home|main]]\n[[back|Buy]]